[
  {
    "path": "AutoReconForDens3R/.gitattributes",
    "content": "*.ipynb linguist-documentation"
  },
  {
    "path": "AutoReconForDens3R/.github/ISSUE_TEMPLATE/bug-report.md",
    "content": "---\nname: Bug report\nabout: Create a report to help us improve\ntitle: ''\nlabels: ''\nassignees: ''\n\n---\n\n**Describe the bug**\nA clear and concise description of what the bug is.\n\n**To Reproduce**\nSteps to reproduce the behavior:\n1. Go to '...'\n2. Click on '....'\n3. Scroll down to '....'\n4. See error\n\n**Expected behavior**\nA clear and concise description of what you expected to happen.\n\n**Screenshots**\nIf applicable, add screenshots to help explain your problem.\n\n**Additional context**\nAdd any other context about the problem here.\n"
  },
  {
    "path": "AutoReconForDens3R/.github/ISSUE_TEMPLATE/feature_request.md",
    "content": "---\nname: Feature request\nabout: Suggest an idea for this project\ntitle: ''\nlabels: ''\nassignees: ''\n\n---\n\n**Is your feature request related to a problem? Please describe.**\nA clear and concise description of what the problem is. Ex. I'm always frustrated when [...]\n\n**Describe the solution you'd like**\nA clear and concise description of what you want to happen.\n\n**Describe alternatives you've considered**\nA clear and concise description of any alternative solutions or features you've considered.\n\n**Additional context**\nAdd any other context or screenshots about the feature request here.\n"
  },
  {
    "path": "AutoReconForDens3R/.github/workflows/core_code_checks.yml",
    "content": "name: Core Tests.\n\non:\n  push:\n    branches: [main]\n  pull_request:\n    branches: [main]\n\npermissions:\n  contents: read\n\njobs:\n  build:\n    runs-on: ubuntu-latest\n\n    steps:\n      - uses: actions/checkout@v3\n      - name: Set up Python 3.7.13\n        uses: actions/setup-python@v4\n        with:\n          python-version: '3.7.13'\n      - uses: actions/cache@v2\n        with:\n          path: ${{ env.pythonLocation }}\n          key: ${{ env.pythonLocation }}-${{ hashFiles('pyproject.toml') }}\n      - name: Install dependencies\n        run: |\n          pip install --upgrade --upgrade-strategy eager -e .[dev]\n      - name: Run license checks\n        run: |\n          ./scripts/licensing/license_headers.sh --check\n      - name: Check notebook cell metadata\n        run: |\n          python ./scripts/docs/add_nb_tags.py --check\n      - name: Run isort\n        run: isort docs/ nerfstudio/ scripts/ tests/ --profile black --check\n      - name: Run Black\n        run: black docs/ nerfstudio/ scripts/ tests/ --check\n      - name: Python Pylint\n        run: |\n          pylint nerfstudio tests scripts\n      - name: Test with pytest\n        run: |\n          pytest\n"
  },
  {
    "path": "AutoReconForDens3R/.github/workflows/publish.yml",
    "content": "# This workflows will upload a Python Package using twine when a release is created\n# For more information see: https://help.github.com/en/actions/language-and-framework-guides/using-python-with-github-actions#publishing-to-package-registries\n\nname: Upload Python Package\n\non:\n  release:\n    types: [created]\n\njobs:\n  deploy:\n    runs-on: ubuntu-latest\n\n    steps:\n      - uses: actions/checkout@v2\n      - name: Set up Python\n        uses: actions/setup-python@v1\n        with:\n          python-version: '3.8'\n      - name: Install dependencies\n        run: |\n          python -m pip install build twine\n      - name: Strip unsupported tags in README\n        run: |\n          sed -i '/<!-- pypi-strip -->/,/<!-- \\/pypi-strip -->/d' README.md\n      - name: Build and publish\n        env:\n          PYPI_TOKEN: ${{ secrets.PYPI_TOKEN }}\n        run: |\n          python -m build\n          twine upload --username __token__ --password $PYPI_TOKEN dist/*\n"
  },
  {
    "path": "AutoReconForDens3R/.github/workflows/viewer_build_deploy.yml",
    "content": "name: Viewer Build and Deploy.\n\non:\n  push:\n    branches: [main]\n  pull_request:\n    branches: [main]\n\njobs:\n  build:\n    name: Build\n    runs-on: ubuntu-latest\n    defaults:\n      run:\n        working-directory: ./nerfstudio/viewer/app\n    steps:\n      - name: Checkout code\n        uses: actions/checkout@master\n\n      - name: Install Node.js\n        uses: actions/setup-node@v3\n        with:\n          node-version: 17.8.0\n          cache: 'yarn'\n          cache-dependency-path: ./nerfstudio/viewer/app/yarn.lock\n\n      - name: Install packages\n        run: yarn install\n\n      - name: Build project\n        run: CI=false yarn build\n\n      - name: Upload production-ready build files\n        uses: actions/upload-artifact@v2\n        with:\n          name: production-files\n          path: ./nerfstudio/viewer/app/build\n\n  deploy:\n    name: Deploy\n    needs: build\n    runs-on: ubuntu-latest\n\n    env:\n      SSH_KEY: ${{secrets.SSH_KEY}}\n\n    steps:\n      - uses: actions/checkout@v3\n      - name: Set up Python 3.8.12\n        uses: actions/setup-python@v4\n        with:\n          python-version: '3.8.12'\n\n      - name: Install dependencies\n        run: |\n          pip install -r ./nerfstudio/viewer/app/requirements.txt\n\n      - name: Download artifact\n        uses: actions/download-artifact@v2\n        with:\n          name: production-files\n          path: ./nerfstudio/viewer/app/build\n\n      - name: Get branch name (merge)\n        if: github.event_name != 'pull_request'\n        shell: bash\n        run: echo \"BRANCH_NAME=$(echo ${GITHUB_REF#refs/heads/} | tr / -)\" >> $GITHUB_ENV\n\n      - name: Get branch name (pull request)\n        if: github.event_name == 'pull_request'\n        shell: bash\n        run: echo \"BRANCH_NAME=$(echo ${GITHUB_HEAD_REF} | tr / -)\" >> $GITHUB_ENV\n\n      # TODO: detect file or scheme changes of the viewer and only\n      # increment the version.txt file when there is a change.\n      # Update the version.txt code and push to master when things change.\n      # https://github.com/marketplace/actions/changed-files\n      # - name: Run changed-files with defaults on the dir1\n      #   id: changed-files-for-dir1\n      #   uses: tj-actions/changed-files@v29.0.3\n      #   with:\n      #     path: nerfstudio/viewer/app\n\n      # - name: List all added files in dir1\n      #   run: |\n      #     for file in ${{ steps.changed-files-for-dir1.outputs.modified_files }}; do\n      #       echo \"$file was modified\"\n      #     done\n\n      - run: |\n          python ./nerfstudio/viewer/app/run_deploy.py \\\n            --branch-name ${{ env.BRANCH_NAME }} \\\n            --ssh-key-string \"$SSH_KEY\" \\\n            --local-folder ./nerfstudio/viewer/app/build \\\n            --package-json-filename ./nerfstudio/viewer/app/package.json \\\n            --increment-version \"False\"\n      - run: cat ~/.ssh/config\n"
  },
  {
    "path": "AutoReconForDens3R/.gitignore",
    "content": "*_debug_*\n\n# Byte-compiled / optimized / DLL files\n__pycache__/\n*.py[cod]\n*$py.class\n\n# C extensions\n*.so\n\n# Distribution / packaging\n.Python\nbuild/\ndevelop-eggs/\ndist/\ndownloads/\n!scripts/downloads/\neggs/\n.eggs/\nlib/\nlib64/\nparts/\nsdist/\nvar/\nwheels/\nshare/python-wheels/\n*.egg-info/\n.installed.cfg\n*.egg\nMANIFEST\n\n# PyInstaller\n#  Usually these files are written by a python script from a template\n#  before PyInstaller builds the exe, so as to inject date/other infos into it.\n*.manifest\n*.spec\n\n# Installer logs\npip-log.txt\npip-delete-this-directory.txt\n\n# Unit test / coverage reports\nhtmlcov/\n.tox/\n.nox/\n.coverage\n.coverage.*\n.cache\nnosetests.xml\ncoverage.xml\n*.cover\n*.py,cover\n.hypothesis/\n.pytest_cache/\ncover/\n\n# Translations\n*.mo\n*.pot\n\n# Django stuff:\n*.log\nlocal_settings.py\ndb.sqlite3\ndb.sqlite3-journal\n\n# Flask stuff:\ninstance/\n.webassets-cache\n\n# Scrapy stuff:\n.scrapy\n\n# Sphinx documentation\ndocs/_build/\n\n# PyBuilder\n.pybuilder/\ntarget/\n\n# Jupyter Notebook\n.ipynb_checkpoints\n\n# IPython\nprofile_default/\nipython_config.py\n\n# pyenv\n#   For a library or package, you might want to ignore these files since the code is\n#   intended to run in multiple environments; otherwise, check them in:\n# .python-version\n\n# pipenv\n#   According to pypa/pipenv#598, it is recommended to include Pipfile.lock in version control.\n#   However, in case of collaboration, if having platform-specific dependencies or dependencies\n#   having no cross-platform support, pipenv may install dependencies that don't work, or not\n#   install all needed dependencies.\n#Pipfile.lock\n\n# poetry\n#   Similar to Pipfile.lock, it is generally recommended to include poetry.lock in version control.\n#   This is especially recommended for binary packages to ensure reproducibility, and is more\n#   commonly ignored for libraries.\n#   https://python-poetry.org/docs/basic-usage/#commit-your-poetrylock-file-to-version-control\n#poetry.lock\n\n# pdm\n#   Similar to Pipfile.lock, it is generally recommended to include pdm.lock in version control.\n#pdm.lock\n#   pdm stores project-wide configurations in .pdm.toml, but it is recommended to not include it\n#   in version control.\n#   https://pdm.fming.dev/#use-with-ide\n.pdm.toml\n\n# PEP 582; used by e.g. github.com/David-OConnor/pyflow and github.com/pdm-project/pdm\n__pypackages__/\n\n# Celery stuff\ncelerybeat-schedule\ncelerybeat.pid\n\n# SageMath parsed files\n*.sage.py\n\n# Environments\n.env\n.envrc\n.venv\nenv/\nvenv/\nENV/\nenv.bak/\nvenv.bak/\n\n# Spyder project settings\n.spyderproject\n.spyproject\n\n# Rope project settings\n.ropeproject\n\n# mkdocs documentation\n/site\n\n# mypy\n.mypy_cache/\n.dmypy.json\ndmypy.json\n\n# Pyre type checker\n.pyre/\n\n# pytype static type analyzer\n.pytype/\n\n# Cython debug symbols\ncython_debug/\n\n# PyCharm\n#  JetBrains specific template is maintained in a separate JetBrains.gitignore that can\n#  be found at https://github.com/github/gitignore/blob/main/Global/JetBrains.gitignore\n#  and can be added to the global gitignore or merged into this file.  For a more nuclear\n#  option (not recommended) you can uncomment the following to ignore the entire idea folder.\n#.idea/\n\n# Experiments and outputs\noutputs/\nexports/\nrenders/\noutputs\nvis/\nmeshes/\ngradio_cached_examples/\n# tensorboard log files\nevents.out.*\n\n# Data\ndata\n!*/data\n\n# Misc\nold/\ntemp*\n!temporal*\n.nfs*\nexternal/\n__MACOSX/\nnode_modules/\nbash/\ncache/\npackage-lock.json\ncamera_paths/\n\n._.DS_Store\n.DS_Store\n\n.vscode/settings.json\nvis_results/\nW/\n*.ply\nnotebooks/\nmedia/\noutputs/\n/Dockerfile\n/.readthedocs.yaml\nvis_meshes/\nREADME_*.md"
  },
  {
    "path": "AutoReconForDens3R/.prettierrc.js",
    "content": "module.exports = {\n    trailingComma: 'all',\n    arrowParens: 'always',\n    singleQuote: true,\n    jsxSingleQuote: false,\n  };"
  },
  {
    "path": "AutoReconForDens3R/LICENSE",
    "content": "                                 Apache License\n                           Version 2.0, January 2004\n                        http://www.apache.org/licenses/\n\n   TERMS AND CONDITIONS FOR USE, REPRODUCTION, AND DISTRIBUTION\n\n   1. Definitions.\n\n      \"License\" shall mean the terms and conditions for use, reproduction,\n      and distribution as defined by Sections 1 through 9 of this document.\n\n      \"Licensor\" shall mean the copyright owner or entity authorized by\n      the copyright owner that is granting the License.\n\n      \"Legal Entity\" shall mean the union of the acting entity and all\n      other entities that control, are controlled by, or are under common\n      control with that entity. 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  },
  {
    "path": "AutoReconForDens3R/README.md",
    "content": "# AutoRecon: Automated 3D Object Discovery and Reconstruction\n\n### [Project Page](https://zju3dv.github.io/autorecon) | [Paper](https://zju3dv.github.io/autorecon/files/autorecon.pdf)\n\n![teaser](assets/teaser_video.gif)\n\n> [AutoRecon: Automated 3D Object Discovery and Reconstruction](https://zju3dv.github.io/autorecon/files/autorecon.pdf)  \n> Yuang Wang, Xingyi He, Sida Peng, Haotong Lin, Hujun Bao, Xiaowei Zhou  \n> CVPR 2023\n\n# About\nThis is a refactored version of the [AutoRecon](https://zju3dv.github.io/autorecon) project based on the NeRFStudio and the SDFStudio codebase. We separate the project into two parts. The coarse decomposition part is implemented in the [AutoDecomp](https://github.com/zju3dv/AutoDecomp) repo, which can be used as a general tool for 3D object discovery and preprocessing casual captures for object reconstruction. The neural surface reconstruction part is implemented here.\n\n\n# Installation\nPlease refer to the [installation guide](docs/INSTALL.md) for detailed instructions.\n\n\n# Run the pipeline\n## Run the pipeline with your own data\nHere we take a demo data as an example. In this example, we assume only a sequential stream of images is available. You can easily adapt your data to use AutoRecon.\n1. Download the demo data from [Google Drive](https://drive.google.com/drive/folders/1IFbK9b7gzqwh9QkZe6zoLmcSFr_zW3rJ?usp=drive_link) and put it under `data` (-> `data/custom_data_example/...`)\n2. Run the pipeline with `exps/code-release/run_pipeline_demo_low-res.sh`\n\n> NOTE: In the demo script, we assume the images come from a sequential video stream and use sequential matching for SfM. If you have unordered images, the default setting might lead to inferior results and it is recommended to use exhaustive matching or vocab-tree instead.\n\n\n## Run the pipeline with annotated data in the IDR format\n1. Download the BlendedMVS data from [GoogleDrive](https://drive.google.com/drive/folders/1ZLQ0hap6o_Tjr7S6H_EAn17pz4_qFluW?usp=sharing) and put it under `data` (-> `data/BlendedMVS/...`)\n2. Run one of the scripts in `exps/code-release/bmvs`\n\n## Run the pipeline with CO3D data\n1. Download the CO3D data from [GoogleDrive](https://drive.google.com/drive/folders/1u-ugNhwFVtV6TKZ2J29iwcdQY2iwVnoi?usp=sharing) and put it under `data` (-> `data/CO3D_DEMO/...`)\n2. Run one of the scripts in `exps/code-release/co3d_demo`\n\n\n# Extract Mesh\nYou can take the following script as a reference to extract mesh:\n```bash\n# Extract mesh with MC\nLOG_DIR=\"path_to_log_dir\"\n\nMC_RES=512\nMESH_FN=\"extracted_mesh_res-${MC_RES}.ply\"\nMESH_PATH=\"${LOG_DIR}/${MESH_FN}\"\n\nns-extract-mesh \\\n\t--load-config $LOG_DIR/config.yml \\\n    --load-dir $LOG_DIR/sdfstudio_models \\\n\t--output-path $MESH_PATH \\\n    --chunk_size 25000 --store_float16 True \\\n    --resolution $MC_RES \\\n    --use_train_scene_box True \\\n    --seg_aware_sdf False \\\n    --remove_internal_geometry None \\\n    --remove_non_maximum_connected_components True \\\n    --close_holes False --simplify_mesh_final False\n```\n\n> NOTE: We postprocess the extracted mesh before evaluation by removing possible internal geometries with ambient occlusion. The postprocessing code depends on pymeshlab which only works on some machines. You can remove possible internal geometries manually with ambient occlusion using MeshLab.\n\n\n# Citation\nIf you find this code useful for your research, please use the following BibTeX entry.\n\n```bibtex\n@inproceedings{wang2023autorecon,\n  title={AutoRecon: Automated 3D Object Discovery and Reconstruction},\n  author={Wang, Yuang and He, Xingyi and Peng, Sida and Lin, Haotong and Bao, Hujun and Zhou, Xiaowei},\n  booktitle={Proceedings of the IEEE/CVF Conference on Computer Vision and Pattern Recognition},\n  pages={21382--21391},\n  year={2023}\n}\n```\n\n\n# Acknowledgement\nThis code is built upon the awesome projects including [nerfstudio](https://github.com/nerfstudio-project/nerfstudio/), [sdfstudio](https://github.com/autonomousvision/sdfstudio/blob/master/README.md), [nerfacc](https://github.com/KAIR-BAIR/nerfacc), [tyro](https://github.com/brentyi/tyro) and more. Thanks for these great projects!\n"
  },
  {
    "path": "AutoReconForDens3R/colab/demo.ipynb",
    "content": "{\n  \"cells\": [\n    {\n      \"cell_type\": \"markdown\",\n      \"metadata\": {\n        \"colab_type\": \"text\",\n        \"id\": \"view-in-github\"\n      },\n      \"source\": [\n        \"<a href=\\\"https://colab.research.google.com/github/nerfstudio-project/nerfstudio/blob/tancik%2Fpolycam/colab/demo.ipynb\\\" target=\\\"_parent\\\"><img src=\\\"https://colab.research.google.com/assets/colab-badge.svg\\\" alt=\\\"Open In Colab\\\"/></a>\"\n      ]\n    },\n    {\n      \"cell_type\": \"markdown\",\n      \"metadata\": {\n        \"id\": \"SiiXJ7K_fePG\"\n      },\n      \"source\": [\n        \"<p align=\\\"center\\\">\\n\",\n        \"    <picture>\\n\",\n        \"    <source media=\\\"(prefers-color-scheme: dark)\\\" srcset=\\\"https://docs.nerf.studio/en/latest/_images/logo-dark.png\\\">\\n\",\n        \"    <source media=\\\"(prefers-color-scheme: light)\\\" srcset=\\\"https://docs.nerf.studio/en/latest/_images/logo.png\\\">\\n\",\n        \"    <img alt=\\\"nerfstudio\\\" src=\\\"https://docs.nerf.studio/en/latest/_images/logo.png\\\" width=\\\"400\\\">\\n\",\n        \"    </picture>\\n\",\n        \"</p>\\n\",\n        \"\\n\",\n        \"\\n\",\n        \"# Nerfstudio: A collaboration friendly studio for NeRFs\\n\",\n        \"\\n\",\n        \"\\n\",\n        \"![GitHub stars](https://img.shields.io/github/stars/nerfstudio-project/nerfstudio?color=gold&style=social)\\n\",\n        \"\\n\",\n        \"This colab shows how to train and view NeRFs from Nerfstudio both on pre-made datasets or from your own videos/images.\\n\",\n        \"\\n\",\n        \"\\\\\\\\\\n\",\n        \"\\n\",\n        \"Credit to [NeX](https://nex-mpi.github.io/) for Google Colab format.\"\n      ]\n    },\n    {\n      \"cell_type\": \"markdown\",\n      \"metadata\": {\n        \"id\": \"Yyx5h6kz5ga7\"\n      },\n      \"source\": [\n        \"## Frequently Asked Questions\\n\",\n        \"\\n\",\n        \"*  **Downloading custom data is stalling (no output):**\\n\",\n        \"    * This is a bug in Colab. The data is processing, but may take a while to complete. You will know processing completed if `data/nerfstudio/custom_data/transforms.json` exists. Terminating the cell early will result in not being able to train.\\n\",\n        \"*  **Processing custom data is taking a long time:**\\n\",\n        \"    * The time it takes to process data depends on the number of images and its resolution. If processing is taking too long, try lowering the resolution of your custom data.\\n\",\n        \"*  **Error: Data processing did not complete:**\\n\",\n        \"    * This means that the data processing script did not fully complete. This could be because there were not enough images, or that the images were of low quality. We recommend images with little to no motion blur and lots of visual overlap of the scene to increase the chances of successful processing.\\n\",\n        \"*   **Training is not showing progress**:\\n\",\n        \"    * The lack of output is a bug in Colab. You can see the training progress from the viewer.\\n\",\n        \"* **Viewer Quality is bad / Low resolution**:\\n\",\n        \"    * This may be because more GPU is being used on training that rendering the viewer. Try pausing training or decreasing training utilization.\\n\",\n        \"* **WARNING: Running pip as the 'root' user...:**:\\n\",\n        \"    * This and other pip warnings or errors can be safely ignored.\\n\",\n        \"* **Other problems?**\\n\",\n        \"    * Feel free to create an issue on our [GitHub repo](https://github.com/nerfstudio-project/nerfstudio).\\n\"\n      ]\n    },\n    {\n      \"cell_type\": \"code\",\n      \"execution_count\": 1,\n      \"metadata\": {\n        \"cellView\": \"form\",\n        \"colab\": {\n          \"base_uri\": \"https://localhost:8080/\"\n        },\n        \"id\": \"RGr33zHaHak0\",\n        \"outputId\": \"2641dce6-cd57-4d31-d8b1-860bc1adf17f\"\n      },\n      \"outputs\": [\n        {\n          \"name\": \"stdout\",\n          \"output_type\": \"stream\",\n          \"text\": [\n            \"⏬ Downloading https://github.com/jaimergp/miniforge/releases/latest/download/Mambaforge-colab-Linux-x86_64.sh...\\n\",\n            \"📦 Installing...\\n\",\n            \"📌 Adjusting configuration...\\n\",\n            \"🩹 Patching environment...\\n\",\n            \"⏲ Done in 0:00:27\\n\",\n            \"🔁 Restarting kernel...\\n\"\n          ]\n        }\n      ],\n      \"source\": [\n        \"#@markdown <h1>Install Conda (requires runtime restart)</h1>\\n\",\n        \"\\n\",\n        \"!pip install -q condacolab\\n\",\n        \"import condacolab\\n\",\n        \"condacolab.install()\"\n      ]\n    },\n    {\n      \"cell_type\": \"code\",\n      \"execution_count\": null,\n      \"metadata\": {\n        \"cellView\": \"form\",\n        \"id\": \"9oyLHl8QfYwP\"\n      },\n      \"outputs\": [],\n      \"source\": [\n        \"#@markdown <h1>Install Nerfstudio and Dependencies (~10 min)</h1>\\n\",\n        \"\\n\",\n        \"%cd /content/\\n\",\n        \"!pip install --upgrade pip\\n\",\n        \"!pip install torch==1.12.1+cu113 torchvision==0.13.1+cu113 -f https://download.pytorch.org/whl/torch_stable.html\\n\",\n        \"\\n\",\n        \"# Installing TinyCuda\\n\",\n        \"%cd /content/\\n\",\n        \"!gdown \\\"https://drive.google.com/u/1/uc?id=1q8fuc-Mqiev5GTBTRA5UPgCaQDzuqKqj\\\" \\n\",\n        \"!pip install tinycudann-1.6-cp37-cp37m-linux_x86_64.whl\\n\",\n        \"\\n\",\n        \"# Installing COLMAP\\n\",\n        \"%cd /content/\\n\",\n        \"!conda install -c conda-forge colmap\\n\",\n        \"\\n\",\n        \"# Install nerfstudio\\n\",\n        \"%cd /content/\\n\",\n        \"# !pip install nerfstudio\\n\",\n        \"!pip install git+https://github.com/nerfstudio-project/nerfstudio.git\"\n      ]\n    },\n    {\n      \"cell_type\": \"code\",\n      \"execution_count\": null,\n      \"metadata\": {\n        \"cellView\": \"form\",\n        \"id\": \"msVLprI4gRA4\"\n      },\n      \"outputs\": [],\n      \"source\": [\n        \"#@markdown <h1> Downloading and Processing Data</h1>\\n\",\n        \"#@markdown <h3>Pick the preset scene or upload your own images/video</h3>\\n\",\n        \"import os\\n\",\n        \"import glob\\n\",\n        \"from google.colab import files\\n\",\n        \"from IPython.core.display import display, HTML\\n\",\n        \"\\n\",\n        \"scene = '\\\\uD83D\\\\uDDBC poster' #@param ['🖼 poster', '🚜 dozer', '🌄 desolation', '📤 upload your images' , '🎥 upload your own video', '🔺 upload Polycam data', '💽 upload your own Record3D data']\\n\",\n        \"scene = ' '.join(scene.split(' ')[1:])\\n\",\n        \"\\n\",\n        \"if scene == \\\"upload Polycam data\\\":\\n\",\n        \"    %cd /content/\\n\",\n        \"    !mkdir -p /content/data/nerfstudio/custom_data\\n\",\n        \"    %cd /content/data/nerfstudio/custom_data/\\n\",\n        \"    uploaded = files.upload()\\n\",\n        \"    dir = os.getcwd()\\n\",\n        \"    if len(uploaded.keys()) > 1:\\n\",\n        \"        print(\\\"ERROR, upload a single .zip file when processing Polycam data\\\")\\n\",\n        \"    dataset_dir = [os.path.join(dir, f) for f in uploaded.keys()][0]\\n\",\n        \"    !ns-process-data polycam --data $dataset_dir --output-dir /content/data/nerfstudio/custom_data/\\n\",\n        \"    scene = \\\"custom_data\\\"\\n\",\n        \"elif scene == 'upload your own Record3D data':\\n\",\n        \"    display(HTML('<h3>Zip your Record3D folder, and upload.</h3>'))\\n\",\n        \"    display(HTML('<h3>More information on Record3D can be found <a href=\\\"https://docs.nerf.studio/en/latest/quickstart/custom_dataset.html#record3d-capture\\\" target=\\\"_blank\\\">here</a>.</h3>'))\\n\",\n        \"    %cd /content/\\n\",\n        \"    !mkdir -p /content/data/nerfstudio/custom_data\\n\",\n        \"    %cd /content/data/nerfstudio/custom_data/\\n\",\n        \"    uploaded = files.upload()\\n\",\n        \"    dir = os.getcwd()\\n\",\n        \"    preupload_datasets = [os.path.join(dir, f) for f in uploaded.keys()]\\n\",\n        \"    record_3d_zipfile = preupload_datasets[0]\\n\",\n        \"    !unzip $record_3d_zipfile -d /content/data/nerfstudio/custom_data\\n\",\n        \"    custom_data_directory = glob.glob('/content/data/nerfstudio/custom_data/*')[0]\\n\",\n        \"    !ns-process-data record3d --data $custom_data_directory --output-dir /content/data/nerfstudio/custom_data/\\n\",\n        \"    scene = \\\"custom_data\\\"\\n\",\n        \"elif scene in ['upload your images', 'upload your own video']:\\n\",\n        \"    display(HTML('<h3>Select your custom data</h3>'))\\n\",\n        \"    display(HTML('<p/>You can select multiple images by pressing ctrl, cmd or shift and click.<p>'))\\n\",\n        \"    display(HTML('<p/>Note: This may take time, especially on hires inputs, so we recommend to download dataset after creation.<p>'))\\n\",\n        \"    !mkdir -p /content/data/nerfstudio/custom_data\\n\",\n        \"    if scene == 'upload your images':\\n\",\n        \"        !mkdir -p /content/data/nerfstudio/custom_data/raw_images\\n\",\n        \"        %cd /content/data/nerfstudio/custom_data/raw_images\\n\",\n        \"        uploaded = files.upload()\\n\",\n        \"        dir = os.getcwd()\\n\",\n        \"    else:\\n\",\n        \"        %cd /content/data/nerfstudio/custom_data/\\n\",\n        \"        uploaded = files.upload()\\n\",\n        \"        dir = os.getcwd()\\n\",\n        \"    preupload_datasets = [os.path.join(dir, f) for f in uploaded.keys()]\\n\",\n        \"    del uploaded\\n\",\n        \"    %cd /content/\\n\",\n        \"\\n\",\n        \"    if scene == 'upload your images':\\n\",\n        \"        !ns-process-data images --data /content/data/nerfstudio/custom_data/raw_images --output-dir /content/data/nerfstudio/custom_data/\\n\",\n        \"    else:\\n\",\n        \"        video_path = preupload_datasets[0]\\n\",\n        \"        !ns-process-data video --data $video_path --output-dir /content/data/nerfstudio/custom_data/\\n\",\n        \"\\n\",\n        \"    scene = \\\"custom_data\\\"\\n\",\n        \"else:\\n\",\n        \"    %cd /content/\\n\",\n        \"    !ns-download-data nerfstudio --capture-name=$scene\\n\",\n        \"\\n\",\n        \"print(\\\"Data Processing Succeeded!\\\")\"\n      ]\n    },\n    {\n      \"cell_type\": \"code\",\n      \"execution_count\": 2,\n      \"metadata\": {\n        \"cellView\": \"form\",\n        \"colab\": {\n          \"base_uri\": \"https://localhost:8080/\",\n          \"height\": 928\n        },\n        \"id\": \"VoKDxqEcjmfC\",\n        \"outputId\": \"d2919aa4-96dd-4e50-829f-289e4208882b\"\n      },\n      \"outputs\": [\n        {\n          \"name\": \"stdout\",\n          \"output_type\": \"stream\",\n          \"text\": [\n            \"/content\\n\",\n            \"\\u001b[K\\u001b[?25h/tools/node/bin/lt -> /tools/node/lib/node_modules/localtunnel/bin/lt.js\\n\",\n            \"\\u001b[K\\u001b[?25h+ localtunnel@2.0.2\\n\",\n            \"added 22 packages from 22 contributors in 2.07s\\n\",\n            \"https://viewer.nerf.studio/?websocket_url=wss://cyan-facts-matter-34-91-1-218.loca.lt\\n\",\n            \"You may need to click Refresh Page after you start training!\\n\"\n          ]\n        },\n        {\n          \"data\": {\n            \"text/html\": [\n              \"\\n\",\n              \"        <iframe\\n\",\n              \"            width=\\\"100%\\\"\\n\",\n              \"            height=\\\"800\\\"\\n\",\n              \"            src=\\\"https://viewer.nerf.studio/?websocket_url=wss://cyan-facts-matter-34-91-1-218.loca.lt\\\"\\n\",\n              \"            frameborder=\\\"0\\\"\\n\",\n              \"            allowfullscreen\\n\",\n              \"        ></iframe>\\n\",\n              \"        \"\n            ],\n            \"text/plain\": [\n              \"<IPython.lib.display.IFrame at 0x7f1d0da6f950>\"\n            ]\n          },\n          \"execution_count\": 2,\n          \"metadata\": {},\n          \"output_type\": \"execute_result\"\n        }\n      ],\n      \"source\": [\n        \"#@markdown <h1>Set up and Start Viewer</h1>\\n\",\n        \"\\n\",\n        \"%cd /content\\n\",\n        \"\\n\",\n        \"# Install localtunnel\\n\",\n        \"# We are using localtunnel https://github.com/localtunnel/localtunnel but ngrok could also be used\\n\",\n        \"!npm install -g localtunnel\\n\",\n        \"\\n\",\n        \"# Tunnel port 7007, the default for\\n\",\n        \"!rm url.txt 2> /dev/null\\n\",\n        \"get_ipython().system_raw('lt --port 7007 >> url.txt 2>&1 &')\\n\",\n        \"\\n\",\n        \"import time\\n\",\n        \"time.sleep(3) # the previous command needs time to write to url.txt\\n\",\n        \"\\n\",\n        \"\\n\",\n        \"with open('url.txt') as f:\\n\",\n        \"  lines = f.readlines()\\n\",\n        \"websocket_url = lines[0].split(\\\": \\\")[1].strip().replace(\\\"https\\\", \\\"wss\\\")\\n\",\n        \"# from nerfstudio.utils.io import load_from_json\\n\",\n        \"# from pathlib import Path\\n\",\n        \"# json_filename = \\\"nerfstudio/nerfstudio/viewer/app/package.json\\\"\\n\",\n        \"# version = load_from_json(Path(json_filename))[\\\"version\\\"]\\n\",\n        \"url = f\\\"https://viewer.nerf.studio/?websocket_url={websocket_url}\\\"\\n\",\n        \"print(url)\\n\",\n        \"print(\\\"You may need to click Refresh Page after you start training!\\\")\\n\",\n        \"from IPython import display\\n\",\n        \"display.IFrame(src=url, height=800, width=\\\"100%\\\")\"\n      ]\n    },\n    {\n      \"cell_type\": \"code\",\n      \"execution_count\": null,\n      \"metadata\": {\n        \"cellView\": \"form\",\n        \"id\": \"m_N8_cLfjoXD\"\n      },\n      \"outputs\": [],\n      \"source\": [\n        \"#@markdown <h1>Start Training</h1>\\n\",\n        \"\\n\",\n        \"%cd /content\\n\",\n        \"if os.path.exists(f\\\"data/nerfstudio/{scene}/transforms.json\\\"):\\n\",\n        \"    !ns-train nerfacto --viewer.websocket-port 7007 nerfstudio-data --data data/nerfstudio/$scene --downscale-factor 4\\n\",\n        \"else:\\n\",\n        \"    display(HTML('<h3 style=\\\"color:red\\\">Error: Data processing did not complete</h3>'))\\n\",\n        \"    display(HTML('<h3>Please re-run `Downloading and Processing Data`, or view the FAQ for more info.</h3>'))\"\n      ]\n    },\n    {\n      \"cell_type\": \"code\",\n      \"execution_count\": null,\n      \"metadata\": {\n        \"cellView\": \"form\",\n        \"colab\": {\n          \"base_uri\": \"https://localhost:8080/\"\n        },\n        \"id\": \"WGt8ukG6Htg3\",\n        \"outputId\": \"fa946890-c7d8-4e46-a54e-7231bc5a2059\"\n      },\n      \"outputs\": [\n        {\n          \"name\": \"stdout\",\n          \"output_type\": \"stream\",\n          \"text\": [\n            \"\\u001b[2;36m[19:48:48]\\u001b[0m\\u001b[2;36m \\u001b[0mSkipping \\u001b[1;36m0\\u001b[0m files in dataset split train.                                          \\u001b]8;id=527413;file:///content/nerfstudio/nerfstudio/data/dataparsers/nerfstudio_dataparser.py\\u001b\\\\\\u001b[2mnerfstudio_dataparser.py\\u001b[0m\\u001b]8;;\\u001b\\\\\\u001b[2m:\\u001b[0m\\u001b]8;id=243595;file:///content/nerfstudio/nerfstudio/data/dataparsers/nerfstudio_dataparser.py#91\\u001b\\\\\\u001b[2m91\\u001b[0m\\u001b]8;;\\u001b\\\\\\n\",\n            \"\\u001b[2;36m          \\u001b[0m\\u001b[2;36m \\u001b[0mSkipping \\u001b[1;36m0\\u001b[0m files in dataset split test.                                           \\u001b]8;id=109270;file:///content/nerfstudio/nerfstudio/data/dataparsers/nerfstudio_dataparser.py\\u001b\\\\\\u001b[2mnerfstudio_dataparser.py\\u001b[0m\\u001b]8;;\\u001b\\\\\\u001b[2m:\\u001b[0m\\u001b]8;id=464675;file:///content/nerfstudio/nerfstudio/data/dataparsers/nerfstudio_dataparser.py#91\\u001b\\\\\\u001b[2m91\\u001b[0m\\u001b]8;;\\u001b\\\\\\n\",\n            \"\\u001b[2KLoading data batch \\u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\\u001b[0m \\u001b[35m100%\\u001b[0m \\u001b[36m0:00:00\\u001b[0m\\n\",\n            \"\\u001b[?25h/usr/local/lib/python3.7/site-packages/torch/utils/data/dataloader.py:566: UserWarning: This DataLoader will create 4 worker processes in total. Our suggested max number of worker in current system is 2, which is smaller than what this DataLoader is going to create. Please be aware that excessive worker creation might get DataLoader running slow or even freeze, lower the worker number to avoid potential slowness/freeze if necessary.\\n\",\n            \"  cpuset_checked))\\n\",\n            \"\\u001b[2KLoading data batch \\u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\\u001b[0m \\u001b[35m100%\\u001b[0m \\u001b[36m0:00:00\\u001b[0m\\n\",\n            \"\\u001b[?25h/usr/local/lib/python3.7/site-packages/torchvision/models/_utils.py:209: UserWarning: The parameter 'pretrained' is deprecated since 0.13 and will be removed in 0.15, please use 'weights' instead.\\n\",\n            \"  f\\\"The parameter '{pretrained_param}' is deprecated since 0.13 and will be removed in 0.15, \\\"\\n\",\n            \"/usr/local/lib/python3.7/site-packages/torchvision/models/_utils.py:223: UserWarning: Arguments other than a weight enum or `None` for 'weights' are deprecated since 0.13 and will be removed in 0.15. The current behavior is equivalent to passing `weights=AlexNet_Weights.IMAGENET1K_V1`. You can also use `weights=AlexNet_Weights.DEFAULT` to get the most up-to-date weights.\\n\",\n            \"  warnings.warn(msg)\\n\",\n            \"Loading latest checkpoint from load_dir\\n\",\n            \"✅ Done loading checkpoint from \\n\",\n            \"outputs/data-nerfstudio-poster/nerfacto/\\u001b[1;36m2022\\u001b[0m-\\u001b[1;36m10\\u001b[0m-29_192844/nerfstudio_models/step-\\u001b[1;36m000014000.\\u001b[0mckpt\\n\",\n            \"\\u001b[1;32mCreating trajectory video\\u001b[0m\\n\",\n            \"\\u001b[2K🎥 Rendering 🎥 \\u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\\u001b[0m \\u001b[35m100%\\u001b[0m \\u001b[31m0.14 fps\\u001b[0m \\u001b[33m11:47\\u001b[0m\\n\",\n            \"\\u001b[2K\\u001b[32m(  ●   )\\u001b[0m \\u001b[33mSaving video\\u001b[0m\\n\",\n            \"\\u001b[1A\\u001b[2K\\u001b[92m────────────────────────────────────────────── \\u001b[0m\\u001b[32m 🎉 🎉 🎉 Success 🎉 🎉 🎉\\u001b[0m\\u001b[92m ──────────────────────────────────────────────\\u001b[0m\\n\",\n            \"                                           \\u001b[32mSaved video to renders/output.mp4\\u001b[0m                                            \\n\",\n            \"\\u001b[0m\"\n          ]\n        }\n      ],\n      \"source\": [\n        \"#@title # Render Video { vertical-output: true }\\n\",\n        \"#@markdown <h3>Export the camera path from within the viewer, then run this cell.</h3>\\n\",\n        \"#@markdown <h5>The rendered video should be at renders/output.mp4!</h5>\\n\",\n        \"\\n\",\n        \"\\n\",\n        \"base_dir = \\\"/content/outputs/data-nerfstudio-\\\" + scene + \\\"/nerfacto/\\\"\\n\",\n        \"training_run_dir = base_dir + os.listdir(base_dir)[0]\\n\",\n        \"\\n\",\n        \"from IPython.core.display import display, HTML\\n\",\n        \"display(HTML('<h3>Upload the camera path JSON.</h3>'))\\n\",\n        \"%cd $training_run_dir\\n\",\n        \"uploaded = files.upload()\\n\",\n        \"uploaded_camera_path_filename = list(uploaded.keys())[0]\\n\",\n        \"\\n\",\n        \"config_filename = training_run_dir + \\\"/config.yml\\\"\\n\",\n        \"camera_path_filename = training_run_dir + \\\"/\\\" + uploaded_camera_path_filename\\n\",\n        \"camera_path_filename = camera_path_filename.replace(\\\" \\\", \\\"\\\\\\\\ \\\").replace(\\\"(\\\", \\\"\\\\\\\\(\\\").replace(\\\")\\\", \\\"\\\\\\\\)\\\")\\n\",\n        \"\\n\",\n        \"%cd /content/\\n\",\n        \"!ns-render --load-config $config_filename --traj filename --camera-path-filename $camera_path_filename --output-path renders/output.mp4\"\n      ]\n    }\n  ],\n  \"metadata\": {\n    \"accelerator\": \"GPU\",\n    \"colab\": {\n      \"collapsed_sections\": [],\n      \"include_colab_link\": true,\n      \"provenance\": []\n    },\n    \"gpuClass\": \"standard\",\n    \"kernelspec\": {\n      \"display_name\": \"Python 3.8.13 ('nerfstudio')\",\n      \"language\": \"python\",\n      \"name\": \"python3\"\n    },\n    \"language_info\": {\n      \"name\": \"python\",\n      \"version\": \"3.8.13\"\n    },\n    \"vscode\": {\n      \"interpreter\": {\n        \"hash\": \"c59f626636933ef1dc834fb3684b382f705301c5306cf8436d2da634c2289783\"\n      }\n    }\n  },\n  \"nbformat\": 4,\n  \"nbformat_minor\": 0\n}\n"
  },
  {
    "path": "AutoReconForDens3R/docs/INSTALL.md",
    "content": "# Installation\n\n## Create a conda environment\n```bash\nconda create --name auto_recon -y python=3.9\nconda activate auto_recon\npython -m pip install --upgrade pip setuptools\n```\n\n## Clone the repo\n```shell\ngit clone --recurse-submodules git@github.com:zju3dv/AutoRecon.git\n```\n\n## Install AutoDecomp\n```bash\ncd third_party/AutoDecomp\n```\nThen, please install AutoDecomp based on its [installation guide](https://github.com/zju3dv/AutoDecomp/blob/main/docs/INSTALL.md).\nWe expect that it is installed in `third_party/AutoDecomp`.\n\n## Install other dependencies\nInstall pytorch with CUDA (this repo has been tested with CUDA 11.7) and [tiny-cuda-nn](https://github.com/NVlabs/tiny-cuda-nn)\n```bash\npip install git+https://github.com/NVlabs/tiny-cuda-nn/#subdirectory=bindings/torch\n```\n\nInstall faiss following the [official guide](https://github.com/facebookresearch/faiss/blob/main/INSTALL.md)\n```bash\n# for example\nconda install -c conda-forge faiss-gpu\n```\n\n## Install AutoRecon\n```bash\ncd path/to/AutoRecon\npip install -e .\n# install tab completion\nns-install-cli\n```\n"
  },
  {
    "path": "AutoReconForDens3R/exps/code-release/bmvs/scan1.sh",
    "content": "\nscan_name=\"scan1\"\n\nDATA_ROOT=data\nINST_REL_DIR=BlendedMVS/$scan_name\nFORCE_RERUN=True\n\n# Coarse decomposition\npython third_party/AutoDecomp/auto_decomp/cli/inference_transformer.py --config-name=cvpr_idr \\\n    data_root=$DATA_ROOT \\\n    inst_rel_dir=$INST_REL_DIR \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1\n\n# Reconstruction\nns-train neus-facto-wbg-reg_sep-plane-nerf \\\n    --experiment-name neusfacto-wbg-reg_sep-plane-nerf_60k_plane-h-ratio-0.3_bmvs-${scan_name}_cvpr \\\n    --vis tensorboard \\\n    --trainer.steps_per_eval_image 2500 \\\n    --trainer.steps_per_eval_batch 2500 \\\n    --trainer.max_num_iterations 60001 \\\n    --trainer.steps_per_save 60000 \\\n    --pipeline.model.cos_anneal_end 10000 \\\n    --pipeline.model.plane_height_ratio 0.3 \\\n    --optimizers.fields.scheduler.max_steps 60001 \\\n    --pipeline.datamanager.eval_camera_res_scale_factor 0.25 \\\n    --pipeline.model.sdf_field.hash_grid_progressive_training False \\\n    autorecon-data --data $DATA_ROOT/$INST_REL_DIR \\\n    --anno_dirname 'triangulate_loftr-720000_pairs-from-poses_np-10/auto-deocomp_sfm-transformer_cvpr' \\\n    --camera_filename cameras_cameras_norm-obj-side-2.0.npz \\\n    --object_filename objects_cameras_norm-obj-side-2.0.npz \\\n    --parse_images_from_camera_dict True \\\n    --image_dirname \"images\" --image_extension \".jpg\" \\\n    --include_image_features False --include_coarse_features False \\\n    --use_accurate_scene_box True \\\n    --collider_type 'box_near_far' \\\n    --near_far 0.1 100.0 \\\n    --compute_fg_bbox_mask True \\\n    --force_recompute_fg_bbox_mask False \\\n    --decomposition_mode regularization \\\n    --downsample_ptcd -1\n\n# LOG_DIR=\"outputs/<path_to_log_dir>\"\n\n# MC_RES=512  # 1024 (default)\n# MESH_FN=\"extracted_mesh_res-${MC_RES}.ply\"\n# MESH_PATH=\"${LOG_DIR}/${MESH_FN}\"\n\n# ns-extract-mesh \\\n# \t--load-config $LOG_DIR/config.yml \\\n#     --load-dir $LOG_DIR/sdfstudio_models \\\n# \t--output-path $MESH_PATH \\\n#     --chunk_size 25000 --store_float16 True \\\n#     --resolution $MC_RES \\\n#     --use_train_scene_box True \\\n#     --seg_aware_sdf False \\\n#     --remove_internal_geometry None \\\n#     --remove_non_maximum_connected_components True \\\n#     --close_holes False --simplify_mesh_final False\n"
  },
  {
    "path": "AutoReconForDens3R/exps/code-release/bmvs/scan2.sh",
    "content": "\nscan_name=\"scan2\"\n\nDATA_ROOT=data\nINST_REL_DIR=BlendedMVS/$scan_name\nFORCE_RERUN=True\n\n# Coarse decomposition\npython third_party/AutoDecomp/auto_decomp/cli/inference_transformer.py --config-name=cvpr_idr \\\n    data_root=$DATA_ROOT \\\n    inst_rel_dir=$INST_REL_DIR \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1\n\n# Reconstruction\nns-train neus-facto-wbg-reg_sep-plane-nerf \\\n    --experiment-name neusfacto-wbg-reg_sep-plane-nerf_60k_plane-h-ratio-0.3_bmvs-${scan_name}_cvpr \\\n    --vis tensorboard \\\n    --trainer.steps_per_eval_image 2500 \\\n    --trainer.steps_per_eval_batch 2500 \\\n    --trainer.max_num_iterations 60001 \\\n    --trainer.steps_per_save 60000 \\\n    --pipeline.model.cos_anneal_end 10000 \\\n    --pipeline.model.plane_height_ratio 0.3 \\\n    --optimizers.fields.scheduler.max_steps 60001 \\\n    --pipeline.datamanager.eval_camera_res_scale_factor 0.25 \\\n    --pipeline.model.sdf_field.hash_grid_progressive_training False \\\n    autorecon-data --data $DATA_ROOT/$INST_REL_DIR \\\n    --anno_dirname 'triangulate_loftr-720000_pairs-from-poses_np-10/auto-deocomp_sfm-transformer_cvpr' \\\n    --camera_filename cameras_cameras_norm-obj-side-2.0.npz \\\n    --object_filename objects_cameras_norm-obj-side-2.0.npz \\\n    --parse_images_from_camera_dict True \\\n    --image_dirname \"images\" --image_extension \".jpg\" \\\n    --include_image_features False --include_coarse_features False \\\n    --use_accurate_scene_box True \\\n    --collider_type 'box_near_far' \\\n    --near_far 0.1 100.0 \\\n    --compute_fg_bbox_mask True \\\n    --force_recompute_fg_bbox_mask False \\\n    --decomposition_mode regularization \\\n    --downsample_ptcd -1\n\n# LOG_DIR=\"outputs/<path_to_log_dir>\"\n\n# MC_RES=512  # 1024 (default)\n# MESH_FN=\"extracted_mesh_res-${MC_RES}.ply\"\n# MESH_PATH=\"${LOG_DIR}/${MESH_FN}\"\n\n# ns-extract-mesh \\\n# \t--load-config $LOG_DIR/config.yml \\\n#     --load-dir $LOG_DIR/sdfstudio_models \\\n# \t--output-path $MESH_PATH \\\n#     --chunk_size 25000 --store_float16 True \\\n#     --resolution $MC_RES \\\n#     --use_train_scene_box True \\\n#     --seg_aware_sdf False \\\n#     --remove_internal_geometry None \\\n#     --remove_non_maximum_connected_components False \\\n#     --close_holes False --simplify_mesh_final False\n"
  },
  {
    "path": "AutoReconForDens3R/exps/code-release/bmvs/scan3.sh",
    "content": "\nscan_name=\"scan3\"\n\nDATA_ROOT=data\nINST_REL_DIR=BlendedMVS/$scan_name\nFORCE_RERUN=True\n\n# Coarse decomposition\npython third_party/AutoDecomp/auto_decomp/cli/inference_transformer.py --config-name=cvpr_idr \\\n    data_root=$DATA_ROOT \\\n    inst_rel_dir=$INST_REL_DIR \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1\n\n# Reconstruction\nns-train neus-facto-wbg-reg_sep-plane-nerf \\\n    --experiment-name neusfacto-wbg-reg_sep-plane-nerf_60k_plane-h-ratio-0.3_bmvs-${scan_name}_cvpr \\\n    --vis tensorboard \\\n    --trainer.steps_per_eval_image 2500 \\\n    --trainer.steps_per_eval_batch 2500 \\\n    --trainer.max_num_iterations 60001 \\\n    --trainer.steps_per_save 60000 \\\n    --pipeline.model.cos_anneal_end 10000 \\\n    --pipeline.model.plane_height_ratio 0.3 \\\n    --optimizers.fields.scheduler.max_steps 60001 \\\n    --pipeline.datamanager.eval_camera_res_scale_factor 0.25 \\\n    --pipeline.model.sdf_field.hash_grid_progressive_training False \\\n    autorecon-data --data $DATA_ROOT/$INST_REL_DIR \\\n    --anno_dirname 'triangulate_loftr-720000_pairs-from-poses_np-10/auto-deocomp_sfm-transformer_cvpr' \\\n    --camera_filename cameras_cameras_norm-obj-side-2.0.npz \\\n    --object_filename objects_cameras_norm-obj-side-2.0.npz \\\n    --parse_images_from_camera_dict True \\\n    --image_dirname \"images\" --image_extension \".jpg\" \\\n    --include_image_features False --include_coarse_features False \\\n    --use_accurate_scene_box True \\\n    --collider_type 'box_near_far' \\\n    --near_far 0.1 100.0 \\\n    --compute_fg_bbox_mask True \\\n    --force_recompute_fg_bbox_mask False \\\n    --decomposition_mode regularization \\\n    --downsample_ptcd -1\n\n# LOG_DIR=\"outputs/<path_to_log_dir>\"\n\n# MC_RES=512  # 1024 (default)\n# MESH_FN=\"extracted_mesh_res-${MC_RES}.ply\"\n# MESH_PATH=\"${LOG_DIR}/${MESH_FN}\"\n\n# ns-extract-mesh \\\n# \t--load-config $LOG_DIR/config.yml \\\n#     --load-dir $LOG_DIR/sdfstudio_models \\\n# \t--output-path $MESH_PATH \\\n#     --chunk_size 25000 --store_float16 True \\\n#     --resolution $MC_RES \\\n#     --use_train_scene_box True \\\n#     --seg_aware_sdf False \\\n#     --remove_internal_geometry None \\\n#     --remove_non_maximum_connected_components False \\\n#     --close_holes False --simplify_mesh_final False\n"
  },
  {
    "path": "AutoReconForDens3R/exps/code-release/bmvs/scan4.sh",
    "content": "\nscan_name=\"scan4\"\n\nDATA_ROOT=data\nINST_REL_DIR=BlendedMVS/$scan_name\nFORCE_RERUN=True\n\n# Coarse decomposition\npython third_party/AutoDecomp/auto_decomp/cli/inference_transformer.py --config-name=cvpr_idr \\\n    data_root=$DATA_ROOT \\\n    inst_rel_dir=$INST_REL_DIR \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1\n\n# Reconstruction\nns-train neus-facto-wbg-reg_sep-plane-nerf \\\n    --experiment-name neusfacto-wbg-reg_sep-plane-nerf_60k_plane-h-ratio-0.3_bmvs-${scan_name}_cvpr \\\n    --vis tensorboard \\\n    --trainer.steps_per_eval_image 2500 \\\n    --trainer.steps_per_eval_batch 2500 \\\n    --trainer.max_num_iterations 60001 \\\n    --trainer.steps_per_save 60000 \\\n    --pipeline.model.cos_anneal_end 10000 \\\n    --pipeline.model.plane_height_ratio 0.3 \\\n    --optimizers.fields.scheduler.max_steps 60001 \\\n    --pipeline.datamanager.eval_camera_res_scale_factor 0.25 \\\n    --pipeline.model.sdf_field.hash_grid_progressive_training False \\\n    autorecon-data --data $DATA_ROOT/$INST_REL_DIR \\\n    --anno_dirname 'triangulate_loftr-720000_pairs-from-poses_np-10/auto-deocomp_sfm-transformer_cvpr' \\\n    --camera_filename cameras_cameras_norm-obj-side-2.0.npz \\\n    --object_filename objects_cameras_norm-obj-side-2.0.npz \\\n    --parse_images_from_camera_dict True \\\n    --image_dirname \"images\" --image_extension \".jpg\" \\\n    --include_image_features False --include_coarse_features False \\\n    --use_accurate_scene_box True \\\n    --collider_type 'box_near_far' \\\n    --near_far 0.1 100.0 \\\n    --compute_fg_bbox_mask True \\\n    --force_recompute_fg_bbox_mask False \\\n    --decomposition_mode regularization \\\n    --downsample_ptcd -1\n\n# LOG_DIR=\"outputs/<path_to_log_dir>\"\n\n# MC_RES=512  # 1024 (default)\n# MESH_FN=\"extracted_mesh_res-${MC_RES}.ply\"\n# MESH_PATH=\"${LOG_DIR}/${MESH_FN}\"\n\n# ns-extract-mesh \\\n# \t--load-config $LOG_DIR/config.yml \\\n#     --load-dir $LOG_DIR/sdfstudio_models \\\n# \t--output-path $MESH_PATH \\\n#     --chunk_size 25000 --store_float16 True \\\n#     --resolution $MC_RES \\\n#     --use_train_scene_box True \\\n#     --seg_aware_sdf False \\\n#     --remove_internal_geometry None \\\n#     --remove_non_maximum_connected_components False \\\n#     --close_holes False --simplify_mesh_final False\n"
  },
  {
    "path": "AutoReconForDens3R/exps/code-release/bmvs/scan5.sh",
    "content": "\nscan_name=\"scan5\"\n\nDATA_ROOT=data\nINST_REL_DIR=BlendedMVS/$scan_name\nFORCE_RERUN=True\n\n# Coarse decomposition\npython third_party/AutoDecomp/auto_decomp/cli/inference_transformer.py --config-name=cvpr_idr \\\n    data_root=$DATA_ROOT \\\n    inst_rel_dir=$INST_REL_DIR \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1\n\n# Reconstruction\nns-train neus-facto-wbg-reg_sep-plane-nerf \\\n    --experiment-name neusfacto-wbg-reg_sep-plane-nerf_60k_plane-h-ratio-0.3_bmvs-${scan_name}_cvpr \\\n    --vis tensorboard \\\n    --trainer.steps_per_eval_image 2500 \\\n    --trainer.steps_per_eval_batch 2500 \\\n    --trainer.max_num_iterations 60001 \\\n    --trainer.steps_per_save 60000 \\\n    --pipeline.model.cos_anneal_end 10000 \\\n    --pipeline.model.plane_height_ratio 0.3 \\\n    --optimizers.fields.scheduler.max_steps 60001 \\\n    --pipeline.datamanager.eval_camera_res_scale_factor 0.25 \\\n    --pipeline.model.sdf_field.hash_grid_progressive_training False \\\n    autorecon-data --data $DATA_ROOT/$INST_REL_DIR \\\n    --anno_dirname 'triangulate_loftr-720000_pairs-from-poses_np-10/auto-deocomp_sfm-transformer_cvpr' \\\n    --camera_filename cameras_cameras_norm-obj-side-2.0.npz \\\n    --object_filename objects_cameras_norm-obj-side-2.0.npz \\\n    --parse_images_from_camera_dict True \\\n    --image_dirname \"images\" --image_extension \".jpg\" \\\n    --include_image_features False --include_coarse_features False \\\n    --use_accurate_scene_box True \\\n    --collider_type 'box_near_far' \\\n    --near_far 0.1 100.0 \\\n    --compute_fg_bbox_mask True \\\n    --force_recompute_fg_bbox_mask False \\\n    --decomposition_mode regularization \\\n    --downsample_ptcd -1\n\n# LOG_DIR=\"outputs/<path_to_log_dir>\"\n\n# MC_RES=512  # 1024 (default)\n# MESH_FN=\"extracted_mesh_res-${MC_RES}.ply\"\n# MESH_PATH=\"${LOG_DIR}/${MESH_FN}\"\n\n# ns-extract-mesh \\\n# \t--load-config $LOG_DIR/config.yml \\\n#     --load-dir $LOG_DIR/sdfstudio_models \\\n# \t--output-path $MESH_PATH \\\n#     --chunk_size 25000 --store_float16 True \\\n#     --resolution $MC_RES \\\n#     --use_train_scene_box True \\\n#     --seg_aware_sdf False \\\n#     --remove_internal_geometry None \\\n#     --remove_non_maximum_connected_components False \\\n#     --close_holes False --simplify_mesh_final False\n"
  },
  {
    "path": "AutoReconForDens3R/exps/code-release/bmvs/scan6.sh",
    "content": "\nscan_name=\"scan6\"\n\nDATA_ROOT=data\nINST_REL_DIR=BlendedMVS/$scan_name\nFORCE_RERUN=True\n\n# Coarse decomposition\npython third_party/AutoDecomp/auto_decomp/cli/inference_transformer.py --config-name=cvpr_idr \\\n    data_root=$DATA_ROOT \\\n    inst_rel_dir=$INST_REL_DIR \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1\n\n# Reconstruction\nns-train neus-facto-wbg-reg_sep-plane-nerf \\\n    --experiment-name neusfacto-wbg-reg_sep-plane-nerf_60k_plane-h-ratio-0.3_bmvs-${scan_name}_cvpr \\\n    --vis tensorboard \\\n    --trainer.steps_per_eval_image 2500 \\\n    --trainer.steps_per_eval_batch 2500 \\\n    --trainer.max_num_iterations 60001 \\\n    --trainer.steps_per_save 60000 \\\n    --pipeline.model.cos_anneal_end 10000 \\\n    --pipeline.model.plane_height_ratio 0.3 \\\n    --optimizers.fields.scheduler.max_steps 60001 \\\n    --pipeline.datamanager.eval_camera_res_scale_factor 0.25 \\\n    --pipeline.model.sdf_field.hash_grid_progressive_training False \\\n    autorecon-data --data $DATA_ROOT/$INST_REL_DIR \\\n    --anno_dirname 'triangulate_loftr-720000_pairs-from-poses_np-10/auto-deocomp_sfm-transformer_cvpr' \\\n    --camera_filename cameras_cameras_norm-obj-side-2.0.npz \\\n    --object_filename objects_cameras_norm-obj-side-2.0.npz \\\n    --parse_images_from_camera_dict True \\\n    --image_dirname \"images\" --image_extension \".jpg\" \\\n    --include_image_features False --include_coarse_features False \\\n    --use_accurate_scene_box True \\\n    --collider_type 'box_near_far' \\\n    --near_far 0.1 100.0 \\\n    --compute_fg_bbox_mask True \\\n    --force_recompute_fg_bbox_mask False \\\n    --decomposition_mode regularization \\\n    --downsample_ptcd -1\n\n# LOG_DIR=\"outputs/<path_to_log_dir>\"\n\n# MC_RES=512  # 1024 (default)\n# MESH_FN=\"extracted_mesh_res-${MC_RES}.ply\"\n# MESH_PATH=\"${LOG_DIR}/${MESH_FN}\"\n\n# ns-extract-mesh \\\n# \t--load-config $LOG_DIR/config.yml \\\n#     --load-dir $LOG_DIR/sdfstudio_models \\\n# \t--output-path $MESH_PATH \\\n#     --chunk_size 25000 --store_float16 True \\\n#     --resolution $MC_RES \\\n#     --use_train_scene_box True \\\n#     --seg_aware_sdf False \\\n#     --remove_internal_geometry None \\\n#     --remove_non_maximum_connected_components False \\\n#     --close_holes False --simplify_mesh_final False\n"
  },
  {
    "path": "AutoReconForDens3R/exps/code-release/co3d_demo/scan1.sh",
    "content": "\nscan_name=scan1\n\nDATA_ROOT=data\nINST_REL_DIR=CO3D_DEMO/$scan_name\nFORCE_RERUN=True\n\npython third_party/AutoDecomp/auto_decomp/cli/inference_transformer.py --config-name=cvpr \\\n    data_root=$DATA_ROOT \\\n    inst_rel_dir=$INST_REL_DIR \\\n    sparse_recon.n_images=40 \\\n    sparse_recon.force_rerun=$FORCE_RERUN \\\n    sparse_recon.n_feature_workers=1 sparse_recon.n_recon_workers=1 \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1 \n\nns-train neus-facto-wbg-reg_sep-plane-nerf \\\n    --experiment-name neusfacto-wbg-reg_sep-plane-nerf_60k_plane-h-ratio-0.3_co3d-${scan_name}_cvpr \\\n    --vis tensorboard \\\n    --trainer.steps_per_eval_image 2500 \\\n    --trainer.steps_per_eval_batch 2500 \\\n    --trainer.max_num_iterations 60001 \\\n    --trainer.steps_per_save 60000 \\\n    --pipeline.model.cos_anneal_end 10000 \\\n    --pipeline.model.plane_height_ratio 0.3 \\\n    --optimizers.fields.scheduler.max_steps 60001 \\\n    --pipeline.datamanager.eval_camera_res_scale_factor 0.25 \\\n    --pipeline.model.sdf_field.hash_grid_progressive_training False \\\n    autorecon-data --data $DATA_ROOT/$INST_REL_DIR \\\n    --anno_dirname 'triangulate_loftr-720000_sequential_np-10/auto-deocomp_sfm-transformer_cvpr' \\\n    --camera_filename cameras_cameras_norm-obj-side-2.0.npz \\\n    --object_filename objects_cameras_norm-obj-side-2.0.npz \\\n    --parse_images_from_camera_dict True \\\n    --image_dirname \"images\" --image_extension \".jpg\" \\\n    --include_image_features False --include_coarse_features False \\\n    --use_accurate_scene_box True \\\n    --collider_type 'box_near_far' \\\n    --near_far 0.1 100.0 \\\n    --compute_fg_bbox_mask True \\\n    --force_recompute_fg_bbox_mask False \\\n    --decomposition_mode regularization \\\n    --downsample_ptcd -1\n\n# LOG_DIR=\"outputs/<path_to_log_dir>\"\n\n# MC_RES=512  # 1024 (default)\n# MESH_FN=\"extracted_mesh_res-${MC_RES}.ply\"\n# MESH_PATH=\"${LOG_DIR}/${MESH_FN}\"\n\n# ns-extract-mesh \\\n# \t--load-config $LOG_DIR/config.yml \\\n#     --load-dir $LOG_DIR/sdfstudio_models \\\n# \t--output-path $MESH_PATH \\\n#     --chunk_size 25000 --store_float16 True \\\n#     --resolution $MC_RES \\\n#     --use_train_scene_box True \\\n#     --seg_aware_sdf False \\\n#     --remove_internal_geometry None \\\n#     --remove_non_maximum_connected_components True \\\n#     --close_holes False --simplify_mesh_final False\n"
  },
  {
    "path": "AutoReconForDens3R/exps/code-release/co3d_demo/scan2.sh",
    "content": "\nscan_name=scan2\n\nDATA_ROOT=data\nINST_REL_DIR=CO3D_DEMO/$scan_name\nFORCE_RERUN=True\n\npython third_party/AutoDecomp/auto_decomp/cli/inference_transformer.py --config-name=cvpr \\\n    data_root=$DATA_ROOT \\\n    inst_rel_dir=$INST_REL_DIR \\\n    sparse_recon.n_images=40 \\\n    sparse_recon.force_rerun=$FORCE_RERUN \\\n    sparse_recon.n_feature_workers=1 sparse_recon.n_recon_workers=1 \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1 \n\nns-train neus-facto-wbg-reg_sep-plane-nerf \\\n    --experiment-name neusfacto-wbg-reg_sep-plane-nerf_60k_plane-h-ratio-0.3_co3d-${scan_name}_cvpr \\\n    --vis tensorboard \\\n    --trainer.steps_per_eval_image 2500 \\\n    --trainer.steps_per_eval_batch 2500 \\\n    --trainer.max_num_iterations 60001 \\\n    --trainer.steps_per_save 60000 \\\n    --pipeline.model.cos_anneal_end 10000 \\\n    --pipeline.model.plane_height_ratio 0.3 \\\n    --optimizers.fields.scheduler.max_steps 60001 \\\n    --pipeline.datamanager.eval_camera_res_scale_factor 0.25 \\\n    --pipeline.model.sdf_field.hash_grid_progressive_training False \\\n    autorecon-data --data $DATA_ROOT/$INST_REL_DIR \\\n    --anno_dirname 'triangulate_loftr-720000_sequential_np-10/auto-deocomp_sfm-transformer_cvpr' \\\n    --camera_filename cameras_cameras_norm-obj-side-2.0.npz \\\n    --object_filename objects_cameras_norm-obj-side-2.0.npz \\\n    --parse_images_from_camera_dict True \\\n    --image_dirname \"images\" --image_extension \".jpg\" \\\n    --include_image_features False --include_coarse_features False \\\n    --use_accurate_scene_box True \\\n    --collider_type 'box_near_far' \\\n    --near_far 0.1 100.0 \\\n    --compute_fg_bbox_mask True \\\n    --force_recompute_fg_bbox_mask False \\\n    --decomposition_mode regularization \\\n    --downsample_ptcd -1\n\n# LOG_DIR=\"outputs/<path_to_log_dir>\"\n\n# MC_RES=512  # 1024 (default)\n# MESH_FN=\"extracted_mesh_res-${MC_RES}.ply\"\n# MESH_PATH=\"${LOG_DIR}/${MESH_FN}\"\n\n# ns-extract-mesh \\\n# \t--load-config $LOG_DIR/config.yml \\\n#     --load-dir $LOG_DIR/sdfstudio_models \\\n# \t--output-path $MESH_PATH \\\n#     --chunk_size 25000 --store_float16 True \\\n#     --resolution $MC_RES \\\n#     --use_train_scene_box True \\\n#     --seg_aware_sdf False \\\n#     --remove_internal_geometry None \\\n#     --remove_non_maximum_connected_components True \\\n#     --close_holes False --simplify_mesh_final False\n"
  },
  {
    "path": "AutoReconForDens3R/exps/code-release/co3d_demo/scan3.sh",
    "content": "\nscan_name=scan3\n\nDATA_ROOT=data\nINST_REL_DIR=CO3D_DEMO/$scan_name\nFORCE_RERUN=True\n\npython third_party/AutoDecomp/auto_decomp/cli/inference_transformer.py --config-name=cvpr \\\n    data_root=$DATA_ROOT \\\n    inst_rel_dir=$INST_REL_DIR \\\n    sparse_recon.n_images=40 \\\n    sparse_recon.force_rerun=$FORCE_RERUN \\\n    sparse_recon.n_feature_workers=1 sparse_recon.n_recon_workers=1 \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1 \n\nns-train neus-facto-wbg-reg_sep-plane-nerf \\\n    --experiment-name neusfacto-wbg-reg_sep-plane-nerf_60k_plane-h-ratio-0.3_co3d-${scan_name}_cvpr \\\n    --vis tensorboard \\\n    --trainer.steps_per_eval_image 2500 \\\n    --trainer.steps_per_eval_batch 2500 \\\n    --trainer.max_num_iterations 60001 \\\n    --trainer.steps_per_save 60000 \\\n    --pipeline.model.cos_anneal_end 10000 \\\n    --pipeline.model.plane_height_ratio 0.3 \\\n    --optimizers.fields.scheduler.max_steps 60001 \\\n    --pipeline.datamanager.eval_camera_res_scale_factor 0.25 \\\n    --pipeline.model.sdf_field.hash_grid_progressive_training False \\\n    autorecon-data --data $DATA_ROOT/$INST_REL_DIR \\\n    --anno_dirname 'triangulate_loftr-720000_sequential_np-10/auto-deocomp_sfm-transformer_cvpr' \\\n    --camera_filename cameras_cameras_norm-obj-side-2.0.npz \\\n    --object_filename objects_cameras_norm-obj-side-2.0.npz \\\n    --parse_images_from_camera_dict True \\\n    --image_dirname \"images\" --image_extension \".jpg\" \\\n    --include_image_features False --include_coarse_features False \\\n    --use_accurate_scene_box True \\\n    --collider_type 'box_near_far' \\\n    --near_far 0.1 100.0 \\\n    --compute_fg_bbox_mask True \\\n    --force_recompute_fg_bbox_mask False \\\n    --decomposition_mode regularization \\\n    --downsample_ptcd -1\n\n# LOG_DIR=\"outputs/<path_to_log_dir>\"\n\n# MC_RES=512  # 1024 (default)\n# MESH_FN=\"extracted_mesh_res-${MC_RES}.ply\"\n# MESH_PATH=\"${LOG_DIR}/${MESH_FN}\"\n\n# ns-extract-mesh \\\n# \t--load-config $LOG_DIR/config.yml \\\n#     --load-dir $LOG_DIR/sdfstudio_models \\\n# \t--output-path $MESH_PATH \\\n#     --chunk_size 25000 --store_float16 True \\\n#     --resolution $MC_RES \\\n#     --use_train_scene_box True \\\n#     --seg_aware_sdf False \\\n#     --remove_internal_geometry None \\\n#     --remove_non_maximum_connected_components True \\\n#     --close_holes False --simplify_mesh_final False\n"
  },
  {
    "path": "AutoReconForDens3R/exps/code-release/co3d_demo/scan4.sh",
    "content": "\nscan_name=scan4\n\nDATA_ROOT=data\nINST_REL_DIR=CO3D_DEMO/$scan_name\nFORCE_RERUN=True\n\npython third_party/AutoDecomp/auto_decomp/cli/inference_transformer.py --config-name=cvpr \\\n    data_root=$DATA_ROOT \\\n    inst_rel_dir=$INST_REL_DIR \\\n    sparse_recon.n_images=40 \\\n    sparse_recon.force_rerun=$FORCE_RERUN \\\n    sparse_recon.n_feature_workers=1 sparse_recon.n_recon_workers=1 \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1 \n\nns-train neus-facto-wbg-reg_sep-plane-nerf \\\n    --experiment-name neusfacto-wbg-reg_sep-plane-nerf_60k_plane-h-ratio-0.3_co3d-${scan_name}_cvpr \\\n    --vis tensorboard \\\n    --trainer.steps_per_eval_image 2500 \\\n    --trainer.steps_per_eval_batch 2500 \\\n    --trainer.max_num_iterations 60001 \\\n    --trainer.steps_per_save 60000 \\\n    --pipeline.model.cos_anneal_end 10000 \\\n    --pipeline.model.plane_height_ratio 0.3 \\\n    --optimizers.fields.scheduler.max_steps 60001 \\\n    --pipeline.datamanager.eval_camera_res_scale_factor 0.25 \\\n    --pipeline.model.sdf_field.hash_grid_progressive_training False \\\n    autorecon-data --data $DATA_ROOT/$INST_REL_DIR \\\n    --anno_dirname 'triangulate_loftr-720000_sequential_np-10/auto-deocomp_sfm-transformer_cvpr' \\\n    --camera_filename cameras_cameras_norm-obj-side-2.0.npz \\\n    --object_filename objects_cameras_norm-obj-side-2.0.npz \\\n    --parse_images_from_camera_dict True \\\n    --image_dirname \"images\" --image_extension \".jpg\" \\\n    --include_image_features False --include_coarse_features False \\\n    --use_accurate_scene_box True \\\n    --collider_type 'box_near_far' \\\n    --near_far 0.1 100.0 \\\n    --compute_fg_bbox_mask True \\\n    --force_recompute_fg_bbox_mask False \\\n    --decomposition_mode regularization \\\n    --downsample_ptcd -1\n\n# LOG_DIR=\"outputs/<path_to_log_dir>\"\n\n# MC_RES=512  # 1024 (default)\n# MESH_FN=\"extracted_mesh_res-${MC_RES}.ply\"\n# MESH_PATH=\"${LOG_DIR}/${MESH_FN}\"\n\n# ns-extract-mesh \\\n# \t--load-config $LOG_DIR/config.yml \\\n#     --load-dir $LOG_DIR/sdfstudio_models \\\n# \t--output-path $MESH_PATH \\\n#     --chunk_size 25000 --store_float16 True \\\n#     --resolution $MC_RES \\\n#     --use_train_scene_box True \\\n#     --seg_aware_sdf False \\\n#     --remove_internal_geometry None \\\n#     --remove_non_maximum_connected_components True \\\n#     --close_holes False --simplify_mesh_final False\n"
  },
  {
    "path": "AutoReconForDens3R/exps/code-release/co3d_demo/scan5.sh",
    "content": "\nscan_name=scan5\n\nDATA_ROOT=data\nINST_REL_DIR=CO3D_DEMO/$scan_name\nFORCE_RERUN=True\n\npython third_party/AutoDecomp/auto_decomp/cli/inference_transformer.py --config-name=cvpr \\\n    data_root=$DATA_ROOT \\\n    inst_rel_dir=$INST_REL_DIR \\\n    sparse_recon.n_images=40 \\\n    sparse_recon.force_rerun=$FORCE_RERUN \\\n    sparse_recon.n_feature_workers=1 sparse_recon.n_recon_workers=1 \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1 \n\nns-train neus-facto-wbg-reg_sep-plane-nerf \\\n    --experiment-name neusfacto-wbg-reg_sep-plane-nerf_60k_plane-h-ratio-0.3_co3d-${scan_name}_cvpr \\\n    --vis tensorboard \\\n    --trainer.steps_per_eval_image 2500 \\\n    --trainer.steps_per_eval_batch 2500 \\\n    --trainer.max_num_iterations 60001 \\\n    --trainer.steps_per_save 60000 \\\n    --pipeline.model.cos_anneal_end 10000 \\\n    --pipeline.model.plane_height_ratio 0.3 \\\n    --optimizers.fields.scheduler.max_steps 60001 \\\n    --pipeline.datamanager.eval_camera_res_scale_factor 0.25 \\\n    --pipeline.model.sdf_field.hash_grid_progressive_training False \\\n    autorecon-data --data $DATA_ROOT/$INST_REL_DIR \\\n    --anno_dirname 'triangulate_loftr-720000_sequential_np-10/auto-deocomp_sfm-transformer_cvpr' \\\n    --camera_filename cameras_cameras_norm-obj-side-2.0.npz \\\n    --object_filename objects_cameras_norm-obj-side-2.0.npz \\\n    --parse_images_from_camera_dict True \\\n    --image_dirname \"images\" --image_extension \".jpg\" \\\n    --include_image_features False --include_coarse_features False \\\n    --use_accurate_scene_box True \\\n    --collider_type 'box_near_far' \\\n    --near_far 0.1 100.0 \\\n    --compute_fg_bbox_mask True \\\n    --force_recompute_fg_bbox_mask False \\\n    --decomposition_mode regularization \\\n    --downsample_ptcd -1\n\n# LOG_DIR=\"outputs/<path_to_log_dir>\"\n\n# MC_RES=512  # 1024 (default)\n# MESH_FN=\"extracted_mesh_res-${MC_RES}.ply\"\n# MESH_PATH=\"${LOG_DIR}/${MESH_FN}\"\n\n# ns-extract-mesh \\\n# \t--load-config $LOG_DIR/config.yml \\\n#     --load-dir $LOG_DIR/sdfstudio_models \\\n# \t--output-path $MESH_PATH \\\n#     --chunk_size 25000 --store_float16 True \\\n#     --resolution $MC_RES \\\n#     --use_train_scene_box True \\\n#     --seg_aware_sdf False \\\n#     --remove_internal_geometry None \\\n#     --remove_non_maximum_connected_components True \\\n#     --close_holes False --simplify_mesh_final False\n"
  },
  {
    "path": "AutoReconForDens3R/exps/code-release/run_dens3r_recon.sh",
    "content": "\n#/bin/bash\n\nDATA_ROOT=/path/to/your/data\nINST_REL_DIR=rel_path/to/your/data\nDENS3R_MODEL_PATH=/path/to/pth/file/of/model\nN_IMAGES=40\nNEUS_TRAIN_RESO_DOWN_FACTOR=0.5\n\nFORCE_RERUN=True\nEXP_NAME=neusfacto-wbg-reg_sep-plane-nerf_60k_plane-h-ratio-0.3_demo_cvpr\nNERF_MODE=neus-facto-wbg-reg_sep-plane-nerf\n\n\n# reconstruct scene with dens3r\n# python third_party/AutoDecomp/auto_decomp/cli/inference_transformer.py \\\n#     --config-name=cvpr \\\n#     data_root=$DATA_ROOT \\\n#     inst_rel_dir=$INST_REL_DIR \\\n#     sparse_recon.n_images=$N_IMAGES \\\n#     sparse_recon.force_rerun=$FORCE_RERUN \\\n#     sparse_recon.n_feature_workers=1 sparse_recon.n_recon_workers=1 \\\n#     triangulation.force_rerun=$FORCE_RERUN \\\n#     triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n#     dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1 \\\n#     sfm_mode=dens3r \\\n#     sparse_recon.dens3r_model_ckpt=$DENS3R_MODEL_PATH\n\n\n# reconstruct object with AutoRecon\n# python scripts/train.py \\\n#     $NERF_MODE \\\n#     --experiment-name $EXP_NAME \\\n#     --vis tensorboard \\\n#     --trainer.steps_per_eval_image 2500 \\\n#     --trainer.steps_per_eval_batch 2500 \\\n#     --trainer.max_num_iterations 60001 \\\n#     --trainer.steps_per_save 60000 \\\n#     --pipeline.model.cos_anneal_end 10000 \\\n#     --pipeline.model.plane_height_ratio 0.3 \\\n#     --optimizers.fields.scheduler.max_steps 60001 \\\n#     --pipeline.datamanager.eval_camera_res_scale_factor 0.25 \\\n#     --pipeline.datamanager.camera_res_scale_factor $NEUS_TRAIN_RESO_DOWN_FACTOR \\\n#     --pipeline.model.sdf_field.hash_grid_progressive_training False \\\n#     autorecon-data --data $DATA_ROOT/$INST_REL_DIR \\\n#     --anno_dirname 'dens3r_40_sequential/auto-deocomp_sfm-transformer_cvpr' \\\n#     --camera_filename cameras_cameras_norm-obj-side-2.0.npz \\\n#     --object_filename objects_cameras_norm-obj-side-2.0.npz \\\n#     --parse_images_from_camera_dict True \\\n#     --image_dirname \"images\" --image_extension \".jpg\" \\\n#     --include_image_features False --include_coarse_features False \\\n#     --use_accurate_scene_box True \\\n#     --collider_type 'box_near_far' \\\n#     --near_far 0.1 100.0 \\\n#     --compute_fg_bbox_mask True \\\n#     --force_recompute_fg_bbox_mask False \\\n#     --decomposition_mode regularization \\\n#     --downsample_ptcd -1\n\n\n# Extract mesh with MC\n\n# LOG_DIR=\"outputs/$EXP_NAME/$NERF_MODE/data\" # default is outputs/$EXP_NAME/$NERF_MODE/date\n# MC_RES=512\n# MESH_FN=\"extracted_mesh_res-${MC_RES}.ply\"\n# MESH_PATH=\"${LOG_DIR}/sdfstudio_models/${MESH_FN}\"\n\n# python scripts/extract_mesh.py \\\n#     --load-config $LOG_DIR/config.yml \\\n#     --load-dir $LOG_DIR/sdfstudio_models \\\n#     --output-path $MESH_PATH \\\n#     --chunk_size 25000 --store_float16 True \\\n#     --resolution $MC_RES \\\n#     --use_train_scene_box True \\\n#     --seg_aware_sdf False \\\n#     --remove_internal_geometry None \\\n#     --remove_non_maximum_connected_components True \\\n#     --close_holes False --simplify_mesh_final False"
  },
  {
    "path": "AutoReconForDens3R/exps/code-release/run_pipeline_demo_low-res.sh",
    "content": "\nDATA_ROOT=data\nINST_REL_DIR=custom_data_example/co3d_chair\nFORCE_RERUN=True\n\n# Coarse decomposition\npython third_party/AutoDecomp/auto_decomp/cli/inference_transformer.py --config-name=cvpr \\\n    data_root=$DATA_ROOT \\\n    inst_rel_dir=$INST_REL_DIR \\\n    sparse_recon.n_images=40 \\\n    sparse_recon.force_rerun=$FORCE_RERUN \\\n    sparse_recon.n_feature_workers=1 sparse_recon.n_recon_workers=1 \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1 \n\n# reconstruction\n# TODO: parse anno_dirname & object_filename from cache\nns-train neus-facto-wbg-reg_sep-plane-nerf \\\n    --experiment-name neusfacto-wbg-reg_sep-plane-nerf_60k_plane-h-ratio-0.3_demo_cvpr \\\n    --vis tensorboard \\\n    --trainer.steps_per_eval_image 2500 \\\n    --trainer.steps_per_eval_batch 2500 \\\n    --trainer.max_num_iterations 60001 \\\n    --trainer.steps_per_save 60000 \\\n    --pipeline.model.cos_anneal_end 10000 \\\n    --pipeline.model.plane_height_ratio 0.3 \\\n    --optimizers.fields.scheduler.max_steps 60001 \\\n    --pipeline.datamanager.eval_camera_res_scale_factor 0.25 \\\n    --pipeline.model.sdf_field.hash_grid_progressive_training False \\\n    autorecon-data --data $DATA_ROOT/$INST_REL_DIR \\\n    --anno_dirname 'triangulate_loftr-720000_sequential_np-10/auto-deocomp_sfm-transformer_cvpr' \\\n    --camera_filename cameras_cameras_norm-obj-side-2.0.npz \\\n    --object_filename objects_cameras_norm-obj-side-2.0.npz \\\n    --parse_images_from_camera_dict True \\\n    --image_dirname \"images\" --image_extension \".jpg\" \\\n    --include_image_features False --include_coarse_features False \\\n    --use_accurate_scene_box True \\\n    --collider_type 'box_near_far' \\\n    --near_far 0.1 100.0 \\\n    --compute_fg_bbox_mask True \\\n    --force_recompute_fg_bbox_mask False \\\n    --decomposition_mode regularization \\\n    --downsample_ptcd -1\n\n# Extract mesh with MC\n# LOG_DIR=\"path_to_log_dir\"\n\n# MC_RES=512\n# MESH_FN=\"extracted_mesh_res-${MC_RES}.ply\"\n# MESH_PATH=\"${LOG_DIR}/${MESH_FN}\"\n\n# ns-extract-mesh \\\n# \t--load-config $LOG_DIR/config.yml \\\n#     --load-dir $LOG_DIR/sdfstudio_models \\\n# \t--output-path $MESH_PATH \\\n#     --chunk_size 25000 --store_float16 True \\\n#     --resolution $MC_RES \\\n#     --use_train_scene_box True \\\n#     --seg_aware_sdf False \\\n#     --remove_internal_geometry None \\\n#     --remove_non_maximum_connected_components True \\\n#     --close_holes False --simplify_mesh_final False\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/__init__.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/cameras/__init__.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/cameras/camera_optimizers.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nPose and Intrinsics Optimizers\n\"\"\"\n\nfrom __future__ import annotations\n\nimport functools\nfrom dataclasses import dataclass, field\nfrom typing import Type, Union\n\nimport torch\nimport tyro\nfrom torch import nn\nfrom torchtyping import TensorType\nfrom typing_extensions import Literal, assert_never\n\nfrom nerfstudio.cameras.lie_groups import exp_map_SE3, exp_map_SO3xR3\nfrom nerfstudio.configs import base_config as cfg\nfrom nerfstudio.engine.optimizers import AdamOptimizerConfig\nfrom nerfstudio.engine.schedulers import SchedulerConfig\nfrom nerfstudio.utils import poses as pose_utils\n\n\n@dataclass\nclass CameraOptimizerConfig(cfg.InstantiateConfig):\n    \"\"\"Configuration of optimization for camera poses.\"\"\"\n\n    _target: Type = field(default_factory=lambda: CameraOptimizer)\n\n    mode: Literal[\"off\", \"SO3xR3\", \"SE3\"] = \"off\"\n    \"\"\"Pose optimization strategy to use. If enabled, we recommend SO3xR3.\"\"\"\n\n    position_noise_std: float = 0.0\n    \"\"\"Noise to add to initial positions. Useful for debugging.\"\"\"\n\n    orientation_noise_std: float = 0.0\n    \"\"\"Noise to add to initial orientations. Useful for debugging.\"\"\"\n\n    optimizer: AdamOptimizerConfig = AdamOptimizerConfig(lr=6e-4, eps=1e-15)\n    \"\"\"ADAM parameters for camera optimization.\"\"\"\n\n    scheduler: SchedulerConfig = SchedulerConfig(max_steps=10000)\n    \"\"\"Learning rate scheduler for camera optimizer..\"\"\"\n\n    param_group: tyro.conf.Suppress[str] = \"camera_opt\"\n    \"\"\"Name of the parameter group used for pose optimization. Can be any string that doesn't conflict with other\n    groups.\"\"\"\n\n\nclass CameraOptimizer(nn.Module):\n    \"\"\"Layer that modifies camera poses to be optimized as well as the field during training.\"\"\"\n\n    config: CameraOptimizerConfig\n\n    def __init__(\n        self,\n        config: CameraOptimizerConfig,\n        num_cameras: int,\n        device: Union[torch.device, str],\n        **kwargs,  # pylint: disable=unused-argument\n    ) -> None:\n        super().__init__()\n        self.config = config\n        self.num_cameras = num_cameras\n        self.device = device\n\n        # Initialize learnable parameters.\n        if self.config.mode == \"off\":\n            pass\n        elif self.config.mode in (\"SO3xR3\", \"SE3\"):\n            self.pose_adjustment = torch.nn.Parameter(torch.zeros((num_cameras, 6), device=device))\n        else:\n            assert_never(self.config.mode)\n\n        # Initialize pose noise; useful for debugging.\n        if config.position_noise_std != 0.0 or config.orientation_noise_std != 0.0:\n            assert config.position_noise_std >= 0.0 and config.orientation_noise_std >= 0.0\n            std_vector = torch.tensor(\n                [config.position_noise_std] * 3 + [config.orientation_noise_std] * 3, device=device\n            )\n            self.pose_noise = exp_map_SE3(torch.normal(torch.zeros((num_cameras, 6), device=device), std_vector))\n        else:\n            self.pose_noise = None\n\n    def forward(\n        self,\n        indices: TensorType[\"num_cameras\"],\n    ) -> TensorType[\"num_cameras\", 3, 4]:\n        \"\"\"Indexing into camera adjustments.\n        Args:\n            indices: indices of Cameras to optimize.\n        Returns:\n            Tranformation matrices from optimized camera coordinates coordinates\n            to given camera coordinates.\n        \"\"\"\n        outputs = []\n\n        # Apply learned transformation delta.\n        if self.config.mode == \"off\":\n            pass\n        elif self.config.mode == \"SO3xR3\":\n            outputs.append(exp_map_SO3xR3(self.pose_adjustment[indices, :]))\n        elif self.config.mode == \"SE3\":\n            outputs.append(exp_map_SE3(self.pose_adjustment[indices, :]))\n        else:\n            assert_never(self.config.mode)\n\n        # Apply initial pose noise.\n        if self.pose_noise is not None:\n            outputs.append(self.pose_noise[indices, :, :])\n\n        # Return: identity if no transforms are needed, otherwise multiply transforms together.\n        if len(outputs) == 0:\n            # Note that using repeat() instead of tile() here would result in unnecessary copies.\n            return torch.eye(4, device=self.device)[None, :3, :4].tile(indices.shape[0], 1, 1)\n        return functools.reduce(pose_utils.multiply, outputs)\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/cameras/camera_paths.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nCode for camera paths.\n\"\"\"\n\nfrom typing import Any, Dict, Optional, Tuple\n\nimport torch\n\nimport nerfstudio.utils.poses as pose_utils\nfrom nerfstudio.cameras import camera_utils\nfrom nerfstudio.cameras.camera_utils import get_interpolated_poses_many\nfrom nerfstudio.cameras.cameras import Cameras\nfrom nerfstudio.viewer.server.utils import three_js_perspective_camera_focal_length\n\n\ndef get_interpolated_camera_path(cameras: Cameras, steps: int) -> Cameras:\n    \"\"\"Generate a camera path between two cameras.\n\n    Args:\n        cameras: Cameras object containing intrinsics of all cameras.\n        steps: The number of steps to interpolate between the two cameras.\n\n    Returns:\n        A new set of cameras along a path.\n    \"\"\"\n    Ks = cameras.get_intrinsics_matrices().cpu().numpy()\n    poses = cameras.camera_to_worlds().cpu().numpy()\n    poses, Ks = get_interpolated_poses_many(poses, Ks, steps_per_transition=steps)\n\n    cameras = Cameras(fx=Ks[:, 0, 0], fy=Ks[:, 1, 1], cx=Ks[0, 0, 2], cy=Ks[0, 1, 2], camera_to_worlds=poses)\n    return cameras\n\n\ndef get_spiral_path(\n    camera: Cameras,\n    steps: int = 30,\n    radius: Optional[float] = None,\n    radiuses: Optional[Tuple[float]] = None,\n    rots: int = 2,\n    zrate: float = 0.5,\n) -> Cameras:\n    \"\"\"\n    Returns a list of camera in a sprial trajectory.\n\n    Args:\n        camera: The camera to start the spiral from.\n        steps: The number of cameras in the generated path.\n        radius: The radius of the spiral for all xyz directions.\n        radiuses: The list of radii for the spiral in xyz directions.\n        rots: The number of rotations to apply to the camera.\n        zrate: How much to change the z position of the camera.\n\n    Returns:\n        A spiral camera path.\n    \"\"\"\n\n    assert radius is not None or radiuses is not None, \"Either radius or radiuses must be specified.\"\n    assert camera.ndim == 1, \"We assume only one batch dim here\"\n    if radius is not None and radiuses is None:\n        rad = torch.tensor([radius] * 3, device=camera.device)\n    elif radiuses is not None and radius is None:\n        rad = torch.tensor(radiuses, device=camera.device)\n    else:\n        raise ValueError(\"Only one of radius or radiuses must be specified.\")\n\n    camera = camera.flatten()\n\n    up = camera.camera_to_worlds[0, :3, 2]  # scene is z up\n    focal = torch.min(camera.fx[0], camera.fy[0])\n    target = torch.tensor([0, 0, -focal], device=camera.device)  # camera looking in -z direction\n\n    c2w = camera.camera_to_worlds[0]\n    c2wh_global = pose_utils.to4x4(c2w)\n\n    local_c2whs = []\n    for theta in torch.linspace(0.0, 2.0 * torch.pi * rots, steps + 1)[:-1]:\n        center = (\n            torch.tensor([torch.cos(theta), -torch.sin(theta), -torch.sin(theta * zrate)], device=camera.device) * rad\n        )\n        lookat = center - target\n        c2w = camera_utils.viewmatrix(lookat, up, center)\n        c2wh = pose_utils.to4x4(c2w)\n        local_c2whs.append(c2wh)\n\n    new_c2ws = []\n    for local_c2wh in local_c2whs:\n        c2wh = torch.matmul(c2wh_global, local_c2wh)\n        new_c2ws.append(c2wh[:3, :4])\n    new_c2ws = torch.stack(new_c2ws, dim=0)\n\n    return Cameras(\n        fx=camera.fx[0],\n        fy=camera.fy[0],\n        cx=camera.cx[0],\n        cy=camera.cy[0],\n        camera_to_worlds=new_c2ws,\n    )\n\n\ndef get_path_from_json(camera_path: Dict[str, Any]) -> Cameras:\n    \"\"\"Takes a camera path dictionary and returns a trajectory as a Camera instance.\n\n    Args:\n        camera_path: A dictionary of the camera path information coming from the viewer.\n\n    Returns:\n        A Cameras instance with the camera path.\n    \"\"\"\n\n    image_height = camera_path[\"render_height\"]\n    image_width = camera_path[\"render_width\"]\n\n    c2ws = []\n    fxs = []\n    fys = []\n    for camera in camera_path[\"camera_path\"]:\n        # pose\n        c2w = torch.tensor(camera[\"camera_to_world\"]).view(4, 4)[:3]\n        c2ws.append(c2w)\n        # field of view\n        fov = camera[\"fov\"]\n        focal_length = three_js_perspective_camera_focal_length(fov, image_height)\n        fxs.append(focal_length)\n        fys.append(focal_length)\n\n    camera_to_worlds = torch.stack(c2ws, dim=0)\n    fx = torch.tensor(fxs)\n    fy = torch.tensor(fys)\n    return Cameras(\n        fx=fx,\n        fy=fy,\n        cx=image_width / 2,\n        cy=image_height / 2,\n        camera_to_worlds=camera_to_worlds,\n    )\n\n\ndef get_path_from_npz(camera_path: Dict[str, Any]) -> Cameras:\n    image_height, image_width = int(camera_path[\"height\"]), int(camera_path[\"width\"])\n    \n    K33_shared = torch.tensor(camera_path['K33'], dtype=torch.float32)\n    T44_c2w_all = torch.tensor(camera_path['T44_c2w'], dtype=torch.float32)  # (n, 4, 4)\n    K33 = K33_shared[None].repeat(T44_c2w_all.shape[0], 1, 1)\n    \n    return Cameras(\n        T44_c2w_all[:, :3],\n        fx=K33[:, 0, 0], fy=K33[:, 1, 1], cx=K33[:, 0, 2], cy=K33[:, 1, 2],\n        width=image_width, height=image_height,\n    )\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/cameras/camera_utils.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nCamera transformation helper code.\n\"\"\"\n\nimport math\nfrom typing import List, Optional, Tuple\n\nimport numpy as np\nimport torch\nfrom torchtyping import TensorType\nfrom typing_extensions import Literal\n\n_EPS = np.finfo(float).eps * 4.0\n\n\ndef unit_vector(data, axis: Optional[int] = None) -> np.ndarray:\n    \"\"\"Return ndarray normalized by length, i.e. Euclidean norm, along axis.\n\n    Args:\n        axis: the axis along which to normalize into unit vector\n        out: where to write out the data to. If None, returns a new np ndarray\n    \"\"\"\n    data = np.array(data, dtype=np.float64, copy=True)\n    if data.ndim == 1:\n        data /= math.sqrt(np.dot(data, data))\n        return data\n    length = np.atleast_1d(np.sum(data * data, axis))\n    np.sqrt(length, length)\n    if axis is not None:\n        length = np.expand_dims(length, axis)\n    data /= length\n    return data\n\n\ndef quaternion_from_matrix(matrix, isprecise: bool = False) -> np.ndarray:\n    \"\"\"Return quaternion from rotation matrix.\n\n    Args:\n        matrix: rotation matrix to obtain quaternion\n        isprecise: if True, input matrix is assumed to be precise rotation matrix and a faster algorithm is used.\n    \"\"\"\n    M = np.array(matrix, dtype=np.float64, copy=False)[:4, :4]\n    if isprecise:\n        q = np.empty((4,))\n        t = np.trace(M)\n        if t > M[3, 3]:\n            q[0] = t\n            q[3] = M[1, 0] - M[0, 1]\n            q[2] = M[0, 2] - M[2, 0]\n            q[1] = M[2, 1] - M[1, 2]\n        else:\n            i, j, k = 1, 2, 3\n            if M[1, 1] > M[0, 0]:\n                i, j, k = 2, 3, 1\n            if M[2, 2] > M[i, i]:\n                i, j, k = 3, 1, 2\n            t = M[i, i] - (M[j, j] + M[k, k]) + M[3, 3]\n            q[i] = t\n            q[j] = M[i, j] + M[j, i]\n            q[k] = M[k, i] + M[i, k]\n            q[3] = M[k, j] - M[j, k]\n        q *= 0.5 / math.sqrt(t * M[3, 3])\n    else:\n        m00 = M[0, 0]\n        m01 = M[0, 1]\n        m02 = M[0, 2]\n        m10 = M[1, 0]\n        m11 = M[1, 1]\n        m12 = M[1, 2]\n        m20 = M[2, 0]\n        m21 = M[2, 1]\n        m22 = M[2, 2]\n        # symmetric matrix K\n        K = np.array(\n            [\n                [m00 - m11 - m22, 0.0, 0.0, 0.0],\n                [m01 + m10, m11 - m00 - m22, 0.0, 0.0],\n                [m02 + m20, m12 + m21, m22 - m00 - m11, 0.0],\n                [m21 - m12, m02 - m20, m10 - m01, m00 + m11 + m22],\n            ]\n        )\n        K /= 3.0\n        # quaternion is eigenvector of K that corresponds to largest eigenvalue\n        w, V = np.linalg.eigh(K)\n        q = V[np.array([3, 0, 1, 2]), np.argmax(w)]\n    if q[0] < 0.0:\n        np.negative(q, q)\n    return q\n\n\ndef quaternion_slerp(quat0, quat1, fraction: float, spin: int = 0, shortestpath: bool = True) -> np.ndarray:\n    \"\"\"Return spherical linear interpolation between two quaternions.\n    Args:\n        quat0: first quaternion\n        quat1: second quaternion\n        fraction: how much to interpolate between quat0 vs quat1 (if 0, closer to quat0; if 1, closer to quat1)\n        spin: how much of an additional spin to place on the interpolation\n        shortestpath: whether to return the short or long path to rotation\n    \"\"\"\n    q0 = unit_vector(quat0[:4])\n    q1 = unit_vector(quat1[:4])\n    if q0 is None or q1 is None:\n        raise ValueError(\"Input quaternions invalid.\")\n    if fraction == 0.0:\n        return q0\n    if fraction == 1.0:\n        return q1\n    d = np.dot(q0, q1)\n    if abs(abs(d) - 1.0) < _EPS:\n        return q0\n    if shortestpath and d < 0.0:\n        # invert rotation\n        d = -d\n        np.negative(q1, q1)\n    angle = math.acos(d) + spin * math.pi\n    if abs(angle) < _EPS:\n        return q0\n    isin = 1.0 / math.sin(angle)\n    q0 *= math.sin((1.0 - fraction) * angle) * isin\n    q1 *= math.sin(fraction * angle) * isin\n    q0 += q1\n    return q0\n\n\ndef quaternion_matrix(quaternion) -> np.ndarray:\n    \"\"\"Return homogeneous rotation matrix from quaternion.\n\n    Args:\n        quaternion: value to convert to matrix\n    \"\"\"\n    q = np.array(quaternion, dtype=np.float64, copy=True)\n    n = np.dot(q, q)\n    if n < _EPS:\n        return np.identity(4)\n    q *= math.sqrt(2.0 / n)\n    q = np.outer(q, q)\n    return np.array(\n        [\n            [1.0 - q[2, 2] - q[3, 3], q[1, 2] - q[3, 0], q[1, 3] + q[2, 0], 0.0],\n            [q[1, 2] + q[3, 0], 1.0 - q[1, 1] - q[3, 3], q[2, 3] - q[1, 0], 0.0],\n            [q[1, 3] - q[2, 0], q[2, 3] + q[1, 0], 1.0 - q[1, 1] - q[2, 2], 0.0],\n            [0.0, 0.0, 0.0, 1.0],\n        ]\n    )\n\n\ndef get_interpolated_poses(pose_a, pose_b, steps: int = 10) -> List[float]:\n    \"\"\"Return interpolation of poses with specified number of steps.\n    Args:\n        poseA: first pose\n        poseB: second pose\n        steps: number of steps the interpolated pose path should contain\n    \"\"\"\n\n    quat_a = quaternion_from_matrix(pose_a[:3, :3])\n    quat_b = quaternion_from_matrix(pose_b[:3, :3])\n\n    ts = np.linspace(0, 1, steps)\n    quats = [quaternion_slerp(quat_a, quat_b, t) for t in ts]\n    trans = [(1 - t) * pose_a[:3, 3] + t * pose_b[:3, 3] for t in ts]\n\n    poses_ab = []\n    for quat, tran in zip(quats, trans):\n        pose = np.identity(4)\n        pose[:3, :3] = quaternion_matrix(quat)[:3, :3]\n        pose[:3, 3] = tran\n        poses_ab.append(pose)\n    return poses_ab\n\n\ndef get_interpolated_k(k_a, k_b, steps: int = 10) -> TensorType[3, 4]:\n    \"\"\"\n    Returns interpolated path between two camera poses with specified number of steps.\n\n    Args:\n        KA: camera matrix 1\n        KB: camera matrix 2\n        steps: number of steps the interpolated pose path should contain\n    \"\"\"\n    Ks = []\n    ts = np.linspace(0, 1, steps)\n    for t in ts:\n        new_k = k_a * (1.0 - t) + k_b * t\n        Ks.append(new_k)\n    return Ks\n\n\ndef get_interpolated_poses_many(\n    poses: TensorType[\"num_poses\", 3, 4],\n    Ks: TensorType[\"num_poses\", 3, 3],\n    steps_per_transition=10,\n) -> Tuple[TensorType[\"num_poses\", 3, 4], TensorType[\"num_poses\", 3, 3]]:\n    \"\"\"Return interpolated poses for many camera poses.\n\n    Args:\n        poses: list of camera poses\n        Ks: list of camera intrinsics\n        steps_per_transition: number of steps per transition\n\n    Returns:\n        tuple of new poses and intrinsics\n    \"\"\"\n    traj = []\n    Ks = []\n    for idx in range(poses.shape[0] - 1):\n        pose_a = poses[idx]\n        pose_b = poses[idx + 1]\n        poses_ab = get_interpolated_poses(pose_a, pose_b, steps=steps_per_transition)\n        traj += poses_ab\n        Ks += get_interpolated_k(Ks[idx], Ks[idx + 1], steps_per_transition)\n    return torch.stack(traj, dim=0), torch.stack(Ks, dim=0)\n\n\ndef normalize(x) -> TensorType[...]:\n    \"\"\"Returns a normalized vector.\"\"\"\n    return x / torch.linalg.norm(x)\n\n\ndef viewmatrix(lookat, up, pos) -> TensorType[...]:\n    \"\"\"Returns a camera transformation matrix.\n\n    Args:\n        lookat: The direction the camera is looking.\n        up: The upward direction of the camera.\n        pos: The position of the camera.\n\n    Returns:\n        A camera transformation matrix.\n    \"\"\"\n    vec2 = normalize(lookat)\n    vec1_avg = normalize(up)\n    vec0 = normalize(torch.cross(vec1_avg, vec2))\n    vec1 = normalize(torch.cross(vec2, vec0))\n    m = torch.stack([vec0, vec1, vec2, pos], 1)\n    return m\n\n\ndef get_distortion_params(\n    k1: float = 0.0,\n    k2: float = 0.0,\n    k3: float = 0.0,\n    k4: float = 0.0,\n    p1: float = 0.0,\n    p2: float = 0.0,\n) -> TensorType[...]:\n    \"\"\"Returns a distortion parameters matrix.\n\n    Args:\n        k1: The first radial distortion parameter.\n        k2: The second radial distortion parameter.\n        k3: The third radial distortion parameter.\n        k4: The fourth radial distortion parameter.\n        p1: The first tangential distortion parameter.\n        p2: The second tangential distortion parameter.\n    Returns:\n        torch.Tensor: A distortion parameters matrix.\n    \"\"\"\n    return torch.Tensor([k1, k2, k3, k4, p1, p2])\n\n\n@torch.jit.script\ndef _compute_residual_and_jacobian(\n    x: torch.Tensor,\n    y: torch.Tensor,\n    xd: torch.Tensor,\n    yd: torch.Tensor,\n    distortion_params: torch.Tensor,\n) -> Tuple[torch.Tensor, torch.Tensor, torch.Tensor, torch.Tensor, torch.Tensor, torch.Tensor,]:\n    \"\"\"Auxiliary function of radial_and_tangential_undistort() that computes residuals and jacobians.\n    Adapted from MultiNeRF:\n    https://github.com/google-research/multinerf/blob/b02228160d3179300c7d499dca28cb9ca3677f32/internal/camera_utils.py#L427-L474\n\n    Args:\n        x: The updated x coordinates.\n        y: The updated y coordinates.\n        xd: The distorted x coordinates.\n        yd: The distorted y coordinates.\n        distortion_params: The distortion parameters [k1, k2, k3, k4, p1, p2].\n\n    Returns:\n        The residuals (fx, fy) and jacobians (fx_x, fx_y, fy_x, fy_y).\n    \"\"\"\n\n    k1 = distortion_params[..., 0]\n    k2 = distortion_params[..., 1]\n    k3 = distortion_params[..., 2]\n    k4 = distortion_params[..., 3]\n    p1 = distortion_params[..., 4]\n    p2 = distortion_params[..., 5]\n\n    # let r(x, y) = x^2 + y^2;\n    #     d(x, y) = 1 + k1 * r(x, y) + k2 * r(x, y) ^2 + k3 * r(x, y)^3 +\n    #                   k4 * r(x, y)^4;\n    r = x * x + y * y\n    d = 1.0 + r * (k1 + r * (k2 + r * (k3 + r * k4)))\n\n    # The perfect projection is:\n    # xd = x * d(x, y) + 2 * p1 * x * y + p2 * (r(x, y) + 2 * x^2);\n    # yd = y * d(x, y) + 2 * p2 * x * y + p1 * (r(x, y) + 2 * y^2);\n    #\n    # Let's define\n    #\n    # fx(x, y) = x * d(x, y) + 2 * p1 * x * y + p2 * (r(x, y) + 2 * x^2) - xd;\n    # fy(x, y) = y * d(x, y) + 2 * p2 * x * y + p1 * (r(x, y) + 2 * y^2) - yd;\n    #\n    # We are looking for a solution that satisfies\n    # fx(x, y) = fy(x, y) = 0;\n    fx = d * x + 2 * p1 * x * y + p2 * (r + 2 * x * x) - xd\n    fy = d * y + 2 * p2 * x * y + p1 * (r + 2 * y * y) - yd\n\n    # Compute derivative of d over [x, y]\n    d_r = k1 + r * (2.0 * k2 + r * (3.0 * k3 + r * 4.0 * k4))\n    d_x = 2.0 * x * d_r\n    d_y = 2.0 * y * d_r\n\n    # Compute derivative of fx over x and y.\n    fx_x = d + d_x * x + 2.0 * p1 * y + 6.0 * p2 * x\n    fx_y = d_y * x + 2.0 * p1 * x + 2.0 * p2 * y\n\n    # Compute derivative of fy over x and y.\n    fy_x = d_x * y + 2.0 * p2 * y + 2.0 * p1 * x\n    fy_y = d + d_y * y + 2.0 * p2 * x + 6.0 * p1 * y\n\n    return fx, fy, fx_x, fx_y, fy_x, fy_y\n\n\n@torch.jit.script\ndef radial_and_tangential_undistort(\n    coords: torch.Tensor,\n    distortion_params: torch.Tensor,\n    eps: float = 1e-3,\n    max_iterations: int = 10,\n) -> torch.Tensor:\n    \"\"\"Computes undistorted coords given opencv distortion parameters.\n    Addapted from MultiNeRF\n    https://github.com/google-research/multinerf/blob/b02228160d3179300c7d499dca28cb9ca3677f32/internal/camera_utils.py#L477-L509\n\n    Args:\n        coords: The distorted coordinates.\n        distortion_params: The distortion parameters [k1, k2, k3, k4, p1, p2].\n        eps: The epsilon for the convergence.\n        max_iterations: The maximum number of iterations to perform.\n\n    Returns:\n        The undistorted coordinates.\n    \"\"\"\n\n    # Initialize from the distorted point.\n    x = coords[..., 0]\n    y = coords[..., 1]\n\n    for _ in range(max_iterations):\n        fx, fy, fx_x, fx_y, fy_x, fy_y = _compute_residual_and_jacobian(\n            x=x, y=y, xd=coords[..., 0], yd=coords[..., 1], distortion_params=distortion_params\n        )\n        denominator = fy_x * fx_y - fx_x * fy_y\n        x_numerator = fx * fy_y - fy * fx_y\n        y_numerator = fy * fx_x - fx * fy_x\n        step_x = torch.where(torch.abs(denominator) > eps, x_numerator / denominator, torch.zeros_like(denominator))\n        step_y = torch.where(torch.abs(denominator) > eps, y_numerator / denominator, torch.zeros_like(denominator))\n\n        x = x + step_x\n        y = y + step_y\n\n    return torch.stack([x, y], dim=-1)\n\n\ndef rotation_matrix(a: TensorType[3], b: TensorType[3]) -> TensorType[3, 3]:\n    \"\"\"Compute the rotation matrix that rotates vector a to vector b.\n\n    Args:\n        a: The vector to rotate.\n        b: The vector to rotate to.\n    Returns:\n        The rotation matrix.\n    \"\"\"\n    a = a / torch.linalg.norm(a)\n    b = b / torch.linalg.norm(b)\n    v = torch.cross(a, b)\n    c = torch.dot(a, b)\n    # If vectors are exactly opposite, we add a little noise to one of them\n    if c < -1 + 1e-8:\n        eps = (torch.rand(3) - 0.5) * 0.01\n        return rotation_matrix(a + eps, b)\n    s = torch.linalg.norm(v)\n    skew_sym_mat = torch.Tensor(\n        [\n            [0, -v[2], v[1]],\n            [v[2], 0, -v[0]],\n            [-v[1], v[0], 0],\n        ]\n    )\n    return torch.eye(3) + skew_sym_mat + skew_sym_mat @ skew_sym_mat * ((1 - c) / (s**2 + 1e-8))\n\n\ndef auto_orient_and_center_poses(\n    poses: TensorType[\"num_poses\":..., 4, 4], method: Literal[\"pca\", \"up\", \"none\"] = \"up\", center_poses: bool = True\n) -> TensorType[\"num_poses\":..., 3, 4]:\n    \"\"\"Orients and centers the poses. We provide two methods for orientation: pca and up.\n\n    pca: Orient the poses so that the principal component of the points is aligned with the axes.\n        This method works well when all of the cameras are in the same plane.\n    up: Orient the poses so that the average up vector is aligned with the z axis.\n        This method works well when images are not at arbitrary angles.\n\n\n    Args:\n        poses: The poses to orient.\n        method: The method to use for orientation.\n        center_poses: If True, the poses are centered around the origin.\n\n    Returns:\n        The oriented poses.\n    \"\"\"\n\n    translation = poses[..., :3, 3]\n\n    mean_translation = torch.mean(translation, dim=0)\n    translation_diff = translation - mean_translation\n\n    if center_poses:\n        translation = mean_translation\n    else:\n        translation = torch.zeros_like(mean_translation)\n\n    if method == \"pca\":\n        _, eigvec = torch.linalg.eigh(translation_diff.T @ translation_diff)\n        eigvec = torch.flip(eigvec, dims=(-1,))\n\n        if torch.linalg.det(eigvec) < 0:\n            eigvec[:, 2] = -eigvec[:, 2]\n\n        transform = torch.cat([eigvec, eigvec @ -translation[..., None]], dim=-1)\n        oriented_poses = transform @ poses\n\n        if oriented_poses.mean(axis=0)[2, 1] < 0:\n            oriented_poses[:, 1:3] = -1 * oriented_poses[:, 1:3]\n    elif method == \"up\":\n        up = torch.mean(poses[:, :3, 1], dim=0)\n        up = up / torch.linalg.norm(up)\n\n        rotation = rotation_matrix(up, torch.Tensor([0, 0, 1]))\n        transform = torch.cat([rotation, rotation @ -translation[..., None]], dim=-1)\n        oriented_poses = transform @ poses\n    elif method == \"none\":\n        transform = torch.eye(4)\n        transform[:3, 3] = -translation\n        transform = transform[:3, :]\n        oriented_poses = transform @ poses\n\n    return oriented_poses, transform\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/cameras/cameras.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nCamera Models\n\"\"\"\nimport base64\nimport math\nfrom dataclasses import dataclass\nfrom enum import Enum, auto\nfrom typing import Dict, List, Optional, Tuple, Union\n\nimport cv2\nimport torch\nimport torchvision\nfrom torch.nn.functional import normalize\nfrom torchtyping import TensorType\n\nimport nerfstudio.utils.poses as pose_utils\nfrom nerfstudio.cameras import camera_utils\nfrom nerfstudio.cameras.rays import RayBundle\nfrom nerfstudio.utils.tensor_dataclass import TensorDataclass\n\n\nclass CameraType(Enum):\n    \"\"\"Supported camera types.\"\"\"\n\n    PERSPECTIVE = auto()\n    FISHEYE = auto()\n    EQUIRECTANGULAR = auto()\n\n\nCAMERA_MODEL_TO_TYPE = {\n    \"SIMPLE_PINHOLE\": CameraType.PERSPECTIVE,\n    \"PINHOLE\": CameraType.PERSPECTIVE,\n    \"SIMPLE_RADIAL\": CameraType.PERSPECTIVE,\n    \"RADIAL\": CameraType.PERSPECTIVE,\n    \"OPENCV\": CameraType.PERSPECTIVE,\n    \"OPENCV_FISHEYE\": CameraType.FISHEYE,\n    \"EQUIRECTANGULAR\": CameraType.EQUIRECTANGULAR,\n}\n\n\n@dataclass(init=False)\nclass Cameras(TensorDataclass):\n    \"\"\"Dataparser outputs for the image dataset and the ray generator.\n\n    Note: currently only supports cameras with the same principal points and types. The reason we type\n    the focal lengths, principal points, and image sizes as tensors is to allow for batched cameras\n    down the line in cases where your batches of camera data don't come from the same cameras.\n\n     If a single value is provided, it is broadcasted to all cameras.\n\n    Args:\n        camera_to_worlds: Camera to world matrices. Tensor of per-image c2w matrices, in [R | t] format\n        fx: Focal length x\n        fy: Focal length y\n        cx: Principal point x\n        cy: Principal point y\n        width: Image width\n        height: Image height\n        distortion_params: OpenCV 6 radial distortion coefficients\n        camera_type: Type of camera model. This will be an int corresponding to the CameraType enum.\n        times: Timestamps for each camera\n    \"\"\"\n\n    camera_to_worlds: TensorType[\"num_cameras\":..., 3, 4]\n    fx: TensorType[\"num_cameras\":..., 1]\n    fy: TensorType[\"num_cameras\":..., 1]\n    cx: TensorType[\"num_cameras\":..., 1]\n    cy: TensorType[\"num_cameras\":..., 1]\n    width: TensorType[\"num_cameras\":..., 1]\n    height: TensorType[\"num_cameras\":..., 1]\n    distortion_params: Optional[TensorType[\"num_cameras\":..., 6]]\n    camera_type: TensorType[\"num_cameras\":..., 1]\n    times: Optional[TensorType[\"num_cameras\", 1]]\n\n    def __init__(\n        self,\n        camera_to_worlds: TensorType[\"batch_c2ws\":..., 3, 4],\n        fx: Union[TensorType[\"batch_fxs\":..., 1], float],\n        fy: Union[TensorType[\"batch_fys\":..., 1], float],\n        cx: Union[TensorType[\"batch_cxs\":..., 1], float],\n        cy: Union[TensorType[\"batch_cys\":..., 1], float],\n        width: Optional[Union[TensorType[\"batch_ws\":..., 1], int]] = None,\n        height: Optional[Union[TensorType[\"batch_hs\":..., 1], int]] = None,\n        distortion_params: Optional[TensorType[\"batch_dist_params\":..., 6]] = None,\n        camera_type: Optional[\n            Union[\n                TensorType[\"batch_cam_types\":..., 1],\n                int,\n                List[CameraType],\n                CameraType,\n            ]\n        ] = CameraType.PERSPECTIVE,\n        times: Optional[TensorType[\"num_cameras\"]] = None,\n    ):\n        \"\"\"Initializes the Cameras object.\n\n        Note on Input Tensor Dimensions: All of these tensors have items of dimensions TensorType[3, 4]\n        (in the case of the c2w matrices), TensorType[6] (in the case of distortion params), or\n        TensorType[1] (in the case of the rest of the elements). The dimensions before that are\n        considered the batch dimension of that tensor (batch_c2ws, batch_fxs, etc.). We will broadcast\n        all the tensors to be the same batch dimension. This means you can use any combination of the\n        input types in the function signature and it won't break. Your batch size for all tensors\n        must be broadcastable to the same size, and the resulting number of batch dimensions will be\n        the batch dimension with the largest number of dimensions.\n        \"\"\"\n\n        # This will notify the tensordataclass that we have a field with more than 1 dimension\n        self._field_custom_dimensions = {\"camera_to_worlds\": 2}\n\n        self.camera_to_worlds = camera_to_worlds\n\n        # fx fy calculation\n        self.fx = self._init_get_fc_xy(fx, \"fx\")  # @dataclass's post_init will take care of broadcasting\n        self.fy = self._init_get_fc_xy(fy, \"fy\")  # @dataclass's post_init will take care of broadcasting\n\n        # cx cy calculation\n        self.cx = self._init_get_fc_xy(cx, \"cx\")  # @dataclass's post_init will take care of broadcasting\n        self.cy = self._init_get_fc_xy(cy, \"cy\")  # @dataclass's post_init will take care of broadcasting\n\n        # Distortion Params Calculation:\n        self.distortion_params = distortion_params  # @dataclass's post_init will take care of broadcasting\n\n        # @dataclass's post_init will take care of broadcasting\n        self.height = self._init_get_height_width(height, self.cy)\n        self.width = self._init_get_height_width(width, self.cx)\n        self.camera_type = self._init_get_camera_type(camera_type)\n        self.times = self._init_get_times(times)\n\n        self.__post_init__()  # This will do the dataclass post_init and broadcast all the tensors\n\n    def _init_get_fc_xy(self, fc_xy, name):\n        \"\"\"\n        Parses the input focal length / principle point x or y and returns a tensor of the correct shape\n\n        Only needs to make sure that we a 1 in the last dimension if it is a tensor. If it is a float, we\n        just need to make it into a tensor and it will be broadcasted later in the __post_init__ function.\n\n        Args:\n            fc_xy: The focal length / principle point x or y\n            name: The name of the variable. Used for error messages\n        \"\"\"\n        if isinstance(fc_xy, float):\n            fc_xy = torch.Tensor([fc_xy], device=self.device)\n        elif isinstance(fc_xy, torch.Tensor):\n            if fc_xy.ndim == 0 or fc_xy.shape[-1] != 1:\n                fc_xy = fc_xy.unsqueeze(-1)\n            fc_xy = fc_xy.to(self.device)\n        else:\n            raise ValueError(f\"{name} must be a float or tensor, got {type(fc_xy)}\")\n        return fc_xy\n\n    def _init_get_camera_type(\n        self,\n        camera_type: Union[\n            TensorType[\"batch_cam_types\":..., 1], TensorType[\"batch_cam_types\":...], int, List[CameraType], CameraType\n        ],\n    ) -> TensorType[\"num_cameras\":..., 1]:\n        \"\"\"\n        Parses the __init__() argument camera_type\n\n        Camera Type Calculation:\n        If CameraType, convert to int and then to tensor, then broadcast to all cameras\n        If List of CameraTypes, convert to ints and then to tensor, then broadcast to all cameras\n        If int, first go to tensor and then broadcast to all cameras\n        If tensor, broadcast to all cameras\n\n        Args:\n            camera_type: camera_type argument from __init__()\n        \"\"\"\n        if isinstance(camera_type, CameraType):\n            camera_type = torch.tensor([camera_type.value], device=self.device)\n        elif isinstance(camera_type, List) and isinstance(camera_type[0], CameraType):\n            camera_type = torch.tensor([[c.value] for c in camera_type], device=self.device)\n        elif isinstance(camera_type, int):\n            camera_type = torch.tensor([camera_type], device=self.device)\n        elif isinstance(camera_type, torch.Tensor):\n            assert not torch.is_floating_point(\n                camera_type\n            ), f\"camera_type tensor must be of type int, not: {camera_type.dtype}\"\n            camera_type = camera_type.to(self.device)\n            if camera_type.ndim == 0 or camera_type.shape[-1] != 1:\n                camera_type = camera_type.unsqueeze(-1)\n            # assert torch.all(\n            #     camera_type.view(-1)[0] == camera_type\n            # ), \"Batched cameras of different camera_types will be allowed in the future.\"\n        else:\n            raise ValueError(\n                'Invalid camera_type. Must be CameraType, List[CameraType], int, or torch.Tensor[\"num_cameras\"]. \\\n                    Received: '\n                + str(type(camera_type))\n            )\n        return camera_type\n\n    def _init_get_height_width(\n        self,\n        h_w: Union[TensorType[\"batch_hws\":..., 1], TensorType[\"batch_hws\":...], int, None],\n        c_x_y: TensorType[\"batch_cxys\":...],\n    ) -> TensorType[\"num_cameras\":..., 1]:\n        \"\"\"\n        Parses the __init__() argument for height or width\n\n        Height/Width Calculation:\n        If int, first go to tensor and then broadcast to all cameras\n        If tensor, broadcast to all cameras\n        If none, use cx or cy * 2\n        Else raise error\n\n        Args:\n            h_w: height or width argument from __init__()\n            c_x_y: cx or cy for when h_w == None\n        \"\"\"\n        if isinstance(h_w, int):\n            h_w = torch.Tensor([h_w]).to(torch.int64).to(self.device)\n        elif isinstance(h_w, torch.Tensor):\n            assert not torch.is_floating_point(h_w), f\"height and width tensor must be of type int, not: {h_w.dtype}\"\n            h_w = h_w.to(torch.int64).to(self.device)\n            if h_w.ndim == 0 or h_w.shape[-1] != 1:\n                h_w = h_w.unsqueeze(-1)\n        # assert torch.all(h_w == h_w.view(-1)[0]), \"Batched cameras of different h, w will be allowed in the future.\"\n        elif h_w is None:\n            h_w = torch.Tensor((c_x_y * 2).to(torch.int64).to(self.device))\n        else:\n            raise ValueError(\"Height must be an int, tensor, or None, received: \" + str(type(h_w)))\n        return h_w\n\n    def _init_get_times(self, times):\n        if times is None:\n            times = None\n        elif isinstance(times, torch.Tensor):\n            if times.ndim == 0 or times.shape[-1] != 1:\n                times = times.unsqueeze(-1).to(self.device)\n        else:\n            raise ValueError(f\"times must be None or a tensor, got {type(times)}\")\n\n        return times\n\n    @property\n    def device(self):\n        \"\"\"Returns the device that the camera is on.\"\"\"\n        return self.camera_to_worlds.device\n\n    @property\n    def image_height(self) -> TensorType[\"num_cameras\":..., 1]:\n        \"\"\"Returns the height of the images.\"\"\"\n        return self.height\n\n    @property\n    def image_width(self) -> TensorType[\"num_cameras\":..., 1]:\n        \"\"\"Returns the height of the images.\"\"\"\n        return self.width\n\n    @property\n    def is_jagged(self):\n        \"\"\"\n        Returns whether or not the cameras are \"jagged\" (i.e. the height and widths are different, meaning that\n        you cannot concatenate the image coordinate maps together)\n        \"\"\"\n        h_jagged = not torch.all(self.height == self.height.view(-1)[0])\n        w_jagged = not torch.all(self.width == self.width.view(-1)[0])\n        return h_jagged or w_jagged\n\n    def get_image_coords(\n        self, pixel_offset: float = 0.5, index: Optional[Tuple] = None\n    ) -> TensorType[\"height\", \"width\", 2]:\n        \"\"\"This gets the image coordinates of one of the cameras in this object.\n\n        If no index is specified, it will return the maximum possible sized height / width image coordinate map,\n        by looking at the maximum height and width of all the cameras in this object.\n\n        Args:\n            pixel_offset: Offset for each pixel. Defaults to center of pixel (0.5)\n            index: Tuple of indices into the batch dimensions of the camera. Defaults to None, which returns the 0th\n                flattened camera\n\n        Returns:\n            Grid of image coordinates.\n        \"\"\"\n        if index is None:\n            image_height = torch.max(self.image_height.view(-1))\n            image_width = torch.max(self.image_width.view(-1))\n            image_coords = torch.meshgrid(torch.arange(image_height), torch.arange(image_width), indexing=\"ij\")\n            image_coords = torch.stack(image_coords, dim=-1) + pixel_offset  # stored as (y, x) coordinates\n        else:\n            image_height = self.image_height[index].item()\n            image_width = self.image_width[index].item()\n            image_coords = torch.meshgrid(torch.arange(image_height), torch.arange(image_width), indexing=\"ij\")\n            image_coords = torch.stack(image_coords, dim=-1) + pixel_offset  # stored as (y, x) coordinates\n        return image_coords\n\n    def generate_rays(  # pylint: disable=too-many-statements\n        self,\n        camera_indices: Union[TensorType[\"num_rays\":..., \"num_cameras_batch_dims\"], int],\n        coords: Optional[TensorType[\"num_rays\":..., 2]] = None,\n        camera_opt_to_camera: Optional[TensorType[\"num_rays\":..., 3, 4]] = None,\n        distortion_params_delta: Optional[TensorType[\"num_rays\":..., 6]] = None,\n        keep_shape: Optional[bool] = None,\n        disable_distortion: bool = False,\n    ) -> RayBundle:\n        \"\"\"Generates rays for the given camera indices.\n\n        This function will standardize the input arguments and then call the _generate_rays_from_coords function\n        to generate the rays. Our goal is to parse the arguments and then get them into the right shape:\n            - camera_indices: (num_rays:..., num_cameras_batch_dims)\n            - coords: (num_rays:..., 2)\n            - camera_opt_to_camera: (num_rays:..., 3, 4) or None\n            - distortion_params_delta: (num_rays:..., 6) or None\n\n        Read the docstring for _generate_rays_from_coords for more information on how we generate the rays\n        after we have standardized the arguments.\n\n        We are only concerned about different combinations of camera_indices and coords matrices, and the following\n        are the 4 cases we have to deal with:\n            1. isinstance(camera_indices, int) and coords == None\n                - In this case we broadcast our camera_indices / coords shape (h, w, 1 / 2 respectively)\n            2. isinstance(camera_indices, int) and coords != None\n                - In this case, we broadcast camera_indices to the same batch dim as coords\n            3. not isinstance(camera_indices, int) and coords == None\n                - In this case, we will need to set coords so that it is of shape (h, w, num_rays, 2), and broadcast\n                    all our other args to match the new definition of num_rays := (h, w) + num_rays\n            4. not isinstance(camera_indices, int) and coords != None\n                - In this case, we have nothing to do, only check that the arguments are of the correct shape\n\n        There is one more edge case we need to be careful with: when we have \"jagged cameras\" (ie: different heights\n        and widths for each camera). This isn't problematic when we specify coords, since coords is already a tensor.\n        When coords == None (ie: when we render out the whole image associated with this camera), we run into problems\n        since there's no way to stack each coordinate map as all coordinate maps are all different shapes. In this case,\n        we will need to flatten each individual coordinate map and concatenate them, giving us only one batch dimension,\n        regaurdless of the number of prepended extra batch dimensions in the camera_indices tensor.\n\n\n        Args:\n            camera_indices: Camera indices of the flattened cameras object to generate rays for.\n            coords: Coordinates of the pixels to generate rays for. If None, the full image will be rendered.\n            camera_opt_to_camera: Optional transform for the camera to world matrices.\n            distortion_params_delta: Optional delta for the distortion parameters.\n            keep_shape: If None, then we default to the regular behavior of flattening if cameras is jagged, otherwise\n                keeping dimensions. If False, we flatten at the end. If True, then we keep the shape of the\n                camera_indices and coords tensors (if we can).\n            disable_distortion: If True, disables distortion.\n\n        Returns:\n            Rays for the given camera indices and coords.\n        \"\"\"\n        # Check the argument types to make sure they're valid and all shaped correctly\n        assert isinstance(camera_indices, (torch.Tensor, int)), \"camera_indices must be a tensor or int\"\n        assert coords is None or isinstance(coords, torch.Tensor), \"coords must be a tensor or None\"\n        assert camera_opt_to_camera is None or isinstance(camera_opt_to_camera, torch.Tensor)\n        assert distortion_params_delta is None or isinstance(distortion_params_delta, torch.Tensor)\n        if isinstance(camera_indices, torch.Tensor) and isinstance(coords, torch.Tensor):\n            num_rays_shape = camera_indices.shape[:-1]\n            errormsg = \"Batch dims of inputs must match when inputs are all tensors\"\n            assert coords.shape[:-1] == num_rays_shape, errormsg\n            assert camera_opt_to_camera is None or camera_opt_to_camera.shape[:-2] == num_rays_shape, errormsg\n            assert distortion_params_delta is None or distortion_params_delta.shape[:-1] == num_rays_shape, errormsg\n\n        # If zero dimensional, we need to unsqueeze to get a batch dimension and then squeeze later\n        if not self.shape:\n            cameras = self.reshape((1,))\n            assert torch.all(\n                torch.tensor(camera_indices == 0) if isinstance(camera_indices, int) else camera_indices == 0\n            ), \"Can only index into single camera with no batch dimensions if index is zero\"\n        else:\n            cameras = self\n\n        # If the camera indices are an int, then we need to make sure that the camera batch is 1D\n        if isinstance(camera_indices, int):\n            assert (\n                len(cameras.shape) == 1\n            ), \"camera_indices must be a tensor if cameras are batched with more than 1 batch dimension\"\n            camera_indices = torch.tensor([camera_indices], device=cameras.device)\n\n        assert camera_indices.shape[-1] == len(\n            cameras.shape\n        ), \"camera_indices must have shape (num_rays:..., num_cameras_batch_dims)\"\n\n        # If keep_shape is True, then we need to make sure that the camera indices in question\n        # are all the same height and width and can actually be batched while maintaining the image\n        # shape\n        if keep_shape is True:\n            assert torch.all(cameras.height[camera_indices] == cameras.height[camera_indices[0]]) and torch.all(\n                cameras.width[camera_indices] == cameras.width[camera_indices[0]]\n            ), \"Can only keep shape if all cameras have the same height and width\"\n\n        # If the cameras don't all have same height / width, if coords is not none, we will need to generate\n        # a flat list of coords for each camera and then concatenate otherwise our rays will be jagged.\n        # Camera indices, camera_opt, and distortion will also need to be broadcasted accordingly which is non-trivial\n        if cameras.is_jagged and coords is None and (keep_shape is None or keep_shape is False):\n            index_dim = camera_indices.shape[-1]\n            camera_indices = camera_indices.reshape(-1, index_dim)\n            _coords = [cameras.get_image_coords(index=tuple(index)).reshape(-1, 2) for index in camera_indices]\n            camera_indices = torch.cat(\n                [index.unsqueeze(0).repeat(coords.shape[0], 1) for index, coords in zip(camera_indices, _coords)],\n            )\n            coords = torch.cat(_coords, dim=0)\n            assert coords.shape[0] == camera_indices.shape[0]\n            # Need to get the coords of each indexed camera and flatten all coordinate maps and concatenate them\n\n        # The case where we aren't jagged && keep_shape (since otherwise coords is already set) and coords\n        # is None. In this case we append (h, w) to the num_rays dimensions for all tensors. In this case,\n        # each image in camera_indices has to have the same shape since otherwise we would have error'd when\n        # we checked keep_shape is valid or we aren't jagged.\n        if coords is None:\n            index_dim = camera_indices.shape[-1]\n            index = camera_indices.reshape(-1, index_dim)[0]\n            coords: torch.Tensor = cameras.get_image_coords(index=tuple(index))  # (h, w, 2)\n            coords = coords.reshape(coords.shape[:2] + (1,) * len(camera_indices.shape[:-1]) + (2,))  # (h, w, 1..., 2)\n            coords = coords.expand(coords.shape[:2] + camera_indices.shape[:-1] + (2,))  # (h, w, num_rays, 2)\n            camera_opt_to_camera = (  # (h, w, num_rays, 3, 4) or None\n                camera_opt_to_camera.broadcast_to(coords.shape[:-1] + (3, 4))\n                if camera_opt_to_camera is not None\n                else None\n            )\n            distortion_params_delta = (  # (h, w, num_rays, 6) or None\n                distortion_params_delta.broadcast_to(coords.shape[:-1] + (6,))\n                if distortion_params_delta is not None\n                else None\n            )\n\n        # If camera indices was an int or coords was none, we need to broadcast our indices along batch dims\n        camera_indices = camera_indices.broadcast_to(coords.shape[:-1] + (len(cameras.shape),)).to(torch.long)\n\n        # Checking our tensors have been standardized\n        assert isinstance(coords, torch.Tensor) and isinstance(camera_indices, torch.Tensor)\n        assert camera_indices.shape[-1] == len(cameras.shape)\n        assert camera_opt_to_camera is None or camera_opt_to_camera.shape[:-2] == coords.shape[:-1]\n        assert distortion_params_delta is None or distortion_params_delta.shape[:-1] == coords.shape[:-1]\n\n        # This will do the actual work of generating the rays now that we have standardized the inputs\n        # raybundle.shape == (num_rays) when done\n        # pylint: disable=protected-access\n        raybundle = cameras._generate_rays_from_coords(\n            camera_indices, coords, camera_opt_to_camera, distortion_params_delta, disable_distortion=disable_distortion\n        )\n\n        # If we have mandated that we don't keep the shape, then we flatten\n        if keep_shape is False:\n            raybundle = raybundle.flatten()\n\n        # TODO: We should have to squeeze the last dimension here if we started with zero batch dims, but never have to,\n        # so there might be a rogue squeeze happening somewhere, and this may cause some unintended behaviour\n        # that we haven't caught yet with tests\n        return raybundle\n\n    # pylint: disable=too-many-statements\n    def _generate_rays_from_coords(\n        self,\n        camera_indices: TensorType[\"num_rays\":..., \"num_cameras_batch_dims\"],\n        coords: TensorType[\"num_rays\":..., 2],\n        camera_opt_to_camera: Optional[TensorType[\"num_rays\":..., 3, 4]] = None,\n        distortion_params_delta: Optional[TensorType[\"num_rays\":..., 6]] = None,\n        disable_distortion: bool = False,\n    ) -> RayBundle:\n        \"\"\"Generates rays for the given camera indices and coords where self isn't jagged\n\n        This is a fairly complex function, so let's break this down slowly.\n\n        Shapes involved:\n            - num_rays: This is your output raybundle shape. It dictates the number and shape of the rays generated\n            - num_cameras_batch_dims: This is the number of dimensions of our camera\n\n        Args:\n            camera_indices: Camera indices of the flattened cameras object to generate rays for.\n                The shape of this is such that indexing into camera_indices[\"num_rays\":...] will return the\n                index into each batch dimension of the camera in order to get the correct camera specified by\n                \"num_rays\".\n                Example:\n                    >>> cameras = Cameras(...)\n                    >>> cameras.shape\n                        (2, 3, 4)\n                    >>> camera_indices = torch.tensor([0, 0, 0]) # We need an axis of length 3 since cameras.ndim == 3\n                    >>> camera_indices.shape\n                        (3,)\n                    >>> coords = torch.tensor([1,1])\n                    >>> coords.shape\n                        (2,)\n                    >>> out_rays = cameras.generate_rays(camera_indices=camera_indices, coords = coords)\n                        # This will generate a RayBundle with a single ray for the\n                        # camera at cameras[0,0,0] at image coordinates (1,1), so out_rays.shape == ()\n                    >>> out_rays.shape\n                        ()\n                    >>> camera_indices = torch.tensor([[0,0,0]])\n                    >>> camera_indices.shape\n                        (1, 3)\n                    >>> coords = torch.tensor([[1,1]])\n                    >>> coords.shape\n                        (1, 2)\n                    >>> out_rays = cameras.generate_rays(camera_indices=camera_indices, coords = coords)\n                        # This will generate a RayBundle with a single ray for the\n                        # camera at cameras[0,0,0] at point (1,1), so out_rays.shape == (1,)\n                        # since we added an extra dimension in front of camera_indices\n                    >>> out_rays.shape\n                        (1,)\n\n                If you want more examples, check tests/cameras/test_cameras and the function check_generate_rays_shape\n\n                The bottom line is that for camera_indices: (num_rays:..., num_cameras_batch_dims), num_rays is the\n                output shape and if you index into the output RayBundle with some indices [i:...], if you index into\n                camera_indices with camera_indices[i:...] as well, you will get a 1D tensor containing the batch\n                indices into the original cameras object corresponding to that ray (ie: you will get the camera\n                from our batched cameras corresponding to the ray at RayBundle[i:...]).\n\n            coords: Coordinates of the pixels to generate rays for. If None, the full image will be rendered, meaning\n                height and width get prepended to the num_rays dimensions. Indexing into coords with [i:...] will\n                get you the image coordinates [x, y] of that specific ray located at output RayBundle[i:...].\n\n            camera_opt_to_camera: Optional transform for the camera to world matrices.\n                In terms of shape, it follows the same rules as coords, but indexing into it with [i:...] gets you\n                the 2D camera to world transform matrix for the camera optimization at RayBundle[i:...].\n\n            distortion_params_delta: Optional delta for the distortion parameters.\n                In terms of shape, it follows the same rules as coords, but indexing into it with [i:...] gets you\n                the 1D tensor with the 6 distortion parameters for the camera optimization at RayBundle[i:...].\n\n            disable_distortion: If True, disables distortion.\n\n        Returns:\n            Rays for the given camera indices and coords. RayBundle.shape == num_rays\n        \"\"\"\n        # Make sure we're on the right devices\n        camera_indices = camera_indices.to(self.device)\n        coords = coords.to(self.device)\n\n        # Checking to make sure everything is of the right shape and type\n        num_rays_shape = camera_indices.shape[:-1]\n        assert camera_indices.shape == num_rays_shape + (self.ndim,)\n        assert coords.shape == num_rays_shape + (2,)\n        assert coords.shape[-1] == 2\n        assert camera_opt_to_camera is None or camera_opt_to_camera.shape == num_rays_shape + (3, 4)\n        assert distortion_params_delta is None or distortion_params_delta.shape == num_rays_shape + (6,)\n\n        # Here, we've broken our indices down along the num_cameras_batch_dims dimension allowing us to index by all\n        # of our output rays at each dimension of our cameras object\n        true_indices = [camera_indices[..., i] for i in range(camera_indices.shape[-1])]\n\n        # Get all our focal lengths, principal points and make sure they are the right shapes\n        y = coords[..., 0]  # (num_rays,) get rid of the last dimension\n        x = coords[..., 1]  # (num_rays,) get rid of the last dimension\n        fx, fy = self.fx[true_indices].squeeze(-1), self.fy[true_indices].squeeze(-1)  # (num_rays,)\n        cx, cy = self.cx[true_indices].squeeze(-1), self.cy[true_indices].squeeze(-1)  # (num_rays,)\n        assert (\n            y.shape == num_rays_shape\n            and x.shape == num_rays_shape\n            and fx.shape == num_rays_shape\n            and fy.shape == num_rays_shape\n            and cx.shape == num_rays_shape\n            and cy.shape == num_rays_shape\n        ), (\n            str(num_rays_shape)\n            + str(y.shape)\n            + str(x.shape)\n            + str(fx.shape)\n            + str(fy.shape)\n            + str(cx.shape)\n            + str(cy.shape)\n        )\n\n        # Get our image coordinates and image coordinates offset by 1 (offsets used for dx, dy calculations)\n        # Also make sure the shapes are correct\n        coord = torch.stack([(x - cx) / fx, -(y - cy) / fy], -1)  # (num_rays, 2)\n        coord_x_offset = torch.stack([(x - cx + 1) / fx, -(y - cy) / fy], -1)  # (num_rays, 2)\n        coord_y_offset = torch.stack([(x - cx) / fx, -(y - cy + 1) / fy], -1)  # (num_rays, 2)\n        assert (\n            coord.shape == num_rays_shape + (2,)\n            and coord_x_offset.shape == num_rays_shape + (2,)\n            and coord_y_offset.shape == num_rays_shape + (2,)\n        )\n\n        # Stack image coordinates and image coordinates offset by 1, check shapes too\n        coord_stack = torch.stack([coord, coord_x_offset, coord_y_offset], dim=0)  # (3, num_rays, 2)\n        assert coord_stack.shape == (3,) + num_rays_shape + (2,)\n\n        # Undistorts our images according to our distortion parameters\n        if not disable_distortion:\n            distortion_params = None\n            if self.distortion_params is not None:\n                distortion_params = self.distortion_params[true_indices]\n                if distortion_params_delta is not None:\n                    distortion_params = distortion_params + distortion_params_delta\n            elif distortion_params_delta is not None:\n                distortion_params = distortion_params_delta\n\n            # Do not apply distortion for equirectangular images\n            if distortion_params is not None:\n                mask = (self.camera_type[true_indices] != CameraType.EQUIRECTANGULAR.value).squeeze(-1)  # (num_rays)\n                coord_mask = torch.stack([mask, mask, mask], dim=0)\n                if mask.any():\n                    coord_stack[coord_mask, :] = camera_utils.radial_and_tangential_undistort(\n                        coord_stack[coord_mask, :].reshape(3, -1, 2),\n                        distortion_params[mask, :],\n                    ).reshape(-1, 2)\n\n        # Make sure after we have undistorted our images, the shapes are still correct\n        assert coord_stack.shape == (3,) + num_rays_shape + (2,)\n\n        # Gets our directions for all our rays in camera coordinates and checks shapes at the end\n        # Here, directions_stack is of shape (3, num_rays, 3)\n        # directions_stack[0] is the direction for ray in camera coordinates\n        # directions_stack[1] is the direction for ray in camera coordinates offset by 1 in x\n        # directions_stack[2] is the direction for ray in camera coordinates offset by 1 in y\n        cam_types = torch.unique(self.camera_type, sorted=False)\n        directions_stack = torch.empty((3,) + num_rays_shape + (3,), device=self.device)\n        if CameraType.PERSPECTIVE.value in cam_types:\n            mask = (self.camera_type[true_indices] == CameraType.PERSPECTIVE.value).squeeze(-1)  # (num_rays)\n            mask = torch.stack([mask, mask, mask], dim=0)\n            directions_stack[..., 0][mask] = torch.masked_select(coord_stack[..., 0], mask).float()\n            directions_stack[..., 1][mask] = torch.masked_select(coord_stack[..., 1], mask).float()\n            directions_stack[..., 2][mask] = -1.0\n\n        if CameraType.FISHEYE.value in cam_types:\n            mask = (self.camera_type[true_indices] == CameraType.FISHEYE.value).squeeze(-1)  # (num_rays)\n            mask = torch.stack([mask, mask, mask], dim=0)\n\n            theta = torch.sqrt(torch.sum(coord_stack**2, dim=-1))\n            theta = torch.clip(theta, 0.0, math.pi)\n\n            sin_theta = torch.sin(theta)\n\n            directions_stack[..., 0][mask] = torch.masked_select(coord_stack[..., 0] * sin_theta / theta, mask).float()\n            directions_stack[..., 1][mask] = torch.masked_select(coord_stack[..., 1] * sin_theta / theta, mask).float()\n            directions_stack[..., 2][mask] = -torch.masked_select(torch.cos(theta), mask)\n\n        if CameraType.EQUIRECTANGULAR.value in cam_types:\n            mask = (self.camera_type[true_indices] == CameraType.EQUIRECTANGULAR.value).squeeze(-1)  # (num_rays)\n            mask = torch.stack([mask, mask, mask], dim=0)\n\n            # For equirect, fx = fy = height = width/2\n            # Then coord[..., 0] goes from -1 to 1 and coord[..., 1] goes from -1/2 to 1/2\n            theta = -torch.pi * coord_stack[..., 0]  # minus sign for right-handed\n            phi = torch.pi * (0.5 - coord_stack[..., 1])\n            # use spherical in local camera coordinates (+y up, x=0 and z<0 is theta=0)\n            directions_stack[..., 0][mask] = torch.masked_select(-torch.sin(theta) * torch.sin(phi), mask).float()\n            directions_stack[..., 1][mask] = torch.masked_select(torch.cos(phi), mask).float()\n            directions_stack[..., 2][mask] = torch.masked_select(-torch.cos(theta) * torch.sin(phi), mask).float()\n\n        for value in cam_types:\n            if value not in [CameraType.PERSPECTIVE.value, CameraType.FISHEYE.value, CameraType.EQUIRECTANGULAR.value]:\n                raise ValueError(f\"Camera type {value} not supported.\")\n\n        assert directions_stack.shape == (3,) + num_rays_shape + (3,)\n\n        c2w = self.camera_to_worlds[true_indices]\n        assert c2w.shape == num_rays_shape + (3, 4)\n\n        if camera_opt_to_camera is not None:\n            c2w = pose_utils.multiply(c2w, camera_opt_to_camera)\n        rotation = c2w[..., :3, :3]  # (..., 3, 3)\n        assert rotation.shape == num_rays_shape + (3, 3)\n\n        directions_stack = torch.sum(\n            directions_stack[..., None, :] * rotation, dim=-1\n        )  # (..., 1, 3) * (..., 3, 3) -> (..., 3)\n\n        directions_norm = torch.norm(directions_stack, dim=-1, keepdim=True)\n        directions_norm = directions_norm[0]\n\n        directions_stack = normalize(directions_stack, dim=-1)\n        assert directions_stack.shape == (3,) + num_rays_shape + (3,)\n\n        origins = c2w[..., :3, 3]  # (..., 3)\n        assert origins.shape == num_rays_shape + (3,)\n\n        directions = directions_stack[0]\n        assert directions.shape == num_rays_shape + (3,)\n\n        # norms of the vector going between adjacent coords, giving us dx and dy per output ray\n        dx = torch.sqrt(torch.sum((directions - directions_stack[1]) ** 2, dim=-1))  # (\"num_rays\":...,)\n        dy = torch.sqrt(torch.sum((directions - directions_stack[2]) ** 2, dim=-1))  # (\"num_rays\":...,)\n        assert dx.shape == num_rays_shape and dy.shape == num_rays_shape\n\n        pixel_area = (dx * dy)[..., None]  # (\"num_rays\":..., 1)\n        assert pixel_area.shape == num_rays_shape + (1,)\n\n        times = self.times[camera_indices, 0] if self.times is not None else None\n\n        return RayBundle(\n            origins=origins,\n            directions=directions,\n            pixel_area=pixel_area,\n            camera_indices=camera_indices,\n            directions_norm=directions_norm,\n            times=times,\n        )\n\n    def to_json(\n        self, camera_idx: int, image: Optional[TensorType[\"height\", \"width\", 2]] = None, max_size: Optional[int] = None\n    ) -> Dict:\n        \"\"\"Convert a camera to a json dictionary.\n\n        Args:\n            camera_idx: Index of the camera to convert.\n            image: An image in range [0, 1] that is encoded to a base64 string.\n            max_size: Max size to resize the image to if present.\n\n        Returns:\n            A JSON representation of the camera\n        \"\"\"\n        flattened = self.flatten()\n        json_ = {\n            \"type\": \"PinholeCamera\",\n            \"cx\": flattened[camera_idx].cx.item(),\n            \"cy\": flattened[camera_idx].cy.item(),\n            \"fx\": flattened[camera_idx].fx.item(),\n            \"fy\": flattened[camera_idx].fy.item(),\n            \"camera_to_world\": self.camera_to_worlds[camera_idx].tolist(),\n            \"camera_index\": camera_idx,\n            \"times\": flattened[camera_idx].times.item() if self.times is not None else None,\n        }\n        if image is not None:\n            image_uint8 = (image * 255).detach().type(torch.uint8)\n            if max_size is not None:\n                image_uint8 = image_uint8.permute(2, 0, 1)\n                image_uint8 = torchvision.transforms.functional.resize(image_uint8, max_size)  # type: ignore\n                image_uint8 = image_uint8.permute(1, 2, 0)\n            image_uint8 = image_uint8.cpu().numpy()\n            data = cv2.imencode(\".jpg\", image_uint8)[1].tobytes()\n            json_[\"image\"] = str(\"data:image/jpeg;base64,\" + base64.b64encode(data).decode(\"ascii\"))\n        return json_\n\n    def get_intrinsics_matrices(self) -> TensorType[\"num_cameras\":..., 3, 3]:\n        \"\"\"Returns the intrinsic matrices for each camera.\n\n        Returns:\n            Pinhole camera intrinsics matrices\n        \"\"\"\n        K = torch.zeros((*self.shape, 3, 3), dtype=torch.float32)\n        K[..., 0, 0] = self.fx.squeeze(-1)\n        K[..., 1, 1] = self.fy.squeeze(-1)\n        K[..., 0, 2] = self.cx.squeeze(-1)\n        K[..., 1, 2] = self.cy.squeeze(-1)\n        K[..., 2, 2] = 1.0\n        return K\n\n    def rescale_output_resolution(\n        self, scaling_factor: Union[TensorType[\"num_cameras\":...], TensorType[\"num_cameras\":..., 1], float, int]\n    ) -> None:\n        \"\"\"Rescale the output resolution of the cameras.\n\n        Args:\n            scaling_factor: Scaling factor to apply to the output resolution.\n        \"\"\"\n        if isinstance(scaling_factor, (float, int)):\n            scaling_factor = torch.tensor([scaling_factor]).to(self.device).broadcast_to((self.cx.shape))\n        elif isinstance(scaling_factor, torch.Tensor) and scaling_factor.shape == self.shape:\n            scaling_factor = scaling_factor.unsqueeze(-1)\n        elif isinstance(scaling_factor, torch.Tensor) and scaling_factor.shape == (*self.shape, 1):\n            pass\n        else:\n            raise ValueError(\n                f\"Scaling factor must be a float, int, or a tensor of shape {self.shape} or {(*self.shape, 1)}.\"\n            )\n\n        self.fx = self.fx * scaling_factor\n        self.fy = self.fy * scaling_factor\n        self.cx = self.cx * scaling_factor\n        self.cy = self.cy * scaling_factor\n        self.height = (self.height * scaling_factor).to(torch.int64)\n        self.width = (self.width * scaling_factor).to(torch.int64)\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/cameras/lie_groups.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nHelper for Lie group operations. Currently only used for pose optimization.\n\"\"\"\nimport torch\nfrom torchtyping import TensorType\n\n\n# We make an exception on snake case conventions because SO3 != so3.\ndef exp_map_SO3xR3(tangent_vector: TensorType[\"b\", 6]) -> TensorType[\"b\", 3, 4]:  # pylint: disable=invalid-name\n    \"\"\"Compute the exponential map of the direct product group `SO(3) x R^3`.\n\n    This can be used for learning pose deltas on SE(3), and is generally faster than `exp_map_SE3`.\n\n    Args:\n        tangent_vector: Tangent vector; length-3 translations, followed by an `so(3)` tangent vector.\n    Returns:\n        [R|t] tranformation matrices.\n    \"\"\"\n    # code for SO3 map grabbed from pytorch3d and stripped down to bare-bones\n    log_rot = tangent_vector[:, 3:]\n    nrms = (log_rot * log_rot).sum(1)\n    rot_angles = torch.clamp(nrms, 1e-4).sqrt()\n    rot_angles_inv = 1.0 / rot_angles\n    fac1 = rot_angles_inv * rot_angles.sin()\n    fac2 = rot_angles_inv * rot_angles_inv * (1.0 - rot_angles.cos())\n    skews = torch.zeros((log_rot.shape[0], 3, 3), dtype=log_rot.dtype, device=log_rot.device)\n    skews[:, 0, 1] = -log_rot[:, 2]\n    skews[:, 0, 2] = log_rot[:, 1]\n    skews[:, 1, 0] = log_rot[:, 2]\n    skews[:, 1, 2] = -log_rot[:, 0]\n    skews[:, 2, 0] = -log_rot[:, 1]\n    skews[:, 2, 1] = log_rot[:, 0]\n    skews_square = torch.bmm(skews, skews)\n\n    ret = torch.zeros(tangent_vector.shape[0], 3, 4, dtype=tangent_vector.dtype, device=tangent_vector.device)\n    ret[:, :3, :3] = (\n        fac1[:, None, None] * skews\n        + fac2[:, None, None] * skews_square\n        + torch.eye(3, dtype=log_rot.dtype, device=log_rot.device)[None]\n    )\n\n    # Compute the translation\n    ret[:, :3, 3] = tangent_vector[:, :3]\n    return ret\n\n\ndef exp_map_SE3(tangent_vector: TensorType[\"b\", 6]) -> TensorType[\"b\", 3, 4]:  # pylint: disable=invalid-name\n    \"\"\"Compute the exponential map `se(3) -> SE(3)`.\n\n    This can be used for learning pose deltas on `SE(3)`.\n\n    Args:\n        tangent_vector: A tangent vector from `se(3)`.\n\n    Returns:\n        [R|t] tranformation matrices.\n    \"\"\"\n\n    tangent_vector_lin = tangent_vector[:, :3].view(-1, 3, 1)\n    tangent_vector_ang = tangent_vector[:, 3:].view(-1, 3, 1)\n\n    theta = torch.linalg.norm(tangent_vector_ang, dim=1).unsqueeze(1)\n    theta2 = theta**2\n    theta3 = theta**3\n\n    near_zero = theta < 1e-2\n    non_zero = torch.ones(1, dtype=tangent_vector.dtype, device=tangent_vector.device)\n    theta_nz = torch.where(near_zero, non_zero, theta)\n    theta2_nz = torch.where(near_zero, non_zero, theta2)\n    theta3_nz = torch.where(near_zero, non_zero, theta3)\n\n    # Compute the rotation\n    sine = theta.sin()\n    cosine = torch.where(near_zero, 8 / (4 + theta2) - 1, theta.cos())\n    sine_by_theta = torch.where(near_zero, 0.5 * cosine + 0.5, sine / theta_nz)\n    one_minus_cosine_by_theta2 = torch.where(near_zero, 0.5 * sine_by_theta, (1 - cosine) / theta2_nz)\n    ret = torch.zeros(tangent_vector.shape[0], 3, 4).to(dtype=tangent_vector.dtype, device=tangent_vector.device)\n    ret[:, :3, :3] = one_minus_cosine_by_theta2 * tangent_vector_ang @ tangent_vector_ang.transpose(1, 2)\n\n    ret[:, 0, 0] += cosine.view(-1)\n    ret[:, 1, 1] += cosine.view(-1)\n    ret[:, 2, 2] += cosine.view(-1)\n    temp = sine_by_theta.view(-1, 1) * tangent_vector_ang.view(-1, 3)\n    ret[:, 0, 1] -= temp[:, 2]\n    ret[:, 1, 0] += temp[:, 2]\n    ret[:, 0, 2] += temp[:, 1]\n    ret[:, 2, 0] -= temp[:, 1]\n    ret[:, 1, 2] -= temp[:, 0]\n    ret[:, 2, 1] += temp[:, 0]\n\n    # Compute the translation\n    sine_by_theta = torch.where(near_zero, 1 - theta2 / 6, sine_by_theta)\n    one_minus_cosine_by_theta2 = torch.where(near_zero, 0.5 - theta2 / 24, one_minus_cosine_by_theta2)\n    theta_minus_sine_by_theta3_t = torch.where(near_zero, 1.0 / 6 - theta2 / 120, (theta - sine) / theta3_nz)\n\n    ret[:, :, 3:] = sine_by_theta * tangent_vector_lin\n    ret[:, :, 3:] += one_minus_cosine_by_theta2 * torch.cross(tangent_vector_ang, tangent_vector_lin, dim=1)\n    ret[:, :, 3:] += theta_minus_sine_by_theta3_t * (\n        tangent_vector_ang @ (tangent_vector_ang.transpose(1, 2) @ tangent_vector_lin)\n    )\n    return ret\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/cameras/rays.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nSome ray datastructures.\n\"\"\"\nimport random\nimport warnings\nfrom dataclasses import dataclass\nfrom typing import Callable, Dict, Optional, Tuple\n\nimport torch\nfrom torchtyping import TensorType\nfrom rich.console import Console\n\nfrom nerfstudio.utils.math import Gaussians, conical_frustum_to_gaussian\nfrom nerfstudio.utils.tensor_dataclass import TensorDataclass\n\nCONSOLE = Console(width=120)\n\nNEGATIVE_MIN_DELTA_WARNING = (\"[bold yellow]RaySamples.deltas includes negative values, \"\n                              \"which might be caused by nears > fars / bad weights (e.g., all zeros) \"\n                              \"/ numerical issues caused by nears being too closed with fars. \"\n                              \"This will lead to negative weights and NaN interlevel loss.\")\n_WARNED = False\n\n@dataclass\nclass Frustums(TensorDataclass):\n    \"\"\"Describes region of space as a frustum.\"\"\"\n\n    origins: TensorType[\"bs\":..., 3]\n    \"\"\"xyz coordinate for ray origin.\"\"\"\n    directions: TensorType[\"bs\":..., 3]\n    \"\"\"Direction of ray.\"\"\"\n    starts: TensorType[\"bs\":..., 1]\n    \"\"\"Where the frustum starts along a ray.\"\"\"\n    ends: TensorType[\"bs\":..., 1]\n    \"\"\"Where the frustum ends along a ray.\"\"\"\n    pixel_area: TensorType[\"bs\":..., 1]\n    \"\"\"Projected area of pixel a distance 1 away from origin.\"\"\"\n    offsets: Optional[TensorType[\"bs\":..., 3]] = None\n    \"\"\"Offsets for each sample position\"\"\"\n\n    def get_positions(self) -> TensorType[..., 3]:\n        \"\"\"Calulates \"center\" position of frustum. Not weighted by mass.\n\n        Returns:\n            xyz positions.\n        \"\"\"\n        pos = self.origins + self.directions * (self.starts + self.ends) / 2\n        if self.offsets is not None:\n            pos = pos + self.offsets\n        return pos\n\n    def set_offsets(self, offsets):\n        \"\"\"Sets offsets for this frustum for computing positions\"\"\"\n        self.offsets = offsets\n\n    def get_start_positions(self) -> TensorType[..., 3]:\n        \"\"\"Calulates \"start\" position of frustum. We use start positions for MonoSDF\n        because when we use error bounded sampling, we need to upsample many times.\n        It's hard to merge two set of ray samples while keeping the mid points fixed.\n        Every time we up sample the points the mid points will change and\n        therefore we need to evaluate all points again which is 3 times slower.\n        But we can skip the evaluation of sdf value if we use start position instead of mid position\n        because after we merge the points, the starting point is the same and only the delta is changed.\n\n        Returns:\n            xyz positions.\n        \"\"\"\n        return self.origins + self.directions * self.starts\n\n    def get_gaussian_blob(self) -> Gaussians:\n        \"\"\"Calculates guassian approximation of conical frustum.\n\n        Resturns:\n            Conical frustums approximated by gaussian distribution.\n        \"\"\"\n        # Cone radius is set such that the square pixel_area matches the cone area.\n        cone_radius = torch.sqrt(self.pixel_area) / 1.7724538509055159  # r = sqrt(pixel_area / pi)\n        if self.offsets is not None:\n            raise NotImplementedError()\n        return conical_frustum_to_gaussian(\n            origins=self.origins,\n            directions=self.directions,\n            starts=self.starts,\n            ends=self.ends,\n            radius=cone_radius,\n        )\n\n    @classmethod\n    def get_mock_frustum(cls, device=\"cpu\") -> \"Frustums\":\n        \"\"\"Helper function to generate a placeholder frustum.\n\n        Returns:\n            A size 1 frustum with meaningless values.\n        \"\"\"\n        return Frustums(\n            origins=torch.ones((1, 3)).to(device),\n            directions=torch.ones((1, 3)).to(device),\n            starts=torch.ones((1, 1)).to(device),\n            ends=torch.ones((1, 1)).to(device),\n            pixel_area=torch.ones((1, 1)).to(device),\n        )\n\n\n@dataclass\nclass RaySamples(TensorDataclass):\n    \"\"\"Samples along a ray\"\"\"\n\n    frustums: Frustums\n    \"\"\"Frustums along ray.\"\"\"\n    camera_indices: Optional[TensorType[\"bs\":..., 1]] = None\n    \"\"\"Camera index.\"\"\"\n    deltas: Optional[TensorType[\"bs\":..., 1]] = None\n    \"\"\"\"width\" of each sample.\"\"\"\n    spacing_starts: Optional[TensorType[\"bs\":..., \"num_samples\", 1]] = None\n    \"\"\"Start of normalized bin edges along ray [0,1], before warping is applied, ie. linear in disparity sampling.\"\"\"\n    spacing_ends: Optional[TensorType[\"bs\":..., \"num_samples\", 1]] = None\n    \"\"\"Start of normalized bin edges along ray [0,1], before warping is applied, ie. linear in disparity sampling.\"\"\"\n    spacing_to_euclidean_fn: Optional[Callable] = None\n    \"\"\"Function to convert bins to euclidean distance.\"\"\"\n    metadata: Optional[Dict[str, TensorType[\"bs\":..., \"latent_dims\"]]] = None\n    \"\"\"addtional information relevant to generating ray samples\"\"\"\n\n    times: Optional[TensorType[..., 1]] = None\n    \"\"\"Times at which rays are sampled\"\"\"\n\n    def __post_init__(self) -> None:\n        super().__post_init__()\n        if self.deltas is not None:\n            negative_deltas_mask = self.deltas < 0\n            if negative_deltas_mask.any():\n                n_negative_deltas = negative_deltas_mask.sum()\n                self.deltas[negative_deltas_mask] = 0.\n                global _WARNED  # TODO: use a context manager to count the number of time this warning is triggered\n                if not _WARNED:\n                    _WARNED = True\n                    CONSOLE.print(NEGATIVE_MIN_DELTA_WARNING)\n                    CONSOLE.print(f\"[bold yellow]Truncate negative deltas to 0! ({n_negative_deltas} in total)\")\n    \n    def get_weights(self, densities: TensorType[..., \"num_samples\", 1]) -> TensorType[..., \"num_samples\", 1]:\n        \"\"\"Return weights based on predicted densities\n\n        Args:\n            densities: Predicted densities for samples along ray\n\n        Returns:\n            Weights for each sample\n        \"\"\"\n        delta_density = self.deltas * densities\n        alphas = 1 - torch.exp(-delta_density)\n\n        transmittance = torch.cumsum(delta_density[..., :-1, :], dim=-2)\n        transmittance = torch.cat(\n            [torch.zeros((*transmittance.shape[:1], 1, 1), device=densities.device), transmittance], dim=-2\n        )\n        transmittance = torch.exp(-transmittance)  # [..., \"num_samples\"]\n\n        weights = alphas * transmittance  # [..., \"num_samples\"]\n        weights = torch.nan_to_num(weights)  # nan weights might be caused by inf densities\n        \n        if torch.isnan(weights).any():\n            __import__('ipdb').set_trace()\n\n        return weights\n\n    def get_weights_and_transmittance(\n        self, densities: TensorType[..., \"num_samples\", 1]\n    ) -> Tuple[TensorType[..., \"num_samples\", 1], TensorType[..., \"num_samples\", 1]]:\n        \"\"\"Return weights and transmittance based on predicted densities\n\n        Args:\n            densities: Predicted densities for samples along ray\n\n        Returns:\n            Weights and transmittance for each sample\n        \"\"\"\n\n        delta_density = self.deltas * densities\n        alphas = 1 - torch.exp(-delta_density)\n\n        transmittance = torch.cumsum(delta_density[..., :-1, :], dim=-2)\n        transmittance = torch.cat(\n            [torch.zeros((*transmittance.shape[:1], 1, 1), device=densities.device), transmittance], dim=-2\n        )\n        transmittance = torch.exp(-transmittance)  # [..., \"num_samples\"]\n\n        weights = alphas * transmittance  # [..., \"num_samples\"]\n        weights = torch.nan_to_num(weights)  # nan weights might be caused by inf densities\n\n        return weights, transmittance\n\n    def get_weights_from_alphas(self, alphas: TensorType[..., \"num_samples\", 1]) -> TensorType[..., \"num_samples\", 1]:\n        \"\"\"Return weights based on predicted alphas\n\n        Args:\n            alphas: Predicted alphas (maybe from sdf) for samples along ray\n\n        Returns:\n            Weights for each sample\n        \"\"\"\n\n        transmittance = torch.cumprod(\n            torch.cat([torch.ones((*alphas.shape[:1], 1, 1), device=alphas.device), 1.0 - alphas + 1e-7], 1), 1\n        )  # [..., \"num_samples\"]\n\n        weights = alphas * transmittance[:, :-1, :]  # [..., \"num_samples\"]\n        weights = torch.nan_to_num(weights)\n\n        return weights\n\n    def get_weights_and_transmittance_from_alphas(\n        self, alphas: TensorType[..., \"num_samples\", 1]\n    ) -> TensorType[..., \"num_samples\", 1]:\n        \"\"\"Return weights based on predicted alphas\n\n        Args:\n            alphas: Predicted alphas (maybe from sdf) for samples along ray\n\n        Returns:\n            Weights for each sample\n        \"\"\"\n\n        transmittance = torch.cumprod(\n            torch.cat([torch.ones((*alphas.shape[:1], 1, 1), device=alphas.device), 1.0 - alphas + 1e-7], 1), 1\n        )  # [..., \"num_samples\"]\n\n        weights = alphas * transmittance[:, :-1, :]  # [..., \"num_samples\"]\n        weights = torch.nan_to_num(weights)\n        \n        if torch.isnan(weights).any():\n            __import__('ipdb').set_trace()\n\n        return weights, transmittance\n\n\n@dataclass\nclass RayBundle(TensorDataclass):\n    \"\"\"A bundle of ray parameters.\"\"\"\n\n    # TODO(ethan): make sure the sizes with ... are correct\n    origins: TensorType[..., 3]\n    \"\"\"Ray origins (XYZ)\"\"\"\n    directions: TensorType[..., 3]\n    \"\"\"Unit ray direction vector\"\"\"\n    pixel_area: TensorType[..., 1]\n    \"\"\"Projected area of pixel a distance 1 away from origin\"\"\"\n    directions_norm: Optional[TensorType[..., 1]] = None\n    \"\"\"Norm of ray direction vector before normalization\"\"\"\n    camera_indices: Optional[TensorType[..., 1]] = None\n    \"\"\"Camera indices\"\"\"\n    nears: Optional[TensorType[..., 1]] = None\n    \"\"\"Distance along ray to start sampling\"\"\"\n    fars: Optional[TensorType[..., 1]] = None\n    \"\"\"Rays Distance along ray to stop sampling\"\"\"\n    # metadata: Optional[Dict[str, TensorType[\"num_rays\", \"latent_dims\"]]] = None\n    metadata: Optional[Dict[str, TensorType[\"bs\":..., \"latent_dims\"]]] = None\n    \"\"\"Additional metadata or data needed for interpolation, will mimic shape of rays\"\"\"\n    times: Optional[TensorType[..., 1]] = None\n    \"\"\"Times at which rays are sampled\"\"\"\n\n    def set_camera_indices(self, camera_index: int) -> None:\n        \"\"\"Sets all of the the camera indices to a specific camera index.\n\n        Args:\n            camera_index: Camera index.\n        \"\"\"\n        self.camera_indices = torch.ones_like(self.origins[..., 0:1]).long() * camera_index\n\n    def __len__(self):\n        num_rays = torch.numel(self.origins) // self.origins.shape[-1]\n        return num_rays\n\n    def sample(self, num_rays: int) -> \"RayBundle\":\n        \"\"\"Returns a RayBundle as a subset of rays.\n\n        Args:\n            num_rays: Number of rays in output RayBundle\n\n        Returns:\n            RayBundle with subset of rays.\n        \"\"\"\n        assert num_rays <= len(self)\n        indices = random.sample(range(len(self)), k=num_rays)\n        return self[indices]\n\n    def get_row_major_sliced_ray_bundle(self, start_idx: int, end_idx: int) -> \"RayBundle\":\n        \"\"\"Flattens RayBundle and extracts chunk given start and end indicies.\n\n        Args:\n            start_idx: Start index of RayBundle chunk.\n            end_idx: End index of RayBundle chunk.\n\n        Returns:\n            Flattened RayBundle with end_idx-start_idx rays.\n\n        \"\"\"\n        return self.flatten()[start_idx:end_idx]\n\n    def get_ray_samples(\n        self,\n        bin_starts: TensorType[\"bs\":..., \"num_samples\", 1],\n        bin_ends: TensorType[\"bs\":..., \"num_samples\", 1],\n        spacing_starts: Optional[TensorType[\"bs\":..., \"num_samples\", 1]] = None,\n        spacing_ends: Optional[TensorType[\"bs\":..., \"num_samples\", 1]] = None,\n        spacing_to_euclidean_fn: Optional[Callable] = None,\n    ) -> RaySamples:\n        \"\"\"Produces samples for each ray by projection points along the ray direction. Currently samples uniformly.\n\n        Args:\n            bin_starts: Distance from origin to start of bin.\n            bin_ends: Distance from origin to end of bin.\n\n        Returns:\n            Samples projected along ray.\n        \"\"\"\n        deltas = bin_ends - bin_starts\n        # if deltas.min() < 0:\n        #     CONSOLE.log(NEGATIVE_MIN_DELTA_WARNING)\n        #     # if nears and fars are too close to each other (e.g., the ray is intersecting the edge region of an aabb),\n        #     # the spacing between ray samples might not be handled properly using float32.\n        #     __import__('ipdb').set_trace()\n        if self.camera_indices is not None:\n            camera_indices = self.camera_indices[..., None]\n        else:\n            camera_indices = None\n\n        shaped_raybundle_fields = self[..., None]\n\n        frustums = Frustums(\n            origins=shaped_raybundle_fields.origins,  # [..., 1, 3]\n            directions=shaped_raybundle_fields.directions,  # [..., 1, 3]\n            starts=bin_starts,  # [..., num_samples, 1]\n            ends=bin_ends,  # [..., num_samples, 1]\n            pixel_area=shaped_raybundle_fields.pixel_area,  # [..., 1, 1]\n        )\n\n        ray_samples = RaySamples(\n            frustums=frustums,\n            camera_indices=camera_indices,  # [..., 1, 1]\n            deltas=deltas,  # [..., num_samples, 1]\n            spacing_starts=spacing_starts,  # [..., num_samples, 1]\n            spacing_ends=spacing_ends,  # [..., num_samples, 1]\n            spacing_to_euclidean_fn=spacing_to_euclidean_fn,\n            metadata=shaped_raybundle_fields.metadata,\n            times=None if self.times is None else self.times[..., None],  # [..., 1, 1]\n        )\n\n        return ray_samples\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/configs/__init__.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/configs/autorecon/__init__.py",
    "content": "from __future__ import annotations\n\nfrom typing import Dict, Sequence\nfrom functools import partial\n\nimport tyro\nfrom sklearn.decomposition import PCA\n\nfrom nerfstudio.cameras.camera_optimizers import CameraOptimizerConfig\nfrom nerfstudio.configs.base_config import (\n    Config,\n    SchedulerConfig,\n    TrainerConfig,\n    ViewerConfig,\n)\nfrom nerfstudio.data.datamanagers.base_datamanager import (\n    FlexibleDataManagerConfig,\n    VanillaDataManagerConfig,\n)\nfrom nerfstudio.data.datamanagers.semantic_datamanager import SemanticDataManagerConfig\nfrom nerfstudio.data.datamanagers.autorecon_datamanager import AutoReconDataManagerConfig\nfrom nerfstudio.data.datamanagers.variable_res_datamanager import (\n    VariableResDataManagerConfig,\n)\nfrom nerfstudio.data.dataparsers.blender_dataparser import BlenderDataParserConfig\nfrom nerfstudio.data.dataparsers.dnerf_dataparser import DNeRFDataParserConfig\nfrom nerfstudio.data.dataparsers.friends_dataparser import FriendsDataParserConfig\nfrom nerfstudio.data.dataparsers.nerfstudio_dataparser import NerfstudioDataParserConfig\nfrom nerfstudio.data.dataparsers.phototourism_dataparser import (\n    PhototourismDataParserConfig,\n)\nfrom nerfstudio.data.dataparsers.sdfstudio_dataparser import SDFStudioDataParserConfig\nfrom nerfstudio.data.dataparsers.autorecon_dataparser import AutoReconDataParserConfig\nfrom nerfstudio.data.utils.nerfstudio_collate import nerfstudio_collate\nfrom nerfstudio.engine.optimizers import AdamOptimizerConfig, RAdamOptimizerConfig, AdamWOptimizerConfig\nfrom nerfstudio.engine.schedulers import (\n    ExponentialSchedulerConfig,\n    MultiStepSchedulerConfig,\n    NeuSSchedulerConfig,\n    AutoReconSchedulerConfig\n)\n\nfrom nerfstudio.field_components.temporal_distortions import TemporalDistortionKind\nfrom nerfstudio.fields.sdf_field import SDFFieldConfig\nfrom nerfstudio.fields.feature_field import FeatureFieldConfig, FeatureSegFieldConfig\nfrom nerfstudio.models.dto import DtoOModelConfig\nfrom nerfstudio.models.instant_ngp import InstantNGPModelConfig\nfrom nerfstudio.models.mipnerf import MipNerfModel\nfrom nerfstudio.models.nerfacto import NerfactoModelConfig\nfrom nerfstudio.models.neuralreconW import NeuralReconWModelConfig\nfrom nerfstudio.models.neus import NeuSModelConfig\nfrom nerfstudio.models.neus_acc import NeuSAccModelConfig\nfrom nerfstudio.models.neus_facto import NeuSFactoModelConfig\nfrom nerfstudio.models.neus_facto_dff import NeuSFactoDFFModelConfig\nfrom nerfstudio.models.neus_facto_reg import NeuSFactoRegModelConfig\nfrom nerfstudio.models.distilled_neus_facto import DistilledNeuSFactoModelConfig\nfrom nerfstudio.models.semantic_nerfw import SemanticNerfWModelConfig\nfrom nerfstudio.models.tensorf import TensoRFModelConfig\nfrom nerfstudio.models.unisurf import UniSurfModelConfig\nfrom nerfstudio.models.vanilla_nerf import NeRFModel, VanillaModelConfig\nfrom nerfstudio.models.volsdf import VolSDFModelConfig\nfrom nerfstudio.pipelines.base_pipeline import (\n    FlexibleInputPipelineConfig,\n    VanillaPipelineConfig,\n)\nfrom nerfstudio.pipelines.dynamic_batch import DynamicBatchPipelineConfig\nfrom nerfstudio.utils.func_utils import get_first_element\nfrom nerfstudio.utils.pointclouds import BasicPointClouds\n\nfrom .baseline import neus_wbg, neus_wbg_mlp\nfrom .common import (\n    neusfacto_autorecon, neus_facto_wbg, neus_facto_wbg_BgProbNet,\n    neus_facto_wbg_medium, neus_facto_wbg_tiny, neus_facto_wbg_tiny_long_schedule\n)\nfrom .distilled_neusfacto import distilled_neus_facto_wbg, debug_distilled_neus_facto_wbg\nfrom .feature_field import neus_facto_wbg_fast_dff, neus_facto_dff_wbg\nfrom .neusfacto_fast import neus_facto_wbg_fast\nfrom .regularization import neus_facto_wbg_reg, neus_facto_wbg_reg_sep_plane, neus_facto_wbg_reg_sep_plane_nerf\nfrom .semantic_nerf import autorecon_semantic_nerf\n\n\nmethod_configs: Dict[str, Config] = {\n    \"neus-wbg\": neus_wbg,\n    \"neus-wbg_mlp\": neus_wbg_mlp,\n    \"neus-facto-autorecon\": neusfacto_autorecon,\n    \"neus-facto-wbg\": neus_facto_wbg,\n    \"neus-facto-wbg_bg-prob-net\": neus_facto_wbg_BgProbNet,\n    \"neus-facto-wbg_medium\": neus_facto_wbg_medium,\n    \"neus-facto-wbg_tiny\": neus_facto_wbg_tiny,\n    \"neus-facto-wbg_tiny_long-schedule\": neus_facto_wbg_tiny_long_schedule,\n    \"distilled-neus-facto-wbg\": distilled_neus_facto_wbg,\n    \"debug_distilled-neus-facto-wbg\": debug_distilled_neus_facto_wbg,\n    \"neus-facto-wbg-fast_dff\": neus_facto_wbg_fast_dff,\n    \"neus-facto-dff-wbg\": neus_facto_dff_wbg,\n    \"neus-facto-wbg-fast\": neus_facto_wbg_fast,\n    \"neus-facto-wbg-reg\": neus_facto_wbg_reg,\n    \"neus-facto-wbg-reg_sep-plane\": neus_facto_wbg_reg_sep_plane,\n    \"neus-facto-wbg-reg_sep-plane-nerf\": neus_facto_wbg_reg_sep_plane_nerf,\n    \"autorecon_semantic-nerfw\": autorecon_semantic_nerf\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/configs/autorecon/baseline.py",
    "content": "from . import *\n\n# TODO: neus w/o hash grid + NeRF++ scene parameterization\n\n# neus (MLP-based) w/ a BG Model (l2 scene contraction)\nneus_wbg_mlp = Config(\n    method_name=\"neus-wbg_mlp\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=2500,\n        steps_per_eval_batch=2500,\n        steps_per_save=50000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=300000,\n        mixed_precision=False,\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            dataparser=SDFStudioDataParserConfig(),\n            train_num_rays_per_batch=512,\n            eval_num_rays_per_batch=512,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n        ),\n        model=NeuSModelConfig(\n            sdf_field=SDFFieldConfig(\n                use_position_encoding=True,\n                bias=0.2,\n                beta_init=0.3,\n                inside_outside=False,\n            ),\n            scene_contraction_order=\"none\",\n            bg_sampler_type=\"lin_disp\",  # TODO: ablate \"uniform_lin_disp\"\n            background_model=\"mlp\",\n            use_fg_aware_scene_contraction=False,  # TODO: True might lead to better results\n            bg_use_appearance_embedding=False,\n            use_average_appearance_embedding=False,\n            eval_num_rays_per_chunk=1024\n        ),\n    ),\n    optimizers={\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=5000, learning_rate_alpha=0.05, max_steps=300000),\n        },\n        \"field_background\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=5000, learning_rate_alpha=0.05, max_steps=300000),\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n\n\n# (deprecated) neus with a BG Model\nneus_wbg = Config(\n    method_name=\"neus-wbg\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=1000,\n        steps_per_eval_batch=1000,\n        steps_per_save=20000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=60001,  # TODO: 20001 is enough?\n        mixed_precision=False,\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            dataparser=SDFStudioDataParserConfig(),\n            train_num_rays_per_batch=1024,\n            eval_num_rays_per_batch=1024,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n        ),\n        model=NeuSModelConfig(\n            sdf_field=SDFFieldConfig(\n                use_grid_feature=True,\n                num_layers=2,\n                num_layers_color=2,\n                hidden_dim=256,\n                bias=0.5,\n                beta_init=0.3,\n                use_appearance_embedding=False,  # TODO: improve impl efficiency (currently zero embeddings are used -> disable completely!)\n                inside_outside=False,  # only consider object-centric scenes\n            ),\n            cos_anneal_end=10000,\n            bg_use_appearance_embedding=False,\n            use_average_appearance_embedding=False,\n            background_model=\"grid\",\n            # TODO: check bg model size\n            eval_num_rays_per_chunk=1024,\n        ),\n    ),\n    optimizers={  # TODO: use higher lr for grid feature\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=1500, learning_rate_alpha=0.05, max_steps=60001),\n        },\n        \"field_background\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=1500, learning_rate_alpha=0.05, max_steps=60001),\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/configs/autorecon/common.py",
    "content": "from . import *\n\n\n# assume the fg object is bounded by a unit cube, and the entire scene is\n# contracted to [-2, 2] as done in MipNeRF-360\nneusfacto_autorecon = Config(\n    method_name=\"neus-facto-autorecon\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=1000,\n        steps_per_eval_batch=1000,\n        steps_per_save=20000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=60001,  # 20k iters is not enough for high quality reconstruction\n        mixed_precision=True,\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            dataparser=AutoReconDataParserConfig(),\n            train_num_rays_per_batch=2048,\n            eval_num_rays_per_batch=1024,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n            eval_camera_res_scale_factor=1.0,\n            collate_fn=partial(nerfstudio_collate,\n                               extra_mappings={PCA: get_first_element,\n                                               BasicPointClouds: get_first_element})\n        ),\n        model=NeuSFactoModelConfig(\n            sdf_field=SDFFieldConfig(\n                use_position_encoding=True,\n                use_grid_feature=True,\n                num_layers=2,\n                num_layers_color=2,\n                hidden_dim=256,\n                bias=0.5,\n                beta_init=0.3,\n                direction_encoding_type=\"sh\",\n                use_appearance_embedding=False,\n                inside_outside=False,\n                spatial_normalization_region='full',  # [-2, 2] -> [0, 1] for feature grid interpolation\n            ),\n            cos_anneal_end=10000,\n            background_model=\"none\",\n            eval_num_rays_per_chunk=1024,\n            proposal_use_uniform_sampler=False,\n            proposal_net_spatial_normalization_region=\"full\"  # [-2, 2] -> [0, 1] for feature grid interpolation\n        ),\n    ),\n    optimizers={\n        \"proposal_networks\": {  # fixed gamma=0.3 and n_milestones=3\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": MultiStepSchedulerConfig(max_steps=60001),\n        },\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=2e-3, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=1500, learning_rate_alpha=0.05, max_steps=60001),\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n\n\n# neus-facto with a BG Model\n# This model has inferior fg reconstructions comparing to the neus-facto model.\nneus_facto_wbg = Config(\n    method_name=\"neus-facto-wbg\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=2500,\n        steps_per_eval_batch=2500,\n        steps_per_save=60000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=60001,\n        mixed_precision=True,\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            # TODO: set dataparser args\n            dataparser=AutoReconDataParserConfig(),  # NOTE: cannot set init args here, which would not be recognised.\n            train_num_rays_per_batch=2048,\n            eval_num_rays_per_batch=1024,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n            eval_camera_res_scale_factor=1.0,\n            collate_fn=partial(nerfstudio_collate,\n                               extra_mappings={PCA: get_first_element,\n                                               BasicPointClouds: get_first_element})\n        ),\n        model=NeuSFactoModelConfig(\n            sdf_field=SDFFieldConfig(\n                use_position_encoding=True,\n                use_grid_feature=True,\n                num_layers=2,\n                num_layers_color=2,\n                hidden_dim=256,\n                bias=0.5,\n                beta_init=0.3,\n                direction_encoding_type=\"sh\",\n                use_appearance_embedding=False,  # TODO: improve impl efficiency (currently zero embeddings are used -> disable completely!)\n                inside_outside=False,  # only consider object-centric scenes\n            ),\n            cos_anneal_end=10000,\n            proposal_net_spatial_normalization_region=\"fg\",\n            eval_num_rays_per_chunk=1024,\n            use_average_appearance_embedding=False,\n            background_model=\"grid\",\n            bg_use_appearance_embedding=False,\n            use_fg_aware_scene_contraction=True,\n            fg_aware_scene_contraction_alpha=15.0,  # TODO: 15.0 -> 5.0\n            bg_sampler_type=\"uniform_lin_disp\",\n            num_samples_outside=64,\n        ),\n    ),\n    optimizers={\n        \"proposal_networks\": {  # fixed gamma=0.3 and n_milestones=3\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": MultiStepSchedulerConfig(max_steps=60001),\n        },\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=2e-3, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=1500, learning_rate_alpha=0.05, max_steps=60001),\n        },\n        \"field_background\": {\n            \"optimizer\": AdamOptimizerConfig(lr=2e-3, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=1500, learning_rate_alpha=0.05, max_steps=60001),\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n\n\n# neus-facto with a BG Model (w/ proposal-net sampler)\n# This model has inferior fg reconstructions comparing to the neus-facto model.\nneus_facto_wbg_BgProbNet = Config(\n    method_name=\"neus-facto-wbg_bg-prop-net\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=2500,\n        steps_per_eval_batch=2500,\n        steps_per_save=60000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=60001,\n        mixed_precision=True,\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            # TODO: set dataparser args\n            dataparser=AutoReconDataParserConfig(),  # NOTE: cannot set init args here, which would not be recognised.\n            train_num_rays_per_batch=2048,\n            eval_num_rays_per_batch=2048,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n            eval_camera_res_scale_factor=1.0,\n            collate_fn=partial(nerfstudio_collate,\n                               extra_mappings={PCA: get_first_element,\n                                               BasicPointClouds: get_first_element})\n        ),\n        model=NeuSFactoModelConfig(\n            sdf_field=SDFFieldConfig(\n                use_position_encoding=True,\n                use_grid_feature=True,\n                num_layers=2,\n                num_layers_color=2,\n                hidden_dim=256,\n                bias=0.1,  # 0.5 -> 0.1\n                beta_init=0.3,\n                direction_encoding_type=\"sh\",\n                use_appearance_embedding=False,  # TODO: improve impl efficiency (currently zero embeddings are used -> disable completely!)\n                inside_outside=False,  # only consider object-centric scenes\n                hash_grid_progressive_training=False,\n                hash_grid_progressive_training_iters=0,  # TODO: run ablation\n                spatial_normalization_region=\"aabb\",  # to better utilize the feature grid\n                weight_norm=False,  # weight_norm might lead to NaNs during training\n            ),\n            cos_anneal_end=0,  # FIXME: 5000\n            proposal_net_spatial_normalization_region=\"fg\",\n            eval_num_rays_per_chunk=1024,\n            use_average_appearance_embedding=False,\n            background_model=\"grid\",\n            bg_use_appearance_embedding=False,\n            use_fg_aware_scene_contraction=True,\n            fg_aware_scene_contraction_alpha=5.0,\n            bg_sampler_type=\"proposal_network\",\n            num_samples_outside=16,  # TODO: run ablation (use a smaller number to avoid the fg modeling affected by bg)\n            num_bg_proposal_samples_per_ray=(96, 64)\n        ),\n    ),\n    optimizers={\n        \"proposal_networks\": {  # fixed gamma=0.3 and n_milestones=3\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            # \"scheduler\": MultiStepSchedulerConfig(max_steps=60001),\n            \"scheduler\": None,\n        },\n        \"proposal_networks_bg\": {  # fixed gamma=0.3 and n_milestones=3\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": None,\n            # \"scheduler\": MultiStepSchedulerConfig(max_steps=30001),\n        },\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=2e-3, eps=1e-15),\n            # \"scheduler\": NeuSSchedulerConfig(warm_up_end=1500, learning_rate_alpha=0.05, max_steps=60001),\n            \"scheduler\": MultiStepSchedulerConfig(max_steps=30001),\n        },\n        \"field_background\": {\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": None,\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n\n\n# medium-sized model (deprecated)\nneus_facto_wbg_medium = Config(\n    method_name=\"neus-facto-wbg_medium\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=2000,\n        steps_per_eval_batch=2000,\n        steps_per_save=40000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=40001,\n        mixed_precision=True,\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            # TODO: set dataparser args\n            dataparser=AutoReconDataParserConfig(),  # NOTE: cannot set init args here, which would not be recognised.\n            train_num_rays_per_batch=2048,\n            eval_num_rays_per_batch=1024,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n            eval_camera_res_scale_factor=1.0,\n            collate_fn=partial(nerfstudio_collate,\n                               extra_mappings={PCA: get_first_element,\n                                               BasicPointClouds: get_first_element})\n        ),\n        model=NeuSFactoModelConfig(\n            sdf_field=SDFFieldConfig(\n                use_position_encoding=False,\n                use_grid_feature=True,\n                hash_grid_num_levels=16,\n                num_layers=2,\n                num_layers_color=2,\n                hidden_dim=64,  # 256 -> 64\n                geo_feat_dim=64,  # 256 -> 64\n                direction_encoding_type=\"sh\",\n                hidden_dim_color=64,  # 256 -> 64\n                color_network_include_sdf=False,\n                bias=0.5,\n                beta_init=0.3,\n                use_appearance_embedding=False,  # TODO: improve impl efficiency (currently zero embeddings are used -> disable completely!)\n                inside_outside=False,  # only consider object-centric scenes\n            ),\n            bg_use_appearance_embedding=False,\n            use_average_appearance_embedding=False,\n            background_model=\"grid\",\n            bg_hash_grid_num_levels=16,\n            eval_num_rays_per_chunk=1024,\n            proposal_net_spatial_normalization_region=\"fg\"\n        ),\n    ),\n    optimizers={\n        \"proposal_networks\": {  # fixed gamma=0.3 and n_milestones=3\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": MultiStepSchedulerConfig(max_steps=40001),\n        },\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=2e-3, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=1000, learning_rate_alpha=0.05, max_steps=40001),\n        },\n        \"field_background\": {\n            \"optimizer\": AdamOptimizerConfig(lr=2e-3, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=1000, learning_rate_alpha=0.05, max_steps=40001),\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n\n\n# tiny model (deprecated) - same model size as the one in NeuS2\nneus_facto_wbg_tiny = Config(\n    method_name=\"neus-facto-wbg_tiny\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=2000,\n        steps_per_eval_batch=2000,\n        steps_per_save=20000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=20001,\n        mixed_precision=True,\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            # TODO: set dataparser args\n            dataparser=AutoReconDataParserConfig(),  # NOTE: cannot set init args here, which would not be recognised.\n            train_num_rays_per_batch=2048,\n            eval_num_rays_per_batch=1024,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n            eval_camera_res_scale_factor=1.0,\n            collate_fn=partial(nerfstudio_collate,\n                               extra_mappings={PCA: get_first_element,\n                                               BasicPointClouds: get_first_element})\n        ),\n        model=NeuSFactoModelConfig(\n            sdf_field=SDFFieldConfig(\n                use_position_encoding=False,\n                use_grid_feature=True,\n                hash_grid_num_levels=14,  # NOTE: following NeuS2\n                num_layers=1,  # NOTE: following NeuS2\n                num_layers_color=2,\n                hidden_dim=64,  # NOTE: following NeuS2\n                geo_feat_dim=15,  # NOTE: following NeuS2\n                direction_encoding_type=\"sh\",  # NOTE: following NeuS2\n                hidden_dim_color=64,  # NOTE: following NeuS2\n                color_network_include_sdf=False,  # TODO: NeuS2 uses True\n                bias=0.5,\n                beta_init=0.3,\n                use_appearance_embedding=False,  # TODO: improve impl efficiency (currently zero embeddings are used -> disable completely!)\n                inside_outside=False,  # only consider object-centric scenes\n            ),\n            bg_use_appearance_embedding=False,\n            use_average_appearance_embedding=False,\n            background_model=\"grid\",\n            bg_hash_grid_num_levels=14,  # NOTE: following NeuS2\n            eval_num_rays_per_chunk=1024,\n            proposal_net_spatial_normalization_region=\"fg\"\n        ),\n    ),\n    optimizers={\n        \"proposal_networks\": {  # fixed gamma=0.3 and n_milestones=3\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": MultiStepSchedulerConfig(max_steps=20001),\n        },\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=500, learning_rate_alpha=0.05, max_steps=20001),\n        },\n        \"field_background\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=500, learning_rate_alpha=0.05, max_steps=20001),\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n\n\n# tiny model (deprecated) - same model size as the one in NeuS2 with a longer training schedule\nneus_facto_wbg_tiny_long_schedule = Config(\n    method_name=\"neus-facto-wbg_tiny_long-schedule\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=2500,\n        steps_per_eval_batch=2500,\n        steps_per_save=30000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=30001,\n        mixed_precision=True,\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            dataparser=AutoReconDataParserConfig(),  # NOTE: cannot set init args here, which would not be recognised.\n            train_num_rays_per_batch=2048,\n            eval_num_rays_per_batch=1024,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n            eval_camera_res_scale_factor=1.0,\n            collate_fn=partial(nerfstudio_collate,\n                               extra_mappings={PCA: get_first_element,\n                                               BasicPointClouds: get_first_element})\n        ),\n        model=NeuSFactoModelConfig(\n            sdf_field=SDFFieldConfig(\n                use_position_encoding=True,\n                use_grid_feature=True,\n                hash_grid_num_levels=14,  # NOTE: following NeuS2\n                num_layers=1,  # NOTE: following NeuS2\n                num_layers_color=2,\n                hidden_dim=64,  # NOTE: following NeuS2\n                geo_feat_dim=15,  # NOTE: following NeuS2\n                direction_encoding_type=\"sh\",  # NOTE: following NeuS2\n                hidden_dim_color=64,  # NOTE: following NeuS2\n                color_network_include_sdf=False,  # TODO: NeuS2 uses True\n                bias=0.5,\n                beta_init=0.3,\n                use_appearance_embedding=False,  # TODO: improve impl efficiency (currently zero embeddings are used -> disable completely!)\n                inside_outside=False,  # only consider object-centric scenes\n            ),\n            cos_anneal_end=5000,\n            use_fg_aware_scene_contraction=True,\n            fg_aware_scene_contraction_alpha=15.0,\n            bg_sampler_type=\"uniform_lin_disp\",  # TODO: ablation: \"proposal_network\"\n            num_samples_outside=64,\n            bg_use_appearance_embedding=False,\n            use_average_appearance_embedding=False,\n            background_model=\"grid\",\n            bg_hash_grid_num_levels=14,  # NOTE: following NeuS2\n            eval_num_rays_per_chunk=1024,\n            proposal_net_spatial_normalization_region=\"fg\"\n        ),\n    ),\n    optimizers={\n        \"proposal_networks\": {  # fixed gamma=0.3 and n_milestones=3\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": MultiStepSchedulerConfig(max_steps=30001),\n        },\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=2e-3, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=750, learning_rate_alpha=0.05, max_steps=30001),\n        },\n        \"field_background\": {\n            \"optimizer\": AdamOptimizerConfig(lr=2e-3, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=750, learning_rate_alpha=0.05, max_steps=30001),\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/configs/autorecon/distilled_neusfacto.py",
    "content": "from . import *\n\n\n# 2-stages training of neus-facto:\n# 1. train nerfacto; (nerfacto is very robust to the scene condition)\n# 2. replace fg nerfacto_field with fg sdf_field (optionally supervised by pre-trained nerfacto)\ndistilled_neus_facto_wbg = Config(\n    method_name=\"distilled-neus-facto-wbg\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=2500,\n        steps_per_eval_batch=2500,\n        steps_per_save=30000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=30001,\n        mixed_precision=True,\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            dataparser=AutoReconDataParserConfig(),  # NOTE: cannot set init args here, which would not be recognised.\n            train_num_rays_per_batch=4096,  # 2048,\n            eval_num_rays_per_batch=4096,  # 1024,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n            eval_camera_res_scale_factor=1.0,\n            collate_fn=partial(nerfstudio_collate,\n                               extra_mappings={PCA: get_first_element,\n                                               BasicPointClouds: get_first_element})\n        ),\n        model=DistilledNeuSFactoModelConfig(\n            nerfacto_field_enabled=True,  # for the 1st-stage training\n            nerfacto_spatial_normalization_region=\"fg\",  # bg nerfacto always uses full\n            proposal_net_use_separate_contraction=True,\n            proposal_net_contraction_scale_factor=0.25,\n            proposal_net_spatial_normalization_region=\"full\",\n            proposal_use_uniform_sampler=False,\n            use_fg_aware_scene_contraction=True,\n            fg_aware_scene_contraction_alpha=15.0,\n            sdf_field=SDFFieldConfig(  # NeuSFacto Medium\n                use_position_encoding=True,\n                use_grid_feature=True,\n                num_layers=2,\n                num_layers_color=2,\n                hidden_dim=64,  # 256 -> 64\n                geo_feat_dim=64,  # 256 -> 64 -> 15\n                bias=0.5,\n                beta_init=0.3,\n                direction_encoding_type=\"sh\",\n                use_appearance_embedding=False,  # TODO: improve impl efficiency (currently zero embeddings are used -> disable completely!)\n                inside_outside=False,  # only consider object-centric scenes\n            ),\n            cos_anneal_end=0,  # TODO: set 5000 while training NeuS\n            eval_num_rays_per_chunk=1024,\n            use_average_appearance_embedding=False,\n            background_model=\"grid\",\n            bg_use_appearance_embedding=False,\n            bg_sampler_type=\"none\",\n            num_samples_outside=0,\n        ),\n    ),\n    optimizers={\n        \"proposal_networks\": {  # TODO: disable this optimizer during 2nd-stage training\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": None,\n        },\n        \"fields\": {  # for NerfactoField / SDFField\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": None,\n        },\n        \"field_background\": {  # TODO: disable this optimizer during 2nd-stage training\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": None,\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n\n# try to replicate the result of nerfacto (using the nerfacto field in fg & bg)\ndebug_distilled_neus_facto_wbg = Config(\n    method_name=\"debug_distilled-neus-facto-wbg\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=2500,\n        steps_per_eval_batch=2500,\n        steps_per_save=30000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=30001,\n        mixed_precision=True,\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            dataparser=AutoReconDataParserConfig(),  # NOTE: cannot set init args here, which would not be recognised.\n            train_num_rays_per_batch=4096,  # 2048,\n            eval_num_rays_per_batch=4096,  # 1024,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n            eval_camera_res_scale_factor=1.0,\n            collate_fn=partial(nerfstudio_collate,\n                               extra_mappings={PCA: get_first_element,\n                                               BasicPointClouds: get_first_element})\n        ),\n        model=DistilledNeuSFactoModelConfig(\n            nerfacto_field_enabled=True,  # for the 1st-stage training\n            nerfacto_spatial_normalization_region=\"full\",  # bg nerfacto always uses full\n            single_field_fg_bg=True,\n            proposal_net_use_separate_contraction=True,  # proposal net scene contraction\n            proposal_net_contraction_scale_factor=1.0,\n            proposal_net_spatial_normalization_region=\"full\",\n            proposal_use_uniform_sampler=False,\n            use_fg_aware_scene_contraction=False,  # main field scene contraction\n            scene_contraction_scale_factor=1.0,\n            sdf_field=SDFFieldConfig(  # NeuSFacto Medium\n                use_position_encoding=True,\n                use_grid_feature=True,\n                num_layers=2,\n                num_layers_color=2,\n                hidden_dim=64,  # 256 -> 64\n                geo_feat_dim=64,  # 256 -> 64 -> 15\n                bias=0.5,\n                beta_init=0.3,\n                direction_encoding_type=\"sh\",\n                use_appearance_embedding=False,  # TODO: improve impl efficiency (currently zero embeddings are used -> disable completely!)\n                inside_outside=False,  # only consider object-centric scenes\n            ),\n            cos_anneal_end=0,  # TODO: set 5000 while training NeuS\n            eval_num_rays_per_chunk=1024,\n            use_average_appearance_embedding=False,\n            background_model=\"grid\",\n            bg_use_appearance_embedding=False,\n            bg_sampler_type=\"none\",\n            num_samples_outside=0,\n        ),\n    ),\n    optimizers={\n        \"proposal_networks\": {\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": None,\n        },\n        \"fields\": {  # for NerfactoField\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": None,\n        },\n        \"field_background\": {  # NOTE: comment out this part if single_field_fg_bg is True\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": None,\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/configs/autorecon/feature_field.py",
    "content": "from . import *\n\n\nneus_facto_wbg_fast_dff = Config(\n    method_name=\"neus-facto-wbg-fast_dff\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=1000,\n        steps_per_eval_batch=1000,\n        steps_per_save=5000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=5001,\n        mixed_precision=True,\n        load_pipeline_ckpt_only=True,\n        load_pipeline_ckpt_strict=False\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            dataparser=AutoReconDataParserConfig(),\n            train_num_rays_per_batch=2048,\n            eval_num_rays_per_batch=1024,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n            eval_camera_res_scale_factor=1.0,\n            collate_fn=partial(nerfstudio_collate,\n                               extra_mappings={PCA: get_first_element,\n                                               BasicPointClouds: get_first_element}),\n            train_mask_sample_start=2000,  # TODO: can be more aggresive e.g., 1\n            train_mask_sample_ratio=0.8  # quality of regions out of the fg bbox mask is bad, so learning good feature field on bad geometry is meaningless\n        ),\n        model=NeuSFactoDFFModelConfig(\n            cos_anneal_end=0,  # must set to 0, as the sdf_field is already trained!\n            use_proposal_weight_anneal=False,  # as the proposal net is already trained\n            use_proposal_weight_anneal_bg=False,  # as the proposal net is already trained\n            sdf_field=SDFFieldConfig(\n                use_position_encoding=True,\n                use_grid_feature=True,\n                num_layers=2,\n                num_layers_color=2,\n                hidden_dim=256,\n                bias=0.1,  # 0.5 -> 0.1\n                beta_init=0.3,\n                direction_encoding_type=\"sh\",\n                use_appearance_embedding=False,\n                inside_outside=False,  # only consider object-centric scenes\n                hash_grid_progressive_training=True,\n                hash_grid_progressive_training_iters=-1,  # use weights=1\n                spatial_normalization_region=\"aabb\",  # to better utilize the feature grid\n                weight_norm=False  # weight_norm might lead to NaNs during training\n            ),\n            handle_bottom_intersection_rays=True,  # this is vital to force the fg model to reconstruct the ground plane\n            proposal_net_spatial_normalization_region=\"fg\",\n            eval_num_rays_per_chunk=1024,\n            use_average_appearance_embedding=False,\n            background_model=\"grid\",\n            bg_use_appearance_embedding=False,\n            use_fg_aware_scene_contraction=True,\n            fg_aware_scene_contraction_alpha=5.0,  # NOTE: the reconstruction result is sensitive to this parameter, better set adaptively according to the coarse sfm reconstruction\n            bg_sampler_type=\"proposal_network\",\n            num_samples_outside=16,\n            num_bg_proposal_samples_per_ray=(96, 64),\n            use_surface_rendering=True,\n            feature_field=FeatureFieldConfig(\n                hash_grid_max_res=128,\n                use_position_encoding=True,  # smooth encoding\n                use_fused_encoding_mlp=True\n            ),\n            feature_field_scene_contraction_scale_factor=0.25,  # TODO: tune scale factor\n            feature_loss_mult=1.0,\n            render_fg_seg=True,\n            fg_seg_binary_thr=0.5,\n            feature_seg_field=FeatureSegFieldConfig(\n                knn=10,\n                contrast_fg_bg=True\n            )\n        ),\n    ),\n    optimizers={\n        \"feature_field\": {\n            \"optimizer\": AdamOptimizerConfig(lr=2e-3, eps=1e-15),\n            \"scheduler\": MultiStepSchedulerConfig(max_steps=8000),\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n\n\n# nesu-facto-wgb with Feature Field\nneus_facto_dff_wbg = Config(\n    method_name=\"neus-facto-dff-wbg\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=2500,\n        steps_per_eval_batch=2500,\n        steps_per_save=10000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=20001,\n        mixed_precision=True,\n        load_pipeline_ckpt_only=True,\n        load_pipeline_ckpt_strict=False\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            dataparser=AutoReconDataParserConfig(),  # NOTE: cannot set init args here, which would not be recognised.\n            train_num_rays_per_batch=2048,\n            eval_num_rays_per_batch=1024,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n            eval_camera_res_scale_factor=1.0,\n            collate_fn=partial(nerfstudio_collate,\n                               extra_mappings={PCA: get_first_element,\n                                               BasicPointClouds: get_first_element})\n        ),\n        model=NeuSFactoDFFModelConfig(\n            sdf_field=SDFFieldConfig(\n                # TODO: use SH instead of sine\n                use_position_encoding=False,\n                use_grid_feature=True,\n                hash_grid_precision=\"float16\",\n                num_layers=2,\n                num_layers_color=2,\n                hidden_dim=256,\n                bias=0.5,\n                beta_init=0.3,\n                use_appearance_embedding=False,  # TODO: improve impl efficiency (currently zero embeddings are used -> disable completely!)\n                inside_outside=False,  # only consider object-centric scenes\n            ),\n            bg_use_appearance_embedding=False,\n            use_average_appearance_embedding=False,\n            background_model=\"grid\",\n            eval_num_rays_per_chunk=1024,\n            proposal_net_spatial_normalization_region=\"fg\",\n            feature_field=FeatureFieldConfig(\n                hash_grid_max_res=128,\n                use_position_encoding=True,  # smooth encoding\n                use_fused_encoding_mlp=True\n            ),\n            feature_loss_mult=1.0,\n            render_fg_seg=True,\n            fg_seg_binary_thr=0.5,\n            feature_seg_field=FeatureSegFieldConfig(\n                knn=10,\n                contrast_fg_bg=True\n            )\n        ),\n    ),\n    optimizers={\n        \"feature_field\": {\n            \"optimizer\": AdamOptimizerConfig(lr=2e-3, eps=1e-15),\n            \"scheduler\": None,\n        }\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/configs/autorecon/neusfacto_fast.py",
    "content": "from . import *\n\nneus_facto_wbg_fast = Config(\n    method_name=\"neus-facto-wbg-fast\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=2500,\n        steps_per_eval_batch=2500,\n        steps_per_save=30000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=30001,\n        mixed_precision=True,\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            dataparser=AutoReconDataParserConfig(),\n            train_num_rays_per_batch=2048,\n            eval_num_rays_per_batch=2048,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n            eval_camera_res_scale_factor=1.0,\n            collate_fn=partial(\n                nerfstudio_collate, extra_mappings={PCA: get_first_element, BasicPointClouds: get_first_element}\n            ),\n            train_mask_sample_start=10000,\n            train_mask_sample_ratio=0.8,\n        ),\n        model=NeuSFactoModelConfig(\n            sdf_field=SDFFieldConfig(\n                use_position_encoding=True,\n                use_grid_feature=True,\n                num_layers=2,\n                num_layers_color=2,\n                hidden_dim=256,\n                bias=0.1,  # 0.5 -> 0.1\n                beta_init=0.3,\n                direction_encoding_type=\"sh\",\n                use_appearance_embedding=False,\n                inside_outside=False,  # only consider object-centric scenes\n                hash_grid_progressive_training=True,\n                hash_grid_progressive_training_iters=10000,\n                spatial_normalization_region=\"aabb\",  # to better utilize the feature grid\n                weight_norm=False,  # weight_norm might lead to NaNs during training\n            ),\n            handle_bottom_intersection_rays=True,  # this is vital to force the fg model to reconstruct the ground plane\n            cos_anneal_end=5000,\n            proposal_net_spatial_normalization_region=\"fg\",\n            eval_num_rays_per_chunk=1024,\n            use_average_appearance_embedding=False,\n            background_model=\"grid\",\n            bg_use_appearance_embedding=False,\n            use_fg_aware_scene_contraction=True,\n            fg_aware_scene_contraction_alpha=5.0,  # NOTE: the reconstruction result is sensitive to this parameter, better set adaptively according to the coarse sfm reconstruction\n            bg_sampler_type=\"proposal_network\",\n            num_samples_outside=16,\n            num_bg_proposal_samples_per_ray=(96, 64),\n        ),\n    ),\n    optimizers={\n        \"proposal_networks\": {  # fixed gamma=0.3 and n_milestones=3\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": None,\n        },\n        \"proposal_networks_bg\": {  # fixed gamma=0.3 and n_milestones=3\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": None,\n        },\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=2e-3, eps=1e-15, weight_decay=1e-6),\n            \"scheduler\": MultiStepSchedulerConfig(max_steps=30001),\n        },\n        \"field_background\": {\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": None,\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/configs/autorecon/regularization.py",
    "content": "from . import *\n\n# nesu-facto w/ explicit pointcloud regularization + separate plane nerf field modeling\nneus_facto_wbg_reg_sep_plane_nerf = Config(\n    method_name=\"neus-facto-wbg-reg_sep-plane-nerf\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=2500,\n        steps_per_eval_batch=2500,\n        steps_per_save=30000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=30001,\n        mixed_precision=True,\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            dataparser=AutoReconDataParserConfig(),\n            train_num_rays_per_batch=2048,\n            eval_num_rays_per_batch=2048,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n            eval_camera_res_scale_factor=1.0,\n            collate_fn=partial(\n                nerfstudio_collate, extra_mappings={PCA: get_first_element, BasicPointClouds: get_first_element}\n            ),\n            train_mask_sample_start=10000,\n            train_mask_sample_ratio=0.8,\n        ),\n        model=NeuSFactoRegModelConfig(\n            sdf_field=SDFFieldConfig(\n                use_position_encoding=True,\n                use_grid_feature=True,\n                num_layers=2,\n                num_layers_color=2,\n                hidden_dim=256,\n                bias=0.1,  # 0.5 -> 0.1\n                beta_init=0.3,\n                direction_encoding_type=\"sh\",\n                use_appearance_embedding=False,\n                inside_outside=False,  # only consider object-centric scenes\n                hash_grid_progressive_training=False,\n                hash_grid_progressive_training_iters=0,\n                spatial_normalization_region=\"aabb\",  # to better utilize the feature grid\n                weight_norm=False,  # weight_norm might lead to NaNs during training\n            ),\n            # plane_sdf_field\n            plane_field_type=\"nerf\",\n            plane_height_ratio=0.3,\n            num_samples_plane=16,\n            ptcd_reg_plane_field_mult=0.0,\n            # explicit regularization\n            ptcd_reg_fg_mult=0.1,\n            ptcd_reg_plane_mult=0.1,\n            ptcd_reg_n_iters=15000,\n            ptcd_reg_weight_anneal_fn=\"cosine\",\n            mask_beta_prior_mult=0.0,\n            handle_bottom_intersection_rays=True,\n            cos_anneal_end=5000,\n            proposal_net_spatial_normalization_region=\"fg\",\n            eval_num_rays_per_chunk=1024,\n            use_average_appearance_embedding=False,\n            background_model=\"grid\",\n            bg_use_appearance_embedding=False,\n            use_fg_aware_scene_contraction=True,\n            fg_aware_scene_contraction_alpha=5.0,  # NOTE: the reconstruction result is sensitive to this parameter, better set adaptively according to the coarse sfm reconstruction\n            bg_sampler_type=\"proposal_network\",\n            num_samples_outside=16,\n            num_bg_proposal_samples_per_ray=(96, 64),\n            # additional eikonal samples\n            eikonal_loss_mult=0.05,\n            num_proposal_samples_per_ray_for_eikonal_loss=64,\n        ),\n    ),\n    optimizers={\n        \"proposal_networks\": {  # fixed gamma=0.3 and n_milestones=3\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": None,\n        },\n        \"proposal_networks_bg\": {  # fixed gamma=0.3 and n_milestones=3\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": None,\n        },\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=2e-3, eps=1e-15, weight_decay=1e-6),\n            \"scheduler\": MultiStepSchedulerConfig(max_steps=30001),\n        },\n        \"field_plane\": {\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": None,\n        },\n        \"field_background\": {\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": None,\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n\n\n# nesu-facto w/ explicit pointcloud regularization + separate plane sdf field modeling\nneus_facto_wbg_reg_sep_plane = Config(\n    method_name=\"neus-facto-wbg-reg_sep-plane\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=2500,\n        steps_per_eval_batch=2500,\n        steps_per_save=30000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=30001,\n        mixed_precision=True,\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            dataparser=AutoReconDataParserConfig(),\n            train_num_rays_per_batch=2048,\n            eval_num_rays_per_batch=2048,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n            eval_camera_res_scale_factor=1.0,\n            collate_fn=partial(\n                nerfstudio_collate, extra_mappings={PCA: get_first_element, BasicPointClouds: get_first_element}\n            ),\n            train_mask_sample_start=10000,\n            train_mask_sample_ratio=0.8,\n        ),\n        model=NeuSFactoRegModelConfig(\n            sdf_field=SDFFieldConfig(\n                use_position_encoding=True,\n                use_grid_feature=True,\n                num_layers=2,\n                num_layers_color=2,\n                hidden_dim=256,\n                bias=0.1,  # 0.5 -> 0.1\n                beta_init=0.3,\n                direction_encoding_type=\"sh\",\n                use_appearance_embedding=False,\n                inside_outside=False,  # only consider object-centric scenes\n                hash_grid_progressive_training=False,\n                hash_grid_progressive_training_iters=0,\n                spatial_normalization_region=\"aabb\",  # to better utilize the feature grid\n                weight_norm=False,  # weight_norm might lead to NaNs during training\n            ),\n            # plane_sdf_field\n            plane_height_ratio=0.4,\n            num_samples_plane=16,\n            ptcd_reg_plane_field_mult=0.0,\n            # explicit regularization\n            ptcd_reg_fg_mult=0.1,\n            ptcd_reg_plane_mult=0.1,\n            ptcd_reg_n_iters=15000,\n            ptcd_reg_weight_anneal_fn=\"cosine\",\n            mask_beta_prior_mult=0.0,\n            handle_bottom_intersection_rays=True,\n            cos_anneal_end=0,\n            proposal_net_spatial_normalization_region=\"fg\",\n            eval_num_rays_per_chunk=1024,\n            use_average_appearance_embedding=False,\n            background_model=\"grid\",\n            bg_use_appearance_embedding=False,\n            use_fg_aware_scene_contraction=True,\n            fg_aware_scene_contraction_alpha=5.0,  # NOTE: the reconstruction result is sensitive to this parameter, better set adaptively according to the coarse sfm reconstruction\n            bg_sampler_type=\"proposal_network\",\n            num_samples_outside=16,\n            num_bg_proposal_samples_per_ray=(96, 64),\n        ),\n    ),\n    optimizers={\n        \"proposal_networks\": {  # fixed gamma=0.3 and n_milestones=3\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": None,\n        },\n        \"proposal_networks_bg\": {  # fixed gamma=0.3 and n_milestones=3\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": None,\n        },\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=2e-3, eps=1e-15, weight_decay=1e-6),\n            \"scheduler\": MultiStepSchedulerConfig(max_steps=30001),\n        },\n        \"field_plane\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-3, eps=1e-15, weight_decay=1e-6),\n            \"scheduler\": MultiStepSchedulerConfig(max_steps=30001),\n        },\n        \"field_background\": {\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": None,\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n\n\n# nesu-facto w/ explicit pointcloud regularization\nneus_facto_wbg_reg = Config(\n    method_name=\"neus-facto-wbg-reg\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=2500,\n        steps_per_eval_batch=2500,\n        steps_per_save=30000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=30001,\n        mixed_precision=True,\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            dataparser=AutoReconDataParserConfig(),\n            train_num_rays_per_batch=2048,\n            eval_num_rays_per_batch=2048,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n            eval_camera_res_scale_factor=1.0,\n            collate_fn=partial(\n                nerfstudio_collate, extra_mappings={PCA: get_first_element, BasicPointClouds: get_first_element}\n            ),\n            train_mask_sample_start=10000,\n            train_mask_sample_ratio=0.8,\n        ),\n        model=NeuSFactoModelConfig(\n            sdf_field=SDFFieldConfig(\n                use_position_encoding=True,\n                use_grid_feature=True,\n                num_layers=2,\n                num_layers_color=2,\n                hidden_dim=256,\n                bias=0.1,  # 0.5 -> 0.1\n                beta_init=0.3,\n                direction_encoding_type=\"sh\",\n                use_appearance_embedding=False,\n                inside_outside=False,  # only consider object-centric scenes\n                hash_grid_progressive_training=True,\n                hash_grid_progressive_training_iters=10000,\n                spatial_normalization_region=\"aabb\",  # to better utilize the feature grid\n                weight_norm=False,  # weight_norm might lead to NaNs during training\n            ),\n            # explicit regularization\n            ptcd_reg_fg_mult=0.1,\n            ptcd_reg_plane_mult=0.1,\n            ptcd_reg_n_iters=15000,\n            ptcd_reg_weight_anneal_fn=\"cosine\",\n            mask_beta_prior_mult=0.0,\n            handle_bottom_intersection_rays=False,\n            cos_anneal_end=5000,\n            proposal_net_spatial_normalization_region=\"fg\",\n            eval_num_rays_per_chunk=1024,\n            use_average_appearance_embedding=False,\n            background_model=\"grid\",\n            bg_use_appearance_embedding=False,\n            use_fg_aware_scene_contraction=True,\n            fg_aware_scene_contraction_alpha=5.0,\n            bg_sampler_type=\"proposal_network\",\n            num_samples_outside=16,\n            num_bg_proposal_samples_per_ray=(96, 64),\n        ),\n    ),\n    optimizers={\n        \"proposal_networks\": {  # fixed gamma=0.3 and n_milestones=3\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": None,\n        },\n        \"proposal_networks_bg\": {  # fixed gamma=0.3 and n_milestones=3\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": None,\n        },\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=2e-3, eps=1e-15, weight_decay=1e-6),\n            \"scheduler\": MultiStepSchedulerConfig(max_steps=30001),\n        },\n        \"field_background\": {\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": None,\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/configs/autorecon/semantic_nerf.py",
    "content": "from . import *\n\n\nautorecon_semantic_nerf = Config(\n    method_name=\"autorecon_semantic-nerfw\",\n    trainer=TrainerConfig(\n        steps_per_eval_batch=500, steps_per_eval_image=500,\n        steps_per_save=30000, max_num_iterations=30001, mixed_precision=True\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=AutoReconDataManagerConfig(\n            dataparser=AutoReconDataParserConfig(),\n            train_num_rays_per_batch=4096,\n            eval_num_rays_per_batch=4096\n        ),\n        model=SemanticNerfWModelConfig(\n            eval_num_rays_per_chunk=1 << 16,\n            semantic_mult=1.0,\n            use_transient_embedding=False,\n            scene_contraction_scale_factor=0.25,\n        ),\n    ),\n    optimizers={\n        \"proposal_networks\": {\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": None,\n        },\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": None,\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 16),\n    vis=\"viewer\",\n)\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/configs/base_config.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"Base Configs\"\"\"\n\n# pylint: disable=wrong-import-position\n\nfrom __future__ import annotations\n\nimport warnings\nfrom dataclasses import dataclass\nfrom datetime import datetime\nfrom pathlib import Path\nfrom typing import Any, Dict, List, Optional, Tuple, Type\n\nimport yaml\nfrom rich.console import Console\nfrom typing_extensions import Literal\n\nfrom nerfstudio.configs.config_utils import to_immutable_dict\n\n# model instances\nfrom nerfstudio.utils import writer\n\nwarnings.filterwarnings(\"ignore\", module=\"torchvision\")\n\nCONSOLE = Console(width=120)\n\nCFG = None  # global config accessible by all modules\n\n\n# Pretty printing class\nclass PrintableConfig:  # pylint: disable=too-few-public-methods\n    \"\"\"Printable Config defining str function\"\"\"\n\n    def __str__(self):\n        lines = [self.__class__.__name__ + \":\"]\n        for key, val in vars(self).items():\n            if isinstance(val, Tuple):\n                flattened_val = \"[\"\n                for item in val:\n                    flattened_val += str(item) + \"\\n\"\n                flattened_val = flattened_val.rstrip(\"\\n\")\n                val = flattened_val + \"]\"\n            lines += f\"{key}: {str(val)}\".split(\"\\n\")\n        return \"\\n    \".join(lines)\n\n\n# Base instantiate configs\n@dataclass\nclass InstantiateConfig(PrintableConfig):  # pylint: disable=too-few-public-methods\n    \"\"\"Config class for instantiating an the class specified in the _target attribute.\"\"\"\n\n    _target: Type\n\n    def setup(self, **kwargs) -> Any:\n        \"\"\"Returns the instantiated object using the config.\"\"\"\n        return self._target(self, **kwargs)\n\n\n# Machine related configs\n@dataclass\nclass MachineConfig(PrintableConfig):\n    \"\"\"Configuration of machine setup\"\"\"\n\n    seed: int = 42\n    \"\"\"random seed initilization\"\"\"\n    num_gpus: int = 1\n    \"\"\"total number of gpus available for train/eval\"\"\"\n    num_machines: int = 1\n    \"\"\"total number of distributed machines available (for DDP)\"\"\"\n    machine_rank: int = 0\n    \"\"\"current machine's rank (for DDP)\"\"\"\n    dist_url: str = \"auto\"\n    \"\"\"distributed connection point (for DDP)\"\"\"\n\n\n@dataclass\nclass LocalWriterConfig(InstantiateConfig):\n    \"\"\"Local Writer config\"\"\"\n\n    _target: Type = writer.LocalWriter\n    \"\"\"target class to instantiate\"\"\"\n    enable: bool = False\n    \"\"\"if True enables local logging, else disables\"\"\"\n    stats_to_track: Tuple[writer.EventName, ...] = (\n        writer.EventName.ITER_TRAIN_TIME,\n        writer.EventName.TRAIN_RAYS_PER_SEC,\n        writer.EventName.CURR_TEST_PSNR,\n        writer.EventName.VIS_RAYS_PER_SEC,\n        writer.EventName.TEST_RAYS_PER_SEC,\n    )\n    \"\"\"specifies which stats will be logged/printed to terminal\"\"\"\n    max_log_size: int = 10\n    \"\"\"maximum number of rows to print before wrapping. if 0, will print everything.\"\"\"\n\n    def setup(self, banner_messages: Optional[List[str]] = None, **kwargs) -> Any:\n        \"\"\"Instantiate local writer\n\n        Args:\n            banner_messages: List of strings that always print at the bottom of screen.\n        \"\"\"\n        return self._target(self, banner_messages=banner_messages, **kwargs)\n\n\n@dataclass\nclass LoggingConfig(PrintableConfig):\n    \"\"\"Configuration of loggers and profilers\"\"\"\n\n    relative_log_dir: Path = Path(\"./\")\n    \"\"\"relative path to save all logged events\"\"\"\n    steps_per_log: int = 10\n    \"\"\"number of steps between logging stats\"\"\"\n    max_buffer_size: int = 20\n    \"\"\"maximum history size to keep for computing running averages of stats.\n     e.g. if 20, averages will be computed over past 20 occurances.\"\"\"\n    local_writer: LocalWriterConfig = LocalWriterConfig(enable=True)\n    \"\"\"if provided, will print stats locally. if None, will disable printing\"\"\"\n    enable_profiler: bool = True\n    \"\"\"whether to enable profiling code; prints speed of functions at the end of a program.\n    profiler logs run times of functions and prints at end of training\"\"\"\n\n\n# Trainer related configs\n@dataclass\nclass TrainerConfig(PrintableConfig):\n    \"\"\"Configuration for training regimen\"\"\"\n\n    steps_per_save: int = 1000\n    \"\"\"Number of steps between saves.\"\"\"\n    steps_per_eval_batch: int = 500\n    \"\"\"Number of steps between randomly sampled batches of rays.\"\"\"\n    steps_per_eval_image: int = 500\n    \"\"\"Number of steps between single eval images.\"\"\"\n    steps_per_eval_all_images: int = 25000\n    \"\"\"Number of steps between eval all images.\"\"\"\n    max_num_iterations: int = 1000000\n    \"\"\"Maximum number of iterations to run.\"\"\"\n    mixed_precision: bool = False\n    \"\"\"Whether or not to use mixed precision for training.\"\"\"\n    relative_model_dir: Path = Path(\"sdfstudio_models/\")\n    \"\"\"Relative path to save all checkpoints.\"\"\"\n    save_only_latest_checkpoint: bool = True\n    \"\"\"Whether to only save the latest checkpoint or all checkpoints.\"\"\"\n    # optional parameters if we want to resume training\n    load_dir: Optional[Path] = None\n    \"\"\"Optionally specify a pre-trained model directory to load from.\"\"\"\n    load_step: Optional[int] = None\n    \"\"\"Optionally specify model step to load from; if none, will find most recent model in load_dir.\"\"\"\n    load_pipeline_ckpt_only: bool = False\n    \"\"\"Only load pipeline checkpoints. Ignore optimizer, grad_sacler, ...\"\"\"\n    load_pipeline_ckpt_strict: bool = True\n    \"\"\"Whether or not to load pipeline ckpt strictly.\"\"\"\n    load_config: Optional[Path] = None\n    \"\"\"Optionally specify model config to load from; if none, will use the default config?\"\"\"\n    load_scheduler: bool = True\n    \"\"\"Whether to load the lr scheduler state_dict if exists\"\"\"\n\n\n# Viewer related configs\n@dataclass\nclass ViewerConfig(PrintableConfig):\n    \"\"\"Configuration for viewer instantiation\"\"\"\n\n    relative_log_filename: str = \"viewer_log_filename.txt\"\n    \"\"\"Filename to use for the log file.\"\"\"\n    start_train: bool = True\n    \"\"\"whether to immediately start training upon loading viewer\n    if False, will just visualize dataset but you can toggle training in viewer\"\"\"\n    zmq_port: Optional[int] = None\n    \"\"\"The zmq port to connect to for communication. If None, find an available port.\"\"\"\n    launch_bridge_server: bool = True\n    \"\"\"whether or not to launch the bridge server\"\"\"\n    websocket_port: Optional[int] = 7007\n    \"\"\"the default websocket port to connect to\"\"\"\n    ip_address: str = \"127.0.0.1\"\n    \"\"\"the ip address where the bridge server is running\"\"\"\n    num_rays_per_chunk: int = 32768\n    \"\"\"number of rays per chunk to render with viewer\"\"\"\n    max_num_display_images: int = 512\n    \"\"\"Maximum number of training images to display in the viewer, to avoid lag. This does not change which images are\n    actually used in training/evaluation. If -1, display all.\"\"\"\n    quit_on_train_completion: bool = False\n    \"\"\"Whether to kill the training job when it has completed. Note this will stop rendering in the viewer.\"\"\"\n    skip_openrelay: bool = False\n    \"\"\"Avoid using openrelay to communicate with the viewer. Try disabling if you have trouble\n    connecting to the viewer\"\"\"\n\n\nfrom nerfstudio.engine.optimizers import OptimizerConfig\nfrom nerfstudio.engine.schedulers import SchedulerConfig\nfrom nerfstudio.pipelines.base_pipeline import VanillaPipelineConfig\n\n\n@dataclass\nclass Config(PrintableConfig):\n    \"\"\"Full config contents\"\"\"\n\n    output_dir: Path = Path(\"outputs\")\n    \"\"\"relative or absolute output directory to save all checkpoints and logging\"\"\"\n    method_name: Optional[str] = None\n    \"\"\"Method name. Required to set in python or via cli\"\"\"\n    experiment_name: Optional[str] = None\n    \"\"\"Experiment name. If None, will automatically be set to dataset name\"\"\"\n    timestamp: str = \"{timestamp}\"\n    \"\"\"Experiment timestamp.\"\"\"\n    machine: MachineConfig = MachineConfig()\n    \"\"\"Machine configuration\"\"\"\n    logging: LoggingConfig = LoggingConfig()\n    \"\"\"Logging configuration\"\"\"\n    viewer: ViewerConfig = ViewerConfig()\n    \"\"\"Viewer configuration\"\"\"\n    trainer: TrainerConfig = TrainerConfig()\n    \"\"\"Trainer configuration\"\"\"\n    pipeline: VanillaPipelineConfig = VanillaPipelineConfig()\n    \"\"\"Pipeline configuration\"\"\"\n    optimizers: Dict[str, Any] = to_immutable_dict(\n        {\n            \"fields\": {\n                \"optimizer\": OptimizerConfig(),\n                \"scheduler\": SchedulerConfig(),\n            }\n        }\n    )\n    \"\"\"Dictionary of optimizer groups and their schedulers\"\"\"\n    vis: Literal[\"viewer\", \"wandb\", \"tensorboard\"] = \"wandb\"\n    \"\"\"Which visualizer to use.\"\"\"\n    data: Optional[Path] = None\n    \"\"\"Alias for --pipeline.datamanager.dataparser.data\"\"\"\n\n    def set_global(self) -> None:\n        \"\"\"\n        Example:\n            from nerfstudio.configs import base_config\n            base_config.CFG.xxx()\n        FIXME: this is useless if the original CFG is already imported by other module\n        TODO: make the global config read-only\n        \"\"\"\n        global CFG\n        CFG = self\n\n    def is_viewer_enabled(self) -> bool:\n        \"\"\"Checks if a viewer is enabled.\"\"\"\n        return \"viewer\" == self.vis\n\n    def is_wandb_enabled(self) -> bool:\n        \"\"\"Checks if wandb is enabled.\"\"\"\n        return \"wandb\" == self.vis\n\n    def is_tensorboard_enabled(self) -> bool:\n        \"\"\"Checks if tensorboard is enabled.\"\"\"\n        return \"tensorboard\" == self.vis\n\n    def set_timestamp(self) -> None:\n        \"\"\"Dynamically set the experiment timestamp\"\"\"\n        if self.timestamp == \"{timestamp}\":\n            self.timestamp = datetime.now().strftime(\"%Y-%m-%d_%H%M%S\")\n\n    def set_experiment_name(self) -> None:\n        \"\"\"Dynamically set the experiment name\"\"\"\n        if self.experiment_name is None:\n            self.experiment_name = str(self.pipeline.datamanager.dataparser.data).replace(\"../\", \"\").replace(\"/\", \"-\")\n\n    def get_base_dir(self) -> Path:\n        \"\"\"Retrieve the base directory to set relative paths\"\"\"\n        # check the experiment and method names\n        assert self.method_name is not None, \"Please set method name in config or via the cli\"\n        self.set_experiment_name()\n        return Path(f\"{self.output_dir}/{self.experiment_name}/{self.method_name}/{self.timestamp}\")\n\n    def get_checkpoint_dir(self) -> Path:\n        \"\"\"Retrieve the checkpoint directory\"\"\"\n        return Path(self.get_base_dir() / self.trainer.relative_model_dir)\n\n    def print_to_terminal(self) -> None:\n        \"\"\"Helper to pretty print config to terminal\"\"\"\n        CONSOLE.rule(\"Config\")\n        CONSOLE.print(self)\n        CONSOLE.rule(\"\")\n\n    def save_config(self) -> None:\n        \"\"\"Save config to base directory\"\"\"\n        base_dir = self.get_base_dir()\n        assert base_dir is not None\n        base_dir.mkdir(parents=True, exist_ok=True)\n        config_yaml_path = base_dir / \"config.yml\"\n        CONSOLE.log(f\"Saving config to: {config_yaml_path}\")\n        config_yaml_path.write_text(yaml.dump(self), \"utf8\")\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/configs/config_utils.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nSome utility code for configs.\n\"\"\"\n\nfrom __future__ import annotations\n\nfrom dataclasses import field\nfrom typing import Any, Dict\n\nfrom rich.console import Console\n\nCONSOLE = Console()\n# pylint: disable=import-outside-toplevel\n\n# cannot use mutable types directly within dataclass; abstracting default factory calls\ndef to_immutable_dict(d: Dict[str, Any]):\n    \"\"\"Method to convert mutable dict to default factory dict\n\n    Args:\n        d: dictionary to convert into default factory dict for dataclass\n    \"\"\"\n    return field(default_factory=lambda: dict(d))\n\n\ndef convert_markup_to_ansi(markup_string: str) -> str:\n    \"\"\"Convert rich-style markup to ANSI sequences for command-line formatting.\n\n    Args:\n        markup_string: Text with rich-style markup.\n\n    Returns:\n        Text formatted via ANSI sequences.\n    \"\"\"\n    with CONSOLE.capture() as out:\n        CONSOLE.print(markup_string, soft_wrap=True)\n    return out.get()\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/configs/method_configs.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nPut all the method implementations in one location.\n\"\"\"\n\nfrom __future__ import annotations\n\nfrom typing import Dict\n\nimport tyro\n\nfrom nerfstudio.cameras.camera_optimizers import CameraOptimizerConfig\nfrom nerfstudio.configs.autorecon import method_configs as autorecon_method_configs\nfrom nerfstudio.configs.base_config import (\n    Config,\n    SchedulerConfig,\n    TrainerConfig,\n    ViewerConfig,\n)\nfrom nerfstudio.data.datamanagers.base_datamanager import (\n    FlexibleDataManagerConfig,\n    VanillaDataManagerConfig,\n)\nfrom nerfstudio.data.datamanagers.semantic_datamanager import SemanticDataManagerConfig\nfrom nerfstudio.data.datamanagers.variable_res_datamanager import (\n    VariableResDataManagerConfig,\n)\nfrom nerfstudio.data.dataparsers.blender_dataparser import BlenderDataParserConfig\nfrom nerfstudio.data.dataparsers.dnerf_dataparser import DNeRFDataParserConfig\nfrom nerfstudio.data.dataparsers.friends_dataparser import FriendsDataParserConfig\nfrom nerfstudio.data.dataparsers.nerfstudio_dataparser import NerfstudioDataParserConfig\nfrom nerfstudio.data.dataparsers.phototourism_dataparser import (\n    PhototourismDataParserConfig,\n)\nfrom nerfstudio.data.dataparsers.sdfstudio_dataparser import SDFStudioDataParserConfig\nfrom nerfstudio.engine.optimizers import AdamOptimizerConfig, RAdamOptimizerConfig\nfrom nerfstudio.engine.schedulers import (\n    ExponentialSchedulerConfig,\n    MultiStepSchedulerConfig,\n    NeuSSchedulerConfig,\n)\nfrom nerfstudio.field_components.temporal_distortions import TemporalDistortionKind\nfrom nerfstudio.fields.sdf_field import SDFFieldConfig\nfrom nerfstudio.models.dto import DtoOModelConfig\nfrom nerfstudio.models.instant_ngp import InstantNGPModelConfig\nfrom nerfstudio.models.mipnerf import MipNerfModel\nfrom nerfstudio.models.nerfacto import NerfactoModelConfig\nfrom nerfstudio.models.neuralreconW import NeuralReconWModelConfig\nfrom nerfstudio.models.neus import NeuSModelConfig\nfrom nerfstudio.models.neus_acc import NeuSAccModelConfig\nfrom nerfstudio.models.neus_facto import NeuSFactoModelConfig\nfrom nerfstudio.models.semantic_nerfw import SemanticNerfWModelConfig\nfrom nerfstudio.models.tensorf import TensoRFModelConfig\nfrom nerfstudio.models.unisurf import UniSurfModelConfig\nfrom nerfstudio.models.vanilla_nerf import NeRFModel, VanillaModelConfig\nfrom nerfstudio.models.volsdf import VolSDFModelConfig\nfrom nerfstudio.pipelines.base_pipeline import (\n    FlexibleInputPipelineConfig,\n    VanillaPipelineConfig,\n)\nfrom nerfstudio.pipelines.dynamic_batch import DynamicBatchPipelineConfig\n\nmethod_configs: Dict[str, Config] = {}\nmethod_configs.update(autorecon_method_configs)\n\ndescriptions = {\n    \"nerfacto\": \"Recommended real-time model tuned for real captures. This model will be continually updated.\",\n    \"instant-ngp\": \"Implementation of Instant-NGP. Recommended real-time model for bounded synthetic data.\",\n    \"mipnerf\": \"High quality model for bounded scenes. (slow)\",\n    \"semantic-nerfw\": \"Predicts semantic segmentations and filters out transient objects.\",\n    \"vanilla-nerf\": \"Original NeRF model. (slow)\",\n    \"volsdf\": \"Implementation of VolSDF.\",\n    \"monosdf\": \"Implementation of MonoSDF.\",\n    \"geo-volsdf\": \"Implementation of patch warping from GeoNeuS with VolSDF.\",\n    \"neus\": \"Implementation of NeuS.\",\n    \"mono-neus\": \"Implementation of MonoSDF with NeuS rendering formulation.\",\n    \"geo-neus\": \"Implementation of patch warping from GeoNeuS with NeuS.\",\n    \"unisurf\": \"Implementation of UniSurf.\",\n    \"mono-unisurf\": \"Implementation of MonoSDF with unisurf rendering formulation.\",\n    \"geo-unisurf\": \"Implementation of patch warping from GeoNeuS with UniSurf.\",\n    \"tensorf\": \"tensorf\",\n    \"dnerf\": \"Dynamic-NeRF model. (slow)\",\n    \"phototourism\": \"Uses the Phototourism data.\",\n    \"dto\": \"Occupancy field with density guided sampling\",\n    \"neusW\": \"Implementation of Neural Reconstruction in the wild\",\n    \"neus-acc\": \"Implementation of NeuS with empty space skipping.\",\n    \"neus-facto\": \"Implementation of NeuS similar to nerfacto where proposal sampler is used.\",\n    \"neus-facto-bigmlp\": \"NeuS-facto with big MLP, it is used in training heritage data with 8 gpus\",\n}\n\n# assume the entire scene is bounded by a unit cube\nmethod_configs[\"neus-facto\"] = Config(\n    method_name=\"neus-facto\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=5000,\n        steps_per_eval_batch=5000,\n        steps_per_save=20000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=20001,\n        mixed_precision=False,\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            dataparser=SDFStudioDataParserConfig(),\n            train_num_rays_per_batch=2048,\n            eval_num_rays_per_batch=1024,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n        ),\n        model=NeuSFactoModelConfig(\n            sdf_field=SDFFieldConfig(\n                use_grid_feature=True,\n                num_layers=2,\n                num_layers_color=2,\n                hidden_dim=256,\n                bias=0.5,\n                beta_init=0.3,\n                use_appearance_embedding=False,\n            ),\n            background_model=\"none\",  # FIXME\n            eval_num_rays_per_chunk=1024,\n        ),\n    ),\n    optimizers={\n        \"proposal_networks\": {  # fixed gamma=0.3 and n_milestones=3\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": MultiStepSchedulerConfig(max_steps=20000),\n        },\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=500, learning_rate_alpha=0.05, max_steps=20000),\n        },\n        \"field_background\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=500, learning_rate_alpha=0.05, max_steps=20000),\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n\nmethod_configs[\"neus-facto-bigmlp\"] = Config(\n    method_name=\"neus-facto-bigmlp\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=5000,\n        steps_per_eval_batch=5000,\n        steps_per_save=20000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=100001,\n        mixed_precision=False,\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            dataparser=SDFStudioDataParserConfig(),\n            train_num_rays_per_batch=2048,\n            eval_num_rays_per_batch=1024,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n        ),\n        model=NeuSFactoModelConfig(\n            sdf_field=SDFFieldConfig(num_layers=8, hidden_dim=512, num_layers_color=4), eval_num_rays_per_chunk=1024\n        ),\n    ),\n    optimizers={\n        \"proposal_networks\": {\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": MultiStepSchedulerConfig(max_steps=100000),\n        },\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=1e-3, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=500, learning_rate_alpha=0.05, max_steps=100000),\n        },\n        \"field_background\": {\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=500, learning_rate_alpha=0.05, max_steps=100000),\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n\nmethod_configs[\"geo-volsdf\"] = Config(\n    method_name=\"geo-volsdf\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=5000,\n        steps_per_eval_batch=5000,\n        steps_per_save=20000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=200001,\n        mixed_precision=False,\n    ),\n    pipeline=FlexibleInputPipelineConfig(\n        datamanager=FlexibleDataManagerConfig(\n            dataparser=SDFStudioDataParserConfig(),\n            train_num_rays_per_batch=1024,\n            eval_num_rays_per_batch=1024,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n        ),\n        model=VolSDFModelConfig(patch_warp_loss_mult=0.1, eval_num_rays_per_chunk=1024),\n    ),\n    optimizers={\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": MultiStepSchedulerConfig(\n                max_steps=1000000\n            ),  # set max_steps to a large value so it never step and we will use the last_lr form the pretrained model\n        },\n        \"field_background\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": ExponentialSchedulerConfig(decay_rate=0.1, max_steps=200000),\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n\nmethod_configs[\"monosdf\"] = Config(\n    method_name=\"monosdf\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=5000,\n        steps_per_eval_batch=5000,\n        steps_per_save=20000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=200000,\n        mixed_precision=False,\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            dataparser=SDFStudioDataParserConfig(),\n            train_num_rays_per_batch=1024,\n            eval_num_rays_per_batch=1024,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n        ),\n        model=VolSDFModelConfig(mono_depth_loss_mult=0.1, mono_normal_loss_mult=0.05, eval_num_rays_per_chunk=1024),\n    ),\n    optimizers={\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": ExponentialSchedulerConfig(decay_rate=0.1, max_steps=200000),\n        },\n        \"field_background\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": ExponentialSchedulerConfig(decay_rate=0.1, max_steps=200000),\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n\nmethod_configs[\"volsdf\"] = Config(\n    method_name=\"volsdf\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=5000,\n        steps_per_eval_batch=5000,\n        steps_per_save=20000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=100000,\n        mixed_precision=False,\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            dataparser=SDFStudioDataParserConfig(),\n            train_num_rays_per_batch=1024,\n            eval_num_rays_per_batch=1024,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n        ),\n        model=VolSDFModelConfig(eval_num_rays_per_chunk=1024),\n    ),\n    optimizers={\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": ExponentialSchedulerConfig(decay_rate=0.1, max_steps=100000),\n        },\n        \"field_background\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": ExponentialSchedulerConfig(decay_rate=0.1, max_steps=100000),\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n\nmethod_configs[\"geo-neus\"] = Config(\n    method_name=\"geo-neus\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=500,\n        steps_per_eval_batch=5000,\n        steps_per_save=20000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=200000,\n        mixed_precision=False,\n    ),\n    pipeline=FlexibleInputPipelineConfig(\n        datamanager=FlexibleDataManagerConfig(\n            dataparser=SDFStudioDataParserConfig(),\n            train_num_rays_per_batch=1024,\n            eval_num_rays_per_batch=1024,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n        ),\n        model=NeuSModelConfig(patch_warp_loss_mult=0.1, eval_num_rays_per_chunk=1024),\n    ),\n    optimizers={\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=5000, learning_rate_alpha=0.05, max_steps=300000),\n        },\n        \"field_background\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=5000, learning_rate_alpha=0.05, max_steps=300000),\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n\nmethod_configs[\"mono-neus\"] = Config(\n    method_name=\"mono-neus\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=500,\n        steps_per_eval_batch=5000,\n        steps_per_save=20000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=100000,\n        mixed_precision=False,\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            dataparser=SDFStudioDataParserConfig(),\n            train_num_rays_per_batch=1024,\n            eval_num_rays_per_batch=1024,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n        ),\n        model=NeuSModelConfig(mono_depth_loss_mult=0.1, mono_normal_loss_mult=0.05, eval_num_rays_per_chunk=1024),\n    ),\n    optimizers={\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=5000, learning_rate_alpha=0.05, max_steps=300000),\n        },\n        \"field_background\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=5000, learning_rate_alpha=0.05, max_steps=300000),\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n\nmethod_configs[\"neus\"] = Config(\n    method_name=\"neus\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=500,\n        steps_per_eval_batch=5000,\n        steps_per_save=20000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=100000,  # FIXME: 300000?\n        mixed_precision=False,\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            dataparser=SDFStudioDataParserConfig(),\n            train_num_rays_per_batch=1024,\n            eval_num_rays_per_batch=1024,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n        ),\n        model=NeuSModelConfig(eval_num_rays_per_chunk=1024),\n    ),\n    optimizers={\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=5000, learning_rate_alpha=0.05, max_steps=300000),\n        },\n        \"field_background\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=5000, learning_rate_alpha=0.05, max_steps=300000),\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n\nmethod_configs[\"unisurf\"] = Config(\n    method_name=\"unisurf\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=500,\n        steps_per_eval_batch=5000,\n        steps_per_save=20000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=100000,\n        mixed_precision=False,\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            dataparser=SDFStudioDataParserConfig(),\n            train_num_rays_per_batch=1024,\n            eval_num_rays_per_batch=1024,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n        ),\n        model=UniSurfModelConfig(eval_num_rays_per_chunk=1024),\n    ),\n    optimizers={\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=5000, learning_rate_alpha=0.05, max_steps=300000),\n        },\n        \"field_background\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=5000, learning_rate_alpha=0.05, max_steps=300000),\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n\nmethod_configs[\"mono-unisurf\"] = Config(\n    method_name=\"mono-unisurf\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=500,\n        steps_per_eval_batch=5000,\n        steps_per_save=20000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=100000,\n        mixed_precision=False,\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            dataparser=SDFStudioDataParserConfig(),\n            train_num_rays_per_batch=1024,\n            eval_num_rays_per_batch=1024,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n        ),\n        model=UniSurfModelConfig(mono_depth_loss_mult=0.1, mono_normal_loss_mult=0.05, eval_num_rays_per_chunk=1024),\n    ),\n    optimizers={\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=5000, learning_rate_alpha=0.05, max_steps=300000),\n        },\n        \"field_background\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=5000, learning_rate_alpha=0.05, max_steps=300000),\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n\nmethod_configs[\"geo-unisurf\"] = Config(\n    method_name=\"geo-unisurf\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=500,\n        steps_per_eval_batch=5000,\n        steps_per_save=20000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=100000,\n        mixed_precision=False,\n    ),\n    pipeline=FlexibleInputPipelineConfig(\n        datamanager=FlexibleDataManagerConfig(\n            dataparser=SDFStudioDataParserConfig(),\n            train_num_rays_per_batch=1024,\n            eval_num_rays_per_batch=1024,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n        ),\n        model=UniSurfModelConfig(patch_warp_loss_mult=0.1, eval_num_rays_per_chunk=1024),\n    ),\n    optimizers={\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=5000, learning_rate_alpha=0.05, max_steps=300000),\n        },\n        \"field_background\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=5000, learning_rate_alpha=0.05, max_steps=300000),\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n\nmethod_configs[\"dto\"] = Config(\n    method_name=\"dto\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=2000,\n        steps_per_eval_batch=5000,\n        steps_per_save=5000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=100000,\n        mixed_precision=False,\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            dataparser=SDFStudioDataParserConfig(),\n            train_num_rays_per_batch=2048,\n            eval_num_rays_per_batch=2048,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n        ),\n        model=DtoOModelConfig(eval_num_rays_per_chunk=1 << 10),\n    ),\n    optimizers={\n        \"proposal_networks\": {\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": MultiStepSchedulerConfig(max_steps=300000),\n        },\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": MultiStepSchedulerConfig(max_steps=300000),\n        },\n        \"occupancy_field\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=500, learning_rate_alpha=0.05, max_steps=300000),\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n\nmethod_configs[\"neusW\"] = Config(\n    method_name=\"neusW\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=5000,\n        steps_per_eval_batch=5000,\n        steps_per_save=5000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=100000,\n        mixed_precision=False,\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            dataparser=SDFStudioDataParserConfig(),\n            train_num_rays_per_batch=2048,\n            eval_num_rays_per_batch=2048,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n        ),\n        model=NeuralReconWModelConfig(\n            background_model=\"grid\", num_samples_outside=4, eikonal_loss_mult=0.0001, eval_num_rays_per_chunk=1 << 10\n        ),\n    ),\n    optimizers={\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=1e-3, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=500, learning_rate_alpha=0.05, max_steps=300000),\n        },\n        \"field_background\": {\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": MultiStepSchedulerConfig(max_steps=300000),\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"wandb\",\n)\n\nmethod_configs[\"neus-acc\"] = Config(\n    method_name=\"neus-acc\",\n    trainer=TrainerConfig(\n        steps_per_eval_image=5000,\n        steps_per_eval_batch=5000,\n        steps_per_save=20000,\n        steps_per_eval_all_images=1000000,  # set to a very large model so we don't eval with all images\n        max_num_iterations=20000,\n        mixed_precision=False,\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            dataparser=SDFStudioDataParserConfig(),\n            train_num_rays_per_batch=2048,\n            eval_num_rays_per_batch=1024,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"off\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n        ),\n        model=NeuSAccModelConfig(eval_num_rays_per_chunk=1024),\n    ),\n    optimizers={\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=500, learning_rate_alpha=0.05, max_steps=20000),\n        },\n        \"field_background\": {\n            \"optimizer\": AdamOptimizerConfig(lr=5e-4, eps=1e-15),\n            \"scheduler\": NeuSSchedulerConfig(warm_up_end=500, learning_rate_alpha=0.05, max_steps=20000),\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n\nmethod_configs[\"nerfacto\"] = Config(\n    method_name=\"nerfacto\",\n    trainer=TrainerConfig(\n        steps_per_eval_batch=5000, steps_per_save=2000, max_num_iterations=30000, mixed_precision=True\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            dataparser=NerfstudioDataParserConfig(),\n            train_num_rays_per_batch=4096,\n            eval_num_rays_per_batch=4096,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"SO3xR3\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n        ),\n        model=NerfactoModelConfig(eval_num_rays_per_chunk=1 << 15),\n    ),\n    optimizers={\n        \"proposal_networks\": {\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": MultiStepSchedulerConfig(max_steps=300000),  # FIXME: 30000?\n        },\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": MultiStepSchedulerConfig(max_steps=300000),  # FIXME: 30000?\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n\nmethod_configs[\"instant-ngp\"] = Config(\n    method_name=\"instant-ngp\",\n    trainer=TrainerConfig(\n        steps_per_eval_batch=5000,\n        steps_per_eval_image=5000,\n        steps_per_save=20000,\n        max_num_iterations=20001,\n        mixed_precision=True,\n        steps_per_eval_all_images=20000,\n    ),\n    pipeline=DynamicBatchPipelineConfig(\n        datamanager=VanillaDataManagerConfig(dataparser=NerfstudioDataParserConfig(), train_num_rays_per_batch=8192),\n        model=InstantNGPModelConfig(render_step_size=0.005, eval_num_rays_per_chunk=8192),\n    ),\n    optimizers={\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": MultiStepSchedulerConfig(max_steps=20000),\n        }\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=64000),\n    vis=\"viewer\",\n)\n\nmethod_configs[\"mipnerf\"] = Config(\n    method_name=\"mipnerf\",\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(dataparser=NerfstudioDataParserConfig(), train_num_rays_per_batch=1024),\n        model=VanillaModelConfig(\n            _target=MipNerfModel,\n            loss_coefficients={\"rgb_loss_coarse\": 0.1, \"rgb_loss_fine\": 1.0},\n            num_coarse_samples=128,\n            num_importance_samples=128,\n            eval_num_rays_per_chunk=1024,\n        ),\n    ),\n    optimizers={\n        \"fields\": {\n            \"optimizer\": RAdamOptimizerConfig(lr=5e-4, eps=1e-08),\n            \"scheduler\": None,\n        }\n    },\n)\n\nmethod_configs[\"semantic-nerfw\"] = Config(\n    method_name=\"semantic-nerfw\",\n    trainer=TrainerConfig(\n        steps_per_eval_batch=500, steps_per_save=2000, max_num_iterations=30000, mixed_precision=True\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=SemanticDataManagerConfig(\n            dataparser=FriendsDataParserConfig(), train_num_rays_per_batch=4096, eval_num_rays_per_batch=8192\n        ),\n        model=SemanticNerfWModelConfig(eval_num_rays_per_chunk=1 << 16),\n    ),\n    optimizers={\n        \"proposal_networks\": {\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": None,\n        },\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": None,\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 16),\n    vis=\"viewer\",\n)\n\nmethod_configs[\"vanilla-nerf\"] = Config(\n    method_name=\"vanilla-nerf\",\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            dataparser=BlenderDataParserConfig(),\n        ),\n        model=VanillaModelConfig(_target=NeRFModel),\n    ),\n    optimizers={\n        \"fields\": {\n            \"optimizer\": RAdamOptimizerConfig(lr=5e-4, eps=1e-08),\n            \"scheduler\": None,\n        },\n        \"temporal_distortion\": {\n            \"optimizer\": RAdamOptimizerConfig(lr=5e-4, eps=1e-08),\n            \"scheduler\": None,\n        },\n    },\n)\n\nmethod_configs[\"tensorf\"] = Config(\n    method_name=\"tensorf\",\n    trainer=TrainerConfig(mixed_precision=False),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(\n            dataparser=BlenderDataParserConfig(),\n        ),\n        model=TensoRFModelConfig(),\n    ),\n    optimizers={\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=0.001),\n            \"scheduler\": SchedulerConfig(lr_final=0.0001, max_steps=30000),\n        },\n        \"encodings\": {\n            \"optimizer\": AdamOptimizerConfig(lr=0.02),\n            \"scheduler\": SchedulerConfig(lr_final=0.002, max_steps=30000),\n        },\n    },\n)\n\nmethod_configs[\"dnerf\"] = Config(\n    method_name=\"dnerf\",\n    pipeline=VanillaPipelineConfig(\n        datamanager=VanillaDataManagerConfig(dataparser=DNeRFDataParserConfig()),\n        model=VanillaModelConfig(\n            _target=NeRFModel,\n            enable_temporal_distortion=True,\n            temporal_distortion_params={\"kind\": TemporalDistortionKind.DNERF},\n        ),\n    ),\n    optimizers={\n        \"fields\": {\n            \"optimizer\": RAdamOptimizerConfig(lr=5e-4, eps=1e-08),\n            \"scheduler\": None,\n        },\n        \"temporal_distortion\": {\n            \"optimizer\": RAdamOptimizerConfig(lr=5e-4, eps=1e-08),\n            \"scheduler\": None,\n        },\n    },\n)\n\nmethod_configs[\"phototourism\"] = Config(\n    method_name=\"phototourism\",\n    trainer=TrainerConfig(\n        steps_per_eval_batch=500, steps_per_save=2000, max_num_iterations=30000, mixed_precision=True\n    ),\n    pipeline=VanillaPipelineConfig(\n        datamanager=VariableResDataManagerConfig(  # NOTE: one of the only differences with nerfacto\n            dataparser=PhototourismDataParserConfig(),  # NOTE: one of the only differences with nerfacto\n            train_num_rays_per_batch=4096,\n            eval_num_rays_per_batch=4096,\n            camera_optimizer=CameraOptimizerConfig(\n                mode=\"SO3xR3\", optimizer=AdamOptimizerConfig(lr=6e-4, eps=1e-8, weight_decay=1e-2)\n            ),\n        ),\n        model=NerfactoModelConfig(eval_num_rays_per_chunk=1 << 15),\n    ),\n    optimizers={\n        \"proposal_networks\": {\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": None,\n        },\n        \"fields\": {\n            \"optimizer\": AdamOptimizerConfig(lr=1e-2, eps=1e-15),\n            \"scheduler\": None,\n        },\n    },\n    viewer=ViewerConfig(num_rays_per_chunk=1 << 15),\n    vis=\"viewer\",\n)\n\nAnnotatedBaseConfigUnion = tyro.conf.SuppressFixed[  # Don't show unparseable (fixed) arguments in helptext.\n    tyro.conf.FlagConversionOff[\n        tyro.extras.subcommand_type_from_defaults(defaults=method_configs, descriptions=descriptions)\n    ]\n]\n\"\"\"Union[] type over config types, annotated with default instances for use with\ntyro.cli(). Allows the user to pick between one of several base configurations, and\nthen override values in it.\"\"\"\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/engine/__init__.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/engine/callbacks.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nCallback code used for training iterations\n\"\"\"\n\nfrom dataclasses import InitVar, dataclass\nfrom enum import Enum, auto\nfrom inspect import signature\nfrom typing import Callable, Dict, List, Optional, Tuple\n\nfrom nerfstudio.configs.base_config import TrainerConfig\n\n\n@dataclass\nclass TrainingCallbackAttributes:\n    \"\"\"Attributes that can be used to configure training callbacks.\n    The callbacks can be specified in the Dataloader or Model implementations.\n    Instead of providing access to the entire Trainer object, we only provide these attributes.\n    This should be least prone to errors and fairly clean from a user perspective.\"\"\"\n\n    # TODO(ethan): type this without circular imports\n    optimizers: Optional[InitVar]\n    \"\"\"optimizers for training\"\"\"\n    grad_scaler: Optional[InitVar]\n    \"\"\"gradient scalers\"\"\"\n    pipeline: Optional[InitVar]\n    \"\"\"reference to training pipeline\"\"\"\n    config: TrainerConfig\n    \"\"\"the trainer config\"\"\"\n\n\nclass TrainingCallbackLocation(Enum):\n    \"\"\"Enum for specifying where the training callback should be run.\"\"\"\n\n    BEFORE_TRAIN_ITERATION = auto()\n    AFTER_TRAIN_ITERATION = auto()\n\n\nclass TrainingCallback:\n    \"\"\"Callback class used during training.\n    The function 'func' with 'args' and 'kwargs' will be called every 'update_every_num_iters' training iterations,\n    including at iteration 0. The function is called after the training iteration.\n\n    Args:\n        where_to_run: List of locations for when to run callbak (before/after iteration)\n        func: The function that will be called.\n        update_every_num_iters: How often to call the function `func`.\n        iters: Tuple of iteration steps to perform callback\n        args: args for the function 'func'.\n        kwargs: kwargs for the function 'func'.\n    \"\"\"\n\n    def __init__(\n        self,\n        where_to_run: List[TrainingCallbackLocation],\n        func: Callable,\n        update_every_num_iters: Optional[int] = None,\n        iters: Optional[Tuple[int, ...]] = None,\n        args: Optional[List] = None,\n        kwargs: Optional[Dict] = None,\n    ):\n        assert (\n            \"step\" in signature(func).parameters.keys()\n        ), f\"'step: int' must be an argument in the callback function 'func': {func.__name__}\"\n        self.where_to_run = where_to_run\n        self.update_every_num_iters = update_every_num_iters\n        self.iters = iters\n        self.func = func\n        self.args = args if args is not None else []\n        self.kwargs = kwargs if kwargs is not None else {}\n\n    def run_callback(self, step: int):\n        \"\"\"Callback to run after training step\n\n        Args:\n            step: current iteration step\n        \"\"\"\n        if self.update_every_num_iters is not None:\n            if step % self.update_every_num_iters == 0:\n                self.func(*self.args, **self.kwargs, step=step)\n        elif self.iters is not None:\n            if step in self.iters:\n                self.func(*self.args, **self.kwargs, step=step)\n\n    def run_callback_at_location(self, step: int, location: TrainingCallbackLocation):\n        \"\"\"Runs the callback if it's supposed to be run at the given location.\n\n        Args:\n            step: current iteration step\n            location: when to run callback (before/after iteration)\n        \"\"\"\n        if location in self.where_to_run:\n            self.run_callback(step=step)\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/engine/optimizers.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nOptimizers class.\n\"\"\"\nfrom __future__ import annotations\n\nfrom dataclasses import dataclass\nfrom typing import Any, Dict, List, Optional, Type\nfrom rich.console import Console\n\nimport torch\nfrom torch.cuda.amp.grad_scaler import GradScaler\nfrom torch.nn.parameter import Parameter\n\nfrom nerfstudio.configs import base_config\nfrom nerfstudio.utils import writer\n\nCONSOLE = Console(width=128)\n\n\n# Optimizer related configs\n@dataclass\nclass OptimizerConfig(base_config.PrintableConfig):\n    \"\"\"Basic optimizer config with RAdam\"\"\"\n\n    _target: Type = torch.optim.Adam\n    \"\"\"The optimizer class to use.\"\"\"\n    lr: float = 0.0005\n    \"\"\"The learning rate to use.\"\"\"\n    eps: float = 1e-08\n    \"\"\"The epsilon value to use.\"\"\"\n    max_norm: Optional[float] = None\n    \"\"\"The max norm to use for gradient clipping.\"\"\"\n\n    # TODO: somehow make this more generic. i dont like the idea of overriding the setup function\n    # but also not sure how to go about passing things into predefined torch objects.\n    def setup(self, params) -> Any:\n        \"\"\"Returns the instantiated object using the config.\"\"\"\n        kwargs = vars(self).copy()\n        kwargs.pop(\"_target\")\n        kwargs.pop(\"max_norm\")\n        return self._target(params, **kwargs)\n\n\n@dataclass\nclass AdamOptimizerConfig(OptimizerConfig):\n    \"\"\"Basic optimizer config with Adam\"\"\"\n\n    _target: Type = torch.optim.Adam\n    weight_decay: float = 0\n\n\n@dataclass\nclass RAdamOptimizerConfig(OptimizerConfig):\n    \"\"\"Basic optimizer config with RAdam\"\"\"\n\n    _target: Type = torch.optim.RAdam\n\n\n@dataclass\nclass AdamWOptimizerConfig(OptimizerConfig):\n    \"\"\"Basic optimizer config with AdamW\"\"\"\n\n    _target: Type = torch.optim.AdamW\n    weight_decay: float = 1e-2\n\n\ndef setup_optimizers(config: base_config.Config, param_groups: Dict[str, List[Parameter]]) -> \"Optimizers\":\n    \"\"\"Helper to set up the optimizers\n\n    Args:\n        config: The trainer configuration object.\n        param_groups: A dictionary of parameter groups to optimize.\n\n    Returns:\n        The optimizers object.\n    \"\"\"\n    optimizer_config = config.optimizers.copy()\n\n    # Add the camera optimizer if enabled.\n    camera_optimizer_config = config.pipeline.datamanager.camera_optimizer\n    if camera_optimizer_config.mode != \"off\":\n        assert camera_optimizer_config.param_group not in optimizer_config\n        optimizer_config[camera_optimizer_config.param_group] = {\n            \"optimizer\": config.pipeline.datamanager.camera_optimizer.optimizer,\n            \"scheduler\": config.pipeline.datamanager.camera_optimizer.scheduler,\n        }\n    return Optimizers(optimizer_config, param_groups)\n\n\nclass Optimizers:\n    \"\"\"A set of optimizers.\n\n    Args:\n        config: The optimizer configuration object.\n        param_groups: A dictionary of parameter groups to optimize.\n    \"\"\"\n\n    def __init__(self, config: Dict[str, Any], param_groups: Dict[str, List[Parameter]]):\n        self.config = config\n        self.optimizers = {}\n        self.schedulers = {}\n        self.parameters = {}\n        for param_group_name, params in param_groups.items():\n            if param_group_name not in config:\n                CONSOLE.log(f\"[bold red] No optimizer config for param group: '{param_group_name}', params will not be optimized!\")\n                continue\n            lr_init = config[param_group_name][\"optimizer\"].lr\n            self.optimizers[param_group_name] = config[param_group_name][\"optimizer\"].setup(params=params)\n            self.parameters[param_group_name] = params\n            if config[param_group_name][\"scheduler\"]:\n                self.schedulers[param_group_name] = config[param_group_name][\"scheduler\"].setup(\n                    optimizer=self.optimizers[param_group_name], lr_init=lr_init\n                )\n\n    def optimizer_step(self, param_group_name: str) -> None:\n        \"\"\"Fetch and step corresponding optimizer.\n\n        Args:\n            param_group_name: name of optimizer to step forward\n        \"\"\"\n        self.optimizers[param_group_name].step()\n\n    def scheduler_step(self, param_group_name: str) -> None:\n        \"\"\"Fetch and step corresponding scheduler.\n\n        Args:\n            param_group_name: name of scheduler to step forward\n        \"\"\"\n        if self.config.param_group_name.scheduler:  # type: ignore\n            self.schedulers[param_group_name].step()\n\n    def zero_grad_all(self) -> None:\n        \"\"\"Zero the gradients for all optimizer parameters.\"\"\"\n        for _, optimizer in self.optimizers.items():\n            optimizer.zero_grad()\n\n    def optimizer_scaler_step_all(self, grad_scaler: GradScaler) -> None:\n        \"\"\"Take an optimizer step using a grad scaler.\n\n        Args:\n            grad_scaler: GradScaler to use\n        \"\"\"\n        for param_group, optimizer in self.optimizers.items():\n            has_grads = any(\n            p.grad is not None\n            for group in optimizer.param_groups\n            for p in group[\"params\"]\n            )\n            if not has_grads:\n                continue\n            max_norm = self.config[param_group][\"optimizer\"].max_norm\n            if max_norm is not None:\n                grad_scaler.unscale_(optimizer)\n                torch.nn.utils.clip_grad_norm_(self.parameters[param_group], max_norm)\n            grad_scaler.step(optimizer)\n\n    def optimizer_step_all(self):\n        \"\"\"Run step for all optimizers.\"\"\"\n        for param_group, optimizer in self.optimizers.items():\n            # note that they key is the parameter name\n            max_norm = self.config[param_group][\"optimizer\"].max_norm\n            if max_norm is not None:\n                torch.nn.utils.clip_grad_norm_(self.parameters[param_group], max_norm)\n            optimizer.step()\n\n    def scheduler_step_all(self, step: int) -> None:\n        \"\"\"Run step for all schedulers.\n\n        Args:\n            step: the current step\n        \"\"\"\n        for param_group_name, scheduler in self.schedulers.items():\n            scheduler.step()\n            # TODO(ethan): clean this up. why is there indexing into a list?\n            lr = scheduler.get_last_lr()[0]\n            writer.put_scalar(name=f\"learning_rate/{param_group_name}\", scalar=lr, step=step)\n\n    def load_optimizers(self, loaded_state: Dict[str, Any]) -> None:\n        \"\"\"Helper to load the optimizer state from previous checkpoint\n\n        Args:\n            loaded_state: the state from the previous checkpoint\n        \"\"\"\n        for k, v in loaded_state.items():\n            self.optimizers[k].load_state_dict(v)\n\n    def load_schedulers(self, loaded_state: Dict[str, Any]) -> None:\n        \"\"\"Helper to load the schedulers state from previous checkpoint\n\n        Args:\n            loaded_state: the state from the previous checkpoint\n        \"\"\"\n        for k, v in loaded_state.items():\n            self.schedulers[k].load_state_dict(v)\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/engine/schedulers.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"Scheduler Classes\"\"\"\n\nfrom dataclasses import dataclass, field\nfrom typing import Any, Optional, Type\n\nimport numpy as np\nfrom torch.optim import Optimizer, lr_scheduler\n\nfrom nerfstudio.configs.base_config import InstantiateConfig\n\n\n@dataclass\nclass SchedulerConfig(InstantiateConfig):\n    \"\"\"Basic scheduler config with self-defined exponential decay schedule\"\"\"\n\n    _target: Type = field(default_factory=lambda: ExponentialDecaySchedule)\n    lr_final: float = 0.000005\n    max_steps: int = 1000000\n\n    # TODO: somehow make this more generic. i dont like the idea of overriding the setup function\n    # but also not sure how to go about passing things into predefined torch objects.\n    def setup(self, optimizer=None, lr_init=None, **kwargs) -> Any:\n        \"\"\"Returns the instantiated object using the config.\"\"\"\n        return self._target(optimizer, lr_init, self.lr_final, self.max_steps)\n\n\nclass ExponentialDecaySchedule(lr_scheduler.LambdaLR):\n    \"\"\"Exponential learning rate decay function.\n    See https://github.com/google-research/google-research/blob/\n    fd2cea8cdd86b3ed2c640cbe5561707639e682f3/jaxnerf/nerf/utils.py#L360\n    for details.\n\n    Args:\n        optimizer: The optimizer to update.\n        lr_init: The initial learning rate.\n        lr_final: The final learning rate.\n        max_steps: The maximum number of steps.\n        lr_delay_steps: The number of steps to delay the learning rate.\n        lr_delay_mult: The multiplier for the learning rate after the delay.\n    \"\"\"\n\n    config: SchedulerConfig\n\n    def __init__(self, optimizer, lr_init, lr_final, max_steps, lr_delay_steps=0, lr_delay_mult=1.0) -> None:\n        def func(step):\n            if lr_delay_steps > 0:\n                delay_rate = lr_delay_mult + (1 - lr_delay_mult) * np.sin(\n                    0.5 * np.pi * np.clip(step / lr_delay_steps, 0, 1)\n                )\n            else:\n                delay_rate = 1.0\n            t = np.clip(step / max_steps, 0, 1)\n            log_lerp = np.exp(np.log(lr_init) * (1 - t) + np.log(lr_final) * t)\n            multiplier = (\n                log_lerp / lr_init\n            )  # divided by lr_init because the multiplier is with the initial learning rate\n            return delay_rate * multiplier\n\n        super().__init__(optimizer, lr_lambda=func)\n\n\nclass DelayerScheduler(lr_scheduler.LambdaLR):\n    \"\"\"Starts with a flat lr schedule until it reaches N epochs then applies a given scheduler\"\"\"\n\n    def __init__(\n        self,\n        optimizer: Optimizer,\n        lr_init,  # pylint: disable=unused-argument\n        lr_final,  # pylint: disable=unused-argument\n        max_steps,  # pylint: disable=unused-argument\n        delay_epochs: int = 500,\n        after_scheduler: Optional[lr_scheduler.LambdaLR] = None,\n    ) -> None:\n        def func(step):\n            if step > delay_epochs:\n                if after_scheduler is not None:\n                    multiplier = after_scheduler.lr_lambdas[0](step - delay_epochs)  # type: ignore\n                    return multiplier\n                return 1.0\n            return 0.0\n\n        super().__init__(optimizer, lr_lambda=func)\n\n\nclass DelayedExponentialScheduler(DelayerScheduler):\n    \"\"\"Delayer Scheduler with an Exponential Scheduler initialized afterwards.\"\"\"\n\n    def __init__(\n        self,\n        optimizer: Optimizer,\n        lr_init,\n        lr_final,\n        max_steps,\n        delay_epochs: int = 200,\n    ):\n        after_scheduler = ExponentialDecaySchedule(\n            optimizer,\n            lr_init,\n            lr_final,\n            max_steps,\n        )\n        super().__init__(optimizer, lr_init, lr_final, max_steps, delay_epochs, after_scheduler=after_scheduler)\n\n\n@dataclass\nclass MultiStepSchedulerConfig(InstantiateConfig):\n    \"\"\"Basic scheduler config with self-defined exponential decay schedule\"\"\"\n\n    _target: Type = field(default_factory=lambda: lr_scheduler.MultiStepLR)\n    max_steps: int = 1000000\n\n    def setup(self, optimizer=None, lr_init=None, **kwargs) -> Any:\n        \"\"\"Returns the instantiated object using the config.\"\"\"\n        return self._target(\n            optimizer,\n            milestones=[self.max_steps // 2, self.max_steps * 3 // 4, self.max_steps * 9 // 10],\n            gamma=0.33,\n        )\n\n\n@dataclass\nclass ExponentialSchedulerConfig(InstantiateConfig):\n    \"\"\"Basic scheduler config with self-defined exponential decay schedule\"\"\"\n\n    _target: Type = field(default_factory=lambda: lr_scheduler.ExponentialLR)\n    decay_rate: float = 0.1\n    max_steps: int = 1000000\n\n    def setup(self, optimizer=None, lr_init=None, **kwargs) -> Any:\n        \"\"\"Returns the instantiated object using the config.\"\"\"\n        return self._target(\n            optimizer,\n            self.decay_rate ** (1.0 / self.max_steps),\n        )\n\n\n@dataclass\nclass NeuSSchedulerConfig(InstantiateConfig):\n    \"\"\"Basic scheduler config with self-defined exponential decay schedule\"\"\"\n\n    _target: Type = field(default_factory=lambda: NeuSScheduler)\n    warm_up_end: int = 5000\n    learning_rate_alpha: float = 0.05\n    max_steps: int = 300000\n\n    def setup(self, optimizer=None, lr_init=None, **kwargs) -> Any:\n        \"\"\"Returns the instantiated object using the config.\"\"\"\n        return self._target(\n            optimizer,\n            self.warm_up_end,\n            self.learning_rate_alpha,\n            self.max_steps,\n        )\n\n\nclass NeuSScheduler(lr_scheduler.LambdaLR):\n    \"\"\"Starts with a flat lr schedule until it reaches N epochs then applies a given scheduler\"\"\"\n\n    def __init__(self, optimizer, warm_up_end, learning_rate_alpha, max_steps) -> None:\n        def func(step):\n            if step < warm_up_end:\n                learning_factor = step / warm_up_end\n            else:\n                alpha = learning_rate_alpha\n                progress = (step - warm_up_end) / (max_steps - warm_up_end)\n                learning_factor = (np.cos(np.pi * progress) + 1.0) * 0.5 * (1 - alpha) + alpha\n            return learning_factor\n\n        super().__init__(optimizer, lr_lambda=func)\n\n\n@dataclass\nclass AutoReconSchedulerConfig(InstantiateConfig):\n    \"\"\"Scheduler tuned for AutoRecon w/ progressive hash encoding training\"\"\"\n\n    _target: Type = field(default_factory=lambda: AutoReconScheduler)\n    warm_up_end: int = 250\n    # learning_rate_alpha: float = 0.05\n    # max_steps: int = 300000\n\n    def setup(self, optimizer=None, lr_init=None, **kwargs) -> Any:\n        \"\"\"Returns the instantiated object using the config.\"\"\"\n        return self._target(\n            optimizer,\n            self.warm_up_end,\n        )\n\n\nclass AutoReconScheduler(lr_scheduler.LambdaLR):\n    \"\"\"warm up then decay\"\"\"\n\n    def __init__(self, optimizer, warm_up_end) -> None:\n        def func(step):\n            if step < warm_up_end:\n                learning_factor = step / warm_up_end\n            else:\n                learning_factor = 1.0\n            return learning_factor\n\n        super().__init__(optimizer, lr_lambda=func)\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/engine/trainer.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nCode to train model.\n\"\"\"\nfrom __future__ import annotations\n\nimport dataclasses\nimport functools\nimport os\nimport time\nfrom typing import Dict, List, Tuple\n\nimport torch\nfrom rich.console import Console\nfrom torch.cuda.amp.grad_scaler import GradScaler\nfrom typing_extensions import Literal\n\nfrom nerfstudio.configs import base_config as cfg\nfrom nerfstudio.engine.callbacks import (\n    TrainingCallback,\n    TrainingCallbackAttributes,\n    TrainingCallbackLocation,\n)\nfrom nerfstudio.engine.optimizers import Optimizers, setup_optimizers\nfrom nerfstudio.pipelines.base_pipeline import VanillaPipeline\nfrom nerfstudio.utils import profiler, writer\nfrom nerfstudio.utils.decorators import (\n    check_eval_enabled,\n    check_main_thread,\n    check_viewer_enabled,\n)\nfrom nerfstudio.utils.misc import step_check\nfrom nerfstudio.utils.writer import EventName, TimeWriter\nfrom nerfstudio.viewer.server import viewer_utils\n\nCONSOLE = Console(width=120)\n\n\nclass Trainer:\n    \"\"\"Trainer class\n\n    Args:\n        config: The configuration object.\n        local_rank: Local rank of the process.\n        world_size: World size of the process.\n\n    Attributes:\n        config: The configuration object.\n        local_rank: Local rank of the process.\n        world_size: World size of the process.\n        device: The device to run the training on.\n        pipeline: The pipeline object.\n        optimizers: The optimizers object.\n        callbacks: The callbacks object.\n    \"\"\"\n\n    pipeline: VanillaPipeline\n    optimizers: Optimizers\n    callbacks: List[TrainingCallback]\n\n    def __init__(self, config: cfg.Config, local_rank: int = 0, world_size: int = 1):\n        self.config = config\n        self.local_rank = local_rank\n        self.world_size = world_size\n        self.device = \"cpu\" if world_size == 0 else f\"cuda:{local_rank}\"\n        self.mixed_precision = self.config.trainer.mixed_precision\n        if self.device == \"cpu\":\n            self.mixed_precision = False\n            CONSOLE.print(\"Mixed precision is disabled for CPU training.\")\n        self._start_step = 0\n        # optimizers\n        self.grad_scaler = GradScaler(enabled=self.mixed_precision)\n\n        self.base_dir = config.get_base_dir()\n        # directory to save checkpoints\n        self.checkpoint_dir = config.get_checkpoint_dir()\n        CONSOLE.log(f\"Saving checkpoints to: {self.checkpoint_dir}\")\n        # set up viewer if enabled\n        viewer_log_path = self.base_dir / config.viewer.relative_log_filename\n        self.viewer_state, banner_messages = None, None\n        if self.config.is_viewer_enabled() and local_rank == 0:\n            self.viewer_state, banner_messages = viewer_utils.setup_viewer(config.viewer, log_filename=viewer_log_path)\n        self._check_viewer_warnings()\n        # set up writers/profilers if enabled\n        writer_log_path = self.base_dir / config.logging.relative_log_dir\n        writer.setup_event_writer(config, log_dir=writer_log_path)\n        writer.setup_local_writer(\n            config.logging, max_iter=config.trainer.max_num_iterations, banner_messages=banner_messages\n        )\n        writer.put_config(name=\"config\", config_dict=dataclasses.asdict(config), step=0)\n        profiler.setup_profiler(config.logging)\n\n    def setup(self, test_mode: Literal[\"test\", \"val\", \"inference\"] = \"val\"):\n        \"\"\"Setup the Trainer by calling other setup functions.\n\n        Args:\n            test_mode:\n                'val': loads train/val datasets into memory\n                'test': loads train/test datset into memory\n                'inference': does not load any dataset into memory\n        \"\"\"\n        self.pipeline = self.config.pipeline.setup(\n            device=self.device, test_mode=test_mode, world_size=self.world_size, local_rank=self.local_rank\n        )\n        self.optimizers = setup_optimizers(self.config, self.pipeline.get_param_groups())\n\n        self._load_checkpoint()\n\n        self.callbacks = self.pipeline.get_training_callbacks(\n            TrainingCallbackAttributes(\n                optimizers=self.optimizers,  # type: ignore\n                grad_scaler=self.grad_scaler,  # type: ignore\n                pipeline=self.pipeline,  # type: ignore\n                config=self.config.trainer,  # type: ignore\n            )\n        )\n\n    def train(self) -> None:\n        \"\"\"Train the model.\"\"\"\n        assert self.pipeline.datamanager.train_dataset is not None, \"Missing DatsetInputs\"\n        self._init_viewer_state()\n        with TimeWriter(writer, EventName.TOTAL_TRAIN_TIME):\n            num_iterations = self.config.trainer.max_num_iterations\n            step = 0\n            for step in range(self._start_step, self._start_step + num_iterations):\n                with TimeWriter(writer, EventName.ITER_TRAIN_TIME, step=step) as train_t:\n\n                    self.pipeline.train()\n\n                    # training callbacks before the training iteration\n                    for callback in self.callbacks:\n                        callback.run_callback_at_location(\n                            step, location=TrainingCallbackLocation.BEFORE_TRAIN_ITERATION\n                        )\n\n                    # time the forward pass\n                    loss, loss_dict, metrics_dict = self.train_iteration(step)\n\n                    # training callbacks after the training iteration\n                    for callback in self.callbacks:\n                        callback.run_callback_at_location(step, location=TrainingCallbackLocation.AFTER_TRAIN_ITERATION)\n\n                # Skip the first two steps to avoid skewed timings that break the viewer rendering speed estimate.\n                if step > 1:\n                    writer.put_time(\n                        name=EventName.TRAIN_RAYS_PER_SEC,\n                        duration=self.config.pipeline.datamanager.train_num_rays_per_batch / train_t.duration,\n                        step=step,\n                        avg_over_steps=True,\n                    )\n\n                self._update_viewer_state(step)\n\n                # a batch of train rays\n                if step_check(step, self.config.logging.steps_per_log, run_at_zero=True):\n                    writer.put_scalar(name=\"Train Loss\", scalar=loss, step=step)\n                    writer.put_dict(name=\"Train Loss Dict\", scalar_dict=loss_dict, step=step)\n                    writer.put_dict(name=\"Train Metrics Dict\", scalar_dict=metrics_dict, step=step)\n\n                self.eval_iteration(step)\n\n                if step_check(step, self.config.trainer.steps_per_save):\n                    self.save_checkpoint(step)\n\n                writer.write_out_storage()\n            # save checkpoint at the end of training\n            self.save_checkpoint(step)\n\n            CONSOLE.rule()\n            CONSOLE.print(\"[bold green]:tada: :tada: :tada: Training Finished :tada: :tada: :tada:\", justify=\"center\")\n            if not self.config.viewer.quit_on_train_completion:\n                CONSOLE.print(\"Use ctrl+c to quit\", justify=\"center\")\n                self._always_render(step)\n\n    @check_main_thread\n    def _always_render(self, step):\n        if self.config.is_viewer_enabled():\n            while True:\n                self.viewer_state.vis[\"renderingState/isTraining\"].write(False)\n                self._update_viewer_state(step)\n\n    @check_main_thread\n    def _check_viewer_warnings(self) -> None:\n        \"\"\"Helper to print out any warnings regarding the way the viewer/loggers are enabled\"\"\"\n        if self.config.is_viewer_enabled():\n            string = (\n                \"[NOTE] Not running eval iterations since only viewer is enabled.\"\n                \" Use [yellow]--vis wandb[/yellow] or [yellow]--vis tensorboard[/yellow] to run with eval instead.\"\n            )\n            CONSOLE.print(f\"{string}\")\n\n    @check_viewer_enabled\n    def _init_viewer_state(self) -> None:\n        \"\"\"Initializes viewer scene with given train dataset\"\"\"\n        assert self.viewer_state and self.pipeline.datamanager.train_dataset\n        self.viewer_state.init_scene(\n            dataset=self.pipeline.datamanager.train_dataset,\n            start_train=self.config.viewer.start_train,\n        )\n        if not self.config.viewer.start_train:\n            self._always_render(self._start_step)\n\n    @check_viewer_enabled\n    def _update_viewer_state(self, step: int):\n        \"\"\"Updates the viewer state by rendering out scene with current pipeline\n        Returns the time taken to render scene.\n\n        Args:\n            step: current train step\n        \"\"\"\n        assert self.viewer_state is not None\n        with TimeWriter(writer, EventName.ITER_VIS_TIME, step=step) as _:\n            num_rays_per_batch = self.config.pipeline.datamanager.train_num_rays_per_batch\n            try:\n                self.viewer_state.update_scene(self, step, self.pipeline.model, num_rays_per_batch)\n            except RuntimeError:\n                time.sleep(0.03)  # sleep to allow buffer to reset\n                assert self.viewer_state.vis is not None\n                self.viewer_state.vis[\"renderingState/log_errors\"].write(\n                    \"Error: GPU out of memory. Reduce resolution to prevent viewer from crashing.\"\n                )\n\n    @check_viewer_enabled\n    def _update_viewer_rays_per_sec(self, train_t: TimeWriter, vis_t: TimeWriter, step: int):\n        \"\"\"Performs update on rays/sec calclation for training\n\n        Args:\n            train_t: timer object carrying time to execute total training iteration\n            vis_t: timer object carrying time to execute visualization step\n            step: current step\n        \"\"\"\n        train_num_rays_per_batch = self.config.pipeline.datamanager.train_num_rays_per_batch\n        writer.put_time(\n            name=EventName.TRAIN_RAYS_PER_SEC,\n            duration=train_num_rays_per_batch / (train_t.duration - vis_t.duration),\n            step=step,\n            avg_over_steps=True,\n        )\n\n    def _load_checkpoint(self) -> None:\n        \"\"\"Helper function to load pipeline and optimizer from prespecified checkpoint\"\"\"\n        load_dir = self.config.trainer.load_dir\n        if load_dir is not None:\n            load_step = self.config.trainer.load_step\n            if load_step is None:\n                print(\"Loading latest checkpoint from load_dir\")\n                # NOTE: this is specific to the checkpoint name format\n                load_step = sorted(int(x[x.find(\"-\") + 1: x.find(\".\")]) for x in os.listdir(load_dir))[-1]\n            load_path = load_dir / f\"step-{load_step:09d}.ckpt\"\n            assert load_path.exists(), f\"Checkpoint {load_path} does not exist\"\n            loaded_state = torch.load(load_path, map_location=\"cpu\")\n            \n            # load pipeline ckpt\n            self.pipeline.load_pipeline(loaded_state[\"pipeline\"], strict=self.config.trainer.load_pipeline_ckpt_strict)\n            if not self.config.trainer.load_pipeline_ckpt_strict:\n                CONSOLE.print(\"[yellow] Pipeline checkpoint loaded with strict=False\")\n            \n            # load ckpt for step, optimizer, scheduler, grad_scaler\n            if not self.config.trainer.load_pipeline_ckpt_only:\n                self._start_step = loaded_state[\"step\"] + 1\n                self.optimizers.load_optimizers(loaded_state[\"optimizers\"])\n                if \"schedulers\" in loaded_state and self.config.trainer.load_scheduler:\n                    self.optimizers.load_schedulers(loaded_state[\"schedulers\"])\n                self.grad_scaler.load_state_dict(loaded_state[\"scalers\"])\n            else:\n                CONSOLE.print(\"[yellow] Only loading pipeline checkpoint, skipping optimizer and gradient scalar\")\n            \n            CONSOLE.print(f\"done loading checkpoint from {load_path}\")\n        else:\n            CONSOLE.print(\"No checkpoints to load, training from scratch\")\n\n    @check_main_thread\n    def save_checkpoint(self, step: int) -> None:\n        \"\"\"Save the model and optimizers\n\n        Args:\n            step: number of steps in training for given checkpoint\n        \"\"\"\n        # possibly make the checkpoint directory\n        if not self.checkpoint_dir.exists():\n            self.checkpoint_dir.mkdir(parents=True, exist_ok=True)\n        # save the checkpoint\n        ckpt_path = self.checkpoint_dir / f\"step-{step:09d}.ckpt\"\n        torch.save(\n            {\n                \"step\": step,\n                \"pipeline\": self.pipeline.module.state_dict()  # type: ignore\n                if hasattr(self.pipeline, \"module\")\n                else self.pipeline.state_dict(),\n                \"optimizers\": {k: v.state_dict() for (k, v) in self.optimizers.optimizers.items()},\n                \"schedulers\": {k: v.state_dict() for (k, v) in self.optimizers.schedulers.items()},\n                \"scalers\": self.grad_scaler.state_dict(),\n            },\n            ckpt_path,\n        )\n        # possibly delete old checkpoints\n        if self.config.trainer.save_only_latest_checkpoint:\n            # delete everything else in the checkpoint folder\n            for f in self.checkpoint_dir.glob(\"*\"):\n                if f != ckpt_path:\n                    f.unlink()\n\n    @profiler.time_function\n    def train_iteration(self, step: int) -> Tuple[torch.Tensor, Dict[str, torch.Tensor], Dict[str, torch.Tensor]]:\n        \"\"\"Run one iteration with a batch of inputs. Returns dictionary of model losses.\n\n        Args:\n            step: Current training step.\n        \"\"\"\n        self.optimizers.zero_grad_all()\n        cpu_or_cuda_str = self.device.split(\":\")[0]\n        with torch.autocast(device_type=cpu_or_cuda_str, enabled=self.mixed_precision):\n            _, loss_dict, metrics_dict = self.pipeline.get_train_loss_dict(step=step)\n            loss = functools.reduce(torch.add, loss_dict.values())\n        self.grad_scaler.scale(loss).backward()  # type: ignore\n        self.optimizers.optimizer_scaler_step_all(self.grad_scaler)\n        self.grad_scaler.update()\n        self.optimizers.scheduler_step_all(step)\n\n        # Merging loss and metrics dict into a single output.\n        return loss, loss_dict, metrics_dict\n\n    @check_eval_enabled  # only run this routine when using wandb / tensorboard\n    @profiler.time_function\n    def eval_iteration(self, step):\n        \"\"\"Run one iteration with different batch/image/all image evaluations depending on step size.\n\n        Args:\n            step: Current training step.\n        \"\"\"\n        # a batch of eval rays\n        if step_check(step, self.config.trainer.steps_per_eval_batch):\n            _, eval_loss_dict, eval_metrics_dict = self.pipeline.get_eval_loss_dict(step=step)\n            eval_loss = functools.reduce(torch.add, eval_loss_dict.values())\n            writer.put_scalar(name=\"Eval Loss\", scalar=eval_loss, step=step)\n            writer.put_dict(name=\"Eval Loss Dict\", scalar_dict=eval_loss_dict, step=step)\n            writer.put_dict(name=\"Eval Metrics Dict\", scalar_dict=eval_metrics_dict, step=step)\n\n        # one eval image\n        if step_check(step, self.config.trainer.steps_per_eval_image):\n            with TimeWriter(writer, EventName.TEST_RAYS_PER_SEC, write=False) as test_t:\n                metrics_dict, images_dict = self.pipeline.get_eval_image_metrics_and_images(step=step)\n            writer.put_time(\n                name=EventName.TEST_RAYS_PER_SEC,\n                duration=metrics_dict[\"num_rays\"] / test_t.duration,\n                step=step,\n                avg_over_steps=True,\n            )\n            writer.put_dict(name=\"Eval Images Metrics\", scalar_dict=metrics_dict, step=step)\n            group = \"Eval Images\"\n            for image_name, image in images_dict.items():\n                writer.put_image(name=group + \"/\" + image_name, image=image, step=step)\n\n        # all eval images\n        if step_check(step, self.config.trainer.steps_per_eval_all_images):\n            metrics_dict = self.pipeline.get_average_eval_image_metrics(step=step)\n            writer.put_dict(name=\"Eval Images Metrics Dict (all images)\", scalar_dict=metrics_dict, step=step)\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/exporter/__init__.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/exporter/exporter_utils.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nExport utils such as structs, point cloud generation, and rendering code.\n\"\"\"\n\n# pylint: disable=no-member\n\nfrom __future__ import annotations\n\nimport sys\nfrom dataclasses import dataclass\nfrom typing import List, Optional, Tuple\n\nimport numpy as np\nimport open3d as o3d\nimport pymeshlab\nimport torch\nfrom rich.console import Console\nfrom rich.progress import (\n    BarColumn,\n    Progress,\n    TaskProgressColumn,\n    TextColumn,\n    TimeRemainingColumn,\n)\nfrom torchtyping import TensorType\n\nfrom nerfstudio.cameras.cameras import Cameras\nfrom nerfstudio.configs.base_config import Config  # pylint: disable=unused-import\nfrom nerfstudio.pipelines.base_pipeline import Pipeline\nfrom nerfstudio.utils.rich_utils import ItersPerSecColumn\n\nCONSOLE = Console(width=120)\n\n\n@dataclass\nclass Mesh:\n    \"\"\"Class for a mesh.\"\"\"\n\n    vertices: TensorType[\"num_verts\", 3]\n    \"\"\"Vertices of the mesh.\"\"\"\n    faces: TensorType[\"num_faces\", 3]\n    \"\"\"Faces of the mesh.\"\"\"\n    normals: TensorType[\"num_verts\", 3]\n    \"\"\"Normals of the mesh vertices.\"\"\"\n    face_normals: TensorType[\"num_faces\", 3] = None\n    \"\"\"Normals of the mesh faces.\"\"\"\n    colors: Optional[TensorType[\"num_verts\", 3]] = None\n    \"\"\"Colors of the mesh.\"\"\"\n\n\ndef get_mesh_from_pymeshlab_mesh(mesh: pymeshlab.Mesh) -> Mesh:\n    \"\"\"Get a Mesh from a pymeshlab mesh.\n    See https://pymeshlab.readthedocs.io/en/0.1.5/classes/mesh.html for details.\n    \"\"\"\n    return Mesh(\n        vertices=torch.from_numpy(mesh.vertex_matrix()).float(),\n        faces=torch.from_numpy(mesh.face_matrix()).long(),\n        normals=torch.from_numpy(np.copy(mesh.vertex_normal_matrix())).float(),\n        face_normals=torch.from_numpy(np.copy(mesh.face_normal_matrix())).float(),\n        colors=torch.from_numpy(mesh.vertex_color_matrix()).float(),\n    )\n\n\ndef get_mesh_from_filename(filename: str, target_num_faces: Optional[int] = None) -> Mesh:\n    \"\"\"Get a Mesh from a filename.\"\"\"\n    ms = pymeshlab.MeshSet()\n    ms.load_new_mesh(filename)\n    if target_num_faces is not None:\n        CONSOLE.print(\"Running meshing decimation with quadric edge collapse\")\n        ms.meshing_decimation_quadric_edge_collapse(targetfacenum=target_num_faces)\n    mesh = ms.current_mesh()\n    return get_mesh_from_pymeshlab_mesh(mesh)\n\n\ndef generate_point_cloud(\n    pipeline: Pipeline,\n    num_points: int = 1000000,\n    remove_outliers: bool = True,\n    estimate_normals: bool = False,\n    rgb_output_name: str = \"rgb\",\n    depth_output_name: str = \"depth\",\n    normal_output_name: Optional[str] = None,\n    use_bounding_box: bool = True,\n    bounding_box_min: Tuple[float, float, float] = (-1.0, -1.0, -1.0),\n    bounding_box_max: Tuple[float, float, float] = (1.0, 1.0, 1.0),\n    std_ratio: float = 10.0,\n) -> o3d.geometry.PointCloud:\n    \"\"\"Generate a point cloud from a nerf.\n\n    Args:\n        pipeline: Pipeline to evaluate with.\n        num_points: Number of points to generate. May result in less if outlier removal is used.\n        remove_outliers: Whether to remove outliers.\n        estimate_normals: Whether to estimate normals.\n        rgb_output_name: Name of the RGB output.\n        depth_output_name: Name of the depth output.\n        normal_output_name: Name of the normal output.\n        use_bounding_box: Whether to use a bounding box to sample points.\n        bounding_box_min: Minimum of the bounding box.\n        bounding_box_max: Maximum of the bounding box.\n        std_ratio: Threshold based on STD of the average distances across the point cloud to remove outliers.\n\n    Returns:\n        Point cloud.\n    \"\"\"\n\n    # pylint: disable=too-many-statements\n\n    progress = Progress(\n        TextColumn(\":cloud: Computing Point Cloud :cloud:\"),\n        BarColumn(),\n        TaskProgressColumn(show_speed=True),\n        TimeRemainingColumn(elapsed_when_finished=True, compact=True),\n    )\n    points = []\n    rgbs = []\n    normals = []\n    with progress as progress_bar:\n        task = progress_bar.add_task(\"Generating Point Cloud\", total=num_points)\n        while not progress_bar.finished:\n            torch.cuda.empty_cache()\n            with torch.no_grad():\n                ray_bundle, _ = pipeline.datamanager.next_train(0)\n                outputs = pipeline.model(ray_bundle)\n            if rgb_output_name not in outputs:\n                CONSOLE.rule(\"Error\", style=\"red\")\n                CONSOLE.print(f\"Could not find {rgb_output_name} in the model outputs\", justify=\"center\")\n                CONSOLE.print(f\"Please set --rgb_output_name to one of: {outputs.keys()}\", justify=\"center\")\n                sys.exit(1)\n            if depth_output_name not in outputs:\n                CONSOLE.rule(\"Error\", style=\"red\")\n                CONSOLE.print(f\"Could not find {depth_output_name} in the model outputs\", justify=\"center\")\n                CONSOLE.print(f\"Please set --depth_output_name to one of: {outputs.keys()}\", justify=\"center\")\n                sys.exit(1)\n            rgb = outputs[rgb_output_name]\n            depth = outputs[depth_output_name]\n            if normal_output_name is not None:\n                if normal_output_name not in outputs:\n                    CONSOLE.rule(\"Error\", style=\"red\")\n                    CONSOLE.print(f\"Could not find {normal_output_name} in the model outputs\", justify=\"center\")\n                    CONSOLE.print(f\"Please set --normal_output_name to one of: {outputs.keys()}\", justify=\"center\")\n                    sys.exit(1)\n                normal = outputs[normal_output_name]\n            point = ray_bundle.origins + ray_bundle.directions * depth\n\n            if use_bounding_box:\n                comp_l = torch.tensor(bounding_box_min, device=point.device)\n                comp_m = torch.tensor(bounding_box_max, device=point.device)\n                assert torch.all(\n                    comp_l < comp_m\n                ), f\"Bounding box min {bounding_box_min} must be smaller than max {bounding_box_max}\"\n                mask = torch.all(torch.concat([point > comp_l, point < comp_m], dim=-1), dim=-1)\n                point = point[mask]\n                rgb = rgb[mask]\n                if normal_output_name is not None:\n                    normal = normal[mask]\n\n            points.append(point)\n            rgbs.append(rgb)\n            if normal_output_name is not None:\n                normals.append(normal)\n            progress.advance(task, point.shape[0])\n    points = torch.cat(points, dim=0)\n    rgbs = torch.cat(rgbs, dim=0)\n\n    pcd = o3d.geometry.PointCloud()\n    pcd.points = o3d.utility.Vector3dVector(points.float().cpu().numpy())\n    pcd.colors = o3d.utility.Vector3dVector(rgbs.float().cpu().numpy())\n\n    ind = None\n    if remove_outliers:\n        CONSOLE.print(\"Cleaning Point Cloud\")\n        pcd, ind = pcd.remove_statistical_outlier(nb_neighbors=20, std_ratio=std_ratio)\n        print(\"\\033[A\\033[A\")\n        CONSOLE.print(\"[bold green]:white_check_mark: Cleaning Point Cloud\")\n\n    # either estimate_normals or normal_output_name, not both\n    if estimate_normals:\n        if normal_output_name is not None:\n            CONSOLE.rule(\"Error\", style=\"red\")\n            CONSOLE.print(\"Cannot estimate normals and use normal_output_name at the same time\", justify=\"center\")\n            sys.exit(1)\n        CONSOLE.print(\"Estimating Point Cloud Normals\")\n        pcd.estimate_normals()\n        print(\"\\033[A\\033[A\")\n        CONSOLE.print(\"[bold green]:white_check_mark: Estimating Point Cloud Normals\")\n    elif normal_output_name is not None:\n        normals = torch.cat(normals, dim=0)\n        if ind is not None:\n            # mask out normals for points that were removed with remove_outliers\n            normals = normals[ind]\n        pcd.normals = o3d.utility.Vector3dVector(normals.float().cpu().numpy())\n\n    return pcd\n\n\ndef render_trajectory(\n    pipeline: Pipeline,\n    cameras: Cameras,\n    rgb_output_name: str,\n    depth_output_name: str,\n    rendered_resolution_scaling_factor: float = 1.0,\n    disable_distortion: bool = False,\n) -> Tuple[List[np.ndarray], List[np.ndarray]]:\n    \"\"\"Helper function to create a video of a trajectory.\n\n    Args:\n        pipeline: Pipeline to evaluate with.\n        cameras: Cameras to render.\n        rgb_output_name: Name of the RGB output.\n        depth_output_name: Name of the depth output.\n        rendered_resolution_scaling_factor: Scaling factor to apply to the camera image resolution.\n        disable_distortion: Whether to disable distortion.\n\n    Returns:\n        List of rgb images, list of depth images.\n    \"\"\"\n    images = []\n    depths = []\n    cameras.rescale_output_resolution(rendered_resolution_scaling_factor)\n\n    progress = Progress(\n        TextColumn(\":cloud: Computing rgb and depth images :cloud:\"),\n        BarColumn(),\n        TaskProgressColumn(show_speed=True),\n        ItersPerSecColumn(suffix=\"fps\"),\n        TimeRemainingColumn(elapsed_when_finished=True, compact=True),\n    )\n    with progress:\n        for camera_idx in progress.track(range(cameras.size), description=\"\"):\n            camera_ray_bundle = cameras.generate_rays(\n                camera_indices=camera_idx, disable_distortion=disable_distortion\n            ).to(pipeline.device)\n            with torch.no_grad():\n                outputs = pipeline.model.get_outputs_for_camera_ray_bundle(camera_ray_bundle)\n            if rgb_output_name not in outputs:\n                CONSOLE.rule(\"Error\", style=\"red\")\n                CONSOLE.print(f\"Could not find {rgb_output_name} in the model outputs\", justify=\"center\")\n                CONSOLE.print(f\"Please set --rgb_output_name to one of: {outputs.keys()}\", justify=\"center\")\n                sys.exit(1)\n            if depth_output_name not in outputs:\n                CONSOLE.rule(\"Error\", style=\"red\")\n                CONSOLE.print(f\"Could not find {depth_output_name} in the model outputs\", justify=\"center\")\n                CONSOLE.print(f\"Please set --depth_output_name to one of: {outputs.keys()}\", justify=\"center\")\n                sys.exit(1)\n            images.append(outputs[rgb_output_name].cpu().numpy())\n            depths.append(outputs[depth_output_name].cpu().numpy())\n    return images, depths\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/exporter/mesh_culling_utils.py",
    "content": "\nfrom __future__ import annotations\n\nfrom pathlib import Path\nfrom typing import Optional, Tuple, Type\nfrom typing_extensions import Literal\nfrom torchtyping import TensorType\nfrom dataclasses import dataclass, field\nfrom rich.console import Console\n\nimport torch\nimport trimesh\nimport pymeshlab\nimport numpy as np\nfrom torch.nn import functional as F\n\nfrom nerfstudio.cameras.rays import RayBundle\nfrom nerfstudio.exporter.exporter_utils import Mesh\nfrom nerfstudio.pipelines.base_pipeline import Pipeline\nfrom nerfstudio.model_components.ray_samplers import Sampler, UniformSampler, DummySampler\nfrom nerfstudio.utils.rich_utils import get_progress\nfrom nerfstudio.configs.base_config import InstantiateConfig\n\nCONSOLE = Console(width=120)\n\n\n@dataclass\nclass MeshCullerConfig(InstantiateConfig):\n    \n    _target: Type = field(default_factory=lambda: MeshCuller)\n    \n    raylen_method: Literal[\"edge\", \"none\"] = \"edge\"\n    facewise_raylen: bool = False\n    raylen_multiplier: float = 10.0\n    \"\"\"e.g., raylen = face_edge_len * raylen_multiplier\"\"\"\n    use_train_ray_sampler: bool = True\n    ray_sampler: Literal[\"uniform\", \"dummy\"] = \"uniform\"\n    \"\"\"type of the new ray_sampler for mesh culling\"\"\"\n    num_ray_samples: Optional[int] = 10  # TODO: need to specify the RaySampler as well\n    \"\"\"number of ray samples\"\"\"\n    segmentation_binarization_thr: float = 0.5\n    mesh_close_holes: bool = True\n    \"\"\"close holes on the mesh caused by incorrect mesh culling (bad segmentation query results)\"\"\"\n    max_hole_size: int = 1000\n    \"\"\"maximum hole size to be closed in terms of number of edges composing the hole boundary\"\"\"\n    simplify_mesh: bool = False\n    \"\"\"simplify mesh with decimation_quadric_edge_collapse\"\"\"\n\n\nclass MeshCuller:\n    config: MeshCullerConfig\n    \n    def __init__(self, config: MeshCullerConfig):\n        self.config = config\n        self.ray_sampler = self._get_ray_sampler()\n        \n    @torch.no_grad()\n    def main(self, mesh: Mesh, pipeline: Pipeline, output_path: Path):\n        \"\"\"Cull mesh by rendering the segmentation of each face.\"\"\"\n        device = pipeline.device\n\n        vertices = mesh.vertices.to(device)  # (nv, 3)\n        faces = mesh.faces.to(device)  # (nf, 3)\n        face_normals = mesh.face_normals.to(device)  # (nf, 3)\n        ray_bundle = self._build_ray_bundle(vertices, faces, face_normals)\n        \n        outputs = pipeline.model.get_outputs_for_mesh_culling(ray_bundle, ray_sampler=self.ray_sampler)\n        \n        # TODO: support only cull faces near to the ground plane\n        \n        # TODO: if a faces is not visible from any viewpoint (or only visible from a very few viewpoints)\n        # we could just keep it, since its feature is not learned by feature field.\n        \n        fg_seg_prob = outputs[\"fg_seg_prob\"]\n        fg_faces_mask = (fg_seg_prob > self.config.segmentation_binarization_thr)[..., 0]\n        CONSOLE.print(f\"{len(fg_faces_mask) - fg_faces_mask.sum()}/{len(fg_faces_mask)} faces get culled!\")\n        faces = faces[fg_faces_mask]  # (nf', 3)\n        face_normals = face_normals[fg_faces_mask]  # (nf', 3)\n        \n        culled_mesh = trimesh.Trimesh(vertices=vertices.cpu().numpy(),\n                                      faces=faces.cpu().numpy(),\n                                      face_normals=face_normals.cpu().numpy())\n        culled_mesh.export(output_path)\n        CONSOLE.print(f'Culled mesh saved: {output_path}')\n        \n        if self.config.mesh_close_holes:\n            hole_closed_path = output_path.parent / (output_path.stem + \"_hole-closed\" + output_path.suffix)\n            ms = pymeshlab.MeshSet()\n            ms.load_new_mesh(str(output_path))\n            CONSOLE.print('Running mesh hole closing...')\n            ms.meshing_close_holes(maxholesize=self.config.max_hole_size)\n            ms.save_current_mesh(str(hole_closed_path), save_face_color=False)\n            CONSOLE.print(f'Hole-closed mesh saved: {hole_closed_path}')\n            output_path = hole_closed_path\n            \n        if self.config.simplify_mesh:\n            simplified_path = output_path.parent / (output_path.stem + \"_simplified\" + output_path.suffix)\n            ms = pymeshlab.MeshSet()\n            ms.load_new_mesh(str(output_path))\n\n            CONSOLE.print('Running remashing...')\n            ms.meshing_decimation_quadric_edge_collapse(targetfacenum=2000000)\n            ms.save_current_mesh(str(simplified_path), save_face_color=False)\n            CONSOLE.print(f'Simplified mesh saved: {simplified_path}')\n            output_path = simplified_path\n        return output_path\n\n    def _get_ray_sampler(self):\n        if self.config.use_train_ray_sampler:\n            return None\n        \n        ray_sampler_type = self.config.ray_sampler\n        num_samples = self.config.num_ray_samples\n        if ray_sampler_type == \"uniform\":\n            _log_str = f\"UniformSampler(num_samples={num_samples})\"\n            sampler = UniformSampler(num_samples=num_samples)\n        elif ray_sampler_type == \"dummy\":\n            _log_str = \"DummySampler\"\n            sampler = DummySampler()\n        else:\n            raise ValueError(f\"Unknown RaySampler type: {ray_sampler_type}\")\n        CONSOLE.print(f\"Replace the original sampler with {_log_str}.\")\n        return sampler\n    \n    def _build_ray_bundle(self, vertices, faces, face_normals) -> RayBundle:\n        face_vertices = vertices[faces]  # (nf, 3, 3)\n        raylen = self._get_ray_length(vertices, faces)  # (nf, )\n        origins = face_vertices.mean(dim=1)  # (nf, 3)\n        directions = F.normalize(face_normals, dim=-1)\n        if self.config.ray_sampler != \"dummy\":\n            origins = origins - 0.5 * raylen * directions\n        ray_bundle = RayBundle(\n            origins=origins,\n            directions=directions,\n            pixel_area=torch.ones_like(origins[..., 0:1]),\n            camera_indices=torch.zeros_like(origins[..., 0:1]),\n            nears=torch.zeros_like(origins[..., 0:1]),\n            fars=torch.ones_like(origins[..., 0:1]) * raylen\n        )\n        return ray_bundle\n    \n    def _get_ray_length(self, vertices, faces):\n        raylen_method = self.config.raylen_method\n        facewise_raylen = self.config.facewise_raylen\n        raylen_multiplier = self.config.raylen_multiplier\n        \n        if raylen_method == \"edge\":\n            face_vertices = vertices[faces]\n            # compute the length of the rays we want to render\n            # we make a reasonable approximation by using the mean length of one edge per face\n            raylen = raylen_multiplier * torch.norm(face_vertices[:, 1, :] - face_vertices[:, 0, :], dim=-1)  # (nf, )\n            if not facewise_raylen:\n                raylen = torch.full_like(raylen, float(torch.mean(raylen)))\n        else:\n            raise ValueError(f\"Ray length method {raylen_method} not supported.\")\n        return raylen[..., None]\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/exporter/texture_utils.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nTexture utils.\n\"\"\"\n\n# pylint: disable=no-member\n\nfrom __future__ import annotations\n\nimport math\nfrom pathlib import Path\nfrom typing import Optional, Tuple\n\nimport mediapy as media\nimport numpy as np\nimport torch\nimport xatlas\nfrom rich.console import Console\nfrom torchtyping import TensorType\nfrom typing_extensions import Literal\n\nfrom nerfstudio.cameras.rays import RayBundle\nfrom nerfstudio.exporter.exporter_utils import Mesh\nfrom nerfstudio.pipelines.base_pipeline import Pipeline\nfrom nerfstudio.utils.rich_utils import get_progress\n\nCONSOLE = Console(width=120)\n\n\ndef get_parallelogram_area(\n    p: TensorType[\"bs\":..., 2], v0: TensorType[\"bs\":..., 2], v1: TensorType[\"bs\":..., 2]\n) -> TensorType[\"bs\":...]:\n    \"\"\"Given three 2D points, return the area defined by the parallelogram. I.e., 2x the triangle area.\n\n    Args:\n        p: The origin of the parallelogram.\n        v0: The first vector of the parallelogram.\n        v1: The second vector of the parallelogram.\n\n    Returns:\n        The area of the parallelogram.\n    \"\"\"\n    return (p[..., 0] - v0[..., 0]) * (v1[..., 1] - v0[..., 1]) - (p[..., 1] - v0[..., 1]) * (v1[..., 0] - v0[..., 0])\n\n\ndef get_texture_image(num_pixels_w, num_pixels_h, device):\n    \"\"\"Get a texture image.\"\"\"\n    px_w = 1.0 / num_pixels_w\n    px_h = 1.0 / num_pixels_h\n    uv_indices = torch.stack(\n        torch.meshgrid(\n            torch.arange(num_pixels_w, device=device), torch.arange(num_pixels_h, device=device), indexing=\"xy\"\n        ),\n        dim=-1,\n    )\n    linspace_h = torch.linspace(px_h / 2, 1 - px_h / 2, num_pixels_h, device=device)\n    linspace_w = torch.linspace(px_w / 2, 1 - px_w / 2, num_pixels_w, device=device)\n    uv_coords = torch.stack(\n        torch.meshgrid(linspace_w, linspace_h, indexing=\"xy\"), dim=-1\n    )  # (num_pixels_h, num_pixels_w, 2)\n\n    return uv_coords, uv_indices\n\n\ndef unwrap_mesh_per_uv_triangle(\n    vertices: TensorType[\"num_verts\", 3],\n    faces: TensorType[\"num_faces\", 3],\n    vertex_normals: TensorType[\"num_verts\", 3],\n    px_per_uv_triangle: int,\n):\n    \"\"\"Unwrap a mesh to a UV texture. This is done by making a grid of rectangles in the UV texture map\n    and then having two triangles per rectangle. Then the texture image is rasterized and uses barycentric\n    interpolation to get the origins and directions, per pixel, that are needed to render the NeRF with.\n\n    Args:\n        vertices: The vertices of the mesh.\n        faces: The faces of the mesh.\n        vertex_normals: The vertex normals of the mesh.\n        px_per_uv_triangle: The number of pixels per UV triangle.\n    \"\"\"\n\n    # pylint: disable=too-many-statements\n\n    assert len(vertices) == len(vertex_normals), \"Number of vertices and vertex normals must be equal\"\n    device = vertices.device\n\n    # calculate the number of rectangles needed\n    triangle_padding = 3\n    num_squares = math.ceil(len(faces) / 2)\n    squares_per_side_w = math.ceil(math.sqrt(num_squares))\n    squares_per_side_h = math.ceil(num_squares / squares_per_side_w)\n    px_per_square_w = px_per_uv_triangle + triangle_padding\n    px_per_square_h = px_per_uv_triangle\n    num_pixels_w = squares_per_side_w * px_per_square_w\n    num_pixels_h = squares_per_side_h * px_per_square_h\n\n    # Construct what one square would look like\n    # The height is equal to px_per_uv_triangle pixels.\n    # The width is equal to px_per_uv_triangle + 3 pixels.\n    # v0---------------v1------------------------v2\n    # --Triangle 1---------------------------------\n    # -----------------3px gap---------------------\n    # --------------------------------Triangle 2---\n    # v2-----------------------v1----------------v0\n\n    lr_w = (px_per_uv_triangle + triangle_padding) / num_pixels_w\n    lr_h = (px_per_uv_triangle) / num_pixels_h\n    lr = torch.tensor([lr_w, lr_h], device=device)\n    px_w = 1.0 / num_pixels_w\n    px_h = 1.0 / num_pixels_h\n    px = torch.tensor([px_w, px_h], device=device)\n    edge_len_w = px_per_uv_triangle / num_pixels_w\n    edge_len_h = px_per_uv_triangle / num_pixels_h\n    scalar = (px_per_uv_triangle - 1) / px_per_uv_triangle\n    # uv coords (upper left and lower right)\n    uv_coords_upper_left = torch.tensor([[0, 0], [edge_len_w, 0], [0, edge_len_h]], device=device)\n    # scale for bilinear interpolation reasons\n    uv_coords_upper_left = uv_coords_upper_left * scalar + px / 2\n    lower_right = [lr_w, lr_h]\n    uv_coords_lower_right = torch.tensor(\n        [\n            lower_right,  # lower right\n            [3 * px_w, lr_h],  # lower left\n            [lr_w, 0],  # upper right\n        ],\n        device=device,\n    )\n    # scale for bilinear interpolation reasons\n    uv_coords_lower_right = (\n        (uv_coords_lower_right - torch.tensor(lower_right, device=device)) * scalar\n        + torch.tensor(lower_right, device=device)\n        - px / 2\n    )\n\n    # Tile this pattern across the entire texture\n    uv_coords_square = torch.stack([uv_coords_upper_left, uv_coords_lower_right], dim=0)  # (2, 3, 2)\n    uv_coords_square = uv_coords_square.reshape(1, 1, 6, 2)  # (6, 2)\n    square_offsets = (\n        torch.stack(\n            torch.meshgrid(\n                torch.arange(squares_per_side_w, device=device),\n                torch.arange(squares_per_side_h, device=device),\n                indexing=\"xy\",\n            ),\n            dim=-1,\n        )\n        * lr\n    )\n    uv_coords_square = uv_coords_square + square_offsets.view(\n        squares_per_side_h, squares_per_side_w, 1, 2\n    )  # (num_squares_h, num_squares_w, 6, 2)\n    texture_coordinates = uv_coords_square.view(-1, 3, 2)[: len(faces)]  # (num_faces, 3, 2)\n\n    # Now find the triangle indices for every pixel and the barycentric coordinates\n    # which can be used to interpolate the XYZ and normal values to then query with NeRF\n    uv_coords, uv_indices = get_texture_image(num_pixels_w, num_pixels_h, device)\n\n    u_index = torch.div(uv_indices[..., 0], px_per_square_w, rounding_mode=\"floor\")\n    v_index = torch.div(uv_indices[..., 1], px_per_square_h, rounding_mode=\"floor\")\n    square_index = v_index * squares_per_side_w + u_index\n    u_offset = uv_indices[..., 0] % px_per_square_w\n    v_offset = uv_indices[..., 1] % px_per_square_h\n    lower_right = (u_offset + v_offset) >= (px_per_square_w - 2)\n    triangle_index = square_index * 2 + lower_right\n    triangle_index = torch.clamp(triangle_index, min=0, max=len(faces) - 1)\n\n    nearby_uv_coords = texture_coordinates[triangle_index]  # (num_pixels_h, num_pixels_w, 3, 2)\n    nearby_vertices = vertices[faces[triangle_index]]  # (num_pixels_h, num_pixels_w, 3, 3)\n    nearby_normals = vertex_normals[faces[triangle_index]]  # (num_pixels_h, num_pixels_w, 3, 3)\n\n    # compute barycentric coordinates\n    v0 = nearby_uv_coords[..., 0, :]  # (num_pixels, num_pixels, 2)\n    v1 = nearby_uv_coords[..., 1, :]  # (num_pixels, num_pixels, 2)\n    v2 = nearby_uv_coords[..., 2, :]  # (num_pixels, num_pixels, 2)\n    p = uv_coords  # (num_pixels, num_pixels, 2)\n    area = get_parallelogram_area(v2, v0, v1)  # 2x face area.\n    w0 = get_parallelogram_area(p, v1, v2) / area\n    w1 = get_parallelogram_area(p, v2, v0) / area\n    w2 = get_parallelogram_area(p, v0, v1) / area\n\n    origins = (\n        nearby_vertices[..., 0, :] * w0[..., None]\n        + nearby_vertices[..., 1, :] * w1[..., None]\n        + nearby_vertices[..., 2, :] * w2[..., None]\n    ).float()\n    directions = -(\n        nearby_normals[..., 0, :] * w0[..., None]\n        + nearby_normals[..., 1, :] * w1[..., None]\n        + nearby_normals[..., 2, :] * w2[..., None]\n    ).float()\n    # normalize the direction vector to make it a unit vector\n    directions = torch.nn.functional.normalize(directions, dim=-1)\n\n    return texture_coordinates, origins, directions\n\n\ndef unwrap_mesh_with_xatlas(\n    vertices: TensorType[\"num_verts\", 3],\n    faces: TensorType[\"num_faces\", 3, torch.long],\n    vertex_normals: TensorType[\"num_verts\", 3],\n    num_pixels_per_side=1024,\n    num_faces_per_barycentric_chunk=10,\n) -> Tuple[\n    TensorType[\"num_faces\", 3, 2],\n    TensorType[\"num_pixels\", \"num_pixels\", 3],\n    TensorType[\"num_pixels\", \"num_pixels\", \"num_pixels\"],\n]:\n    \"\"\"Unwrap a mesh using xatlas. We use xatlas to unwrap the mesh with UV coordinates.\n    Then we rasterize the mesh with a square pattern. We interpolate the XYZ and normal\n    values for every pixel in the texture image. We return the texture coordinates, the\n    origins, and the directions for every pixel.\n\n    Args:\n        vertices: Tensor of mesh vertices.\n        faces: Tensor of mesh faces.\n        vertex_normals: Tensor of mesh vertex normals.\n        num_pixels_per_side: Number of pixels per side of the texture image. We use a square.\n        num_faces_per_barycentric_chunk: Number of faces to use for barycentric chunk computation.\n\n    Returns:\n        texture_coordinates: Tensor of texture coordinates for every face.\n        origins: Tensor of origins for every pixel.\n        directions: Tensor of directions for every pixel.\n    \"\"\"\n\n    # pylint: disable=unused-variable\n    # pylint: disable=too-many-statements\n\n    device = vertices.device\n\n    # unwrap the mesh\n    vertices_np = vertices.cpu().numpy()\n    faces_np = faces.cpu().numpy()\n    vertex_normals_np = vertex_normals.cpu().cpu().numpy()\n    vmapping, indices, uvs = xatlas.parametrize(  # pylint: disable=c-extension-no-member\n        vertices_np, faces_np, vertex_normals_np\n    )\n\n    # vertices texture coordinates\n    vertices_tc = torch.from_numpy(uvs.astype(np.float32)).to(device)\n\n    # render uv maps\n    vertices_tc = vertices_tc * 2.0 - 1.0  # uvs to range [-1, 1]\n    vertices_tc = torch.cat(\n        (vertices_tc, torch.zeros_like(vertices_tc[..., :1]), torch.ones_like(vertices_tc[..., :1])), dim=-1\n    )  # [num_verts, 4]\n\n    texture_coordinates = torch.from_numpy(uvs[indices]).to(device)  # (num_faces, 3, 2)\n\n    # Now find the triangle indices for every pixel and the barycentric coordinates\n    # which can be used to interpolate the XYZ and normal values to then query with NeRF\n    uv_coords, _ = get_texture_image(num_pixels_per_side, num_pixels_per_side, device)\n    uv_coords_shape = uv_coords.shape\n    p = uv_coords.reshape(1, -1, 2)  # (1, N, 2)\n    num_vertices = p.shape[1]\n    num_faces = texture_coordinates.shape[0]\n    triangle_distances = torch.ones_like(p[..., 0]) * torch.finfo(torch.float32).max  # (1, N)\n    triangle_indices = torch.zeros_like(p[..., 0]).long()  # (1, N)\n    triangle_w0 = torch.zeros_like(p[..., 0])  # (1, N)\n    triangle_w1 = torch.zeros_like(p[..., 0])  # (1, N)\n    triangle_w2 = torch.zeros_like(p[..., 0])  # (1, N)\n    arange_list = torch.arange(num_vertices, device=device)\n    progress = get_progress(\"Chunking faces for rasterization\")\n    with progress:\n        for i in progress.track(range(num_faces // num_faces_per_barycentric_chunk)):\n            s = i * num_faces_per_barycentric_chunk\n            e = min((i + 1) * num_faces_per_barycentric_chunk, num_faces)\n            v0 = texture_coordinates[s:e, 0:1, :]  # (F, 1, 2)\n            v1 = texture_coordinates[s:e, 1:2, :]  # (F, 1, 2)\n            v2 = texture_coordinates[s:e, 2:3, :]  # (F, 1, 2)\n            # NOTE: could try clockwise vs counter clockwise\n            area = get_parallelogram_area(v2, v0, v1)  # 2x face area.\n            w0 = get_parallelogram_area(p, v1, v2) / area  # (num_faces_per_barycentric_chunk, N)\n            w1 = get_parallelogram_area(p, v2, v0) / area\n            w2 = get_parallelogram_area(p, v0, v1) / area\n            # get distance from center of triangle\n            dist_to_center = torch.abs(w0) + torch.abs(w1) + torch.abs(w2)\n            d_values, d_indices = torch.min(dist_to_center, dim=0, keepdim=True)\n            d_indices_with_offset = d_indices + s  # add offset\n            condition = d_values < triangle_distances\n            triangle_distances = torch.where(condition, d_values, triangle_distances)\n            triangle_indices = torch.where(condition, d_indices_with_offset, triangle_indices)\n            w0_selected = w0[d_indices[0], arange_list].unsqueeze(0)  # (1, N)\n            w1_selected = w1[d_indices[0], arange_list].unsqueeze(0)  # (1, N)\n            w2_selected = w2[d_indices[0], arange_list].unsqueeze(0)  # (1, N)\n            triangle_w0 = torch.where(condition, w0_selected, triangle_w0)\n            triangle_w1 = torch.where(condition, w1_selected, triangle_w1)\n            triangle_w2 = torch.where(condition, w2_selected, triangle_w2)\n\n    nearby_vertices = vertices[faces[triangle_indices[0]]]  # (N, 3, 3)\n    nearby_normals = vertex_normals[faces[triangle_indices[0]]]  # (N, 3, 3)\n\n    origins = (\n        nearby_vertices[..., 0, :] * triangle_w0[0, :, None]\n        + nearby_vertices[..., 1, :] * triangle_w1[0, :, None]\n        + nearby_vertices[..., 2, :] * triangle_w2[0, :, None]\n    ).float()\n    directions = -(\n        nearby_normals[..., 0, :] * triangle_w0[0, :, None]\n        + nearby_normals[..., 1, :] * triangle_w1[0, :, None]\n        + nearby_normals[..., 2, :] * triangle_w2[0, :, None]\n    ).float()\n\n    origins = origins.reshape(uv_coords_shape[0], uv_coords_shape[1], 3)\n    directions = directions.reshape(uv_coords_shape[0], uv_coords_shape[1], 3)\n\n    # normalize the direction vector to make it a unit vector\n    directions = torch.nn.functional.normalize(directions, dim=-1)\n\n    return texture_coordinates, origins, directions\n\n\ndef export_textured_mesh(\n    mesh: Mesh,\n    pipeline: Pipeline,\n    output_dir: Path,\n    px_per_uv_triangle: Optional[int] = None,\n    unwrap_method: Literal[\"xatlas\", \"custom\"] = \"xatlas\",\n    raylen_method: Literal[\"edge\", \"none\"] = \"edge\",\n    num_pixels_per_side=1024,\n):\n    \"\"\"Textures a mesh using the radiance field from the Pipeline.\n    The mesh is written to an OBJ file in the output directory,\n    along with the corresponding material and texture files.\n    Operations will occur on the same device as the Pipeline.\n\n    Args:\n        mesh: The mesh to texture.\n        pipeline: The pipeline to use for texturing.\n        output_dir: The directory to write the textured mesh to.\n        px_per_uv_triangle: The number of pixels per side of UV triangle.\n        unwrap_method: The method to use for unwrapping the mesh.\n        offset_method: The method to use for computing the ray length to render.\n        num_pixels_per_side: The number of pixels per side of the texture image.\n    \"\"\"\n\n    # pylint: disable=too-many-statements\n\n    device = pipeline.device\n\n    vertices = mesh.vertices.to(device)\n    faces = mesh.faces.to(device)\n    vertex_normals = mesh.normals.to(device)\n\n    summary_log = []\n    summary_log.append(f\"Unwrapped mesh using {unwrap_method} method.\")\n    summary_log.append(f\"Mesh has {len(vertices)} vertices and {len(faces)} faces.\")\n\n    if unwrap_method == \"xatlas\":\n        CONSOLE.print(\"Unwrapping mesh with xatlas method... this may take a while.\")\n        texture_coordinates, origins, directions = unwrap_mesh_with_xatlas(\n            vertices, faces, vertex_normals, num_pixels_per_side=num_pixels_per_side\n        )\n        print(\"\\033[A\\033[A\")\n        CONSOLE.print(\"[bold green]:white_check_mark: Unwrapped mesh with xatlas method\")\n    elif unwrap_method == \"custom\":\n        CONSOLE.print(\"Unwrapping mesh with custom method...\")\n        texture_coordinates, origins, directions = unwrap_mesh_per_uv_triangle(\n            vertices, faces, vertex_normals, px_per_uv_triangle\n        )\n        print(\"\\033[A\\033[A\")\n        CONSOLE.print(\"[bold green]:white_check_mark: Unwrapped mesh with custom method\")\n    else:\n        raise ValueError(f\"Unwrap method {unwrap_method} not supported.\")\n\n    if raylen_method == \"edge\":\n        face_vertices = vertices[faces]\n        # compute the length of the rays we want to render\n        # we make a reasonable approximation by using the mean length of one edge per face\n        raylen = 2.0 * torch.mean(torch.norm(face_vertices[:, 1, :] - face_vertices[:, 0, :], dim=-1)).float()\n    elif raylen_method == \"none\":\n        raylen = 0.0\n    else:\n        raise ValueError(f\"Ray length method {raylen_method} not supported.\")\n\n    summary_log.append(f\"Length of rendered rays to compute texture values: {raylen}\")\n\n    origins = origins - 0.5 * raylen * directions\n    pixel_area = torch.ones_like(origins[..., 0:1])\n    camera_indices = torch.zeros_like(origins[..., 0:1])\n    nears = torch.zeros_like(origins[..., 0:1])\n    fars = torch.ones_like(origins[..., 0:1]) * raylen\n    camera_ray_bundle = RayBundle(\n        origins=origins,\n        directions=directions,\n        pixel_area=pixel_area,\n        camera_indices=camera_indices,\n        nears=nears,\n        fars=fars,\n    )\n\n    CONSOLE.print(\"Creating texture image by rendering with NeRF...\")\n    with torch.no_grad():\n        outputs = pipeline.model.get_outputs_for_camera_ray_bundle(camera_ray_bundle)\n\n    # save the texture image\n    texture_image = outputs[\"rgb\"].cpu().numpy()\n    media.write_image(str(output_dir / \"material_0.png\"), texture_image)\n\n    CONSOLE.print(\"Writing relevant OBJ information to files...\")\n    # create the .mtl file\n    lines_mtl = [\n        \"# Generated with nerfstudio\",\n        \"newmtl material_0\",\n        \"Ka 1.000 1.000 1.000\",\n        \"Kd 1.000 1.000 1.000\",\n        \"Ks 0.000 0.000 0.000\",\n        \"d 1.0\",\n        \"illum 2\",\n        \"Ns 1.00000000\",\n        \"map_Kd material_0.png\",\n    ]\n    lines_mtl = [line + \"\\n\" for line in lines_mtl]\n    file_mtl = open(output_dir / \"material_0.mtl\", \"w\", encoding=\"utf-8\")  # pylint: disable=consider-using-with\n    file_mtl.writelines(lines_mtl)\n    file_mtl.close()\n\n    # create the .obj file\n    lines_obj = [\"# Generated with nerfstudio\", \"mtllib material_0.mtl\", \"usemtl material_0\"]\n    lines_obj = [line + \"\\n\" for line in lines_obj]\n    file_obj = open(output_dir / \"mesh.obj\", \"w\", encoding=\"utf-8\")  # pylint: disable=consider-using-with\n    file_obj.writelines(lines_obj)\n\n    # write the geometric vertices\n    vertices = vertices.cpu().numpy()\n    progress = get_progress(\"Writing vertices to file\", suffix=\"lines-per-sec\")\n    with progress:\n        for i in progress.track(range(len(vertices))):\n            vertex = vertices[i]\n            line = f\"v {vertex[0]} {vertex[1]} {vertex[2]}\\n\"\n            file_obj.write(line)\n\n    # write the texture coordinates\n    texture_coordinates = texture_coordinates.cpu().numpy()\n    with progress:\n        progress = get_progress(\"Writing texture coordinates to file\", suffix=\"lines-per-sec\")\n        for i in progress.track(range(len(faces))):\n            for uv in texture_coordinates[i]:\n                line = f\"vt {uv[0]} {1.0 - uv[1]}\\n\"\n                file_obj.write(line)\n\n    # write the vertex normals\n    vertex_normals = vertex_normals.cpu().numpy()\n    progress = get_progress(\"Writing vertex normals to file\", suffix=\"lines-per-sec\")\n    with progress:\n        for i in progress.track(range(len(vertex_normals))):\n            normal = vertex_normals[i]\n            line = f\"vn {normal[0]} {normal[1]} {normal[2]}\\n\"\n            file_obj.write(line)\n\n    # write the faces\n    faces = faces.cpu().numpy()\n    progress = get_progress(\"Writing faces to file\", suffix=\"lines-per-sec\")\n    with progress:\n        for i in progress.track(range(len(faces))):\n            face = faces[i]\n            v1 = face[0] + 1\n            v2 = face[1] + 1\n            v3 = face[2] + 1\n            vt1 = i * 3 + 1\n            vt2 = i * 3 + 2\n            vt3 = i * 3 + 3\n            vn1 = v1\n            vn2 = v2\n            vn3 = v3\n            line = f\"f {v1}/{vt1}/{vn1} {v2}/{vt2}/{vn2} {v3}/{vt3}/{vn3}\\n\"\n            file_obj.write(line)\n\n    file_obj.close()\n\n    summary_log.append(f\"OBJ file saved to {output_dir / 'mesh.obj'}\")\n    summary_log.append(f\"MTL file saved to {output_dir / 'material_0.mtl'}\")\n    summary_log.append(\n        f\"Texture image saved to {output_dir / 'material_0.png'} \"\n        f\"with resolution {texture_image.shape[1]}x{texture_image.shape[0]} (WxH)\"\n    )\n\n    CONSOLE.rule(\"[bold green]:tada: :tada: :tada: All DONE :tada: :tada: :tada:\")\n    for summary in summary_log:\n        CONSOLE.print(summary, justify=\"center\")\n    CONSOLE.rule()\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/exporter/tsdf_utils.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nTSDF utils.\n\"\"\"\n\n# pylint: disable=no-member\n\nfrom __future__ import annotations\n\nfrom dataclasses import dataclass, field\nfrom pathlib import Path\nfrom typing import List, Optional, Tuple, Union\n\nimport numpy as np\nimport pymeshlab\nimport torch\nimport torch.nn.functional as F\nfrom rich.console import Console\nfrom skimage import measure\nfrom torchtyping import TensorType\n\nfrom nerfstudio.exporter.exporter_utils import Mesh, render_trajectory\nfrom nerfstudio.pipelines.base_pipeline import Pipeline\n\nCONSOLE = Console(width=120)\n\n\n@dataclass\nclass TSDF:\n    \"\"\"\n    Class for creating TSDFs.\n    \"\"\"\n\n    voxel_coords: TensorType[3, \"xdim\", \"ydim\", \"zdim\"]\n    \"\"\"Coordinates of each voxel in the TSDF.\"\"\"\n    values: TensorType[\"xdim\", \"ydim\", \"zdim\"]\n    \"\"\"TSDF values for each voxel.\"\"\"\n    weights: TensorType[\"xdim\", \"ydim\", \"zdim\"]\n    \"\"\"TSDF weights for each voxel.\"\"\"\n    colors: TensorType[\"xdim\", \"ydim\", \"zdim\", 3]\n    \"\"\"TSDF colors for each voxel.\"\"\"\n    voxel_size: TensorType[3]\n    \"\"\"Size of each voxel in the TSDF. [x, y, z] size.\"\"\"\n    origin: TensorType[3]\n    \"\"\"Origin of the TSDF [xmin, ymin, zmin].\"\"\"\n    truncation_margin: float = 5.0\n    \"\"\"Margin for truncation.\"\"\"\n\n    def to(self, device: str):\n        \"\"\"Move the tensors to the specified device.\n\n        Args:\n            device: The device to move the tensors to. E.g., \"cuda:0\" or \"cpu\".\n        \"\"\"\n        self.voxel_coords = self.voxel_coords.to(device)\n        self.values = self.values.to(device)\n        self.weights = self.weights.to(device)\n        self.colors = self.colors.to(device)\n        self.voxel_size = self.voxel_size.to(device)\n        self.origin = self.origin.to(device)\n        return self\n\n    @property\n    def device(self):\n        \"\"\"Returns the device that voxel_coords is on.\"\"\"\n        return self.voxel_coords.device\n\n    @property\n    def truncation(self):\n        \"\"\"Returns the truncation distance.\"\"\"\n        # TODO: clean this up\n        truncation = self.voxel_size[0] * self.truncation_margin\n        return truncation\n\n    @staticmethod\n    def from_aabb(aabb: TensorType[2, 3], volume_dims: TensorType[3]):\n        \"\"\"Returns an instance of TSDF from an axis-aligned bounding box and volume dimensions.\n\n        Args:\n            aabb: The axis-aligned bounding box with shape [[xmin, ymin, zmin], [xmax, ymax, zmax]].\n            volume_dims: The volume dimensions with shape [xdim, ydim, zdim].\n        \"\"\"\n\n        origin = aabb[0]\n        voxel_size = (aabb[1] - aabb[0]) / volume_dims\n\n        # create the voxel coordinates\n        xdim = torch.arange(volume_dims[0])\n        ydim = torch.arange(volume_dims[1])\n        zdim = torch.arange(volume_dims[2])\n        grid = torch.stack(torch.meshgrid([xdim, ydim, zdim], indexing=\"ij\"), dim=0)\n        voxel_coords = origin.view(3, 1, 1, 1) + grid * voxel_size.view(3, 1, 1, 1)\n\n        # initialize the values and weights\n        values = -torch.ones(volume_dims.tolist())\n        weights = torch.zeros(volume_dims.tolist())\n        colors = torch.zeros(volume_dims.tolist() + [3])\n\n        # TODO: move to device\n\n        return TSDF(voxel_coords, values, weights, colors, voxel_size, origin)\n\n    def get_mesh(self) -> Mesh:\n        \"\"\"Extracts a mesh using marching cubes.\"\"\"\n\n        device = self.values.device\n\n        # run marching cubes on CPU\n        tsdf_values_np = self.values.clamp(-1, 1).cpu().numpy()\n        vertices, faces, normals, _ = measure.marching_cubes(tsdf_values_np, level=0, allow_degenerate=False)\n\n        vertices_indices = np.round(vertices).astype(int)\n        colors = self.colors[vertices_indices[:, 0], vertices_indices[:, 1], vertices_indices[:, 2]]\n\n        # move back to original device\n        vertices = torch.from_numpy(vertices.copy()).to(device)\n        faces = torch.from_numpy(faces.copy()).to(device)\n        normals = torch.from_numpy(normals.copy()).to(device)\n\n        # move vertices back to world space\n        vertices = self.origin.view(1, 3) + vertices * self.voxel_size.view(1, 3)\n\n        return Mesh(vertices=vertices, faces=faces, normals=normals, colors=colors)\n\n    @classmethod\n    def export_mesh(cls, mesh: Mesh, filename: str):\n        \"\"\"Exports the mesh to a file.\n        We use pymeshlab to export the mesh as a PLY file.\n\n        Args:\n            mesh: The mesh to export.\n            filename: The filename to export the mesh to.\n        \"\"\"\n        vertex_matrix = mesh.vertices.cpu().numpy().astype(\"float64\")\n        face_matrix = mesh.faces.cpu().numpy().astype(\"int32\")\n        v_normals_matrix = mesh.normals.cpu().numpy().astype(\"float64\")\n        v_color_matrix = mesh.colors.cpu().numpy().astype(\"float64\")\n        # colors need an alpha channel\n        v_color_matrix = np.concatenate([v_color_matrix, np.ones((v_color_matrix.shape[0], 1))], axis=-1)\n\n        # create a new Mesh\n        m = pymeshlab.Mesh(\n            vertex_matrix=vertex_matrix,\n            face_matrix=face_matrix,\n            v_normals_matrix=v_normals_matrix,\n            v_color_matrix=v_color_matrix,\n        )\n        # create a new MeshSet\n        ms = pymeshlab.MeshSet()\n        # add the mesh to the MeshSet\n        ms.add_mesh(m, \"mesh\")\n        # save the current mesh\n        ms.save_current_mesh(filename)\n\n    def integrate_tsdf(\n        self,\n        c2w: TensorType[\"batch\", 4, 4],\n        K: TensorType[\"batch\", 3, 3],\n        depth_images: TensorType[\"batch\", 1, \"height\", \"width\"],\n        color_images: Optional[TensorType[\"batch\", 3, \"height\", \"width\"]] = None,\n        mask_images: Optional[TensorType[\"batch\", 1, \"height\", \"width\"]] = None,\n    ):\n        \"\"\"Integrates a batch of depth images into the TSDF.\n\n        Args:\n            c2w: The camera extrinsics.\n            K: The camera intrinsics.\n            depth_images: The depth images to integrate.\n            color_images: The color images to integrate.\n            mask_images: The mask images to integrate.\n        \"\"\"\n\n        if mask_images is not None:\n            raise NotImplementedError(\"Mask images are not supported yet.\")\n\n        batch_size = c2w.shape[0]\n        shape = self.voxel_coords.shape[1:]\n\n        # Project voxel_coords into image space...\n\n        image_size = torch.tensor(\n            [depth_images.shape[-1], depth_images.shape[-2]], device=self.device\n        )  # [width, height]\n\n        # make voxel_coords homogeneous\n        voxel_world_coords = self.voxel_coords.view(3, -1)\n        voxel_world_coords = torch.cat(\n            [voxel_world_coords, torch.ones(1, voxel_world_coords.shape[1], device=self.device)], dim=0\n        )\n        voxel_world_coords = voxel_world_coords.unsqueeze(0)  # [1, 4, N]\n        voxel_world_coords = voxel_world_coords.expand(batch_size, *voxel_world_coords.shape[1:])  # [batch, 4, N]\n\n        voxel_cam_coords = torch.bmm(torch.inverse(c2w), voxel_world_coords)  # [batch, 4, N]\n\n        # flip the z axis\n        voxel_cam_coords[:, 2, :] = -voxel_cam_coords[:, 2, :]\n        # flip the y axis\n        voxel_cam_coords[:, 1, :] = -voxel_cam_coords[:, 1, :]\n\n        # we need the distance of the point to the camera, not the z coordinate\n        voxel_depth = torch.sqrt(torch.sum(voxel_cam_coords[:, :3, :] ** 2, dim=-2, keepdim=True))  # [batch, 1, N]\n\n        voxel_cam_coords_z = voxel_cam_coords[:, 2:3, :]\n        voxel_cam_points = torch.bmm(K, voxel_cam_coords[:, 0:3, :] / voxel_cam_coords_z)  # [batch, 3, N]\n        voxel_pixel_coords = voxel_cam_points[:, :2, :]  # [batch, 2, N]\n\n        # Sample the depth images with grid sample...\n\n        grid = voxel_pixel_coords.permute(0, 2, 1)  # [batch, N, 2]\n        # normalize grid to [-1, 1]\n        grid = 2.0 * grid / image_size.view(1, 1, 2) - 1.0  # [batch, N, 2]\n        grid = grid[:, None]  # [batch, 1, N, 2]\n        # depth\n        sampled_depth = F.grid_sample(\n            input=depth_images, grid=grid, mode=\"nearest\", padding_mode=\"zeros\", align_corners=False\n        )  # [batch, N, 1]\n        sampled_depth = sampled_depth.squeeze(2)  # [batch, 1, N]\n        # colors\n        if color_images is not None:\n            sampled_colors = F.grid_sample(\n                input=color_images, grid=grid, mode=\"nearest\", padding_mode=\"zeros\", align_corners=False\n            )  # [batch, N, 3]\n            sampled_colors = sampled_colors.squeeze(2)  # [batch, 3, N]\n\n        dist = sampled_depth - voxel_depth  # [batch, 1, N]\n        tsdf_values = torch.clamp(dist / self.truncation, min=-1.0, max=1.0)  # [batch, 1, N]\n        valid_points = (voxel_depth > 0) & (sampled_depth > 0) & (dist > -self.truncation)  # [batch, 1, N]\n\n        # Sequentially update the TSDF...\n\n        for i in range(batch_size):\n\n            valid_points_i = valid_points[i]\n            valid_points_i_shape = valid_points_i.view(*shape)  # [xdim, ydim, zdim]\n\n            # the old values\n            old_tsdf_values_i = self.values[valid_points_i_shape]\n            old_weights_i = self.weights[valid_points_i_shape]\n\n            # the new values\n            # TODO: let the new weight be configurable\n            new_tsdf_values_i = tsdf_values[i][valid_points_i]\n            new_weights_i = 1.0\n\n            total_weights = old_weights_i + new_weights_i\n\n            self.values[valid_points_i_shape] = (\n                old_tsdf_values_i * old_weights_i + new_tsdf_values_i * new_weights_i\n            ) / total_weights\n            self.weights[valid_points_i_shape] = torch.clamp(total_weights, max=1.0)\n\n            if color_images is not None:\n                old_colors_i = self.colors[valid_points_i_shape]  # [M, 3]\n                new_colors_i = sampled_colors[i][:, valid_points_i.squeeze(0)].permute(1, 0)  # [M, 3]\n                self.colors[valid_points_i_shape] = (\n                    old_colors_i * old_weights_i[:, None] + new_colors_i * new_weights_i\n                ) / total_weights[:, None]\n\n\ndef export_tsdf_mesh(\n    pipeline: Pipeline,\n    output_dir: Path,\n    downscale_factor: int = 2,\n    depth_output_name: str = \"depth\",\n    rgb_output_name: str = \"rgb\",\n    resolution: Union[int, List[int]] = field(default_factory=lambda: [256, 256, 256]),\n    batch_size: int = 10,\n    use_bounding_box: bool = True,\n    bounding_box_min: Tuple[float, float, float] = (-1.0, -1.0, -1.0),\n    bounding_box_max: Tuple[float, float, float] = (1.0, 1.0, 1.0),\n):\n    \"\"\"Export a TSDF mesh from a pipeline.\n\n    Args:\n        pipeline: The pipeline to export the mesh from.\n        output_dir: The directory to save the mesh to.\n        downscale_factor: Downscale factor for the images.\n        depth_output_name: Name of the depth output.\n        rgb_output_name: Name of the RGB output.\n        resolution: Resolution of the TSDF volume or [x, y, z] resolutions individually.\n        batch_size: How many depth images to integrate per batch.\n        use_bounding_box: Whether to use a bounding box for the TSDF volume.\n        bounding_box_min: Minimum coordinates of the bounding box.\n        bounding_box_max: Maximum coordinates of the bounding box.\n    \"\"\"\n\n    device = pipeline.device\n\n    dataparser_outputs = pipeline.datamanager.train_dataset._dataparser_outputs  # pylint: disable=protected-access\n\n    # initialize the TSDF volume\n    if not use_bounding_box:\n        aabb = dataparser_outputs.scene_box.aabb\n    else:\n        aabb = torch.tensor([bounding_box_min, bounding_box_max])\n    if isinstance(resolution, int):\n        volume_dims = torch.tensor([resolution] * 3)\n    elif isinstance(resolution, List):\n        volume_dims = torch.tensor(resolution)\n    else:\n        raise ValueError(\"Resolution must be an int or a list.\")\n    tsdf = TSDF.from_aabb(aabb, volume_dims=volume_dims)\n    # move TSDF to device\n    tsdf.to(device)\n\n    cameras = dataparser_outputs.cameras\n    # we turn off distortion when populating the TSDF\n    color_images, depth_images = render_trajectory(\n        pipeline,\n        cameras,\n        rgb_output_name=rgb_output_name,\n        depth_output_name=depth_output_name,\n        rendered_resolution_scaling_factor=1.0 / downscale_factor,\n        disable_distortion=True,\n    )\n\n    # camera extrinsics and intrinsics\n    c2w: TensorType[\"N\", 3, 4] = cameras.camera_to_worlds.to(device)\n    # make c2w homogeneous\n    c2w = torch.cat([c2w, torch.zeros(c2w.shape[0], 1, 4, device=device)], dim=1)\n    c2w[:, 3, 3] = 1\n    K: TensorType[\"N\", 3, 3] = cameras.get_intrinsics_matrices().to(device)\n    color_images = torch.tensor(np.array(color_images), device=device).permute(0, 3, 1, 2)  # shape (N, 3, H, W)\n    depth_images = torch.tensor(np.array(depth_images), device=device).permute(0, 3, 1, 2)  # shape (N, 1, H, W)\n\n    CONSOLE.print(\"Integrating the TSDF\")\n    for i in range(0, len(c2w), batch_size):\n        tsdf.integrate_tsdf(\n            c2w[i : i + batch_size],\n            K[i : i + batch_size],\n            depth_images[i : i + batch_size],\n            color_images=color_images[i : i + batch_size],\n        )\n\n    CONSOLE.print(\"Computing Mesh\")\n    mesh = tsdf.get_mesh()\n    CONSOLE.print(\"Saving TSDF Mesh\")\n    tsdf.export_mesh(mesh, filename=str(output_dir / \"tsdf_mesh.ply\"))\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/field_components/__init__.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"init field modules\"\"\"\nfrom .base_field_component import FieldComponent\nfrom .encodings import Encoding, ScalingAndOffset\nfrom .mlp import MLP\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/field_components/activations.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nSpecial activation functions.\n\"\"\"\n\nimport torch\nfrom torch.autograd import Function\nfrom torch.cuda.amp import custom_bwd, custom_fwd\n\n\nclass _TruncExp(Function):  # pylint: disable=abstract-method\n    # Implementation from torch-ngp:\n    # https://github.com/ashawkey/torch-ngp/blob/93b08a0d4ec1cc6e69d85df7f0acdfb99603b628/activation.py\n    @staticmethod\n    @custom_fwd(cast_inputs=torch.float32)\n    def forward(ctx, x):  # pylint: disable=arguments-differ\n        ctx.save_for_backward(x)\n        return torch.exp(x)\n\n    @staticmethod\n    @custom_bwd\n    def backward(ctx, g):  # pylint: disable=arguments-differ\n        x = ctx.saved_tensors[0]\n        return g * torch.exp(x.clamp(-15, 15))\n\n\ntrunc_exp = _TruncExp.apply\n\"\"\"Same as torch.exp, but with the backward pass clipped to prevent vanishing/exploding\ngradients.\"\"\"\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/field_components/base_field_component.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nThe field module baseclass.\n\"\"\"\nfrom abc import abstractmethod\nfrom typing import Optional\n\nfrom torch import nn\nfrom torchtyping import TensorType\n\n\nclass FieldComponent(nn.Module):\n    \"\"\"Field modules that can be combined to store and compute the fields.\n\n    Args:\n        in_dim: Input dimension to module.\n        out_dim: Ouput dimension to module.\n    \"\"\"\n\n    def __init__(self, in_dim: Optional[int] = None, out_dim: Optional[int] = None) -> None:\n        super().__init__()\n        self.in_dim = in_dim\n        self.out_dim = out_dim\n\n    def build_nn_modules(self) -> None:\n        \"\"\"Function instantiates any torch.nn members within the module.\n        If none exist, do nothing.\"\"\"\n\n    def set_in_dim(self, in_dim: int) -> None:\n        \"\"\"Sets input dimension of encoding\n\n        Args:\n            in_dim: input dimension\n        \"\"\"\n        if in_dim <= 0:\n            raise ValueError(\"Input dimension should be greater than zero\")\n        self.in_dim = in_dim\n\n    def get_out_dim(self) -> int:\n        \"\"\"Calculates output dimension of encoding.\"\"\"\n        if self.out_dim is None:\n            raise ValueError(\"Output dimension has not been set\")\n        return self.out_dim\n\n    @abstractmethod\n    def forward(self, in_tensor: TensorType[\"bs\":..., \"input_dim\"]) -> TensorType[\"bs\":..., \"output_dim\"]:\n        \"\"\"\n        Returns processed tensor\n\n        Args:\n            in_tensor: Input tensor to process\n        \"\"\"\n        raise NotImplementedError\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/field_components/embedding.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nCode for embeddings.\n\"\"\"\n\n\nimport torch\nfrom torchtyping import TensorType\n\nfrom nerfstudio.field_components.base_field_component import FieldComponent\n\n\nclass Embedding(FieldComponent):\n    \"\"\"Index into embeddings.\n    # TODO: add different types of initializations\n\n    Args:\n        in_dim: Number of embeddings\n        out_dim: Dimension of the embedding vectors\n    \"\"\"\n\n    def __init__(self, in_dim: int, out_dim: int) -> None:\n        super().__init__()\n        self.in_dim = in_dim\n        self.out_dim = out_dim\n        self.build_nn_modules()\n\n    def build_nn_modules(self) -> None:\n        self.embedding = torch.nn.Embedding(self.in_dim, self.out_dim)\n\n    def mean(self, dim=0):\n        \"\"\"Return the mean of the embedding weights along a dim.\"\"\"\n        return self.embedding.weight.mean(dim)\n\n    def forward(self, in_tensor: TensorType[..., \"input_dim\"]) -> TensorType[..., \"output_dim\"]:\n        \"\"\"Call forward\n\n        Args:\n            in_tensor: input tensor to process\n        \"\"\"\n        return self.embedding(in_tensor)\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/field_components/encodings.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nEncoding functions\n\"\"\"\n\nfrom abc import abstractmethod\nfrom typing import Optional\n\nimport numpy as np\nimport torch\nimport torch.nn.functional as F\nfrom torch import nn\nfrom torchtyping import TensorType\nfrom typing_extensions import Literal\n\nfrom nerfstudio.field_components.base_field_component import FieldComponent\nfrom nerfstudio.utils.math import components_from_spherical_harmonics, expected_sin\nfrom nerfstudio.utils.printing import print_tcnn_speed_warning\n\ntry:\n    import tinycudann as tcnn\n\n    TCNN_EXISTS = True\nexcept ImportError:\n    TCNN_EXISTS = False\n\n\nclass Encoding(FieldComponent):\n    \"\"\"Encode an input tensor. Intended to be subclassed\n\n    Args:\n        in_dim: Input dimension of tensor\n    \"\"\"\n\n    def __init__(self, in_dim: int) -> None:\n        if in_dim <= 0:\n            raise ValueError(\"Input dimension should be greater than zero\")\n        super().__init__(in_dim=in_dim)\n\n    @abstractmethod\n    def forward(self, in_tensor: TensorType[\"bs\":..., \"input_dim\"]) -> TensorType[\"bs\":..., \"output_dim\"]:\n        \"\"\"Call forward and returns and processed tensor\n\n        Args:\n            in_tensor: the input tensor to process\n        \"\"\"\n        raise NotImplementedError\n\n\nclass Identity(Encoding):\n    \"\"\"Identity encoding (Does not modify input)\"\"\"\n\n    def get_out_dim(self) -> int:\n        if self.in_dim is None:\n            raise ValueError(\"Input dimension has not been set\")\n        return self.in_dim\n\n    def forward(self, in_tensor: TensorType[\"bs\":..., \"input_dim\"]) -> TensorType[\"bs\":..., \"output_dim\"]:\n        return in_tensor\n\n\nclass ScalingAndOffset(Encoding):\n    \"\"\"Simple scaling and offet to input\n\n    Args:\n        in_dim: Input dimension of tensor\n        scaling: Scaling applied to tensor.\n        offset: Offset applied to tensor.\n    \"\"\"\n\n    def __init__(self, in_dim: int, scaling: float = 1.0, offset: float = 0.0) -> None:\n        super().__init__(in_dim)\n\n        self.scaling = scaling\n        self.offset = offset\n\n    def get_out_dim(self) -> int:\n        if self.in_dim is None:\n            raise ValueError(\"Input dimension has not been set\")\n        return self.in_dim\n\n    def forward(self, in_tensor: TensorType[\"bs\":..., \"input_dim\"]) -> TensorType[\"bs\":..., \"output_dim\"]:\n        return self.scaling * in_tensor + self.offset\n\n\nclass NeRFEncoding(Encoding):\n    \"\"\"Multi-scale sinusoidal encodings. Support ``integrated positional encodings`` if covariances are provided.\n    Each axis is encoded with frequencies ranging from 2^min_freq_exp to 2^max_freq_exp.\n\n    Args:\n        in_dim: Input dimension of tensor\n        num_frequencies: Number of encoded frequencies per axis\n        min_freq_exp: Minimum frequency exponent\n        max_freq_exp: Maximum frequency exponent\n        include_input: Append the input coordinate to the encoding\n    \"\"\"\n\n    def __init__(\n        self, in_dim: int, num_frequencies: int, min_freq_exp: float, max_freq_exp: float, include_input: bool = False\n    ) -> None:\n        super().__init__(in_dim)\n\n        self.num_frequencies = num_frequencies\n        self.min_freq = min_freq_exp\n        self.max_freq = max_freq_exp\n        self.include_input = include_input\n\n    def get_out_dim(self) -> int:\n        if self.in_dim is None:\n            raise ValueError(\"Input dimension has not been set\")\n        out_dim = self.in_dim * self.num_frequencies * 2\n        if self.include_input:\n            out_dim += self.in_dim\n        return out_dim\n\n    def forward(\n        self,\n        in_tensor: TensorType[\"bs\":..., \"input_dim\"],\n        covs: Optional[TensorType[\"bs\":..., \"input_dim\", \"input_dim\"]] = None,\n    ) -> TensorType[\"bs\":..., \"output_dim\"]:\n        \"\"\"Calculates NeRF encoding. If covariances are provided the encodings will be integrated as proposed\n            in mip-NeRF.\n\n        Args:\n            in_tensor: For best performance, the input tensor should be between 0 and 1.\n            covs: Covariances of input points.\n        Returns:\n            Output values will be between -1 and 1\n        \"\"\"\n        in_tensor = 2 * torch.pi * in_tensor  # scale to [0, 2pi]\n        freqs = 2 ** torch.linspace(self.min_freq, self.max_freq, self.num_frequencies).to(in_tensor.device)\n        scaled_inputs = in_tensor[..., None] * freqs  # [..., \"input_dim\", \"num_scales\"]\n        scaled_inputs = scaled_inputs.view(*scaled_inputs.shape[:-2], -1)  # [..., \"input_dim\" * \"num_scales\"]\n\n        if covs is None:\n            encoded_inputs = torch.sin(torch.cat([scaled_inputs, scaled_inputs + torch.pi / 2.0], dim=-1))\n        else:\n            input_var = torch.diagonal(covs, dim1=-2, dim2=-1)[..., :, None] * freqs[None, :] ** 2\n            input_var = input_var.reshape((*input_var.shape[:-2], -1))\n            encoded_inputs = expected_sin(\n                torch.cat([scaled_inputs, scaled_inputs + torch.pi / 2.0], dim=-1), torch.cat(2 * [input_var], dim=-1)\n            )\n\n        if self.include_input:\n            encoded_inputs = torch.cat([encoded_inputs, in_tensor], dim=-1)\n        return encoded_inputs\n\n\nclass RFFEncoding(Encoding):\n    \"\"\"Random Fourier Feature encoding. Supports integrated encodings.\n\n    Args:\n        in_dim: Input dimension of tensor\n        num_frequencies: Number of encoding frequencies\n        scale: Std of Gaussian to sample frequencies. Must be greater than zero\n        include_input: Append the input coordinate to the encoding\n    \"\"\"\n\n    def __init__(self, in_dim: int, num_frequencies: int, scale: float, include_input: bool = False) -> None:\n        super().__init__(in_dim)\n\n        self.num_frequencies = num_frequencies\n        if not scale > 0:\n            raise ValueError(\"RFF encoding scale should be greater than zero\")\n        self.scale = scale\n        if self.in_dim is None:\n            raise ValueError(\"Input dimension has not been set\")\n        b_matrix = torch.normal(mean=0, std=self.scale, size=(self.in_dim, self.num_frequencies))\n        self.register_buffer(name=\"b_matrix\", tensor=b_matrix)\n        self.include_input = include_input\n\n    def get_out_dim(self) -> int:\n        return self.num_frequencies * 2\n\n    def forward(\n        self,\n        in_tensor: TensorType[\"bs\":..., \"input_dim\"],\n        covs: Optional[TensorType[\"bs\":..., \"input_dim\", \"input_dim\"]] = None,\n    ) -> TensorType[\"bs\":..., \"output_dim\"]:\n        \"\"\"Calculates RFF encoding. If covariances are provided the encodings will be integrated as proposed\n            in mip-NeRF.\n\n        Args:\n            in_tensor: For best performance, the input tensor should be between 0 and 1.\n            covs: Covariances of input points.\n\n        Returns:\n            Output values will be between -1 and 1\n        \"\"\"\n        in_tensor = 2 * torch.pi * in_tensor  # scale to [0, 2pi]\n        scaled_inputs = in_tensor @ self.b_matrix  # [..., \"num_frequencies\"]\n\n        if covs is None:\n            encoded_inputs = torch.sin(torch.cat([scaled_inputs, scaled_inputs + torch.pi / 2.0], dim=-1))\n        else:\n            input_var = torch.sum((covs @ self.b_matrix) * self.b_matrix, -2)\n            encoded_inputs = expected_sin(\n                torch.cat([scaled_inputs, scaled_inputs + torch.pi / 2.0], dim=-1), torch.cat(2 * [input_var], dim=-1)\n            )\n\n        if self.include_input:\n            encoded_inputs = torch.cat([encoded_inputs, in_tensor], dim=-1)\n\n        return encoded_inputs\n\n\nclass HashEncoding(Encoding):\n    \"\"\"Hash encoding\n\n    Args:\n        num_levels: Number of feature grids.\n        min_res: Resolution of smallest feature grid.\n        max_res: Resolution of largest feature grid.\n        log2_hashmap_size: Size of hash map is 2^log2_hashmap_size.\n        features_per_level: Number of features per level.\n        hash_init_scale: Value to initialize hash grid.\n        implementation: Implementation of hash encoding. Fallback to torch if tcnn not available.\n        interpolation: Interpolation override for tcnn hashgrid. Not supported for torch unless linear.\n    \"\"\"\n\n    def __init__(\n        self,\n        num_levels: int = 16,\n        min_res: int = 16,\n        max_res: int = 1024,\n        log2_hashmap_size: int = 19,\n        features_per_level: int = 2,\n        hash_init_scale: float = 0.001,\n        implementation: Literal[\"tcnn\", \"torch\"] = \"tcnn\",\n        interpolation: Optional[Literal[\"Nearest\", \"Linear\", \"Smoothstep\"]] = None,\n    ) -> None:\n\n        super().__init__(in_dim=3)\n        self.num_levels = num_levels\n        self.features_per_level = features_per_level\n        self.log2_hashmap_size = log2_hashmap_size\n        self.hash_table_size = 2**log2_hashmap_size\n\n        levels = torch.arange(num_levels)\n        growth_factor = np.exp((np.log(max_res) - np.log(min_res)) / (num_levels - 1))\n        self.scalings = torch.floor(min_res * growth_factor**levels)\n\n        self.hash_offset = levels * self.hash_table_size\n        self.hash_table = torch.rand(size=(self.hash_table_size * num_levels, features_per_level)) * 2 - 1\n        self.hash_table *= hash_init_scale\n        self.hash_table = nn.Parameter(self.hash_table)\n\n        self.tcnn_encoding = None\n        if not TCNN_EXISTS and implementation == \"tcnn\":\n            print_tcnn_speed_warning(\"HashEncoding\")\n        elif implementation == \"tcnn\":\n            encoding_config = {\n                \"otype\": \"HashGrid\",\n                \"n_levels\": self.num_levels,\n                \"n_features_per_level\": self.features_per_level,\n                \"log2_hashmap_size\": self.log2_hashmap_size,\n                \"base_resolution\": min_res,\n                \"per_level_scale\": growth_factor,\n            }\n            if interpolation is not None:\n                encoding_config[\"interpolation\"] = interpolation\n\n            self.tcnn_encoding = tcnn.Encoding(\n                n_input_dims=3,\n                encoding_config=encoding_config,\n            )\n\n        if not TCNN_EXISTS or self.tcnn_encoding is None:\n            assert (\n                interpolation is None or interpolation == \"Linear\"\n            ), f\"interpolation '{interpolation}' is not supported for torch encoding backend\"\n\n    def get_out_dim(self) -> int:\n        return self.num_levels * self.features_per_level\n\n    def hash_fn(self, in_tensor: TensorType[\"bs\":..., \"num_levels\", 3]) -> TensorType[\"bs\":..., \"num_levels\"]:\n        \"\"\"Returns hash tensor using method described in Instant-NGP\n\n        Args:\n            in_tensor: Tensor to be hashed\n        \"\"\"\n\n        # min_val = torch.min(in_tensor)\n        # max_val = torch.max(in_tensor)\n        # assert min_val >= 0.0\n        # assert max_val <= 1.0\n\n        in_tensor = in_tensor * torch.tensor([1, 2654435761, 805459861]).to(in_tensor.device)\n        x = torch.bitwise_xor(in_tensor[..., 0], in_tensor[..., 1])\n        x = torch.bitwise_xor(x, in_tensor[..., 2])\n        x %= self.hash_table_size\n        x += self.hash_offset.to(x.device)\n        return x\n\n    def pytorch_fwd(self, in_tensor: TensorType[\"bs\":..., \"input_dim\"]) -> TensorType[\"bs\":..., \"output_dim\"]:\n        \"\"\"Forward pass using pytorch. Significantly slower than TCNN implementation.\"\"\"\n\n        assert in_tensor.shape[-1] == 3\n        in_tensor = in_tensor[..., None, :]  # [..., 1, 3]\n        scaled = in_tensor * self.scalings.view(-1, 1).to(in_tensor.device)  # [..., L, 3]\n        scaled_c = torch.ceil(scaled).type(torch.int32)\n        scaled_f = torch.floor(scaled).type(torch.int32)\n\n        offset = scaled - scaled_f\n\n        hashed_0 = self.hash_fn(scaled_c)  # [..., num_levels]\n        hashed_1 = self.hash_fn(torch.cat([scaled_c[..., 0:1], scaled_f[..., 1:2], scaled_c[..., 2:3]], dim=-1))\n        hashed_2 = self.hash_fn(torch.cat([scaled_f[..., 0:1], scaled_f[..., 1:2], scaled_c[..., 2:3]], dim=-1))\n        hashed_3 = self.hash_fn(torch.cat([scaled_f[..., 0:1], scaled_c[..., 1:2], scaled_c[..., 2:3]], dim=-1))\n        hashed_4 = self.hash_fn(torch.cat([scaled_c[..., 0:1], scaled_c[..., 1:2], scaled_f[..., 2:3]], dim=-1))\n        hashed_5 = self.hash_fn(torch.cat([scaled_c[..., 0:1], scaled_f[..., 1:2], scaled_f[..., 2:3]], dim=-1))\n        hashed_6 = self.hash_fn(scaled_f)\n        hashed_7 = self.hash_fn(torch.cat([scaled_f[..., 0:1], scaled_c[..., 1:2], scaled_f[..., 2:3]], dim=-1))\n\n        f_0 = self.hash_table[hashed_0]  # [..., num_levels, features_per_level]\n        f_1 = self.hash_table[hashed_1]\n        f_2 = self.hash_table[hashed_2]\n        f_3 = self.hash_table[hashed_3]\n        f_4 = self.hash_table[hashed_4]\n        f_5 = self.hash_table[hashed_5]\n        f_6 = self.hash_table[hashed_6]\n        f_7 = self.hash_table[hashed_7]\n\n        f_03 = f_0 * offset[..., 0:1] + f_3 * (1 - offset[..., 0:1])\n        f_12 = f_1 * offset[..., 0:1] + f_2 * (1 - offset[..., 0:1])\n        f_56 = f_5 * offset[..., 0:1] + f_6 * (1 - offset[..., 0:1])\n        f_47 = f_4 * offset[..., 0:1] + f_7 * (1 - offset[..., 0:1])\n\n        f0312 = f_03 * offset[..., 1:2] + f_12 * (1 - offset[..., 1:2])\n        f4756 = f_47 * offset[..., 1:2] + f_56 * (1 - offset[..., 1:2])\n\n        encoded_value = f0312 * offset[..., 2:3] + f4756 * (\n            1 - offset[..., 2:3]\n        )  # [..., num_levels, features_per_level]\n\n        return torch.flatten(encoded_value, start_dim=-2, end_dim=-1)  # [..., num_levels * features_per_level]\n\n    def forward(self, in_tensor: TensorType[\"bs\":..., \"input_dim\"]) -> TensorType[\"bs\":..., \"output_dim\"]:\n        if TCNN_EXISTS and self.tcnn_encoding is not None:\n            return self.tcnn_encoding(in_tensor)\n        return self.pytorch_fwd(in_tensor)\n\n\nclass TensorCPEncoding(Encoding):\n    \"\"\"Learned CANDECOMP/PARFAC (CP) decomposition encoding used in TensoRF\n\n    Args:\n        resolution: Resolution of grid.\n        num_components: Number of components per dimension.\n        init_scale: Initialization scale.\n    \"\"\"\n\n    def __init__(self, resolution: int = 256, num_components: int = 24, init_scale: float = 0.1) -> None:\n        super().__init__(in_dim=3)\n\n        self.resolution = resolution\n        self.num_components = num_components\n\n        # TODO Learning rates should be different for these\n        self.line_coef = nn.Parameter(init_scale * torch.randn((3, num_components, resolution, 1)))\n\n    def get_out_dim(self) -> int:\n        return self.num_components\n\n    def forward(self, in_tensor: TensorType[\"bs\":..., \"input_dim\"]) -> TensorType[\"bs\":..., \"output_dim\"]:\n        line_coord = torch.stack([in_tensor[..., 2], in_tensor[..., 1], in_tensor[..., 0]])  # [3, ...]\n        line_coord = torch.stack([torch.zeros_like(line_coord), line_coord], dim=-1)  # [3, ...., 2]\n\n        # Stop gradients from going to sampler\n        line_coord = line_coord.view(3, -1, 1, 2).detach()\n\n        line_features = F.grid_sample(self.line_coef, line_coord, align_corners=True)  # [3, Components, -1, 1]\n\n        features = torch.prod(line_features, dim=0)\n        features = torch.moveaxis(features.view(self.num_components, *in_tensor.shape[:-1]), 0, -1)\n\n        return features  # [..., Components]\n\n    @torch.no_grad()\n    def upsample_grid(self, resolution: int) -> None:\n        \"\"\"Upsamples underyling feature grid\n\n        Args:\n            resolution: Target resolution.\n        \"\"\"\n\n        self.line_coef.data = F.interpolate(\n            self.line_coef.data, size=(resolution, 1), mode=\"bilinear\", align_corners=True\n        )\n\n        self.resolution = resolution\n\n\nclass TensorVMEncoding(Encoding):\n    \"\"\"Learned vector-matrix encoding proposed by TensoRF\n\n    Args:\n        resolution: Resolution of grid.\n        num_components: Number of components per dimension.\n        init_scale: Initialization scale.\n    \"\"\"\n\n    plane_coef: TensorType[3, \"num_components\", \"resolution\", \"resolution\"]\n    line_coef: TensorType[3, \"num_components\", \"resolution\", 1]\n\n    def __init__(\n        self,\n        resolution: int = 128,\n        num_components: int = 24,\n        init_scale: float = 0.1,\n        smoothstep: bool = False,\n    ) -> None:\n        super().__init__(in_dim=3)\n\n        self.resolution = resolution\n        self.num_components = num_components\n        self.smoothstep = smoothstep\n\n        self.plane_coef = nn.Parameter(init_scale * torch.randn((3 * resolution * resolution, num_components)))\n        self.line_coef = nn.Parameter(init_scale * torch.randn((3 * resolution, num_components)))\n\n        self.n_output_dims = self.get_out_dim()\n\n    def get_out_dim(self) -> int:\n        return self.num_components * 3\n\n    def index_fn(self, x: torch.Tensor, y: torch.Tensor, width: int, height: int):\n        y.clamp_max_(height - 1)\n        x.clamp_max_(width - 1)\n\n        if y.max() >= height or x.max() >= width:\n            breakpoint()\n\n        index = y * width + x\n        feature_offset = width * height * torch.arange(3)\n        index += feature_offset.to(x.device)[:, None, None]\n\n        return index.long()\n\n    def grid_sample_2d(self, feature, coord, type=\"plane\"):\n        if type == \"plane\":\n            height, width = self.resolution, self.resolution\n        else:\n            height, width = self.resolution, 1\n\n        scaled = coord * torch.tensor([width, height]).to(coord.device)[None, None]\n        scaled_c = torch.ceil(scaled).type(torch.int32)\n        scaled_f = torch.floor(scaled).type(torch.int32)\n\n        offset = scaled - scaled_f\n\n        # smooth version of offset\n        if self.smoothstep:\n            offset = offset * offset * (3.0 - 2.0 * offset)\n\n        offset = offset[..., None, :]\n\n        index_0 = self.index_fn(scaled_c[..., 0:1], scaled_c[..., 1:2], height, width)  # [..., num_levels]\n        index_2 = self.index_fn(scaled_f[..., 0:1], scaled_f[..., 1:2], height, width)\n        if type == \"plane\":\n            index_1 = self.index_fn(scaled_c[..., 0:1], scaled_f[..., 1:2], height, width)\n            index_3 = self.index_fn(scaled_f[..., 0:1], scaled_c[..., 1:2], height, width)\n\n        # breakpoint()\n        if type == \"plane\":\n            f_0 = feature[index_0]  # [..., num_levels, features_per_level]\n            f_1 = feature[index_1]\n            f_2 = feature[index_2]\n            f_3 = feature[index_3]\n\n            f_03 = f_0 * offset[..., 0:1] + f_3 * (1 - offset[..., 0:1])\n            f_12 = f_1 * offset[..., 0:1] + f_2 * (1 - offset[..., 0:1])\n\n            f0312 = f_03 * offset[..., 1:2] + f_12 * (1 - offset[..., 1:2])\n\n            return f0312\n        else:\n            f_0 = feature[index_0]  # [..., num_levels, features_per_level]\n            f_2 = feature[index_2]\n            f_02 = f_0 * offset[..., 0:1] + f_2 * (1 - offset[..., 0:1])\n            return f_02\n\n    def forward(self, in_tensor: TensorType[\"bs\":..., \"input_dim\"]) -> TensorType[\"bs\":..., \"output_dim\"]:\n        \"\"\"Compute encoding for each position in in_positions\n\n        Args:\n            in_tensor: position inside bounds in range [-1,1],\n\n        Returns: Encoded position\n        \"\"\"\n        plane_coord = torch.stack([in_tensor[..., [0, 1]], in_tensor[..., [0, 2]], in_tensor[..., [1, 2]]])  # [3,...,2]\n        line_coord = torch.stack([in_tensor[..., 2], in_tensor[..., 1], in_tensor[..., 0]])  # [3, ...]\n        line_coord = torch.stack([line_coord, torch.zeros_like(line_coord)], dim=-1)  # [3, ...., 2]\n\n        # Stop gradients from going to sampler\n        # plane_coord = plane_coord.view(3, -1, 1, 2).detach()\n        # line_coord = line_coord.view(3, -1, 1, 2).detach()\n\n        # plane_features = F.grid_sample(self.plane_coef, plane_coord, align_corners=True)  # [3, Components, -1, 1]\n        # line_features = F.grid_sample(self.line_coef, line_coord, align_corners=True)  # [3, Components, -1, 1]\n\n        # diff grid_sample\n\n        plane_features = self.grid_sample_2d(self.plane_coef, plane_coord, type=\"plane\")  # [3, -1, 1, Components]\n        # line_features = self.grid_sample_2d(self.line_coef, line_coord, type=\"line\")  # [3, -1, 1, Components]\n\n        # features = plane_features * line_features  # [3, -1, 1, components]\n        features = plane_features\n        features = torch.moveaxis(features, 0, 1).reshape(-1, 3 * self.num_components)\n\n        # features = torch.moveaxis(features.view(3 * self.num_components, *in_tensor.shape[:-1]), 0, -1)\n\n        return features  # [..., 3 * Components]\n\n    @torch.no_grad()\n    def upsample_grid(self, resolution: int) -> None:\n        \"\"\"Upsamples underyling feature grid\n\n        Args:\n            resolution: Target resolution.\n        \"\"\"\n        plane_coef = F.interpolate(\n            self.plane_coef.data, size=(resolution, resolution), mode=\"bilinear\", align_corners=True\n        )\n        line_coef = F.interpolate(self.line_coef.data, size=(resolution, 1), mode=\"bilinear\", align_corners=True)\n\n        # TODO(ethan): are these torch.nn.Parameters needed?\n        self.plane_coef, self.line_coef = torch.nn.Parameter(plane_coef), torch.nn.Parameter(line_coef)\n        self.resolution = resolution\n\n\nclass SHEncoding(Encoding):\n    \"\"\"Spherical harmonic encoding\n\n    Args:\n        levels: Number of spherical hamonic levels to encode.\n    \"\"\"\n\n    def __init__(self, levels: int = 4) -> None:\n        super().__init__(in_dim=3)\n\n        if levels <= 0 or levels > 4:\n            raise ValueError(f\"Spherical harmonic encoding only suports 1 to 4 levels, requested {levels}\")\n\n        self.levels = levels\n\n    def get_out_dim(self) -> int:\n        return self.levels**2\n\n    @torch.no_grad()\n    def forward(self, in_tensor: TensorType[\"bs\":..., \"input_dim\"]) -> TensorType[\"bs\":..., \"output_dim\"]:\n        return components_from_spherical_harmonics(levels=self.levels, directions=in_tensor)\n\n\nclass PeriodicVolumeEncoding(Encoding):\n    \"\"\"Periodic Volume encoding\n\n    Args:\n        num_levels: Number of feature grids.\n        min_res: Resolution of smallest feature grid.\n        max_res: Resolution of largest feature grid.\n        log2_hashmap_size: Size of hash map is 2^log2_hashmap_size.\n        features_per_level: Number of features per level.\n        hash_init_scale: Value to initialize hash grid.\n        implementation: Implementation of hash encoding. Fallback to torch if tcnn not available.\n    \"\"\"\n\n    def __init__(\n        self,\n        num_levels: int = 16,\n        min_res: int = 16,\n        max_res: int = 1024,\n        log2_hashmap_size: int = 19,\n        features_per_level: int = 2,\n        hash_init_scale: float = 0.001,\n        smoothstep: bool = False,\n    ) -> None:\n\n        super().__init__(in_dim=3)\n        self.num_levels = num_levels\n        self.features_per_level = features_per_level\n        self.log2_hashmap_size = log2_hashmap_size\n        assert log2_hashmap_size % 3 == 0\n        self.hash_table_size = 2**log2_hashmap_size\n        self.n_output_dims = num_levels * features_per_level\n        self.smoothstep = smoothstep\n\n        levels = torch.arange(num_levels)\n        growth_factor = np.exp((np.log(max_res) - np.log(min_res)) / (num_levels - 1))\n        self.scalings = torch.floor(min_res * growth_factor**levels)\n\n        self.periodic_volume_resolution = 2 ** (log2_hashmap_size // 3)\n        # self.periodic_resolution = torch.minimum(torch.floor(self.scalings), periodic_volume_resolution)\n\n        self.hash_offset = levels * self.hash_table_size\n        self.hash_table = torch.rand(size=(self.hash_table_size * num_levels, features_per_level)) * 2 - 1\n        self.hash_table *= hash_init_scale\n        self.hash_table = nn.Parameter(self.hash_table)\n\n        # TODO weight loss by level?\n        self.per_level_weights = 1.0\n\n    def get_out_dim(self) -> int:\n        return self.num_levels * self.features_per_level\n\n    def hash_fn(self, in_tensor: TensorType[\"bs\":..., \"num_levels\", 3]) -> TensorType[\"bs\":..., \"num_levels\"]:\n        \"\"\"Returns hash tensor using method described in Instant-NGP\n\n        Args:\n            in_tensor: Tensor to be hashed\n        \"\"\"\n\n        # round to make it perioidic\n        x = in_tensor\n        x %= self.periodic_volume_resolution\n        # xyz to index\n        x = (\n            x[..., 0] * (self.periodic_volume_resolution**2)\n            + x[..., 1] * (self.periodic_volume_resolution)\n            + x[..., 2]\n        )\n        # offset by feature levels\n        x += self.hash_offset.to(x.device)\n\n        return x.long()\n\n    def pytorch_fwd(self, in_tensor: TensorType[\"bs\":..., \"input_dim\"]) -> TensorType[\"bs\":..., \"output_dim\"]:\n        \"\"\"Forward pass using pytorch. Significantly slower than TCNN implementation.\"\"\"\n\n        assert in_tensor.shape[-1] == 3\n        in_tensor = in_tensor[..., None, :]  # [..., 1, 3]\n        scaled = in_tensor * self.scalings.view(-1, 1).to(in_tensor.device)  # [..., L, 3]\n        scaled_c = torch.ceil(scaled).type(torch.int32)\n        scaled_f = torch.floor(scaled).type(torch.int32)\n\n        offset = scaled - scaled_f\n\n        if self.smoothstep:\n            offset = offset * offset * (3.0 - 2.0 * offset)\n\n        hashed_0 = self.hash_fn(scaled_c)  # [..., num_levels]\n        hashed_1 = self.hash_fn(torch.cat([scaled_c[..., 0:1], scaled_f[..., 1:2], scaled_c[..., 2:3]], dim=-1))\n        hashed_2 = self.hash_fn(torch.cat([scaled_f[..., 0:1], scaled_f[..., 1:2], scaled_c[..., 2:3]], dim=-1))\n        hashed_3 = self.hash_fn(torch.cat([scaled_f[..., 0:1], scaled_c[..., 1:2], scaled_c[..., 2:3]], dim=-1))\n        hashed_4 = self.hash_fn(torch.cat([scaled_c[..., 0:1], scaled_c[..., 1:2], scaled_f[..., 2:3]], dim=-1))\n        hashed_5 = self.hash_fn(torch.cat([scaled_c[..., 0:1], scaled_f[..., 1:2], scaled_f[..., 2:3]], dim=-1))\n        hashed_6 = self.hash_fn(scaled_f)\n        hashed_7 = self.hash_fn(torch.cat([scaled_f[..., 0:1], scaled_c[..., 1:2], scaled_f[..., 2:3]], dim=-1))\n\n        f_0 = self.hash_table[hashed_0]  # [..., num_levels, features_per_level]\n        f_1 = self.hash_table[hashed_1]\n        f_2 = self.hash_table[hashed_2]\n        f_3 = self.hash_table[hashed_3]\n        f_4 = self.hash_table[hashed_4]\n        f_5 = self.hash_table[hashed_5]\n        f_6 = self.hash_table[hashed_6]\n        f_7 = self.hash_table[hashed_7]\n\n        f_03 = f_0 * offset[..., 0:1] + f_3 * (1 - offset[..., 0:1])\n        f_12 = f_1 * offset[..., 0:1] + f_2 * (1 - offset[..., 0:1])\n        f_56 = f_5 * offset[..., 0:1] + f_6 * (1 - offset[..., 0:1])\n        f_47 = f_4 * offset[..., 0:1] + f_7 * (1 - offset[..., 0:1])\n\n        f0312 = f_03 * offset[..., 1:2] + f_12 * (1 - offset[..., 1:2])\n        f4756 = f_47 * offset[..., 1:2] + f_56 * (1 - offset[..., 1:2])\n\n        encoded_value = f0312 * offset[..., 2:3] + f4756 * (\n            1 - offset[..., 2:3]\n        )  # [..., num_levels, features_per_level]\n\n        return torch.flatten(encoded_value, start_dim=-2, end_dim=-1)  # [..., num_levels * features_per_level]\n\n    def forward(self, in_tensor: TensorType[\"bs\":..., \"input_dim\"]) -> TensorType[\"bs\":..., \"output_dim\"]:\n        return self.pytorch_fwd(in_tensor)\n\n    def get_total_variation_loss(self):\n        \"\"\"Compute the total variation loss for the feature volume.\"\"\"\n        feature_volume = self.hash_table.reshape(\n            self.num_levels,\n            self.periodic_volume_resolution,\n            self.periodic_volume_resolution,\n            self.periodic_volume_resolution,\n            self.features_per_level,\n        )\n        diffx = feature_volume[:, 1:, :, :, :] - feature_volume[:, :-1, :, :, :]\n        diffy = feature_volume[:, :, 1:, :, :] - feature_volume[:, :, :-1, :, :]\n        diffz = feature_volume[:, :, :, 1:, :] - feature_volume[:, :, :, :-1, :]\n\n        # TODO how to sum here or should we use mask?\n        resx = diffx.abs().mean(dim=(1, 2, 3, 4))\n        resy = diffy.abs().mean(dim=(1, 2, 3, 4))\n        resz = diffz.abs().mean(dim=(1, 2, 3, 4))\n\n        return ((resx + resy + resz) * self.per_level_weights).mean()\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/field_components/field_heads.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nCollection of render heads\n\"\"\"\nfrom enum import Enum\nfrom typing import Callable, Optional, Union\n\nimport torch\nfrom torch import nn\nfrom torchtyping import TensorType\n\nfrom nerfstudio.field_components.base_field_component import FieldComponent\n\n\nclass FieldHeadNames(Enum):\n    \"\"\"Possible field outputs\"\"\"\n\n    RGB = \"rgb\"\n    SH = \"sh\"\n    DENSITY = \"density\"\n    NORMALS = \"normals\"\n    PRED_NORMALS = \"pred_normals\"\n    UNCERTAINTY = \"uncertainty\"\n    TRANSIENT_RGB = \"transient_rgb\"\n    TRANSIENT_DENSITY = \"transient_density\"\n    SEMANTICS = \"semantics\"\n    NORMAL = \"normal\"\n    SDF = \"sdf\"\n    ALPHA = \"alpha\"\n    GRADIENT = \"gradient\"\n    OCCUPANCY = \"occupancy\"\n    FEATURE = \"feature\"\n    FG_SEG = \"fg_segmentation\"\n\n\nclass FieldHead(FieldComponent):\n    \"\"\"Base field output\n\n    Args:\n        out_dim: output dimension for renderer\n        field_head_name: Field type\n        in_dim: input dimension. If not defined in constructor, it must be set later.\n        activation: output head activation\n    \"\"\"\n\n    def __init__(\n        self,\n        out_dim: int,\n        field_head_name: FieldHeadNames,\n        in_dim: Optional[int] = None,\n        activation: Optional[Union[nn.Module, Callable]] = None,\n    ) -> None:\n\n        super().__init__()\n        self.out_dim = out_dim\n        self.activation = activation\n        self.field_head_name = field_head_name\n        self.net = None\n        if in_dim is not None:\n            self.in_dim = in_dim\n            self._construct_net()\n\n    def set_in_dim(self, in_dim: int) -> None:\n        \"\"\"Set input dimension of Field Head\"\"\"\n        self.in_dim = in_dim\n        self._construct_net()\n\n    def _construct_net(self):\n        self.net = nn.Linear(self.in_dim, self.out_dim)\n\n    def forward(self, in_tensor: TensorType[\"bs\":..., \"in_dim\"]) -> TensorType[\"bs\":..., \"out_dim\"]:\n        \"\"\"Process network output for renderer\n\n        Args:\n            in_tensor: Network input\n\n        Returns:\n            Render head output\n        \"\"\"\n        if not self.net:\n            raise SystemError(\"in_dim not set. Must be provided to construtor, or set_in_dim() should be called.\")\n        out_tensor = self.net(in_tensor)\n        if self.activation:\n            out_tensor = self.activation(out_tensor)\n        return out_tensor\n\n\nclass DensityFieldHead(FieldHead):\n    \"\"\"Density output\n\n    Args:\n        in_dim: input dimension. If not defined in constructor, it must be set later.\n        activation: output head activation\n    \"\"\"\n\n    def __init__(self, in_dim: Optional[int] = None, activation: Optional[nn.Module] = nn.Softplus()) -> None:\n        super().__init__(in_dim=in_dim, out_dim=1, field_head_name=FieldHeadNames.DENSITY, activation=activation)\n\n\nclass RGBFieldHead(FieldHead):\n    \"\"\"RGB output\n\n    Args:\n        in_dim: input dimension. If not defined in constructor, it must be set later.\n        activation: output head activation\n    \"\"\"\n\n    def __init__(self, in_dim: Optional[int] = None, activation: Optional[nn.Module] = nn.Sigmoid()) -> None:\n        super().__init__(in_dim=in_dim, out_dim=3, field_head_name=FieldHeadNames.RGB, activation=activation)\n\n\nclass SHFieldHead(FieldHead):\n    \"\"\"Spherical harmonics output\n\n    Args:\n        in_dim: input dimension. If not defined in constructor, it must be set later.\n        levels: Number of spherical harmonics layers.\n        channels: Number of channels. Defaults to 3 (ie RGB).\n        activation: Output activation.\n    \"\"\"\n\n    def __init__(\n        self, in_dim: Optional[int] = None, levels: int = 3, channels: int = 3, activation: Optional[nn.Module] = None\n    ) -> None:\n\n        out_dim = channels * levels**2\n        super().__init__(in_dim=in_dim, out_dim=out_dim, field_head_name=FieldHeadNames.SH, activation=activation)\n\n\nclass UncertaintyFieldHead(FieldHead):\n    \"\"\"Uncertainty output\n\n    Args:\n        in_dim: input dimension. If not defined in constructor, it must be set later.\n        activation: output head activation\n    \"\"\"\n\n    def __init__(self, in_dim: Optional[int] = None, activation: Optional[nn.Module] = nn.Softplus()) -> None:\n        super().__init__(in_dim=in_dim, out_dim=1, field_head_name=FieldHeadNames.UNCERTAINTY, activation=activation)\n\n\nclass TransientRGBFieldHead(FieldHead):\n    \"\"\"Transient RGB output\n\n    Args:\n        in_dim: input dimension. If not defined in constructor, it must be set later.\n        activation: output head activation\n    \"\"\"\n\n    def __init__(self, in_dim: Optional[int] = None, activation: Optional[nn.Module] = nn.Sigmoid()) -> None:\n        super().__init__(in_dim=in_dim, out_dim=3, field_head_name=FieldHeadNames.TRANSIENT_RGB, activation=activation)\n\n\nclass TransientDensityFieldHead(FieldHead):\n    \"\"\"Transient density output\n\n    Args:\n        in_dim: input dimension. If not defined in constructor, it must be set later.\n        activation: output head activation\n    \"\"\"\n\n    def __init__(self, in_dim: Optional[int] = None, activation: Optional[nn.Module] = nn.Softplus()) -> None:\n        super().__init__(\n            in_dim=in_dim, out_dim=1, field_head_name=FieldHeadNames.TRANSIENT_DENSITY, activation=activation\n        )\n\n\nclass SemanticFieldHead(FieldHead):\n    \"\"\"Semantic output\n\n    Args:\n        num_classes: Number of semantic classes\n        in_dim: input dimension. If not defined in constructor, it must be set later.\n        activation: output head activation\n    \"\"\"\n\n    def __init__(self, num_classes: int, in_dim: Optional[int] = None) -> None:\n        super().__init__(in_dim=in_dim, out_dim=num_classes, field_head_name=FieldHeadNames.SEMANTICS, activation=None)\n\n\nclass PredNormalsFieldHead(FieldHead):\n    \"\"\"Predicted normals output.\n\n    Args:\n        in_dim: input dimension. If not defined in constructor, it must be set later.\n        activation: output head activation\n    \"\"\"\n\n    def __init__(self, in_dim: Optional[int] = None, activation: Optional[nn.Module] = nn.Tanh()) -> None:\n        super().__init__(in_dim=in_dim, out_dim=3, field_head_name=FieldHeadNames.PRED_NORMALS, activation=activation)\n\n    def forward(self, in_tensor: TensorType[\"bs\":..., \"in_dim\"]) -> TensorType[\"bs\":..., \"out_dim\"]:\n        \"\"\"Needed to normalize the output into valid normals.\"\"\"\n        out_tensor = super().forward(in_tensor)\n        out_tensor = torch.nn.functional.normalize(out_tensor, dim=-1)\n        return out_tensor\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/field_components/mlp.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nMulti Layer Perceptron\n\"\"\"\nfrom typing import Optional, Set, Tuple\n\nimport torch\nfrom torch import nn\nfrom torchtyping import TensorType\n\nfrom nerfstudio.field_components.base_field_component import FieldComponent\n\n\nclass MLP(FieldComponent):\n    \"\"\"Multilayer perceptron\n\n    Args:\n        in_dim: Input layer dimension\n        num_layers: Number of network layers\n        layer_width: Width of each MLP layer\n        out_dim: Ouput layer dimension. Uses layer_width if None.\n        activation: intermediate layer activation function.\n        out_activation: output activation function.\n    \"\"\"\n\n    def __init__(\n        self,\n        in_dim: int,\n        num_layers: int,\n        layer_width: int,\n        out_dim: Optional[int] = None,\n        skip_connections: Optional[Tuple[int]] = None,\n        activation: Optional[nn.Module] = nn.ReLU(),\n        out_activation: Optional[nn.Module] = None,\n    ) -> None:\n\n        super().__init__()\n        self.in_dim = in_dim\n        assert self.in_dim > 0\n        self.out_dim = out_dim if out_dim is not None else layer_width\n        self.num_layers = num_layers\n        self.layer_width = layer_width\n        self.skip_connections = skip_connections\n        self._skip_connections: Set[int] = set(skip_connections) if skip_connections else set()\n        self.activation = activation\n        self.out_activation = out_activation\n        self.net = None\n        self.build_nn_modules()\n\n    def build_nn_modules(self) -> None:\n        \"\"\"Initialize multi-layer perceptron.\"\"\"\n        layers = []\n        if self.num_layers == 1:\n            layers.append(nn.Linear(self.in_dim, self.out_dim))\n        else:\n            for i in range(self.num_layers - 1):\n                if i == 0:\n                    assert i not in self._skip_connections, \"Skip connection at layer 0 doesn't make sense.\"\n                    layers.append(nn.Linear(self.in_dim, self.layer_width))\n                elif i in self._skip_connections:\n                    layers.append(nn.Linear(self.layer_width + self.in_dim, self.layer_width))\n                else:\n                    layers.append(nn.Linear(self.layer_width, self.layer_width))\n            layers.append(nn.Linear(self.layer_width, self.out_dim))\n        self.layers = nn.ModuleList(layers)\n\n    def forward(self, in_tensor: TensorType[\"bs\":..., \"in_dim\"]) -> TensorType[\"bs\":..., \"out_dim\"]:\n        \"\"\"Process input with a multilayer perceptron.\n\n        Args:\n            in_tensor: Network input\n\n        Returns:\n            MLP network output\n        \"\"\"\n        x = in_tensor\n        for i, layer in enumerate(self.layers):\n            # as checked in `build_nn_modules`, 0 should not be in `_skip_connections`\n            if i in self._skip_connections:\n                x = torch.cat([in_tensor, x], -1)\n            x = layer(x)\n            if self.activation is not None and i < len(self.layers) - 1:\n                x = self.activation(x)\n        if self.out_activation is not None:\n            x = self.out_activation(x)\n        return x\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/field_components/progressive_encoding.py",
    "content": "\nfrom rich.console import Console\n\nimport torch\nimport tinycudann as tcnn\nfrom torch import nn\n\nCONSOLE = Console(width=120)\n\n\nclass ProgressiveEncoding(nn.Module):\n    \"\"\"Progressive multi-resolution encoding proposed in NeuS2.\"\"\"\n    \n    def __init__(\n        self,\n        encoding: tcnn.Encoding,\n        n_levels: int = 16,  # number of resolution levels\n        n_levels_init: int = 1,  # number of resolution levels to use in the beginning\n        n_features_per_level: int = 2,\n        n_scheduler_steps: int = 10000  # total number of steps of the scheduler\n    ) -> None:\n        super().__init__()\n        self.encoding = encoding\n        self.n_levels = n_levels\n        if n_scheduler_steps == -1:  # enable progressive encoding but set all weights to 1\n            self.n_levels_init = self.n_levels  # useful for testing / using pretrained models\n        else:\n            self.n_levels_init = n_levels_init\n        self.n_features_per_level = n_features_per_level\n        self.n_output_dims = self.encoding.n_output_dims\n        assert self.encoding.n_output_dims == n_levels * n_features_per_level\n        \n        self.n_scheduler_steps = n_scheduler_steps\n        self.step_size = n_scheduler_steps // n_levels\n        self.cur_iter = 0  # TODO: make ProgressiveEncoding stateless and pass in cur_iter as an argument\n        self.cur_level: int = -1\n        # self.register_buffer(\"weights\", self._get_init_weights(), persistent=False)  # persistent=True / nn.Parameter\n        self.weights = nn.Parameter(self._get_init_weights(), requires_grad=False)\n        CONSOLE.print(f'[bold green]Using progressive hash encoding training (n_iters={n_scheduler_steps})')\n    \n    def _get_init_weights(self):\n        weights = torch.zeros(self.n_levels, self.n_features_per_level, dtype=torch.float32)\n        weights[:self.n_levels_init, :] = 1.0\n        return weights\n    \n    def forward(self, positions):\n        if self.n_scheduler_steps == -1:\n            return self.encoding(positions)\n        \n        cur_level = min(int(self.cur_iter // self.step_size) + self.n_levels_init - 1, self.n_levels - 1)\n        if self.cur_level != cur_level:\n            self.cur_level = cur_level\n            self.weights[cur_level, :] = 1.0\n        encoding = self.encoding(positions)  # (..., c)\n        encoding = encoding * self.weights.view(-1)\n        \n        if self.training:\n            self.cur_iter += 1\n        return encoding\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/field_components/spatial_distortions.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"Space distortions.\"\"\"\n\nfrom typing import Optional, Union\n\nimport torch\nfrom functorch import jacrev, vmap\nfrom torch import nn\nfrom torchtyping import TensorType\n\nfrom nerfstudio.utils.math import Gaussians\n\n\nclass SpatialDistortion(nn.Module):\n    \"\"\"Apply spatial distortions\"\"\"\n\n    def forward(\n        self, positions: Union[TensorType[\"bs\":..., 3], Gaussians]\n    ) -> Union[TensorType[\"bs\":..., 3], Gaussians]:\n        \"\"\"\n        Args:\n            positions: Sample to distort\n\n        Returns:\n            Union: distorted sample\n        \"\"\"\n\n\nclass SceneContraction(SpatialDistortion):\n    \"\"\"Contract unbounded space using the contraction was proposed in MipNeRF-360.\n        We use the following contraction equation:\n\n        .. math::\n\n            f(x) = \\\\begin{cases}\n                x & ||x|| \\\\leq 1 \\\\\\\\\n                (2 - \\\\frac{1}{||x||})(\\\\frac{x}{||x||}) & ||x|| > 1\n            \\\\end{cases}\n\n        If the order is not specified, we use the Frobenius norm, this will contract the space to a sphere of\n        radius 1. If the order is L_inf (order=float(\"inf\")), we will contract the space to a cube of side length 2.\n        If using voxel based encodings such as the Hash encoder, we recommend using the L_inf norm.\n\n        Args:\n            order: Order of the norm. Default to the Frobenius norm. Must be set to None for Gaussians.\n            scale_factor: Scale positions by this factor before applying contraction, default to 1.0.\n                This is useful when the [-1, 1] region (no contraction) is too small and only covers a small portion of the scene.\n    \"\"\"\n\n    def __init__(\n        self,\n        order: Optional[Union[float, int]] = None,\n        scale_factor: float = 1.0\n    ) -> None:\n        super().__init__()\n        self.order = order\n        self.scale_factor = scale_factor\n\n    def forward(self, positions):\n        def contract(x):\n            x = x * self.scale_factor\n            \n            mag = torch.linalg.norm(x, ord=self.order, dim=-1)\n            mask = mag >= 1\n            x_new = x.clone()\n            x_new[mask] = (2 - (1 / mag[mask][..., None])) * (x[mask] / mag[mask][..., None])\n\n            return x_new\n\n        if isinstance(positions, Gaussians):\n            means = contract(positions.mean.clone())\n\n            if self.scale_factor != 1.0:\n                raise NotImplementedError('Scaling of gaussian covariances is not implemented.')\n            \n            # FIXME: covariances are not handled for now!\n            contract = lambda x: (2 - (1 / torch.linalg.norm(x, ord=self.order, dim=-1, keepdim=True))) * (\n                x / torch.linalg.norm(x, ord=self.order, dim=-1, keepdim=True)\n            )\n            jc_means = vmap(jacrev(contract))(positions.mean.view(-1, positions.mean.shape[-1]))\n            jc_means = jc_means.view(list(positions.mean.shape) + [positions.mean.shape[-1]])\n\n            # Only update covariances on positions outside the unit sphere\n            mag = positions.mean.norm(dim=-1)\n            mask = mag >= 1\n            cov = positions.cov.clone()\n            cov[mask] = jc_means[mask] @ positions.cov[mask] @ torch.transpose(jc_means[mask], -2, -1)\n\n            return Gaussians(mean=means, cov=cov)\n\n        return contract(positions)\n\n\nclass ForegroundAwareSceneContraction(SpatialDistortion):\n    \"\"\"Contract unbounded space using a modified version of the contraction proposed in MipNeRF-360.\n    \n    1. Keep the \"||x|| <= 1 / x in aabb\" region unchanged, i.e., to [-1, 1] / [aabb[0], aabb[1]], which should be modeled by the foreground field.\n    2. Linearly contract the 1 < ||x|| <= alpha / x not in aabb but x <= alpha region to [[-1, -1/alpha], [1/alpha, 1]] (alpha>=1), which should be modeled with a separate background field.\n    3. Non-linearly contract the ||x|| > alpha region to [[-2, -1], [1, 2]], which should be modeled with the background field.\n    \n    # FIXME: covariances are not handled for now!\n    \"\"\"\n    def __init__(\n        self,\n        order: Optional[Union[float, int]] = None,\n        aabb: Optional[torch.Tensor] = None,  # (2, 3)\n        alpha: float = 5.0,\n        scale_factor: float = 1.0\n    ) -> None:\n        super().__init__()\n        self.order = order\n        self.alpha = alpha\n        self.scale_factor = scale_factor\n        self.aabb = nn.Parameter(aabb, requires_grad=False) if aabb is not None else None\n        if aabb is not None:\n            assert aabb.abs().max() <= 1.0, f\"Invalid aabb: aabb={aabb}\"\n            assert order == float(\"inf\"), f\"Must use inf norm with aabb: order={order}\"\n        assert self.scale_factor == 1.0\n        assert alpha >= 1.0, f\"Invalid hparam setting: alpha={alpha}\"\n\n    def forward(self, positions):\n        def _contract(x):\n            mag = torch.linalg.norm(x, ord=self.order, dim=-1)\n            mask = mag >= 1\n            x_new = x.clone()\n            x_new[mask] = (2 - (1 / mag[mask][..., None])) * (x[mask] / mag[mask][..., None])\n\n            return x_new\n\n        def contract(x):\n            x = x * self.scale_factor\n            if self.aabb is None:\n                mag = torch.linalg.norm(x, ord=self.order, dim=-1)\n                mask = mag >= 1\n            else:\n                in_aabb_mask = ((x >= self.aabb[0]) & (x <= self.aabb[1])).all(-1)  # whether including = ?\n                mask = ~in_aabb_mask\n            x_new = x.clone()\n            x_new[mask] = x[mask] / self.alpha\n            return _contract(x_new)\n\n        if isinstance(positions, Gaussians):\n            means = contract(positions.mean.clone())\n            # FIXME: covariances are not handled for now!\n            if self.scale_factor != 1.0:\n                raise NotImplementedError('Scaling of gaussian covariances is not implemented.')\n            contract = lambda x: (2 - (1 / torch.linalg.norm(x, ord=self.order, dim=-1, keepdim=True))) * (\n                x / torch.linalg.norm(x, ord=self.order, dim=-1, keepdim=True)\n            )\n            jc_means = vmap(jacrev(contract))(positions.mean.view(-1, positions.mean.shape[-1]))\n            jc_means = jc_means.view(list(positions.mean.shape) + [positions.mean.shape[-1]])\n\n            # Only update covariances on positions outside the unit sphere\n            mag = positions.mean.norm(dim=-1)\n            mask = mag >= 1\n            cov = positions.cov.clone()\n            cov[mask] = jc_means[mask] @ positions.cov[mask] @ torch.transpose(jc_means[mask], -2, -1)\n\n            return Gaussians(mean=means, cov=cov)\n\n        return contract(positions)\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/field_components/temporal_distortions.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"Space distortions which occur as a function of time.\"\"\"\n\nfrom enum import Enum\nfrom typing import Any, Dict, Optional, Tuple\n\nimport torch\nfrom torch import nn\nfrom torchtyping import TensorType\n\nfrom nerfstudio.field_components.encodings import Encoding, NeRFEncoding\nfrom nerfstudio.field_components.mlp import MLP\n\n\nclass TemporalDistortion(nn.Module):\n    \"\"\"Apply spatial distortions as a function of time\"\"\"\n\n    def forward(self, positions: TensorType[\"bs\":..., 3], times: Optional[TensorType[1]]) -> TensorType[\"bs\":..., 3]:\n        \"\"\"\n        Args:\n            positions: Samples to translate as a function of time\n            times: times for each sample\n\n        Returns:\n            Translated positions.\n        \"\"\"\n\n\nclass TemporalDistortionKind(Enum):\n    \"\"\"Possible temporal distortion names\"\"\"\n\n    DNERF = \"dnerf\"\n\n    def to_temporal_distortion(self, config: Dict[str, Any]) -> TemporalDistortion:\n        \"\"\"Converts this kind to a temporal distortion\"\"\"\n        if self == TemporalDistortionKind.DNERF:\n            return DNeRFDistortion(**config)\n        raise NotImplementedError(f\"Unknown temporal distortion kind {self}\")\n\n\nclass DNeRFDistortion(TemporalDistortion):\n    \"\"\"Optimizable temporal deformation using an MLP.\n    Args:\n        position_encoding: An encoding for the XYZ of distortion\n        temporal_encoding: An encoding for the time of distortion\n        mlp_num_layers: Number of layers in distortion MLP\n        mlp_layer_width: Size of hidden layer for the MLP\n        skip_connections: Number of layers for skip connections in the MLP\n    \"\"\"\n\n    def __init__(\n        self,\n        position_encoding: Encoding = NeRFEncoding(\n            in_dim=3, num_frequencies=10, min_freq_exp=0.0, max_freq_exp=8.0, include_input=True\n        ),\n        temporal_encoding: Encoding = NeRFEncoding(\n            in_dim=1, num_frequencies=10, min_freq_exp=0.0, max_freq_exp=8.0, include_input=True\n        ),\n        mlp_num_layers: int = 4,\n        mlp_layer_width: int = 256,\n        skip_connections: Tuple[int] = (4,),\n    ) -> None:\n        super().__init__()\n        self.position_encoding = position_encoding\n        self.temporal_encoding = temporal_encoding\n        self.mlp_deform = MLP(\n            in_dim=self.position_encoding.get_out_dim() + self.temporal_encoding.get_out_dim(),\n            out_dim=3,\n            num_layers=mlp_num_layers,\n            layer_width=mlp_layer_width,\n            skip_connections=skip_connections,\n        )\n\n    def forward(self, positions, times=None):\n        if times is None:\n            return None\n        p = self.position_encoding(positions)\n        t = self.temporal_encoding(times)\n        return self.mlp_deform(torch.cat([p, t], dim=-1))\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/fields/__init__.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/fields/base_field.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nBase class for the graphs.\n\"\"\"\n\nfrom abc import abstractmethod\nfrom typing import Dict, Optional, Tuple, Type\nfrom dataclasses import dataclass, field\n\nimport torch\nfrom torch import nn\nfrom torchtyping import TensorType\n\nfrom nerfstudio.configs.base_config import InstantiateConfig\nfrom nerfstudio.cameras.rays import Frustums, RaySamples\nfrom nerfstudio.field_components.field_heads import FieldHeadNames\n\n# Field related configs\n@dataclass\nclass FieldConfig(InstantiateConfig):\n    \"\"\"Configuration for model instantiation\"\"\"\n\n    _target: Type = field(default_factory=lambda: Field)\n    \"\"\"target class to instantiate\"\"\"\n\n\nclass Field(nn.Module):\n    \"\"\"Base class for fields.\"\"\"\n\n    def __init__(self) -> None:\n        super().__init__()\n        self._sample_locations = None\n        self._density_before_activation = None\n\n    def density_fn(self, positions: TensorType[\"bs\":..., 3]) -> TensorType[\"bs\":..., 1]:\n        \"\"\"Returns only the density. Used primarily with the density grid.\n\n        Args:\n            positions: the origin of the samples/frustums\n        \"\"\"\n        # Need to figure out a better way to describe positions with a ray.\n        ray_samples = RaySamples(\n            frustums=Frustums(\n                origins=positions,\n                directions=torch.ones_like(positions),\n                starts=torch.zeros_like(positions[..., :1]),\n                ends=torch.zeros_like(positions[..., :1]),\n                pixel_area=torch.ones_like(positions[..., :1]),\n            )\n        )\n        density, _ = self.get_density(ray_samples)\n        return density\n\n    @abstractmethod\n    def get_density(self, ray_samples: RaySamples) -> Tuple[TensorType[..., 1], TensorType[..., \"num_features\"]]:\n        \"\"\"Computes and returns the densities. Returns a tensor of densities and a tensor of features.\n\n        Args:\n            ray_samples: Samples locations to compute density.\n        \"\"\"\n\n    def get_normals(self) -> TensorType[..., 3]:\n        \"\"\"Computes and returns a tensor of normals.\n\n        Args:\n            density: Tensor of densities.\n        \"\"\"\n        assert self._sample_locations is not None, \"Sample locations must be set before calling get_normals.\"\n        assert self._density_before_activation is not None, \"Density must be set before calling get_normals.\"\n        assert (\n            self._sample_locations.shape[:-1] == self._density_before_activation.shape[:-1]\n        ), \"Sample locations and density must have the same shape besides the last dimension.\"\n\n        self._density_before_activation.backward(\n            gradient=torch.ones_like(self._density_before_activation), inputs=self._sample_locations, retain_graph=True\n        )\n        normals = -torch.nn.functional.normalize(self._sample_locations.grad, dim=-1)\n        return normals\n\n    @abstractmethod\n    def get_outputs(\n        self, ray_samples: RaySamples, density_embedding: Optional[TensorType] = None\n    ) -> Dict[FieldHeadNames, TensorType]:\n        \"\"\"Computes and returns the colors. Returns output field values.\n\n        Args:\n            ray_samples: Samples locations to compute outputs.\n            density_embedding: Density embeddings to condition on.\n        \"\"\"\n\n    def forward(self, ray_samples: RaySamples, compute_normals: bool = False):\n        \"\"\"Evaluates the field at points along the ray.\n\n        Args:\n            ray_samples: Samples to evaluate field on.\n        \"\"\"\n        if compute_normals:\n            with torch.enable_grad():\n                density, density_embedding = self.get_density(ray_samples)\n        else:\n            density, density_embedding = self.get_density(ray_samples)\n\n        field_outputs = self.get_outputs(ray_samples, density_embedding=density_embedding)\n        field_outputs[FieldHeadNames.DENSITY] = density  # type: ignore\n\n        if compute_normals:\n            with torch.enable_grad():\n                normals = self.get_normals()\n            field_outputs[FieldHeadNames.NORMALS] = normals  # type: ignore\n        return field_outputs\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/fields/density_fields.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nProposal network field.\n\"\"\"\n\n\nfrom typing import Optional\nfrom typing_extensions import Literal\n\nimport numpy as np\nimport torch\nfrom torch.nn.parameter import Parameter\nfrom torchtyping import TensorType\n\nfrom nerfstudio.cameras.rays import RaySamples\nfrom nerfstudio.data.scene_box import SceneBox\nfrom nerfstudio.field_components.activations import trunc_exp\nfrom nerfstudio.field_components.spatial_distortions import SpatialDistortion\nfrom nerfstudio.fields.base_field import Field\n\ntry:\n    import tinycudann as tcnn\nexcept ImportError:\n    # tinycudann module doesn't exist\n    pass\n\n\nclass HashMLPDensityField(Field):\n    \"\"\"A lightweight density field module.\n\n    Args:\n        aabb: parameters of scene aabb bounds\n        num_layers: number of hidden layers\n        hidden_dim: dimension of hidden layers\n        spatial_distortion: spatial distortion module\n        use_linear: whether to skip the MLP and use a single linear layer instead\n        spatial_normalization_region: if 'full', normalize coorinates from [-2, 2] to [0, 1];\n            if 'fg', normalize coordinates from [-1, 1] to [0, 1]\n    \"\"\"\n\n    def __init__(\n        self,\n        aabb,\n        num_layers: int = 2,\n        hidden_dim: int = 64,\n        spatial_distortion: Optional[SpatialDistortion] = None,\n        use_linear=False,\n        num_levels=8,\n        max_res=1024,\n        base_res=16,\n        log2_hashmap_size=18,\n        features_per_level=2,\n        spatial_normalization_region: Literal['full', 'fg'] = 'full'\n    ) -> None:\n        super().__init__()\n        self.aabb = Parameter(aabb, requires_grad=False)\n        self.spatial_distortion = spatial_distortion\n        self.use_linear = use_linear\n        self.spatial_normalization_region = spatial_normalization_region\n        growth_factor = np.exp((np.log(max_res) - np.log(base_res)) / (num_levels - 1))\n\n        config = {\n            \"encoding\": {\n                \"otype\": \"HashGrid\",\n                \"n_levels\": num_levels,\n                \"n_features_per_level\": features_per_level,\n                \"log2_hashmap_size\": log2_hashmap_size,\n                \"base_resolution\": base_res,\n                \"per_level_scale\": growth_factor,\n            },\n            \"network\": {\n                \"otype\": \"FullyFusedMLP\",\n                \"activation\": \"ReLU\",\n                \"output_activation\": \"None\",\n                \"n_neurons\": hidden_dim,\n                \"n_hidden_layers\": num_layers - 1,\n            },\n        }\n\n        if not self.use_linear:\n            self.mlp_base = tcnn.NetworkWithInputEncoding(\n                n_input_dims=3,\n                n_output_dims=1,\n                encoding_config=config[\"encoding\"],\n                network_config=config[\"network\"],\n            )\n        else:\n            self.encoding = tcnn.Encoding(n_input_dims=3, encoding_config=config[\"encoding\"])\n            self.linear = torch.nn.Linear(self.encoding.n_output_dims, 1)\n\n    def _get_normalized_positions(self, positions):\n        if self.spatial_normalization_region == 'full':\n            return (positions + 2.0) / 4.0\n        elif self.spatial_normalization_region == 'fg':\n            return (positions + 1.0) / 2.0\n        else:\n            raise ValueError(f\"Unknown spatial normalization region: {self.spatial_normalization_region}\")\n        \n    def get_density(self, ray_samples: RaySamples):\n        if self.spatial_distortion is not None:\n            positions = self.spatial_distortion(ray_samples.frustums.get_positions())\n            positions = self._get_normalized_positions(positions)\n        else:\n            positions = SceneBox.get_normalized_positions(ray_samples.frustums.get_positions(), self.aabb)\n        positions_flat = positions.view(-1, 3)\n        if not self.use_linear:\n            density_before_activation = (\n                self.mlp_base(positions_flat).view(*ray_samples.frustums.shape, -1).to(positions)\n            )\n        else:\n            x = self.encoding(positions_flat).to(positions)\n            density_before_activation = self.linear(x).view(*ray_samples.frustums.shape, -1)\n\n        # Rectifying the density with an exponential is much more stable than a ReLU or\n        # softplus, because it enables high post-activation (float32) density outputs\n        # from smaller internal (float16) parameters.\n        density = trunc_exp(density_before_activation)\n        \n        return density, None\n\n    def get_outputs(self, ray_samples: RaySamples, density_embedding: Optional[TensorType] = None):\n        return {}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/fields/feature_field.py",
    "content": "from dataclasses import dataclass, field\nfrom typing import Dict, Optional, Tuple, Type\n\nfrom rich.console import Console\nfrom torchtyping import TensorType\nfrom typing_extensions import Literal\n\ntry:\n    import faiss\nexcept ImportError as err:\n    pass\nimport numpy as np\nimport torch\nfrom torch.nn import Parameter\nfrom torch.nn import functional as F\n\nfrom nerfstudio.cameras.rays import RaySamples\nfrom nerfstudio.field_components.field_heads import FieldHeadNames\nfrom nerfstudio.field_components.spatial_distortions import SpatialDistortion\nfrom nerfstudio.fields.base_field import Field, FieldConfig\nfrom nerfstudio.utils.pointclouds import BasicPointClouds\n\ntry:\n    import tinycudann as tcnn\nexcept ImportError:\n    # tinycudann module doesn't exist\n    pass\n\nCONSOLE = Console(width=128)\n\n\n@dataclass\nclass FeatureFieldConfig(FieldConfig):\n    \"\"\"Feature Field Config\"\"\"\n\n    _target: Type = field(default_factory=lambda: FeatureField)\n\n    nc_position: int = 3\n    \"\"\"Number of channels for positional inputs\"\"\"\n    nc_feature: int = 384\n    nc_hidden: int = 128\n    n_hidden_layers: int = 2\n    use_viewdirs: bool = False\n    use_grid_feature: bool = True\n    \"\"\"Whether to use multi-resolution feature grids (only support hash encoding for now)\"\"\"\n    hash_grid_max_res: int = 128\n    \"\"\"Maximum resolution of the feature grid (use a smaller default value since ViT features is of lower frequency)\"\"\"\n    hash_grid_log2_hashmap_size: int = 19\n    # hash_grid_precision: Literal[\"float32\", \"float16\"] = \"float32\"\n    use_position_encoding: bool = True\n    \"\"\"Whether to include positional encodings beyond the grid features (for better smoothness)\"\"\"\n    use_fused_encoding_mlp: bool = True\n    \"\"\"Whether to use TCNN fused encoding & mlp\"\"\"\n\n\nclass FeatureField(Field):\n    \"\"\"A indivisual feature field without feature sharing with the main field.\"\"\"\n\n    config: FeatureFieldConfig\n\n    def __init__(self, config: FeatureFieldConfig, spatial_distortion: Optional[SpatialDistortion] = None) -> None:\n        super().__init__()\n        self.config = config\n\n        self.spatial_distortion = spatial_distortion\n        self.use_grid_feature = self.config.use_grid_feature\n        self.use_viewdirs = self.config.use_viewdirs\n\n        # feature field hash grid\n        if self.config.use_viewdirs:\n            raise NotImplementedError\n\n        # if self.config.use_position_encoding:\n        #     raise NotImplementedError  # tcnn nested positional encoding not working\n\n        if self.config.use_grid_feature:\n            self.build_ngp()\n        else:\n            self.build()\n\n    def build_ngp(self):\n        L, F, N_min = 16, 2, 16\n        log2_T = self.config.hash_grid_log2_hashmap_size\n        N_max = self.config.hash_grid_max_res\n        b = np.exp(np.log(N_max / N_min) / (L - 1))  # feature is of lower-frequency -> N_max=128\n        nc_pos = self.config.nc_position\n\n        hash_encoding_config = {\n            \"otype\": \"Grid\",\n            \"type\": \"Hash\",\n            \"n_levels\": L,\n            \"n_features_per_level\": F,\n            \"log2_hashmap_size\": log2_T,\n            \"base_resolution\": N_min,\n            \"per_level_scale\": b,\n            \"n_dims_to_encode\": nc_pos,\n            \"interpolation\": \"Linear\",  # TODO: support \"Smoothstep\"\n        }\n\n        if self.config.use_fused_encoding_mlp:  # tcnn encoding + mlp\n            encoding_config = {\n                \"otype\": \"Composite\",\n                # Hash for the first nc_pos dims; Frequency for the later nc_pos dims\n                \"nested\": [\n                    hash_encoding_config,\n                    {\n                        \"otype\": \"Frequency\",\n                        \"n_frequencies\": 8,\n                        \"n_dims_to_encode\": nc_pos,\n                    },\n                ],\n            }\n\n            # when tinycudann is built w/ float16 support, it will use float16 automatically\n            self.feature_encoder = tcnn.NetworkWithInputEncoding(\n                n_input_dims=nc_pos * 2\n                if self.config.use_position_encoding\n                else nc_pos,  # 2 * nc_pos for smooth encoding\n                n_output_dims=self.config.nc_feature,\n                encoding_config=encoding_config,\n                network_config={\n                    \"otype\": \"FullyFusedMLP\",\n                    \"activation\": \"ReLU\",\n                    \"output_activation\": \"None\",\n                    \"n_neurons\": self.config.nc_hidden,\n                    \"n_hidden_layers\": self.config.n_hidden_layers,\n                },\n                # dtype=torch.float32 if self.config.hash_grid_precision == \"float32\" else torch.float16\n            )\n        else:  # tcnn encoding + torch MLP\n            raise NotImplementedError\n            # self.pos_encoder = tcnn.Encoding(n_input_dims=nc_pos,\n            #                                  encoding_config=hash_encoding_config)\n            # pos_dim = self.pos_encoder.n_output_dims\n\n            # self.mlp = nn.Sequential(\n            #     fc_block(pos_dim, self.config.nc_hidden),\n            #     *[fc_block(self.config.nc_hidden, self.config.nc_hidden) for _ in range(self.config.n_hidden_layers)],\n            #     nn.Linear(self.config.nc_hidden, self.config.nc_feature)  # TODO: support output activation\n            # )\n\n    def build(self):\n        raise NotImplementedError\n\n    def query_features(\n        self, positions: TensorType[\"n_rays\", \"d_pos\"], viewdirs: Optional[TensorType[\"n_rays\", \"d_dir\"]] = None\n    ) -> TensorType[\"n_rays\", \"d_feature\"]:\n        \"\"\"Qeury the feature field\"\"\"\n        x = self._get_input_positions(positions)\n\n        if self.config.use_position_encoding:\n            # FIXME: raise runtime_error after loading checkpoints to other fields.\n            features = self.feature_encoder(torch.cat([x, x], dim=-1))\n        else:\n            features = self.feature_encoder(x)\n        return features\n\n    def get_outputs(self, ray_samples: RaySamples) -> Dict[str, torch.Tensor]:\n        outputs = {}\n\n        inputs = ray_samples.frustums.get_start_positions()\n        inputs = inputs.view(-1, 3)\n\n        directions = ray_samples.frustums.directions\n        directions_flat = directions.reshape(-1, 3)\n        features = self.query_features(inputs, directions_flat)  # NOTE: feautures.dtype = torch.float16\n\n        features = features.view(*ray_samples.frustums.directions.shape[:-1], -1)\n\n        outputs = {FieldHeadNames.FEATURE: features}\n        return outputs\n\n    def forward(self, ray_samples: RaySamples):\n        \"\"\"Evaluates the field at the given ray samples\"\"\"\n        field_outputs = self.get_outputs(ray_samples)\n        return field_outputs\n\n    def _get_input_positions(self, positions: torch.Tensor):\n        \"\"\"compute input positions (for positional encoding / feature encoding)\n        from raw ray sample positions.\n\n        NOTE: assume the whole scene is represented by a single feature field\n        \"\"\"\n        positions = self.spatial_distortion(positions)  # [[-2, -1], [-1, 1], [1, 2]]\n        positions = (positions + 2.0) / 4.0  # Full normalization: [-2, 2] -> [0, 1]\n        # FIXME: handle positions out of [0, 1] after spatial_distortion & normalization\n        return positions\n\n\n@dataclass\nclass FeatureSegFieldConfig(FieldConfig):\n    \"\"\"FeatureSegField Config\"\"\"\n\n    _target: Type = field(default_factory=lambda: FeatureSegField)\n\n    knn: int = 10  # TOOD: seg fg & bg knn separately?\n    \"\"\"number of reference points to retrieve for each point to be segmented\"\"\"\n    distance_weighted_average: bool = False\n    \"\"\"compute distance-weighted average of cosine similairties of the knn retrieved points\"\"\"\n    in_fg_aabb_only: bool = True\n    \"\"\"if a point is not in the fg aabb, it is directly considered as background\"\"\"\n    contrast_fg_bg: bool = True\n    \"\"\"whether to derive segmentation field by contrast between foreground and background points\"\"\"\n    separate_bg_plane: bool = False\n    \"\"\"when computing segmentation probs, treat background and plane as two different classes\"\"\"\n\n\nclass FeatureSegField(Field):\n    \"\"\"calculate segmentation field from feature field\"\"\"\n\n    config: FeatureSegFieldConfig\n\n    def __init__(self, config: FeatureFieldConfig, ptcd_data: BasicPointClouds, aabb: TensorType[2, 3]) -> None:\n        super().__init__()\n        self.config = config\n        self.ptcd_data = ptcd_data\n        self.aabb = Parameter(aabb, requires_grad=False)\n        self.ref_feats_fg = ptcd_data.fg_feats\n        self.ref_feats_bg = torch.cat([ptcd_data.bg_feats, ptcd_data.plane_feats], 0)\n        self.ref_pts_fg = ptcd_data.fg_pts\n        self.ref_pts_bg = torch.cat([ptcd_data.bg_pts, ptcd_data.plane_pts], 0)\n        self.fg_nn_index = ptcd_data.fg_nn_index\n        self.bg_nn_index = ptcd_data.bg_nn_index\n\n        if self.config.separate_bg_plane:\n            self.plane_nn_index = ptcd_data.plane_nn_index\n            self.ref_feats_bg, self.ref_pts_bg = ptcd_data.bg_feats, ptcd_data.bg_pts\n            self.ref_feats_plane, self.ref_pts_plane = ptcd_data.plane_feats, ptcd_data.plane_pts\n\n        self._register_all_tensors_as_buffers()\n\n    @torch.no_grad()\n    def compute_seg_prob(\n        self,\n        points: Optional[TensorType[\"num_samples\", 3]],  # unnormalized, raw positions\n        features: TensorType[\"num_samples\", \"nc_features\"],\n        ptcd_data: Optional[BasicPointClouds] = None,\n    ) -> TensorType[\"num_samples\", 1]:\n        if ptcd_data is not None:  # Override self.ptcd_data\n            raise NotImplementedError\n\n        features = features.detach()\n        if points is not None:\n            points = points.detach()\n        if self.config.in_fg_aabb_only:\n            assert points is not None\n            in_fg_aabb_mask = ((points >= self.aabb[0]) & (points <= self.aabb[1])).all(-1)  # (n, )\n            # TODO: for pts not in fg aabb, omit the seg_probs computation directly.\n\n        feats_l2_normalized = F.normalize(features, p=2, dim=-1)\n\n        knn_inds_fg, knn_feats_fg, knn_pts_fg = self.search_knn_fg(feats_l2_normalized)\n        knn_cos_sims_avg_fg = self.compute_cos_sim(points, feats_l2_normalized, knn_feats_fg, knn_pts_fg)\n\n        if not self.config.contrast_fg_bg:\n            seg_probs = knn_cos_sims_avg_fg * 0.5 + 0.5\n        else:\n            knn_inds_bg, knn_feats_bg, knn_pts_bg = self.search_knn_bg(features)\n            knn_cos_sims_avg_bg = self.compute_cos_sim(points, feats_l2_normalized, knn_feats_bg, knn_pts_bg)\n\n            # contrastive seg_probs\n            if self.config.separate_bg_plane:\n                knn_inds_plane, knn_feats_plane, knn_pts_plane = self.search_knn_plane(features)\n                knn_cos_sims_avg_plane = self.compute_cos_sim(\n                    points, feats_l2_normalized, knn_feats_plane, knn_pts_plane\n                )  # (n, 1)\n                knn_cos_sims_avg_bg = torch.maximum(knn_cos_sims_avg_bg, knn_cos_sims_avg_plane)\n\n            # TODO: tune temperature and offset cos_sims before applying softmax (since most cos_sims > -0.1)\n            seg_probs = torch.softmax(torch.cat([knn_cos_sims_avg_fg, knn_cos_sims_avg_bg], -1), dim=-1)\n            seg_probs = seg_probs[..., [0]]\n\n        if self.config.in_fg_aabb_only:\n            seg_probs[~in_fg_aabb_mask] = 0.0\n        return seg_probs\n\n    def search_knn_fg(self, feats: TensorType[\"n\", \"c\"]):\n        return self._search_knn(feats, self.ref_feats_fg, self.ref_pts_fg, self.fg_nn_index)\n\n    def search_knn_bg(self, feats: TensorType[\"n\", \"c\"]):\n        return self._search_knn(feats, self.ref_feats_bg, self.ref_pts_bg, self.bg_nn_index)\n\n    def search_knn_plane(self, feats: TensorType[\"n\", \"c\"]):\n        return self._search_knn(feats, self.ref_feats_plane, self.ref_pts_plane, self.plane_nn_index)\n\n    def _search_knn(\n        self,\n        feats: TensorType[\"n\", \"c\"],\n        ref_feats: TensorType[\"m\", \"c\"],\n        ref_pts: TensorType[\"m\", 3],\n        nn_index: faiss.Index,\n    ) -> Tuple[TensorType[\"n\", \"k\"], TensorType[\"n\", \"k\", \"c\"], TensorType[\"n\", \"k\", 3]]:\n        feats = feats.to(torch.float32)\n        knn_dists, knn_inds = nn_index.search(feats, self.config.knn)  # (n, k)\n        knn_feats = torch.index_select(ref_feats, 0, knn_inds.reshape(-1)).reshape(*knn_inds.shape, -1)  # (n, k, c)\n        knn_pts = torch.index_select(ref_pts, 0, knn_inds.reshape(-1)).reshape(*knn_inds.shape, -1)  # (n, k, c)\n        return knn_inds, knn_feats, knn_pts\n\n    def compute_cos_sim(\n        self,\n        points: Optional[TensorType[\"n\", 3]],\n        feats: TensorType[\"n\", \"c\"],\n        knn_feats: TensorType[\"n\", \"k\", \"c\"],\n        knn_pts: TensorType[\"n\", \"k\", 3],\n    ) -> TensorType[\"n\", 1]:\n        knn_cos_sims = F.cosine_similarity(feats[:, None], knn_feats, dim=-1)  # (n, k)\n        if not self.config.distance_weighted_average:\n            return knn_cos_sims.mean(-1, keepdim=True)\n\n        knn_pts_dists = torch.linalg.norm(points[:, None] - knn_pts, ord=2, dim=-1)\n        knn_pts_weights = torch.exp(-knn_pts_dists)  # TODO: tune temperature\n        knn_pts_weights = knn_pts_weights / knn_pts_weights.sum(-1, keepdim=True)  # normalized weights\n        # use unnormalized weights would down weight bg_cos_sims too much\n        knn_weighed_cos_sims = (knn_cos_sims * knn_pts_weights).sum(-1, keepdim=True)\n        return knn_weighed_cos_sims\n\n    def _register_all_tensors_as_buffers(self):\n        \"\"\"register all Tensor attributes as buffers to automatically move them to the target device\"\"\"\n        _attr_names = list(vars(self).keys())\n        for _name in _attr_names:\n            _attr = getattr(self, _name)\n            if not isinstance(_attr, torch.Tensor):\n                continue\n\n            delattr(self, _name)\n            self.register_buffer(_name, _attr, persistent=False)\n\n    @torch.no_grad()\n    def forward(\n        self,\n        ray_samples: Optional[RaySamples],\n        features: TensorType[\"bs\":..., \"num_samples\", \"nc_features\"],\n        ptcd_data: Optional[BasicPointClouds] = None,\n    ) -> Dict[str, TensorType[\"bs\":..., 1]]:\n        \"\"\"Calculate segmentation along the ray.\"\"\"\n        prefix_dims, nc_feat = features.shape[:-1], features.shape[-1]\n        features = features.view(-1, nc_feat)\n\n        raw_positions = ray_samples.frustums.get_start_positions().view(-1, 3) if ray_samples is not None else None\n\n        seg_probs = self.compute_seg_prob(raw_positions, features, ptcd_data=ptcd_data).reshape(*prefix_dims, 1)\n\n        outputs = {FieldHeadNames.FG_SEG: seg_probs}\n        return outputs\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/fields/instant_ngp_field.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nInstant-NGP field implementations using tiny-cuda-nn, torch, ....\n\"\"\"\n\n\nfrom typing import Optional\n\nimport torch\nfrom nerfacc import ContractionType, contract\nfrom torch.nn.parameter import Parameter\nfrom torchtyping import TensorType\n\nfrom nerfstudio.cameras.rays import RaySamples\nfrom nerfstudio.data.scene_box import SceneBox\nfrom nerfstudio.field_components.activations import trunc_exp\nfrom nerfstudio.field_components.embedding import Embedding\nfrom nerfstudio.field_components.field_heads import FieldHeadNames\nfrom nerfstudio.fields.base_field import Field\n\ntry:\n    import tinycudann as tcnn\nexcept ImportError:\n    # tinycudann module doesn't exist\n    pass\n\n\ndef get_normalized_directions(directions: TensorType[\"bs\":..., 3]):\n    \"\"\"SH encoding must be in the range [0, 1]\n\n    Args:\n        directions: batch of directions\n    \"\"\"\n    return (directions + 1.0) / 2.0\n\n\nclass TCNNInstantNGPField(Field):\n    \"\"\"TCNN implementation of the Instant-NGP field.\n\n    Args:\n        aabb: parameters of scene aabb bounds\n        num_layers: number of hidden layers\n        hidden_dim: dimension of hidden layers\n        geo_feat_dim: output geo feat dimensions\n        num_layers_color: number of hidden layers for color network\n        hidden_dim_color: dimension of hidden layers for color network\n        use_appearance_embedding: whether to use appearance embedding\n        num_images: number of images, requried if use_appearance_embedding is True\n        appearance_embedding_dim: dimension of appearance embedding\n        contraction_type: type of contraction\n    \"\"\"\n\n    def __init__(\n        self,\n        aabb,\n        num_layers: int = 2,\n        hidden_dim: int = 64,\n        geo_feat_dim: int = 15,\n        num_layers_color: int = 3,\n        hidden_dim_color: int = 64,\n        use_appearance_embedding: bool = False,\n        num_images: Optional[int] = None,\n        appearance_embedding_dim: int = 32,\n        contraction_type: ContractionType = ContractionType.UN_BOUNDED_SPHERE,\n    ) -> None:\n        super().__init__()\n\n        self.aabb = Parameter(aabb, requires_grad=False)\n        self.geo_feat_dim = geo_feat_dim\n        self.contraction_type = contraction_type\n\n        self.use_appearance_embedding = use_appearance_embedding\n        if use_appearance_embedding:\n            assert num_images is not None\n            self.appearance_embedding_dim = appearance_embedding_dim\n            self.appearance_embedding = Embedding(num_images, appearance_embedding_dim)\n\n        # TODO: set this properly based on the aabb\n        per_level_scale = 1.4472692012786865\n\n        self.direction_encoding = tcnn.Encoding(\n            n_input_dims=3,\n            encoding_config={\n                \"otype\": \"SphericalHarmonics\",\n                \"degree\": 4,\n            },\n        )\n\n        self.mlp_base = tcnn.NetworkWithInputEncoding(\n            n_input_dims=3,\n            n_output_dims=1 + self.geo_feat_dim,\n            encoding_config={\n                \"otype\": \"HashGrid\",\n                \"n_levels\": 16,\n                \"n_features_per_level\": 2,\n                \"log2_hashmap_size\": 19,\n                \"base_resolution\": 16,\n                \"per_level_scale\": per_level_scale,\n            },\n            network_config={\n                \"otype\": \"FullyFusedMLP\",\n                \"activation\": \"ReLU\",\n                \"output_activation\": \"None\",\n                \"n_neurons\": hidden_dim,\n                \"n_hidden_layers\": num_layers - 1,\n            },\n        )\n\n        in_dim = self.direction_encoding.n_output_dims + self.geo_feat_dim\n        if self.use_appearance_embedding:\n            in_dim += self.appearance_embedding_dim\n        self.mlp_head = tcnn.Network(\n            n_input_dims=in_dim,\n            n_output_dims=3,\n            network_config={\n                \"otype\": \"FullyFusedMLP\",\n                \"activation\": \"ReLU\",\n                \"output_activation\": \"Sigmoid\",\n                \"n_neurons\": hidden_dim_color,\n                \"n_hidden_layers\": num_layers_color - 1,\n            },\n        )\n\n    def get_density(self, ray_samples: RaySamples):\n        positions = ray_samples.frustums.get_positions()\n        positions_flat = positions.view(-1, 3)\n        positions_flat = contract(x=positions_flat, roi=self.aabb, type=self.contraction_type)\n\n        h = self.mlp_base(positions_flat).view(*ray_samples.frustums.shape, -1)\n        density_before_activation, base_mlp_out = torch.split(h, [1, self.geo_feat_dim], dim=-1)\n\n        # Rectifying the density with an exponential is much more stable than a ReLU or\n        # softplus, because it enables high post-activation (float32) density outputs\n        # from smaller internal (float16) parameters.\n        density = trunc_exp(density_before_activation.to(positions))\n        return density, base_mlp_out\n\n    def get_outputs(self, ray_samples: RaySamples, density_embedding: Optional[TensorType] = None):\n        directions = get_normalized_directions(ray_samples.frustums.directions)\n        directions_flat = directions.view(-1, 3)\n\n        d = self.direction_encoding(directions_flat)\n        if density_embedding is None:\n            positions = SceneBox.get_normalized_positions(ray_samples.frustums.get_positions(), self.aabb)\n            h = torch.cat([d, positions.view(-1, 3)], dim=-1)\n        else:\n            h = torch.cat([d, density_embedding.view(-1, self.geo_feat_dim)], dim=-1)\n\n        if self.use_appearance_embedding:\n            if ray_samples.camera_indices is None:\n                raise AttributeError(\"Camera indices are not provided.\")\n            camera_indices = ray_samples.camera_indices.squeeze()\n            if self.training:\n                embedded_appearance = self.appearance_embedding(camera_indices)\n            else:\n                embedded_appearance = torch.zeros(\n                    (*directions.shape[:-1], self.appearance_embedding_dim), device=directions.device\n                )\n            h = torch.cat([h, embedded_appearance.view(-1, self.appearance_embedding_dim)], dim=-1)\n\n        rgb = self.mlp_head(h).view(*ray_samples.frustums.directions.shape[:-1], -1).to(directions)\n        return {FieldHeadNames.RGB: rgb}\n\n    def get_opacity(self, positions: TensorType[\"bs\":..., 3], step_size) -> TensorType[\"bs\":..., 1]:\n        \"\"\"Returns the opacity for a position. Used primarily by the occupancy grid.\n\n        Args:\n            positions: the positions to evaluate the opacity at.\n            step_size: the step size to use for the opacity evaluation.\n        \"\"\"\n        density = self.density_fn(positions)\n        ## TODO: We should scale step size based on the distortion. Currently it uses too much memory.\n        # aabb_min, aabb_max = self.aabb[0], self.aabb[1]\n        # if self.contraction_type is not ContractionType.AABB:\n        #     x = (positions - aabb_min) / (aabb_max - aabb_min)\n        #     x = x * 2 - 1  # aabb is at [-1, 1]\n        #     mag = x.norm(dim=-1, keepdim=True)\n        #     mask = mag.squeeze(-1) > 1\n\n        #     dev = (2 * mag - 1) / mag**2 + 2 * x**2 * (1 / mag**3 - (2 * mag - 1) / mag**4)\n        #     dev[~mask] = 1.0\n        #     dev = torch.clamp(dev, min=1e-6)\n        #     step_size = step_size / dev.norm(dim=-1, keepdim=True)\n        # else:\n        #     step_size = step_size * (aabb_max - aabb_min)\n\n        opacity = density * step_size\n        return opacity\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/fields/nerfacto_field.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nField for compound nerf model, adds scene contraction and image embeddings to instant ngp\n\"\"\"\n\n\nfrom typing import Dict, Optional, Tuple\nfrom typing_extensions import Literal\n\nimport numpy as np\nimport torch\nfrom torch import nn\nfrom torch.nn.parameter import Parameter\nfrom torchtyping import TensorType\n\nfrom nerfstudio.cameras.rays import RaySamples\nfrom nerfstudio.data.scene_box import SceneBox\nfrom nerfstudio.field_components.activations import trunc_exp\nfrom nerfstudio.field_components.embedding import Embedding\nfrom nerfstudio.field_components.encodings import Encoding, HashEncoding, SHEncoding\nfrom nerfstudio.field_components.field_heads import (\n    DensityFieldHead,\n    FieldHead,\n    FieldHeadNames,\n    PredNormalsFieldHead,\n    RGBFieldHead,\n    SemanticFieldHead,\n    TransientDensityFieldHead,\n    TransientRGBFieldHead,\n    UncertaintyFieldHead,\n)\nfrom nerfstudio.field_components.mlp import MLP\nfrom nerfstudio.field_components.spatial_distortions import (\n    SceneContraction,\n    SpatialDistortion,\n)\nfrom nerfstudio.fields.base_field import Field\n\ntry:\n    import tinycudann as tcnn\nexcept ImportError:\n    # tinycudann module doesn't exist\n    pass\n\n\ndef get_normalized_directions(directions: TensorType[\"bs\":..., 3]):\n    \"\"\"SH encoding must be in the range [0, 1]\n\n    Args:\n        directions: batch of directions\n    \"\"\"\n    return (directions + 1.0) / 2.0\n\n\nclass TCNNNerfactoField(Field):\n    \"\"\"Compound Field that uses TCNN\n\n    Args:\n        aabb: parameters of scene aabb bounds\n        num_layers: number of hidden layers\n        hidden_dim: dimension of hidden layers\n        geo_feat_dim: output geo feat dimensions\n        num_levels: number of levels of the hashmap for the base mlp\n        max_res: maximum resolution of the hashmap for the base mlp\n        log2_hashmap_size: size of the hashmap for the base mlp\n        num_layers_color: number of hidden layers for color network\n        hidden_dim_color: dimension of hidden layers for color network\n        appearance_embedding_dim: dimension of appearance embedding\n        transient_embedding_dim: dimension of transient embedding\n        use_average_appearance_embedding: whether to use average appearance embedding or zeros for inference\n        spatial_distortion: spatial distortion to apply to the scene\n        spatial_normalization_region: specify the reigion get normalized to the [[0, 0, 0], [1, 1, 1]] feature grid\n    \"\"\"\n\n    def __init__(\n        self,\n        aabb,\n        num_images: int,\n        num_layers: int = 2,\n        hidden_dim: int = 64,\n        geo_feat_dim: int = 15,\n        num_levels: int = 16,\n        max_res: int = 1024,\n        log2_hashmap_size: int = 19,\n        num_layers_color: int = 3,\n        num_layers_transient: int = 2,\n        hidden_dim_color: int = 64,\n        hidden_dim_transient: int = 64,\n        appearance_embedding_dim: int = 32,\n        transient_embedding_dim: int = 16,\n        use_transient_embedding: bool = False,\n        use_semantics: bool = False,\n        num_semantic_classes: int = 100,\n        use_pred_normals: bool = False,\n        use_appearance_embedding: bool = True,\n        use_average_appearance_embedding: bool = False,\n        spatial_distortion: Optional[SpatialDistortion] = None,\n        spatial_normalization_region: Literal[\"full\", \"fg\", \"aabb\"] = \"full\",\n    ) -> None:\n        super().__init__()\n\n        self.aabb = Parameter(aabb, requires_grad=False)\n        self.geo_feat_dim = geo_feat_dim\n\n        self.spatial_distortion = spatial_distortion\n        self.spatial_normalization_region = spatial_normalization_region\n        self.num_images = num_images\n        self.use_appearance_embedding = use_appearance_embedding\n        self.appearance_embedding_dim = appearance_embedding_dim if use_appearance_embedding else 0\n        self.embedding_appearance = Embedding(self.num_images, self.appearance_embedding_dim)\n        self.use_average_appearance_embedding = use_average_appearance_embedding\n        self.use_transient_embedding = use_transient_embedding\n        self.use_semantics = use_semantics\n        self.use_pred_normals = use_pred_normals\n\n        base_res = 16\n        features_per_level = 2\n        growth_factor = np.exp((np.log(max_res) - np.log(base_res)) / (num_levels - 1))\n\n        self.direction_encoding = tcnn.Encoding(\n            n_input_dims=3,\n            encoding_config={\n                \"otype\": \"SphericalHarmonics\",\n                \"degree\": 4,\n            },\n        )\n\n        self.position_encoding = tcnn.Encoding(\n            n_input_dims=3,\n            encoding_config={\"otype\": \"Frequency\", \"n_frequencies\": 2},\n        )\n\n        self.mlp_base = tcnn.NetworkWithInputEncoding(\n            n_input_dims=3,\n            n_output_dims=1 + self.geo_feat_dim,\n            encoding_config={\n                \"otype\": \"HashGrid\",\n                \"n_levels\": num_levels,\n                \"n_features_per_level\": features_per_level,\n                \"log2_hashmap_size\": log2_hashmap_size,\n                \"base_resolution\": base_res,\n                \"per_level_scale\": growth_factor,\n            },\n            network_config={\n                \"otype\": \"FullyFusedMLP\",\n                \"activation\": \"ReLU\",\n                \"output_activation\": \"None\",\n                \"n_neurons\": hidden_dim,\n                \"n_hidden_layers\": num_layers - 1,\n            },\n        )\n\n        # transients\n        if self.use_transient_embedding:\n            self.transient_embedding_dim = transient_embedding_dim\n            self.embedding_transient = Embedding(self.num_images, self.transient_embedding_dim)\n            self.mlp_transient = tcnn.Network(\n                n_input_dims=self.geo_feat_dim + self.transient_embedding_dim,\n                n_output_dims=hidden_dim_transient,\n                network_config={\n                    \"otype\": \"FullyFusedMLP\",\n                    \"activation\": \"ReLU\",\n                    \"output_activation\": \"None\",\n                    \"n_neurons\": hidden_dim_transient,\n                    \"n_hidden_layers\": num_layers_transient - 1,\n                },\n            )\n            self.field_head_transient_uncertainty = UncertaintyFieldHead(in_dim=self.mlp_transient.n_output_dims)\n            self.field_head_transient_rgb = TransientRGBFieldHead(in_dim=self.mlp_transient.n_output_dims)\n            self.field_head_transient_density = TransientDensityFieldHead(in_dim=self.mlp_transient.n_output_dims)\n\n        # semantics\n        if self.use_semantics:\n            self.mlp_semantics = tcnn.Network(\n                n_input_dims=self.geo_feat_dim,\n                n_output_dims=hidden_dim_transient,\n                network_config={\n                    \"otype\": \"FullyFusedMLP\",\n                    \"activation\": \"ReLU\",\n                    \"output_activation\": \"None\",\n                    \"n_neurons\": 64,\n                    \"n_hidden_layers\": 1,\n                },\n            )\n            self.field_head_semantics = SemanticFieldHead(\n                in_dim=self.mlp_semantics.n_output_dims, num_classes=num_semantic_classes\n            )\n\n        # predicted normals\n        if self.use_pred_normals:\n            self.mlp_pred_normals = tcnn.Network(\n                n_input_dims=self.geo_feat_dim + self.position_encoding.n_output_dims,\n                n_output_dims=hidden_dim_transient,\n                network_config={\n                    \"otype\": \"FullyFusedMLP\",\n                    \"activation\": \"ReLU\",\n                    \"output_activation\": \"None\",\n                    \"n_neurons\": 64,\n                    \"n_hidden_layers\": 2,\n                },\n            )\n            self.field_head_pred_normals = PredNormalsFieldHead(in_dim=self.mlp_pred_normals.n_output_dims)\n\n        self.mlp_head = tcnn.Network(\n            n_input_dims=self.direction_encoding.n_output_dims + self.geo_feat_dim + self.appearance_embedding_dim,\n            n_output_dims=3,\n            network_config={\n                \"otype\": \"FullyFusedMLP\",\n                \"activation\": \"ReLU\",\n                \"output_activation\": \"Sigmoid\",\n                \"n_neurons\": hidden_dim_color,\n                \"n_hidden_layers\": num_layers_color - 1,\n            },\n        )\n\n    def get_density(self, ray_samples: RaySamples):\n        \"\"\"Computes and returns the densities.\"\"\"\n        if self.spatial_distortion is not None:\n            positions = ray_samples.frustums.get_positions()\n            positions = self.spatial_distortion(positions)\n            positions = self._get_normalized_positions(positions)\n        else:\n            positions = SceneBox.get_normalized_positions(ray_samples.frustums.get_positions(), self.aabb)\n        self._sample_locations = positions\n        if not self._sample_locations.requires_grad:\n            self._sample_locations.requires_grad = True\n        positions_flat = positions.view(-1, 3)\n        h = self.mlp_base(positions_flat).view(*ray_samples.frustums.shape, -1)\n        density_before_activation, base_mlp_out = torch.split(h, [1, self.geo_feat_dim], dim=-1)\n        self._density_before_activation = density_before_activation\n\n        # Rectifying the density with an exponential is much more stable than a ReLU or\n        # softplus, because it enables high post-activation (float32) density outputs\n        # from smaller internal (float16) parameters.\n        density = trunc_exp(density_before_activation.to(positions))\n        return density, base_mlp_out\n\n    def get_outputs(self, ray_samples: RaySamples, density_embedding: Optional[TensorType] = None):\n        assert density_embedding is not None\n        outputs = {}\n        if ray_samples.camera_indices is None:\n            raise AttributeError(\"Camera indices are not provided.\")\n        camera_indices = ray_samples.camera_indices.squeeze()\n        directions = get_normalized_directions(ray_samples.frustums.directions)\n        directions_flat = directions.view(-1, 3)\n        d = self.direction_encoding(directions_flat)\n\n        outputs_shape = ray_samples.frustums.directions.shape[:-1]\n\n        # per-image appearance embedding\n        embedded_appearance = self._get_appeanreance_embedding(camera_indices, directions)\n\n        # transients\n        if self.use_transient_embedding and self.training:\n            embedded_transient = self.embedding_transient(camera_indices)\n            transient_input = torch.cat(\n                [\n                    density_embedding.view(-1, self.geo_feat_dim),\n                    embedded_transient.view(-1, self.transient_embedding_dim),\n                ],\n                dim=-1,\n            )\n            x = self.mlp_transient(transient_input).view(*outputs_shape, -1).to(directions)\n            outputs[FieldHeadNames.UNCERTAINTY] = self.field_head_transient_uncertainty(x)\n            outputs[FieldHeadNames.TRANSIENT_RGB] = self.field_head_transient_rgb(x)\n            outputs[FieldHeadNames.TRANSIENT_DENSITY] = self.field_head_transient_density(x)\n\n        # semantics\n        if self.use_semantics:\n            density_embedding_copy = density_embedding.clone().detach()\n            semantics_input = torch.cat(\n                [\n                    density_embedding_copy.view(-1, self.geo_feat_dim),\n                ],\n                dim=-1,\n            )\n            x = self.mlp_semantics(semantics_input).view(*outputs_shape, -1).to(directions)\n            outputs[FieldHeadNames.SEMANTICS] = self.field_head_semantics(x)\n\n        # predicted normals\n        if self.use_pred_normals:\n            positions = ray_samples.frustums.get_positions()\n\n            positions_flat = self.position_encoding(positions.view(-1, 3))\n            pred_normals_inp = torch.cat([positions_flat, density_embedding.view(-1, self.geo_feat_dim)], dim=-1)\n\n            x = self.mlp_pred_normals(pred_normals_inp).view(*outputs_shape, -1).to(directions)\n            outputs[FieldHeadNames.PRED_NORMALS] = self.field_head_pred_normals(x)\n\n        features = [d, density_embedding.view(-1, self.geo_feat_dim)]\n        if self.appearance_embedding_dim > 0:\n            features.append(embedded_appearance.view(-1, self.appearance_embedding_dim))\n        \n        h = torch.cat(features, dim=-1)\n        rgb = self.mlp_head(h).view(*outputs_shape, -1).to(directions)\n        outputs.update({FieldHeadNames.RGB: rgb})\n\n        return outputs\n\n    def _get_appeanreance_embedding(self, camera_indices: TensorType, directions: TensorType) -> TensorType:\n        if self.training:\n            if self.use_appearance_embedding:\n                embedded_appearance = self.embedding_appearance(camera_indices)\n            else:  # empty embedding\n                embedded_appearance = torch.zeros(\n                    (*directions.shape[:-1], 0), device=directions.device)\n        else:  # evaluation\n            if self.use_appearance_embedding:\n                if self.use_average_appearance_embedding:  # average embedding\n                    embedded_appearance = torch.ones(\n                        (*directions.shape[:-1], self.appearance_embedding_dim), device=directions.device\n                    ) * self.embedding_appearance.mean(dim=0)\n                else:  # zero embedding\n                    embedded_appearance = torch.zeros(\n                        (*directions.shape[:-1], self.appearance_embedding_dim), device=directions.device\n                    )\n            else:  # empty embedding\n                embedded_appearance = torch.zeros(\n                    (*directions.shape[:-1], 0), device=directions.device)\n        return embedded_appearance\n\n    def _get_normalized_positions(self, positions):\n        if self.spatial_normalization_region == 'full':\n            return (positions + 2.0) / 4.0\n        elif self.spatial_normalization_region == 'fg':\n            return (positions + 1.0) / 2.0\n        elif self.config.spatial_normalization_region == 'aabb':\n            return (positions - self.aabb[0]) / (self.aabb[1] - self.aabb[0])\n        else:\n            raise ValueError(f\"Unknown spatial normalization region: {self.spatial_normalization_region}\")\n\n\nclass TorchNerfactoField(Field):\n    \"\"\"\n    PyTorch implementation of the compound field.\n    \"\"\"\n\n    def __init__(\n        self,\n        aabb,\n        num_images: int,\n        position_encoding: Encoding = HashEncoding(),\n        direction_encoding: Encoding = SHEncoding(),\n        base_mlp_num_layers: int = 3,\n        base_mlp_layer_width: int = 64,\n        head_mlp_num_layers: int = 2,\n        head_mlp_layer_width: int = 32,\n        appearance_embedding_dim: int = 40,\n        skip_connections: Tuple = (4,),\n        field_heads: Tuple[FieldHead] = (RGBFieldHead(),),\n        spatial_distortion: SpatialDistortion = SceneContraction(),\n    ) -> None:\n        super().__init__()\n        self.aabb = Parameter(aabb, requires_grad=False)\n        self.spatial_distortion = spatial_distortion\n        self.num_images = num_images\n        # FIXME: align w/ TcnnNerfactoField: use_appearance_embedding\n        self.appearance_embedding_dim = appearance_embedding_dim\n        self.embedding_appearance = Embedding(self.num_images, self.appearance_embedding_dim)\n\n        self.position_encoding = position_encoding\n        self.direction_encoding = direction_encoding\n\n        self.mlp_base = MLP(\n            in_dim=self.position_encoding.get_out_dim(),\n            num_layers=base_mlp_num_layers,\n            layer_width=base_mlp_layer_width,\n            skip_connections=skip_connections,\n            out_activation=nn.ReLU(),\n        )\n\n        self.mlp_head = MLP(\n            in_dim=self.mlp_base.get_out_dim() + self.direction_encoding.get_out_dim() + self.appearance_embedding_dim,\n            num_layers=head_mlp_num_layers,\n            layer_width=head_mlp_layer_width,\n            out_activation=nn.ReLU(),\n        )\n\n        self.field_output_density = DensityFieldHead(in_dim=self.mlp_base.get_out_dim())\n        self.field_heads = nn.ModuleList(field_heads)\n        for field_head in self.field_heads:\n            field_head.set_in_dim(self.mlp_head.get_out_dim())  # type: ignore\n\n    def get_density(self, ray_samples: RaySamples):\n        if self.spatial_distortion is not None:\n            positions = ray_samples.frustums.get_positions()\n            positions = self.spatial_distortion(positions)\n        else:\n            positions = ray_samples.frustums.get_positions()\n        encoded_xyz = self.position_encoding(positions)\n        base_mlp_out = self.mlp_base(encoded_xyz)\n        density = self.field_output_density(base_mlp_out)\n        return density, base_mlp_out\n\n    def get_outputs(\n        self, ray_samples: RaySamples, density_embedding: Optional[TensorType] = None\n    ) -> Dict[FieldHeadNames, TensorType]:\n\n        outputs_shape = ray_samples.frustums.directions.shape[:-1]\n\n        if ray_samples.camera_indices is None:\n            raise AttributeError(\"Camera indices are not provided.\")\n        camera_indices = ray_samples.camera_indices.squeeze()\n        if self.training:\n            embedded_appearance = self.embedding_appearance(camera_indices)\n        else:\n            embedded_appearance = torch.zeros(\n                (*outputs_shape, self.appearance_embedding_dim),\n                device=ray_samples.frustums.directions.device,\n            )\n\n        outputs = {}\n        for field_head in self.field_heads:\n            encoded_dir = self.direction_encoding(ray_samples.frustums.directions)\n            \n            features = [encoded_dir, density_embedding]  # type: ignore\n            if self.appearance_embedding_dim > 0:\n                features.append(embedded_appearance.view(-1, self.appearance_embedding_dim))\n            \n            # FIXME: mlp_out is computed repeatedly for each field head?\n            mlp_out = self.mlp_head(\n                torch.cat(features, dim=-1)\n            )\n            outputs[field_head.field_head_name] = field_head(mlp_out)\n        return outputs\n\n\nfield_implementation_to_class = {\"tcnn\": TCNNNerfactoField, \"torch\": TorchNerfactoField}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/fields/nerfw_field.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"Fields for nerf-w\"\"\"\n\nfrom typing import Dict, Optional, Tuple\n\nimport torch\nfrom torch import nn\nfrom torchtyping import TensorType\n\nfrom nerfstudio.cameras.rays import RaySamples\nfrom nerfstudio.field_components.embedding import Embedding\nfrom nerfstudio.field_components.encodings import Encoding, Identity\nfrom nerfstudio.field_components.field_heads import (\n    DensityFieldHead,\n    FieldHeadNames,\n    RGBFieldHead,\n    TransientDensityFieldHead,\n    TransientRGBFieldHead,\n    UncertaintyFieldHead,\n)\nfrom nerfstudio.field_components.mlp import MLP\nfrom nerfstudio.fields.base_field import Field\n\n\nclass VanillaNerfWField(Field):\n    \"\"\"The NeRF-W field which has appearance and transient conditioning.\n\n    Args:\n        num_images: How many images exist in the dataset.\n        position_encoding: Position encoder.\n        direction_encoding: Direction encoder.\n        base_mlp_num_layers: Number of layers for base MLP.\n        base_mlp_layer_width: Width of base MLP layers.\n        head_mlp_num_layers: Number of layer for ourput head MLP.\n        head_mlp_layer_width: Width of output head MLP layers.\n        appearance_embedding_dim:: Dimension of appearance embedding.\n        transient_embedding_dim:: Dimension of transient embedding.\n        skip_connections: Where to add skip connection in base MLP.\n    \"\"\"\n\n    def __init__(\n        self,\n        num_images: int,\n        position_encoding: Encoding = Identity(in_dim=3),\n        direction_encoding: Encoding = Identity(in_dim=3),\n        base_mlp_num_layers: int = 8,\n        base_mlp_layer_width: int = 256,\n        head_mlp_num_layers: int = 2,\n        head_mlp_layer_width: int = 128,\n        appearance_embedding_dim: int = 48,\n        transient_embedding_dim: int = 16,\n        skip_connections: Tuple[int] = (4,),\n    ) -> None:\n        super().__init__()\n        self.num_images = num_images\n        self.position_encoding = position_encoding\n        self.direction_encoding = direction_encoding\n        self.base_mlp_num_layers = base_mlp_num_layers\n        self.base_mlp_layer_width = base_mlp_layer_width\n        self.head_mlp_num_layers = head_mlp_num_layers\n        self.head_mlp_layer_width = head_mlp_layer_width\n        self.appearance_embedding_dim = appearance_embedding_dim\n        self.transient_embedding_dim = transient_embedding_dim\n\n        self.embedding_appearance = Embedding(self.num_images, self.appearance_embedding_dim)\n        self.embedding_transient = Embedding(self.num_images, self.transient_embedding_dim)\n\n        self.mlp_base = MLP(\n            in_dim=self.position_encoding.get_out_dim(),\n            num_layers=base_mlp_num_layers,\n            layer_width=base_mlp_layer_width,\n            skip_connections=skip_connections,\n            out_activation=nn.ReLU(),\n        )\n        self.mlp_transient = MLP(\n            in_dim=self.mlp_base.get_out_dim() + self.embedding_transient.get_out_dim(),\n            out_dim=base_mlp_layer_width // 2,\n            num_layers=4,\n            layer_width=base_mlp_layer_width,\n            activation=nn.ReLU(),\n            out_activation=nn.ReLU(),\n        )\n        self.mlp_head = MLP(\n            in_dim=self.mlp_base.get_out_dim()\n            + self.direction_encoding.get_out_dim()\n            + self.embedding_appearance.get_out_dim(),\n            num_layers=head_mlp_num_layers,\n            layer_width=head_mlp_layer_width,\n            out_activation=nn.ReLU(),\n        )\n\n        self.field_head_density = DensityFieldHead(in_dim=self.mlp_base.get_out_dim())\n        self.field_head_rgb = RGBFieldHead(in_dim=self.mlp_head.get_out_dim())\n\n        self.field_head_transient_uncertainty = UncertaintyFieldHead(in_dim=self.mlp_transient.get_out_dim())\n        self.field_head_transient_rgb = TransientRGBFieldHead(in_dim=self.mlp_transient.get_out_dim())\n        self.field_head_transient_density = TransientDensityFieldHead(in_dim=self.mlp_transient.get_out_dim())\n\n    def get_density(self, ray_samples: RaySamples):\n        \"\"\"Computes and returns the densities.\"\"\"\n        encoded_xyz = self.position_encoding(ray_samples.frustums.get_positions())\n        encoded_xyz = self.position_encoding(ray_samples.frustums.get_positions())\n        base_mlp_out = self.mlp_base(encoded_xyz)\n        density = self.field_head_density(base_mlp_out)\n        return density, base_mlp_out\n\n    def get_outputs(\n        self, ray_samples: RaySamples, density_embedding: Optional[TensorType[..., \"embedding_size\"]] = None\n    ) -> Dict[FieldHeadNames, TensorType]:\n        \"\"\"Returns the outputs of the NeRF-W field.\n\n        Args:\n            ray_samples (RaySamples): Ray samples.\n            density_embedding (TensorType[..., \"embedding_size\"], optional): Density embedding.\n\n        Returns:\n            Dict[FieldHeadNames, TensorType]: Outputs of the NeRF-W field.\n        \"\"\"\n        outputs = {}\n        encoded_dir = self.direction_encoding(ray_samples.frustums.directions)\n        if ray_samples.camera_indices is None:\n            raise AttributeError(\"Camera indices are not provided.\")\n        camera_indices = ray_samples.camera_indices.squeeze().to(ray_samples.frustums.origins.device)\n        embedded_appearance = self.embedding_appearance(camera_indices)\n        mlp_in = torch.cat([density_embedding, encoded_dir, embedded_appearance], dim=-1)  # type: ignore\n        mlp_head_out = self.mlp_head(mlp_in)\n        outputs[self.field_head_rgb.field_head_name] = self.field_head_rgb(mlp_head_out)  # static rgb\n        embedded_transient = self.embedding_transient(camera_indices)\n        transient_mlp_in = torch.cat([density_embedding, embedded_transient], dim=-1)  # type: ignore\n        transient_mlp_out = self.mlp_transient(transient_mlp_in)\n        outputs[self.field_head_transient_uncertainty.field_head_name] = self.field_head_transient_uncertainty(\n            transient_mlp_out\n        )  # uncertainty\n        outputs[self.field_head_transient_rgb.field_head_name] = self.field_head_transient_rgb(\n            transient_mlp_out\n        )  # transient rgb\n        outputs[self.field_head_transient_density.field_head_name] = self.field_head_transient_density(\n            transient_mlp_out\n        )  # transient density\n        return outputs\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/fields/sdf_field.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nField for compound nerf model, adds scene contraction and image embeddings to instant ngp\n\"\"\"\n\nfrom dataclasses import dataclass, field\nfrom typing import Optional, Type, Union\nfrom typing_extensions import Literal\n\nimport numpy as np\nimport torch\nimport torch.nn.functional as F\nfrom torch import nn\nfrom torch.nn.parameter import Parameter\nfrom torchtyping import TensorType\nfrom rich.console import Console\n\nfrom nerfstudio.cameras.rays import RaySamples\nfrom nerfstudio.field_components.embedding import Embedding\nfrom nerfstudio.field_components.encodings import (\n    Encoding,\n    NeRFEncoding,\n    PeriodicVolumeEncoding,\n    TensorVMEncoding,\n    SHEncoding\n)\nfrom nerfstudio.field_components.field_heads import FieldHeadNames\nfrom nerfstudio.field_components.spatial_distortions import SpatialDistortion\nfrom nerfstudio.field_components.progressive_encoding import ProgressiveEncoding\nfrom nerfstudio.fields.base_field import Field, FieldConfig\n\ntry:\n    import tinycudann as tcnn\nexcept ImportError:\n    # tinycudann module doesn't exist\n    pass\n\nCONSOLE = Console(width=128)\n\n\nclass LaplaceDensity(nn.Module):  # alpha * Laplace(loc=0, scale=beta).cdf(-sdf)\n    \"\"\"Laplace density from VolSDF\"\"\"\n\n    def __init__(self, init_val, beta_min=0.0001):\n        super().__init__()\n        self.register_parameter(\"beta_min\", nn.Parameter(beta_min * torch.ones(1), requires_grad=False))\n        self.register_parameter(\"beta\", nn.Parameter(init_val * torch.ones(1), requires_grad=True))\n\n    def forward(\n        self, sdf: TensorType[\"bs\":...], beta: Union[TensorType[\"bs\":...], None] = None\n    ) -> TensorType[\"bs\":...]:\n        \"\"\"convert sdf value to density value with beta, if beta is missing, then use learable beta\"\"\"\n\n        if beta is None:\n            beta = self.get_beta()\n\n        alpha = 1.0 / beta\n        return alpha * (0.5 + 0.5 * sdf.sign() * torch.expm1(-sdf.abs() / beta))\n\n    def get_beta(self):\n        \"\"\"return current beta value\"\"\"\n        beta = self.beta.abs() + self.beta_min\n        return beta\n\n\nclass SigmoidDensity(nn.Module):  # alpha * Laplace(loc=0, scale=beta).cdf(-sdf)\n    \"\"\"Sigmoid density from VolSDF\"\"\"\n\n    def __init__(self, init_val, beta_min=0.0001):\n        super().__init__()\n        self.register_parameter(\"beta_min\", nn.Parameter(beta_min * torch.ones(1), requires_grad=False))\n        self.register_parameter(\"beta\", nn.Parameter(init_val * torch.ones(1), requires_grad=True))\n\n    def forward(\n        self, sdf: TensorType[\"bs\":...], beta: Union[TensorType[\"bs\":...], None] = None\n    ) -> TensorType[\"bs\":...]:\n        \"\"\"convert sdf value to density value with beta, if beta is missing, then use learable beta\"\"\"\n\n        if beta is None:\n            beta = self.get_beta()\n\n        alpha = 1.0 / beta\n\n        # negtive sdf will have large density\n        return alpha * torch.sigmoid(-sdf * alpha)\n\n    def get_beta(self):\n        \"\"\"return current beta value\"\"\"\n        beta = self.beta.abs() + self.beta_min\n        return beta\n\n\nclass SingleVarianceNetwork(nn.Module):\n    \"\"\"Variance network in NeuS\n\n    Args:\n        nn (_type_): init value in NeuS variance network. smaller value leads to larger varaince and\n            smoother initial surface (density field).\n    Returns:\n        inverse std value of logistic distribution (\"s\" in NeuS's S-density)\n    \"\"\"\n\n    def __init__(self, init_val):\n        super(SingleVarianceNetwork, self).__init__()\n        self.register_parameter(\"variance\", nn.Parameter(init_val * torch.ones(1), requires_grad=True))\n\n    def forward(self, x):\n        \"\"\"Returns current variance value\"\"\"\n        return torch.ones([len(x), 1], device=x.device) * torch.exp(self.variance * 10.0)\n\n    def get_variance(self):\n        \"\"\"return current variance value\"\"\"\n        return torch.exp(self.variance * 10.0).clip(1e-6, 1e6)\n\n\n@dataclass\nclass SDFFieldConfig(FieldConfig):\n    \"\"\"Nerfacto Model Config\"\"\"\n\n    _target: Type = field(default_factory=lambda: SDFField)\n    num_layers: int = 8\n    \"\"\"Number of layers for geometric network\"\"\"\n    hidden_dim: int = 256\n    \"\"\"Number of hidden dimension of geometric network\"\"\"\n    geo_feat_dim: int = 256\n    \"\"\"Dimension of geometric feature\"\"\"\n    num_layers_color: int = 4\n    \"\"\"Number of layers for color network\"\"\"\n    hidden_dim_color: int = 256\n    \"\"\"Number of hidden dimension of color network\"\"\"\n    appearance_embedding_dim: int = 32\n    \"\"\"Dimension of appearance embedding\"\"\"\n    use_appearance_embedding: bool = False\n    \"\"\"Dimension of appearance embedding\"\"\"\n    bias: float = 0.8\n    \"\"\"sphere size of geometric initializaion\"\"\"\n    geometric_init: bool = True\n    \"\"\"Whether to use geometric initialization\"\"\"\n    dynamic_geometric_init: bool = False\n    \"\"\"whether to infer the best geometric init radius from the given aabb\"\"\"\n    inside_outside: bool = True\n    \"\"\"whether to revert signed distance value, set to True for indoor scene\"\"\"\n    weight_norm: bool = True\n    \"\"\"Whether to use weight norm for linear laer\"\"\"\n    use_normalized_raw_coords: bool = False\n    \"\"\"if True, use normalized positions as raw coordinates of the network input, for geo-init to work properly\"\"\"\n    use_grid_feature: bool = False\n    \"\"\"Whether to use multi-resolution feature grids\"\"\"\n    # TODO: build a saperate config for hash grid\n    hash_grid_precision: Literal[\"float16\", \"float32\"] = \"float16\"\n    \"\"\"The floating point precision of the hash grid features (hash only)\n    when using float16, the grid features are stored in float16, but would be transfored to flaot32 for inference\n    \"\"\"\n    hash_grid_num_levels: int = 16\n    hash_grid_max_res: int = 2048\n    hash_grid_log2_hashmap_size: int = 19\n    hash_grid_smoothstep: bool = True\n    hash_grid_progressive_training: bool = False\n    hash_grid_progressive_training_iters: int = 10000\n    hash_grid_progressive_training_n_levels_init: int = 1\n    use_position_encoding: bool = False\n    \"\"\"Whether to use positional encoding (even when using feature grids)\"\"\"\n    pos_enc_n_freqs: int = 6\n    pos_enc_min_freq: int = 0\n    pos_enc_max_freq: int = 5\n    divide_factor: float = 1.0\n    \"\"\"Normalization factor for multi-resolution grids\"\"\"\n    beta_init: float = 0.1\n    \"\"\"Init learnable beta value for transformation of sdf to density\"\"\"\n    encoding_type: Literal[\"hash\", \"periodic\", \"tensorf_vm\"] = \"hash\"\n    \"\"\"Encoding type for feature grids\"\"\"\n    direction_encoding_type: Literal[\"nerf\", \"sh\"] = \"nerf\"\n    color_network_include_sdf: bool = False\n    \"\"\"Whether to include sdf value in inputs of the color network\"\"\"\n    \"\"\"Encoding type for direction\"\"\"\n    spatial_normalization_region: Literal[\"full\", \"fg\", \"aabb\"] = \"fg\"\n    \"\"\"specify the reigion get normalized to the [[0, 0, 0], [1, 1, 1]] feature grid,\n    if set to \"fg\", normalize [-1, 1] to [0, 1]; if set to \"full\", normalize [-2, 2] to [0, 1]\"\"\"\n    compute_grad_in_contraction_space: bool = False\n    \"\"\"compute gradients in the contraction space instead of the euclidean space.\n    the gradients are used as inputs to the color network and computing eikonal loss.\n    \"\"\"\n    curvature_perturb_step: float = 1e-3  # TODO: tune\n    \"\"\"perturbation step along a random direction on the tangent plane when computing curvature loss,\n    assuming the fg object is enclosed with a unit cube.\n    \"\"\"\n\n\nclass SDFField(Field):\n    \"\"\"_summary_\n\n    Args:\n        Field (_type_): _description_\n    \"\"\"\n\n    config: SDFFieldConfig\n\n    def __init__(\n        self,\n        config: SDFFieldConfig,\n        aabb,\n        num_images: int,\n        use_average_appearance_embedding: bool = False,\n        spatial_distortion: Optional[SpatialDistortion] = None,\n        compute_curvature_loss: bool = False,\n    ) -> None:\n        super().__init__()\n        self.config = config\n        aabb_enlarge = 0.01  # 0.01 is not enough for some instances, some query points might be outside the aabb a little (due to numerical issues?),\n                             # and the reflection padding would be used, causing incorrect sdf values near to the border\n        self.aabb = Parameter(torch.stack([aabb[0] - aabb_enlarge, aabb[1] + aabb_enlarge], 0),\n                              requires_grad=False)  # enlarge the aabb a little\n        self.spatial_distortion = spatial_distortion\n        self.num_images = num_images\n        self.compute_curvature_loss = compute_curvature_loss\n        \n        self._build_geo_encodings()\n        self._build_color_encodings(use_average_appearance_embedding)\n        self._build_geo_networks()\n        self._build_color_networks()\n        \n        # laplace function for transform sdf to density from VolSDF\n        self.laplace_density = LaplaceDensity(init_val=self.config.beta_init)\n        # self.laplace_density = SigmoidDensity(init_val=self.config.beta_init)\n\n        # TODO use different name for beta_init for config\n        # deviation_network to compute alpha from sdf from NeuS\n        self.deviation_network = SingleVarianceNetwork(init_val=self.config.beta_init)\n\n        self.softplus = nn.Softplus(beta=100)\n        self.relu = nn.ReLU()\n        self.sigmoid = torch.nn.Sigmoid()\n\n        self._cos_anneal_ratio = 1.0\n\n    def _build_geo_encodings(self) -> None:\n        self.divide_factor = self.config.divide_factor\n        self.use_grid_feature = self.config.use_grid_feature\n        \n        num_levels = self.config.hash_grid_num_levels  # default: 16\n        max_res = self.config.hash_grid_max_res  # default: 2048\n        base_res = 16\n        log2_hashmap_size = self.config.hash_grid_log2_hashmap_size  # default: 19\n        features_per_level = 2\n        use_hash = True\n        smoothstep = self.config.hash_grid_smoothstep\n        growth_factor = np.exp((np.log(max_res) - np.log(base_res)) / (num_levels - 1))\n        \n        if self.config.encoding_type == \"hash\":\n            # feature encoding\n            self.encoding = tcnn.Encoding(\n                n_input_dims=3,\n                encoding_config={\n                    \"otype\": \"HashGrid\" if use_hash else \"DenseGrid\",\n                    \"n_levels\": num_levels,\n                    \"n_features_per_level\": features_per_level,\n                    \"log2_hashmap_size\": log2_hashmap_size,\n                    \"base_resolution\": base_res,\n                    \"per_level_scale\": growth_factor,\n                    \"interpolation\": \"Smoothstep\" if smoothstep else \"Linear\",  # why Smoothstep? for 2nd derivatives?\n                },\n                dtype=torch.float32 if self.config.hash_grid_precision == \"float32\" else None,  # cannot use torch.float16 here\n            )\n            if self.config.hash_grid_progressive_training:\n                self.encoding = ProgressiveEncoding(\n                    self.encoding,\n                    n_levels=num_levels,\n                    n_levels_init=self.config.hash_grid_progressive_training_n_levels_init,\n                    n_features_per_level=features_per_level,\n                    n_scheduler_steps=self.config.hash_grid_progressive_training_iters,\n                )\n        elif self.config.encoding_type == \"periodic\":\n            print(\"using periodic encoding\")\n            self.encoding = PeriodicVolumeEncoding(\n                num_levels=num_levels,\n                min_res=base_res,\n                max_res=max_res,\n                log2_hashmap_size=18,  # 64 ** 3 = 2^18\n                features_per_level=features_per_level,\n                smoothstep=smoothstep,\n            )\n        elif self.config.encoding_type == \"tensorf_vm\":\n            print(\"using tensor vm\")\n            self.encoding = TensorVMEncoding(128, 24, smoothstep=smoothstep)\n\n        # we concat inputs position ourselves\n        if self.config.use_position_encoding:\n            self.position_encoding = NeRFEncoding(\n                in_dim=3, num_frequencies=self.config.pos_enc_n_freqs,\n                min_freq_exp=self.config.pos_enc_min_freq,\n                max_freq_exp=self.config.pos_enc_max_freq, include_input=False\n            )\n    \n    def _build_geo_networks(self):\n        dims = [self.config.hidden_dim for _ in range(self.config.num_layers)]\n        in_dim = self._get_input_dims()\n        dims = [in_dim] + dims + [1 + self.config.geo_feat_dim]\n        self.num_layers = len(dims)\n        self.skip_in = [4]  # TODO: make configurable\n        # build MLP with geometric initialization\n        for l in range(0, self.num_layers - 1):\n            if l + 1 in self.skip_in:\n                out_dim = dims[l + 1] - dims[0]\n            else:\n                out_dim = dims[l + 1]\n\n            lin = nn.Linear(dims[l], out_dim)\n\n            if self.config.geometric_init:\n                geo_init_radius = self._get_geometric_init_radius()\n                if l == self.num_layers - 2:\n                    if not self.config.inside_outside:\n                        torch.nn.init.normal_(lin.weight, mean=np.sqrt(np.pi) / np.sqrt(dims[l]), std=0.0001)\n                        torch.nn.init.constant_(lin.bias, -geo_init_radius)\n                    else:\n                        torch.nn.init.normal_(lin.weight, mean=-np.sqrt(np.pi) / np.sqrt(dims[l]), std=0.0001)\n                        torch.nn.init.constant_(lin.bias, geo_init_radius)\n                elif l == 0:\n                    torch.nn.init.constant_(lin.bias, 0.0)\n                    torch.nn.init.constant_(lin.weight[:, 3:], 0.0)\n                    torch.nn.init.normal_(lin.weight[:, :3], 0.0, np.sqrt(2) / np.sqrt(out_dim))\n                elif l in self.skip_in:\n                    torch.nn.init.constant_(lin.bias, 0.0)\n                    torch.nn.init.normal_(lin.weight, 0.0, np.sqrt(2) / np.sqrt(out_dim))\n                    torch.nn.init.constant_(lin.weight[:, -(dims[0] - 3):], 0.0)\n                else:\n                    torch.nn.init.constant_(lin.bias, 0.0)\n                    torch.nn.init.normal_(lin.weight, 0.0, np.sqrt(2) / np.sqrt(out_dim))\n\n            if self.config.weight_norm:\n                lin = nn.utils.weight_norm(lin)\n                # print(\"=======\", lin.weight.shape)\n            setattr(self, \"glin\" + str(l), lin)\n    \n    def _build_color_encodings(self, use_average_appearance_embedding):\n        # per-frame appearance embedding\n        self.appearance_embedding_dim = self.config.appearance_embedding_dim \\\n            if self.config.use_appearance_embedding else 0\n        self.embedding_appearance = Embedding(self.num_images, self.appearance_embedding_dim)\n        self.use_average_appearance_embedding = use_average_appearance_embedding\n        \n        # directional embedding\n        self.direction_encoding = self._get_direction_encoding()\n    \n    def _build_color_networks(self):\n        # call self._build_color_encodings() first!\n        dims = [self.config.hidden_dim_color for _ in range(self.config.num_layers_color)]\n        # point, view_direction, normal, feature, embedding\n        in_dim = (\n            3\n            + self.direction_encoding.get_out_dim()\n            + 3\n            + self.config.geo_feat_dim\n            + self.embedding_appearance.get_out_dim()\n        )\n        if self.config.color_network_include_sdf:\n            in_dim = in_dim + 1\n        dims = [in_dim] + dims + [3]\n        self.num_layers_color = len(dims)\n\n        for l in range(0, self.num_layers_color - 1):\n            out_dim = dims[l + 1]\n            lin = nn.Linear(dims[l], out_dim)\n\n            if self.config.weight_norm:\n                lin = nn.utils.weight_norm(lin)\n            # print(\"=======\", lin.weight.shape)\n            setattr(self, \"clin\" + str(l), lin)\n    \n    def set_cos_anneal_ratio(self, anneal: float) -> None:\n        \"\"\"Set the anneal value for the proposal network.\"\"\"\n        self._cos_anneal_ratio = anneal\n\n    def forward_geonetwork(self, inputs):\n        \"\"\"forward the geonetwork\"\"\"\n        positions = self._get_input_positions(inputs)  # in range(0, 1)\n        if self.use_grid_feature:\n            feature = self.encoding(positions)\n\n        coord_inputs = positions if self.config.use_normalized_raw_coords else inputs\n        combined_inputs = [coord_inputs, ]  # must contain raw coordinates for geo-init to work properly\n        if self.config.use_position_encoding:\n            combined_inputs.append(self.position_encoding(positions))\n        if self.use_grid_feature:\n            combined_inputs.append(feature)\n        combined_inputs = torch.cat(combined_inputs, dim=-1).to(torch.float32)\n        x = combined_inputs\n        \n        for l in range(0, self.num_layers - 1):\n            lin = getattr(self, \"glin\" + str(l))\n\n            if l in self.skip_in:\n                x = torch.cat([x, combined_inputs], 1) / np.sqrt(2)\n\n            x = lin(x)\n\n            if l < self.num_layers - 2:\n                x = self.softplus(x)\n        return x\n\n    def get_sdf(self, ray_samples: RaySamples):\n        \"\"\"predict the sdf value for ray samples\"\"\"\n        positions = ray_samples.frustums.get_start_positions()\n        positions_flat = positions.view(-1, 3)\n        h = self.forward_geonetwork(positions_flat).view(*ray_samples.frustums.shape, -1)\n        sdf, _ = torch.split(h, [1, self.config.geo_feat_dim], dim=-1)\n        return sdf\n\n    def get_gradient(self, ray_samples: RaySamples):\n        positions = ray_samples.frustums.get_start_positions()\n        positions_flat = positions.view(-1, 3)\n        return self.gradient(positions_flat).view(*positions.shape)\n    \n    def gradient(self, x):\n        \"\"\"compute the gradient of the ray\"\"\"\n        x.requires_grad_(True)\n        y = self.forward_geonetwork(x)[:, :1]\n        d_output = torch.ones_like(y, requires_grad=False, device=y.device)\n        gradients = torch.autograd.grad(\n            outputs=y, inputs=x, grad_outputs=d_output, create_graph=True, retain_graph=True, only_inputs=True\n        )[0]\n        return gradients\n\n    def get_density(self, ray_samples: RaySamples):\n        \"\"\"Computes and returns the densities.\"\"\"\n        positions = ray_samples.frustums.get_start_positions()\n        positions_flat = positions.view(-1, 3)\n        h = self.forward_geonetwork(positions_flat).view(*ray_samples.frustums.shape, -1)\n        sdf, geo_feature = torch.split(h, [1, self.config.geo_feat_dim], dim=-1)\n        density = self.laplace_density(sdf)\n        return density, geo_feature\n\n    def get_alpha(self, ray_samples: RaySamples, sdf=None, gradients=None):\n        \"\"\"compute alpha from sdf as in NeuS\"\"\"\n        if sdf is None or gradients is None:\n            inputs = ray_samples.frustums.get_start_positions()\n            inputs.requires_grad_(True)\n            with torch.enable_grad():\n                h = self.forward_geonetwork(inputs)\n                sdf, _ = torch.split(h, [1, self.config.geo_feat_dim], dim=-1)\n            d_output = torch.ones_like(sdf, requires_grad=False, device=sdf.device)\n            gradients = torch.autograd.grad(\n                outputs=sdf,\n                inputs=inputs,\n                grad_outputs=d_output,\n                create_graph=True,\n                retain_graph=True,\n                only_inputs=True,\n            )[0]\n\n        # TODO: support manual scaling of inv_s\n        inv_s = self.deviation_network.get_variance()  # Single parameter\n\n        true_cos = (ray_samples.frustums.directions * gradients).sum(-1, keepdim=True)\n\n        # anneal as NeuS\n        cos_anneal_ratio = self._cos_anneal_ratio\n\n        # \"cos_anneal_ratio\" grows from 0 to 1 in the beginning training iterations. The anneal strategy below makes\n        # the cos value \"not dead\" at the beginning training iterations, for better convergence.\n        iter_cos = - (\n            F.relu(-true_cos * 0.5 + 0.5) * (1.0 - cos_anneal_ratio) + F.relu(-true_cos) * cos_anneal_ratio\n        )  # always non-positive\n\n        # Estimate signed distances at section points\n        estimated_next_sdf = sdf + iter_cos * ray_samples.deltas * 0.5\n        estimated_prev_sdf = sdf - iter_cos * ray_samples.deltas * 0.5\n\n        prev_cdf = torch.sigmoid(estimated_prev_sdf * inv_s)\n        next_cdf = torch.sigmoid(estimated_next_sdf * inv_s)\n\n        p = prev_cdf - next_cdf\n        c = prev_cdf\n\n        alpha = ((p + 1e-5) / (c + 1e-5)).clip(0.0, 1.0)\n\n        # HF-NeuS\n        # # sigma\n        # cdf = torch.sigmoid(sdf * inv_s)\n        # e = inv_s * (1 - cdf) * (-iter_cos) * ray_samples.deltas\n        # alpha = (1 - torch.exp(-e)).clip(0.0, 1.0)\n\n        return alpha\n\n    def get_occupancy(self, sdf):\n        \"\"\"compute occupancy as in UniSurf\"\"\"\n        occupancy = self.sigmoid(-10.0 * sdf)\n        return occupancy\n\n    def get_colors(self, points, directions, normals, geo_features, camera_indices):\n        \"\"\"compute colors\"\"\"\n        d = self.direction_encoding(directions)\n\n        # per-image appearance embedding\n        embedded_appearance = self._get_appeanreance_embedding(camera_indices, directions)\n\n        features = [points, d, normals, geo_features]\n        if self.appearance_embedding_dim > 0:\n            features.append(embedded_appearance.view(-1, self.appearance_embedding_dim))\n        \n        h = torch.cat(features, dim=-1)\n\n        for l in range(0, self.num_layers_color - 1):\n            lin = getattr(self, \"clin\" + str(l))\n\n            h = lin(h)\n\n            if l < self.num_layers_color - 2:\n                h = self.relu(h)\n\n        rgb = self.sigmoid(h)\n\n        # unisurf\n        # rgb = self.tanh(h) * 0.5 + 0.5\n\n        return rgb\n\n    def get_outputs(self, ray_samples: RaySamples, return_alphas=False, return_occupancy=False):\n        \"\"\"compute output of ray samples\"\"\"\n        if ray_samples.camera_indices is None:\n            raise AttributeError(\"Camera indices are not provided.\")\n\n        _prefix_dims = ray_samples.frustums.directions.shape[:-1]\n        outputs = {}\n\n        camera_indices = ray_samples.camera_indices.squeeze()\n\n        inputs = ray_samples.frustums.get_start_positions()\n        inputs = inputs.view(-1, 3)\n\n        directions = ray_samples.frustums.directions\n        directions_flat = directions.reshape(-1, 3)\n\n        inputs.requires_grad_(True)\n        with torch.enable_grad():\n            sdf_geo_feature = self.forward_geonetwork(inputs)\n            sdf, geo_feature = torch.split(sdf_geo_feature, [1, self.config.geo_feat_dim], dim=-1)\n        d_output = torch.ones_like(sdf, requires_grad=False, device=sdf.device)\n        gradients = torch.autograd.grad(\n            outputs=sdf, inputs=inputs, grad_outputs=d_output,\n            create_graph=True, retain_graph=True, only_inputs=True\n        )[0]\n        \n        rgb = self.get_colors(inputs, directions_flat, gradients,\n                              sdf_geo_feature if self.config.color_network_include_sdf else geo_feature,\n                              camera_indices)\n\n        density = self.laplace_density(sdf)  # density of VolSDF\n\n        rgb = rgb.view(*_prefix_dims, -1)\n        sdf = sdf.view(*_prefix_dims, -1)\n        density = density.view(*_prefix_dims, -1)\n        gradients = gradients.view(*_prefix_dims, -1)\n        normals = F.normalize(gradients, p=2, dim=-1)\n\n        outputs.update(\n            {\n                FieldHeadNames.RGB: rgb,\n                FieldHeadNames.DENSITY: density,\n                FieldHeadNames.SDF: sdf,\n                FieldHeadNames.NORMAL: normals,\n                FieldHeadNames.GRADIENT: gradients,\n            }\n        )\n\n        if return_alphas:  # alpha of NeuS\n            # TODO use mid point sdf for NeuS\n            alphas = self.get_alpha(ray_samples, sdf, gradients)\n            outputs.update({FieldHeadNames.ALPHA: alphas})\n\n        if return_occupancy:\n            occupancy = self.get_occupancy(sdf)\n            outputs.update({FieldHeadNames.OCCUPANCY: occupancy})\n            \n        if self.compute_curvature_loss:\n            curvature_losses = self._compute_curvature_loss(inputs, normals.view(-1, 3))\n            outputs.update({\"curvature_losses\": curvature_losses.view(*_prefix_dims, -1)})\n\n        return outputs\n\n    def forward(self, ray_samples: RaySamples, return_alphas=False, return_occupancy=False):\n        \"\"\"Evaluates the field at points along the ray.\n\n        Args:\n            ray_samples: Samples to evaluate field on.\n        \"\"\"\n        field_outputs = self.get_outputs(\n            ray_samples, return_alphas=return_alphas, return_occupancy=return_occupancy\n        )\n        return field_outputs\n\n    def _get_appeanreance_embedding(self, camera_indices: TensorType, directions: TensorType) -> TensorType:\n        if self.training:\n            if self.config.use_appearance_embedding:\n                embedded_appearance = self.embedding_appearance(camera_indices)\n            else:  # empty embedding\n                # NOTE: break previously trained models\n                embedded_appearance = torch.zeros(\n                    (*directions.shape[:-1], 0), device=directions.device)\n        else:  # evaluation\n            if self.config.use_appearance_embedding:\n                if self.use_average_appearance_embedding:  # average embedding\n                    embedded_appearance = torch.ones(\n                        (*directions.shape[:-1], self.appearance_embedding_dim), device=directions.device\n                    ) * self.embedding_appearance.mean(dim=0)\n                else:  # zero embedding\n                    embedded_appearance = torch.zeros(\n                        (*directions.shape[:-1], self.appearance_embedding_dim), device=directions.device\n                    )\n            else:  # empty embedding\n                embedded_appearance = torch.zeros(\n                    (*directions.shape[:-1], 0), device=directions.device)\n        return embedded_appearance\n    \n    def _get_direction_encoding(self):\n        if self.config.direction_encoding_type == \"nerf\":\n            return NeRFEncoding(\n                in_dim=3, num_frequencies=4, min_freq_exp=0.0, max_freq_exp=3.0, include_input=True\n            )\n        elif self.config.direction_encoding_type == \"sh\":\n            # TODO: use tcnn.encoding?\n            return SHEncoding(levels=4)  # nc=16\n        else:\n            raise ValueError(f\"Unknown direction encoding: {self.config.direction_encoding_type}\")\n    \n    def _get_input_dims(self):\n        n_input_dims = 3  # must contain raw coordinates\n        if self.use_grid_feature:\n            n_input_dims += self.encoding.n_output_dims\n        if self.config.use_position_encoding:\n            n_input_dims += self.position_encoding.get_out_dim()\n        assert n_input_dims > 0\n        return n_input_dims\n    \n    def _get_geometric_init_radius(self):\n        \"\"\"compute the geometric initialization radius\"\"\"\n        if not self.config.dynamic_geometric_init:\n            CONSOLE.print(f\"Using pre-defined geometric init radius: {self.config.bias:.3f}\")\n            return self.config.bias\n        \n        aabb_center = (self.aabb[0, :] + self.aabb[1, :]) / 2.0\n        assert (aabb_center == 0.0).all(), \"The dynamic geometric initialization radius is only valid for the origin-centered AABB.\"\n        aabb_side_lens = self.aabb[1, :] - self.aabb[0, :]\n        radius = float(aabb_side_lens.min()) / 2.0\n        CONSOLE.print(f\"Using dynamic geometric init radius: {radius:.3f}\")\n        return radius\n\n    def _get_input_positions(self, inputs: torch.Tensor):\n        \"\"\"compute input positions (for positional encoding / feature encoding)\n        from raw ray sample positions.\n        \"\"\"\n        # positions = inputs / self.divide_factor\n        positions = self.spatial_distortion(inputs)  # [[-2, -1], [-1, 1], [1, 2]]\n        positions = self._get_normalized_positions(positions)\n        # FIXME: handle positions out of [0, 1] after spatial_distortion & normalization\n        return positions\n    \n    def _get_normalized_positions(self, positions):\n        if self.config.spatial_normalization_region == 'full':\n            return (positions + 2.0) / 4.0\n        elif self.config.spatial_normalization_region == 'fg':\n            return (positions + 1.0) / 2.0\n        elif self.config.spatial_normalization_region == 'aabb':\n            return (positions - self.aabb[0]) / (self.aabb[1] - self.aabb[0])\n        else:\n            raise ValueError(f\"Unknown spatial normalization region: {self.config.spatial_normalization_region}\")\n\n    def _compute_curvature_loss(self, inputs: TensorType[\"bs\", 3], normals: TensorType[\"bs\", 3]):\n        \"\"\"compute point-wise approximation of curvature loss used in HashSDF\"\"\"\n        # sample locally around inputs\n        perturb_step = self.config.curvature_perturb_step\n        rand_dirs = F.normalize(torch.rand_like(inputs) - 0.5, p=2, dim=-1)\n        tangent_dirs = F.normalize(torch.linalg.cross(normals, rand_dirs), p=2, dim=-1)\n        new_inputs = (inputs + perturb_step * tangent_dirs)  # .detach()\n        \n        # compute new normals\n        new_inputs.requires_grad_(True)\n        with torch.enable_grad():\n            sdf_geo_feature = self.forward_geonetwork(new_inputs)\n            sdf, geo_feature = torch.split(sdf_geo_feature, [1, self.config.geo_feat_dim], dim=-1)\n        d_output = torch.ones_like(sdf, requires_grad=False, device=sdf.device)\n        gradients = torch.autograd.grad(\n            outputs=sdf, inputs=new_inputs, grad_outputs=d_output,\n            create_graph=True, retain_graph=True, only_inputs=True\n        )[0]\n        new_normals = F.normalize(gradients, p=2, dim=-1)\n        \n        losses = ((normals * new_normals).sum(dim=-1, keepdim=True) - 1) ** 2\n        return losses[..., None]\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/fields/semantic_nerf_field.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nSemantic NeRF field implementation.\n\"\"\"\nfrom typing import Dict, Optional, Tuple\n\nimport torch\nfrom torch import nn\nfrom torchtyping import TensorType\n\nfrom nerfstudio.cameras.rays import RaySamples\nfrom nerfstudio.field_components.encodings import Encoding, Identity\nfrom nerfstudio.field_components.field_heads import (\n    DensityFieldHead,\n    FieldHeadNames,\n    RGBFieldHead,\n    SemanticFieldHead,\n)\nfrom nerfstudio.field_components.mlp import MLP\nfrom nerfstudio.fields.base_field import Field\n\n\nclass SemanticNerfField(Field):\n    \"\"\"Semantic-NeRF field\n\n    Args:\n        num_semantic_classes: Number of distinct semantic classes.\n        position_encoding: Position encoder.\n        direction_encoding: Direction encoder.\n        base_mlp_num_layers: Number of layers for base MLP.\n        base_mlp_layer_width: Width of base MLP layers.\n        head_mlp_num_layers: Number of layer for ourput head MLP.\n        head_mlp_layer_width: Width of output head MLP layers.\n        skip_connections: Where to add skip connection in base MLP.\n    \"\"\"\n\n    def __init__(\n        self,\n        num_semantic_classes: int,\n        position_encoding: Encoding = Identity(in_dim=3),\n        direction_encoding: Encoding = Identity(in_dim=3),\n        base_mlp_num_layers: int = 8,\n        base_mlp_layer_width: int = 256,\n        head_mlp_num_layers: int = 2,\n        head_mlp_layer_width: int = 128,\n        skip_connections: Tuple[int] = (4,),\n    ) -> None:\n        super().__init__()\n        self.num_semantic_classes = num_semantic_classes\n        self.position_encoding = position_encoding\n        self.direction_encoding = direction_encoding\n        self.mlp_base = MLP(\n            in_dim=self.position_encoding.get_out_dim(),\n            num_layers=base_mlp_num_layers,\n            layer_width=base_mlp_layer_width,\n            skip_connections=skip_connections,\n            out_activation=nn.ReLU(),\n        )\n        self.mlp_head = MLP(\n            in_dim=self.mlp_base.get_out_dim() + self.direction_encoding.get_out_dim(),\n            num_layers=head_mlp_num_layers,\n            layer_width=head_mlp_layer_width,\n            out_activation=nn.ReLU(),\n        )\n        self.mlp_semantic = MLP(\n            in_dim=self.mlp_head.get_out_dim(),\n            layer_width=self.mlp_head.layer_width // 2,\n            num_layers=1,\n            activation=nn.ReLU(),\n            out_activation=nn.ReLU(),\n        )\n        self.field_head_density = DensityFieldHead(in_dim=self.mlp_base.get_out_dim())\n        self.field_head_rgb = RGBFieldHead(in_dim=self.mlp_head.get_out_dim())\n        self.field_head_semantic = SemanticFieldHead(\n            in_dim=self.mlp_semantic.get_out_dim(), num_classes=self.num_semantic_classes\n        )\n\n    def get_density(self, ray_samples: RaySamples):\n        encoded_xyz = self.position_encoding(ray_samples.frustums.get_positions())\n        base_mlp_out = self.mlp_base(encoded_xyz)\n        density = self.field_head_density(base_mlp_out)\n        return density, base_mlp_out\n\n    def get_outputs(\n        self, ray_samples: RaySamples, density_embedding: Optional[TensorType] = None\n    ) -> Dict[FieldHeadNames, TensorType]:\n        encoded_dir = self.direction_encoding(ray_samples.frustums.directions)\n        mlp_out = self.mlp_head(torch.cat([encoded_dir, density_embedding], dim=-1))  # type: ignore\n        outputs = {}\n        # rgb\n        outputs[self.field_head_rgb.field_head_name] = self.field_head_rgb(mlp_out)\n        # semantic\n        mlp_out_sem = self.mlp_semantic(mlp_out)\n        outputs[self.field_head_semantic.field_head_name] = self.field_head_semantic(mlp_out_sem)\n        return outputs\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/fields/tensorf_field.py",
    "content": "# Copyright 2022 The Plenoptix Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"TensoRF Field\"\"\"\n\n\nfrom typing import Optional\n\nimport torch\nfrom torch import nn\nfrom torch.nn.parameter import Parameter\nfrom torchtyping import TensorType\n\nfrom nerfstudio.cameras.rays import RaySamples\nfrom nerfstudio.data.scene_box import SceneBox\nfrom nerfstudio.field_components.encodings import Encoding, Identity, SHEncoding\nfrom nerfstudio.field_components.field_heads import FieldHeadNames, RGBFieldHead\nfrom nerfstudio.field_components.mlp import MLP\nfrom nerfstudio.fields.base_field import Field\n\n\nclass TensoRFField(Field):\n    \"\"\"TensoRF Field\"\"\"\n\n    def __init__(\n        self,\n        aabb,\n        # the aabb bounding box of the dataset\n        feature_encoding: Encoding = Identity(in_dim=3),\n        # the encoding method used for appearance encoding outputs\n        direction_encoding: Encoding = Identity(in_dim=3),\n        # the encoding method used for ray direction\n        density_encoding: Encoding = Identity(in_dim=3),\n        # the tensor encoding method used for scene density\n        color_encoding: Encoding = Identity(in_dim=3),\n        # the tensor encoding method used for scene color\n        appearance_dim: int = 27,\n        # the number of dimensions for the appearance embedding\n        head_mlp_num_layers: int = 2,\n        # number of layers for the MLP\n        head_mlp_layer_width: int = 128,\n        # layer width for the MLP\n        use_sh: bool = False,\n        # whether to use spherical harmonics as the feature decoding function\n        sh_levels: int = 2,\n        # number of levels to use for spherical harmonics\n    ) -> None:\n        super().__init__()\n        self.aabb = Parameter(aabb, requires_grad=False)\n        self.feature_encoding = feature_encoding\n        self.direction_encoding = direction_encoding\n        self.density_encoding = density_encoding\n        self.color_encoding = color_encoding\n\n        self.mlp_head = MLP(\n            in_dim=appearance_dim + 3 + self.direction_encoding.get_out_dim() + self.feature_encoding.get_out_dim(),\n            num_layers=head_mlp_num_layers,\n            layer_width=head_mlp_layer_width,\n            activation=nn.ReLU(),\n            out_activation=nn.ReLU(),\n        )\n\n        self.use_sh = use_sh\n\n        if self.use_sh:\n            self.sh = SHEncoding(sh_levels)\n            self.B = nn.Linear(\n                in_features=self.color_encoding.get_out_dim(), out_features=3 * self.sh.get_out_dim(), bias=False\n            )\n        else:\n            self.B = nn.Linear(in_features=self.color_encoding.get_out_dim(), out_features=appearance_dim, bias=False)\n\n        self.field_output_rgb = RGBFieldHead(in_dim=self.mlp_head.get_out_dim(), activation=nn.Sigmoid())\n\n    def get_density(self, ray_samples: RaySamples):\n        positions = SceneBox.get_normalized_positions(ray_samples.frustums.get_positions(), self.aabb)\n        positions = positions * 2 - 1\n        density = self.density_encoding(positions)\n        density_enc = torch.sum(density, dim=-1)[:, :, None]\n        relu = torch.nn.ReLU()\n        density_enc = relu(density_enc)\n        return density_enc\n\n    def get_outputs(self, ray_samples: RaySamples, density_embedding: Optional[TensorType] = None) -> TensorType:\n        d = ray_samples.frustums.directions\n        positions = SceneBox.get_normalized_positions(ray_samples.frustums.get_positions(), self.aabb)\n        positions = positions * 2 - 1\n        rgb_features = self.color_encoding(positions)\n        rgb_features = self.B(rgb_features)\n\n        d_encoded = self.direction_encoding(d)\n        rgb_features_encoded = self.feature_encoding(rgb_features)\n\n        if self.use_sh:\n            sh_mult = self.sh(d)[:, :, None]\n            rgb_sh = rgb_features.view(sh_mult.shape[0], sh_mult.shape[1], 3, sh_mult.shape[-1])\n            rgb = torch.relu(torch.sum(sh_mult * rgb_sh, dim=-1) + 0.5)\n        else:\n            out = self.mlp_head(torch.cat([rgb_features, d, rgb_features_encoded, d_encoded], dim=-1))  # type: ignore\n            rgb = self.field_output_rgb(out)\n\n        return rgb\n\n    def forward(\n        self,\n        ray_samples: RaySamples,\n        compute_normals: bool = False,\n        mask: Optional[TensorType] = None,\n        bg_color: Optional[TensorType] = None,\n    ):\n        if compute_normals is True:\n            raise ValueError(\"Surface normals are not currently supported with TensoRF\")\n        if mask is not None and bg_color is not None:\n            base_density = torch.zeros(ray_samples.shape)[:, :, None].to(mask.device)\n            base_rgb = bg_color.repeat(ray_samples[:, :, None].shape)\n            if mask.any():\n                input_rays = ray_samples[mask, :]\n                density = self.get_density(input_rays)\n                rgb = self.get_outputs(input_rays, None)\n\n                base_density[mask] = density\n                base_rgb[mask] = rgb\n\n                base_density.requires_grad_()\n                base_rgb.requires_grad_()\n\n            density = base_density\n            rgb = base_rgb\n        else:\n            density = self.get_density(ray_samples)\n            rgb = self.get_outputs(ray_samples, None)\n\n        return {FieldHeadNames.DENSITY: density, FieldHeadNames.RGB: rgb}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/fields/vanilla_nerf_field.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"Classic NeRF field\"\"\"\n\n\nfrom typing import Dict, Optional, Tuple\nfrom typing_extensions import Literal\n\nimport torch\nfrom torch import nn\nfrom torchtyping import TensorType\n\nfrom nerfstudio.cameras.rays import RaySamples\nfrom nerfstudio.field_components.encodings import Encoding, Identity\nfrom nerfstudio.field_components.field_heads import (\n    DensityFieldHead,\n    FieldHead,\n    FieldHeadNames,\n    RGBFieldHead,\n)\nfrom nerfstudio.field_components.mlp import MLP\nfrom nerfstudio.field_components.spatial_distortions import SpatialDistortion\nfrom nerfstudio.fields.base_field import Field\n\n\nclass NeRFField(Field):\n    \"\"\"NeRF Field\n\n    Args:\n        position_encoding: Position encoder.\n        direction_encoding: Direction encoder.\n        base_mlp_num_layers: Number of layers for base MLP.\n        base_mlp_layer_width: Width of base MLP layers.\n        head_mlp_num_layers: Number of layer for ourput head MLP.\n        head_mlp_layer_width: Width of output head MLP layers.\n        skip_connections: Where to add skip connection in base MLP.\n        use_integrated_encoding: Used integrated samples as encoding input.\n        spatial_distortion: Spatial distortion.\n        spatial_normalization_region: normalization after spatial distortion.\n    \"\"\"\n\n    def __init__(\n        self,\n        position_encoding: Encoding = Identity(in_dim=3),\n        direction_encoding: Encoding = Identity(in_dim=3),\n        base_mlp_num_layers: int = 8,\n        base_mlp_layer_width: int = 256,\n        head_mlp_num_layers: int = 2,\n        head_mlp_layer_width: int = 128,\n        skip_connections: Tuple[int] = (4,),\n        field_heads: Tuple[FieldHead] = (RGBFieldHead(),),\n        use_integrated_encoding: bool = False,\n        spatial_distortion: Optional[SpatialDistortion] = None,\n        spatial_normalization_region: Literal[\"full\", \"fg\", \"none\"] = \"none\",\n    ) -> None:\n        super().__init__()\n        self.position_encoding = position_encoding\n        self.direction_encoding = direction_encoding\n        self.use_integrated_encoding = use_integrated_encoding\n        self.spatial_distortion = spatial_distortion\n        self.spatial_normalization_region = spatial_normalization_region\n        if (use_integrated_encoding or spatial_distortion is None) and spatial_normalization_region != \"none\":\n            raise NotImplementedError\n\n        self.mlp_base = MLP(\n            in_dim=self.position_encoding.get_out_dim(),\n            num_layers=base_mlp_num_layers,\n            layer_width=base_mlp_layer_width,\n            skip_connections=skip_connections,\n            out_activation=nn.ReLU(),\n        )\n\n        self.mlp_head = MLP(\n            in_dim=self.mlp_base.get_out_dim() + self.direction_encoding.get_out_dim(),\n            num_layers=head_mlp_num_layers,\n            layer_width=head_mlp_layer_width,\n            out_activation=nn.ReLU(),\n        )\n\n        self.field_output_density = DensityFieldHead(in_dim=self.mlp_base.get_out_dim())\n        self.field_heads = nn.ModuleList(field_heads)\n        for field_head in self.field_heads:\n            field_head.set_in_dim(self.mlp_head.get_out_dim())  # type: ignore\n\n    def get_density(self, ray_samples: RaySamples):\n        if self.use_integrated_encoding:\n            gaussian_samples = ray_samples.frustums.get_gaussian_blob()\n            if self.spatial_distortion is not None:\n                gaussian_samples = self.spatial_distortion(gaussian_samples)\n            encoded_xyz = self.position_encoding(gaussian_samples.mean, covs=gaussian_samples.cov)\n        else:\n            positions = ray_samples.frustums.get_positions()\n            if self.spatial_distortion is not None:\n                positions = self.spatial_distortion(positions)\n                positions = self._get_normalized_positions(positions)\n            encoded_xyz = self.position_encoding(positions)\n        base_mlp_out = self.mlp_base(encoded_xyz)\n        density = self.field_output_density(base_mlp_out)\n        return density, base_mlp_out\n\n    def get_outputs(\n        self, ray_samples: RaySamples, density_embedding: Optional[TensorType] = None\n    ) -> Dict[FieldHeadNames, TensorType]:\n        outputs = {}\n        for field_head in self.field_heads:\n            encoded_dir = self.direction_encoding(ray_samples.frustums.directions)\n            mlp_out = self.mlp_head(torch.cat([encoded_dir, density_embedding], dim=-1))  # type: ignore\n            outputs[field_head.field_head_name] = field_head(mlp_out)\n        return outputs\n\n    def _get_normalized_positions(self, positions):\n        if self.spatial_normalization_region == 'full':\n            return (positions + 2.0) / 4.0\n        elif self.spatial_normalization_region == 'fg':\n            return (positions + 1.0) / 2.0\n        elif self.config.spatial_normalization_region == 'none':\n            return positions\n        else:\n            raise ValueError(f\"Unknown spatial normalization region: {self.spatial_normalization_region}\")\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/model_components/__init__.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/model_components/losses.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nCollection of Losses.\n\"\"\"\n\nimport torch\nimport torch.nn.functional as F\nfrom torch import nn\nfrom torchtyping import TensorType\n\nfrom nerfstudio.cameras.rays import RaySamples\nfrom nerfstudio.field_components.field_heads import FieldHeadNames\n\nL1Loss = nn.L1Loss\nMSELoss = nn.MSELoss\n\nLOSSES = {\"L1\": L1Loss, \"MSE\": MSELoss}\n\nEPS = 1.0e-7\n\n\ndef outer(\n    t0_starts: TensorType[..., \"num_samples_0\"],\n    t0_ends: TensorType[..., \"num_samples_0\"],\n    t1_starts: TensorType[..., \"num_samples_1\"],\n    t1_ends: TensorType[..., \"num_samples_1\"],\n    y1: TensorType[..., \"num_samples_1\"],\n) -> TensorType[..., \"num_samples_0\"]:\n    \"\"\"Faster version of\n\n    https://github.com/kakaobrain/NeRF-Factory/blob/f61bb8744a5cb4820a4d968fb3bfbed777550f4a/src/model/mipnerf360/helper.py#L117\n    https://github.com/google-research/multinerf/blob/b02228160d3179300c7d499dca28cb9ca3677f32/internal/stepfun.py#L64\n\n    Args:\n        t0_starts: start of the interval edges\n        t0_ends: end of the interval edges\n        t1_starts: start of the interval edges\n        t1_ends: end of the interval edges\n        y1: weights\n    \"\"\"\n    cy1 = torch.cat([torch.zeros_like(y1[..., :1]), torch.cumsum(y1, dim=-1)], dim=-1)\n\n    idx_lo = torch.searchsorted(t1_starts.contiguous(), t0_starts.contiguous(), side=\"right\") - 1\n    idx_lo = torch.clamp(idx_lo, min=0, max=y1.shape[-1] - 1)\n    idx_hi = torch.searchsorted(t1_ends.contiguous(), t0_ends.contiguous(), side=\"right\")\n    idx_hi = torch.clamp(idx_hi, min=0, max=y1.shape[-1] - 1)\n    cy1_lo = torch.take_along_dim(cy1[..., :-1], idx_lo, dim=-1)\n    cy1_hi = torch.take_along_dim(cy1[..., 1:], idx_hi, dim=-1)\n    y0_outer = cy1_hi - cy1_lo\n\n    return y0_outer\n\n\ndef lossfun_outer(\n    t: TensorType[..., \"num_samples+1\"],\n    w: TensorType[..., \"num_samples\"],\n    t_env: TensorType[..., \"num_samples+1\"],\n    w_env: TensorType[..., \"num_samples\"],\n):\n    \"\"\"\n    https://github.com/kakaobrain/NeRF-Factory/blob/f61bb8744a5cb4820a4d968fb3bfbed777550f4a/src/model/mipnerf360/helper.py#L136\n    https://github.com/google-research/multinerf/blob/b02228160d3179300c7d499dca28cb9ca3677f32/internal/stepfun.py#L80\n\n    Args:\n        t: interval edges\n        w: weights\n        t_env: interval edges of the upper bound enveloping historgram\n        w_env: weights that should upper bound the inner (t,w) histogram\n    \"\"\"\n    w_outer = outer(t[..., :-1], t[..., 1:], t_env[..., :-1], t_env[..., 1:], w_env)\n    return torch.clip(w - w_outer, min=0) ** 2 / (w + EPS)\n\n\ndef ray_samples_to_sdist(ray_samples):\n    \"\"\"Convert ray samples to s space\"\"\"\n    starts = ray_samples.spacing_starts\n    ends = ray_samples.spacing_ends\n    sdist = torch.cat([starts[..., 0], ends[..., -1:, 0]], dim=-1)  # (num_rays, num_samples + 1)\n    return sdist\n\n\ndef interlevel_loss(weights_list, ray_samples_list):\n    \"\"\"Calculates the proposal loss in the MipNeRF-360 paper.\n\n    https://github.com/kakaobrain/NeRF-Factory/blob/f61bb8744a5cb4820a4d968fb3bfbed777550f4a/src/model/mipnerf360/model.py#L515\n    https://github.com/google-research/multinerf/blob/b02228160d3179300c7d499dca28cb9ca3677f32/internal/train_utils.py#L133\n    \"\"\"\n    c = ray_samples_to_sdist(ray_samples_list[-1]).detach()\n    w = weights_list[-1][..., 0].detach()\n    loss_interlevel = 0.0\n    for ray_samples, weights in zip(ray_samples_list[:-1], weights_list[:-1]):\n        sdist = ray_samples_to_sdist(ray_samples)\n        cp = sdist  # (num_rays, num_samples + 1)\n        wp = weights[..., 0]  # (num_rays, num_samples)\n        loss_interlevel += torch.mean(lossfun_outer(c, w, cp, wp))\n    return loss_interlevel\n\n\n# Verified\ndef lossfun_distortion(t, w):\n    \"\"\"\n    https://github.com/kakaobrain/NeRF-Factory/blob/f61bb8744a5cb4820a4d968fb3bfbed777550f4a/src/model/mipnerf360/helper.py#L142\n    https://github.com/google-research/multinerf/blob/b02228160d3179300c7d499dca28cb9ca3677f32/internal/stepfun.py#L266\n    \"\"\"\n    ut = (t[..., 1:] + t[..., :-1]) / 2\n    dut = torch.abs(ut[..., :, None] - ut[..., None, :])\n    loss_inter = torch.sum(w * torch.sum(w[..., None, :] * dut, dim=-1), dim=-1)\n\n    loss_intra = torch.sum(w**2 * (t[..., 1:] - t[..., :-1]), dim=-1) / 3\n\n    return loss_inter + loss_intra\n\n\ndef distortion_loss(weights_list, ray_samples_list):\n    \"\"\"From mipnerf360\"\"\"\n    c = ray_samples_to_sdist(ray_samples_list[-1])\n    w = weights_list[-1][..., 0]\n    loss = torch.mean(lossfun_distortion(c, w))\n    return loss\n\n\ndef nerfstudio_distortion_loss(\n    ray_samples: RaySamples,\n    densities: TensorType[\"bs\":..., \"num_samples\", 1] = None,\n    weights: TensorType[\"bs\":..., \"num_samples\", 1] = None,\n) -> TensorType[\"bs\":..., 1]:\n    \"\"\"Ray based distortion loss proposed in MipNeRF-360. Returns distortion Loss.\n\n    .. math::\n\n        \\\\mathcal{L}(\\\\mathbf{s}, \\\\mathbf{w}) =\\\\iint\\\\limits_{-\\\\infty}^{\\\\,\\\\,\\\\,\\\\infty}\n        \\\\mathbf{w}_\\\\mathbf{s}(u)\\\\mathbf{w}_\\\\mathbf{s}(v)|u - v|\\\\,d_{u}\\\\,d_{v}\n\n    where :math:`\\\\mathbf{w}_\\\\mathbf{s}(u)=\\\\sum_i w_i \\\\mathbb{1}_{[\\\\mathbf{s}_i, \\\\mathbf{s}_{i+1})}(u)`\n    is the weight at location :math:`u` between bin locations :math:`s_i` and :math:`s_{i+1}`.\n\n    Args:\n        ray_samples: Ray samples to compute loss over\n        densities: Predicted sample densities\n        weights: Predicted weights from densities and sample locations\n    \"\"\"\n    if torch.is_tensor(densities):\n        assert not torch.is_tensor(weights), \"Cannot use both densities and weights\"\n        # Compute the weight at each sample location\n        weights = ray_samples.get_weights(densities)\n    if torch.is_tensor(weights):\n        assert not torch.is_tensor(densities), \"Cannot use both densities and weights\"\n\n    starts = ray_samples.spacing_starts\n    ends = ray_samples.spacing_ends\n\n    assert starts is not None and ends is not None, \"Ray samples must have spacing starts and ends\"\n    midpoints = (starts + ends) / 2.0  # (..., num_samples, 1)\n\n    loss = (\n        weights * weights[..., None, :, 0] * torch.abs(midpoints - midpoints[..., None, :, 0])\n    )  # (..., num_samples, num_samples)\n    loss = torch.sum(loss, dim=(-1, -2))[..., None]  # (..., num_samples)\n    loss = loss + 1 / 3.0 * torch.sum(weights**2 * (ends - starts), dim=-2)\n\n    return loss\n\n\ndef orientation_loss(\n    weights: TensorType[\"bs\":..., \"num_samples\", 1],\n    normals: TensorType[\"bs\":..., \"num_samples\", 3],\n    viewdirs: TensorType[\"bs\":..., 3],\n):\n    \"\"\"Orientation loss proposed in Ref-NeRF.\n    Loss that encourages that all visible normals are facing towards the camera.\n    \"\"\"\n    w = weights\n    n = normals\n    v = viewdirs\n    n_dot_v = (n * v[..., None, :]).sum(axis=-1)\n    return (w[..., 0] * torch.fmin(torch.zeros_like(n_dot_v), n_dot_v) ** 2).sum(dim=-1)\n\n\ndef pred_normal_loss(\n    weights: TensorType[\"bs\":..., \"num_samples\", 1],\n    normals: TensorType[\"bs\":..., \"num_samples\", 3],\n    pred_normals: TensorType[\"bs\":..., \"num_samples\", 3],\n):\n    \"\"\"Loss between normals calculated from density and normals from prediction network.\"\"\"\n    return (weights[..., 0] * (1.0 - torch.sum(normals * pred_normals, dim=-1))).sum(dim=-1)\n\n\ndef monosdf_normal_loss(normal_pred: torch.Tensor, normal_gt: torch.Tensor):\n    \"\"\"normal consistency loss as monosdf\n\n    Args:\n        normal_pred (torch.Tensor): volume rendered normal\n        normal_gt (torch.Tensor): monocular normal\n    \"\"\"\n    normal_gt = torch.nn.functional.normalize(normal_gt, p=2, dim=-1)\n    normal_pred = torch.nn.functional.normalize(normal_pred, p=2, dim=-1)\n    l1 = torch.abs(normal_pred - normal_gt).sum(dim=-1).mean()\n    cos = (1.0 - torch.sum(normal_pred * normal_gt, dim=-1)).mean()\n    return l1 + cos\n\n\n# copy from MiDaS\ndef compute_scale_and_shift(prediction, target, mask):\n    # system matrix: A = [[a_00, a_01], [a_10, a_11]]\n    a_00 = torch.sum(mask * prediction * prediction, (1, 2))\n    a_01 = torch.sum(mask * prediction, (1, 2))\n    a_11 = torch.sum(mask, (1, 2))\n\n    # right hand side: b = [b_0, b_1]\n    b_0 = torch.sum(mask * prediction * target, (1, 2))\n    b_1 = torch.sum(mask * target, (1, 2))\n\n    # solution: x = A^-1 . b = [[a_11, -a_01], [-a_10, a_00]] / (a_00 * a_11 - a_01 * a_10) . b\n    x_0 = torch.zeros_like(b_0)\n    x_1 = torch.zeros_like(b_1)\n\n    det = a_00 * a_11 - a_01 * a_01\n    valid = det.nonzero()\n\n    x_0[valid] = (a_11[valid] * b_0[valid] - a_01[valid] * b_1[valid]) / det[valid]\n    x_1[valid] = (-a_01[valid] * b_0[valid] + a_00[valid] * b_1[valid]) / det[valid]\n\n    return x_0, x_1\n\n\ndef reduction_batch_based(image_loss, M):\n    # average of all valid pixels of the batch\n\n    # avoid division by 0 (if sum(M) = sum(sum(mask)) = 0: sum(image_loss) = 0)\n    divisor = torch.sum(M)\n\n    if divisor == 0:\n        return 0\n    else:\n        return torch.sum(image_loss) / divisor\n\n\ndef reduction_image_based(image_loss, M):\n    # mean of average of valid pixels of an image\n\n    # avoid division by 0 (if M = sum(mask) = 0: image_loss = 0)\n    valid = M.nonzero()\n\n    image_loss[valid] = image_loss[valid] / M[valid]\n\n    return torch.mean(image_loss)\n\n\ndef mse_loss(prediction, target, mask, reduction=reduction_batch_based):\n\n    M = torch.sum(mask, (1, 2))\n    res = prediction - target\n    image_loss = torch.sum(mask * res * res, (1, 2))\n\n    return reduction(image_loss, 2 * M)\n\n\ndef gradient_loss(prediction, target, mask, reduction=reduction_batch_based):\n\n    M = torch.sum(mask, (1, 2))\n\n    diff = prediction - target\n    diff = torch.mul(mask, diff)\n\n    grad_x = torch.abs(diff[:, :, 1:] - diff[:, :, :-1])\n    mask_x = torch.mul(mask[:, :, 1:], mask[:, :, :-1])\n    grad_x = torch.mul(mask_x, grad_x)\n\n    grad_y = torch.abs(diff[:, 1:, :] - diff[:, :-1, :])\n    mask_y = torch.mul(mask[:, 1:, :], mask[:, :-1, :])\n    grad_y = torch.mul(mask_y, grad_y)\n\n    image_loss = torch.sum(grad_x, (1, 2)) + torch.sum(grad_y, (1, 2))\n\n    return reduction(image_loss, M)\n\n\nclass MiDaSMSELoss(nn.Module):\n    def __init__(self, reduction=\"batch-based\"):\n        super().__init__()\n\n        if reduction == \"batch-based\":\n            self.__reduction = reduction_batch_based\n        else:\n            self.__reduction = reduction_image_based\n\n    def forward(self, prediction, target, mask):\n        return mse_loss(prediction, target, mask, reduction=self.__reduction)\n\n\nclass GradientLoss(nn.Module):\n    def __init__(self, scales=4, reduction=\"batch-based\"):\n        super().__init__()\n\n        if reduction == \"batch-based\":\n            self.__reduction = reduction_batch_based\n        else:\n            self.__reduction = reduction_image_based\n\n        self.__scales = scales\n\n    def forward(self, prediction, target, mask):\n        total = 0\n\n        for scale in range(self.__scales):\n            step = pow(2, scale)\n\n            total += gradient_loss(\n                prediction[:, ::step, ::step],\n                target[:, ::step, ::step],\n                mask[:, ::step, ::step],\n                reduction=self.__reduction,\n            )\n\n        return total\n\n\nclass ScaleAndShiftInvariantLoss(nn.Module):\n    def __init__(self, alpha=0.5, scales=4, reduction=\"batch-based\"):\n        super().__init__()\n\n        self.__data_loss = MiDaSMSELoss(reduction=reduction)\n        self.__regularization_loss = GradientLoss(scales=scales, reduction=reduction)\n        self.__alpha = alpha\n\n        self.__prediction_ssi = None\n\n    def forward(self, prediction, target, mask):\n\n        scale, shift = compute_scale_and_shift(prediction, target, mask)\n        self.__prediction_ssi = scale.view(-1, 1, 1) * prediction + shift.view(-1, 1, 1)\n\n        total = self.__data_loss(self.__prediction_ssi, target, mask)\n        if self.__alpha > 0:\n            total += self.__alpha * self.__regularization_loss(self.__prediction_ssi, target, mask)\n\n        return total\n\n    def __get_prediction_ssi(self):\n        return self.__prediction_ssi\n\n    prediction_ssi = property(__get_prediction_ssi)\n\n\n# end copy\n\n\n# copy from https://github.com/svip-lab/Indoor-SfMLearner/blob/0d682b7ce292484e5e3e2161fc9fc07e2f5ca8d1/layers.py#L218\nclass SSIM(nn.Module):\n    \"\"\"Layer to compute the SSIM loss between a pair of images\"\"\"\n\n    def __init__(self, patch_size):\n        super(SSIM, self).__init__()\n        self.mu_x_pool = nn.AvgPool2d(patch_size, 1)\n        self.mu_y_pool = nn.AvgPool2d(patch_size, 1)\n        self.sig_x_pool = nn.AvgPool2d(patch_size, 1)\n        self.sig_y_pool = nn.AvgPool2d(patch_size, 1)\n        self.sig_xy_pool = nn.AvgPool2d(patch_size, 1)\n\n        self.refl = nn.ReflectionPad2d(patch_size // 2)\n\n        self.C1 = 0.01**2\n        self.C2 = 0.03**2\n\n    def forward(self, x, y):\n        x = self.refl(x)\n        y = self.refl(y)\n\n        mu_x = self.mu_x_pool(x)\n        mu_y = self.mu_y_pool(y)\n\n        sigma_x = self.sig_x_pool(x**2) - mu_x**2\n        sigma_y = self.sig_y_pool(y**2) - mu_y**2\n        sigma_xy = self.sig_xy_pool(x * y) - mu_x * mu_y\n\n        SSIM_n = (2 * mu_x * mu_y + self.C1) * (2 * sigma_xy + self.C2)\n        SSIM_d = (mu_x**2 + mu_y**2 + self.C1) * (sigma_x + sigma_y + self.C2)\n\n        return torch.clamp((1 - SSIM_n / SSIM_d) / 2, 0, 1)\n\n\n# TODO test different losses\nclass NCC(nn.Module):\n    \"\"\"Layer to compute the normalization cross correlation (NCC) of patches\"\"\"\n\n    def __init__(self, patch_size: int = 11, min_patch_variance: float = 0.01):\n        super(NCC, self).__init__()\n        self.patch_size = patch_size\n        self.min_patch_variance = min_patch_variance\n\n    def forward(self, x, y):\n        # TODO if we use gray image we should do it right after loading the image to save computations\n        # to gray image\n        x = torch.mean(x, dim=1)\n        y = torch.mean(y, dim=1)\n\n        x_mean = torch.mean(x, dim=(1, 2), keepdim=True)\n        y_mean = torch.mean(y, dim=(1, 2), keepdim=True)\n\n        x_normalized = x - x_mean\n        y_normalized = y - y_mean\n\n        norm = torch.sum(x_normalized * y_normalized, dim=(1, 2))\n        var = torch.square(x_normalized).sum(dim=(1, 2)) * torch.square(y_normalized).sum(dim=(1, 2))\n        denom = torch.sqrt(var + 1e-6)\n\n        ncc = norm / (denom + 1e-6)\n\n        # ignore pathces with low variances\n        not_valid = (torch.square(x_normalized).sum(dim=(1, 2)) < self.min_patch_variance) | (\n            torch.square(y_normalized).sum(dim=(1, 2)) < self.min_patch_variance\n        )\n        ncc[not_valid] = 1.0\n\n        score = 1 - ncc.clip(-1.0, 1.0)  # 0->2: smaller, better\n        return score[:, None, None, None]\n\n\nclass MultiViewLoss(nn.Module):\n    \"\"\"compute multi-view consistency loss\"\"\"\n\n    def __init__(self, patch_size: int = 11, topk: int = 4, min_patch_variance: float = 0.01):\n        super(MultiViewLoss, self).__init__()\n        self.patch_size = patch_size\n        self.topk = topk\n        self.min_patch_variance = min_patch_variance\n        # TODO make metric configurable\n        # self.ssim = SSIM(patch_size=patch_size)\n        # self.ncc = NCC(patch_size=patch_size)\n        self.ssim = NCC(patch_size=patch_size, min_patch_variance=min_patch_variance)\n\n        self.iter = 0\n\n    def forward(self, patches: torch.Tensor, valid: torch.Tensor):\n        \"\"\"take the mim\n\n        Args:\n            patches (torch.Tensor): _description_\n            valid (torch.Tensor): _description_\n\n        Returns:\n            _type_: _description_\n        \"\"\"\n        num_imgs, num_rays, _, num_channels = patches.shape\n\n        if num_rays <= 0:\n            return torch.tensor(0.0).to(patches.device)\n\n        ref_patches = (\n            patches[:1, ...]\n            .reshape(1, num_rays, self.patch_size, self.patch_size, num_channels)\n            .expand(num_imgs - 1, num_rays, self.patch_size, self.patch_size, num_channels)\n            .reshape(-1, self.patch_size, self.patch_size, num_channels)\n            .permute(0, 3, 1, 2)\n        )  # [N_src*N_rays, 3, patch_size, patch_size]\n        src_patches = (\n            patches[1:, ...]\n            .reshape(num_imgs - 1, num_rays, self.patch_size, self.patch_size, num_channels)\n            .reshape(-1, self.patch_size, self.patch_size, num_channels)\n            .permute(0, 3, 1, 2)\n        )  # [N_src*N_rays, 3, patch_size, patch_size]\n\n        # apply same reshape to the valid mask\n        src_patches_valid = (\n            valid[1:, ...]\n            .reshape(num_imgs - 1, num_rays, self.patch_size, self.patch_size, 1)\n            .reshape(-1, self.patch_size, self.patch_size, 1)\n            .permute(0, 3, 1, 2)\n        )  # [N_src*N_rays, 1, patch_size, patch_size]\n\n        ssim = self.ssim(ref_patches.detach(), src_patches)\n        ssim = torch.mean(ssim, dim=(1, 2, 3))\n        ssim = ssim.reshape(num_imgs - 1, num_rays)\n\n        # ignore invalid patch by setting ssim error to very large value\n        ssim_valid = (\n            src_patches_valid.reshape(-1, self.patch_size * self.patch_size).all(dim=-1).reshape(num_imgs - 1, num_rays)\n        )\n        # we should mask the error after we select the topk value, otherwise we might select far way patches that happens to be inside the image\n        # ssim[torch.logical_not(ssim_valid)] = 1.1  # max ssim_error is 1\n\n        min_ssim, idx = torch.topk(ssim, k=self.topk, largest=False, dim=0, sorted=True)\n\n        min_ssim_valid = ssim_valid[idx, torch.arange(num_rays)[None].expand_as(idx)]\n        # TODO how to set this value for better visualization\n        min_ssim[torch.logical_not(min_ssim_valid)] = 0.0  # max ssim_error is 1\n\n        if False:\n\n            # visualization of topK error computations\n\n            import cv2\n            import numpy as np\n\n            vis_patch_num = num_rays\n            K = min(100, vis_patch_num)\n\n            image = (\n                patches[:, :vis_patch_num, :, :]\n                .reshape(-1, vis_patch_num, self.patch_size, self.patch_size, 3)\n                .permute(1, 2, 0, 3, 4)\n                .reshape(vis_patch_num * self.patch_size, -1, 3)\n            )\n\n            src_patches_reshaped = src_patches.reshape(\n                num_imgs - 1, num_rays, 3, self.patch_size, self.patch_size\n            ).permute(1, 0, 3, 4, 2)\n            idx = idx.permute(1, 0)\n\n            selected_patch = (\n                src_patches_reshaped[torch.arange(num_rays)[:, None].expand(idx.shape), idx]\n                .permute(0, 2, 1, 3, 4)\n                .reshape(num_rays, self.patch_size, self.topk * self.patch_size, 3)[:vis_patch_num]\n                .reshape(-1, self.topk * self.patch_size, 3)\n            )\n\n            # apply same reshape to the valid mask\n            src_patches_valid_reshaped = src_patches_valid.reshape(\n                num_imgs - 1, num_rays, 1, self.patch_size, self.patch_size\n            ).permute(1, 0, 3, 4, 2)\n\n            selected_patch_valid = (\n                src_patches_valid_reshaped[torch.arange(num_rays)[:, None].expand(idx.shape), idx]\n                .permute(0, 2, 1, 3, 4)\n                .reshape(num_rays, self.patch_size, self.topk * self.patch_size, 1)[:vis_patch_num]\n                .reshape(-1, self.topk * self.patch_size, 1)\n            )\n            # valid to image\n            selected_patch_valid = selected_patch_valid.expand_as(selected_patch).float()\n            # breakpoint()\n\n            image = torch.cat([selected_patch_valid, selected_patch, image], dim=1)\n            # select top rays with highest errors\n\n            image = image.reshape(num_rays, self.patch_size, -1, 3)\n\n            _, idx2 = torch.topk(\n                torch.sum(min_ssim, dim=0) / (min_ssim_valid.float().sum(dim=0) + 1e-6),\n                k=K,\n                largest=True,\n                dim=0,\n                sorted=True,\n            )\n\n            image = image[idx2].reshape(K * self.patch_size, -1, 3)\n\n            cv2.imwrite(f\"vis/{self.iter}.png\", (image.detach().cpu().numpy() * 255).astype(np.uint8)[..., ::-1])\n            self.iter += 1\n            if self.iter == 9:\n                breakpoint()\n\n        return torch.sum(min_ssim) / (min_ssim_valid.float().sum() + 1e-6)\n\n\n# sensor depth loss, adapted from https://github.com/dazinovic/neural-rgbd-surface-reconstruction/blob/main/losses.py\nclass SensorDepthLoss(nn.Module):\n    \"\"\"Sensor Depth loss\"\"\"\n\n    def __init__(self, truncation: float):\n        super(SensorDepthLoss, self).__init__()\n        self.truncation = truncation  #  0.05 * 0.3 5cm scaled\n\n    def forward(self, batch, outputs):\n        \"\"\"take the mim\n\n        Args:\n            batch (Dict): inputs\n            outputs (Dict): outputs data from surface model\n\n        Returns:\n            l1_loss: l1 loss\n            freespace_loss: free space loss\n            sdf_loss: sdf loss\n        \"\"\"\n        depth_pred = outputs[\"depth\"]\n        depth_gt = batch[\"sensor_depth\"].to(depth_pred.device)[..., None]\n        valid_gt_mask = depth_gt > 0.0\n\n        l1_loss = torch.sum(valid_gt_mask * torch.abs(depth_gt - depth_pred)) / (valid_gt_mask.sum() + 1e-6)\n\n        # free space loss and sdf loss\n        ray_samples = outputs[\"ray_samples\"]\n        filed_outputs = outputs[\"field_outputs\"]\n        pred_sdf = filed_outputs[FieldHeadNames.SDF][..., 0]\n        directions_norm = outputs[\"directions_norm\"]\n\n        z_vals = ray_samples.frustums.starts[..., 0] / directions_norm\n\n        truncation = self.truncation\n        front_mask = valid_gt_mask & (z_vals < (depth_gt - truncation))\n        back_mask = valid_gt_mask & (z_vals > (depth_gt + truncation))\n        sdf_mask = valid_gt_mask & (~front_mask) & (~back_mask)\n\n        num_fs_samples = front_mask.sum()\n        num_sdf_samples = sdf_mask.sum()\n        num_samples = num_fs_samples + num_sdf_samples + 1e-6\n        fs_weight = 1.0 - num_fs_samples / num_samples\n        sdf_weight = 1.0 - num_sdf_samples / num_samples\n\n        free_space_loss = torch.mean((F.relu(truncation - pred_sdf) * front_mask) ** 2) * fs_weight\n\n        sdf_loss = torch.mean(((z_vals + pred_sdf) - depth_gt) ** 2 * sdf_mask) * sdf_weight\n\n        return l1_loss, free_space_loss, sdf_loss\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/model_components/patch_warping.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nImplementation of patch warping for multi-view consistency loss.\n\"\"\"\n\nimport numpy as np\nimport torch\nfrom torch import nn\n\nfrom nerfstudio.cameras.cameras import Cameras\nfrom nerfstudio.cameras.rays import RaySamples\n\n\ndef get_intersection_points(\n    ray_samples: RaySamples, sdf: torch.Tensor, normal: torch.Tensor, in_image_mask: torch.Tensor\n):\n    \"\"\"compute intersection points\n\n    Args:\n        ray_samples (RaySamples): _description_\n        sdf (torch.Tensor): _description_\n        normal (torch.Tensor): _description_\n        in_image_mask (torch.Tensor): we only use the rays in the range of [half_patch:h-half_path, half_patch:w-half_path]\n    Returns:\n        _type_: _description_\n    \"\"\"\n    # TODO we should support different ways to compute intersections\n\n    # Calculate if sign change occurred and concat 1 (no sign change) in\n    # last dimension\n    n_rays, n_samples = ray_samples.shape\n    starts = ray_samples.frustums.starts\n    sign_matrix = torch.cat([torch.sign(sdf[:, :-1, 0] * sdf[:, 1:, 0]), torch.ones(n_rays, 1).to(sdf.device)], dim=-1)\n    cost_matrix = sign_matrix * torch.arange(n_samples, 0, -1).float().to(sdf.device)\n\n    # Get first sign change and mask for values where a.) a sign changed\n    # occurred and b.) no a neg to pos sign change occurred (meaning from\n    # inside surface to outside)\n    values, indices = torch.min(cost_matrix, -1)\n    mask_sign_change = values < 0\n    mask_pos_to_neg = sdf[torch.arange(n_rays), indices, 0] > 0\n\n    # Define mask where a valid depth value is found\n    mask = mask_sign_change & mask_pos_to_neg & in_image_mask\n\n    # Get depth values and function values for the interval\n    d_low = starts[torch.arange(n_rays), indices, 0][mask]\n    v_low = sdf[torch.arange(n_rays), indices, 0][mask]\n    n_low = normal[torch.arange(n_rays), indices, :][mask]\n\n    indices = torch.clamp(indices + 1, max=n_samples - 1)\n    d_high = starts[torch.arange(n_rays), indices, 0][mask]\n    v_high = sdf[torch.arange(n_rays), indices, 0][mask]\n    n_high = normal[torch.arange(n_rays), indices, :][mask]\n\n    # linear-interpolations or run secant method to refine depth\n    z = (v_low * d_high - v_high * d_low) / (v_low - v_high)\n\n    # make this simpler\n    origins = ray_samples.frustums.origins[torch.arange(n_rays), indices, :][mask]\n    directions = ray_samples.frustums.directions[torch.arange(n_rays), indices, :][mask]\n\n    intersection_points = origins + directions * z[..., None]\n\n    # interpolate normal for simplicity so we don't need to call the model again\n    points_normal = (v_low[..., None] * n_high - v_high[..., None] * n_low) / (v_low[..., None] - v_high[..., None])\n\n    points_normal = torch.nn.functional.normalize(points_normal, dim=-1, p=2)\n\n    # filter normals that are perpendicular to view directions\n    valid = (points_normal * directions).sum(dim=-1).abs() > 0.1\n    intersection_points = intersection_points[valid]\n    points_normal = points_normal[valid]\n    new_mask = mask.clone()\n    new_mask[mask] &= valid\n\n    return intersection_points, points_normal, new_mask\n\n\ndef get_homography(\n    intersection_points: torch.Tensor, normal: torch.Tensor, cameras: Cameras, valid_angle_thres: float = 0.3\n):\n    \"\"\"get homography\n\n    Args:\n        intersection_points (torch.Tensor): _description_\n        normal (torch.Tensor): _description_\n        cameras (Cameras): _description_\n    \"\"\"\n    device = intersection_points.device\n\n    # construct homography\n    c2w = cameras.camera_to_worlds.to(device)\n    K = cameras.get_intrinsics_matrices().to(device)\n    K_inv = torch.linalg.inv(K)\n\n    # convert camera to opencv format\n    c2w[:, :3, 1:3] *= -1\n\n    w2c_r = c2w[:, :3, :3].transpose(1, 2)\n    w2c_t = -w2c_r @ c2w[:, :3, 3:]\n    w2c = torch.cat([w2c_r, w2c_t], dim=-1)\n\n    R_rel = w2c[:, :3, :3] @ c2w[:1, :3, :3]  # [N, 3, 3]\n    t_rel = w2c[:, :3, :3] @ c2w[:1, :3, 3:] + w2c[:1, :3, 3:]  # [N, 3, 1]\n\n    p_ref = w2c[0, :3, :3] @ intersection_points.transpose(1, 0) + w2c[0, :3, 3:]  # [3, n_pts]\n    n_ref = w2c[0, :3, :3] @ normal.transpose(1, 0)  # [3, n_pts]\n\n    d = torch.sum(n_ref * p_ref, dim=0, keepdims=True)\n    # TODO make this clear\n    H = R_rel[:, None, :, :] + t_rel[:, None, :, :] @ n_ref.transpose(1, 0)[None, :, None, :] / d[..., None, None]\n\n    H = K[:, None] @ H @ K_inv[None, :1]  # [n_cameras, n_pts, 3, 3]\n\n    # compute valid mask for homograpy, we should filter normal that are prependicular to source viewing ray directions\n    dir_src = torch.nn.functional.normalize(c2w[:, None, :, 3] - intersection_points[None], dim=-1)\n    valid = (dir_src * normal[None]).sum(dim=-1) > valid_angle_thres\n\n    # point should be in front of cameras\n    p_src = w2c[:, :3, :3] @ intersection_points.transpose(1, 0) + w2c[:, :3, 3:]  # [:, 3, n_pts]\n    valid_2 = p_src[:, 2, :] > 0.01\n\n    return H, valid & valid_2\n\n\nclass PatchWarping(nn.Module):\n    \"\"\"Standard patch warping.\"\"\"\n\n    def __init__(self, patch_size: int = 31, pixel_offset: float = 0.5, valid_angle_thres: float = 0.3):\n        super().__init__()\n\n        self.patch_size = patch_size\n        half_size = patch_size // 2\n        self.valid_angle_thres = valid_angle_thres\n\n        # generate pattern\n        patch_coords = torch.meshgrid(\n            torch.arange(-half_size, half_size + 1), torch.arange(-half_size, half_size + 1), indexing=\"xy\"\n        )\n\n        patch_coords = torch.stack(patch_coords, dim=-1) + pixel_offset  # stored as (y, x) coordinates\n        self.patch_coords = torch.cat([patch_coords, torch.zeros_like(patch_coords[..., :1])], dim=-1)\n\n    def forward(\n        self,\n        ray_samples: RaySamples,\n        sdf: torch.Tensor,\n        normal: torch.Tensor,\n        cameras: Cameras,\n        images: torch.Tensor,\n        pix_indices: torch.Tensor,\n    ):\n\n        device = sdf.device\n\n        cameras = cameras.to(device)\n\n        # filter out the patches that are outside the boarder of image\n        in_image_mask = (\n            (pix_indices[:, 0] > self.patch_size // 2)\n            & (pix_indices[:, 1] > self.patch_size // 2)\n            & (pix_indices[:, 0] < (cameras.image_height[0] - self.patch_size // 2 - 1))\n            & (pix_indices[:, 1] < (cameras.image_width[0] - self.patch_size // 2 - 1))\n        )\n        # [n_imgs, n_rays_valid, patch_h*patch_w]\n\n        # find intersection points and normals\n        intersection_points, normal, mask = get_intersection_points(ray_samples, sdf, normal, in_image_mask)\n\n        # Attention: we construct homography with OPENCV coordinate system\n        H, H_valid_mask = get_homography(intersection_points, normal, cameras, self.valid_angle_thres)\n\n        # Attention uv is (y, x) and we should change to (x, y) for homography\n        pix_indices = torch.flip(pix_indices, dims=[-1])[mask].float()\n        pix_indices = torch.cat([pix_indices, torch.ones(pix_indices.shape[0], 1).to(device)], dim=-1)  # [n_pts, 3]\n\n        pix_indices = pix_indices[:, None, None, :] + self.patch_coords[None].to(device)  # [n_pts, patch_h, patch_w, 3]\n        pix_indices = pix_indices.permute(0, 3, 1, 2).reshape(\n            1, -1, 3, self.patch_size**2\n        )  # [1, n_pts, 3, patch_h*patch_w]\n\n        warped_indices = H @ pix_indices\n\n        # patches after warping should have positive depth\n        positive_depth_mask = warped_indices[:, :, 2, :] >= 0.2\n        warped_indices[:, :, 2, :] *= positive_depth_mask\n        warped_indices = warped_indices[:, :, :2, :] / (warped_indices[:, :, 2:, :] + 1e-6)\n\n        pix_coords = warped_indices.permute(0, 1, 3, 2).contiguous()  # [..., :2]\n        pix_coords[..., 0:1] /= cameras.image_width[:, None, None].to(device) - 1\n        pix_coords[..., 1:2] /= cameras.image_height[:, None, None].to(device) - 1\n        pix_coords = (pix_coords - 0.5) * 2\n\n        # valid\n        valid = (\n            (pix_coords[..., 0] > -1.0)\n            & (pix_coords[..., 0] < 1.0)\n            & (pix_coords[..., 1] > -1.0)\n            & (pix_coords[..., 1] < 1.0)\n        )  # [n_imgs, n_rays_valid, patch_h*patch_w]\n\n        # combine valid with H\n        valid = valid & H_valid_mask[..., None] & positive_depth_mask\n\n        rgb = torch.nn.functional.grid_sample(\n            images.permute(0, 3, 1, 2).to(sdf.device),\n            pix_coords,\n            mode=\"bilinear\",\n            padding_mode=\"zeros\",\n            align_corners=True,\n        )\n\n        rgb = rgb.permute(0, 2, 3, 1)  # [n_imgs, n_rays_valid, patch_h*patch_w, 3]\n\n        # save as visualization\n        if False:\n            import cv2\n\n            vis_patch_num = 60\n            image = (\n                rgb[:, :vis_patch_num, :, :]\n                .reshape(-1, vis_patch_num, self.patch_size, self.patch_size, 3)\n                .permute(1, 2, 0, 3, 4)\n                .reshape(vis_patch_num * self.patch_size, -1, 3)\n            )\n\n            cv2.imwrite(\"vis.png\", (image.detach().cpu().numpy() * 255).astype(np.uint8)[..., ::-1])\n        return rgb, valid\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/model_components/ray_generators.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nRay generator.\n\"\"\"\nfrom torch import nn\nfrom torchtyping import TensorType\n\nfrom nerfstudio.cameras.camera_optimizers import CameraOptimizer\nfrom nerfstudio.cameras.cameras import Cameras\nfrom nerfstudio.cameras.rays import RayBundle\n\n\nclass RayGenerator(nn.Module):\n    \"\"\"torch.nn Module for generating rays.\n    This class is the interface between the scene's cameras/camera optimizer and the ray sampler.\n\n    Args:\n        cameras: Camera objects containing camera info.\n        pose_optimizer: pose optimization module, for optimizing noisy camera intrisics/extrinsics.\n    \"\"\"\n\n    def __init__(self, cameras: Cameras, pose_optimizer: CameraOptimizer) -> None:\n        super().__init__()\n        self.cameras = cameras\n        self.pose_optimizer = pose_optimizer\n        self.image_coords = nn.Parameter(cameras.get_image_coords(), requires_grad=False)\n\n    def forward(self, ray_indices: TensorType[\"num_rays\", 3]) -> RayBundle:\n        \"\"\"Index into the cameras to generate the rays.\n\n        Args:\n            ray_indices: Contains camera, row, and col indicies for target rays.\n        \"\"\"\n        c = ray_indices[:, 0]  # camera indices\n        y = ray_indices[:, 1]  # row indices\n        x = ray_indices[:, 2]  # col indices\n        coords = self.image_coords[y, x]\n\n        camera_opt_to_camera = self.pose_optimizer(c)\n\n        ray_bundle = self.cameras.generate_rays(\n            camera_indices=c.unsqueeze(-1),\n            coords=coords,\n            camera_opt_to_camera=camera_opt_to_camera,\n        )\n        return ray_bundle\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/model_components/ray_samplers.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nCollection of sampling strategies\n\"\"\"\n\nimport math\nfrom abc import abstractmethod\nfrom typing import Callable, List, Optional, Tuple, Union\nfrom torchtyping import TensorType\nfrom rich.console import Console\nfrom copy import deepcopy\n\nimport torch\nimport nerfacc\nfrom torch import nn\nfrom nerfacc import OccupancyGrid\n\nfrom nerfstudio.cameras.rays import Frustums, RayBundle, RaySamples\n\nCONSOLE = Console(width=120)\n\nNEGATIVE_MIN_DELTA_WARNING = \"\"\"[bold yellow]RaySamples.deltas.min() < 0, which might be caused by\n                                nears > fars / bad weights (e.g., all zeros)\n                                / numerical issues caused by nears being too closed with fars.\n                                This will lead to negative weights and NaN interlevel loss.\"\"\"\n\n\nclass Sampler(nn.Module):\n    \"\"\"Generate Samples\n\n    Args:\n        num_samples: number of samples to take\n    \"\"\"\n\n    def __init__(\n        self,\n        num_samples: Optional[int] = None,\n    ) -> None:\n        super().__init__()\n        self.num_samples = num_samples\n\n    @abstractmethod\n    def generate_ray_samples(self) -> RaySamples:\n        \"\"\"Generate Ray Samples\"\"\"\n\n    def forward(self, *args, **kwargs) -> RaySamples:\n        \"\"\"Generate ray samples\"\"\"\n        return self.generate_ray_samples(*args, **kwargs)\n\n\nclass SpacedSampler(Sampler):\n    \"\"\"Sample points according to a function.\n\n    Args:\n        num_samples: Number of samples per ray\n        spacing_fn: Function that dictates sample spacing (ie `lambda x : x` is uniform).\n        spacing_fn_inv: The inverse of spacing_fn.\n        train_stratified: Use stratified sampling during training. Defults to True\n        single_jitter: Use a same random jitter for all samples along a ray. Defaults to False\n    \"\"\"\n\n    def __init__(\n        self,\n        spacing_fn: Callable,\n        spacing_fn_inv: Callable,\n        num_samples: Optional[int] = None,\n        train_stratified=True,\n        single_jitter=False,\n    ) -> None:\n        super().__init__(num_samples=num_samples)\n        self.train_stratified = train_stratified\n        self.single_jitter = single_jitter\n        self.spacing_fn = spacing_fn\n        self.spacing_fn_inv = spacing_fn_inv\n\n    def generate_ray_samples(\n        self,\n        ray_bundle: Optional[RayBundle] = None,\n        num_samples: Optional[int] = None,\n    ) -> RaySamples:\n        \"\"\"Generates position samples accoring to spacing function.\n\n        Args:\n            ray_bundle: Rays to generate samples for\n            num_samples: Number of samples per ray\n\n        Returns:\n            Positions and deltas for samples along a ray\n        \"\"\"\n        assert ray_bundle is not None\n        assert ray_bundle.nears is not None\n        assert ray_bundle.fars is not None\n\n        num_samples = num_samples or self.num_samples\n        assert num_samples is not None\n        num_rays = ray_bundle.origins.shape[0]\n\n        bins = torch.linspace(0.0, 1.0, num_samples + 1).to(ray_bundle.origins.device)[None, ...]  # [1, num_samples+1]\n\n        # TODO More complicated than it needs to be.\n        if self.train_stratified and self.training:\n            if self.single_jitter:\n                t_rand = torch.rand((num_rays, 1), dtype=bins.dtype, device=bins.device)\n            else:\n                t_rand = torch.rand((num_rays, num_samples + 1), dtype=bins.dtype, device=bins.device)\n            bin_centers = (bins[..., 1:] + bins[..., :-1]) / 2.0\n            bin_upper = torch.cat([bin_centers, bins[..., -1:]], -1)\n            bin_lower = torch.cat([bins[..., :1], bin_centers], -1)\n            bins = bin_lower + (bin_upper - bin_lower) * t_rand\n\n        s_near, s_far = (self.spacing_fn(x) for x in (ray_bundle.nears.clone(), ray_bundle.fars.clone()))\n        spacing_to_euclidean_fn = lambda x: self.spacing_fn_inv(x * s_far + (1 - x) * s_near)\n        euclidean_bins = spacing_to_euclidean_fn(bins)  # [num_rays, num_samples+1]\n\n        # _deltas = euclidean_bins[..., 1:, None] - euclidean_bins[..., :-1, None]\n        # if _deltas.min() < 0:\n        #     CONSOLE.log(NEGATIVE_MIN_DELTA_WARNING)\n        #     # if nears and fars are too close to each other (e.g., the ray is intersecting the edge region of an aabb),\n        #     # the spacing between ray samples might not be handled properly using float32.\n        \n        ray_samples = ray_bundle.get_ray_samples(\n            bin_starts=euclidean_bins[..., :-1, None],\n            bin_ends=euclidean_bins[..., 1:, None],\n            spacing_starts=bins[..., :-1, None],\n            spacing_ends=bins[..., 1:, None],\n            spacing_to_euclidean_fn=spacing_to_euclidean_fn,\n        )\n\n        return ray_samples\n\n\nclass UniformSampler(SpacedSampler):\n    \"\"\"Sample uniformly along a ray\n\n    Args:\n        num_samples: Number of samples per ray\n        train_stratified: Use stratified sampling during training. Defults to True\n        single_jitter: Use a same random jitter for all samples along a ray. Defaults to False\n    \"\"\"\n\n    def __init__(\n        self,\n        num_samples: Optional[int] = None,\n        train_stratified=True,\n        single_jitter=False,\n    ) -> None:\n        super().__init__(\n            num_samples=num_samples,\n            spacing_fn=lambda x: x,\n            spacing_fn_inv=lambda x: x,\n            train_stratified=train_stratified,\n            single_jitter=single_jitter,\n        )\n\n\nclass LinearDisparitySampler(SpacedSampler):\n    \"\"\"Sample linearly in disparity along a ray\n\n    Args:\n        num_samples: Number of samples per ray\n        train_stratified: Use stratified sampling during training. Defults to True\n        single_jitter: Use a same random jitter for all samples along a ray. Defaults to False\n    \"\"\"\n\n    def __init__(\n        self,\n        num_samples: Optional[int] = None,\n        train_stratified=True,\n        single_jitter=False,\n    ) -> None:\n        super().__init__(\n            num_samples=num_samples,\n            spacing_fn=lambda x: 1 / x,\n            spacing_fn_inv=lambda x: 1 / x,\n            train_stratified=train_stratified,\n            single_jitter=single_jitter,\n        )\n\n\nclass SqrtSampler(SpacedSampler):\n    \"\"\"Square root sampler along a ray\n\n    Args:\n        num_samples: Number of samples per ray\n        train_stratified: Use stratified sampling during training. Defults to True\n    \"\"\"\n\n    def __init__(\n        self,\n        num_samples: Optional[int] = None,\n        train_stratified=True,\n        single_jitter=False,\n    ) -> None:\n        super().__init__(\n            num_samples=num_samples,\n            spacing_fn=torch.sqrt,\n            spacing_fn_inv=lambda x: x**2,\n            train_stratified=train_stratified,\n            single_jitter=single_jitter,\n        )\n\n\nclass LogSampler(SpacedSampler):\n    \"\"\"Log sampler along a ray\n\n    Args:\n        num_samples: Number of samples per ray\n        train_stratified: Use stratified sampling during training. Defults to True\n    \"\"\"\n\n    def __init__(\n        self,\n        num_samples: Optional[int] = None,\n        train_stratified=True,\n        single_jitter=False,\n    ) -> None:\n        super().__init__(\n            num_samples=num_samples,\n            spacing_fn=torch.log,\n            spacing_fn_inv=torch.exp,\n            train_stratified=train_stratified,\n            single_jitter=single_jitter,\n        )\n\n\nclass UniformLinDispPiecewiseSampler(SpacedSampler):\n    \"\"\"Piecewise sampler along a ray that allocates the first half of the samples uniformly and the second half\n    using linearly in disparity spacing.\n\n\n    Args:\n        num_samples: Number of samples per ray\n        train_stratified: Use stratified sampling during training. Defults to True\n        single_jitter: Use a same random jitter for all samples along a ray. Defaults to False\n    \"\"\"\n\n    def __init__(\n        self,\n        num_samples: Optional[int] = None,\n        train_stratified=True,\n        single_jitter=False,\n    ) -> None:\n        super().__init__(\n            num_samples=num_samples,\n            spacing_fn=lambda x: torch.where(x < 1, x / 2, 1 - 1 / (2 * x)),\n            spacing_fn_inv=lambda x: torch.where(x < 0.5, 2 * x, 1 / (2 - 2 * x)),\n            train_stratified=train_stratified,\n            single_jitter=single_jitter,\n        )\n\n\nclass PDFSampler(Sampler):\n    \"\"\"Sample based on probability distribution\n\n    Args:\n        num_samples: Number of samples per ray\n        train_stratified: Randomize location within each bin during training.\n        single_jitter: Use a same random jitter for all samples along a ray. Defaults to False\n        include_original: Add original samples to ray.\n        histogram_padding: Amount to weights prior to computing PDF.\n    \"\"\"\n\n    def __init__(\n        self,\n        num_samples: Optional[int] = None,\n        train_stratified: bool = True,\n        single_jitter: bool = False,\n        include_original: bool = True,\n        histogram_padding: float = 0.01,\n    ) -> None:\n        super().__init__(num_samples=num_samples)\n        self.train_stratified = train_stratified\n        self.include_original = include_original\n        self.histogram_padding = histogram_padding\n        self.single_jitter = single_jitter\n\n    def generate_ray_samples(\n        self,\n        ray_bundle: Optional[RayBundle] = None,\n        ray_samples: Optional[RaySamples] = None,\n        weights: TensorType[..., \"num_samples\", 1] = None,\n        num_samples: Optional[int] = None,\n        eps: float = 1e-5,\n    ) -> RaySamples:\n        \"\"\"Generates position samples given a distribution.\n\n        Args:\n            ray_bundle: Rays to generate samples for\n            ray_samples: Existing ray samples\n            weights: Weights for each bin\n            num_samples: Number of samples per ray\n            eps: Small value to prevent numerical issues.\n\n        Returns:\n            Positions and deltas for samples along a ray\n        \"\"\"\n\n        if ray_samples is None or ray_bundle is None:\n            raise ValueError(\"ray_samples and ray_bundle must be provided\")\n\n        num_samples = num_samples or self.num_samples\n        assert num_samples is not None\n        num_bins = num_samples + 1\n\n        weights = weights[..., 0] + self.histogram_padding\n\n        # Add small offset to rays with zero weight to prevent NaNs\n        weights_sum = torch.sum(weights, dim=-1, keepdim=True)\n        padding = torch.relu(eps - weights_sum)\n        weights = weights + padding / weights.shape[-1]\n        weights_sum += padding\n\n        pdf = weights / weights_sum\n        cdf = torch.min(torch.ones_like(pdf), torch.cumsum(pdf, dim=-1))\n        cdf = torch.cat([torch.zeros_like(cdf[..., :1]), cdf], dim=-1)\n\n        if self.train_stratified and self.training:\n            # Stratified samples between 0 and 1\n            u = torch.linspace(0.0, 1.0 - (1.0 / num_bins), steps=num_bins, device=cdf.device)\n            u = u.expand(size=(*cdf.shape[:-1], num_bins))\n            if self.single_jitter:\n                rand = torch.rand((*cdf.shape[:-1], 1), device=cdf.device) / num_bins\n            else:\n                rand = torch.rand((*cdf.shape[:-1], num_samples + 1), device=cdf.device) / num_bins\n            u = u + rand\n        else:\n            # Uniform samples between 0 and 1\n            u = torch.linspace(0.0, 1.0 - (1.0 / num_bins), steps=num_bins, device=cdf.device)\n            u = u + 1.0 / (2 * num_bins)\n            u = u.expand(size=(*cdf.shape[:-1], num_bins))\n        u = u.contiguous()\n\n        assert (\n            ray_samples.spacing_starts is not None and ray_samples.spacing_ends is not None\n        ), \"ray_sample spacing_starts and spacing_ends must be provided\"\n        assert ray_samples.spacing_to_euclidean_fn is not None, \"ray_samples.spacing_to_euclidean_fn must be provided\"\n        existing_bins = torch.cat(\n            [\n                ray_samples.spacing_starts[..., 0],\n                ray_samples.spacing_ends[..., -1:, 0],\n            ],\n            dim=-1,\n        )\n\n        inds = torch.searchsorted(cdf, u, side=\"right\")\n        below = torch.clamp(inds - 1, 0, existing_bins.shape[-1] - 1)\n        above = torch.clamp(inds, 0, existing_bins.shape[-1] - 1)\n        cdf_g0 = torch.gather(cdf, -1, below)\n        bins_g0 = torch.gather(existing_bins, -1, below)\n        cdf_g1 = torch.gather(cdf, -1, above)\n        bins_g1 = torch.gather(existing_bins, -1, above)\n\n        t = torch.clip(torch.nan_to_num((u - cdf_g0) / (cdf_g1 - cdf_g0), 0), 0, 1)\n        bins = bins_g0 + t * (bins_g1 - bins_g0)\n\n        if self.include_original:\n            bins, _ = torch.sort(torch.cat([existing_bins, bins], -1), -1)\n\n        # Stop gradients\n        bins = bins.detach()\n\n        euclidean_bins = ray_samples.spacing_to_euclidean_fn(bins)\n        # NOTE: numerical issues: deltas directly computed from bins are always positive, but deltas computed from euclidean_bins can be negative\n        # spcaing_to_euclidean_fn = lambda x: x\n        # _deltas = euclidean_bins[..., 1:, None] - euclidean_bins[..., :-1, None]\n        # if _deltas.min() < 0:\n        #     if _deltas.min() < 0:\n        #         CONSOLE.log(NEGATIVE_MIN_DELTA_WARNING)\n        #         # if nears and fars are too close to each other (e.g., the ray is intersecting the edge region of an aabb),\n        #         # the spacing between ray samples might not be handled properly using float32.\n        #         __import__('ipdb').set_trace()\n\n        ray_samples = ray_bundle.get_ray_samples(\n            bin_starts=euclidean_bins[..., :-1, None],\n            bin_ends=euclidean_bins[..., 1:, None],\n            spacing_starts=bins[..., :-1, None],\n            spacing_ends=bins[..., 1:, None],\n            spacing_to_euclidean_fn=ray_samples.spacing_to_euclidean_fn,\n        )\n\n        return ray_samples\n\n\nclass VolumetricSampler(Sampler):\n    \"\"\"Sampler inspired by the one proposed in the Instant-NGP paper.\n    Generates samples along a ray by sampling the occupancy field.\n    Optionally removes occluded samples if the density_fn is provided.\n\n    Args:\n    occupancy_grid: Occupancy grid to sample from.\n    density_fn: Function that evaluates density at a given point.\n    scene_aabb: Axis-aligned bounding box of the scene, should be set to None if the scene is unbounded.\n    \"\"\"\n\n    def __init__(\n        self,\n        occupancy_grid: Optional[OccupancyGrid] = None,\n        density_fn: Optional[Callable[[TensorType[..., 3]], TensorType[..., 1]]] = None,\n        scene_aabb: Optional[TensorType[2, 3]] = None,\n    ) -> None:\n\n        super().__init__()\n        self.scene_aabb = scene_aabb\n        self.density_fn = density_fn\n        self.occupancy_grid = occupancy_grid\n        if self.scene_aabb is not None:\n            self.scene_aabb = self.scene_aabb.to(\"cuda\").flatten()\n        print(self.scene_aabb)\n\n    def get_sigma_fn(self, origins, directions) -> Optional[Callable]:\n        \"\"\"Returns a function that returns the density of a point.\n\n        Args:\n            origins: Origins of rays\n            directions: Directions of rays\n        Returns:\n            Function that returns the density of a point or None if a density function is not provided.\n        \"\"\"\n\n        if self.density_fn is None or not self.training:\n            return None\n\n        density_fn = self.density_fn\n\n        def sigma_fn(t_starts, t_ends, ray_indices):\n            t_origins = origins[ray_indices]\n            t_dirs = directions[ray_indices]\n            positions = t_origins + t_dirs * (t_starts + t_ends) / 2.0\n            return density_fn(positions)\n\n        return sigma_fn\n\n    def generate_ray_samples(self) -> RaySamples:\n        raise RuntimeError(\n            \"The VolumetricSampler fuses sample generation and density check together. Please call forward() directly.\"\n        )\n\n    # pylint: disable=arguments-differ\n    def forward(\n        self,\n        ray_bundle: RayBundle,\n        render_step_size: float,\n        near_plane: float = 0.0,\n        far_plane: Optional[float] = None,\n        cone_angle: float = 0.0,\n        alpha_thre: float = 1e-2,\n    ) -> Tuple[RaySamples, TensorType[\"total_samples\", 3], TensorType[\"total_samples\", 2]]:\n        \"\"\"Generate ray samples in a bounding box.\n\n        Args:\n            ray_bundle: Rays to generate samples for\n            render_step_size: Minimum step size to use for rendering\n            near_plane: Near plane for raymarching\n            far_plane: Far plane for raymarching\n            cone_angle: Cone angle for raymarching, set to 0 for uniform marching.\n\n        Returns:\n            a tuple of (ray_samples, packed_info, ray_indices)\n            The ray_samples are packed, only storing the valid samples.\n            The packed_info contains all the information to recover packed samples into unpacked mode for rendering.\n            The ray_indices contains the indices of the rays that each sample belongs to.\n        \"\"\"\n\n        rays_o = ray_bundle.origins.contiguous()\n        rays_d = ray_bundle.directions.contiguous()\n        if ray_bundle.camera_indices is not None:\n            camera_indices = ray_bundle.camera_indices.contiguous()\n        else:\n            camera_indices = None\n\n        packed_info, starts, ends = nerfacc.ray_marching(\n            rays_o=rays_o,\n            rays_d=rays_d,\n            scene_aabb=self.scene_aabb,\n            grid=self.occupancy_grid,\n            sigma_fn=self.get_sigma_fn(rays_o, rays_d),\n            render_step_size=render_step_size,\n            near_plane=near_plane,\n            far_plane=far_plane,\n            stratified=self.training,\n            cone_angle=cone_angle,\n            alpha_thre=alpha_thre,\n        )\n        num_samples = starts.shape[0]\n        if num_samples == 0:\n            # create a single fake sample and update packed_info accordingly\n            # this says the last ray in packed_info has 1 sample, which starts and ends at 1\n            packed_info[-1, 1] = 1\n            starts = torch.ones((1, 1), dtype=starts.dtype, device=rays_o.device)\n            ends = torch.ones((1, 1), dtype=ends.dtype, device=rays_o.device)\n\n        ray_indices = nerfacc.unpack_info(packed_info)\n        origins = rays_o[ray_indices]\n        dirs = rays_d[ray_indices]\n        if camera_indices is not None:\n            camera_indices = camera_indices[ray_indices]\n\n        zeros = torch.zeros_like(origins[:, :1])\n        ray_samples = RaySamples(\n            frustums=Frustums(\n                origins=origins,\n                directions=dirs,\n                starts=starts,\n                ends=ends,\n                pixel_area=zeros,\n            ),\n            camera_indices=camera_indices,\n        )\n        return ray_samples, packed_info, ray_indices\n\n\nclass ProposalNetworkSampler(Sampler):\n    \"\"\"Sampler that uses a proposal network to generate samples.\"\"\"\n\n    def __init__(\n        self,\n        num_proposal_samples_per_ray: Tuple[int] = (64,),\n        num_nerf_samples_per_ray: int = 32,\n        num_proposal_network_iterations: int = 2,\n        use_uniform_sampler: bool = False,\n        single_jitter: bool = False,\n        update_sched: Callable = lambda x: 1,\n    ) -> None:\n        super().__init__()\n        self.num_proposal_samples_per_ray = num_proposal_samples_per_ray\n        self.num_nerf_samples_per_ray = num_nerf_samples_per_ray\n        self.num_proposal_network_iterations = num_proposal_network_iterations\n        self.update_sched = update_sched\n        if self.num_proposal_network_iterations < 1:\n            raise ValueError(\"num_proposal_network_iterations must be >= 1\")\n\n        if use_uniform_sampler:\n            self.initial_sampler = UniformSampler(single_jitter=single_jitter)\n        else:\n            self.initial_sampler = UniformLinDispPiecewiseSampler(single_jitter=single_jitter)\n\n        self.pdf_sampler = PDFSampler(include_original=False, single_jitter=single_jitter)\n\n        self._anneal = 1.0\n        self._steps_since_update = 0\n        self._step = 0\n\n    def set_anneal(self, anneal: float) -> None:\n        \"\"\"Set the anneal value for the proposal network.\"\"\"\n        self._anneal = anneal\n\n    def step_cb(self, step):\n        \"\"\"Callback to register a training step has passed. This is used to keep track of the sampling schedule\"\"\"\n        self._step = step\n        self._steps_since_update += 1\n\n    def generate_ray_samples(\n        self,\n        ray_bundle: Optional[RayBundle] = None,\n        density_fns: Optional[List[Callable]] = None,\n    ) -> Tuple[RaySamples, List, List]:\n        assert ray_bundle is not None\n        assert density_fns is not None\n\n        weights_list = []\n        ray_samples_list = []\n\n        n = self.num_proposal_network_iterations\n        weights = None\n        ray_samples = None\n        updated = self._steps_since_update > self.update_sched(self._step) or self._step < 10\n        for i_level in range(n + 1):\n            is_prop = i_level < n\n            num_samples = self.num_proposal_samples_per_ray[i_level] if is_prop else self.num_nerf_samples_per_ray\n            if i_level == 0:\n                # Uniform sampling because we need to start with some samples\n                ray_samples = self.initial_sampler(ray_bundle, num_samples=num_samples)\n            else:\n                # PDF sampling based on the last samples and their weights\n                # Perform annealing to the weights. This will be a no-op if self._anneal is 1.0.\n                assert weights is not None\n                annealed_weights = torch.pow(weights, self._anneal)\n                ray_samples = self.pdf_sampler(ray_bundle, ray_samples, annealed_weights, num_samples=num_samples)\n            if is_prop:\n                if updated:\n                    # always update on the first step or the inf check in grad scaling crashes\n                    density = density_fns[i_level](ray_samples.frustums.get_positions())\n                else:\n                    with torch.no_grad():\n                        density = density_fns[i_level](ray_samples.frustums.get_positions())\n                weights = ray_samples.get_weights(density)\n                weights_list.append(weights)  # (num_rays, num_samples)\n                ray_samples_list.append(ray_samples)\n        if updated:\n            self._steps_since_update = 0\n\n        assert ray_samples is not None\n        return ray_samples, weights_list, ray_samples_list\n\n\nclass ErrorBoundedSampler(Sampler):\n    \"\"\"VolSDF's error bounded sampler that uses a sdf network to generate samples.\"\"\"\n\n    def __init__(\n        self,\n        num_samples: int = 64,\n        num_samples_eval: int = 128,\n        num_samples_extra: int = 32,\n        eps: float = 0.1,\n        beta_iters: int = 10,\n        max_total_iters: int = 5,\n        add_tiny: float = 1e-6,\n        single_jitter: bool = False,\n    ) -> None:\n        super().__init__()\n        self.num_samples = num_samples\n        self.num_samples_eval = num_samples_eval\n        self.num_samples_extra = num_samples_extra\n        self.eps = eps\n        self.beta_iters = beta_iters\n        self.max_total_iters = max_total_iters\n        self.add_tiny = add_tiny\n        self.single_jitter = single_jitter\n\n        # samplers\n        self.uniform_sampler = UniformSampler(single_jitter=single_jitter)\n        self.pdf_sampler = PDFSampler(\n            include_original=False,\n            single_jitter=single_jitter,\n            histogram_padding=1e-5,\n        )\n\n    def generate_ray_samples(\n        self,\n        ray_bundle: Optional[RayBundle] = None,\n        density_fn: Optional[Callable] = None,\n        sdf_fn: Optional[Callable] = None,\n        return_eikonal_points: bool = True,\n    ) -> Union[Tuple[RaySamples, torch.Tensor], RaySamples]:\n        assert ray_bundle is not None\n        assert density_fn is not None\n        assert sdf_fn is not None\n\n        beta0 = density_fn.get_beta().detach()\n\n        # Start with uniform sampling\n        ray_samples = self.uniform_sampler(ray_bundle, num_samples=self.num_samples_eval)\n\n        # Get maximum beta from the upper bound (Lemma 2)\n        deltas = ray_samples.deltas.squeeze(-1)\n\n        bound = (1.0 / (4.0 * torch.log(torch.tensor(self.eps + 1.0)))) * (deltas**2.0).sum(-1)\n        beta = torch.sqrt(bound)\n\n        total_iters, not_converge = 0, True\n        sorted_index = None\n        new_samples = ray_samples\n\n        # Algorithm 1\n        while not_converge and total_iters < self.max_total_iters:\n\n            with torch.no_grad():\n                new_sdf = sdf_fn(new_samples)\n\n            # merge sdf predictions\n            if sorted_index is not None:\n                sdf_merge = torch.cat([sdf.squeeze(-1), new_sdf.squeeze(-1)], -1)\n                sdf = torch.gather(sdf_merge, 1, sorted_index).unsqueeze(-1)\n            else:\n                sdf = new_sdf\n\n            # Calculating the bound d* (Theorem 1)\n            d_star = self.get_dstar(sdf, ray_samples)\n\n            # Updating beta using line search\n            beta = self.get_updated_beta(beta0, beta, density_fn, sdf, d_star, ray_samples)\n\n            # Upsample more points\n            density = density_fn(sdf.reshape(ray_samples.shape), beta=beta.unsqueeze(-1))\n\n            weights, transmittance = ray_samples.get_weights_and_transmittance(density.unsqueeze(-1))\n\n            #  Check if we are done and this is the last sampling\n            total_iters += 1\n            not_converge = beta.max() > beta0\n\n            if not_converge and total_iters < self.max_total_iters:\n                # Sample more points proportional to the current error bound\n                deltas = ray_samples.deltas.squeeze(-1)\n\n                error_per_section = (\n                    torch.exp(-d_star / beta.unsqueeze(-1)) * (deltas**2.0) / (4 * beta.unsqueeze(-1) ** 2)\n                )\n\n                error_integral = torch.cumsum(error_per_section, dim=-1)\n                weights = (torch.clamp(torch.exp(error_integral), max=1.0e6) - 1.0) * transmittance[..., 0]\n\n                new_samples = self.pdf_sampler(\n                    ray_bundle, ray_samples, weights.unsqueeze(-1), num_samples=self.num_samples_eval\n                )\n\n                ray_samples, sorted_index = self.merge_ray_samples(ray_bundle, ray_samples, new_samples)\n\n            else:\n                # Sample the final sample set to be used in the volume rendering integral\n                ray_samples = self.pdf_sampler(ray_bundle, ray_samples, weights, num_samples=self.num_samples)\n\n        if return_eikonal_points:\n            # sample some of the near surface points for eikonal loss\n            sampled_points = ray_samples.frustums.get_positions().view(-1, 3)\n            idx = torch.randint(sampled_points.shape[0], (ray_samples.shape[0] * 10,)).to(sampled_points.device)\n            points = sampled_points[idx]\n\n        # Add extra samples uniformly\n        if self.num_samples_extra > 0:\n            ray_samples_uniform = self.uniform_sampler(ray_bundle, num_samples=self.num_samples_extra)\n            ray_samples, _ = self.merge_ray_samples(ray_bundle, ray_samples, ray_samples_uniform)\n\n        if return_eikonal_points:\n            return ray_samples, points\n\n        return ray_samples\n\n    def get_dstar(self, sdf, ray_samples: RaySamples):\n        \"\"\"Calculating the bound d* (Theorem 1) from VolSDF\"\"\"\n        d = sdf.reshape(ray_samples.shape)\n        dists = ray_samples.deltas.squeeze(-1)\n        a, b, c = dists[:, :-1], d[:, :-1].abs(), d[:, 1:].abs()\n        first_cond = a.pow(2) + b.pow(2) <= c.pow(2)\n        second_cond = a.pow(2) + c.pow(2) <= b.pow(2)\n        d_star = torch.zeros(ray_samples.shape[0], ray_samples.shape[1] - 1).to(d.device)\n        d_star[first_cond] = b[first_cond]\n        d_star[second_cond] = c[second_cond]\n        s = (a + b + c) / 2.0\n        area_before_sqrt = s * (s - a) * (s - b) * (s - c)\n        mask = ~first_cond & ~second_cond & (b + c - a > 0)\n        d_star[mask] = (2.0 * torch.sqrt(area_before_sqrt[mask])) / (a[mask])\n        d_star = (d[:, 1:].sign() * d[:, :-1].sign() == 1) * d_star  # Fixing the sign\n\n        # padding to make the same shape as ray_samples\n        # d_star_left = torch.cat((d_star[:, :1], d_star), dim=-1)\n        # d_star_right = torch.cat((d_star, d_star[:, -1:]), dim=-1)\n        # d_star = torch.minimum(d_star_left, d_star_right)\n\n        d_star = torch.cat((d_star, d_star[:, -1:]), dim=-1)\n        return d_star\n\n    def get_updated_beta(self, beta0, beta, density_fn, sdf, d_star, ray_samples: RaySamples):\n        curr_error = self.get_error_bound(beta0, density_fn, sdf, d_star, ray_samples)\n        beta[curr_error <= self.eps] = beta0\n        beta_min, beta_max = beta0.repeat(ray_samples.shape[0]), beta\n        for j in range(self.beta_iters):\n            beta_mid = (beta_min + beta_max) / 2.0\n            curr_error = self.get_error_bound(beta_mid.unsqueeze(-1), density_fn, sdf, d_star, ray_samples)\n            beta_max[curr_error <= self.eps] = beta_mid[curr_error <= self.eps]\n            beta_min[curr_error > self.eps] = beta_mid[curr_error > self.eps]\n        beta = beta_max\n        return beta\n\n    def get_error_bound(self, beta, density_fn, sdf, d_star, ray_samples):\n        \"\"\"Get error bound from VolSDF\"\"\"\n        densities = density_fn(sdf.reshape(ray_samples.shape), beta=beta)\n\n        deltas = ray_samples.deltas.squeeze(-1)\n        delta_density = deltas * densities\n\n        integral_estimation = torch.cumsum(delta_density[..., :-1], dim=-1)\n        integral_estimation = torch.cat(\n            [torch.zeros((*integral_estimation.shape[:1], 1), device=densities.device), integral_estimation], dim=-1\n        )\n\n        error_per_section = torch.exp(-d_star / beta) * (deltas**2.0) / (4 * beta**2)\n        error_integral = torch.cumsum(error_per_section, dim=-1)\n        bound_opacity = (torch.clamp(torch.exp(error_integral), max=1.0e6) - 1.0) * torch.exp(-integral_estimation)\n\n        return bound_opacity.max(-1)[0]\n\n    def merge_ray_samples(self, ray_bundle: RayBundle, ray_samples_1: RaySamples, ray_samples_2: RaySamples):\n        \"\"\"Merge two set of ray samples and return sorted index which can be used to merge sdf values\n\n        Args:\n            ray_samples_1 : ray_samples to merge\n            ray_samples_2 : ray_samples to merge\n        \"\"\"\n\n        starts_1 = ray_samples_1.spacing_starts[..., 0]\n        starts_2 = ray_samples_2.spacing_starts[..., 0]\n\n        ends = torch.maximum(ray_samples_1.spacing_ends[..., -1:, 0], ray_samples_2.spacing_ends[..., -1:, 0])\n\n        bins, sorted_index = torch.sort(torch.cat([starts_1, starts_2], -1), -1)\n\n        bins = torch.cat([bins, ends], dim=-1)\n\n        # Stop gradients\n        bins = bins.detach()\n\n        euclidean_bins = ray_samples_1.spacing_to_euclidean_fn(bins)\n        \n        # _deltas = euclidean_bins[..., 1:, None] - euclidean_bins[..., :-1, None]\n        # if _deltas.min() < 0:\n        #     CONSOLE.print(\"[bold yellow]Warning: RaySamples.deltas.min() < 0, which indicates nears > fars. This will lead to negative weights and NaN interlevel loss.\")\n        #     # NOTE: \"deltas.min() == 0\" might be caused by the nears and fars being too close to each other, which cannot be handled using float32.\n        #     __import__('ipdb').set_trace()\n\n        ray_samples = ray_bundle.get_ray_samples(\n            bin_starts=euclidean_bins[..., :-1, None],\n            bin_ends=euclidean_bins[..., 1:, None],\n            spacing_starts=bins[..., :-1, None],\n            spacing_ends=bins[..., 1:, None],\n            spacing_to_euclidean_fn=ray_samples_1.spacing_to_euclidean_fn,\n        )\n\n        return ray_samples, sorted_index\n\n\ndef save_points(path_save, pts, colors=None, normals=None, BRG2RGB=False):\n    \"\"\"save points to point cloud using open3d\"\"\"\n    assert len(pts) > 0\n    if colors is not None:\n        assert colors.shape[1] == 3\n    assert pts.shape[1] == 3\n    import numpy as np\n    import open3d as o3d\n\n    cloud = o3d.geometry.PointCloud()\n    cloud.points = o3d.utility.Vector3dVector(pts)\n    if colors is not None:\n        # Open3D assumes the color values are of float type and in range [0, 1]\n        if np.max(colors) > 1:\n            colors = colors / np.max(colors)\n        if BRG2RGB:\n            colors = np.stack([colors[:, 2], colors[:, 1], colors[:, 0]], axis=-1)\n        cloud.colors = o3d.utility.Vector3dVector(colors)\n    if normals is not None:\n        cloud.normals = o3d.utility.Vector3dVector(normals)\n\n    o3d.io.write_point_cloud(path_save, cloud)\n\n\nclass NeuSSampler(Sampler):\n    \"\"\"NeuS sampler that uses a sdf network to generate samples with fixed variance value in each iterations.\"\"\"\n\n    def __init__(\n        self,\n        num_samples: int = 64,\n        num_samples_importance: int = 64,\n        num_samples_outside: int = 32,\n        num_upsample_steps: int = 4,\n        base_variance: float = 64,\n        single_jitter: bool = True,\n    ) -> None:\n        super().__init__()\n        self.num_samples = num_samples\n        self.num_samples_importance = num_samples_importance\n        self.num_samples_outside = num_samples_outside\n        self.num_upsample_steps = num_upsample_steps\n        self.base_variance = base_variance\n        self.single_jitter = single_jitter\n\n        # samplers\n        self.uniform_sampler = UniformSampler(single_jitter=single_jitter)\n        self.pdf_sampler = PDFSampler(\n            include_original=False,\n            single_jitter=single_jitter,\n            histogram_padding=1e-5,\n        )\n        self.outside_sampler = LinearDisparitySampler()\n        # TODO make it outside\n        # for merge samples\n        self.error_bounded_sampler = ErrorBoundedSampler()\n\n    def generate_ray_samples(\n        self,\n        ray_bundle: Optional[RayBundle] = None,\n        sdf_fn: Optional[Callable] = None,\n        ray_samples: Optional[RaySamples] = None,\n    ) -> Union[Tuple[RaySamples, torch.Tensor], RaySamples]:\n        assert ray_bundle is not None\n        assert sdf_fn is not None\n\n        # Start with uniform sampling\n        if ray_samples is None:\n            ray_samples = self.uniform_sampler(ray_bundle, num_samples=self.num_samples)\n\n        total_iters = 0\n        sorted_index = None\n        new_samples = ray_samples\n\n        base_variance = self.base_variance\n\n        while total_iters < self.num_upsample_steps:\n\n            with torch.no_grad():\n                new_sdf = sdf_fn(new_samples)\n            \n            # merge sdf predictions\n            if sorted_index is not None:\n                sdf_merge = torch.cat([sdf.squeeze(-1), new_sdf.squeeze(-1)], -1)\n                sdf = torch.gather(sdf_merge, 1, sorted_index).unsqueeze(-1)\n            else:\n                sdf = new_sdf\n\n            # compute with fix variances\n            alphas = self.rendering_sdf_with_fixed_inv_s(\n                ray_samples, sdf.reshape(ray_samples.shape), inv_s=base_variance * 2**total_iters\n            )\n\n            weights = ray_samples.get_weights_from_alphas(alphas[..., None])\n            weights = torch.cat((weights, torch.zeros_like(weights[:, :1])), dim=1)\n\n            new_samples = self.pdf_sampler(\n                ray_bundle,\n                ray_samples,\n                weights,\n                num_samples=self.num_samples_importance // self.num_upsample_steps,\n            )\n\n            ray_samples, sorted_index = self.error_bounded_sampler.merge_ray_samples(\n                ray_bundle, ray_samples, new_samples\n            )\n\n            total_iters += 1\n\n        # save_points(\"p.ply\", ray_samples.frustums.get_start_positions().detach().cpu().numpy().reshape(-1, 3))\n        # exit(-1)\n        # TODO\n        # sample more points outside surface\n        # if self.num_samples_outside > 0:\n        #   ray_samples_uniform = self.outside_sampler(ray_bundle, num_samples=self.num_samples_outside)\n        #     ray_samples, _ = self.merge_ray_samples(ray_bundle, ray_samples, ray_samples_uniform)\n\n        return ray_samples\n\n    def rendering_sdf_with_fixed_inv_s(self, ray_samples: RaySamples, sdf: torch.Tensor, inv_s):\n        \"\"\"rendering given a fixed inv_s as NeuS\"\"\"\n        batch_size = ray_samples.shape[0]\n        prev_sdf, next_sdf = sdf[:, :-1], sdf[:, 1:]\n        deltas = ray_samples.deltas[:, :-1, 0]\n        mid_sdf = (prev_sdf + next_sdf) * 0.5\n        cos_val = (next_sdf - prev_sdf) / (deltas + 1e-5)\n\n        # ----------------------------------------------------------------------------------------------------------\n        # Use min value of [ cos, prev_cos ]\n        # Though it makes the sampling (not rendering) a little bit biased, this strategy can make the sampling more\n        # robust when meeting situations like below:\n        #\n        # SDF\n        # ^\n        # |\\          -----x----...\n        # | \\        /\n        # |  x      x\n        # |---\\----/-------------> 0 level\n        # |    \\  /\n        # |     \\/\n        # |\n        # ----------------------------------------------------------------------------------------------------------\n        prev_cos_val = torch.cat([torch.zeros([batch_size, 1], device=sdf.device), cos_val[:, :-1]], dim=-1)\n        cos_val = torch.stack([prev_cos_val, cos_val], dim=-1)\n        cos_val, _ = torch.min(cos_val, dim=-1, keepdim=False)\n        cos_val = cos_val.clip(-1e3, 0.0)\n\n        dist = deltas\n        prev_esti_sdf = mid_sdf - cos_val * dist * 0.5\n        next_esti_sdf = mid_sdf + cos_val * dist * 0.5\n        prev_cdf = torch.sigmoid(prev_esti_sdf * inv_s)\n        next_cdf = torch.sigmoid(next_esti_sdf * inv_s)\n        alpha = (prev_cdf - next_cdf + 1e-5) / (prev_cdf + 1e-5)\n\n        return alpha\n\n\nclass UniSurfSampler(Sampler):\n    \"\"\"NeuS sampler that uses a sdf network to generate samples with fixed variance value in each iterations.\"\"\"\n\n    def __init__(\n        self,\n        num_samples_interval: int = 64,\n        num_samples_outside: int = 32,\n        num_samples_importance: int = 32,\n        num_marching_steps: int = 256,\n        num_secant_steps: int = 8,\n        interval_start: float = 0.25,\n        interval_end: float = 0.0125,\n        interval_decay: float = 0.00005,  # default value is 0.000015 and will reach the end value at 200K while 0.00005 will reach the end at 60K iter\n        single_jitter: bool = False,\n    ) -> None:\n        super().__init__()\n        self.num_samples_interval = num_samples_interval\n        self.num_samples_outside = num_samples_outside\n        self.num_samples_importance = num_samples_importance\n        self.num_marching_steps = num_marching_steps\n        self.num_secant_steps = num_secant_steps\n        self.interval_start = interval_start\n        self.interval_end = interval_end\n        self.interval_decay = interval_decay\n        self.single_jitter = single_jitter\n\n        # samplers\n        self.uniform_sampler = UniformSampler(single_jitter=single_jitter)\n        self.outside_sampler = UniformSampler(single_jitter=single_jitter)\n        self.pdf_sampler = PDFSampler(\n            include_original=False,\n            single_jitter=single_jitter,\n            histogram_padding=1e-5,\n        )\n        # for merge samples\n        self.error_bounded_sampler = ErrorBoundedSampler()\n\n        # step counter\n        self._step = 0\n        self.delta = self.interval_start\n\n    def step_cb(self, step):\n        \"\"\"Callback to register a training step has passed. This is used to keep track of the sampling schedule\"\"\"\n        self._step = step\n        self.delta = max(self.interval_start * math.exp(-1 * self.interval_decay * self._step), self.interval_end)\n\n    def generate_ray_samples(\n        self,\n        ray_bundle: Optional[RayBundle] = None,\n        occupancy_fn: Optional[RayBundle] = None,\n        sdf_fn: Optional[Callable] = None,\n        return_surface_points: bool = False,\n    ) -> Union[Tuple[RaySamples, torch.Tensor], RaySamples]:\n        assert ray_bundle is not None\n        assert sdf_fn is not None\n\n        # Start with uniform sampling\n        ray_samples = self.uniform_sampler(ray_bundle, num_samples=self.num_marching_steps)\n\n        with torch.no_grad():\n            sdf = sdf_fn(ray_samples)\n\n        # importance sampling\n        occupancy = occupancy_fn(sdf)\n        weights = ray_samples.get_weights_from_alphas(occupancy)\n\n        importance_samples = self.pdf_sampler(\n            ray_bundle,\n            ray_samples,\n            weights,\n            num_samples=self.num_samples_importance,\n        )\n\n        # samples uniformly with near and far\n        ray_samples_uniform_outside = self.outside_sampler(ray_bundle, num_samples=self.num_samples_outside)\n\n        # merge\n        ray_samples_uniform_importance, _ = self.error_bounded_sampler.merge_ray_samples(\n            ray_bundle, importance_samples, ray_samples_uniform_outside\n        )\n\n        # surface points\n        # Calculate if sign change occurred and concat 1 (no sign change) in\n        # last dimension\n        n_rays, n_samples = ray_samples.shape\n        starts = ray_samples.frustums.starts\n        sign_matrix = torch.cat(\n            [torch.sign(sdf[:, :-1, 0] * sdf[:, 1:, 0]), torch.ones(n_rays, 1).to(sdf.device)], dim=-1\n        )\n        cost_matrix = sign_matrix * torch.arange(n_samples, 0, -1).float().to(sdf.device)\n\n        # Get first sign change and mask for values where a.) a sign changed\n        # occurred and b.) no a neg to pos sign change occurred (meaning from\n        # inside surface to outside)\n        values, indices = torch.min(cost_matrix, -1)\n        mask_sign_change = values < 0\n        mask_pos_to_neg = sdf[torch.arange(n_rays), indices, 0] > 0\n\n        # Define mask where a valid depth value is found\n        mask = mask_sign_change & mask_pos_to_neg\n\n        # Get depth values and function values for the interval\n        d_low = starts[torch.arange(n_rays), indices, 0][mask]\n        v_low = sdf[torch.arange(n_rays), indices, 0][mask]\n\n        indices = torch.clamp(indices + 1, max=n_samples - 1)\n        d_high = starts[torch.arange(n_rays), indices, 0][mask]\n        v_high = sdf[torch.arange(n_rays), indices, 0][mask]\n\n        # TODO secant method\n        # linear-interpolations\n        z = (v_low * d_high - v_high * d_low) / (v_low - v_high)\n\n        # make this simpler\n        origins = ray_samples.frustums.origins[torch.arange(n_rays), indices, :][mask]\n        directions = ray_samples.frustums.directions[torch.arange(n_rays), indices, :][mask]\n        surface_points = origins + directions * z[..., None]\n\n        if surface_points.shape[0] <= 0:\n            surface_points = torch.rand((1024, 3), device=sdf.device) - 0.5\n\n        # modify near and far values according current schedule\n        nears, fars = ray_bundle.nears.clone(), ray_bundle.fars.clone()\n        dists = fars - nears\n\n        ray_bundle.nears[mask] = z[:, None] - dists[mask] * self.delta\n        ray_bundle.fars[mask] = z[:, None] + dists[mask] * self.delta\n        # min max bound\n        ray_bundle.nears = torch.maximum(ray_bundle.nears, nears)\n        ray_bundle.fars = torch.minimum(ray_bundle.fars, fars)\n\n        # samples uniformly with new surface interval\n        ray_samples_interval = self.uniform_sampler(ray_bundle, num_samples=self.num_samples_interval)\n\n        # change back to original values\n        ray_bundle.nears = nears\n        ray_bundle.fars = fars\n\n        # merge sampled points\n        ray_samples = self.merge_ray_samples_in_eculidean(\n            ray_bundle, ray_samples_interval, ray_samples_uniform_importance\n        )\n\n        if return_surface_points:\n            return ray_samples, surface_points\n\n        return ray_samples\n\n    def merge_ray_samples_in_eculidean(\n        self, ray_bundle: RayBundle, ray_samples_1: RaySamples, ray_samples_2: RaySamples\n    ):\n        \"\"\"Merge two set of ray samples and return sorted index which can be used to merge sdf values\n\n        Args:\n            ray_samples_1 : ray_samples to merge\n            ray_samples_2 : ray_samples to merge\n        \"\"\"\n        starts_1 = ray_samples_1.spacing_to_euclidean_fn(ray_samples_1.spacing_starts[..., 0])\n        starts_2 = ray_samples_2.spacing_to_euclidean_fn(ray_samples_2.spacing_starts[..., 0])\n\n        end_1 = ray_samples_1.spacing_to_euclidean_fn(ray_samples_1.spacing_ends[:, -1:, 0])\n        end_2 = ray_samples_2.spacing_to_euclidean_fn(ray_samples_2.spacing_ends[:, -1:, 0])\n\n        end = torch.maximum(end_1, end_2)\n\n        euclidean_bins, _ = torch.sort(torch.cat([starts_1, starts_2], -1), -1)\n\n        euclidean_bins = torch.cat([euclidean_bins, end], dim=-1)\n\n        # Stop gradients\n        euclidean_bins = euclidean_bins.detach()\n\n        # TODO convert euclidean bins to spacing bins\n        bins = euclidean_bins\n\n        ray_samples = ray_bundle.get_ray_samples(\n            bin_starts=euclidean_bins[..., :-1, None],\n            bin_ends=euclidean_bins[..., 1:, None],\n            spacing_starts=bins[..., :-1, None],\n            spacing_ends=bins[..., 1:, None],\n            spacing_to_euclidean_fn=ray_samples_1.spacing_to_euclidean_fn,\n        )\n\n        return ray_samples\n\n    def secant_method(\n        self,\n        ray_bundle: Optional[RayBundle] = None,\n        sdf_fn: Optional[Callable] = None,\n    ):\n        \"\"\"run secant method to refine surface points\"\"\"\n        raise NotImplementedError\n\n\nclass NeuralReconWSampler(Sampler):\n    \"\"\"Voxel surface guided sampler in NeuralReconW.\"\"\"\n\n    def __init__(\n        self,\n        aabb,\n        coarse_binary_grid,\n        coarse_resolution: int = 32,\n        fine_resolution: int = 512,\n        num_samples: int = 8,\n        num_samples_importance: int = 16,\n        num_samples_boundary: int = 10,\n        steps_per_grid_update: int = 5000,\n        local_rank: int = 0,\n        single_jitter: bool = False,\n    ) -> None:\n        super().__init__()\n        self.aabb = aabb\n        self.coarse_resolution = coarse_resolution\n        self.fine_resolution = fine_resolution\n        self.num_samples = num_samples\n        self.num_samples_importance = num_samples_importance\n        self.num_samples_boundary = num_samples_boundary\n        self.single_jitter = single_jitter\n        self.steps_per_grid_update = steps_per_grid_update\n        self.local_rank = local_rank\n\n        # TODO remvoe 2.0 and create cube in the initialization\n        self.grid_size = self.coarse_resolution\n        self.voxel_size = 2.0 / self.grid_size\n        self.fine_grid_size = self.fine_resolution // self.grid_size\n\n        # for voxel guided sampling\n        self.uniform_sampler = UniformSampler(single_jitter=False)\n\n        # for surface guided sampling\n        self.neus_sampler = NeuSSampler(\n            num_samples=num_samples,\n            num_samples_importance=num_samples_importance,\n            num_samples_outside=0,\n            num_upsample_steps=2,\n            base_variance=512,\n        )\n\n        # for merge samples\n        self.unisurf_sampler = UniSurfSampler()\n\n        self.grid = nerfacc.OccupancyGrid(aabb.reshape(-1), resolution=self.coarse_resolution)\n        self._binary = coarse_binary_grid.reshape(\n            self.coarse_resolution, self.coarse_resolution, self.coarse_resolution\n        ).contiguous()\n        self._binary_fine = None\n\n        self.init_grid_coordinate()\n\n    def init_grid_coordinate(self):\n        # fine grid coordinates in each coarse voxel\n        offset = torch.linspace(-1.0, 1.0, self.fine_grid_size * 2 + 1)[1::2]\n        x, y, z = torch.meshgrid(offset, offset, offset, indexing=\"ij\")\n        fine_offset_cube = torch.stack([x, y, z], dim=-1).reshape(-1, 3) * self.voxel_size * 0.5\n\n        # coarse grid coordinates\n        offset = torch.linspace(-1.0 + self.voxel_size / 2.0, 1.0 - self.voxel_size / 2.0, self.grid_size)\n        x, y, z = torch.meshgrid(offset, offset, offset, indexing=\"ij\")\n        coarse_offset_cube = torch.stack([x, y, z], dim=-1).reshape(-1, 3)\n\n        self.register_buffer(\"coarse_offset_cube\", coarse_offset_cube)\n        self.register_buffer(\"fine_offset_cube\", fine_offset_cube)\n\n    @torch.no_grad()\n    def update_binary_grid(self, step, sdf_fn=None):\n        assert sdf_fn is not None\n        # bootstrap should needs longer if using only one gpus\n        if step >= self.steps_per_grid_update and step % self.steps_per_grid_update == 0:\n            device = self.coarse_offset_cube.device\n\n            mask = torch.zeros((self.grid_size**3, self.fine_grid_size**3), dtype=torch.bool, device=device)\n\n            occupied_voxel = self.coarse_offset_cube[self._binary.reshape(-1)]\n            fine_voxel = occupied_voxel[:, None] + self.fine_offset_cube[None, :]\n\n            fine_voxel = fine_voxel.reshape(-1, 3)\n            # save_points(\"fine_voxel.ply\", fine_voxel.cpu().numpy())\n\n            def evaluate(points):\n                z = []\n                for _, pnts in enumerate(torch.split(points, 100000, dim=0)):\n                    z.append(sdf_fn(pnts))\n                z = torch.cat(z, axis=0)\n                return z\n\n            sdf = evaluate(fine_voxel)\n            sdf = sdf.reshape(occupied_voxel.shape[0], self.fine_grid_size**3)\n            sdf_mask = sdf <= 0.0\n            mask[self._binary.reshape(-1)] = sdf_mask\n\n            self._binary_fine = (\n                mask.reshape([self.grid_size] * 3 + [self.fine_grid_size] * 3)\n                .permute(0, 3, 1, 4, 2, 5)\n                .reshape(self.fine_resolution, self.fine_resolution, self.fine_resolution)\n                .contiguous()\n            )\n\n            # offset = torch.linspace(-1.0, 1.0, self.fine_resolution * 2 + 1, device=device)[1::2]\n            # x, y, z = torch.meshgrid(offset, offset, offset, indexing=\"ij\")\n            # grid_coord = torch.stack([x, y, z], dim=-1).reshape(-1, 3)\n            # save_points(\"fine_voxel_valid.ply\", grid_coord[self._binary_fine.reshape(-1)].cpu().numpy())\n\n    def generate_ray_samples(\n        self,\n        ray_bundle: Optional[RayBundle] = None,\n        sdf_fn: Optional[Callable] = None,\n    ) -> Union[Tuple[RaySamples, torch.Tensor], RaySamples]:\n        assert ray_bundle is not None\n        assert sdf_fn is not None\n\n        # near and far from occupancy grids\n        packed_info, _, t_starts, t_ends = nerfacc.cuda.ray_marching(\n            ray_bundle.origins.contiguous(),\n            ray_bundle.directions.contiguous(),\n            ray_bundle.nears[:, 0].contiguous(),\n            ray_bundle.fars[:, 0].contiguous(),\n            self.grid.roi_aabb.contiguous(),\n            self._binary.to(ray_bundle.origins.device),\n            self.grid.contraction_type.to_cpp_version(),\n            1e-2,  # large value for coarse voxels\n            0.0,\n        )\n\n        tt_starts = nerfacc.unpack_data(packed_info, t_starts)\n        tt_ends = nerfacc.unpack_data(packed_info, t_ends)\n\n        hit_grid = (tt_starts > 0).any(dim=1)[:, 0]\n        if hit_grid.float().sum() > 0:\n            ray_bundle.nears[hit_grid] = tt_starts[hit_grid][:, 0]\n            ray_bundle.fars[hit_grid] = tt_ends[hit_grid].max(dim=1)[0]\n\n        # sample uniformly with currently nears and far\n        voxel_samples = self.uniform_sampler(ray_bundle, num_samples=self.num_samples_boundary)\n\n        if self._binary_fine is not None:\n            # near from finer occupancy grids\n            packed_info, _, t_starts, t_ends = nerfacc.cuda.ray_marching(\n                ray_bundle.origins.contiguous(),\n                ray_bundle.directions.contiguous(),\n                ray_bundle.nears[:, 0].contiguous(),\n                ray_bundle.fars[:, 0].contiguous(),\n                self.grid.roi_aabb.contiguous(),\n                self._binary_fine,\n                self.grid.contraction_type.to_cpp_version(),\n                1e-3,  # small value for fine voxels\n                0.0,\n            )\n\n            tt_starts = nerfacc.unpack_data(packed_info, t_starts)\n\n            # update with near and far\n            hit_grid = (tt_starts > 0).any(dim=1)[:, 0]\n            if hit_grid.float().sum() > 0:\n                ray_bundle.nears[hit_grid] = tt_starts[hit_grid][:, 0] - 0.03\n                ray_bundle.fars[hit_grid] = tt_starts[hit_grid][:, 0] + 0.03\n            else:\n                print(\"waring not intersection\")\n            print(\"sampling around surfaces\")\n\n        # surface guided sampling\n        surface_samples = self.neus_sampler(ray_bundle, sdf_fn=sdf_fn)\n\n        # merge samples\n        ray_samples = self.unisurf_sampler.merge_ray_samples_in_eculidean(ray_bundle, surface_samples, voxel_samples)\n\n        return ray_samples\n\n\nclass NeuSAccSampler(Sampler):\n    \"\"\"Voxel surface guided sampler in NeuralReconW.\"\"\"\n\n    def __init__(\n        self,\n        aabb,\n        neus_sampler: NeuSSampler = None,\n        resolution: int = 128,\n        num_samples: int = 8,\n        num_samples_importance: int = 16,\n        num_samples_boundary: int = 10,\n        steps_warpup: int = 2000,\n        steps_per_grid_update: int = 1000,\n        importance_sampling: bool = False,\n        local_rank: int = 0,\n        single_jitter: bool = False,\n    ) -> None:\n        super().__init__()\n        self.aabb = aabb\n        self.resolution = resolution\n        self.num_samples = num_samples\n        self.num_samples_importance = num_samples_importance\n        self.num_samples_boundary = num_samples_boundary\n        self.single_jitter = single_jitter\n        self.importance_sampling = importance_sampling\n        self.steps_warpup = steps_warpup\n        self.steps_per_grid_update = steps_per_grid_update\n        self.local_rank = local_rank\n        self.step_size = 0.01 / 5.0\n        self.alpha_thres = 0.001\n\n        # only supports cubic bbox for now\n        assert aabb[0, 0] == aabb[0, 1] and aabb[0, 0] == aabb[0, 2]\n        assert aabb[1, 0] == aabb[1, 1] and aabb[1, 0] == aabb[1, 2]\n        self.grid_size = self.resolution\n        self.voxel_size = (aabb[1, 0] - aabb[0, 0]) / self.grid_size\n\n        # nesu_sampler at the begining of training\n        self.neus_sampler = neus_sampler\n\n        self.grid = nerfacc.OccupancyGrid(aabb.reshape(-1), resolution=self.resolution)\n        self.register_buffer(\"_binary\", torch.ones((self.grid_size, self.grid_size, self.grid_size), dtype=torch.bool))\n        self.register_buffer(\"_update_counter\", torch.zeros(1, dtype=torch.int32))\n\n        self.init_grid_coordinate()\n\n    def init_grid_coordinate(self):\n        # coarse grid coordinates\n        aabb = self.aabb\n        offset_x = torch.linspace(\n            aabb[0, 0] + self.voxel_size / 2.0, aabb[1, 0] - self.voxel_size / 2.0, self.grid_size\n        )\n        offset_y = torch.linspace(\n            aabb[0, 1] + self.voxel_size / 2.0, aabb[1, 1] - self.voxel_size / 2.0, self.grid_size\n        )\n        offset_z = torch.linspace(\n            aabb[0, 2] + self.voxel_size / 2.0, aabb[1, 2] - self.voxel_size / 2.0, self.grid_size\n        )\n        x, y, z = torch.meshgrid(offset_x, offset_y, offset_z, indexing=\"ij\")\n        cube_coordinate = torch.stack([x, y, z], dim=-1).reshape(-1, 3)\n\n        self.register_buffer(\"cube_coordinate\", cube_coordinate)\n\n    def update_step_size(self, step, inv_s=None):\n        assert inv_s is not None\n        inv_s = inv_s().item()\n        self.step_size = 14.0 / inv_s / 16\n\n    @torch.no_grad()\n    def update_binary_grid(self, step, sdf_fn=None, inv_s=None):\n        assert sdf_fn is not None\n        assert inv_s is not None\n\n        if step >= self.steps_warpup and step % self.steps_per_grid_update == 0:\n\n            mask = self._binary.reshape(-1)\n            # TODO voxels can't be recovered once it is pruned\n            occupied_voxel = self.cube_coordinate[mask.reshape(-1)]\n\n            # save_points(\"occupied_voxel.ply\", occupied_voxel.cpu().numpy())\n\n            def evaluate(points):\n                z = []\n                for _, pnts in enumerate(torch.split(points, 100000, dim=0)):\n                    z.append(sdf_fn(pnts))\n                z = torch.cat(z, axis=0)\n                return z\n\n            sdf = evaluate(occupied_voxel)\n\n            # sdf_mask = sdf.abs() <= 0.04\n\n            # use maximum bound for sdf value\n            bound = self.voxel_size * (3**0.5) / 2.0\n            sdf = sdf.abs()\n            sdf = torch.maximum(sdf - bound, torch.zeros_like(sdf))\n\n            estimated_next_sdf = sdf - self.step_size * 0.5\n            estimated_prev_sdf = sdf + self.step_size * 0.5\n            inv_s = inv_s()\n            prev_cdf = torch.sigmoid(estimated_prev_sdf * inv_s)\n            next_cdf = torch.sigmoid(estimated_next_sdf * inv_s)\n\n            p = prev_cdf - next_cdf\n            c = prev_cdf\n\n            alpha = ((p + 1e-5) / (c + 1e-5)).clip(0.0, 1.0)\n            sdf_mask = alpha > self.alpha_thres\n\n            mask[mask.reshape(-1).clone()] = sdf_mask\n\n            self._binary = mask.reshape([self.grid_size] * 3).contiguous()\n\n            # save_points(\"voxel_valid.ply\", self.cube_coordinate[self._binary.reshape(-1)].cpu().numpy())\n\n            # TODO do we need dilation\n            # F.max_pool3d(M.float(), kernel_size=3, padding=1, stride=1).bool()\n            # save_points(\"voxel_valid_dilated.ply\", self.cube_coordinate[self._binary.reshape(-1)].cpu().numpy())\n            self._update_counter += 1\n\n    def create_ray_samples_from_ray_indices(self, ray_bundle: RayBundle, ray_indices, t_starts, t_ends):\n        rays_o = ray_bundle.origins[ray_indices]\n        rays_d = ray_bundle.directions[ray_indices]\n        camera_indices = ray_bundle.camera_indices[ray_indices]\n        deltas = t_ends - t_starts\n\n        frustums = Frustums(\n            origins=rays_o,  # [..., 1, 3]\n            directions=rays_d,  # [..., 1, 3]\n            starts=t_starts,  # [..., num_samples, 1]\n            ends=t_ends,  # [..., num_samples, 1]\n            pixel_area=torch.ones_like(t_starts),  # [..., 1, 1]\n        )\n\n        ray_samples = RaySamples(\n            frustums=frustums,\n            camera_indices=camera_indices,  # [..., 1, 1]\n            deltas=deltas,  # [..., num_samples, 1]\n        )\n        return ray_samples\n\n    @torch.no_grad()\n    def generate_ray_samples(\n        self,\n        ray_bundle: Optional[RayBundle] = None,\n        sdf_fn: Optional[Callable] = None,\n        alpha_fn: Optional[Callable] = None,\n    ) -> Union[Tuple[RaySamples, torch.Tensor], RaySamples]:\n        assert ray_bundle is not None\n        assert sdf_fn is not None\n\n        # sampler with original neus Sampler?\n        if self._update_counter.item() <= 0:\n            return self.neus_sampler(ray_bundle, sdf_fn=sdf_fn)\n\n        assert alpha_fn is not None\n\n        # sampling from occupancy grids\n        packed_info, ray_indices, t_starts, t_ends = nerfacc.cuda.ray_marching(\n            ray_bundle.origins.contiguous(),\n            ray_bundle.directions.contiguous(),\n            ray_bundle.nears[:, 0].contiguous(),\n            ray_bundle.fars[:, 0].contiguous(),\n            self.grid.roi_aabb.contiguous(),\n            self._binary,\n            self.grid.contraction_type.to_cpp_version(),\n            self.step_size,  # TODO stepsize based on inv_s value?\n            0.0,\n        )\n\n        # create ray_samples with the intersection\n        ray_indices = ray_indices.long()\n        ray_samples = self.create_ray_samples_from_ray_indices(ray_bundle, ray_indices, t_starts, t_ends)\n\n        if self.importance_sampling and ray_samples.shape[0] > 0:\n            # save_points(\"first.ply\", ray_samples.frustums.get_start_positions().cpu().numpy().reshape(-1, 3))\n\n            alphas = alpha_fn(ray_samples)\n            weights = nerfacc.render_weight_from_alpha(alphas, ray_indices=ray_indices, n_rays=ray_bundle.shape[0])\n\n            # TODO make it configurable\n            # re sample\n            packed_info, t_starts, t_ends = nerfacc.ray_resampling(packed_info, t_starts, t_ends, weights[:, 0], 16)\n            ray_indices = nerfacc.unpack_info(packed_info, t_starts.shape[0])\n            ray_samples = self.create_ray_samples_from_ray_indices(ray_bundle, ray_indices, t_starts, t_ends)\n\n            # save_points(\"second.ply\", ray_samples.frustums.get_start_positions().cpu().numpy().reshape(-1, 3))\n\n        return ray_samples, ray_indices\n\n\nclass RayTracingSampler(Sampler):\n    \"\"\"Find sample points with ray tracing.\n    This sampler only finds the intersection points, assuming the SDFField is already trained,\n    thus is not suitable for training.\n    Handling of rays with non-convergent sphere-tracing results (e.g., in IDR) is ommitted.\n    \n    TODO: accelarate ray marching (lots of marching steps are too small)\n        - performing 64 st steps for each ray is too slow\n        - cuda implementation\n        - when the convergence criterion is met, additionally check if the volrend weights at the intersection point is above a threshold, if not, keep marching forward\n    NOTE:\n        - the sdf learned with VolRend might not be a valid sdf everywhere, especially near to the border of the fg bbox\n            - a ray might immediately converge near to the border of the fg bbox\n        - if the step_sizes are too consevative, some rays hitting surfaces (e.g., the ground plane) might not converge\n    \"\"\"\n    def __init__(\n        self,\n        sdf_threshold: float = 1.0e-4,  # TODO: tune the termination threshold\n        mid_points_criteria: bool = True,\n        mid_points_multiplier: float = 5.0,  # multiply sdf_threshold with this scaler if using the center of two consecutive marching points as convergence criterion\n        first_step_size: float = 1.0,\n        conservative_step_size: float = 0.5,  # use < 1.0 for conservative marching, since the sdf_field learnt with VolRend might not be a valid sdf everywhere\n        line_search_step: float = 0.5,  # IDR: backward stepping of overly-marched steps\n        line_step_iters: int = 3,  # IDR: backward stepping of overly-marched steps\n        sphere_tracing_iters: int = 64,  # TODO: tune maximum number of st iters\n        conservative_iters: int = 32,  # perform ray marching with convervative step size at the starting iters\n        aabb: Optional[TensorType[2, 3]] = None,\n        start_aabb_ratio: Optional[float] = 0.0075  # TODO: tune start marching from the ray-aabb-intersection-point + aabb_side_len * start_aabb_ratio to avoid bad sdf values near to the aabb boundary\n    ) -> None:\n        super().__init__()\n        self.sdf_threshold = sdf_threshold\n        self.mid_points_criteria = mid_points_criteria\n        self.mid_pts_sdf_threshold = sdf_threshold * mid_points_multiplier\n        self.first_step_size = first_step_size\n        self.conservative_step_size = conservative_step_size\n        self.line_search_step = line_search_step\n        self.line_step_iters = line_step_iters\n        self.sphere_tracing_iters = sphere_tracing_iters\n        self.conservative_iters = conservative_iters\n        self.aabb = nn.Parameter(aabb, requires_grad=False) if aabb is not None else None\n        self.start_aabb_ratio = start_aabb_ratio\n        \n        if aabb is not None:\n            # assert (aabb[0].abs() == aabb[1].abs()).all(), \"only support symmetric aabb for now\"\n            extra_start_offset = (aabb[1] - aabb[0]) * start_aabb_ratio\n            new_aabb = torch.stack([aabb[0] + extra_start_offset, aabb[1] - extra_start_offset], dim=0)\n            self.extra_start_offset = nn.Parameter(extra_start_offset, requires_grad=False)\n            self.new_aabb = nn.Parameter(new_aabb, requires_grad=False)\n            self.axes = nn.Parameter(torch.eye(3, dtype=aabb.dtype), requires_grad=False)\n        \n    @torch.no_grad()\n    def generate_ray_samples(\n        self,\n        ray_bundle: RayBundle,\n        sdf_fn: Callable  # (..., 3) -> (..., 1)\n    ) -> Tuple[RaySamples, TensorType[\"bs\": ..., 1, 1]]:\n        ray_bundle = self.adjust_aabb_intersection(ray_bundle)\n        \n        # sphere tracing from near to far\n        curr_pts, acc_dist, non_convergent_masks = self.sphere_tracing(ray_bundle, sdf_fn)  # (..., c)\n        # compute non-convergent masks (assign a arbitrary intersection point, use zeros for now)\n        # donnot update the original no_intersect_mask since volrend depends on it\n        \n        # build RaySamples with a single point per ray (should we sample around the intersection point?)\n        shaped_ray_bundle = ray_bundle[..., None]\n        frustums = Frustums(\n            origins=shaped_ray_bundle.origins,  # [..., 1, 3]\n            directions=shaped_ray_bundle.directions,  # [..., 1, 3]\n            starts=acc_dist[..., None, [0]],  # [..., 1, 1]\n            ends=acc_dist[..., None, [0]],  # [..., 1, 1]\n            pixel_area=shaped_ray_bundle.pixel_area,  # [..., 1, 1]\n        )\n        ray_samples = RaySamples(\n            frustums=frustums,\n            camera_indices=shaped_ray_bundle.camera_indices,\n            metadata=shaped_ray_bundle.metadata,\n        )\n        return ray_samples, non_convergent_masks[..., None]\n    \n    def adjust_aabb_intersection(self, ray_bundle: RayBundle) -> RayBundle:\n        \"\"\"#adjust the 1st ray-aabb intersection to avoid bad sdf around boundary\"\"\"\n        if self.aabb is None:\n            return ray_bundle\n        \n        aabb = self.aabb  # (2, 3) assume symmetric\n        assert (aabb[0].abs() == aabb[1].abs()).all(), \"only support symmetric aabb for now\"\n        offset = self.extra_start_offset  # (3, )\n        ray_bundle = deepcopy(ray_bundle)\n        ray_o, ray_d = ray_bundle.origins, ray_bundle.directions\n        near, far = ray_bundle.nears, ray_bundle.fars\n        intersect_mask = ~ray_bundle.metadata[\"no_intersect_mask\"][..., 0]\n        ray_o, ray_d, near, far = map(lambda x: x[intersect_mask], [ray_o, ray_d, near, far])\n        \n        # compute offset along ray\n        p = torch.addcmul(ray_o, ray_d, near)\n        \n        intersect_axis_idx = (p.abs() - aabb[1]).abs().argmin(dim=-1)  # (n, )\n        intersect_axis = self.axes[intersect_axis_idx]  # (n, 3)\n        _cos = ((ray_d * intersect_axis).sum(-1) / ray_d.norm(dim=-1)).abs()  # (n, )\n        ray_dist_offset = offset[intersect_axis_idx] / (_cos + 1e-8)  # (n, )\n        \n        # some rays may not intersect with the new aabb\n        new_p = torch.addcmul(ray_o, ray_d, near + ray_dist_offset[..., None])\n        # _new_non_intersect = (new_p.abs() - self.new_aabb[1] > 1e-4).any(-1)  # this causes some rays hitting the intersection of two plane to be mistakenly discarded\n        _new_non_intersect = (new_p.abs() - aabb[1] > 1e-4).any(-1)\n        non_intersect_mask = ~intersect_mask.clone()\n        non_intersect_mask[intersect_mask] = _new_non_intersect\n        \n        # update ray_bundle\n        ray_bundle.nears[intersect_mask] += ray_dist_offset[..., None]\n        ray_bundle.metadata[\"no_intersect_mask\"] = non_intersect_mask[..., None]\n        return ray_bundle\n    \n    def sphere_tracing(self, ray_bundle: RayBundle, sdf_fn: Callable):\n        \"\"\"Perform iterative sphere tracing.\n        ref: kaolin-wisp\n        \n        Returns:\n            intersection_points: (..., 3)\n            intersection_ray_dists: (..., 3)\n            non_convergent_masks: (..., 1)\n        \"\"\"\n        prefix_dims = ray_bundle.origins.shape[:-1]\n        rays_o, rays_d = ray_bundle.origins.view(-1, 3), ray_bundle.directions.view(-1, 3)  # (n, 3)\n        nears, fars = ray_bundle.nears.view(-1, 1), ray_bundle.fars.view(-1, 1)  # (n, 1)\n        zeros = torch.zeros_like(nears)\n        _dtype = torch.float32  # sdf_fn might return float16\n        \n        # initialization\n        if ray_bundle.metadata is not None and \"no_intersect_mask\" in ray_bundle.metadata:\n            no_intersect_masks = ray_bundle.metadata[\"no_intersect_mask\"].view(-1)\n        else:  # there might not be \"no_intersect_mask\" (e.g., during mesh extraction)\n            no_intersect_masks = torch.zeros_like(nears, dtype=torch.bool).view(-1)\n        mask = (~no_intersect_masks).clone()[..., None]  # (n, 1) non-convergent rays: only trace rays intersecting with the fg box\n        x = torch.addcmul(rays_o, rays_d, nears)  # (n, 3) current positions\n        hit = torch.zeros_like(nears, dtype=torch.bool)  # mask of rays hitting the surface\n        acc_dist = torch.where(mask, nears, fars)  # fars: maximum acc_dist\n        if not mask.any():  # e.g., all ray samples are from the background\n            return x, acc_dist, ~mask\n        \n        dist = zeros.clone()  # current marching distance\n        # the first step size should be especially conservative, since sdf near to the ray-aabb intersection might be invalid and causes a overshoot.\n        dist[mask[..., 0]] = sdf_fn(x[mask[..., 0]]).to(_dtype) * self.first_step_size\n        dist_prev = dist.clone()\n        # __import__('pudb').set_trace()  # 查看是否有初始点的sdf很接近0\n        # iterative ray marching\n        for i in range(self.sphere_tracing_iters):\n            step_size = self.conservative_step_size if i < self.conservative_iters else 1.0\n            \n            # update non-convergent masks\n            acc_dist += dist\n            x = torch.where(mask, torch.addcmul(rays_o, rays_d, acc_dist), x)  # (n, 3)\n            hit = torch.where(mask, dist.abs() <= self.sdf_threshold, hit)  # criteria-1\n            if self.mid_points_criteria:\n                hit |= torch.where(mask, ((dist + dist_prev) / 2).abs() <= self.mid_pts_sdf_threshold, hit)  # criteria-2\n            # TODO: for rays satisfying criteria-2, compute the accurate intersection pt w/ secant method or LinInterp\n            mask = torch.where(mask, acc_dist < fars, mask)  # criteria-3\n            mask &= ~hit\n            if not mask.any():\n                break\n            dist_prev = torch.where(mask, dist, dist_prev)\n            \n            # marching forward\n            dist[~mask] = 0  # TODO: handle criteria-2 rays\n            dist[mask[..., 0]] = sdf_fn(x[mask[..., 0]]).to(_dtype) * step_size\n        \n        # mask |= no_intersect_masks[..., None]\n        non_hit_mask = ~hit | no_intersect_masks[..., None]\n        \n        # reshape with prefix_dims\n        x = x.reshape(*prefix_dims, 3)\n        acc_dist = acc_dist.reshape(*prefix_dims, 1)\n        non_hit_mask = non_hit_mask.reshape(*prefix_dims, 1)\n        return x, acc_dist, non_hit_mask\n    \n    def _sphere_tracing_idr(self, ray_bundle: RayBundle, sdf_fn: Callable):\n        \"\"\"\n        non_convergent_masks definition:\n            1. sphere-tracing is not convergent / intersection points falling beyond the far plane\n            2. 1 & forward tracing dist < backward tracing dist (IDR)\n        \n        Returns:\n            intersection_points: (..., 3)\n            intersection_ray_dists: (..., 3)\n            non_convergent_masks: (..., 1)\n        \"\"\"\n        # TODO: share torch.zeros_like()\n        prefix_dims = ray_bundle.origins.shape[:-1]\n        origins, directions = ray_bundle.origins.view(-1, 3), ray_bundle.directions.view(-1, 3)  # (n, 3)\n        nears, fars = ray_bundle.nears.view(-1, 1), ray_bundle.fars.view(-1, 1)  # (n, )\n        \n        forward_pts = origins + directions * nears  # (n, 3)\n        if ray_bundle.metadata is not None and \"no_intersect_mask\" in ray_bundle.metadata:\n            no_intersect_masks = ray_bundle.metadata[\"no_intersect_mask\"].view(-1)\n        else:  # there might not be \"no_intersect_mask\" (e.g., during mesh extraction)\n            no_intersect_masks = torch.zeros_like(nears, dtype=torch.bool).view(-1)\n        non_convergent_masks = (~no_intersect_masks).clone()  # (..., ) only trace rays intersecting with the fg box\n        # initialize start positions with the 1st ray-aabb intersection\n        curr_forward_pts = torch.where(non_convergent_masks[..., None],\n                                       forward_pts, torch.zeros_like(forward_pts))  # (n, 3)\n        acc_forward_dist = torch.where(non_convergent_masks[..., None],\n                                       nears, torch.zeros_like(nears))  # (n, 1)\n        if not non_convergent_masks.any():\n            return curr_forward_pts, acc_forward_dist, non_convergent_masks\n        \n        # iterative sphere tracing\n        i_sphere_tracing = 0\n        next_sdf_forward = torch.zeros_like(acc_forward_dist)\n        _sdf_dtype = next_sdf_forward.dtype\n        next_sdf_forward[non_convergent_masks] = sdf_fn(curr_forward_pts[non_convergent_masks]).to(_sdf_dtype)\n        curr_sdf_forward = next_sdf_forward.clone()\n        while True:\n            # TODO: when using the mid-pt as criteria, compute the intersection pt w/ LinInterp / Secant method\n            curr_sdf_forward = torch.where(non_convergent_masks[..., None],\n                                           next_sdf_forward, torch.zeros_like(next_sdf_forward))\n            \n            # update masks\n            # non_convergent_masks = non_convergent_masks & (curr_sdf_forward > self.sdf_threshold)[..., 0]\n            non_convergent_masks = non_convergent_masks & (curr_sdf_forward.abs() > self.sdf_threshold)[..., 0]\n            \n            # early stop\n            if non_convergent_masks.sum() == 0 or i_sphere_tracing == self.sphere_tracing_iters:\n                break\n            i_sphere_tracing += 1\n            \n            # perform ray marching\n            acc_forward_dist = acc_forward_dist + curr_sdf_forward  # FIXME: the last curr_sdf_forward is not correct (manually set to zero)\n            curr_forward_pts = origins + directions * acc_forward_dist\n            \n            # correct overshooting marching steps (pts falling inside the surface)\n            next_sdf_forward = torch.zeros_like(acc_forward_dist)\n            next_sdf_forward[non_convergent_masks] = sdf_fn(curr_forward_pts[non_convergent_masks]).to(_sdf_dtype)\n            uncorrected_forward = (next_sdf_forward < 0)[..., 0]\n            i_correction = 0\n            # step backwards with increasing step size until the sdf is positive\n            while uncorrected_forward.sum() > 0 and i_correction < self.line_step_iters:\n                # step backward\n                backward_step = ((1 - self.line_search_step) / (2**i_correction)) * curr_sdf_forward[uncorrected_forward]\n                acc_forward_dist[uncorrected_forward] -= backward_step\n                curr_forward_pts[uncorrected_forward] = (origins + directions * acc_forward_dist)[uncorrected_forward]\n                # compute new sdf\n                next_sdf_forward[uncorrected_forward] = sdf_fn(curr_forward_pts[uncorrected_forward]).to(_sdf_dtype)\n                # update mask\n                uncorrected_forward = (next_sdf_forward < 0)[..., 0]\n                i_correction += 1\n            \n        # non_convergent_masks = non_convergent_masks & (acc_forward_dist < acc_backward_dist)[..., 0]  # (n, 1)\n        non_convergent_masks = non_convergent_masks | no_intersect_masks\n        non_convergent_masks[(acc_forward_dist > fars)[..., 0]] = True\n        \n        # reshape with prefix_dims\n        curr_forward_pts = curr_forward_pts.reshape(*prefix_dims, 3)\n        acc_forward_dist = acc_forward_dist.reshape(*prefix_dims, 1)\n        non_convergent_masks = non_convergent_masks.reshape(*prefix_dims, )\n        return curr_forward_pts, acc_forward_dist, non_convergent_masks\n\n\nclass DummySampler(Sampler):\n    \"\"\"A dummy sampler which just use the origins of ray_bundle as the ray samples \"\"\"\n    def __init__(self):\n        super().__init__()\n        \n    def generate_ray_samples(self, ray_bundle: RayBundle) -> RaySamples:\n        shaped_ray_bundle = ray_bundle[..., None]\n        origins = shaped_ray_bundle.origins  # [..., 1, 3]\n        zeros = torch.zeros_like(origins)\n        \n        # set zero starts and zero origins -> frustums.get_start_positions() = origins\n        frustums = Frustums(\n            origins=origins,  # [..., 1, 3]\n            directions=zeros,  # [..., 1, 3]\n            starts=zeros[..., [0]],  # [..., 1, 1]\n            ends=zeros[..., [0]],\n            pixel_area=torch.ones_like(origins[..., [0]])\n        )\n        ray_samples = RaySamples(\n            frustums=frustums,\n            camera_indices=zeros[..., [0]],\n        )\n        return ray_samples\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/model_components/renderers.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\"\"\"\nCollection of renderers\n\nExample:\n\n.. code-block:: python\n\n    field_outputs = field(ray_sampler)\n    weights = ray_sampler.get_weights(field_outputs[FieldHeadNames.DENSITY])\n\n    rgb_renderer = RGBRenderer()\n    rgb = rgb_renderer(rgb=field_outputs[FieldHeadNames.RGB], weights=weights)\n\n\"\"\"\nimport math\nfrom typing import Optional, Union, Type\nfrom dataclasses import dataclass, field\n\nimport nerfacc\nimport torch\nfrom torch import nn\nfrom torchtyping import TensorType\nfrom typing_extensions import Literal\n\nfrom torch.nn import functional as F\n\nfrom nerfstudio.configs.base_config import InstantiateConfig\nfrom nerfstudio.cameras.rays import RaySamples\nfrom nerfstudio.utils.math import components_from_spherical_harmonics\nfrom nerfstudio.utils.pointclouds import BasicPointClouds\n\n\nclass RGBRenderer(nn.Module):\n    \"\"\"Standard volumetic rendering.\n\n    Args:\n        background_color: Background color as RGB. Uses random colors if None.\n    \"\"\"\n    def __init__(\n        self,\n        background_color: Union[Literal[\"random\", \"last_sample\"], TensorType[3]] = \"random\"\n    ) -> None:\n        super().__init__()\n        self.background_color = background_color\n\n    @classmethod\n    def combine_rgb(\n        cls,\n        rgb: TensorType[\"bs\":..., \"num_samples\", 3],\n        weights: TensorType[\"bs\":..., \"num_samples\", 1],\n        background_color: Union[Literal[\"random\", \"last_sample\"], TensorType[3]] = \"random\",\n        ray_indices: Optional[TensorType[\"num_samples\"]] = None,\n        num_rays: Optional[int] = None,\n    ) -> TensorType[\"bs\":..., 3]:\n        \"\"\"Composite samples along ray and render color image\n\n        Args:\n            rgb: RGB for each sample\n            weights: Weights for each sample\n            background_color: Background color as RGB.\n            ray_indices: Ray index for each sample, used when samples are packed.\n            num_rays: Number of rays, used when samples are packed.\n\n        Returns:\n            Outputs rgb values.\n        \"\"\"\n        if ray_indices is not None and num_rays is not None:\n            # Necessary for packed samples from volumetric ray sampler\n            if background_color == \"last_sample\":\n                raise NotImplementedError(\n                    \"Background color 'last_sample' not implemented for packed samples.\"\n                )\n            comp_rgb = nerfacc.accumulate_along_rays(weights, ray_indices, rgb, num_rays)\n            accumulated_weight = nerfacc.accumulate_along_rays(weights, ray_indices, None, num_rays)\n        else:\n            comp_rgb = torch.sum(weights * rgb, dim=-2)\n            accumulated_weight = torch.sum(weights, dim=-2)\n\n        if background_color == \"last_sample\":\n            background_color = rgb[..., -1, :]\n        if background_color == \"random\":\n            background_color = torch.rand_like(comp_rgb).to(rgb.device)\n\n        assert isinstance(background_color, torch.Tensor)\n        comp_rgb = comp_rgb + background_color.to(weights.device) * (1.0 - accumulated_weight)\n\n        return comp_rgb\n\n    def forward(\n        self,\n        rgb: TensorType[\"bs\":..., \"num_samples\", 3],\n        weights: TensorType[\"bs\":..., \"num_samples\", 1],\n        ray_indices: Optional[TensorType[\"num_samples\"]] = None,\n        num_rays: Optional[int] = None,\n    ) -> TensorType[\"bs\":..., 3]:\n        \"\"\"Composite samples along ray and render color image\n\n        Args:\n            rgb: RGB for each sample\n            weights: Weights for each sample\n            ray_indices: Ray index for each sample, used when samples are packed.\n            num_rays: Number of rays, used when samples are packed.\n\n        Returns:\n            Outputs of rgb values.\n        \"\"\"\n\n        rgb = self.combine_rgb(\n            rgb,\n            weights,\n            background_color=self.background_color,\n            ray_indices=ray_indices,\n            num_rays=num_rays\n        )\n        if not self.training:\n            torch.clamp_(rgb, min=0.0, max=1.0)\n        return rgb\n\n\nclass SHRenderer(nn.Module):\n    \"\"\"Render RGB value from spherical harmonics.\n\n    Args:\n        background_color: Background color as RGB. Uses random colors if None\n        activation: Output activation.\n    \"\"\"\n    def __init__(\n        self,\n        background_color: Union[Literal[\"random\", \"last_sample\"], TensorType[3]] = \"random\",\n        activation: Optional[nn.Module] = nn.Sigmoid(),\n    ) -> None:\n        super().__init__()\n        self.background_color = background_color\n        self.activation = activation\n\n    def forward(\n        self,\n        sh: TensorType[..., \"num_samples\", \"coeffs\"],\n        directions: TensorType[..., \"num_samples\", 3],\n        weights: TensorType[..., \"num_samples\", 1],\n    ) -> TensorType[..., 3]:\n        \"\"\"Composite samples along ray and render color image\n\n        Args:\n            sh: Spherical hamonics coefficients for each sample\n            directions: Sample direction\n            weights: Weights for each sample\n\n        Returns:\n            Outputs of rgb values.\n        \"\"\"\n\n        sh = sh.view(*sh.shape[:-1], 3, sh.shape[-1] // 3)\n\n        levels = int(math.sqrt(sh.shape[-1]))\n        components = components_from_spherical_harmonics(levels=levels, directions=directions)\n\n        rgb = sh * components[..., None, :]  # [..., num_samples, 3, sh_components]\n        rgb = torch.sum(sh, dim=-1) + 0.5  # [..., num_samples, 3]\n\n        if self.activation is not None:\n            self.activation(rgb)\n\n        rgb = RGBRenderer.combine_rgb(rgb, weights, background_color=self.background_color)\n\n        return rgb\n\n\nclass AccumulationRenderer(nn.Module):\n    \"\"\"Accumulated value along a ray.\"\"\"\n    @classmethod\n    def forward(\n        cls,\n        weights: TensorType[\"bs\":..., \"num_samples\", 1],\n        ray_indices: Optional[TensorType[\"num_samples\"]] = None,\n        num_rays: Optional[int] = None,\n    ) -> TensorType[\"bs\":..., 1]:\n        \"\"\"Composite samples along ray and calculate accumulation.\n\n        Args:\n            weights: Weights for each sample\n            ray_indices: Ray index for each sample, used when samples are packed.\n            num_rays: Number of rays, used when samples are packed.\n\n        Returns:\n            Outputs of accumulated values.\n        \"\"\"\n\n        if ray_indices is not None and num_rays is not None:\n            # Necessary for packed samples from volumetric ray sampler\n            accumulation = nerfacc.accumulate_along_rays(weights, ray_indices, None, num_rays)\n        else:\n            accumulation = torch.sum(weights, dim=-2)\n        return accumulation\n\n\nclass DepthRenderer(nn.Module):\n    \"\"\"Calculate depth along ray.\n\n    Depth Method:\n        - median: Depth is set to the distance where the accumulated weight reaches 0.5.\n        - expected: Expected depth along ray. Same procedure as rendering rgb, but with depth.\n\n    Args:\n        method: Depth calculation method.\n    \"\"\"\n    def __init__(self, method: Literal[\"median\", \"expected\"] = \"median\") -> None:\n        super().__init__()\n        self.method = method\n\n    def forward(\n        self,\n        weights: TensorType[..., \"num_samples\", 1],\n        ray_samples: RaySamples,\n        ray_indices: Optional[TensorType[\"num_samples\"]] = None,\n        num_rays: Optional[int] = None,\n    ) -> TensorType[..., 1]:\n        \"\"\"Composite samples along ray and calculate depths.\n\n        Args:\n            weights: Weights for each sample.\n            ray_samples: Set of ray samples.\n            ray_indices: Ray index for each sample, used when samples are packed.\n            num_rays: Number of rays, used when samples are packed.\n\n        Returns:\n            Outputs of depth values.\n        \"\"\"\n\n        if self.method == \"median\":\n            steps = (ray_samples.frustums.starts + ray_samples.frustums.ends) / 2\n\n            if ray_indices is not None and num_rays is not None:\n                raise NotImplementedError(\n                    \"Median depth calculation is not implemented for packed samples.\"\n                )\n            cumulative_weights = torch.cumsum(weights[..., 0], dim=-1)  # [..., num_samples]\n            split = torch.ones((*weights.shape[:-2], 1), device=weights.device) * 0.5  # [..., 1]\n            median_index = torch.searchsorted(cumulative_weights, split, side=\"left\")  # [..., 1]\n            median_index = torch.clamp(median_index, 0, steps.shape[-2] - 1)  # [..., 1]\n            median_depth = torch.gather(steps[..., 0], dim=-1, index=median_index)  # [..., 1]\n            return median_depth\n        if self.method == \"expected\":\n            eps = 1e-10\n            steps = (ray_samples.frustums.starts + ray_samples.frustums.ends) / 2\n\n            if ray_indices is not None and num_rays is not None:\n                # Necessary for packed samples from volumetric ray sampler\n                depth = nerfacc.accumulate_along_rays(weights, ray_indices, steps, num_rays)\n                accumulation = nerfacc.accumulate_along_rays(weights, ray_indices, None, num_rays)\n                depth = depth / (accumulation + eps)\n            else:\n                depth = torch.sum(weights * steps, dim=-2) / (torch.sum(weights, -2) + eps)\n\n            depth = torch.clip(depth, steps.min(), steps.max())\n\n            return depth\n\n        raise NotImplementedError(f\"Method {self.method} not implemented\")\n\n\nclass UncertaintyRenderer(nn.Module):\n    \"\"\"Calculate uncertainty along the ray.\"\"\"\n    @classmethod\n    def forward(\n        cls, betas: TensorType[\"bs\":..., \"num_samples\", 1], weights: TensorType[\"bs\":...,\n                                                                                \"num_samples\", 1]\n    ) -> TensorType[\"bs\":..., 1]:\n        \"\"\"Calculate uncertainty along the ray.\n\n        Args:\n            betas: Uncertainty betas for each sample.\n            weights: Weights of each sample.\n\n        Returns:\n            Rendering of uncertainty.\n        \"\"\"\n        uncertainty = torch.sum(weights * betas, dim=-2)\n        return uncertainty\n\n\nclass SemanticRenderer(nn.Module):\n    \"\"\"Calculate semantics along the ray.\"\"\"\n    @classmethod\n    def forward(\n        cls,\n        semantics: TensorType[\"bs\":..., \"num_samples\", \"num_classes\"],\n        weights: TensorType[\"bs\":..., \"num_samples\", 1],\n    ) -> TensorType[\"bs\":..., \"num_classes\"]:\n        \"\"\"Calculate semantics along the ray.\"\"\"\n        sem = torch.sum(weights * semantics, dim=-2)\n        return sem\n\n\nclass NormalsRenderer(nn.Module):\n    \"\"\"Calculate normals along the ray.\"\"\"\n    @classmethod\n    def forward(\n        cls,\n        normals: TensorType[\"bs\":..., \"num_samples\", 3],\n        weights: TensorType[\"bs\":..., \"num_samples\", 1],\n    ) -> TensorType[\"bs\":..., 3]:\n        \"\"\"Calculate normals along the ray.\"\"\"\n        n = torch.sum(weights * normals, dim=-2)\n        return n\n\n\nclass FeatureRenderer(nn.Module):\n    \"\"\"Calculate feature along the ray.\"\"\"\n    @classmethod\n    def forward(\n        cls,\n        features: TensorType[\"bs\":..., \"num_samples\", \"nc_features\"],\n        weights: TensorType[\"bs\":..., \"num_samples\", 1],\n    ) -> TensorType[\"bs\":..., \"nc_features\"]:\n        \"\"\"Calculate features along the ray.\"\"\"\n        feat = torch.sum(weights * features, dim=-2)\n        return feat\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/model_components/scene_colliders.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nScene Colliders\n\"\"\"\n\nfrom __future__ import annotations\n\nimport torch\nfrom torch import nn\nfrom torchtyping import TensorType\n\nfrom nerfstudio.cameras.rays import RayBundle\nfrom nerfstudio.data.scene_box import SceneBox\nfrom nerfstudio.utils import profiler\n\nclass SceneCollider(nn.Module):\n    \"\"\"Module for setting near and far values for rays.\"\"\"\n\n    def __init__(self, **kwargs) -> None:\n        self.kwargs = kwargs\n        super().__init__()\n\n    def set_nears_and_fars(self, ray_bundle) -> RayBundle:\n        \"\"\"To be implemented.\"\"\"\n        raise NotImplementedError\n\n    def forward(self, ray_bundle: RayBundle) -> RayBundle:\n        \"\"\"Sets the nears and fars if they are not set already.\"\"\"\n        if ray_bundle.nears is not None and ray_bundle.fars is not None:\n            return ray_bundle\n        return self.set_nears_and_fars(ray_bundle)\n\n\nclass AABBBoxCollider(SceneCollider):\n    \"\"\"Module for colliding rays with the scene box to compute near and far values.\n\n    Args:\n        scene_box: scene box to apply to dataset\n    \"\"\"\n\n    def __init__(self, scene_box: SceneBox, near_plane: float = 0.0, **kwargs) -> None:\n        super().__init__(**kwargs)\n        self.scene_box = scene_box\n        self.near_plane = near_plane\n\n    def _intersect_with_aabb(\n        self, rays_o: TensorType[\"num_rays\", 3], rays_d: TensorType[\"num_rays\", 3], aabb: TensorType[2, 3]\n    ):\n        \"\"\"Returns collection of valid rays within a specified near/far bounding box along with a mask\n        specifying which rays are valid\n\n        Args:\n            rays_o: (num_rays, 3) ray origins\n            rays_d: (num_rays, 3) ray directions\n            aabb: (2, 3) This is [min point (x,y,z), max point (x,y,z)]\n        \"\"\"\n        # avoid divide by zero\n        dir_fraction = 1.0 / (rays_d + 1e-6)\n\n        # x\n        t1 = (aabb[0, 0] - rays_o[:, 0:1]) * dir_fraction[:, 0:1]\n        t2 = (aabb[1, 0] - rays_o[:, 0:1]) * dir_fraction[:, 0:1]\n        # y\n        t3 = (aabb[0, 1] - rays_o[:, 1:2]) * dir_fraction[:, 1:2]\n        t4 = (aabb[1, 1] - rays_o[:, 1:2]) * dir_fraction[:, 1:2]\n        # z\n        t5 = (aabb[0, 2] - rays_o[:, 2:3]) * dir_fraction[:, 2:3]\n        t6 = (aabb[1, 2] - rays_o[:, 2:3]) * dir_fraction[:, 2:3]\n\n        nears = torch.max(\n            torch.cat([torch.minimum(t1, t2), torch.minimum(t3, t4), torch.minimum(t5, t6)], dim=1), dim=1\n        ).values\n        fars = torch.min(\n            torch.cat([torch.maximum(t1, t2), torch.maximum(t3, t4), torch.maximum(t5, t6)], dim=1), dim=1\n        ).values\n\n        # clamp to near plane\n        near_plane = self.near_plane if self.training else 0\n        nears = torch.clamp(nears, min=near_plane)\n        fars = torch.maximum(fars, nears + 1e-6)  # NOTE: this would cause numerical issue when sample along the ray\n\n        return nears, fars\n\n    def set_nears_and_fars(self, ray_bundle: RayBundle) -> RayBundle:\n        \"\"\"Intersects the rays with the scene box and updates the near and far values.\n        Populates nears and fars fields and returns the ray_bundle.\n\n        Args:\n            ray_bundle: specified ray bundle to operate on\n        \"\"\"\n        aabb = self.scene_box.aabb\n        nears, fars = self._intersect_with_aabb(ray_bundle.origins, ray_bundle.directions, aabb)\n        ray_bundle.nears = nears[..., None]\n        ray_bundle.fars = fars[..., None]\n        return ray_bundle\n\n\nclass NearFarCollider(SceneCollider):\n    \"\"\"Sets the nears and fars with fixed values.\n\n    Args:\n        near_plane: distance to near plane\n        far_plane: distance to far plane\n    \"\"\"\n\n    def __init__(self, near_plane: float, far_plane: float, **kwargs) -> None:\n        self.near_plane = near_plane\n        self.far_plane = far_plane\n        super().__init__(**kwargs)\n\n    def set_nears_and_fars(self, ray_bundle: RayBundle) -> RayBundle:\n        ones = torch.ones_like(ray_bundle.origins[..., 0:1])\n        near_plane = self.near_plane if self.training else 0\n        ray_bundle.nears = ones * near_plane\n        ray_bundle.fars = ones * self.far_plane\n        return ray_bundle\n\n\nclass SphereCollider(SceneCollider):\n    \"\"\"Sets the nears and fars with ray-sphere intersection.\n    \"\"\"\n\n    def __init__(self, radius: float = 1., near_plane: float = 0.1, far_plane: float = 1000.0, **kwargs) -> None:\n        super().__init__(**kwargs)\n        self.radius = radius\n        self.near_plane = near_plane\n        self.far_plane = far_plane\n\n    def forward(self, ray_bundle: RayBundle) -> RayBundle:\n        rr = self.radius ** 2\n        ray_cam_dot = (ray_bundle.directions * ray_bundle.origins).sum(dim=-1, keepdims=True)  # negative\n        no_intersect_mask = ray_cam_dot >= 0\n        dd = ray_bundle.origins.norm(p=2, dim=-1, keepdim=True) ** 2 - ray_cam_dot ** 2\n        no_intersect_mask |= (dd >= rr)\n        half_len_squared = rr - dd\n        \n        intersections = torch.sqrt(half_len_squared) * dd.new_tensor([-1, 1]) - ray_cam_dot\n        nears, fars = intersections[:, [0]], intersections[:, [1]]\n        nears = torch.where(no_intersect_mask, torch.full_like(nears, self.near_plane), nears)\n        fars = torch.where(no_intersect_mask, torch.full_like(fars, self.far_plane), fars)\n        \n        ray_bundle.nears = nears\n        ray_bundle.fars = fars\n        if isinstance(ray_bundle.metadata, dict):\n            ray_bundle.metadata[\"no_intersect_mask\"] = no_intersect_mask\n        else:\n            ray_bundle.metadata = {\"no_intersect_mask\": no_intersect_mask}\n        \n        return ray_bundle\n\n\nclass AABBBoxNearFarCollider(SceneCollider):\n    \"\"\"Use AABBBoxCollider for rays intersecting the scene box and NearFarCollider otherwise.\n    \n    NOTE: the distance nears and fars inferred from ray-aabb intersection can be near, which cannot be handled properly using float32.\n    \"\"\"\n    \n    def __init__(self, scene_box: SceneBox, near_plane: float = 0.1, far_plane: float = 1000.0, **kwargs) -> None:\n        super().__init__(**kwargs)\n        self.scene_box = scene_box\n        self.near_plane = near_plane\n        self.far_plane = far_plane\n    \n    def _intersect_with_aabb(\n        self, rays_o: TensorType[\"num_rays\", 3], rays_d: TensorType[\"num_rays\", 3], aabb: TensorType[2, 3]\n    ):\n        \"\"\"Compute nears and fars for all rays. \"\"\"\n        # avoid divide by zero\n        dir_fraction = 1.0 / (rays_d + 1e-6)\n\n        # x\n        t1 = (aabb[0, 0] - rays_o[:, 0:1]) * dir_fraction[:, 0:1]\n        t2 = (aabb[1, 0] - rays_o[:, 0:1]) * dir_fraction[:, 0:1]\n        # y\n        t3 = (aabb[0, 1] - rays_o[:, 1:2]) * dir_fraction[:, 1:2]\n        t4 = (aabb[1, 1] - rays_o[:, 1:2]) * dir_fraction[:, 1:2]\n        # z\n        t5 = (aabb[0, 2] - rays_o[:, 2:3]) * dir_fraction[:, 2:3]\n        t6 = (aabb[1, 2] - rays_o[:, 2:3]) * dir_fraction[:, 2:3]\n        \n        tx_min, tx_max = torch.minimum(t1, t2), torch.maximum(t1, t2)\n        ty_min, ty_max = torch.minimum(t3, t4), torch.maximum(t3, t4)\n        tz_min, tz_max = torch.minimum(t5, t6), torch.maximum(t5, t6)\n        \n        # no_intersect_mask = torch.logical_or(\n        #     torch.logical_or(tx_min > ty_max, tx_min > tz_max),\n        #     torch.logical_or(ty_min > tx_max, tz_min > tx_max)\n        # )[..., 0]\n        \n        nears = torch.max(torch.cat([tx_min, ty_min, tz_min], dim=1), dim=1).values\n        fars = torch.min(torch.cat([tx_max, ty_max, tz_max], dim=1), dim=1).values\n        no_intersect_mask = torch.logical_or(nears - fars >= -1e-3, fars <= 0)  # use nears >= fars might cause the nears and fars being too close, which finally leads to negative weights due to numerical issues.\n        bottom_intersect_mask = (~no_intersect_mask) & (fars == t4[..., 0])  # fars == t4 & t4 == ty_max\n        nears = torch.where(no_intersect_mask, torch.full_like(nears, self.near_plane), nears)  # type: ignore\n        fars = torch.where(no_intersect_mask, torch.full_like(fars, self.far_plane), fars)  # type: ignore\n        return nears, fars, no_intersect_mask, bottom_intersect_mask\n    \n    def set_nears_and_fars(self, ray_bundle: RayBundle) -> RayBundle:\n        \"\"\"Intersects the rays with the scene box and updates the near and far values.\n        Populates nears and fars fields and returns the ray_bundle.\n\n        Args:\n            ray_bundle: specified ray bundle to operate on\n        \"\"\"\n        # TODO: use NearFarCollider if not intersection found\n        aabb = self.scene_box.aabb\n        nears, fars, no_intersect_mask, bottom_intersect_mask = self._intersect_with_aabb(\n            ray_bundle.origins, ray_bundle.directions, aabb\n        )\n        ray_bundle.nears = nears[..., None]\n        ray_bundle.fars = fars[..., None]\n        if isinstance(ray_bundle.metadata, dict):\n            ray_bundle.metadata[\"no_intersect_mask\"] = no_intersect_mask[..., None]\n            ray_bundle.metadata[\"bottom_intersect_mask\"] = bottom_intersect_mask[..., None]\n        else:\n            ray_bundle.metadata = {\n                \"no_intersect_mask\": no_intersect_mask[..., None],\n                \"bottom_intersect_mask\": bottom_intersect_mask[..., None],\n            }\n        return ray_bundle\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/models/__init__.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/models/base_model.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nBase Model implementation which takes in RayBundles\n\"\"\"\n\nfrom __future__ import annotations\n\nfrom abc import abstractmethod\nfrom collections import defaultdict\nfrom dataclasses import dataclass, field\nfrom typing import Any, Dict, List, Optional, Tuple, Type\nfrom tqdm import tqdm\nfrom rich.console import Console\n\nimport torch\nfrom torch import nn\nfrom torch.nn import Parameter\n\nfrom nerfstudio.cameras.rays import RayBundle\nfrom nerfstudio.configs.base_config import InstantiateConfig\nfrom nerfstudio.configs.config_utils import to_immutable_dict\nfrom nerfstudio.data.scene_box import SceneBox\nfrom nerfstudio.engine.callbacks import TrainingCallback, TrainingCallbackAttributes\nfrom nerfstudio.model_components.scene_colliders import NearFarCollider\n\nCONSOLE = Console(width=120)\n\n# Model related configs\n@dataclass\nclass ModelConfig(InstantiateConfig):\n    \"\"\"Configuration for model instantiation\"\"\"\n\n    _target: Type = field(default_factory=lambda: Model)\n    \"\"\"target class to instantiate\"\"\"\n    enable_collider: bool = True\n    \"\"\"Whether to create a scene collider to filter rays.\"\"\"\n    collider_params: Optional[Dict[str, float]] = to_immutable_dict({\"near_plane\": 2.0, \"far_plane\": 6.0})\n    \"\"\"parameters to instantiate scene collider with\"\"\"\n    loss_coefficients: Dict[str, float] = to_immutable_dict({\"rgb_loss_coarse\": 1.0, \"rgb_loss_fine\": 1.0})\n    \"\"\"parameters to instantiate density field with\"\"\"\n    eval_num_rays_per_chunk: int = 4096\n    \"\"\"specifies number of rays per chunk during eval\"\"\"\n\n\nclass Model(nn.Module):\n    \"\"\"Model class\n    Where everything (Fields, Optimizers, Samplers, Visualization, etc) is linked together. This should be\n    subclassed for custom NeRF model.\n\n    Args:\n        config: configuration for instantiating model\n        scene_box: dataset scene box\n    \"\"\"\n\n    config: ModelConfig\n\n    def __init__(\n        self,\n        config: ModelConfig,\n        scene_box: SceneBox,\n        num_train_data: int,\n        world_size: int = 1,\n        local_rank: int = 0,\n        **kwargs,\n    ) -> None:\n        super().__init__()\n        self.config = config\n        self.scene_box = scene_box\n        self.num_train_data = num_train_data\n        self.kwargs = kwargs\n        self.collider = None\n        self.world_size = world_size\n        self.local_rank = local_rank\n\n        self.populate_modules()  # populate the modules\n        self.callbacks = None\n        # to keep track of which device the nn.Module is on\n        self.device_indicator_param = nn.Parameter(torch.empty(0))\n\n    @property\n    def device(self):\n        \"\"\"Returns the device that the model is on.\"\"\"\n        return self.device_indicator_param.device\n\n    def get_training_callbacks(  # pylint:disable=no-self-use\n        self, training_callback_attributes: TrainingCallbackAttributes  # pylint: disable=unused-argument\n    ) -> List[TrainingCallback]:\n        \"\"\"Returns a list of callbacks that run functions at the specified training iterations.\"\"\"\n        return []\n\n    def populate_modules(self):\n        \"\"\"Set the necessary modules to get the network working.\"\"\"\n        # default instantiates optional modules that are common among many networks\n        # NOTE: call `super().populate_modules()` in subclasses\n\n        if self.config.enable_collider:\n            self.collider = NearFarCollider(\n                near_plane=self.config.collider_params[\"near_plane\"], far_plane=self.config.collider_params[\"far_plane\"]\n            )\n\n    @abstractmethod\n    def get_param_groups(self) -> Dict[str, List[Parameter]]:\n        \"\"\"Obtain the parameter groups for the optimizers\n\n        Returns:\n            Mapping of different parameter groups\n        \"\"\"\n\n    @abstractmethod\n    def get_outputs(self, ray_bundle: RayBundle) -> Dict[str, torch.Tensor]:\n        \"\"\"Takes in a Ray Bundle and returns a dictionary of outputs.\n\n        Args:\n            ray_bundle: Input bundle of rays. This raybundle should have all the\n            needed information to compute the outputs.\n\n        Returns:\n            Outputs of model. (ie. rendered colors)\n        \"\"\"\n\n    def forward(self, ray_bundle: RayBundle) -> Dict[str, torch.Tensor]:\n        \"\"\"Run forward starting with a ray bundle. This outputs different things depending on the configuration\n        of the model and whether or not the batch is provided (whether or not we are training basically)\n\n        Args:\n            ray_bundle: containing all the information needed to render that ray latents included\n        \"\"\"\n\n        if self.collider is not None:\n            ray_bundle = self.collider(ray_bundle)\n\n        return self.get_outputs(ray_bundle)\n\n    def get_metrics_dict(self, outputs, batch) -> Dict[str, torch.Tensor]:\n        \"\"\"Compute and returns metrics.\n\n        Args:\n            outputs: the output to compute loss dict to\n            batch: ground truth batch corresponding to outputs\n        \"\"\"\n        # pylint: disable=unused-argument\n        # pylint: disable=no-self-use\n        return {}\n\n    @abstractmethod\n    def get_loss_dict(self, outputs, batch, metrics_dict=None, **kwargs) -> Dict[str, torch.Tensor]:\n        \"\"\"Computes and returns the losses dict.\n\n        Args:\n            outputs: the output to compute loss dict to\n            batch: ground truth batch corresponding to outputs\n            metrics_dict: dictionary of metrics, some of which we can use for loss\n        \"\"\"\n\n    @torch.no_grad()\n    def get_outputs_for_camera_ray_bundle(self, camera_ray_bundle: RayBundle) -> Dict[str, torch.Tensor]:\n        \"\"\"Takes in camera parameters and computes the output of the model.\n\n        Args:\n            camera_ray_bundle: ray bundle to calculate outputs over\n        \"\"\"\n        num_rays_per_chunk = self.config.eval_num_rays_per_chunk\n        image_height, image_width = camera_ray_bundle.origins.shape[:2]\n        num_rays = len(camera_ray_bundle)\n        outputs_lists = defaultdict(list)\n        for i in tqdm(range(0, num_rays, num_rays_per_chunk), desc='Rendering ray chunks'):\n            # TODO: ignore some keys / only store specific keys\n            start_idx = i\n            end_idx = i + num_rays_per_chunk\n            ray_bundle = camera_ray_bundle.get_row_major_sliced_ray_bundle(start_idx, end_idx)\n            outputs = self.forward(ray_bundle=ray_bundle)\n            for output_name, output in outputs.items():  # type: ignore\n                outputs_lists[output_name].append(output)\n        outputs = {}\n        for output_name, outputs_list in outputs_lists.items():\n            if not torch.is_tensor(outputs_list[0]):\n                # TODO: handle lists of tensors as well\n                continue\n            try:\n                outputs[output_name] = torch.cat(outputs_list).view(image_height, image_width, -1)  # type: ignore\n            except RuntimeError as err:\n                CONSOLE.print(f\"[bold red] Incompatible output shape: {output_name}: {torch.cat(outputs_list).shape}\")\n                raise err\n        return outputs\n\n    @abstractmethod\n    def get_image_metrics_and_images(\n        self, outputs: Dict[str, torch.Tensor], batch: Dict[str, torch.Tensor]\n    ) -> Tuple[Dict[str, float], Dict[str, torch.Tensor]]:\n        \"\"\"Writes the test image outputs.\n        TODO: This shouldn't return a loss\n\n        Args:\n            image_idx: Index of the image.\n            step: Current step.\n            batch: Batch of data.\n            outputs: Outputs of the model.\n\n        Returns:\n            A dictionary of metrics.\n        \"\"\"\n\n    def load_model(self, loaded_state: Dict[str, Any]) -> None:\n        \"\"\"Load the checkpoint from the given path\n\n        Args:\n            loaded_state: dictionary of pre-trained model states\n        \"\"\"\n        state = {key.replace(\"module.\", \"\"): value for key, value in loaded_state[\"model\"].items()}\n        self.load_state_dict(state)  # type: ignore\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/models/base_surface_model.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nImplementation of Base surface model.\n\"\"\"\n\nfrom __future__ import annotations\n\nfrom abc import abstractmethod\nfrom dataclasses import dataclass, field\nfrom functools import partial\nfrom typing import Any, Dict, List, Optional, Tuple, Type\n\nimport numpy as np\nimport torch\nimport torch.nn.functional as F\nfrom einops import repeat\nfrom rich.console import Console\nfrom torch.nn import ModuleList, Parameter\nfrom torchmetrics import PeakSignalNoiseRatio\nfrom torchmetrics.functional import structural_similarity_index_measure\nfrom torchmetrics.image.lpip import LearnedPerceptualImagePatchSimilarity\nfrom torchtyping import TensorType\nfrom typing_extensions import Literal\n\nfrom nerfstudio.cameras.rays import RayBundle\nfrom nerfstudio.engine.callbacks import (\n    TrainingCallback,\n    TrainingCallbackAttributes,\n    TrainingCallbackLocation,\n)\nfrom nerfstudio.field_components.encodings import NeRFEncoding\nfrom nerfstudio.field_components.field_heads import FieldHeadNames\nfrom nerfstudio.field_components.spatial_distortions import (\n    ForegroundAwareSceneContraction,\n    SceneContraction,\n)\nfrom nerfstudio.fields.density_fields import HashMLPDensityField\nfrom nerfstudio.fields.nerfacto_field import TCNNNerfactoField\nfrom nerfstudio.fields.sdf_field import SDFFieldConfig\nfrom nerfstudio.fields.vanilla_nerf_field import NeRFField\nfrom nerfstudio.model_components.losses import (\n    L1Loss,\n    MSELoss,\n    MultiViewLoss,\n    ScaleAndShiftInvariantLoss,\n    SensorDepthLoss,\n    compute_scale_and_shift,\n    interlevel_loss,\n    monosdf_normal_loss,\n)\nfrom nerfstudio.model_components.patch_warping import PatchWarping\nfrom nerfstudio.model_components.ray_samplers import (\n    LinearDisparitySampler,\n    ProposalNetworkSampler,\n    UniformLinDispPiecewiseSampler,\n)\nfrom nerfstudio.model_components.renderers import (\n    AccumulationRenderer,\n    DepthRenderer,\n    RGBRenderer,\n    SemanticRenderer,\n)\nfrom nerfstudio.model_components.scene_colliders import (\n    AABBBoxCollider,\n    AABBBoxNearFarCollider,\n    NearFarCollider,\n    SphereCollider,\n)\nfrom nerfstudio.models.base_model import Model, ModelConfig\nfrom nerfstudio.utils import colormaps, profiler, scheduler, writer\nfrom nerfstudio.utils.colors import get_color\nfrom nerfstudio.utils.pointclouds import BasicPointClouds\n\nCONSOLE = Console(width=120)\n\n\ndef map_range_val(input_val, input_start, input_end, output_start, output_end, type='linear', factor=1.):\n    input_clamped=max(input_start, min(input_end, input_val))\n    input_relative = (input_clamped - input_start) / (input_end - input_start)\n\n    if type == 'linear':\n        return output_start + (output_end - output_start) * input_relative\n    elif type == 'exp':\n        return output_start + (output_end - output_start) * (np.exp(factor*input_relative) - 1) / (np.exp(factor) - 1)\n    elif type == 'log':\n        return output_start + (output_end - output_start) * np.log1p(factor*input_relative) / np.log(1+factor) # log base 2\n    else:\n        raise NotImplementedError\n\n@dataclass\nclass SurfaceModelConfig(ModelConfig):\n    \"\"\"Nerfacto Model Config\"\"\"\n\n    _target: Type = field(default_factory=lambda: SurfaceModel)\n    near_plane: float = 0.05\n    \"\"\"How far along the ray to start sampling.\"\"\"\n    far_plane: float = 4.0\n    \"\"\"How far along the ray to stop sampling.\"\"\"\n    far_plane_bg: float = 1000.0\n    \"\"\"How far along the ray to stop sampling of the background model.\"\"\"\n    background_color: Literal[\"random\", \"last_sample\", \"white\", \"black\"] = \"black\"\n    \"\"\"Whether to randomize the background color.\"\"\"\n    # fg_use_appearance_embedding: bool = False  # NOTE: directly set \"sdf_field.use_appearance_embedding\" instead\n    # \"\"\"Whether to use per-image appearance embedding in the fg model.\"\"\"\n    bg_use_appearance_embedding: bool = True\n    \"\"\"Whether to use per-image appearance embedding in the bg model.\"\"\"\n    bg_sampler_type: Literal[\"uniform_lin_disp\", \"lin_disp\", \"proposal_network\", \"none\"] = \"lin_disp\"\n    use_proposal_weight_anneal_bg: bool = True\n    use_average_appearance_embedding: bool = (\n        True  # FIXME: False use zero appearance embedding during inference, which leads to bad bg rendering.\n    )\n    \"\"\"Whether to use average appearance embedding or zeros for inference.\"\"\"\n    eikonal_loss_mult: float = 0.1\n    \"\"\"Monocular normal consistency loss multiplier.\"\"\"\n    fg_mask_loss_mult: float = 0.01\n    \"\"\"Foreground mask loss multiplier.\"\"\"\n    mono_normal_loss_mult: float = 0.002\n    \"\"\"Monocular normal consistency loss multiplier.\"\"\"\n    mono_depth_loss_mult: float = 0.0\n    \"\"\"Monocular depth consistency loss multiplier.\"\"\"\n    patch_warp_loss_mult: float = 0.0\n    \"\"\"Multi-view consistency warping loss multiplier.\"\"\"\n    patch_size: int = 11\n    \"\"\"Multi-view consistency warping loss patch size.\"\"\"\n    patch_warp_angle_thres: float = 0.3\n    \"\"\"Threshold for valid homograph of multi-view consistency warping loss\"\"\"\n    min_patch_variance: float = 0.01\n    \"\"\"Threshold for minimal patch variance\"\"\"\n    topk: int = 4\n    \"\"\"Number of minimal patch consistency selected for training\"\"\"\n    sensor_depth_truncation: float = 0.015\n    \"\"\"Sensor depth trunction, default value is 0.015 which means 5cm with a rough scale value 0.3 (0.015 = 0.05 * 0.3)\"\"\"\n    sensor_depth_l1_loss_mult: float = 0.0\n    \"\"\"Sensor depth L1 loss multiplier.\"\"\"\n    sensor_depth_freespace_loss_mult: float = 0.0\n    \"\"\"Sensor depth free space loss multiplier.\"\"\"\n    sensor_depth_sdf_loss_mult: float = 0.0\n    \"\"\"Sensor depth sdf loss multiplier.\"\"\"\n    sparse_points_sdf_loss_mult: float = 0.0\n    \"\"\"sparse point sdf loss multiplier\"\"\"\n    sdf_field: SDFFieldConfig = SDFFieldConfig()\n    \"\"\"Config for SDF Field\"\"\"\n    background_model: Literal[\"grid\", \"mlp\", \"none\"] = \"mlp\"\n    \"\"\"background models\"\"\"\n    render_background: bool = True\n    \"\"\"optionally disable bg rendering during testing\"\"\"\n    bg_hash_grid_num_levels: int = 16\n    \"\"\"num_levels for background hash grid\"\"\"\n    num_samples_outside: int = 32\n    \"\"\"Number of samples outside the bounding sphere for backgound\"\"\"\n    num_bg_proposal_samples_per_ray: Tuple[int, int] = (128, 64)\n    handle_no_intersection_rays: bool = True\n    \"\"\"whether to separately handle rays not intersecting the scene, usefull only when using AABBBoxNearFarCollider\"\"\"\n    handle_bottom_intersection_rays: bool = False\n    \"\"\"if a ray intersects the bottom plane of the fg aabb, ignore the querying of the bg model\"\"\"\n    periodic_tvl_mult: float = 0.0\n    \"\"\"Total variational loss mutliplier\"\"\"\n    overwrite_near_far_plane: bool = False\n    \"\"\"whether to use near and far collider from command line\"\"\"\n    scene_contraction_order: Literal[\"none\", \"inf\"] = \"inf\"\n    \"\"\"norm of the scene contraction, use l2-norm if none\"\"\"\n    scene_contraction_scale_factor: float = 1.0\n    \"\"\"Scale positions by this factor before applying contraction.\n    This is useful when the [-1, 1] region (no contraction) is too small and only covers a small portion of the scene.\n    \"\"\"\n    use_fg_aware_scene_contraction: bool = False\n    \"\"\"Use ForegroundAwareSceneContraction, which makes better use of the bg feature grid\"\"\"\n    fg_aware_scene_contraction_alpha: float = 5.0\n    \"\"\"map 1 < ||x|| <= alpha region to [[-1, -1/alpha], [1/alpha, 1]], bigger alpha leaves more space linearly uncontracted\"\"\"\n    curvature_loss_mult: float = 0.0\n    \"\"\"curvature loss in HashSDF\"\"\"\n    curvature_loss_n_iters: Optional[int] = None\n    \"\"\"number of iterations to apply curvature loss\"\"\"\n    ptcd_reg_fg_mult: float = 0.0\n    \"\"\"regularization with fg pointclouds\"\"\"\n    ptcd_reg_fg_n_pts_per_iter: int = 5000\n    ptcd_reg_plane_mult: float = 0.0\n    \"\"\"regularization with plane pointclouds\"\"\"\n    ptcd_reg_plane_n_pts_per_iter: int = 5000\n    ptcd_reg_n_iters: Optional[int] = None  # if None, apply ptcd_reg for the entire training\n    ptcd_reg_weight_anneal_fn: Literal[\"cosine\", \"exponential\", \"constant\"] = \"cosine\"\n    mask_beta_prior_mult: float = 0.0\n    \"\"\"beta prior regularization for the fg accumulation\"\"\"\n    mask_beta_prior_n_iters: Optional[int] = None\n    mask_beta_prior_anneal_fn: Literal[\"sine\", \"cosine\", \"exponential\", \"constant\"] = \"sine\"\n    depth_renderer_mode: Literal[\"expected\", \"median\"] = \"expected\"\n    mask_depth_with_acc: bool = False\n    \n    mono_normal_loss_warmup_steps: int = 5000\n    mono_normal_loss_steps: int = 20000\n    \"\"\" normal warmup steps \"\"\"\n\n    # init_normal_cos_thresh: float = 0.1 \n    normal_loss_final_scale: float = 5\n    # normal_decay_weight: float = 0.99995\n    \"\"\" adaptive normal loss \"\"\"\n\nclass SurfaceModel(Model):\n    \"\"\"Base surface model\n\n    Args:\n        config: Base surface model configuration to instantiate model\n    \"\"\"\n\n    config: SurfaceModelConfig\n\n    def __init__(self, *args, **kwargs):\n        super().__init__(*args, **kwargs)\n        self.handle_no_intersect_rays = self.config.handle_no_intersection_rays and isinstance(\n            self.collider, (AABBBoxNearFarCollider, SphereCollider)\n        )\n        self.handle_bottom_intersect_rays = self.config.handle_bottom_intersection_rays and isinstance(\n            self.collider, AABBBoxNearFarCollider\n        )\n        self._step = 0\n        self.ptcd_reg_anneal_fn = self._build_anneal_fn(\n            self.config.ptcd_reg_weight_anneal_fn, self.config.ptcd_reg_n_iters\n        )\n        if self.config.ptcd_reg_plane_mult > 0 and self.config.ptcd_reg_fg_mult == 0:\n            CONSOLE.print(\n                \"[bold red]Using plane-ptcd-reg w/o fg-ptcd-reg, this could degenerate fg reconstruction!\"\n            )  # due to imbalanced pt sampling\n        # TODO: build separate loss classes intergrating loss computation & weight scheduling\n\n    def populate_modules(self):\n        \"\"\"Set the fields and modules.\"\"\"\n        super().populate_modules()\n\n        self._build_scene_contraction()\n\n        self.field = self.config.sdf_field.setup(\n            aabb=self.scene_box.aabb,\n            spatial_distortion=self.scene_contraction,\n            num_images=self.num_train_data,\n            use_average_appearance_embedding=self.config.use_average_appearance_embedding,\n            compute_curvature_loss=self.config.curvature_loss_mult > 0,\n        )\n\n        self._build_collider()\n        self._build_bg_model_and_sampler()\n        self._build_renderers()\n\n        # patch warping\n        self.patch_warping = PatchWarping(\n            patch_size=self.config.patch_size, valid_angle_thres=self.config.patch_warp_angle_thres\n        )\n\n        # ptcd regularization\n        if self.config.ptcd_reg_fg_mult > 0 or self.config.ptcd_reg_plane_mult > 0:\n            self.ptcd_data: BasicPointClouds = self.kwargs[\"metadata\"][\"ptcd_data\"]\n\n        # losses\n        self.rgb_loss = L1Loss()\n        self.eikonal_loss = MSELoss()\n        self.depth_loss = ScaleAndShiftInvariantLoss(alpha=0.5, scales=1)\n        self.patch_loss = MultiViewLoss(\n            patch_size=self.config.patch_size, topk=self.config.topk, min_patch_variance=self.config.min_patch_variance\n        )\n        self.sensor_depth_loss = SensorDepthLoss(truncation=self.config.sensor_depth_truncation)\n\n        # metrics\n        self.psnr = PeakSignalNoiseRatio(data_range=1.0)\n        self.ssim = structural_similarity_index_measure\n        self.lpips = LearnedPerceptualImagePatchSimilarity()\n\n    def step_cb(self, step):\n        self._step = step\n\n    def _build_scene_contraction(self):\n        if not self.config.use_fg_aware_scene_contraction:\n            self.scene_contraction = SceneContraction(\n                order=float(\"inf\") if self.config.scene_contraction_order == \"inf\" else None,\n                scale_factor=self.config.scene_contraction_scale_factor,\n            )\n        else:\n            alpha = self.config.fg_aware_scene_contraction_alpha\n            CONSOLE.print(f\"[bold yellow]Using ForegroundAwareSceneContraction({alpha=})\")  # pyright: ignore\n            self.scene_contraction = ForegroundAwareSceneContraction(\n                order=float(\"inf\") if self.config.scene_contraction_order == \"inf\" else None,\n                alpha=alpha,\n                aabb=self.scene_box.aabb,\n                scale_factor=self.config.scene_contraction_scale_factor,\n            )\n\n    def get_param_groups(self) -> Dict[str, List[Parameter]]:\n        param_groups = {}\n        param_groups[\"fields\"] = list(self.field.parameters())\n        if self.config.background_model != \"none\":\n            param_groups[\"field_background\"] = list(self.field_background.parameters())\n        else:\n            param_groups[\"field_background\"] = list(self.field_background)\n        if self.config.bg_sampler_type == \"proposal_network\":\n            param_groups[\"proposal_networks_bg\"] = list(self.proposal_networks_bg.parameters())\n        return param_groups\n\n    def get_training_callbacks(\n        self, training_callback_attributes: TrainingCallbackAttributes\n    ) -> List[TrainingCallback]:\n        callbacks = super().get_training_callbacks(training_callback_attributes)\n\n        callbacks.append(\n            TrainingCallback(\n                where_to_run=[TrainingCallbackLocation.AFTER_TRAIN_ITERATION],\n                update_every_num_iters=1,\n                func=self.step_cb,\n            )\n        )\n\n        if self.config.bg_sampler_type == \"proposal_network\" and self.config.use_proposal_weight_anneal_bg:\n            # anneal the weights of the proposal network before doing PDF sampling\n            N = 1000  # TODO：make configurable and tune\n            proposal_weights_anneal_slope = 10.0\n\n            def set_anneal(step):\n                # https://arxiv.org/pdf/2111.12077.pdf eq. 18\n                train_frac = np.clip(step / N, 0, 1)\n                bias = lambda x, b: (b * x) / ((b - 1) * x + 1)\n                anneal = bias(train_frac, proposal_weights_anneal_slope)\n                self.proposal_sampler_bg.set_anneal(anneal)\n\n            callbacks.append(\n                TrainingCallback(\n                    where_to_run=[TrainingCallbackLocation.BEFORE_TRAIN_ITERATION],\n                    update_every_num_iters=1,\n                    func=set_anneal,\n                )\n            )\n            callbacks.append(\n                TrainingCallback(\n                    where_to_run=[TrainingCallbackLocation.AFTER_TRAIN_ITERATION],\n                    update_every_num_iters=1,\n                    func=self.proposal_sampler_bg.step_cb,\n                )\n            )\n\n        return callbacks\n\n    def _build_collider(self) -> None:\n        # Collider\n        if self.scene_box.collider_type == \"near_far\":\n            self.collider = NearFarCollider(near_plane=self.scene_box.near, far_plane=self.scene_box.far)\n        elif self.scene_box.collider_type == \"box\":\n            self.collider = AABBBoxCollider(self.scene_box, near_plane=self.scene_box.near)\n        elif self.scene_box.collider_type == \"box_near_far\":\n            self.collider = AABBBoxNearFarCollider(\n                self.scene_box, near_plane=self.scene_box.near, far_plane=self.scene_box.far\n            )\n        elif self.scene_box.collider_type == \"sphere\":\n            self.collider = SphereCollider(radius=1.0, near_plane=self.scene_box.near, far_plane=self.scene_box.far)\n        else:\n            raise NotImplementedError\n\n        # command line near and far has highest priority\n        if self.config.overwrite_near_far_plane:\n            self.collider = NearFarCollider(near_plane=self.config.near_plane, far_plane=self.config.far_plane)\n\n    def _build_bg_model_and_sampler(self) -> None:\n        # background model\n        if self.config.background_model == \"grid\":\n            self.field_background = TCNNNerfactoField(\n                self.scene_box.aabb,\n                spatial_distortion=self.scene_contraction,\n                num_images=self.num_train_data,\n                use_appearance_embedding=self.config.bg_use_appearance_embedding,\n                use_average_appearance_embedding=self.config.use_average_appearance_embedding,\n                num_levels=self.config.bg_hash_grid_num_levels,\n            )\n        elif self.config.background_model == \"mlp\":\n            position_encoding = NeRFEncoding(\n                in_dim=3, num_frequencies=10, min_freq_exp=0.0, max_freq_exp=9.0, include_input=True\n            )\n            direction_encoding = NeRFEncoding(\n                in_dim=3, num_frequencies=4, min_freq_exp=0.0, max_freq_exp=3.0, include_input=True\n            )\n\n            self.field_background = NeRFField(\n                position_encoding=position_encoding,\n                direction_encoding=direction_encoding,\n                spatial_distortion=self.scene_contraction,\n                spatial_normalization_region=\"full\",\n            )\n        else:\n            # dummy background model\n            self.field_background = Parameter(torch.ones(1), requires_grad=False)\n\n        # background sampler\n        if self.config.bg_sampler_type == \"lin_disp\":\n            self.sampler_bg = LinearDisparitySampler(num_samples=self.config.num_samples_outside)\n        elif self.config.bg_sampler_type == \"uniform_lin_disp\":\n            self.sampler_bg = UniformLinDispPiecewiseSampler(num_samples=self.config.num_samples_outside)\n        elif self.config.bg_sampler_type == \"proposal_network\":\n            assert isinstance(\n                self.scene_contraction, ForegroundAwareSceneContraction\n            )  # otherwise, setup a separate contraction for bg proposal nets\n            self.density_fns_bg = []\n            self.proposal_networks_bg = ModuleList()\n            # assume using two proposal network with fixed hparams\n            prop_net_args = [\n                {\"hidden_dim\": 16, \"log2_hashmap_size\": 17, \"num_levels\": 5, \"max_res\": 64},\n                {\"hidden_dim\": 16, \"log2_hashmap_size\": 17, \"num_levels\": 5, \"max_res\": 256},\n            ]\n            proposal_warmup, proposal_update_every = 5000, 5\n            num_proposal_samples_per_ray = self.config.num_bg_proposal_samples_per_ray\n            for _args in prop_net_args:\n                network = HashMLPDensityField(\n                    self.scene_box.aabb,  # incorrect aabb as placeholder\n                    spatial_distortion=self.scene_contraction,\n                    spatial_normalization_region=\"full\",\n                    **_args,\n                )\n                self.proposal_networks_bg.append(network)\n                self.density_fns_bg.append(network.density_fn)\n\n            update_schedule = lambda step: np.clip(\n                np.interp(step, [0, proposal_warmup], [0, proposal_update_every]),\n                1,\n                self.config.proposal_update_every,\n            )\n            self.proposal_sampler_bg = ProposalNetworkSampler(\n                num_nerf_samples_per_ray=self.config.num_samples_outside,\n                num_proposal_samples_per_ray=num_proposal_samples_per_ray,\n                num_proposal_network_iterations=2,\n                use_uniform_sampler=False,  # use UniformLinDispPiecewiseSampler\n                single_jitter=True,\n                update_sched=update_schedule,\n            )\n        elif self.config.bg_sampler_type == \"none\":  # share sampler with fg\n            self.sampler_bg = None\n        else:\n            raise ValueError(f\"Unknown background sampler: {self.config.bg_sampler_type}\")\n\n    def _build_renderers(self) -> None:\n        background_color = (\n            get_color(self.config.background_color)\n            if self.config.background_color in set([\"white\", \"black\"])\n            else self.config.background_color\n        )\n        self.renderer_rgb = RGBRenderer(background_color=background_color)\n        self.renderer_accumulation = AccumulationRenderer()\n        self.renderer_depth = DepthRenderer(method=self.config.depth_renderer_mode)\n        self.renderer_normal = SemanticRenderer()\n\n    @abstractmethod\n    def sample_and_forward_field(self, ray_bundle: RayBundle) -> Dict:\n        \"\"\"_summary_\n        ray points sampling and field inference of the foreground field.\n\n        Args:\n            ray_bundle (RayBundle): _description_\n            return_samples (bool, optional): _description_. Defaults to False.\n        \"\"\"\n\n    # @profiler.time_function\n    def get_outputs(self, ray_bundle: RayBundle) -> Dict:\n        outputs, samples_and_field_outputs = self.fg_fields_query_and_render(ray_bundle)\n        outputs, samples_and_field_outputs_bg = self.bg_fields_query_and_render(\n            ray_bundle, samples_and_field_outputs, outputs\n        )\n        self._update_outptus_for_vis(outputs, samples_and_field_outputs, samples_and_field_outputs_bg)\n\n        # for auxilary field rendering (used by .get_output() methods of child classes)\n        outputs.update(\n            {\n                \"samples_and_field_outputs\": samples_and_field_outputs,\n                \"samples_and_field_outputs_bg\": samples_and_field_outputs_bg,\n            }\n        )\n\n        return outputs\n\n    def forward(self, ray_bundle: RayBundle) -> Dict[str, torch.Tensor]:\n        \"\"\"Run forward starting with a ray bundle.\n        This outputs different things depending on the configuration of the model\n        and whether or not the batch is provided (whether or not we are training basically)\n\n        Args:\n            ray_bundle: containing all the information needed to render that ray latents included\n        \"\"\"\n        if self.collider is not None:\n            ray_bundle = self.collider(ray_bundle)\n\n        outputs = self.get_outputs(ray_bundle)\n\n        # remove unnecessary items to avoid memory leak\n        for del_k in [\"samples_and_field_outputs\", \"samples_and_field_outputs_bg\"]:\n            if del_k in outputs:\n                del outputs[del_k]\n        return outputs\n\n    def fg_fields_query_and_render(self, ray_bundle: RayBundle) -> Dict[str, Any]:\n        \"\"\"query foreground fields and rendering\"\"\"\n        samples_and_field_outputs = self.sample_and_forward_field(ray_bundle=ray_bundle)\n\n        if self.handle_no_intersect_rays:\n            samples_and_field_outputs = self._handle_no_intersect_rays_fg(ray_bundle, samples_and_field_outputs)\n\n        field_outputs = samples_and_field_outputs[\"field_outputs\"]\n        ray_samples = samples_and_field_outputs[\"ray_samples\"]\n        weights = samples_and_field_outputs[\"weights\"]\n        bg_transmittance = samples_and_field_outputs[\"bg_transmittance\"]\n\n        rgb = self.renderer_rgb(rgb=field_outputs[FieldHeadNames.RGB], weights=weights)\n        ray_dist = self.renderer_depth(weights=weights, ray_samples=ray_samples)\n        depth = ray_dist / ray_bundle.directions_norm\n\n        accumulation = self.renderer_accumulation(weights=weights)\n\n        if self.config.mask_depth_with_acc:\n            depth[accumulation < 0.5] = 0.0  # for tsdf fusion to work properly\n\n        outputs = {\n            \"rgb\": rgb,\n            \"accumulation\": accumulation,\n            \"depth\": depth,\n            \"weights\": weights,\n            \"directions_norm\": ray_bundle.directions_norm,  # used to scale z_vals for free space and sdf loss\n            \"bg_transmittance\": bg_transmittance,\n        }\n\n        sample_normals = field_outputs.get(FieldHeadNames.NORMAL, None)\n        if sample_normals is not None:\n            normal = self.renderer_normal(semantics=sample_normals, weights=weights)\n            outputs.update({\"normal\": normal})\n\n        self._update_outputs_for_loss(ray_bundle, outputs, samples_and_field_outputs)\n\n        return outputs, samples_and_field_outputs\n\n    def bg_fields_query_and_render(\n        self, ray_bundle: RayBundle, samples_and_field_outputs_fg: Dict[str, Any], outputs: Dict[str, Any]\n    ) -> Dict[str, Any]:\n        if self.config.background_model == \"none\" or not self.config.render_background:\n            return outputs, {}\n\n        ray_bundle = self._reset_near_far_for_background(ray_bundle)\n\n        # bg field inference\n        samples_and_field_outputs_bg = self.sample_and_forward_field_bg(\n            ray_bundle, samples_and_field_outputs_fg, outputs\n        )\n        if self.handle_bottom_intersect_rays:  # TODO: ignore bg inference of rays intersecting the bottom plane\n            self._handle_bottom_intersect_rays_bg(ray_bundle, samples_and_field_outputs_bg)\n        weights_bg = samples_and_field_outputs_bg[\"weights\"]\n        ray_samples_bg = samples_and_field_outputs_bg[\"ray_samples\"]\n\n        # render background\n        rgb_bg = self.renderer_rgb(rgb=samples_and_field_outputs_bg[FieldHeadNames.RGB], weights=weights_bg)\n\n        depth_bg = self.renderer_depth(weights=weights_bg, ray_samples=ray_samples_bg)\n        accumulation_bg = self.renderer_accumulation(weights=weights_bg)\n\n        # merge background color to foregound color\n        rgb = outputs[\"rgb\"] + outputs[\"bg_transmittance\"] * rgb_bg\n        # TODO: update depth with background depth\n\n        outputs.update(\n            {\n                \"rgb\": rgb,\n                \"bg_rgb\": rgb_bg,\n                \"bg_accumulation\": accumulation_bg,\n                \"bg_depth\": depth_bg,\n                \"bg_weights\": weights_bg,\n            }\n        )\n        return outputs, samples_and_field_outputs_bg\n\n    def sample_and_forward_field_bg(\n        self, ray_bundle: RayBundle, samples_and_field_outputs_fg: Dict[str, Any], outputs: Dict[str, Any]\n    ):\n        if self.config.bg_sampler_type == \"proposal_network\":\n            return self._sample_and_forward_field_bg_proposal(ray_bundle, samples_and_field_outputs_fg, outputs)\n\n        ray_samples_bg = self.sampler_bg(ray_bundle)\n        field_outputs_bg = self.field_background(ray_samples_bg)\n        weights_bg = ray_samples_bg.get_weights(field_outputs_bg[FieldHeadNames.DENSITY])\n\n        samples_and_field_outputs_bg = {\"ray_samples\": ray_samples_bg, \"weights\": weights_bg, **field_outputs_bg}\n        return samples_and_field_outputs_bg\n\n    def _sample_and_forward_field_bg_proposal(\n        self, ray_bundle: RayBundle, samples_and_field_outputs_fg: Dict[str, Any], outputs: Dict[str, Any]\n    ):\n        ray_samples_bg, weights_list_bg, ray_samples_list_bg = self.proposal_sampler_bg(\n            ray_bundle, density_fns=self.density_fns_bg\n        )\n        field_outputs_bg = self.field_background(ray_samples_bg)\n        weights_bg = ray_samples_bg.get_weights(field_outputs_bg[FieldHeadNames.DENSITY])\n        # NOTE: weights_bg doesn't take bg_transmittance into account (i.e., weights_bg *= bg_transmittance)\n        # since the proposal_network_bg is unaware of the bg_transmittance\n        weights_list_bg.append(weights_bg.clone())\n        ray_samples_list_bg.append(ray_samples_bg)\n\n        samples_and_field_outputs_bg = {\n            \"ray_samples\": ray_samples_bg,\n            \"weights\": weights_bg,\n            \"weights_list\": weights_list_bg,\n            \"ray_samples_list\": ray_samples_list_bg,\n            **field_outputs_bg,\n        }\n        outputs.update(\n            {\n                \"weights_list_bg\": weights_list_bg,\n                \"ray_samples_list_bg\": ray_samples_list_bg,\n            }\n        )\n        return samples_and_field_outputs_bg\n\n    def _update_outputs_for_loss(self, ray_bundle: RayBundle, outputs: Dict, samples_and_field_outputs: Dict):\n        \"\"\"update outputs for loss computation\"\"\"\n        if self.training:  # compute gradients for eikonal loss\n            field_outputs = samples_and_field_outputs[\"field_outputs\"]\n            if FieldHeadNames.GRADIENT in field_outputs:\n                grad_points = field_outputs[FieldHeadNames.GRADIENT]\n                outputs.update({\"eik_grad\": grad_points})\n\n                # TODO volsdf use different point set for eikonal loss\n                # grad_points = self.field.gradient(eik_points)\n                # outputs.update({\"eik_grad\": grad_points})\n\n            outputs.update({\"curvature_losses\": field_outputs.get(\"curvature_losses\", None)})\n\n            outputs.update(samples_and_field_outputs)\n\n        if self.handle_no_intersect_rays:  # ignore loss computation of no-intersection rays\n            no_intersect_mask = ray_bundle.metadata[\"no_intersect_mask\"]  # [..., 1]\n            outputs.update({\"no_intersect_mask\": no_intersect_mask})\n        if self.handle_bottom_intersect_rays:  # ignore loss computation of rays intersecting the bottom plane\n            outputs.update({\"bottom_intersect_mask\": ray_bundle.metadata[\"bottom_intersect_mask\"]})\n\n    def _update_outptus_for_vis(\n        self, outputs: Dict, samples_and_field_outputs: Dict, samples_and_field_outputs_bg: Dict\n    ) -> None:\n        # proposal network depths\n        self._compute_prop_net_depths(outputs, samples_and_field_outputs)\n        self._compute_prop_net_depths(outputs, samples_and_field_outputs_bg, ouptut_key_prefix=\"prop_depth_bg\")\n\n        # accumulation -> mask\n        outputs[\"mask\"] = outputs[\"accumulation\"] > 0.5\n\n    def _compute_prop_net_depths(\n        self, outputs: Dict, samples_and_field_outputs: Dict, ouptut_key_prefix: str = \"prop_depth\"\n    ) -> None:\n        \"\"\"compute depths of proposal networks for visualization\"\"\"\n        # TODO how can we move it to neus_facto without out of memory\n        if \"weights_list\" not in samples_and_field_outputs:\n            return\n\n        weights_list = samples_and_field_outputs[\"weights_list\"]\n        ray_samples_list = samples_and_field_outputs[\"ray_samples_list\"]\n        for i in range(len(weights_list) - 1):\n            outputs[f\"{ouptut_key_prefix}_{i}\"] = self.renderer_depth(\n                weights=weights_list[i], ray_samples=ray_samples_list[i]\n            )\n\n    def _handle_no_intersect_rays_fg(self, ray_bundle: RayBundle, samples_and_field_outputs: Dict) -> Dict:\n        \"\"\"Handle rays not intersecting the foreground AABB.\n        Assign 0 weights for all fg queries and 1 for bg_transmittance to these rays.\n\n        Returns:\n            samples_and_field_outputs: with zero weights for the rays not intersecting the foreground AABB.\n        \"\"\"\n        weights = samples_and_field_outputs[\"weights\"]  # [..., num_samples, 1]\n        bg_transmittance = samples_and_field_outputs[\"bg_transmittance\"]  # [..., 1]\n        # ray_samples_list = samples_and_field_outputs[\"ray_samples_list\"]\n        num_samples = weights.shape[-2]\n        no_intersect_mask = ray_bundle.metadata[\"no_intersect_mask\"]  # [..., 1]\n\n        bg_transmittance = torch.where(no_intersect_mask, torch.ones_like(bg_transmittance), bg_transmittance)\n        no_intersect_mask = repeat(no_intersect_mask, \"... m -> ... n m\", n=num_samples)\n        weights = torch.where(no_intersect_mask, torch.zeros_like(weights), weights)\n        new_outputs = {\"weights\": weights, \"bg_transmittance\": bg_transmittance}\n\n        if \"weights_list\" in samples_and_field_outputs:\n            # TODO: delete this block since this might be meaningless, bacause rays without intersection are ignored\n            # when computing the proposal loss\n            weights_list = samples_and_field_outputs[\"weights_list\"]\n            weights_list.pop()\n            weights_list.append(weights)\n            new_outputs[\"weights_list\"] = weights_list\n\n        samples_and_field_outputs.update(new_outputs)\n        return samples_and_field_outputs\n\n    def _handle_bottom_intersect_rays_bg(self, ray_bundle: RayBundle, samples_and_field_outputs: Dict) -> Dict:\n        \"\"\"ignore ray samples in bg regions if the ray intersects the bottom plane.\"\"\"\n        weights = samples_and_field_outputs[\"weights\"]\n        num_samples = weights.shape[-2]\n        bottom_intersect_mask = ray_bundle.metadata[\"bottom_intersect_mask\"]\n        bottom_intersect_mask = repeat(bottom_intersect_mask, \"... m -> ... n m\", n=num_samples)\n        weights = torch.where(bottom_intersect_mask, torch.zeros_like(weights), weights)\n        samples_and_field_outputs.update({\"weights\": weights})\n\n    def _reset_near_far_for_background(self, ray_bundle: RayBundle) -> RayBundle:\n        if self.handle_no_intersect_rays:\n            # NOTE: self.config.far_plane_bg is not used, in favor of self.collider.far_plane\n            _nears, _fars = ray_bundle.nears, ray_bundle.fars\n            no_intersect_mask = ray_bundle.metadata[\"no_intersect_mask\"]\n            nears = torch.where(no_intersect_mask, _nears, _fars)\n            fars = torch.where(no_intersect_mask, _fars, torch.full_like(_fars, self.collider.far_plane))\n            ray_bundle.nears = nears\n            ray_bundle.fars = fars\n        else:\n            ray_bundle.nears = ray_bundle.fars\n            ray_bundle.fars = torch.ones_like(ray_bundle.fars) * self.config.far_plane_bg\n\n        return ray_bundle\n\n    def get_outputs_flexible(self, ray_bundle: RayBundle, additional_inputs: Dict[str, TensorType]) -> Dict:\n        \"\"\"run the model with additional inputs such as warping or rendering from unseen rays\n        Args:\n            ray_bundle: containing all the information needed to render that ray latents included\n            additional_inputs: addtional inputs such as images, src_idx, src_cameras\n\n        Returns:\n            dict: information needed for compute gradients\n        \"\"\"\n        if self.collider is not None:\n            ray_bundle = self.collider(ray_bundle)\n\n        outputs = self.get_outputs(ray_bundle)\n\n        ray_samples = outputs[\"ray_samples\"]\n        field_outputs = outputs[\"field_outputs\"]\n\n        if self.config.patch_warp_loss_mult > 0:\n            # patch warping\n            warped_patches, valid_mask = self.patch_warping(\n                ray_samples,\n                field_outputs[FieldHeadNames.SDF],\n                field_outputs[FieldHeadNames.NORMAL],\n                additional_inputs[\"src_cameras\"],\n                additional_inputs[\"src_imgs\"],\n                pix_indices=additional_inputs[\"uv\"],\n            )\n\n            outputs.update({\"patches\": warped_patches, \"patches_valid_mask\": valid_mask})\n\n        return outputs\n\n    # @profiler.time_function\n    def get_loss_dict(self, outputs, batch, metrics_dict=None, step=None) -> Dict:\n        loss_dict = {}\n        image = batch[\"image\"].to(self.device)\n        loss_dict[\"rgb_loss\"] = self.rgb_loss(image, outputs[\"rgb\"])\n        if self.training:\n            # eikonal loss\n            # TODO: additionally sample random points in the fg aabb and apply eikonal regularization\n            # especially near to the border of the fg aabb.\n            if \"eik_grad\" in outputs:\n                grad_theta = outputs[\"eik_grad\"]\n                # handle out-of-box points\n                if self.handle_no_intersect_rays:\n                    no_intersect_mask = outputs[\"no_intersect_mask\"].to(grad_theta.dtype)\n                    n_intersect_pts = (no_intersect_mask.nelement() - no_intersect_mask.sum()) * np.prod(\n                        grad_theta.shape[1:-1]\n                    )\n                    eikonal_loss = (\n                        ((grad_theta.norm(2, dim=-1) - 1) ** 2) * (1 - no_intersect_mask)\n                    ).sum() / n_intersect_pts\n                    loss_dict[\"eikonal_loss\"] = eikonal_loss * self.config.eikonal_loss_mult\n                else:\n                    loss_dict[\"eikonal_loss\"] = (\n                        (grad_theta.norm(2, dim=-1) - 1) ** 2\n                    ).mean() * self.config.eikonal_loss_mult\n\n            # foreground mask loss\n            if \"fg_mask\" in batch and self.config.fg_mask_loss_mult > 0.0:\n                fg_label = batch[\"fg_mask\"].float().to(self.device)\n                weights_sum = outputs[\"weights\"].sum(dim=1).clip(1e-3, 1.0 - 1e-3)\n                loss_dict[\"fg_mask_loss\"] = (\n                    F.binary_cross_entropy(weights_sum, fg_label) * self.config.fg_mask_loss_mult\n                )\n\n            # monocular normal loss\n            if \"normal\" in batch and self.config.mono_normal_loss_mult > 0.0:\n                if self._step > self.config.mono_normal_loss_warmup_steps:\n                    normal_gt = batch[\"normal\"].to(self.device)\n                    normal_pred = outputs[\"normal\"]\n                    normal_mask = (outputs[\"accumulation\"].detach().squeeze() > 0.95).float()\n                    normal_loss_scale = map_range_val(self._step, \n                                                    self.config.mono_normal_loss_warmup_steps, \n                                                    self.config.mono_normal_loss_steps, \n                                                    1, \n                                                    self.config.normal_loss_final_scale, \n                                                    type='log', factor=1.)\n\n                    normal_loss = monosdf_normal_loss(normal_pred * normal_mask[...,None], normal_gt * normal_mask[...,None])       \n                    loss_dict[\"normal_loss\"] = normal_loss * self.config.mono_normal_loss_mult * normal_loss_scale\n\n            # monocular depth loss\n            if \"depth\" in batch and self.config.mono_depth_loss_mult > 0.0:\n                # TODO check it's true that's we sample from only a single image\n                # TODO only supervised pixel that hit the surface and remove hard-coded scaling for depth\n                depth_gt = batch[\"depth\"].to(self.device)[..., None]\n                depth_pred = outputs[\"depth\"]\n\n                mask = torch.ones_like(depth_gt).reshape(1, 32, -1).bool()\n                loss_dict[\"depth_loss\"] = (\n                    self.depth_loss(depth_pred.reshape(1, 32, -1), (depth_gt * 50 + 0.5).reshape(1, 32, -1), mask)\n                    * self.config.mono_depth_loss_mult\n                )\n\n            # sensor depth loss\n            if \"sensor_depth\" in batch and (\n                self.config.sensor_depth_l1_loss_mult > 0.0\n                or self.config.sensor_depth_freespace_loss_mult > 0.0\n                or self.config.sensor_depth_sdf_loss_mult > 0.0\n            ):\n                l1_loss, free_space_loss, sdf_loss = self.sensor_depth_loss(batch, outputs)\n\n                loss_dict[\"sensor_l1_loss\"] = l1_loss * self.config.sensor_depth_l1_loss_mult\n                loss_dict[\"sensor_freespace_loss\"] = free_space_loss * self.config.sensor_depth_freespace_loss_mult\n                loss_dict[\"sensor_sdf_loss\"] = sdf_loss * self.config.sensor_depth_sdf_loss_mult\n\n            # multi-view photoconsistency loss as Geo-NeuS\n            if \"patches\" in outputs and self.config.patch_warp_loss_mult > 0.0:\n                patches = outputs[\"patches\"]\n                patches_valid_mask = outputs[\"patches_valid_mask\"]\n\n                loss_dict[\"patch_loss\"] = (\n                    self.patch_loss(patches, patches_valid_mask) * self.config.patch_warp_loss_mult\n                )\n\n            # sparse points sdf loss\n            if \"sparse_sfm_points\" in batch and self.config.sparse_points_sdf_loss_mult > 0.0:\n                sparse_sfm_points = batch[\"sparse_sfm_points\"].to(self.device)\n                sparse_sfm_points_sdf = self.field.forward_geonetwork(sparse_sfm_points)[:, 0].contiguous()\n                loss_dict[\"sparse_sfm_points_sdf_loss\"] = (\n                    torch.mean(torch.abs(sparse_sfm_points_sdf)) * self.config.sparse_points_sdf_loss_mult\n                )\n\n            # total variational loss for multi-resolution periodic feature volume\n            if self.config.periodic_tvl_mult > 0.0:\n                assert self.field.config.encoding_type == \"periodic\"\n                loss_dict[\"tvl_loss\"] = self.field.encoding.get_total_variation_loss() * self.config.periodic_tvl_mult\n\n            self._compute_curvature_loss(outputs, loss_dict)\n            self._compute_interlevel_loss_bg(outputs, loss_dict)\n            self._compute_ptcd_reg_fg(outputs, loss_dict)\n            self._compute_ptcd_reg_plane(outputs, loss_dict)\n\n        return loss_dict\n\n    # @profiler.time_function\n    def get_metrics_dict(self, outputs, batch) -> Dict:\n        metrics_dict = {}\n        image = batch[\"image\"].to(self.device)\n        metrics_dict[\"psnr\"] = self.psnr(outputs[\"rgb\"], image)\n        return metrics_dict\n\n    def get_image_metrics_and_images(\n        self, outputs: Dict[str, torch.Tensor], batch: Dict[str, torch.Tensor]\n    ) -> Tuple[Dict[str, float], Dict[str, torch.Tensor]]:\n        images_dict = {}\n        image = batch[\"image\"].to(self.device)\n        rgb = outputs[\"rgb\"]\n        acc = colormaps.apply_colormap(outputs[\"accumulation\"])\n\n        combined_rgb = torch.cat([image, rgb], dim=1)\n        combined_acc = torch.cat([acc], dim=1)\n        if \"depth\" in batch:\n            depth_gt = batch[\"depth\"].to(self.device)\n            depth_pred = outputs[\"depth\"]\n\n            # align to predicted depth and normalize\n            scale, shift = compute_scale_and_shift(\n                depth_pred[None, ..., 0], depth_gt[None, ...], depth_gt[None, ...] > 0.0\n            )\n            depth_pred = depth_pred * scale + shift\n\n            combined_depth = torch.cat([depth_gt[..., None], depth_pred], dim=1)\n            combined_depth = colormaps.apply_depth_colormap(combined_depth)\n        else:\n            # TODO: set depth[accumulation < 0.1] = depth[accumulation >= 0.1].min()\n            depth = colormaps.apply_depth_colormap(\n                outputs[\"depth\"],\n                accumulation=outputs[\"accumulation\"],\n            )\n            combined_depth = torch.cat([depth], dim=1)\n        images_dict = {\"img\": combined_rgb, \"accumulation\": combined_acc, \"depth\": combined_depth}\n\n        if \"normal\" in outputs:\n            normal = outputs[\"normal\"]\n            # don't need to normalize here\n            # normal = torch.nn.functional.normalize(normal, p=2, dim=-1)\n            normal = (normal + 1.0) / 2.0\n            if \"normal\" in batch:\n                normal_gt = (batch[\"normal\"].to(self.device) + 1.0) / 2.0\n                combined_normal = torch.cat([normal_gt, normal], dim=1)\n            else:\n                combined_normal = torch.cat([normal], dim=1)\n            images_dict.update({\"normal\": combined_normal})\n\n        if \"sensor_depth\" in batch:\n            sensor_depth = batch[\"sensor_depth\"]\n            depth_pred = outputs[\"depth\"]\n\n            combined_sensor_depth = torch.cat([sensor_depth[..., None], depth_pred], dim=1)\n            combined_sensor_depth = colormaps.apply_depth_colormap(combined_sensor_depth)\n            images_dict[\"sensor_depth\"] = combined_sensor_depth\n\n        if self.handle_no_intersect_rays:\n            self._get_no_intersection_ray_mask(outputs, images_dict)\n\n        if self.config.bg_sampler_type == \"proposal_network\":\n            for i in range(self.config.num_proposal_iterations):\n                key = f\"prop_depth_bg_{i}\"\n                # TODO: set depth[accumulation < 0.1] = depth[accumulation >= 0.1].min()\n                prop_depth_i = colormaps.apply_depth_colormap(outputs[key])\n                images_dict[key] = prop_depth_i\n\n        # Switch images from [H, W, C] to [1, C, H, W] for metrics computations\n        image = torch.moveaxis(image, -1, 0)[None, ...]\n        rgb = torch.moveaxis(rgb, -1, 0)[None, ...]\n\n        psnr = self.psnr(image, rgb)\n        ssim = self.ssim(image, rgb)\n        lpips = self.lpips(image, rgb)\n\n        # all of these metrics will be logged as scalars\n        metrics_dict = {\"psnr\": float(psnr.item()), \"ssim\": float(ssim)}  # type: ignore\n        metrics_dict[\"lpips\"] = float(lpips)\n\n        return metrics_dict, images_dict\n\n    def _get_no_intersection_ray_mask(self, outputs: Dict[str, torch.Tensor], images_dict: Dict[str, torch.Tensor]):\n        \"\"\"visualizing ray-box intersection results\"\"\"\n        no_intersect_mask = outputs[\"no_intersect_mask\"].to(torch.float32)  # (h, w, 1)\n        images_dict[\"no_intersect_mask\"] = no_intersect_mask\n\n    def _compute_curvature_loss(self, outputs: Dict[str, torch.Tensor], loss_dict: Dict[str, torch.Tensor]):\n        \"\"\"compute curvature loss\"\"\"\n        if (\n            self.config.curvature_loss_mult == 0.0\n            or self.config.curvature_loss_n_iters is not None\n            and self._step > self.config.curvature_loss_n_iters\n        ):\n            return\n\n        curvature_losses = outputs[\"curvature_losses\"]  # (n_rays, n_pts, 1)\n        if self.handle_no_intersect_rays:\n            no_intersect_mask = outputs[\"no_intersect_mask\"].to(curvature_losses.dtype)\n            n_intersect_pts = (no_intersect_mask.nelement() - no_intersect_mask.sum()) * np.prod(\n                curvature_losses.shape[1:-1]\n            )\n            curvature_loss = (curvature_losses * (1 - no_intersect_mask[:, None])).sum() / n_intersect_pts\n        else:\n            curvature_loss = torch.mean(curvature_losses)\n        loss_dict[\"curvature_loss\"] = curvature_loss * self.config.curvature_loss_mult\n        return\n\n    def _compute_interlevel_loss_bg(self, outputs: Dict[str, torch.Tensor], loss_dict: Dict[str, torch.Tensor]):\n        \"\"\"compute proposal network loss for bg sampler\"\"\"\n        if not self.training or self.config.bg_sampler_type != \"proposal_network\":\n            return\n\n        bg_interlevel_loss_mult = 1.0\n        weights_list, ray_samples_list = self._get_interlevel_loss_inputs_bg(outputs)\n        interlevel_loss_val = interlevel_loss(weights_list, ray_samples_list)\n        if torch.isnan(interlevel_loss_val):\n            __import__(\"ipdb\").set_trace()\n        loss_dict[\"bg_interlevel_loss\"] = bg_interlevel_loss_mult * interlevel_loss_val\n\n    def _get_interlevel_loss_inputs_bg(self, outputs: Dict[str, torch.Tensor]):\n        weights_list = outputs[\"weights_list_bg\"]  # (n_rays, n_samples, 1)\n        ray_samples_list = outputs[\"ray_samples_list_bg\"]  # (n_rays, n_samples)\n\n        if not self.handle_bottom_intersect_rays:\n            return weights_list, ray_samples_list\n\n        # ignore supervision of rays intersecting the bottom plane of the fg aabb\n        # we can optionally supervise the underneath region with zero weights\n        bottom_intersect_mask = outputs[\"bottom_intersect_mask\"][..., 0]  # (n_rays, )\n        weights_list = [weights[~bottom_intersect_mask] for weights in weights_list]\n        ray_samples_list = [ray_samples[~bottom_intersect_mask] for ray_samples in ray_samples_list]\n\n        return weights_list, ray_samples_list\n\n    def _build_anneal_fn(self, anneal_fn_name, max_step):\n        if max_step is None:\n            ptcd_reg_disabled = self.config.ptcd_reg_plane_mult == 0.0 and self.config.ptcd_reg_fg_mult == 0.0\n            assert ptcd_reg_disabled or anneal_fn_name == \"constant\"\n            return lambda x: 1.0\n\n        if anneal_fn_name == \"cosine\":\n            anneal_fn = scheduler.cosine_annealing\n        elif anneal_fn_name == \"exponential\":\n            anneal_fn = scheduler.exp_annealing\n        elif anneal_fn_name == \"constant\":\n            anneal_fn = scheduler.constant\n        else:\n            raise ValueError(f\"Unknown anneal fn: {anneal_fn_name}\")\n        return partial(anneal_fn, max_step=max_step, min_val=0.0, max_val=1.0)\n\n    def _compute_ptcd_reg_fg(self, outputs: Dict[str, torch.Tensor], loss_dict: Dict[str, torch.Tensor]):\n        \"\"\"compute foreground point cloud regularization loss\n        use point-wise threshold by default.\n        \"\"\"\n        if self.config.ptcd_reg_fg_mult == 0.0 or self._step > self.config.ptcd_reg_n_iters:\n            return\n\n        anneal_weight = self.ptcd_reg_anneal_fn(self._step)\n        writer.put_scalar(name=\"ptcd_reg_fg_anneal_weight\", scalar=anneal_weight, step=self._step)\n        fg_pts, fg_sdf_thrs = self.ptcd_data.sample_fg_points(self.config.ptcd_reg_fg_n_pts_per_iter, replace=True)\n        fg_pts_sdf = self.field.forward_geonetwork(fg_pts)[:, 0].contiguous()\n        # only support point-wise threshold for now\n        fg_sdf_loss = -torch.min(fg_sdf_thrs - torch.abs(fg_pts_sdf), torch.zeros_like(fg_pts[:, 0])).mean()\n        loss_dict[\"ptcd_reg_fg\"] = fg_sdf_loss * self.config.ptcd_reg_fg_mult * anneal_weight\n\n    def _compute_ptcd_reg_plane(self, outputs: Dict[str, torch.Tensor], loss_dict: Dict[str, torch.Tensor]):\n        \"\"\"compute plane point cloud regularization loss\"\"\"\n        if (\n            self.config.ptcd_reg_plane_mult == 0.0\n            or self._step > self.config.ptcd_reg_n_iters\n            or len(self.ptcd_data.plane_pts) == 0  # some sequence might not have plane pts\n        ):\n            return\n\n        anneal_weight = self.ptcd_reg_anneal_fn(self._step)\n        writer.put_scalar(name=\"ptcd_reg_plane_anneal_weight\", scalar=anneal_weight, step=self._step)\n        # sample plane pts (optionally sample half by random sampling from parametric plane)\n        plane_pts, udf_plane_to_fg, _ = self.ptcd_data.sample_plane_points(\n            self.config.ptcd_reg_plane_n_pts_per_iter, replace=True\n        )\n        plane_pts_sdf = self.field.forward_geonetwork(plane_pts)[:, 0].contiguous()\n        plane_sdf_loss = torch.max(udf_plane_to_fg - torch.abs(plane_pts_sdf), torch.zeros_like(udf_plane_to_fg)).mean()\n        loss_dict[\"ptcd_reg_plane\"] = plane_sdf_loss * self.config.ptcd_reg_plane_mult * anneal_weight\n\n    def _compute_mask_beta_prior(self, outputs: Dict[str, torch.Tensor], loss_dict: Dict[str, torch.Tensor]):\n        \"\"\"compute mask beta prior regularization\"\"\"\n        raise NotImplementedError\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/models/distilled_neus_facto.py",
    "content": "\"\"\"\nTwo-stages training of NeuSFacto: 1. use NeRF in both fg and bg; 2. replace NeRF with NeuSFacto in fg.\n\"\"\"\nfrom __future__ import annotations\n\nfrom dataclasses import dataclass, field\nfrom typing import List, Type, Tuple, Dict, Any\nfrom typing_extensions import Literal\nimport numpy as np\n\nimport torch\nfrom torch import nn\n\nfrom nerfstudio.cameras.rays import RayBundle, RaySamples\nfrom nerfstudio.engine.callbacks import (\n    TrainingCallback,\n    TrainingCallbackAttributes,\n    TrainingCallbackLocation,\n)\nfrom nerfstudio.fields.density_fields import HashMLPDensityField\nfrom nerfstudio.fields.nerfacto_field import TCNNNerfactoField\nfrom nerfstudio.field_components.field_heads import FieldHeadNames\nfrom nerfstudio.field_components.spatial_distortions import SceneContraction\nfrom nerfstudio.models.neus_facto import NeuSFactoModelConfig, NeuSFactoModel\nfrom nerfstudio.model_components.losses import interlevel_loss\nfrom nerfstudio.model_components.ray_samplers import ProposalNetworkSampler\nfrom nerfstudio.model_components.scene_colliders import NearFarCollider\nfrom nerfstudio.utils import colormaps\n\n\n@dataclass\nclass DistilledNeuSFactoModelConfig(NeuSFactoModelConfig):\n    \"\"\"Distilled NeuSFactoModel config\"\"\"\n    _target: Type = field(default_factory=lambda: DistilledNeuSFactoModel)\n    nerfacto_field_enabled: bool = True\n    \"\"\"if True, use nerfacto field in fg; otherwise, use sdf_field in fg\"\"\"\n    nerfacto_hash_grid_num_levels: int = 16\n    nerfacto_hash_grid_max_res: int = 2048\n    nerfacto_hash_grid_log2_hashmap_size: int = 19\n    nerfacto_predict_normals: bool = False\n    nerfacto_use_appearance_embedding: bool = False\n    nerfacto_spatial_normalization_region: Literal[\"full\", \"fg\"] = \"fg\",\n    single_field_fg_bg: bool = False\n    \"\"\"if True, use a single nerfactor field for fg and bg\"\"\"\n    ignore_pre_intersection_points: bool = True\n    \"\"\"ignore samples between the camera origin and the first ray-aabb intersection point in background modeling.\"\"\"\n    \n    \nclass DistilledNeuSFactoModel(NeuSFactoModel):\n    \n    config: DistilledNeuSFactoModelConfig\n    \n    def populate_modules(self):\n        super().populate_modules()\n        self.aabb = nn.Parameter(self.scene_box.aabb, requires_grad=False)\n        \n        # init nerfacto field (override the original sdf_field)\n        if self.config.nerfacto_field_enabled:\n            self.field = TCNNNerfactoField(\n                self.scene_box.aabb,\n                num_levels=self.config.nerfacto_hash_grid_num_levels,\n                max_res=self.config.nerfacto_hash_grid_max_res,\n                log2_hashmap_size=self.config.nerfacto_hash_grid_log2_hashmap_size,\n                spatial_distortion=self.scene_contraction,\n                num_images=self.num_train_data,\n                use_pred_normals=self.config.nerfacto_predict_normals,\n                use_appearance_embedding=self.config.nerfacto_use_appearance_embedding,\n                use_average_appearance_embedding=self.config.use_average_appearance_embedding,\n                spatial_normalization_region=self.config.nerfacto_spatial_normalization_region,\n            )\n        \n        if self.config.single_field_fg_bg and self.config.background_model != \"none\":  # override the original bg field\n            self.field_background = self.field\n        \n        assert isinstance(self.collider, NearFarCollider), \"DistilledNeuSFactoModel only supports NearFarCollider\"\n        \n    def sample_and_forward_field(self, ray_bundle: RayBundle):\n        ray_samples, weights_list, ray_samples_list = self.proposal_sampler(\n            ray_bundle, density_fns=self.density_fns\n        )\n        # split ray_samples into fg and bg samples and update ray_samples.metadata\n        self._mask_ray_samples_with_aabb(ray_bundle, ray_samples)\n        # TODO: masked inference in foreground and background fields\n        weights, transmittance, field_outputs = self.forward_field(ray_samples)\n        bg_transmittance = transmittance[:, -1, :]\n        \n        weights_list.append(weights)\n        ray_samples_list.append(ray_samples)\n        \n        samples_and_field_outputs = {\n            \"ray_samples\": ray_samples,\n            \"field_outputs\": field_outputs,\n            \"weights\": weights,\n            \"bg_transmittance\": bg_transmittance,\n            \"weights_list\": weights_list,\n            \"ray_samples_list\": ray_samples_list,\n        }\n        return samples_and_field_outputs\n        \n    def sample_and_forward_field_bg(\n        self, ray_bundle: RayBundle,\n        samples_and_field_outputs_fg: Dict[str, Any],\n        outputs: Dict[str, Any],\n    ):\n        ray_samples = samples_and_field_outputs_fg[\"ray_samples\"]  # fg & bg share the same set of ray samples\n        bg_transmittance = samples_and_field_outputs_fg[\"bg_transmittance\"]\n        ray_samples_bg_mask = ray_samples.metadata[\"bg_mask\"]\n        \n        # forward the bg field and mask out weights of invalid positions\n        field_outputs_bg = self.field_background(ray_samples)\n        densities = field_outputs_bg[FieldHeadNames.DENSITY]\n        densities = densities * ray_samples_bg_mask.to(densities.dtype)\n        # densities = torch.where(ray_samples_bg_mask, densities, torch.zeros_like(densities))\n        weights_bg = ray_samples.get_weights(densities) * bg_transmittance[:, None]\n        weights_fg = samples_and_field_outputs_fg[\"weights_list\"][-1]\n        weights_fg_bg = torch.where(ray_samples_bg_mask, weights_bg, weights_fg)\n        samples_and_field_outputs_fg[\"weights_list\"][-1] = weights_fg_bg\n        field_outputs_bg.update({FieldHeadNames.DENSITY: densities})\n        \n        samples_and_field_outputs_bg = {\n            \"ray_samples\": ray_samples,\n            \"weights\": weights_bg,\n            **field_outputs_bg\n        }\n        return samples_and_field_outputs_bg\n    \n    def forward_field(self, ray_samples):\n        \"\"\"Forward the fg field and mask out weights of points outside the fg aabb.\n        \"\"\"\n        if self.config.nerfacto_field_enabled:\n            return self._forward_field_nerfacto(ray_samples)\n        else:\n            return self._forward_field_sdf(ray_samples)\n    \n    def _forward_field_sdf(self, ray_samples):\n        field_outputs = self.field(ray_samples, return_alphas=True)\n        alphas = field_outputs[FieldHeadNames.ALPHA]\n        if ray_samples.metadata is not None and \"fg_mask\" in ray_samples.metadata:\n            alphas = alphas * ray_samples.metadata[\"fg_mask\"].to(alphas.dtype)\n        weights, transmittance = ray_samples.get_weights_and_transmittance_from_alphas(alphas)\n        field_outputs.update({FieldHeadNames.ALPHA: alphas})\n        return weights, transmittance, field_outputs\n    \n    def _forward_field_nerfacto(self, ray_samples):\n        field_outputs = self.field(ray_samples, compute_normals=self.config.nerfacto_predict_normals)\n        densities = field_outputs[FieldHeadNames.DENSITY]\n        if ray_samples.metadata is not None and \"fg_mask\" in ray_samples.metadata:\n            densities = densities * ray_samples.metadata[\"fg_mask\"].to(densities.dtype)\n        weights, transmittance = ray_samples.get_weights_and_transmittance(densities)\n        field_outputs.update({FieldHeadNames.DENSITY: densities})\n        return weights, transmittance, field_outputs\n        \n    def _mask_ray_samples_with_aabb(self, ray_bundle: RayBundle, ray_samples: RaySamples) -> None:\n        \"\"\"Compute per ray_sample fg masks and bg masks\"\"\"\n        if self.config.background_model == \"none\":\n            return\n        \n        aabb = self.aabb  # (2, 3)\n        \n        positions = ray_samples.frustums.get_positions()  # (n_rays, n_pts, 3)\n        in_aabb_mask = ((positions >= aabb[[0], None]) & (positions <= aabb[[1], None])).all(-1, keepdim=True)\n        out_aabb_mask = ~in_aabb_mask\n        \n        if self.config.ignore_pre_intersection_points:\n            # TODO: support the modeling of regions b/w camera near & the 1st aabb intersection (currently ignored)\n            nears = self._compute_aabb_intersections(ray_bundle)[:, None, None]  # (n_rays, 1, 1)\n            ray_dists = (ray_samples.frustums.starts + ray_samples.frustums.ends) / 2\n            out_ignore_mask = ray_dists <= nears  # (n_rays, n_pts, 1)\n            out_aabb_mask[out_ignore_mask] = False\n        else:\n            raise NotImplementedError  # three part composition\n            # # additionally consider pre-intersection points\n            # nears = self._compute_aabb_intersections(ray_bundle)[:, None, None]  # (n_rays, 1, 1)\n            # ray_dists = (ray_samples.frustums.starts + ray_samples.frustums.ends) / 2\n            # in_additional_mask = ray_dists <= nears  # (n_rays, n_pts, 1)\n            # in_aabb_mask[in_additional_mask] = True\n            # out_aabb_mask = ~in_aabb_mask\n        \n        if ray_samples.metadata is None:\n            ray_samples.metadata = {}\n        ray_samples.metadata[\"fg_mask\"] = in_aabb_mask\n        ray_samples.metadata[\"bg_mask\"] = out_aabb_mask\n    \n    def _compute_aabb_intersections(self, ray_bundle: RayBundle):\n        aabb = self.aabb\n        rays_o, rays_d = ray_bundle.origins, ray_bundle.directions\n        dir_fraction = 1.0 / (rays_d + 1e-6)\n        \n        # x\n        t1 = (aabb[0, 0] - rays_o[:, 0:1]) * dir_fraction[:, 0:1]\n        t2 = (aabb[1, 0] - rays_o[:, 0:1]) * dir_fraction[:, 0:1]\n        # y\n        t3 = (aabb[0, 1] - rays_o[:, 1:2]) * dir_fraction[:, 1:2]\n        t4 = (aabb[1, 1] - rays_o[:, 1:2]) * dir_fraction[:, 1:2]\n        # z\n        t5 = (aabb[0, 2] - rays_o[:, 2:3]) * dir_fraction[:, 2:3]\n        t6 = (aabb[1, 2] - rays_o[:, 2:3]) * dir_fraction[:, 2:3]\n        \n        tx_min, tx_max = torch.minimum(t1, t2), torch.maximum(t1, t2)\n        ty_min, ty_max = torch.minimum(t3, t4), torch.maximum(t3, t4)\n        tz_min, tz_max = torch.minimum(t5, t6), torch.maximum(t5, t6)\n        \n        nears = torch.max(torch.cat([tx_min, ty_min, tz_min], dim=1), dim=1).values\n        fars = torch.min(torch.cat([tx_max, ty_max, tz_max], dim=1), dim=1).values\n        nears[nears > fars] = -1.0  # no intersection with the first plane -> nears < 0\n        return nears\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/models/dto.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nImplementation of VolSDF.\n\"\"\"\n\nfrom __future__ import annotations\n\nfrom dataclasses import dataclass, field\nfrom typing import Dict, List, Tuple, Type\n\nimport nerfacc\nimport torch\nimport torch.nn.functional as F\nfrom torch.nn import Parameter\nfrom torchtyping import TensorType\n\nfrom nerfstudio.cameras.rays import RayBundle\nfrom nerfstudio.engine.callbacks import (\n    TrainingCallback,\n    TrainingCallbackAttributes,\n    TrainingCallbackLocation,\n)\nfrom nerfstudio.field_components.field_heads import FieldHeadNames\nfrom nerfstudio.field_components.spatial_distortions import SceneContraction\nfrom nerfstudio.fields.sdf_field import SDFFieldConfig\nfrom nerfstudio.model_components.losses import L1Loss\nfrom nerfstudio.model_components.ray_samplers import (\n    ErrorBoundedSampler,\n    LinearDisparitySampler,\n    NeuSSampler,\n    PDFSampler,\n    UniformSampler,\n    UniSurfSampler,\n    save_points,\n)\nfrom nerfstudio.model_components.renderers import DepthRenderer, SemanticRenderer\nfrom nerfstudio.model_components.scene_colliders import SphereCollider\nfrom nerfstudio.models.nerfacto import NerfactoModel, NerfactoModelConfig\nfrom nerfstudio.utils import colormaps\nfrom nerfstudio.utils.colors import get_color\nfrom nerfstudio.utils.marching_cubes import get_surface_occupancy\n\n\n@dataclass\nclass DtoOModelConfig(NerfactoModelConfig):\n    \"\"\"UniSurf Model Config\"\"\"\n\n    _target: Type = field(default_factory=lambda: DtoOModel)\n    smooth_loss_multi: float = 0.005\n    \"\"\"smoothness loss on surface points in unisurf\"\"\"\n    sdf_field: SDFFieldConfig = SDFFieldConfig()\n    \"\"\"Config for SDF Field\"\"\"\n\n\nclass DtoOModel(NerfactoModel):\n    \"\"\"VolSDF model\n\n    Args:\n        config: MonoSDF configuration to instantiate model\n    \"\"\"\n\n    config: DtoOModelConfig\n\n    def populate_modules(self):\n        \"\"\"Set the fields and modules.\"\"\"\n        super().populate_modules()\n\n        scene_contraction = SceneContraction(order=float(\"inf\"))\n\n        # create occupancy grid from scene_bbox\n        aabb_scale = 1.0\n        aabb = [[-aabb_scale, -aabb_scale, -aabb_scale], [aabb_scale, aabb_scale, aabb_scale]]\n        aabb = torch.tensor(aabb, dtype=torch.float32)\n\n        self.grid = nerfacc.OccupancyGrid(aabb.reshape(-1), resolution=32)\n        self._binary = self.scene_box.coarse_binary_gird.reshape(32, 32, 32).contiguous()\n        self._binary_fine = None\n        # self.rank = torch.distributed.get_rank()\n        print(\"self\", self.local_rank)\n\n        # Occupancy\n        self.occupancy_field = self.config.sdf_field.setup(\n            aabb=aabb,\n            spatial_distortion=scene_contraction,\n            num_images=self.num_train_data,\n            use_average_appearance_embedding=self.config.use_average_appearance_embedding,\n        )\n\n        self.pdf_sampler = PDFSampler(\n            include_original=True,\n            single_jitter=self.config.use_single_jitter,\n            histogram_padding=1e-5,\n        )\n        self.surface_sampler = PDFSampler(include_original=False, single_jitter=False, histogram_padding=1e-5)\n\n        self.uniform_sampler = UniformSampler(single_jitter=False)\n\n        self.neus_sampler = NeuSSampler(\n            num_samples=8, num_samples_importance=16, num_samples_outside=0, num_upsample_steps=2, base_variance=512\n        )\n\n        self.renderer_normal = SemanticRenderer()\n        self.renderer_depth = DepthRenderer(\"expected\")\n\n        # for merge samples\n        self.unisurf_sampler = UniSurfSampler()\n\n        # self.error_bounded_sampler = ErrorBoundedSampler()\n        self.error_bounded_sampler = ErrorBoundedSampler(\n            num_samples=64,\n            num_samples_eval=128,\n            num_samples_extra=32,\n        )\n\n        # sphere collider\n        self.sphere_collider = SphereCollider(radius=1.0)\n\n        # background model\n        self.bg_sampler = LinearDisparitySampler(num_samples=4)\n        self.step_counter = 0\n        self.anneal_end = 20000\n\n        self.use_nerfacto = False\n        self.method = \"neus\"\n\n        self.rgb_loss = L1Loss()\n\n    def get_training_callbacks(\n        self, training_callback_attributes: TrainingCallbackAttributes\n    ) -> List[TrainingCallback]:\n        if self.use_nerfacto:\n            callbacks = super().get_training_callbacks(training_callback_attributes)\n        else:\n            callbacks = []\n\n        # anneal for cos in NeuS\n        if self.anneal_end > 0:\n\n            def set_anneal(step):\n                anneal = min([1.0, step / self.anneal_end])\n                self.occupancy_field.set_cos_anneal_ratio(anneal)\n\n            callbacks.append(\n                TrainingCallback(\n                    where_to_run=[TrainingCallbackLocation.BEFORE_TRAIN_ITERATION],\n                    update_every_num_iters=1,\n                    func=set_anneal,\n                )\n            )\n\n        return callbacks\n\n    def get_param_groups(self) -> Dict[str, List[Parameter]]:\n        param_groups = super().get_param_groups()\n        param_groups[\"occupancy_field\"] = list(self.occupancy_field.parameters())\n        return param_groups\n\n    def get_outputs(self, ray_bundle: RayBundle):\n        # compute near and far from from sphere with radius 1.0\n        ray_bundle = self.sphere_collider(ray_bundle)\n\n        # near and far from occupancy grids\n        packed_info, ray_indices, t_starts, t_ends = nerfacc.cuda.ray_marching(\n            ray_bundle.origins.contiguous(),\n            ray_bundle.directions.contiguous(),\n            ray_bundle.nears[:, 0].contiguous(),\n            ray_bundle.fars[:, 0].contiguous(),\n            self.grid.roi_aabb.contiguous(),\n            self._binary.to(ray_bundle.origins.device),\n            self.grid.contraction_type.to_cpp_version(),\n            1e-2,  # large value for coarse voxels\n            0.0,\n        )\n\n        tt_starts = nerfacc.unpack_data(packed_info, t_starts)\n        # tt_ends = nerfacc.unpack_data(packed_info, t_ends)\n\n        hit_grid = (tt_starts > 0).any(dim=1)[:, 0]\n        if hit_grid.float().sum() > 0:\n            ray_bundle.nears[hit_grid] = tt_starts[hit_grid][:, 0]\n            ray_bundle.fars[hit_grid] = tt_starts[hit_grid].max(dim=1)[0]\n\n        # sample uniformly with currently nears and far\n        voxel_samples = self.uniform_sampler(ray_bundle, num_samples=10)\n\n        nears = ray_bundle.nears.clone()\n        fars = ray_bundle.fars.clone()\n\n        # bootstrap should needs longer if using only one gpus\n        if self.training and self.step_counter > 5000 and self.step_counter % 5000 == 1:\n            grid_size = 32\n            voxel_size = 2.0 / 32\n            fine_grid_size = 16\n            offset = torch.linspace(-1.0, 1.0, fine_grid_size * 2 + 1, device=self.device)[1::2]\n            x, y, z = torch.meshgrid(offset, offset, offset, indexing=\"ij\")\n            fine_offset_cube = torch.stack([x, y, z], dim=-1).reshape(-1, 3) * voxel_size * 0.5\n\n            # coarse grid coordinates\n            offset = torch.linspace(-1.0 + voxel_size / 2.0, 1.0 - voxel_size / 2.0, grid_size, device=self.device)\n            x, y, z = torch.meshgrid(offset, offset, offset, indexing=\"ij\")\n            coarse_offset_cube = torch.stack([x, y, z], dim=-1).reshape(-1, 3)\n\n            # xyz\n            mask = torch.zeros((grid_size**3, fine_grid_size**3), dtype=torch.bool, device=self.device)\n\n            occupied_voxel = coarse_offset_cube[self._binary.reshape(-1)]\n            fine_voxel = occupied_voxel[:, None] + fine_offset_cube[None, :]\n            print(fine_voxel.shape)\n            fine_voxel = fine_voxel.reshape(-1, 3)\n            # save_points(\"fine_voxel.ply\", fine_voxel.cpu().numpy())\n\n            @torch.no_grad()\n            def evaluate(points):\n                z = []\n                for _, pnts in enumerate(torch.split(points, 100000, dim=0)):\n                    z.append(self.occupancy_field.forward_geonetwork(pnts)[:, 0].contiguous())\n                z = torch.cat(z, axis=0)\n                return z\n\n            sdf = evaluate(fine_voxel)\n            sdf = sdf.reshape(occupied_voxel.shape[0], fine_grid_size**3)\n            sdf_mask = sdf <= 0.0\n            mask[self._binary.reshape(-1)] = sdf_mask\n\n            self._binary_fine = (\n                mask.reshape(grid_size, grid_size, grid_size, fine_grid_size, fine_grid_size, fine_grid_size)\n                .permute(0, 3, 1, 4, 2, 5)\n                .reshape(grid_size * fine_grid_size, grid_size * fine_grid_size, grid_size * fine_grid_size)\n                .contiguous()\n            )\n\n            offset = torch.linspace(-1.0, 1.0, fine_grid_size * grid_size * 2 + 1, device=self.device)[1::2]\n            x, y, z = torch.meshgrid(offset, offset, offset, indexing=\"ij\")\n            grid_coord = torch.stack([x, y, z], dim=-1).reshape(-1, 3)\n            if self.local_rank == 0:\n                save_points(\"fine_voxel_valid.ply\", grid_coord[self._binary_fine.reshape(-1)].cpu().numpy())\n            # breakpoint()\n\n        if self._binary_fine is not None:\n            # near and far from occupancy grids\n            packed_info, ray_indices, t_starts, t_ends = nerfacc.cuda.ray_marching(\n                ray_bundle.origins.contiguous(),\n                ray_bundle.directions.contiguous(),\n                ray_bundle.nears[:, 0].contiguous(),\n                ray_bundle.fars[:, 0].contiguous(),\n                self.grid.roi_aabb.contiguous(),\n                self._binary_fine,\n                self.grid.contraction_type.to_cpp_version(),\n                1e-3,  # small value for fine voxels\n                0.0,\n            )\n\n            tt_starts = nerfacc.unpack_data(packed_info, t_starts)\n            # tt_ends = nerfacc.unpack_data(packed_info, t_ends, n_samples=1024)\n\n            # update with near and far\n            hit_grid = (tt_starts > 0).any(dim=1)[:, 0]\n            if hit_grid.float().sum() > 0:\n                ray_bundle.nears[hit_grid] = tt_starts[hit_grid][:, 0] - 0.03\n                ray_bundle.fars[hit_grid] = tt_starts[hit_grid][:, 0] + 0.03\n            else:\n                print(\"waring not intersection\")\n            print(\"sampling around surfaces\")\n\n        if self.use_nerfacto:\n            outputs = super().get_outputs(ray_bundle)\n\n            # weights and ray samples from nerfacto\n            base_weights = outputs[\"weights_list\"][-1].detach()\n            base_ray_samples = outputs[\"ray_samples_list\"][-1]\n\n            # TODO maybe interative sampling to sample more points on the surface?\n            # importance samples and merge\n            # occupancy_samples = self.pdf_sampler(ray_bundle, base_ray_samples, base_weights, num_samples=64)\n\n            occupancy_samples = self.neus_sampler(\n                ray_bundle, sdf_fn=self.occupancy_field.get_sdf, ray_samples=base_ray_samples\n            )\n        else:\n            outputs = {}\n            if self.method == \"neus\":\n                occupancy_samples = self.neus_sampler(ray_bundle, sdf_fn=self.occupancy_field.get_sdf)\n            elif self.method == \"volsdf\":\n                # VolSDF\n                occupancy_samples, _ = self.error_bounded_sampler(\n                    ray_bundle, density_fn=self.occupancy_field.laplace_density, sdf_fn=self.occupancy_field.get_sdf\n                )\n\n        # save_points(\"p2.ply\", occupancy_samples.frustums.get_positions().detach().cpu().numpy().reshape(-1, 3))\n\n        # merge samples\n        occupancy_samples = self.unisurf_sampler.merge_ray_samples_in_eculidean(\n            ray_bundle, occupancy_samples, voxel_samples\n        )\n\n        # save_points(\"p1.ply\", voxel_samples.frustums.get_positions().detach().cpu().numpy().reshape(-1, 3))\n\n        # save_points(\"p3.ply\", occupancy_samples.frustums.get_positions().detach().cpu().numpy().reshape(-1, 3))\n        # breakpoint()\n\n        # save_points(\"p4.ply\", importance_samples.frustums.get_positions().detach().cpu().numpy().reshape(-1, 3))\n        # if self._step > 0:\n        #    exit(-1)\n\n        # save_points(\"merged.ply\", merged_samples.frustums.get_start_positions().reshape(-1, 3).detach().cpu().numpy())\n\n        # breakpoint()\n\n        # occupancy unisurf\n        # field_outputs = self.occupancy_field(occupancy_samples, return_occupancy=True)\n        # weights, transmittance = occupancy_samples.get_weights_and_transmittance_from_alphas(\n        #    field_outputs[FieldHeadNames.OCCUPANCY]\n        # )\n        # save_points(\"o.ply\", occupancy_samples.frustums.get_positions().reshape(-1, 3).detach().cpu().numpy())\n        if self.method == \"neus\":\n            field_outputs = self.occupancy_field(occupancy_samples, return_alphas=True)\n            weights, transmittance = occupancy_samples.get_weights_and_transmittance_from_alphas(\n                field_outputs[FieldHeadNames.ALPHA]\n            )\n        elif self.method == \"volsdf\":\n            field_outputs = self.occupancy_field(occupancy_samples)\n            weights, transmittance = occupancy_samples.get_weights_and_transmitance(\n                field_outputs[FieldHeadNames.DENSITY]\n            )\n\n        # save_points(\"a.ply\", occupancy_samples.frustums.get_positions().reshape(-1, 3).detach().cpu().numpy())\n\n        if self.training:\n            # we should sample here before we change the near-far plane for ray_bundle\n            # sample surface points according to distribution\n            # surface_samples = self.surface_sampler(ray_bundle, occupancy_samples, weights, num_samples=8)\n\n            self.step_counter += 1\n            if self.step_counter % 5000 == 0 and self.local_rank == 0:\n\n                save_points(\"a.ply\", occupancy_samples.frustums.get_positions().reshape(-1, 3).detach().cpu().numpy())\n                get_surface_occupancy(\n                    occupancy_fn=lambda x: self.occupancy_field.forward_geonetwork(x)[:, 0], device=self.device\n                )\n                # breakpoint()\n\n        bg_transmittance = transmittance[:, -1, :]\n\n        rgb = self.renderer_rgb(rgb=field_outputs[FieldHeadNames.RGB], weights=weights)\n        depth = self.renderer_depth(weights=weights, ray_samples=occupancy_samples)\n        # the rendered depth is point-to-point distance and we should convert to depth\n        depth = depth / ray_bundle.directions_norm\n\n        normal = self.renderer_normal(semantics=field_outputs[FieldHeadNames.NORMAL], weights=weights)\n        accumulation = self.renderer_accumulation(weights=weights)\n\n        # save rendered points for visualization\n        pts = self.renderer_normal(semantics=occupancy_samples.frustums.get_positions(), weights=weights)\n        hit_mask = (field_outputs[FieldHeadNames.SDF] > 0.0).any(dim=1) & (field_outputs[FieldHeadNames.SDF] < 0.0).any(\n            dim=1\n        )\n        pts = pts[hit_mask[:, 0]]\n        # save_points(\"a.ply\", pts.reshape(-1, 3).detach().cpu().numpy())\n        # breakpoint()\n        if pts.shape[0] > 0:\n            surface_sdf = self.occupancy_field.forward_geonetwork(pts)[:, 0]\n        else:\n            surface_sdf = None\n\n        # sample inversely from far to 100 and points and forwart the bg model\n        ray_bundle.nears = ray_bundle.fars\n        ray_bundle.fars = torch.ones_like(ray_bundle.fars) * 1000.0\n\n        bg_ray_samples = self.bg_sampler(ray_bundle)\n\n        # use the same background model for both density field and occupancy field\n        field_outputs_bg = self.field(bg_ray_samples)\n        bg_weights = bg_ray_samples.get_weights(field_outputs_bg[FieldHeadNames.DENSITY])\n\n        bg_rgb = self.renderer_rgb(rgb=field_outputs_bg[FieldHeadNames.RGB], weights=bg_weights)\n        bg_depth = self.renderer_depth(weights=bg_weights, ray_samples=bg_ray_samples)\n        bg_accumulation = self.renderer_accumulation(weights=bg_weights)\n\n        bg_outputs = {\n            \"bg_rgb\": bg_rgb,\n            \"bg_accumulation\": bg_accumulation,\n            \"bg_depth\": bg_depth,\n            \"bg_weights\": bg_weights,\n        }\n\n        # merge background color to forgound color\n        rgb = rgb + bg_transmittance * bg_rgb\n        outputs_occupancy = {\n            \"orgb\": rgb,\n            \"oaccumulation\": accumulation,\n            \"odepth\": depth,\n            \"onormal\": normal,\n            \"oweights\": weights,\n        }\n\n        # hitting information\n        start_points = occupancy_samples.frustums.get_positions()[:, 0]\n        end_points = occupancy_samples.frustums.get_positions()[:, -1]\n        outputs_occupancy.update({\"start_points\": start_points, \"end_points\": end_points})\n\n        if self.training:\n            outputs_occupancy.update({\"surface_sdf\": surface_sdf})\n\n        if self.use_nerfacto:\n            # merge background color to forgound color of density field\n            outputs[\"rgb\"] = outputs[\"rgb\"] + outputs[\"transmittance\"][:, -1, :] * bg_rgb\n\n        if self.training:\n            # surface_points = surface_samples.frustums.get_positions().reshape(-1, 3)\n\n            # surface_points_neig = surface_points + (torch.rand_like(surface_points) - 0.5) * 0.001\n            # pp = torch.cat([surface_points, surface_points_neig], dim=0)\n            # surface_grad = self.occupancy_field.gradient(pp)\n            # surface_points_normal = torch.nn.functional.normalize(surface_grad, p=2, dim=-1)\n\n            # outputs_occupancy.update({\"surface_points_normal\": surface_points_normal, \"surface_grad\": surface_grad})\n            outputs_occupancy.update({\"surface_grad\": field_outputs[FieldHeadNames.GRADIENT]})\n\n        outputs.update(outputs_occupancy)\n        outputs.update(bg_outputs)\n\n        return outputs\n\n    def get_metrics_dict(self, outputs, batch):\n        if self.use_nerfacto:\n            metrics_dict = super().get_metrics_dict(outputs, batch)\n        else:\n            metrics_dict = {}\n\n        image = batch[\"image\"].to(self.device)\n        metrics_dict[\"opsnr\"] = self.psnr(outputs[\"orgb\"], image)\n\n        if self.training:\n            # training statics\n            metrics_dict[\"s_val\"] = self.occupancy_field.deviation_network.get_variance().item()\n            metrics_dict[\"inv_s\"] = 1.0 / self.occupancy_field.deviation_network.get_variance().item()\n\n            # training statics for volsdf\n            metrics_dict[\"beta\"] = self.occupancy_field.laplace_density.get_beta().item()\n            metrics_dict[\"alpha\"] = 1.0 / self.occupancy_field.laplace_density.get_beta().item()\n\n        return metrics_dict\n\n    def get_loss_dict(self, outputs, batch, metrics_dict=None):\n        if self.use_nerfacto:\n            loss_dict = super().get_loss_dict(outputs, batch, metrics_dict)\n        else:\n            loss_dict = {}\n\n        image = batch[\"image\"].to(self.device)\n        loss_dict[\"orgb_loss\"] = self.rgb_loss(image, outputs[\"orgb\"])\n\n        if self.training and \"sky\" in batch:\n            sky_label = 1.0 - batch[\"sky\"].float().to(self.device)\n            if self.use_nerfacto:\n                density_field_weights = outputs[\"weights_list\"][-1]\n                loss_dict[\"sky_loss\"] = (\n                    F.binary_cross_entropy(density_field_weights.sum(dim=1).clip(1e-3, 1.0 - 1e-3), sky_label) * 0.01\n                )\n\n            occupancy_field_weights = outputs[\"oweights\"]\n            loss_dict[\"osky_loss\"] = (\n                F.binary_cross_entropy(occupancy_field_weights.sum(dim=1).clip(1e-3, 1.0 - 1e-3), sky_label) * 0.01\n            )\n\n        if self.training:\n            # surface_points_normal = outputs[\"surface_points_normal\"]\n            # N = surface_points_normal.shape[0] // 2\n\n            # diff_norm = torch.norm(surface_points_normal[:N] - surface_points_normal[N:], dim=-1)\n            # loss_dict[\"normal_smoothness_loss\"] = torch.mean(diff_norm) * 0.0001\n\n            # eikonal loss\n            surface_points_grad = outputs[\"surface_grad\"]\n            loss_dict[\"eikonal_loss\"] = ((surface_points_grad.norm(2, dim=-1) - 1) ** 2).mean() * 0.0001\n\n            # surface points loss\n            surface_points_sdf = outputs[\"surface_sdf\"]\n            if surface_points_sdf is not None:\n                loss_dict[\"surface_sdf_loss\"] = torch.abs(surface_points_sdf).mean() * 0.0\n\n            sparse_pts = batch[\"sparse_pts\"].to(self.device)\n            sparse_pts, pts_weights = sparse_pts[:, :3], sparse_pts[:, 3:]\n\n            # filter norm\n            in_sphere = torch.norm(sparse_pts, dim=-1) < 1.0\n            sparse_pts = sparse_pts[in_sphere]\n            pts_weights = pts_weights[in_sphere]\n            pts_weights = torch.ones_like(pts_weights)\n            # print(in_sphere.float().mean())\n            # save_points(\"sa.ply\", sparse_pts.cpu().numpy())\n            # breakpoint()\n            if sparse_pts.shape[0] > 0:\n                sparse_pts_sdf = self.occupancy_field.forward_geonetwork(sparse_pts)[:, 0]\n                loss_dict[\"sparse_pts_loss\"] = (torch.abs(sparse_pts_sdf) * pts_weights).mean() * 0.0\n\n        return loss_dict\n\n    def get_image_metrics_and_images(\n        self, outputs: Dict[str, torch.Tensor], batch: Dict[str, torch.Tensor]\n    ) -> Tuple[Dict[str, float], Dict[str, torch.Tensor]]:\n        if self.use_nerfacto:\n            metrics_dict, images_dict = super().get_image_metrics_and_images(outputs, batch)\n        else:\n            metrics_dict, images_dict = {}, {}\n\n        image = batch[\"image\"].to(self.device)\n        rgb = outputs[\"orgb\"]\n        acc = colormaps.apply_colormap(outputs[\"oaccumulation\"])\n        depth = colormaps.apply_depth_colormap(\n            outputs[\"odepth\"],\n            accumulation=outputs[\"oaccumulation\"],\n        )\n\n        normal = outputs[\"onormal\"]\n        # don't need to normalize here\n        # normal = torch.nn.functional.normalize(normal, p=2, dim=-1)\n        normal = (normal + 1.0) / 2.0\n        combined_normal = torch.cat([normal], dim=1)\n\n        combined_rgb = torch.cat([image, rgb], dim=1)\n        combined_acc = torch.cat([acc], dim=1)\n        combined_depth = torch.cat([depth], dim=1)\n\n        # Switch images from [H, W, C] to [1, C, H, W] for metrics computations\n        image = torch.moveaxis(image, -1, 0)[None, ...]\n        rgb = torch.moveaxis(rgb, -1, 0)[None, ...]\n\n        psnr = self.psnr(image, rgb)\n        ssim = self.ssim(image, rgb)\n        lpips = self.lpips(image, rgb)\n\n        # all of these metrics will be logged as scalars\n        metrics_dict.update({\"opsnr\": float(psnr.item()), \"ossim\": float(ssim)})  # type: ignore\n        metrics_dict[\"olpips\"] = float(lpips)\n\n        images_dict.update(\n            {\"oimg\": combined_rgb, \"oaccumulation\": combined_acc, \"odepth\": combined_depth, \"onormal\": combined_normal}\n        )\n\n        # save hitting\n        if \"start_points\" in outputs:\n            start_points = outputs[\"start_points\"]\n            end_points = outputs[\"end_points\"]\n            save_points(\"starts.ply\", start_points.cpu().numpy().reshape(-1, 3))\n            save_points(\"ends.ply\", end_points.cpu().numpy().reshape(-1, 3))\n\n        return metrics_dict, images_dict\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/models/instant_ngp.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nImplementation of Instant NGP.\n\"\"\"\n\nfrom __future__ import annotations\n\nfrom dataclasses import dataclass, field\nfrom typing import Dict, List, Optional, Tuple, Type\n\nimport nerfacc\nimport torch\nfrom nerfacc import ContractionType\nfrom torch.nn import Parameter\nfrom torchmetrics import PeakSignalNoiseRatio\nfrom torchmetrics.functional import structural_similarity_index_measure\nfrom torchmetrics.image.lpip import LearnedPerceptualImagePatchSimilarity\n\nfrom nerfstudio.cameras.rays import RayBundle\nfrom nerfstudio.engine.callbacks import (\n    TrainingCallback,\n    TrainingCallbackAttributes,\n    TrainingCallbackLocation,\n)\nfrom nerfstudio.field_components.field_heads import FieldHeadNames\nfrom nerfstudio.fields.instant_ngp_field import TCNNInstantNGPField\nfrom nerfstudio.model_components.losses import MSELoss\nfrom nerfstudio.model_components.ray_samplers import VolumetricSampler\nfrom nerfstudio.model_components.renderers import (\n    AccumulationRenderer,\n    DepthRenderer,\n    RGBRenderer,\n)\nfrom nerfstudio.models.base_model import Model, ModelConfig\nfrom nerfstudio.utils import colormaps, colors\n\n\n@dataclass\nclass InstantNGPModelConfig(ModelConfig):\n    \"\"\"Instant NGP Model Config\"\"\"\n\n    _target: Type = field(\n        default_factory=lambda: NGPModel\n    )  # We can't write `NGPModel` directly, because `NGPModel` doesn't exist yet\n    \"\"\"target class to instantiate\"\"\"\n    enable_collider: bool = False\n    \"\"\"Whether to create a scene collider to filter rays.\"\"\"\n    collider_params: Optional[Dict[str, float]] = None\n    \"\"\"Instant NGP doesn't use a collider.\"\"\"\n    max_num_samples_per_ray: int = 24\n    \"\"\"Number of samples in field evaluation.\"\"\"\n    grid_resolution: int = 128\n    \"\"\"Resolution of the grid used for the field.\"\"\"\n    contraction_type: ContractionType = ContractionType.UN_BOUNDED_SPHERE\n    \"\"\"Resolution of the grid used for the field.\"\"\"\n    cone_angle: float = 0.004\n    \"\"\"Should be set to 0.0 for blender scenes but 1./256 for real scenes.\"\"\"\n    render_step_size: float = 0.01\n    \"\"\"Minimum step size for rendering.\"\"\"\n    near_plane: float = 0.05\n    \"\"\"How far along ray to start sampling.\"\"\"\n    far_plane: float = 1e3\n    \"\"\"How far along ray to stop sampling.\"\"\"\n    use_appearance_embedding: bool = False\n    \"\"\"Whether to use an appearance embedding.\"\"\"\n    randomize_background: bool = True\n    \"\"\"Whether to randomize the background color.\"\"\"\n    alpha_thre: float = 1e-2\n    \"\"\"alpha thres for visibility pruning in nerfacc, should set to 0 for the nerf-synthetic dataset\"\"\"\n\n\nclass NGPModel(Model):\n    \"\"\"Instant NGP model\n\n    Args:\n        config: instant NGP configuration to instantiate model\n    \"\"\"\n\n    config: InstantNGPModelConfig\n    field: TCNNInstantNGPField\n\n    def __init__(self, config: InstantNGPModelConfig, **kwargs) -> None:\n        super().__init__(config=config, **kwargs)\n\n    def populate_modules(self):\n        \"\"\"Set the fields and modules.\"\"\"\n        super().populate_modules()\n\n        self.field = TCNNInstantNGPField(\n            aabb=self.scene_box.aabb,\n            contraction_type=self.config.contraction_type,\n            use_appearance_embedding=self.config.use_appearance_embedding,\n            num_images=self.num_train_data,\n        )\n\n        self.scene_aabb = Parameter(self.scene_box.aabb.flatten(), requires_grad=False)\n\n        # Occupancy Grid\n        self.occupancy_grid = nerfacc.OccupancyGrid(\n            roi_aabb=self.scene_aabb,\n            resolution=self.config.grid_resolution,\n            contraction_type=self.config.contraction_type,\n        )\n\n        # Sampler\n        vol_sampler_aabb = self.scene_box.aabb if self.config.contraction_type == ContractionType.AABB else None\n        self.sampler = VolumetricSampler(\n            scene_aabb=vol_sampler_aabb,\n            occupancy_grid=self.occupancy_grid,\n            density_fn=self.field.density_fn,\n        )\n\n        # renderers\n        background_color = \"random\" if self.config.randomize_background else colors.WHITE\n        self.renderer_rgb = RGBRenderer(background_color=background_color)\n        self.renderer_accumulation = AccumulationRenderer()\n        self.renderer_depth = DepthRenderer(method=\"expected\")\n\n        # losses\n        self.rgb_loss = MSELoss()\n\n        # metrics\n        self.psnr = PeakSignalNoiseRatio(data_range=1.0)\n        self.ssim = structural_similarity_index_measure\n        self.lpips = LearnedPerceptualImagePatchSimilarity()\n\n    def get_training_callbacks(\n        self, training_callback_attributes: TrainingCallbackAttributes\n    ) -> List[TrainingCallback]:\n        def update_occupancy_grid(step: int):\n            # TODO: needs to get access to the sampler, on how the step size is determinated at each x. See\n            # https://github.com/KAIR-BAIR/nerfacc/blob/127223b11401125a9fce5ce269bb0546ee4de6e8/examples/train_ngp_nerf.py#L190-L213\n            self.occupancy_grid.every_n_step(\n                step=step,\n                occ_eval_fn=lambda x: self.field.get_opacity(x, self.config.render_step_size),\n            )\n\n        return [\n            TrainingCallback(\n                where_to_run=[TrainingCallbackLocation.BEFORE_TRAIN_ITERATION],\n                update_every_num_iters=1,\n                func=update_occupancy_grid,\n            ),\n        ]\n\n    def get_param_groups(self) -> Dict[str, List[Parameter]]:\n        param_groups = {}\n        if self.field is None:\n            raise ValueError(\"populate_fields() must be called before get_param_groups\")\n        param_groups[\"fields\"] = list(self.field.parameters())\n        return param_groups\n\n    def get_outputs(self, ray_bundle: RayBundle):\n        assert self.field is not None\n        num_rays = len(ray_bundle)\n\n        with torch.no_grad():\n            ray_samples, packed_info, ray_indices = self.sampler(\n                ray_bundle=ray_bundle,\n                near_plane=self.config.near_plane,\n                far_plane=self.config.far_plane,\n                render_step_size=self.config.render_step_size,\n                cone_angle=self.config.cone_angle,\n                alpha_thre=self.config.alpha_thre,\n            )\n\n        field_outputs = self.field(ray_samples)\n\n        # accumulation\n        weights = nerfacc.render_weight_from_density(\n            packed_info=packed_info,\n            sigmas=field_outputs[FieldHeadNames.DENSITY],\n            t_starts=ray_samples.frustums.starts,\n            t_ends=ray_samples.frustums.ends,\n        )\n\n        rgb = self.renderer_rgb(\n            rgb=field_outputs[FieldHeadNames.RGB],\n            weights=weights,\n            ray_indices=ray_indices,\n            num_rays=num_rays,\n        )\n        depth = self.renderer_depth(\n            weights=weights, ray_samples=ray_samples, ray_indices=ray_indices, num_rays=num_rays\n        )\n        accumulation = self.renderer_accumulation(weights=weights, ray_indices=ray_indices, num_rays=num_rays)\n        alive_ray_mask = accumulation.squeeze(-1) > 0\n\n        outputs = {\n            \"rgb\": rgb,\n            \"accumulation\": accumulation,\n            \"depth\": depth,\n            \"alive_ray_mask\": alive_ray_mask,  # the rays we kept from sampler\n            \"num_samples_per_ray\": packed_info[:, 1],\n        }\n        return outputs\n\n    def get_metrics_dict(self, outputs, batch):\n        image = batch[\"image\"].to(self.device)\n        metrics_dict = {}\n        metrics_dict[\"psnr\"] = self.psnr(outputs[\"rgb\"], image)\n        metrics_dict[\"num_samples_per_batch\"] = outputs[\"num_samples_per_ray\"].sum()\n        return metrics_dict\n\n    def get_loss_dict(self, outputs, batch, metrics_dict=None):\n        image = batch[\"image\"].to(self.device)\n        mask = outputs[\"alive_ray_mask\"]\n        rgb_loss = self.rgb_loss(image[mask], outputs[\"rgb\"][mask])\n        loss_dict = {\"rgb_loss\": rgb_loss}\n        return loss_dict\n\n    def get_image_metrics_and_images(\n        self, outputs: Dict[str, torch.Tensor], batch: Dict[str, torch.Tensor]\n    ) -> Tuple[Dict[str, float], Dict[str, torch.Tensor]]:\n\n        image = batch[\"image\"].to(self.device)\n        rgb = outputs[\"rgb\"]\n        acc = colormaps.apply_colormap(outputs[\"accumulation\"])\n        depth = colormaps.apply_depth_colormap(\n            outputs[\"depth\"],\n            accumulation=outputs[\"accumulation\"],\n        )\n        alive_ray_mask = colormaps.apply_colormap(outputs[\"alive_ray_mask\"])\n\n        combined_rgb = torch.cat([image, rgb], dim=1)\n        combined_acc = torch.cat([acc], dim=1)\n        combined_depth = torch.cat([depth], dim=1)\n        combined_alive_ray_mask = torch.cat([alive_ray_mask], dim=1)\n\n        # Switch images from [H, W, C] to [1, C, H, W] for metrics computations\n        image = torch.moveaxis(image, -1, 0)[None, ...]\n        rgb = torch.moveaxis(rgb, -1, 0)[None, ...]\n\n        psnr = self.psnr(image, rgb)\n        ssim = self.ssim(image, rgb)\n        lpips = self.lpips(image, rgb)\n\n        # all of these metrics will be logged as scalars\n        metrics_dict = {\"psnr\": float(psnr.item()), \"ssim\": float(ssim), \"lpips\": float(lpips)}  # type: ignore\n        # TODO(ethan): return an image dictionary\n\n        images_dict = {\n            \"img\": combined_rgb,\n            \"accumulation\": combined_acc,\n            \"depth\": combined_depth,\n            \"alive_ray_mask\": combined_alive_ray_mask,\n        }\n\n        return metrics_dict, images_dict\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/models/mipnerf.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nImplementation of mip-NeRF.\n\"\"\"\nfrom __future__ import annotations\n\nfrom typing import Dict, List, Tuple\n\nimport torch\nfrom torch.nn import Parameter\nfrom torchmetrics import PeakSignalNoiseRatio\nfrom torchmetrics.functional import structural_similarity_index_measure\nfrom torchmetrics.image.lpip import LearnedPerceptualImagePatchSimilarity\n\nfrom nerfstudio.cameras.rays import RayBundle\nfrom nerfstudio.field_components.encodings import NeRFEncoding\nfrom nerfstudio.field_components.field_heads import FieldHeadNames\nfrom nerfstudio.fields.vanilla_nerf_field import NeRFField\nfrom nerfstudio.model_components.losses import MSELoss\nfrom nerfstudio.model_components.ray_samplers import PDFSampler, UniformSampler\nfrom nerfstudio.model_components.renderers import (\n    AccumulationRenderer,\n    DepthRenderer,\n    RGBRenderer,\n)\nfrom nerfstudio.models.base_model import Model, ModelConfig\nfrom nerfstudio.utils import colormaps, colors, misc\n\n\nclass MipNerfModel(Model):\n    \"\"\"mip-NeRF model\n\n    Args:\n        config: MipNerf configuration to instantiate model\n    \"\"\"\n\n    def __init__(\n        self,\n        config: ModelConfig,\n        **kwargs,\n    ) -> None:\n        self.field = None\n        super().__init__(config=config, **kwargs)\n\n    def populate_modules(self):\n        \"\"\"Set the fields and modules\"\"\"\n        super().populate_modules()\n\n        # setting up fields\n        position_encoding = NeRFEncoding(\n            in_dim=3, num_frequencies=16, min_freq_exp=0.0, max_freq_exp=16.0, include_input=True\n        )\n        direction_encoding = NeRFEncoding(\n            in_dim=3, num_frequencies=4, min_freq_exp=0.0, max_freq_exp=4.0, include_input=True\n        )\n\n        self.field = NeRFField(\n            position_encoding=position_encoding, direction_encoding=direction_encoding, use_integrated_encoding=True\n        )\n\n        # samplers\n        self.sampler_uniform = UniformSampler(num_samples=self.config.num_coarse_samples)\n        self.sampler_pdf = PDFSampler(num_samples=self.config.num_importance_samples, include_original=False)\n\n        # renderers\n        self.renderer_rgb = RGBRenderer(background_color=colors.WHITE)\n        self.renderer_accumulation = AccumulationRenderer()\n        self.renderer_depth = DepthRenderer()\n\n        # losses\n        self.rgb_loss = MSELoss()\n\n        # metrics\n        self.psnr = PeakSignalNoiseRatio(data_range=1.0)\n        self.ssim = structural_similarity_index_measure\n        self.lpips = LearnedPerceptualImagePatchSimilarity()\n\n    def get_param_groups(self) -> Dict[str, List[Parameter]]:\n        param_groups = {}\n        if self.field is None:\n            raise ValueError(\"populate_fields() must be called before get_param_groups\")\n        param_groups[\"fields\"] = list(self.field.parameters())\n        return param_groups\n\n    def get_outputs(self, ray_bundle: RayBundle):\n\n        if self.field is None:\n            raise ValueError(\"populate_fields() must be called before get_outputs\")\n\n        # uniform sampling\n        ray_samples_uniform = self.sampler_uniform(ray_bundle)\n\n        # First pass:\n        field_outputs_coarse = self.field.forward(ray_samples_uniform)\n        weights_coarse = ray_samples_uniform.get_weights(field_outputs_coarse[FieldHeadNames.DENSITY])\n        rgb_coarse = self.renderer_rgb(\n            rgb=field_outputs_coarse[FieldHeadNames.RGB],\n            weights=weights_coarse,\n        )\n        accumulation_coarse = self.renderer_accumulation(weights_coarse)\n        depth_coarse = self.renderer_depth(weights_coarse, ray_samples_uniform)\n\n        # pdf sampling\n        ray_samples_pdf = self.sampler_pdf(ray_bundle, ray_samples_uniform, weights_coarse)\n\n        # Second pass:\n        field_outputs_fine = self.field.forward(ray_samples_pdf)\n        weights_fine = ray_samples_pdf.get_weights(field_outputs_fine[FieldHeadNames.DENSITY])\n        rgb_fine = self.renderer_rgb(\n            rgb=field_outputs_fine[FieldHeadNames.RGB],\n            weights=weights_fine,\n        )\n        accumulation_fine = self.renderer_accumulation(weights_fine)\n        depth_fine = self.renderer_depth(weights_fine, ray_samples_pdf)\n\n        outputs = {\n            \"rgb_coarse\": rgb_coarse,\n            \"rgb_fine\": rgb_fine,\n            \"accumulation_coarse\": accumulation_coarse,\n            \"accumulation_fine\": accumulation_fine,\n            \"depth_coarse\": depth_coarse,\n            \"depth_fine\": depth_fine,\n        }\n        return outputs\n\n    def get_loss_dict(self, outputs, batch, metrics_dict=None):\n        image = batch[\"image\"].to(self.device)\n        rgb_loss_coarse = self.rgb_loss(image, outputs[\"rgb_coarse\"])\n        rgb_loss_fine = self.rgb_loss(image, outputs[\"rgb_fine\"])\n        loss_dict = {\"rgb_loss_coarse\": rgb_loss_coarse, \"rgb_loss_fine\": rgb_loss_fine}\n        loss_dict = misc.scale_dict(loss_dict, self.config.loss_coefficients)\n        return loss_dict\n\n    def get_image_metrics_and_images(\n        self, outputs: Dict[str, torch.Tensor], batch: Dict[str, torch.Tensor]\n    ) -> Tuple[Dict[str, float], Dict[str, torch.Tensor]]:\n        image = batch[\"image\"].to(outputs[\"rgb_coarse\"].device)\n        rgb_coarse = outputs[\"rgb_coarse\"]\n        rgb_fine = outputs[\"rgb_fine\"]\n        acc_coarse = colormaps.apply_colormap(outputs[\"accumulation_coarse\"])\n        acc_fine = colormaps.apply_colormap(outputs[\"accumulation_fine\"])\n        depth_coarse = colormaps.apply_depth_colormap(\n            outputs[\"depth_coarse\"],\n            accumulation=outputs[\"accumulation_coarse\"],\n            near_plane=self.config.collider_params[\"near_plane\"],\n            far_plane=self.config.collider_params[\"far_plane\"],\n        )\n        depth_fine = colormaps.apply_depth_colormap(\n            outputs[\"depth_fine\"],\n            accumulation=outputs[\"accumulation_fine\"],\n            near_plane=self.config.collider_params[\"near_plane\"],\n            far_plane=self.config.collider_params[\"far_plane\"],\n        )\n\n        combined_rgb = torch.cat([image, rgb_coarse, rgb_fine], dim=1)\n        combined_acc = torch.cat([acc_coarse, acc_fine], dim=1)\n        combined_depth = torch.cat([depth_coarse, depth_fine], dim=1)\n\n        # Switch images from [H, W, C] to [1, C, H, W] for metrics computations\n        image = torch.moveaxis(image, -1, 0)[None, ...]\n        rgb_coarse = torch.moveaxis(rgb_coarse, -1, 0)[None, ...]\n        rgb_fine = torch.moveaxis(rgb_fine, -1, 0)[None, ...]\n        rgb_coarse = torch.clip(rgb_coarse, min=-1, max=1)\n        rgb_fine = torch.clip(rgb_fine, min=-1, max=1)\n\n        coarse_psnr = self.psnr(image, rgb_coarse)\n        fine_psnr = self.psnr(image, rgb_fine)\n        fine_ssim = self.ssim(image, rgb_fine)\n        fine_lpips = self.lpips(image, rgb_fine)\n\n        metrics_dict = {\n            \"psnr\": float(fine_psnr.item()),\n            \"coarse_psnr\": float(coarse_psnr.item()),\n            \"fine_psnr\": float(fine_psnr.item()),\n            \"fine_ssim\": float(fine_ssim.item()),\n            \"fine_lpips\": float(fine_lpips.item()),\n        }\n        images_dict = {\"img\": combined_rgb, \"accumulation\": combined_acc, \"depth\": combined_depth}\n        return metrics_dict, images_dict\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/models/monosdf.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nImplementation of MonoSDF.\n\"\"\"\n\nfrom __future__ import annotations\n\nfrom dataclasses import dataclass, field\nfrom typing import Type\n\nfrom nerfstudio.models.volsdf import VolSDFModel, VolSDFModelConfig\n\n\n@dataclass\nclass MonoSDFModelConfig(VolSDFModelConfig):\n    \"\"\"Nerfacto Model Config\"\"\"\n\n    _target: Type = field(default_factory=lambda: MonoSDFModel)\n    mono_normal_loss_mult: float = 0.1\n    \"\"\"Monocular normal consistency loss multiplier.\"\"\"\n    mono_depth_loss_mult: float = 0.05\n    \"\"\"Monocular depth consistency loss multiplier.\"\"\"\n\n\nclass MonoSDFModel(VolSDFModel):\n    \"\"\"MonoSDF model\n\n    Args:\n        config: MonoSDF configuration to instantiate model\n    \"\"\"\n\n    config: MonoSDFModelConfig\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/models/nerfacto.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nNeRF implementation that combines many recent advancements.\n\"\"\"\n\nfrom __future__ import annotations\n\nfrom dataclasses import dataclass, field\nfrom typing import Dict, List, Tuple, Type\n\nimport numpy as np\nimport torch\nfrom torch.nn import Parameter\nfrom torchmetrics import PeakSignalNoiseRatio\nfrom torchmetrics.functional import structural_similarity_index_measure\nfrom torchmetrics.image.lpip import LearnedPerceptualImagePatchSimilarity\nfrom typing_extensions import Literal\n\nfrom nerfstudio.cameras.rays import RayBundle\nfrom nerfstudio.engine.callbacks import (\n    TrainingCallback,\n    TrainingCallbackAttributes,\n    TrainingCallbackLocation,\n)\nfrom nerfstudio.field_components.field_heads import FieldHeadNames\nfrom nerfstudio.field_components.spatial_distortions import SceneContraction\nfrom nerfstudio.fields.density_fields import HashMLPDensityField\nfrom nerfstudio.fields.nerfacto_field import TCNNNerfactoField\nfrom nerfstudio.model_components.losses import (\n    MSELoss,\n    distortion_loss,\n    interlevel_loss,\n    orientation_loss,\n    pred_normal_loss,\n)\nfrom nerfstudio.model_components.ray_samplers import ProposalNetworkSampler\nfrom nerfstudio.model_components.renderers import (\n    AccumulationRenderer,\n    DepthRenderer,\n    NormalsRenderer,\n    RGBRenderer,\n)\nfrom nerfstudio.model_components.scene_colliders import NearFarCollider\nfrom nerfstudio.models.base_model import Model, ModelConfig\nfrom nerfstudio.utils import colormaps\nfrom nerfstudio.utils.colors import get_color\n\n\n@dataclass\nclass NerfactoModelConfig(ModelConfig):\n    \"\"\"Nerfacto Model Config\"\"\"\n\n    _target: Type = field(default_factory=lambda: NerfactoModel)\n    near_plane: float = 0.05\n    \"\"\"How far along the ray to start sampling.\"\"\"\n    far_plane: float = 1000.0\n    \"\"\"How far along the ray to stop sampling.\"\"\"\n    background_color: Literal[\"random\", \"last_sample\", \"white\", \"black\"] = \"last_sample\"\n    \"\"\"Whether to randomize the background color.\"\"\"\n    num_levels: int = 16\n    \"\"\"Number of levels of the hashmap for the base mlp.\"\"\"\n    max_res: int = 1024\n    \"\"\"Maximum resolution of the hashmap for the base mlp.\"\"\"\n    log2_hashmap_size: int = 19\n    \"\"\"Size of the hashmap for the base mlp\"\"\"\n    num_proposal_samples_per_ray: Tuple[int, ...] = (256, 96)\n    \"\"\"Number of samples per ray for the proposal network.\"\"\"\n    num_nerf_samples_per_ray: int = 48\n    \"\"\"Number of samples per ray for the nerf network.\"\"\"\n    proposal_update_every: int = 5\n    \"\"\"Sample every n steps after the warmup\"\"\"\n    proposal_warmup: int = 5000\n    \"\"\"Scales n from 1 to proposal_update_every over this many steps\"\"\"\n    num_proposal_iterations: int = 2\n    \"\"\"Number of proposal network iterations.\"\"\"\n    use_same_proposal_network: bool = False\n    \"\"\"Use the same proposal network. Otherwise use different ones.\"\"\"\n    proposal_net_args_list: List[Dict] = field(\n        default_factory=lambda: [\n            {\"hidden_dim\": 16, \"log2_hashmap_size\": 17, \"num_levels\": 5, \"max_res\": 64},\n            {\"hidden_dim\": 16, \"log2_hashmap_size\": 17, \"num_levels\": 5, \"max_res\": 256},\n        ]\n    )\n    \"\"\"Arguments for the proposal density fields.\"\"\"\n    interlevel_loss_mult: float = 1.0\n    \"\"\"Proposal loss multiplier.\"\"\"\n    distortion_loss_mult: float = 0.002\n    \"\"\"Distortion loss multiplier.\"\"\"\n    orientation_loss_mult: float = 0.0001\n    \"\"\"Orientation loss multipier on computed noramls.\"\"\"\n    pred_normal_loss_mult: float = 0.001\n    \"\"\"Predicted normal loss multiplier.\"\"\"\n    use_proposal_weight_anneal: bool = True\n    \"\"\"Whether to use proposal weight annealing.\"\"\"\n    use_appearance_embedding: bool = True\n    \"\"\"Whether to use per-frame appearance embedding.\"\"\"\n    use_average_appearance_embedding: bool = True\n    \"\"\"Whether to use average appearance embedding or zeros for inference.\"\"\"\n    proposal_weights_anneal_slope: float = 10.0\n    \"\"\"Slope of the annealing function for the proposal weights.\"\"\"\n    proposal_weights_anneal_max_num_iters: int = 1000\n    \"\"\"Max num iterations for the annealing function.\"\"\"\n    use_single_jitter: bool = True\n    \"\"\"Whether use single jitter or not for the proposal networks.\"\"\"\n    predict_normals: bool = False\n    \"\"\"Whether to predict normals or not.\"\"\"\n\n\nclass NerfactoModel(Model):\n    \"\"\"Nerfacto model\n\n    Args:\n        config: Nerfacto configuration to instantiate model\n    \"\"\"\n\n    config: NerfactoModelConfig\n\n    def populate_modules(self):\n        \"\"\"Set the fields and modules.\"\"\"\n        super().populate_modules()\n\n        scene_contraction = SceneContraction(order=float(\"inf\"))\n\n        # Fields\n        self.field = TCNNNerfactoField(\n            self.scene_box.aabb,\n            num_levels=self.config.num_levels,\n            max_res=self.config.max_res,\n            log2_hashmap_size=self.config.log2_hashmap_size,\n            spatial_distortion=scene_contraction,\n            num_images=self.num_train_data,\n            use_pred_normals=self.config.predict_normals,\n            use_appearance_embedding=self.config.use_appearance_embedding,\n            use_average_appearance_embedding=self.config.use_average_appearance_embedding,\n        )\n\n        self.density_fns = []\n        num_prop_nets = self.config.num_proposal_iterations\n        # Build the proposal network(s)\n        self.proposal_networks = torch.nn.ModuleList()\n        if self.config.use_same_proposal_network:\n            assert len(self.config.proposal_net_args_list) == 1, \"Only one proposal network is allowed.\"\n            prop_net_args = self.config.proposal_net_args_list[0]\n            network = HashMLPDensityField(self.scene_box.aabb, spatial_distortion=scene_contraction, **prop_net_args)\n            self.proposal_networks.append(network)\n            self.density_fns.extend([network.density_fn for _ in range(num_prop_nets)])\n        else:\n            for i in range(num_prop_nets):\n                prop_net_args = self.config.proposal_net_args_list[min(i, len(self.config.proposal_net_args_list) - 1)]\n                network = HashMLPDensityField(\n                    self.scene_box.aabb,\n                    spatial_distortion=scene_contraction,\n                    **prop_net_args,\n                )\n                self.proposal_networks.append(network)\n            self.density_fns.extend([network.density_fn for network in self.proposal_networks])\n\n        # Samplers\n        update_schedule = lambda step: np.clip(\n            np.interp(step, [0, self.config.proposal_warmup], [0, self.config.proposal_update_every]),\n            1,\n            self.config.proposal_update_every,\n        )\n        self.proposal_sampler = ProposalNetworkSampler(\n            num_nerf_samples_per_ray=self.config.num_nerf_samples_per_ray,\n            num_proposal_samples_per_ray=self.config.num_proposal_samples_per_ray,\n            num_proposal_network_iterations=self.config.num_proposal_iterations,\n            single_jitter=self.config.use_single_jitter,\n            update_sched=update_schedule,\n        )\n\n        # Collider\n        self.collider = NearFarCollider(near_plane=self.config.near_plane, far_plane=self.config.far_plane)\n\n        # renderers\n        background_color = (\n            get_color(self.config.background_color)\n            if self.config.background_color in set([\"white\", \"black\"])\n            else self.config.background_color\n        )\n        self.renderer_rgb = RGBRenderer(background_color=background_color)\n        self.renderer_accumulation = AccumulationRenderer()\n        self.renderer_depth = DepthRenderer()\n        self.renderer_normals = NormalsRenderer()\n\n        # losses\n        self.rgb_loss = MSELoss()\n\n        # metrics\n        self.psnr = PeakSignalNoiseRatio(data_range=1.0)\n        self.ssim = structural_similarity_index_measure\n        self.lpips = LearnedPerceptualImagePatchSimilarity()\n\n    def get_param_groups(self) -> Dict[str, List[Parameter]]:\n        param_groups = {}\n        param_groups[\"proposal_networks\"] = list(self.proposal_networks.parameters())\n        param_groups[\"fields\"] = list(self.field.parameters())\n        return param_groups\n\n    def get_training_callbacks(\n        self, training_callback_attributes: TrainingCallbackAttributes\n    ) -> List[TrainingCallback]:\n        callbacks = []\n        if self.config.use_proposal_weight_anneal:\n            # anneal the weights of the proposal network before doing PDF sampling\n            N = self.config.proposal_weights_anneal_max_num_iters\n\n            def set_anneal(step):\n                # https://arxiv.org/pdf/2111.12077.pdf eq. 18\n                train_frac = np.clip(step / N, 0, 1)\n                bias = lambda x, b: (b * x) / ((b - 1) * x + 1)\n                anneal = bias(train_frac, self.config.proposal_weights_anneal_slope)\n                self.proposal_sampler.set_anneal(anneal)\n\n            callbacks.append(\n                TrainingCallback(\n                    where_to_run=[TrainingCallbackLocation.BEFORE_TRAIN_ITERATION],\n                    update_every_num_iters=1,\n                    func=set_anneal,\n                )\n            )\n            callbacks.append(\n                TrainingCallback(\n                    where_to_run=[TrainingCallbackLocation.AFTER_TRAIN_ITERATION],\n                    update_every_num_iters=1,\n                    func=self.proposal_sampler.step_cb,\n                )\n            )\n        return callbacks\n\n    def get_outputs(self, ray_bundle: RayBundle):\n        ray_samples, weights_list, ray_samples_list = self.proposal_sampler(ray_bundle, density_fns=self.density_fns)\n        field_outputs = self.field(ray_samples, compute_normals=self.config.predict_normals)\n        weights = ray_samples.get_weights(field_outputs[FieldHeadNames.DENSITY])\n        weights_list.append(weights)\n        ray_samples_list.append(ray_samples)\n\n        rgb = self.renderer_rgb(rgb=field_outputs[FieldHeadNames.RGB], weights=weights)\n        depth = self.renderer_depth(weights=weights, ray_samples=ray_samples)\n        accumulation = self.renderer_accumulation(weights=weights)\n\n        outputs = {\n            \"rgb\": rgb,\n            \"accumulation\": accumulation,\n            \"depth\": depth,\n        }\n\n        if self.config.predict_normals:\n            outputs[\"normals\"] = self.renderer_normals(normals=field_outputs[FieldHeadNames.NORMALS], weights=weights)\n            outputs[\"pred_normals\"] = self.renderer_normals(field_outputs[FieldHeadNames.PRED_NORMALS], weights=weights)\n\n        # These use a lot of GPU memory, so we avoid storing them for eval.\n        if True or self.training:\n            outputs[\"weights_list\"] = weights_list\n            outputs[\"ray_samples_list\"] = ray_samples_list\n\n        if self.training and self.config.predict_normals:\n            outputs[\"rendered_orientation_loss\"] = orientation_loss(\n                weights.detach(), field_outputs[FieldHeadNames.NORMALS], ray_bundle.directions\n            )\n\n            outputs[\"rendered_pred_normal_loss\"] = pred_normal_loss(\n                weights.detach(),\n                field_outputs[FieldHeadNames.NORMALS].detach(),\n                field_outputs[FieldHeadNames.PRED_NORMALS],\n            )\n\n        for i in range(self.config.num_proposal_iterations):\n            outputs[f\"prop_depth_{i}\"] = self.renderer_depth(weights=weights_list[i], ray_samples=ray_samples_list[i])\n\n        return outputs\n\n    def get_metrics_dict(self, outputs, batch):\n        metrics_dict = {}\n        image = batch[\"image\"].to(self.device)\n        metrics_dict[\"psnr\"] = self.psnr(outputs[\"rgb\"], image)\n        if self.training:\n            metrics_dict[\"distortion\"] = distortion_loss(outputs[\"weights_list\"], outputs[\"ray_samples_list\"])\n        return metrics_dict\n\n    def get_loss_dict(self, outputs, batch, metrics_dict=None):\n        loss_dict = {}\n        image = batch[\"image\"].to(self.device)\n        loss_dict[\"rgb_loss\"] = self.rgb_loss(image, outputs[\"rgb\"])\n        if self.training:\n            loss_dict[\"interlevel_loss\"] = self.config.interlevel_loss_mult * interlevel_loss(\n                outputs[\"weights_list\"], outputs[\"ray_samples_list\"]\n            )\n            assert metrics_dict is not None and \"distortion\" in metrics_dict\n            loss_dict[\"distortion_loss\"] = self.config.distortion_loss_mult * metrics_dict[\"distortion\"]\n            if self.config.predict_normals:\n                # orientation loss for computed normals\n                loss_dict[\"orientation_loss\"] = self.config.orientation_loss_mult * torch.mean(\n                    outputs[\"rendered_orientation_loss\"]\n                )\n\n                # ground truth supervision for normals\n                loss_dict[\"pred_normal_loss\"] = self.config.pred_normal_loss_mult * torch.mean(\n                    outputs[\"rendered_pred_normal_loss\"]\n                )\n        return loss_dict\n\n    def get_image_metrics_and_images(\n        self, outputs: Dict[str, torch.Tensor], batch: Dict[str, torch.Tensor]\n    ) -> Tuple[Dict[str, float], Dict[str, torch.Tensor]]:\n\n        image = batch[\"image\"].to(self.device)\n        rgb = outputs[\"rgb\"]\n        acc = colormaps.apply_colormap(outputs[\"accumulation\"])\n        depth = colormaps.apply_depth_colormap(\n            outputs[\"depth\"],\n            accumulation=outputs[\"accumulation\"],\n        )\n\n        combined_rgb = torch.cat([image, rgb], dim=1)\n        combined_acc = torch.cat([acc], dim=1)\n        combined_depth = torch.cat([depth], dim=1)\n\n        # Switch images from [H, W, C] to [1, C, H, W] for metrics computations\n        image = torch.moveaxis(image, -1, 0)[None, ...]\n        rgb = torch.moveaxis(rgb, -1, 0)[None, ...]\n\n        psnr = self.psnr(image, rgb)\n        ssim = self.ssim(image, rgb)\n        lpips = self.lpips(image, rgb)\n\n        # all of these metrics will be logged as scalars\n        metrics_dict = {\"psnr\": float(psnr.item()), \"ssim\": float(ssim)}  # type: ignore\n        metrics_dict[\"lpips\"] = float(lpips)\n\n        images_dict = {\"img\": combined_rgb, \"accumulation\": combined_acc, \"depth\": combined_depth}\n\n        # normals to RGB for visualization. TODO: use a colormap\n        if \"normals\" in outputs:\n            images_dict[\"normals\"] = (outputs[\"normals\"] + 1.0) / 2.0\n        if \"pred_normals\" in outputs:\n            images_dict[\"pred_normals\"] = (outputs[\"pred_normals\"] + 1.0) / 2.0\n\n        for i in range(self.config.num_proposal_iterations):\n            key = f\"prop_depth_{i}\"\n            prop_depth_i = colormaps.apply_depth_colormap(\n                outputs[key],\n                accumulation=outputs[\"accumulation\"],\n            )\n            images_dict[key] = prop_depth_i\n\n        return metrics_dict, images_dict\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/models/neuralreconW.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nImplementation of VolSDF.\n\"\"\"\n\nfrom __future__ import annotations\n\nfrom dataclasses import dataclass, field\nfrom typing import List, Type\n\nfrom nerfstudio.engine.callbacks import (\n    TrainingCallback,\n    TrainingCallbackAttributes,\n    TrainingCallbackLocation,\n)\nfrom nerfstudio.model_components.ray_samplers import NeuralReconWSampler\nfrom nerfstudio.model_components.scene_colliders import SphereCollider\nfrom nerfstudio.models.neus import NeuSModel, NeuSModelConfig\n\n\n@dataclass\nclass NeuralReconWModelConfig(NeuSModelConfig):\n    \"\"\"UniSurf Model Config\"\"\"\n\n    _target: Type = field(default_factory=lambda: NeuralReconWModel)\n\n\nclass NeuralReconWModel(NeuSModel):\n    \"\"\"VolSDF model\n\n    Args:\n        config: MonoSDF configuration to instantiate model\n    \"\"\"\n\n    config: NeuralReconWModelConfig\n\n    def populate_modules(self):\n        \"\"\"Set the fields and modules.\"\"\"\n        super().populate_modules()\n\n        # voxel surface bybrid sampler from NeuralReconW\n        self.sampler = NeuralReconWSampler(\n            aabb=self.scene_box.aabb, coarse_binary_grid=self.scene_box.coarse_binary_gird\n        )\n        # Neural Reconstruction in the wild use sphere collider so we overwrite it here\n        self.collider = SphereCollider(radius=1.0, soft_intersection=False)\n\n    def get_training_callbacks(\n        self, training_callback_attributes: TrainingCallbackAttributes\n    ) -> List[TrainingCallback]:\n        callbacks = super().get_training_callbacks(training_callback_attributes)\n\n        # add sampler call backs\n        sdf_fn = lambda x: self.field.forward_geonetwork(x)[:, 0].contiguous()\n        callbacks.append(\n            TrainingCallback(\n                where_to_run=[TrainingCallbackLocation.AFTER_TRAIN_ITERATION],\n                update_every_num_iters=1,\n                func=self.sampler.update_binary_grid,\n                kwargs={\"sdf_fn\": sdf_fn},\n            )\n        )\n\n        return callbacks\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/models/neus.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nImplementation of NeuS.\n\"\"\"\n\nfrom __future__ import annotations\n\nfrom dataclasses import dataclass, field\nfrom typing import Dict, List, Type\n\nfrom nerfstudio.cameras.rays import RayBundle\nfrom nerfstudio.engine.callbacks import (\n    TrainingCallback,\n    TrainingCallbackAttributes,\n    TrainingCallbackLocation,\n)\nfrom nerfstudio.field_components.field_heads import FieldHeadNames\nfrom nerfstudio.fields.sdf_field import SDFField\nfrom nerfstudio.model_components.ray_samplers import NeuSSampler\nfrom nerfstudio.models.base_surface_model import SurfaceModel, SurfaceModelConfig\n\n\n@dataclass\nclass NeuSModelConfig(SurfaceModelConfig):\n    \"\"\"NeuS Model Config\"\"\"\n\n    _target: Type = field(default_factory=lambda: NeuSModel)\n    num_samples: int = 64\n    \"\"\"Number of uniform samples\"\"\"\n    num_samples_importance: int = 64\n    \"\"\"Number of importance samples\"\"\"\n    num_up_sample_steps: int = 4\n    \"\"\"number of up sample step, 1 for simple coarse-to-fine sampling\"\"\"\n    base_variance: float = 64\n    \"\"\"fixed base variance in NeuS sampler, the inv_s will be base * 2 ** iter during upsample\"\"\"\n    perturb: bool = True\n    \"\"\"use to use perturb for the sampled points\"\"\"\n    cos_anneal_end: int = 50000\n    \"\"\"iterations to apply cosine annealing when computing alpha values (avoid vanishing gradient and get a coarse surface in the beginning.) \"\"\"\n\n\nclass NeuSModel(SurfaceModel):\n    \"\"\"NeuS model\n\n    Args:\n        config: NeuS configuration to instantiate model\n    \"\"\"\n\n    config: NeuSModelConfig\n\n    def populate_modules(self):\n        \"\"\"Set the fields and modules.\"\"\"\n        super().populate_modules()\n\n        self.sampler = NeuSSampler(\n            num_samples=self.config.num_samples,\n            num_samples_importance=self.config.num_samples_importance,\n            num_samples_outside=self.config.num_samples_outside,\n            num_upsample_steps=self.config.num_up_sample_steps,\n            base_variance=self.config.base_variance,\n        )\n\n        self.anneal_end = self.config.cos_anneal_end  # 50000\n\n    def get_training_callbacks(\n        self, training_callback_attributes: TrainingCallbackAttributes\n    ) -> List[TrainingCallback]:\n        callbacks = super().get_training_callbacks(training_callback_attributes)\n        \n        # anneal for cos in NeuS\n        if self.anneal_end > 0:\n\n            def set_anneal(step):\n                anneal = min([1.0, step / self.anneal_end])\n                self.field.set_cos_anneal_ratio(anneal)\n\n            callbacks.append(\n                TrainingCallback(\n                    where_to_run=[TrainingCallbackLocation.BEFORE_TRAIN_ITERATION],\n                    update_every_num_iters=1,\n                    func=set_anneal,\n                )\n            )\n\n        return callbacks\n\n    def sample_and_forward_field(self, ray_bundle: RayBundle) -> Dict:\n        ray_samples = self.sampler(ray_bundle, sdf_fn=self.field.get_sdf)\n        # save_points(\"a.ply\", ray_samples.frustums.get_start_positions().reshape(-1, 3).detach().cpu().numpy())\n        field_outputs = self.field(ray_samples, return_alphas=True)\n        weights, transmittance = ray_samples.get_weights_and_transmittance_from_alphas(\n            field_outputs[FieldHeadNames.ALPHA]\n        )\n        bg_transmittance = transmittance[:, -1, :]  # the last fg transmittance -> the first bg transmittance\n\n        samples_and_field_outputs = {\n            \"ray_samples\": ray_samples,\n            \"field_outputs\": field_outputs,\n            \"weights\": weights,\n            \"bg_transmittance\": bg_transmittance,\n        }\n        return samples_and_field_outputs\n\n    def get_metrics_dict(self, outputs, batch) -> Dict:\n        metrics_dict = super().get_metrics_dict(outputs, batch)\n        if self.training and isinstance(self.field, SDFField):\n            # training statics\n            metrics_dict[\"s_val\"] = self.field.deviation_network.get_variance().item()\n            metrics_dict[\"inv_s\"] = 1.0 / self.field.deviation_network.get_variance().item()\n\n        return metrics_dict\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/models/neus_acc.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nImplementation of VolSDF.\n\"\"\"\n\nfrom __future__ import annotations\n\nfrom dataclasses import dataclass, field\nfrom typing import List, Type\n\nimport nerfacc\nimport torch\n\nfrom nerfstudio.cameras.rays import RayBundle\nfrom nerfstudio.engine.callbacks import (\n    TrainingCallback,\n    TrainingCallbackAttributes,\n    TrainingCallbackLocation,\n)\nfrom nerfstudio.field_components.field_heads import FieldHeadNames\nfrom nerfstudio.model_components.ray_samplers import NeuSAccSampler\nfrom nerfstudio.models.neus import NeuSModel, NeuSModelConfig\n\n\n@dataclass\nclass NeuSAccModelConfig(NeuSModelConfig):\n    \"\"\"UniSurf Model Config\"\"\"\n\n    _target: Type = field(default_factory=lambda: NeuSAccModel)\n    sky_loss_mult: float = 0.01\n    \"\"\"Sky segmentation normal consistency loss multiplier.\"\"\"\n\n\nclass NeuSAccModel(NeuSModel):\n    \"\"\"VolSDF model\n\n    Args:\n        config: MonoSDF configuration to instantiate model\n    \"\"\"\n\n    config: NeuSAccModelConfig\n\n    def populate_modules(self):\n        \"\"\"Set the fields and modules.\"\"\"\n        super().populate_modules()\n\n        # voxel surface bybrid sampler from NeuralReconW\n        self.sampler = NeuSAccSampler(aabb=self.scene_box.aabb, neus_sampler=self.sampler)\n\n    def get_training_callbacks(\n        self, training_callback_attributes: TrainingCallbackAttributes\n    ) -> List[TrainingCallback]:\n        callbacks = super().get_training_callbacks(training_callback_attributes)\n\n        # add sampler call backs\n        sdf_fn = lambda x: self.field.forward_geonetwork(x)[:, 0].contiguous()\n        inv_s = self.field.deviation_network.get_variance\n        callbacks.append(\n            TrainingCallback(\n                where_to_run=[TrainingCallbackLocation.AFTER_TRAIN_ITERATION],\n                update_every_num_iters=1,\n                func=self.sampler.update_binary_grid,\n                kwargs={\"sdf_fn\": sdf_fn, \"inv_s\": inv_s},\n            )\n        )\n\n        callbacks.append(\n            TrainingCallback(\n                where_to_run=[TrainingCallbackLocation.BEFORE_TRAIN_ITERATION],\n                update_every_num_iters=1,\n                func=self.sampler.update_step_size,\n                kwargs={\"inv_s\": inv_s},\n            )\n        )\n\n        return callbacks\n\n    def get_outputs(self, ray_bundle: RayBundle):\n        # bootstrap with original Neus\n        if self.sampler._update_counter.item() <= 0:\n            return super().get_outputs(ray_bundle)\n\n        ray_samples, ray_indices = self.sampler(ray_bundle, sdf_fn=self.field.get_sdf, alpha_fn=self.field.get_alpha)\n\n        if ray_samples.shape[0] > 0:\n            field_outputs = self.field(ray_samples, return_alphas=True)\n\n            n_rays = ray_bundle.shape[0]\n            weights = nerfacc.render_weight_from_alpha(\n                field_outputs[FieldHeadNames.ALPHA],\n                ray_indices=ray_indices,\n                n_rays=n_rays,\n            )\n            rgb = nerfacc.accumulate_along_rays(\n                weights, ray_indices, values=field_outputs[FieldHeadNames.RGB], n_rays=n_rays\n            )\n            normal = nerfacc.accumulate_along_rays(\n                weights, ray_indices, values=field_outputs[FieldHeadNames.NORMAL], n_rays=n_rays\n            )\n\n            accumulation = nerfacc.accumulate_along_rays(weights, ray_indices, values=None, n_rays=n_rays)\n            depth = nerfacc.accumulate_along_rays(\n                weights,\n                ray_indices,\n                values=(ray_samples.frustums.starts + ray_samples.frustums.ends) / 2,\n                n_rays=n_rays,\n            )\n\n            outputs = {\n                \"rgb\": rgb,\n                \"accumulation\": accumulation,\n                \"depth\": depth,\n                \"normal\": normal,\n            }\n\n            if self.training:\n                grad_points = field_outputs[FieldHeadNames.GRADIENT]\n                outputs.update({\"eik_grad\": grad_points})\n        else:\n            zeros = torch.zeros((ray_bundle.shape[0], 3), dtype=torch.float32, device=self.device)\n            outputs = {\"rgb\": zeros, \"accumulation\": zeros[:, :1], \"depth\": zeros[:, :1], \"normal\": zeros}\n            if self.training:\n                outputs.update({\"eik_grad\": zeros})\n\n        return outputs\n\n    def get_metrics_dict(self, outputs, batch):\n        metrics = super().get_metrics_dict(outputs, batch)\n        metrics[\"acc_step_size\"] = self.sampler.step_size\n        return metrics\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/models/neus_facto.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nImplementation of VolSDF.\n\"\"\"\n\nfrom __future__ import annotations\n\nfrom dataclasses import dataclass, field\nfrom typing import List, Type, Tuple, Dict\nfrom typing_extensions import Literal\nimport numpy as np\n\nimport torch\nfrom torch.nn import Parameter\n\nfrom nerfstudio.cameras.rays import RayBundle\nfrom nerfstudio.engine.callbacks import (\n    TrainingCallback,\n    TrainingCallbackAttributes,\n    TrainingCallbackLocation,\n)\nfrom nerfstudio.field_components.field_heads import FieldHeadNames\nfrom nerfstudio.field_components.spatial_distortions import SceneContraction\nfrom nerfstudio.models.neus import NeuSModel, NeuSModelConfig\nfrom nerfstudio.fields.density_fields import HashMLPDensityField\nfrom nerfstudio.model_components.losses import interlevel_loss\nfrom nerfstudio.model_components.ray_samplers import ProposalNetworkSampler\nfrom nerfstudio.utils import colormaps\n\n\n@dataclass\nclass NeuSFactoModelConfig(NeuSModelConfig):\n    \"\"\"UniSurf Model Config\"\"\"\n\n    _target: Type = field(default_factory=lambda: NeuSFactoModel)\n    num_proposal_samples_per_ray: Tuple[int, ...] = (256, 96)\n    \"\"\"Number of samples per ray for the proposal network.\"\"\"\n    num_neus_samples_per_ray: int = 48\n    \"\"\"Number of samples per ray for the nerf network.\"\"\"\n    proposal_update_every: int = 5\n    \"\"\"Sample every n steps after the warmup\"\"\"\n    proposal_warmup: int = 5000  # FIXME: not used\n    \"\"\"Scales n from 1 to proposal_update_every over this many steps\"\"\"\n    num_proposal_iterations: int = 2\n    \"\"\"Number of proposal network iterations.\"\"\"\n    use_same_proposal_network: bool = False\n    \"\"\"Use the same proposal network. Otherwise use different ones.\"\"\"\n    proposal_net_args_list: List[Dict] = field(\n        default_factory=lambda: [\n            {\"hidden_dim\": 16, \"log2_hashmap_size\": 17, \"num_levels\": 5, \"max_res\": 64},\n            {\"hidden_dim\": 16, \"log2_hashmap_size\": 17, \"num_levels\": 5, \"max_res\": 256},\n        ]\n    )\n    \"\"\"Arguments for the proposal density fields.\"\"\"\n    interlevel_loss_mult: float = 1.0\n    \"\"\"Proposal loss multiplier.\"\"\"\n    use_proposal_weight_anneal: bool = True\n    \"\"\"Whether to use proposal weight annealing.\"\"\"\n    proposal_weights_anneal_slope: float = 10.0\n    \"\"\"Slope of the annealing function for the proposal weights.\"\"\"\n    proposal_weights_anneal_max_num_iters: int = 1000\n    \"\"\"Max num iterations for the annealing function.\"\"\"\n    use_single_jitter: bool = True\n    \"\"\"Whether use single jitter or not for the proposal networks.\"\"\"\n    proposal_net_spatial_normalization_region: Literal[\"full\", \"fg\"] = \"full\"\n    \"\"\"if \"full\", normalize [-2, 2] into [0, 1], otherwise, normalize [-1, 1] into [0, 1].\"\"\"\n    proposal_use_uniform_sampler: bool = True\n    \"\"\"whether to use UniformSampler as the initial sampler for the proposal network.\n    It's better to use UniformSampler if the region for the proposal network to model\n    is bounded and small (e.g., inside a object bbox). UniformLinDispPiecewiseSampler is more\n    appropriate, if the proposal network needs to model a big or unbounded region.\n    \"\"\"\n    proposal_net_use_separate_contraction: bool = False\n    \"\"\"use a separate contraction for the proposal network (modeling both fg & bg regions).\"\"\"\n    proposal_net_contraction_scale_factor: float = 1.0\n    \"\"\"scale_factor for the separate SceneContraction of the proposal network.\"\"\"\n    num_proposal_samples_per_ray_for_eikonal_loss: int = 0\n\n\nclass NeuSFactoModel(NeuSModel):\n    \"\"\"NeuS facto model\n\n    Args:\n        config: NeuS configuration to instantiate model\n    \"\"\"\n\n    config: NeuSFactoModelConfig\n\n    def populate_modules(self):\n        \"\"\"Set the fields and modules.\"\"\"\n        super().populate_modules()\n\n        self.density_fns = []\n        num_prop_nets = self.config.num_proposal_iterations\n        \n        # Build the proposal network(s)\n        if self.config.proposal_net_use_separate_contraction:\n            proposal_contraction = SceneContraction(\n                order=float(\"inf\"), scale_factor=self.config.proposal_net_contraction_scale_factor\n            )\n        else:\n            proposal_contraction = self.scene_contraction\n        \n        self.proposal_networks = torch.nn.ModuleList()\n        if self.config.use_same_proposal_network:\n            assert len(self.config.proposal_net_args_list) == 1, \"Only one proposal network is allowed.\"\n            prop_net_args = self.config.proposal_net_args_list[0]\n            network = HashMLPDensityField(\n                self.scene_box.aabb, spatial_distortion=proposal_contraction, **prop_net_args,\n                spatial_normalization_region=self.config.proposal_net_spatial_normalization_region,\n            )\n            self.proposal_networks.append(network)\n            self.density_fns.extend([network.density_fn for _ in range(num_prop_nets)])\n        else:\n            for i in range(num_prop_nets):\n                prop_net_args = self.config.proposal_net_args_list[\n                    min(i, len(self.config.proposal_net_args_list) - 1)]\n                network = HashMLPDensityField(\n                    self.scene_box.aabb, spatial_distortion=proposal_contraction, **prop_net_args,\n                    spatial_normalization_region=self.config.proposal_net_spatial_normalization_region,\n                )\n                self.proposal_networks.append(network)\n            self.density_fns.extend([network.density_fn for network in self.proposal_networks])\n\n        # proposal network scheduler\n        # TODO: previously trained NeuSFacto models use update_scheduler=-1 -> might lead to performance change\n        update_schedule = lambda step: np.clip(\n            np.interp(step, [0, self.config.proposal_warmup], [0, self.config.proposal_update_every]),\n            1,\n            self.config.proposal_update_every,\n        )\n        \n        self.proposal_sampler = ProposalNetworkSampler(\n            num_nerf_samples_per_ray=self.config.num_neus_samples_per_ray,\n            num_proposal_samples_per_ray=self.config.num_proposal_samples_per_ray,\n            num_proposal_network_iterations=self.config.num_proposal_iterations,\n            use_uniform_sampler=self.config.proposal_use_uniform_sampler,\n            single_jitter=self.config.use_single_jitter,\n            update_sched=update_schedule,\n        )\n\n    def get_param_groups(self) -> Dict[str, List[Parameter]]:\n        param_groups = super().get_param_groups()\n        param_groups[\"proposal_networks\"] = list(self.proposal_networks.parameters())\n        return param_groups\n\n    def get_training_callbacks(\n        self, training_callback_attributes: TrainingCallbackAttributes\n    ) -> List[TrainingCallback]:\n        callbacks = super().get_training_callbacks(training_callback_attributes)\n\n        if self.config.use_proposal_weight_anneal:\n            # anneal the weights of the proposal network before doing PDF sampling\n            N = self.config.proposal_weights_anneal_max_num_iters\n\n            def set_anneal(step):\n                # https://arxiv.org/pdf/2111.12077.pdf eq. 18\n                train_frac = np.clip(step / N, 0, 1)\n                bias = lambda x, b: (b * x) / ((b - 1) * x + 1)\n                anneal = bias(train_frac, self.config.proposal_weights_anneal_slope)\n                self.proposal_sampler.set_anneal(anneal)\n\n            callbacks.append(\n                TrainingCallback(\n                    where_to_run=[TrainingCallbackLocation.BEFORE_TRAIN_ITERATION],\n                    update_every_num_iters=1,\n                    func=set_anneal,\n                )\n            )\n            callbacks.append(\n                TrainingCallback(\n                    where_to_run=[TrainingCallbackLocation.AFTER_TRAIN_ITERATION],\n                    update_every_num_iters=1,\n                    func=self.proposal_sampler.step_cb,\n                )\n            )\n\n        return callbacks\n\n    def sample_and_forward_field(self, ray_bundle: RayBundle):\n        ray_samples, weights_list, ray_samples_list = self.proposal_sampler(\n            ray_bundle, density_fns=self.density_fns\n        )\n\n        field_outputs = self.field(ray_samples, return_alphas=True)\n        weights, transmittance = ray_samples.get_weights_and_transmittance_from_alphas(\n            field_outputs[FieldHeadNames.ALPHA]\n        )\n        bg_transmittance = transmittance[:, -1, :]\n\n        weights_list.append(weights)\n        ray_samples_list.append(ray_samples)\n\n        samples_and_field_outputs = {\n            \"ray_samples\": ray_samples,\n            \"field_outputs\": field_outputs,\n            \"weights\": weights,\n            \"bg_transmittance\": bg_transmittance,\n            \"weights_list\": weights_list,\n            \"ray_samples_list\": ray_samples_list,\n        }\n        return samples_and_field_outputs\n\n    def get_loss_dict(self, outputs, batch, metrics_dict=None):\n        loss_dict = super().get_loss_dict(outputs, batch, metrics_dict)\n\n        if self.training:\n            self._compute_interlevel_loss(outputs, loss_dict)\n            self._compute_proposal_eikonal_loss(outputs, loss_dict)\n\n        return loss_dict\n\n    def get_image_metrics_and_images(\n        self, outputs: Dict[str, torch.Tensor], batch: Dict[str, torch.Tensor]\n    ) -> Tuple[Dict[str, float], Dict[str, torch.Tensor]]:\n        metrics_dict, images_dict = super().get_image_metrics_and_images(outputs, batch)\n        for i in range(self.config.num_proposal_iterations):\n            key = f\"prop_depth_{i}\"\n            # TODO: set depth[accumulation < 0.1] = depth[accumulation >= 0.1].min()\n            prop_depth_i = colormaps.apply_depth_colormap(\n                outputs[key],\n                accumulation=outputs[\"accumulation\"],  # NOTE: this would remove bg depths\n            )\n            images_dict[key] = prop_depth_i\n\n        return metrics_dict, images_dict\n\n    def _compute_interlevel_loss(self, outputs: Dict[str, torch.Tensor], loss_dict: Dict[str, torch.Tensor]):\n        weights_list, ray_samples_list = self._get_interlevel_loss_inputs(outputs)\n        interlevel_loss_val = interlevel_loss(weights_list, ray_samples_list)\n        loss_dict[\"interlevel_loss\"] = self.config.interlevel_loss_mult * interlevel_loss_val\n    \n    def _get_interlevel_loss_inputs(self, outputs):\n        weights_list = outputs[\"weights_list\"]  # (n_rays, n_samples, 1)\n        ray_samples_list = outputs[\"ray_samples_list\"]  # (n_rays, n_samples)\n        \n        if not self.handle_no_intersect_rays:\n            return weights_list, ray_samples_list\n        \n        # ignore rays not intersecting the fg aabb\n        no_intersect_mask = outputs[\"no_intersect_mask\"][..., 0]  # (n_rays, )\n        weights_list = [weights[~no_intersect_mask] for weights in weights_list]\n        ray_samples_list = [ray_samples[~no_intersect_mask] for ray_samples in ray_samples_list]\n        \n        return weights_list, ray_samples_list\n\n    def _compute_proposal_eikonal_loss(\n        self,\n        outputs: Dict[str, torch.Tensor],\n        loss_dict: Dict[str, torch.Tensor]\n    ):\n        \"\"\"sample additional ray samples from the proposal samples and compute the eikonal loss.\n        this aims to regularize the internal geometry of the reconstruction.\n        \"\"\"\n        n_eikonal_samples = self.config.num_proposal_samples_per_ray_for_eikonal_loss\n        if n_eikonal_samples <= 0:\n            return\n        \n        _, ray_samples_list = self._get_interlevel_loss_inputs(outputs)  # TODO: called twice per iter, should cache results\n        ray_samples_list = [s.frustums.get_start_positions() for s in ray_samples_list[:-1]]\n        # TODO: maybe it's better to just sample from the uniform samples?\n        ray_samples = torch.cat(ray_samples_list, dim=1)  # (n_rays, n_samples, 3)\n        n_rays, n_samples = ray_samples.shape[:2]\n        if n_eikonal_samples < n_samples:  # sample with replacement for speed\n            _inds = torch.randint(n_samples, (n_rays, n_eikonal_samples), device=ray_samples.device)\n            ray_samples = ray_samples.gather(1, _inds[..., None].expand(-1, -1, 3))\n        eik_grads = self.field.gradient(ray_samples.view(-1, 3))  # (*, 3)\n        loss_dict[\"proposal_eikonal_loss\"] = ((eik_grads.norm(2, dim=-1) - 1) ** 2).mean() * self.config.eikonal_loss_mult\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/models/neus_facto_dff.py",
    "content": "\"\"\"\nNeuSFacto + DistilledFeatureField\n\"\"\"\n\nfrom __future__ import annotations\n\nfrom dataclasses import dataclass, field\nfrom typing import List, Type, Tuple, Dict, Optional\nfrom torchtyping import TensorType\nfrom collections import defaultdict\nfrom tqdm import tqdm\n\nimport torch\nfrom rich.console import Console\nfrom torch.nn import Parameter, MSELoss\nfrom torch.nn import functional as F\nfrom sklearn.decomposition import PCA\nfrom einops import rearrange, repeat\n\nfrom nerfstudio.cameras.rays import RayBundle, RaySamples\nfrom nerfstudio.field_components.field_heads import FieldHeadNames\nfrom nerfstudio.field_components.spatial_distortions import SceneContraction\nfrom nerfstudio.fields.feature_field import FeatureFieldConfig, FeatureSegFieldConfig\nfrom nerfstudio.model_components.renderers import FeatureRenderer, SemanticRenderer\nfrom nerfstudio.model_components.ray_samplers import RayTracingSampler\nfrom nerfstudio.models.neus_facto import NeuSFactoModel, NeuSFactoModelConfig\nfrom nerfstudio.model_components.ray_samplers import Sampler, SpacedSampler, DummySampler\nfrom nerfstudio.model_components.renderers import DepthRenderer\nfrom nerfstudio.utils.pointclouds import BasicPointClouds\nfrom nerfstudio.utils.colormaps import apply_colormap, apply_depth_colormap\nfrom nerfstudio.utils.mask_utils import overlay_mask_on_image\n\nCONSOLE = Console(width=120)\n\n\n@dataclass\nclass NeuSFactoDFFModelConfig(NeuSFactoModelConfig):\n    \"\"\"NeusFactoDFF Model Config\"\"\"\n\n    _target: Type = field(default_factory=lambda: NeuSFactoDFFModel)\n\n    feature_field: FeatureFieldConfig = FeatureFieldConfig()\n    feature_field_scene_contraction_scale_factor: float = 1.0\n    \"\"\"use a separate scene contraction for feature field, since the feature field use a simple field\n    to represent the whole scene, including both fg and bg.\n    \"\"\"\n    feature_loss_mult: float = 0.1  # NOTE: this multiplier is meaningless if all other parts are frozen\n    \n    render_fg_seg: bool = True\n    \"\"\"rendering foreground segmentation masks during evaluation\"\"\"\n    feature_seg_field: FeatureSegFieldConfig = FeatureSegFieldConfig()\n    \"\"\"segmentation field config\"\"\"\n    fg_seg_binary_thr: float = 0.5\n    \"\"\"binarization threshold for 2d segmentation masks\"\"\"\n    fg_3d_seg_binary_thr: float = 0.5\n    \"\"\"binarization threshold for 3d segmentation masks\"\"\"\n    sdf_rectification_value: float = 10.0\n    \"\"\"rectify absolute SDF values of positions where the segmentation field equals 0 to this value\"\"\"\n    \n    use_surface_rendering: bool = False\n    \"\"\"learn the feature field with surface rendering\"\"\"\n    # TODO: RayTracingSampler configs\n    ignore_false_positive_sphere_tracing_with_accumulation: bool = True\n    \"\"\"sphere tracing might produce some incorrect intersections near to the border of\n    fg bboxes because sdf here are invalid, optionally filter out theses incorrect intersections\n    whose accumulation is less than 0.5\n    \"\"\"\n    complement_false_negative_sphere_tracing_with_volrend: bool = True\n    \"\"\"sphere tracing might fail to find some intersections, use depth of volume rendering\n    as pseudo intersections.\n    \"\"\"\n    \n\nclass NeuSFactoDFFModel(NeuSFactoModel):\n    \"\"\"NeuS facto model\n\n    Args:\n        config: NeuSFactoDFFModel configuration to instantiate model\n    \"\"\"\n\n    config: NeuSFactoDFFModelConfig\n\n    def populate_modules(self):\n        \"\"\"Set feature fields for foreground and background\"\"\"\n        super().populate_modules()\n        self.ptcd_data: BasicPointClouds = self.kwargs[\"metadata\"][\"ptcd_data\"]\n        self.ptcd_data.build_nn_search_index(self.config.feature_seg_field.separate_bg_plane)\n        \n        self.feature_field_scene_contraction = SceneContraction(\n            order=float(\"inf\"),\n            scale_factor=self.config.feature_field_scene_contraction_scale_factor\n        )\n        self.feature_field = self.config.feature_field.setup(\n            spatial_distortion=self.feature_field_scene_contraction\n        )\n        self.feature_seg_field = self.config.feature_seg_field.setup(ptcd_data=self.ptcd_data,\n                                                                     aabb=self.scene_box.aabb)\n        self.renderer_depth_median = DepthRenderer(\"median\")\n        self.renderer_feature = FeatureRenderer()\n        self.renderer_fg_seg = SemanticRenderer()\n        self.feature_loss = MSELoss()\n        \n        if self.config.use_surface_rendering:\n            self.ray_tracing_sampler = RayTracingSampler(aabb=self.scene_box.aabb)\n\n    def get_param_groups(self) -> Dict[str, List[Parameter]]:\n        param_groups = super().get_param_groups()\n        for param_group in param_groups.values():\n            for param in param_group:\n                param.requires_grad_(False)\n        CONSOLE.print(\"All parameters except for feature field have been frozen.\")\n\n        param_groups[\"feature_field\"] = list(self.feature_field.parameters())\n\n        return param_groups\n\n    def sample_and_forward_field(self, ray_bundle: RayBundle):\n        # if not (self.training and self.config.use_surface_rendering):\n        #     samples_and_field_outputs = super().sample_and_forward_field(ray_bundle)\n        #     ray_samples = samples_and_field_outputs[\"ray_samples\"]\n        # else:\n        #     # TODO: not working yet (need to udpate SurfaceModel to ignore fg rendering)\n        #     # during training, we can avoid the ``super().sample_and_forward_field(ray_bundle)`` call\n        #     # to speed up inference, since we only need to render the feature field\n        #     samples_and_field_outputs = {}\n        #     ray_samples = None\n        \n        samples_and_field_outputs = super().sample_and_forward_field(ray_bundle)\n        volrend_ray_samples = samples_and_field_outputs[\"ray_samples\"]\n        volrend_weights = samples_and_field_outputs[\"weights\"]\n            \n        if self.config.use_surface_rendering:\n            samples_and_field_outputs_rt = self._sample_and_forward_field_ray_tracing(\n                ray_bundle, volrend_ray_samples, volrend_weights\n            )\n            samples_and_field_outputs.update(samples_and_field_outputs_rt)  # \"{xxx}_st\"\n            ray_samples = samples_and_field_outputs_rt[\"ray_samples_rt\"]\n        else:\n            ray_samples = volrend_ray_samples\n        \n        feature_field_outputs = self.feature_field(ray_samples)\n        samples_and_field_outputs.update(feature_field_outputs)\n        \n        if not self.training and self.config.render_fg_seg:\n            feature_field_seg_outptus = self.feature_seg_field(\n                ray_samples, feature_field_outputs[FieldHeadNames.FEATURE]\n            )\n            samples_and_field_outputs.update(feature_field_seg_outptus)\n\n        return samples_and_field_outputs\n\n    def _sample_and_forward_field_ray_tracing(\n        self,\n        ray_bundle: RayBundle,\n        volrend_ray_samples: RaySamples,\n        volrend_weights: TensorType[\"bs\": ..., 1],\n    ):\n        sdf_fn = lambda x: self.field.forward_geonetwork(x)[..., [0]]  # (..., 3) -> (..., 1)\n        ray_samples, non_convergent_masks = self.ray_tracing_sampler(ray_bundle, sdf_fn)  # (..., 1, 3), (..., 1, 1)\n        non_convergent_masks_raw = non_convergent_masks.clone()\n\n        if (\n            self.config.ignore_false_positive_sphere_tracing_with_accumulation or\n            self.config.complement_false_negative_sphere_tracing_with_volrend\n        ):\n            if ray_bundle.metadata.get(\"no_intersect_mask\", None) is not None:\n                no_intersect_mask = ray_bundle.metadata[\"no_intersect_mask\"]\n                no_intersect_mask = repeat(no_intersect_mask, \"... m -> ... n m\", n=volrend_weights.shape[-2])\n                volrend_weights = torch.where(no_intersect_mask, torch.zeros_like(volrend_weights), volrend_weights)\n            volrend_acc = self.renderer_accumulation(weights=volrend_weights)\n            acc_bg_mask = volrend_acc < 0.5\n        if self.config.ignore_false_positive_sphere_tracing_with_accumulation:\n            non_convergent_masks |= acc_bg_mask[..., None]\n        \n        if self.config.complement_false_negative_sphere_tracing_with_volrend:\n            volrend_ray_dist = self.renderer_depth_median(\n                weights=volrend_weights, ray_samples=volrend_ray_samples\n            )[..., None]\n            false_negative_mask = non_convergent_masks & ~acc_bg_mask[..., None]\n            non_convergent_masks[false_negative_mask] = False\n            ray_samples.frustums.starts[false_negative_mask] = volrend_ray_dist[false_negative_mask]\n            ray_samples.frustums.ends[false_negative_mask] = volrend_ray_dist[false_negative_mask]\n            \n        # assign weight = 1.0 for the single ray sample (intersection pt)\n        # equivalent w/ self._handle_no_intersect_rays()\n        weights = torch.where(non_convergent_masks,\n                              torch.zeros_like(ray_samples.frustums.starts),\n                              torch.ones_like(ray_samples.frustums.starts))  # (..., 1, 1)\n        bg_transmittance = torch.where(non_convergent_masks[..., 0, [0]],\n                                       torch.ones_like(weights[..., 0, [0]]),\n                                       torch.zeros_like(weights[..., 0, [0]]))  # (..., 1)\n        \n        # ray tracing depth\n        depth = ray_samples.frustums.starts[..., 0, :] / ray_bundle.directions_norm  # starts = ends\n        \n        samples_and_field_outputs = {\n            \"non_convergent_mask_rt\": non_convergent_masks,\n            \"non_convergent_mask_rt_raw\": non_convergent_masks_raw,  # w/o postprocessing\n            \"ray_samples_rt\": ray_samples,\n            \"weights_rt\": weights,\n            \"bg_transmittance_rt\": bg_transmittance,\n            \"depth_rt\": depth\n        }\n        return samples_and_field_outputs\n    \n    def get_outputs(self, ray_bundle: RayBundle) -> Dict:\n        outputs = super().get_outputs(ray_bundle)\n        \n        samples_and_field_outputs = outputs[\"samples_and_field_outputs\"]\n        _weights_key = \"weights\" if not self.config.use_surface_rendering else \"weights_rt\"\n        _trans_key = \"bg_transmittance\" if not self.config.use_surface_rendering else \"bg_transmittance_rt\"\n        weights = samples_and_field_outputs[_weights_key]\n        bg_transmittance = samples_and_field_outputs[_trans_key]\n\n        # fg rendering (field query is done in sample_and_forward_field)\n        feature = self.renderer_feature(\n            features=samples_and_field_outputs[FieldHeadNames.FEATURE], weights=weights\n        )\n\n        if not self.training and self.config.render_fg_seg:\n            with torch.no_grad():\n                fg_seg_prob = self.renderer_fg_seg(\n                    samples_and_field_outputs[FieldHeadNames.FG_SEG].detach(), weights=weights.detach()\n                )\n            outputs[\"fg_seg_prob\"] = fg_seg_prob\n\n        # bg field qeury and rendering\n        if self.config.background_model != \"none\":\n            samples_and_field_outputs_bg = outputs[\"samples_and_field_outputs_bg\"]\n            ray_samples_bg = samples_and_field_outputs_bg[\"ray_samples\"]\n            weights_bg = samples_and_field_outputs_bg[\"weights\"]\n            feature_field_outputs_bg = self.feature_field(ray_samples_bg)\n            feature_bg = self.renderer_feature(\n                features=feature_field_outputs_bg[FieldHeadNames.FEATURE], weights=weights_bg\n            )\n            # composition\n            feature = feature + bg_transmittance * feature_bg\n\n        outputs[\"feature\"] = feature\n        if self.config.use_surface_rendering:\n            outputs[\"non_convergent_mask_rt\"] = samples_and_field_outputs[\"non_convergent_mask_rt\"]\n            outputs[\"non_convergent_mask_rt_raw\"] = samples_and_field_outputs[\"non_convergent_mask_rt_raw\"]\n            outputs[\"depth_rt\"] = samples_and_field_outputs[\"depth_rt\"]\n        return outputs\n\n    def get_loss_dict(self, outputs, batch, metrics_dict=None):\n        loss_dict = super().get_loss_dict(outputs, batch, metrics_dict)\n\n        if self.training and self.config.feature_loss_mult > 0.:\n            loss_dict[\"feature_loss\"] = (\n                self.feature_loss(batch[\"feature\"], outputs[\"feature\"]) *\n                self.config.feature_loss_mult\n            )\n\n        return loss_dict\n\n    def get_image_metrics_and_images(\n        self, outputs: Dict[str, torch.Tensor], batch: Dict[str, torch.Tensor]\n    ) -> Tuple[Dict[str, float], Dict[str, torch.Tensor]]:\n        metrics_dict, images_dict = super().get_image_metrics_and_images(outputs, batch)\n\n        self._get_pca_feature_rendering(outputs, batch, images_dict)\n        self._get_fg_seg_rendering(outputs, batch, images_dict)\n        self._get_ray_tracing_mask(outputs, batch, images_dict)\n        self._get_ray_tracing_depth(outputs, batch, images_dict)\n\n        return metrics_dict, images_dict\n\n    def query_seg_field(self, inputs: TensorType[\"bs\": ..., 3]) -> TensorType[\"bs\": ..., 1]:\n        \"\"\"query segmentation field\"\"\"\n        feat = self.feature_field.query_features(inputs, None)\n        seg = self.feature_seg_field.compute_seg_prob(inputs, feat)\n        return seg\n    \n    def seg_aware_sdf(self, inputs: TensorType[\"bs\": ..., 3]) -> TensorType[\"bs\": ..., 1]:\n        \"\"\"extract segmentation-awared sdf values\"\"\"\n        sdf = self.field.forward_geonetwork(inputs)[..., [0]]\n        seg = self.query_seg_field(inputs)\n        \n        # rectify sdf with seg\n        rectified_sdf = self._rectify_sdf(sdf, seg)\n        return rectified_sdf\n    \n    def _rectify_sdf(self, sdf: TensorType[\"bs\": ..., 1], seg: TensorType[\"bs\": ..., 1]):\n        binary_seg = (seg > self.config.fg_3d_seg_binary_thr)[..., 0]\n        bg_sdf = sdf[~binary_seg]\n        min_bg_udf = self.config.sdf_rectification_value\n        # sdf[~binary_seg] = torch.sign(bg_sdf) * torch.clamp(bg_sdf.abs(), min=min_bg_udf)  # Bad results, the ground plane is kept\n        sdf[~binary_seg] = torch.clamp(bg_sdf.abs(), min=min_bg_udf)  # This might cause noises inside the fg region\n        # TODO: visualize raw sdf (sdf viewer)\n        return sdf\n    \n    def _get_pca_feature_rendering(\n        self, outputs: Dict[str, torch.Tensor], batch: Dict[str, torch.Tensor],\n        images_dict: Dict[str, torch.Tensor]\n    ):\n        feature = outputs[\"feature\"]  # (h, w, c)\n        feature_gt = batch[\"feature\"]  # (c, h_gt, w_gt) - low res\n        feature_gt_pca = batch[\"feature_pca\"]  # (h_gt, w_gt, 3)\n        all_gt_pca: PCA = batch[\"gt_features_pca\"]\n        h, w = feature.shape[:2]\n        h_gt, w_gt = feature.shape[1:]\n        min_val, max_val = batch[\"feature_pca_min\"], batch[\"feature_pca_max\"]\n\n        # joint visualization of pred & gt (use PCA params fitted on gt features from all frames)\n        feature_pca = all_gt_pca.transform(rearrange(feature.cpu().numpy(), 'h w c -> (h w) c'))\n        feature_pca = rearrange(feature.new_tensor(feature_pca), '(h w) c -> h w c', h=h, w=w)\n        feature_gt_pca = F.interpolate(\n            feature_gt_pca.permute(2, 0, 1)[None], size=(h, w), mode=\"bilinear\"\n        )[0].permute(1, 2, 0)  # (h, w, 3)\n\n        feature_pca_gt_pred = torch.cat([feature_gt_pca, feature_pca], dim=1)\n        feature_pca_gt_pred = (feature_pca_gt_pred - min_val) / (max_val - min_val)\n\n        images_dict[\"feature_pca_gt_pred\"] = feature_pca_gt_pred\n        # TODO: separate visualization of pred (use PCA params fitted on pred only)\n        \n        # pre-exp: compute a segmentation mask with feature_gt and self.ptcd_data\n        # self._get_pseudo_gt_seg_mask(batch[\"image\"].to(self.device), feature_gt, images_dict)\n\n    def _get_fg_seg_rendering(\n        self, outputs: Dict[str, torch.Tensor], batch: Dict[str, torch.Tensor],\n        images_dict: Dict[str, torch.Tensor]\n    ):\n        # plot soft fg seg\n        fg_seg_prob = outputs['fg_seg_prob']  # (h, w, 1)\n        soft_fg_seg = apply_colormap(fg_seg_prob, cmap=\"viridis\")\n        \n        # plot binary fg seg\n        fg_seg_binary = (fg_seg_prob >= self.config.fg_seg_binary_thr).float()\n        binary_fg_seg = fg_seg_binary.repeat(1, 1, 3)\n        \n        # overlay fg seg rendering on gt image\n        image = batch[\"image\"].to(self.device)\n        # fg_seg_overlay = overlay_mask_on_image(soft_fg_seg, image, fg_seg_prob)\n        fg_seg_overlay = overlay_mask_on_image(binary_fg_seg, image, fg_seg_prob)\n\n        images_dict.update({\n            \"fg_seg_prob\": soft_fg_seg,\n            \"fg_seg\": binary_fg_seg,\n            \"fg_seg_overlay\": fg_seg_overlay\n        })\n\n    def _get_pseudo_gt_seg_mask(self,\n                                image_gt: TensorType[\"h\", \"w\", 3],\n                                feature_gt: TensorType[\"c\", \"h_gt\", \"w_gt\"],\n                                images_dict: Dict[str, torch.Tensor]):\n        nc_feat, h_feat, w_feat = feature_gt.shape\n        h, w = image_gt.shape[:2]\n        \n        feature_gt = rearrange(feature_gt, 'c h w -> (h w) c')\n        assert not self.feature_seg_field.config.distance_weighted_average\n        soft_psuedo_gt_mask = rearrange(\n            self.feature_seg_field.compute_seg_prob(None, feature_gt),\n            '(h w) 1 -> h w 1', h=h_feat, w=w_feat\n        )\n        soft_psuedo_gt_mask_hr = F.interpolate(\n            soft_psuedo_gt_mask.permute(2, 0, 1)[None], size=(h, w), mode=\"bilinear\"\n        )[0].permute(1, 2, 0)  # (h, w, 1)\n        binary_pseudo_gt_mask_hr = (soft_psuedo_gt_mask_hr > self.config.fg_seg_binary_thr).float()\n        seg_overlay = overlay_mask_on_image(binary_pseudo_gt_mask_hr, image_gt, soft_psuedo_gt_mask_hr)\n        images_dict[\"pseudo_gt_seg_overlay\"] = seg_overlay\n\n    def _get_ray_tracing_mask(\n        self, outputs: Dict[str, torch.Tensor], batch: Dict[str, torch.Tensor],\n        images_dict: Dict[str, torch.Tensor]\n    ) -> None:\n        if not self.config.use_surface_rendering:\n            return\n        \n        image = batch[\"image\"].to(self.device)\n        \n        # postprocessed non_convergent_mask\n        convergent_masks = (~outputs[\"non_convergent_mask_rt\"]).float()  # (h, w, 1)\n        binary_rt_mask = convergent_masks.repeat(1, 1, 3)\n        rt_mask_overlay = overlay_mask_on_image(binary_rt_mask, image, convergent_masks)\n        \n        # raw non_convergent_mask\n        non_convergent_masks_raw = (~outputs[\"non_convergent_mask_rt_raw\"]).float()  # (h, w, 1)\n        binary_rt_mask = non_convergent_masks_raw.repeat(1, 1, 3)\n        rt_mask_raw_overlay = overlay_mask_on_image(binary_rt_mask, image, non_convergent_masks_raw)\n        \n        # update images_dict\n        images_dict.update({\n            \"rt_convergence_overlay\": rt_mask_overlay,\n            \"rt_convergence_raw_overlay\": rt_mask_raw_overlay,\n        })\n    \n    def _get_ray_tracing_depth(\n        self, outputs: Dict[str, torch.Tensor], batch: Dict[str, torch.Tensor],\n        images_dict: Dict[str, torch.Tensor]\n    ) -> None:\n        if not self.config.use_surface_rendering:\n            return\n        \n        depth = outputs[\"depth_rt\"]\n        convergent_mask = (~outputs[\"non_convergent_mask_rt\"])\n        min_depth = depth[convergent_mask].min()\n        depth[~convergent_mask] = min_depth\n        \n        depth = apply_depth_colormap(depth, convergent_mask.float())\n        images_dict[\"depth_rt\"] = depth\n    \n    @torch.no_grad()\n    def get_outputs_for_mesh_culling(\n        self,\n        ray_bundle: RayBundle,\n        ray_sampler: Optional[Sampler] = None\n    ) -> Dict[str, torch.Tensor]:\n        \"\"\"Render segmentation with foreground model for mesh culling.\"\"\"\n        self.handle_no_intersect_rays = False\n        \n        num_rays_per_chunk = self.config.eval_num_rays_per_chunk\n        num_rays = len(ray_bundle)\n        outputs_lists = defaultdict(list)\n        \n        # chunked inference\n        for i in tqdm(range(0, num_rays, num_rays_per_chunk), desc=\"Chunked inference for mesh culling\"):\n            start_idx = i\n            end_idx = i + num_rays_per_chunk\n            ray_bundle_chunk = ray_bundle.get_row_major_sliced_ray_bundle(start_idx, end_idx)\n            \n            outputs = self.render_fg_seg_for_mesh_culling(ray_bundle_chunk, ray_sampler=ray_sampler)\n            \n            for output_name, output in outputs.items():  # type: ignore\n                outputs_lists[output_name].append(output)\n        \n        # merge chunks\n        outputs = {}\n        for output_name, outputs_list in outputs_lists.items():\n            if not torch.is_tensor(outputs_list[0]):\n                # TODO: handle lists of non-tensors as well\n                continue\n            outputs[output_name] = torch.cat(outputs_list)\n        return outputs\n\n    @torch.no_grad()\n    def render_fg_seg_for_mesh_culling(\n        self,\n        ray_bundle: RayBundle,\n        ray_sampler: Optional[Sampler] = None\n    ) -> Dict[str, torch.Tensor]:\n        # query seg_probs & weights\n        if ray_sampler is None:  # use the same sampler as for training\n            samples_and_field_outputs = self.sample_and_forward_field(ray_bundle=ray_bundle)\n            _weights_key = \"weights\" if not self.config.use_surface_rendering else \"weights_rt\"\n            weights = samples_and_field_outputs[_weights_key].detach()\n            fg_seg_probs = samples_and_field_outputs[FieldHeadNames.FG_SEG].detach()\n        else:\n            if self.config.use_surface_rendering:\n                assert isinstance(ray_sampler, DummySampler)\n                ray_samples = ray_sampler(ray_bundle)\n                weights = torch.ones_like(ray_samples.frustums.starts)\n            else:\n                assert isinstance(ray_sampler, SpacedSampler)\n                ray_samples = ray_sampler(ray_bundle, num_samples=ray_sampler.num_samples)\n                field_outputs = self.field(ray_samples, return_alphas=True)\n                weights = ray_samples.get_weights_from_alphas(field_outputs[FieldHeadNames.ALPHA])\n            feature_field_outputs = self.feature_field(ray_samples)\n            feature_field_seg_outptus = self.feature_seg_field(\n                ray_samples, feature_field_outputs[FieldHeadNames.FEATURE]\n            )\n            fg_seg_probs = feature_field_seg_outptus[FieldHeadNames.FG_SEG].detach()\n        \n        # rendering\n        fg_seg_prob_rendering = self.renderer_fg_seg(fg_seg_probs, weights=weights.detach())\n        outputs = {\n            \"fg_seg_prob\": fg_seg_prob_rendering,\n            \"fg_seg_probs\": fg_seg_probs,\n            \"weights\": weights\n        }\n        return outputs\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/models/neus_facto_reg.py",
    "content": "\"\"\"\nNeuSFacto w/ explicit point cloud regularization for scene decomposition.\n\"\"\"\nfrom __future__ import annotations\n\nfrom copy import deepcopy\nfrom dataclasses import dataclass, field\nfrom typing import Any, Dict, List, Literal, Optional, Tuple, Type\n\nimport numpy as np\nimport torch\nfrom rich.console import Console\nfrom torch.nn import Parameter\nfrom torch.nn import functional as F\nfrom torchtyping import TensorType\n\nfrom nerfstudio.cameras.rays import RayBundle, RaySamples\nfrom nerfstudio.field_components.field_heads import FieldHeadNames\nfrom nerfstudio.fields.nerfacto_field import TCNNNerfactoField\nfrom nerfstudio.fields.sdf_field import SDFField, SDFFieldConfig\nfrom nerfstudio.model_components.ray_samplers import NeuSSampler, UniformSampler\nfrom nerfstudio.models.neus_facto import NeuSFactoModel, NeuSFactoModelConfig\nfrom nerfstudio.utils import colormaps, writer\n\nCONSOLE = Console(width=120)\n\n\n@dataclass\nclass NeuSFactoRegModelConfig(NeuSFactoModelConfig):\n    \"\"\"NeusFactoReg Model Config\"\"\"\n\n    _target: Type = field(default_factory=lambda: NeuSFactoRegModel)\n\n    plane_field_type: Literal[\"nerf\", \"sdf\"] = \"nerf\"\n    plane_sdf_field: SDFFieldConfig = SDFFieldConfig(\n        spatial_normalization_region=\"aabb\",\n        use_normalized_raw_coords=False,  # False might cause bad geo-init, all initial sdf are large and leads to low weights\n        use_position_encoding=False,\n        use_grid_feature=True,\n        hash_grid_num_levels=14,  # 5\n        hash_grid_log2_hashmap_size=17,\n        hash_grid_max_res=2048,\n        num_layers=1,\n        num_layers_color=2,\n        hidden_dim=64,  # 32\n        geo_feat_dim=15,\n        direction_encoding_type=\"sh\",\n        hidden_dim_color=64,  # 32\n        color_network_include_sdf=False,\n        bias=0.5,  # 0.5 -> 0.1  TODO: initialize sdf_field as a plane\n        beta_init=0.3,\n        use_appearance_embedding=False,\n        inside_outside=False,\n        weight_norm=False,\n    )\n    plane_height_ratio: float = 0.1\n    \"\"\"ratio of the scene box height to use as the height of plane aabb\"\"\"\n    num_samples_plane: int = 16\n    plane_hierarchical_sampling: bool = False\n    \"\"\"number of samples to use for plane sdf field\"\"\"\n    ptcd_reg_plane_field_mult: float = 0.0\n    ptcd_reg_plane_field_n_pts_per_iter: int = 5000\n\n\nclass NeuSFactoRegModel(NeuSFactoModel):\n    \"\"\"NeusFacto w/ explicit point cloud regularization and separate modeling of the ground plane for scene decomposition.\"\"\"\n\n    config: NeuSFactoRegModelConfig\n\n    def populate_modules(self):\n        super().populate_modules()\n\n        # build aabb for plane region\n        scene_box_height = (self.scene_box.aabb[1, 1] - self.scene_box.aabb[0, 1]).abs()\n        self.plane_box_height = scene_box_height * self.config.plane_height_ratio\n        plane_aabb = self.scene_box.aabb.clone()\n        plane_aabb[0, 1] = plane_aabb[1, 1] - self.plane_box_height  # assume +y points downward\n        # TODO: use the exact plane center and smaller plane bbox extent\n\n        # build plane field\n        if self.config.plane_field_type == \"sdf\":\n            self.field_plane = self.config.plane_sdf_field.setup(\n                aabb=plane_aabb,\n                spatial_distortion=self.scene_contraction,\n                num_images=self.num_train_data,\n                use_average_appearance_embedding=self.config.use_average_appearance_embedding,\n                compute_curvature_loss=self.config.curvature_loss_mult > 0,\n            )\n        elif self.config.plane_field_type == \"nerf\":\n            self.field_plane = TCNNNerfactoField(\n                plane_aabb,\n                spatial_distortion=self.scene_contraction,\n                num_images=self.num_train_data,\n                use_appearance_embedding=self.config.bg_use_appearance_embedding,\n                use_average_appearance_embedding=self.config.use_average_appearance_embedding,\n                num_levels=16,\n                max_res=256,\n                log2_hashmap_size=17,\n                hidden_dim=32,\n                num_layers_color=3,\n                hidden_dim_color=32,\n            )\n        else:\n            raise ValueError(f\"Unknown plane field type: {self.config.plane_field_type}\")\n\n        # build plane ray sampler\n        if not self.config.plane_hierarchical_sampling:\n            self.sampler_plane = UniformSampler(num_samples=self.config.num_samples_plane)\n        else:\n            assert self.config.plane_field_type == \"sdf\"\n            self.sampler_plane = NeuSSampler(\n                num_samples=self.config.num_samples_plane * 2,\n                num_samples_importance=self.config.num_samples_plane,\n                num_upsample_steps=4,\n            )\n\n    def get_param_groups(self) -> Dict[str, List[Parameter]]:\n        param_groups = super().get_param_groups()\n        param_groups[\"field_plane\"] = list(self.field_plane.parameters())\n        return param_groups\n\n    def sample_and_forward_field(self, ray_bundle: RayBundle):\n        samples_and_field_outputs = super().sample_and_forward_field(ray_bundle)\n\n        # sample additional points on top of the bottom plane\n        mask = ray_bundle.metadata[\"bottom_intersect_mask\"][..., 0]  # (n,)\n        if not mask.any():\n            return samples_and_field_outputs\n\n        ray_bundle_plane = deepcopy(ray_bundle)[mask]\n        ray_d, far, near = ray_bundle_plane.directions, ray_bundle_plane.fars, ray_bundle_plane.nears  # (n, *)\n        y_dir = ray_d.new_tensor([[0.0, 1.0, 0.0]])\n        _cos = (ray_d * y_dir).sum(-1) / ray_d.norm(dim=-1)\n        ray_dist_offset = self.plane_box_height / _cos[..., None]  # (n, 1)\n        new_near = far - ray_dist_offset\n        ray_bundle_plane.nears = torch.max(new_near, near)\n\n        plane_field_outputs = {}\n        if self.config.plane_hierarchical_sampling:\n            ray_samples_plane = self.sampler_plane(ray_bundle_plane, self.field_plane.get_sdf)\n        else:\n            ray_samples_plane = self.sampler_plane(ray_bundle_plane)\n\n        if self.config.plane_field_type == \"sdf\":\n            field_outputs = self.field_plane(ray_samples_plane, return_alphas=True)\n            weights, transmittance = ray_samples_plane.get_weights_and_transmittance_from_alphas(\n                field_outputs[FieldHeadNames.ALPHA]\n            )  # (n_bottom, n_samples_plane, 1)\n            plane_field_outputs.update(\n                {\n                    \"plane_normals\": field_outputs[FieldHeadNames.NORMAL],\n                    \"plane_eik_grad\": field_outputs[FieldHeadNames.GRADIENT],\n                }\n            )\n        else:  # nerf\n            field_outputs = self.field_plane(ray_samples_plane)\n            densities = field_outputs[FieldHeadNames.DENSITY]\n            weights, transmittance = ray_samples_plane.get_weights_and_transmittance(densities)\n\n        samples_and_field_outputs.update(\n            {\n                **plane_field_outputs,\n                \"plane_ray_samples\": ray_samples_plane,\n                \"plane_weights\": weights,\n                \"plane_transmittance\": transmittance[:, -1, :],\n                \"plane_rgbs\": field_outputs[FieldHeadNames.RGB],\n            }\n        )\n\n        return samples_and_field_outputs\n\n    def fg_fields_query_and_render(self, ray_bundle: RayBundle) -> Dict[str, Any]:\n        outputs, samples_and_field_outputs = super().fg_fields_query_and_render(ray_bundle)\n        if not self.config.render_background:\n            return outputs, samples_and_field_outputs\n\n        # render plane field\n        mask = ray_bundle.metadata[\"bottom_intersect_mask\"][..., 0]  # (n,)\n        normal = torch.zeros_like(outputs[\"normal\"])  # vis\n        depth = torch.zeros_like(outputs[\"depth\"])  # vis\n        acc = torch.zeros_like(outputs[\"accumulation\"])\n        plane_rgb = torch.ones_like(outputs[\"rgb\"])\n        if not mask.any():\n            outputs.update(\n                {\"plane_normal\": normal, \"plane_depth\": depth, \"plane_accumulation\": acc, \"plane_rgb\": plane_rgb}\n            )\n            return outputs, samples_and_field_outputs\n\n        # rendering the plane field\n        plane_weights, plane_trans, plane_rgbs = map(\n            lambda x: samples_and_field_outputs.get(x), [\"plane_weights\", \"plane_transmittance\", \"plane_rgbs\"]\n        )\n        _plane_rgb = self.renderer_rgb(rgb=plane_rgbs, weights=plane_weights)\n\n        # composite with the fg rendering\n        fg_rgb, fg_trans = outputs[\"rgb\"][mask], outputs[\"bg_transmittance\"][mask]\n        _fg_rgb = fg_rgb + fg_trans * _plane_rgb\n        _bg_trans = fg_trans * plane_trans\n        bg_trans = torch.ones_like(outputs[\"bg_transmittance\"])\n        fg_rgb = torch.zeros_like(outputs[\"rgb\"])\n        bg_trans[mask] = _bg_trans\n        fg_rgb[mask] = _fg_rgb\n\n        # plane normals (& depths) rendering\n        if self.config.plane_field_type == \"sdf\":\n            plane_normals = samples_and_field_outputs[\"plane_normals\"]\n            _normal = self.renderer_normal(semantics=plane_normals, weights=plane_weights)\n            normal[mask] = _normal\n\n        plane_ray_samples = samples_and_field_outputs[\"plane_ray_samples\"]\n        _depth = self.renderer_depth(weights=plane_weights, ray_samples=plane_ray_samples)\n        _accumulation = self.renderer_accumulation(weights=plane_weights)\n        depth[mask], acc[mask], plane_rgb[mask] = _depth, _accumulation, _plane_rgb\n\n        outputs.update(\n            {\"plane_normal\": normal, \"plane_depth\": depth, \"plane_accumulation\": acc, \"plane_rgb\": plane_rgb}\n        )\n\n        # update\n        if self.training and self.config.plane_field_type == \"sdf\":\n            _plane_eik_grad = samples_and_field_outputs[\"plane_eik_grad\"]\n            plane_eik_grad = _plane_eik_grad.new_zeros((normal.shape[0], _plane_eik_grad.shape[-2], 3))\n            plane_eik_grad[mask] = _plane_eik_grad\n            outputs[\"plane_eik_grad\"] = plane_eik_grad\n            outputs[\"plane_mask\"] = mask  # for loss computation\n        outputs[\"bg_transmittance\"] = torch.where(mask[..., None], bg_trans, outputs[\"bg_transmittance\"])\n        outputs[\"rgb\"] = torch.where(mask[..., None].repeat(1, 3), fg_rgb, outputs[\"rgb\"])\n        return outputs, samples_and_field_outputs\n\n    def get_loss_dict(self, outputs, batch, metrics_dict=None, step=None):\n        loss_dict = super().get_loss_dict(outputs, batch, metrics_dict)\n\n        # eikonal loss for plane sdf field\n        if \"plane_eik_grad\" in outputs:\n            grad_theta = outputs[\"plane_eik_grad\"]\n            plane_mask = outputs[\"plane_mask\"][..., None].to(grad_theta.dtype)\n            n_pts = plane_mask.sum() * np.prod(grad_theta.shape[1:-1])\n            eikonal_loss = (((grad_theta.norm(2, dim=-1) - 1) ** 2) * plane_mask).sum() / n_pts\n            loss_dict[\"plane_eikonal_loss\"] = (\n                eikonal_loss * self.config.eikonal_loss_mult\n            )  # donnot use a separate weight for plane eikonal loss\n\n        self._compute_ptcd_reg_plane_field(outputs, loss_dict)\n\n        return loss_dict\n\n    def get_image_metrics_and_images(\n        self, outputs: Dict[str, torch.Tensor], batch: Dict[str, torch.Tensor]\n    ) -> Tuple[Dict[str, float], Dict[str, torch.Tensor]]:\n        metrics_dict, images_dict = super().get_image_metrics_and_images(outputs, batch)\n\n        # plane normal\n        if \"plane_normal\" in outputs:\n            images_dict.update({\"plane_normal\": (outputs[\"plane_normal\"] + 1.0) / 2.0})\n        if \"plane_depth\" in outputs:\n            depth = colormaps.apply_depth_colormap(\n                outputs[\"plane_depth\"],\n                accumulation=outputs[\"plane_accumulation\"],\n            )\n            acc = colormaps.apply_colormap(outputs[\"plane_accumulation\"])\n            images_dict.update({\"plane_depth\": depth, \"plane_accumulation\": acc})\n        return metrics_dict, images_dict\n\n    def _compute_ptcd_reg_plane_field(self, outputs: Dict[str, torch.Tensor], loss_dict: Dict[str, torch.Tensor]):\n        \"\"\"compute point cloud regularization loss on the plane sdf field\"\"\"\n        if self.config.ptcd_reg_plane_field_mult == 0.0 or self._step > self.config.ptcd_reg_n_iters:\n            return\n\n        anneal_weight = self.ptcd_reg_anneal_fn(self._step)\n        writer.put_scalar(name=\"ptcd_reg_plane_field_anneal_weight\", scalar=anneal_weight, step=self._step)\n        plane_pts, _, plane_sdf_thrs = self.ptcd_data.sample_plane_points(\n            self.config.ptcd_reg_plane_field_n_pts_per_iter, replace=True\n        )\n        plane_pts_sdf = self.field_plane.forward_geonetwork(plane_pts)[:, 0].contiguous()\n        # only support point-wise threshold for now\n        plane_sdf_loss = -torch.min(plane_sdf_thrs - torch.abs(plane_pts_sdf), torch.zeros_like(plane_pts[:, 0])).mean()\n        loss_dict[\"ptcd_reg_plane_field\"] = plane_sdf_loss * self.config.ptcd_reg_plane_field_mult * anneal_weight\n\n    def get_metrics_dict(self, outputs, batch) -> Dict:\n        metrics_dict = super().get_metrics_dict(outputs, batch)\n        if self.training and isinstance(self.field_plane, SDFField):\n            # training statics\n            metrics_dict[\"s_val_plane\"] = self.field_plane.deviation_network.get_variance().item()\n            metrics_dict[\"inv_s_plane\"] = 1.0 / self.field_plane.deviation_network.get_variance().item()\n\n        return metrics_dict\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/models/semantic_nerfw.py",
    "content": "# Copyright 2022 The nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nSemantic NeRF-W implementation which should be fast enough to view in the viewer.\n\"\"\"\n\nfrom __future__ import annotations\n\nfrom dataclasses import dataclass, field\nfrom typing import Dict, List, Tuple, Type\n\nimport numpy as np\nimport torch\nfrom torch.nn import Parameter\nfrom torchmetrics import PeakSignalNoiseRatio\nfrom torchmetrics.functional import structural_similarity_index_measure\nfrom torchmetrics.image.lpip import LearnedPerceptualImagePatchSimilarity\n\nfrom nerfstudio.cameras.rays import RayBundle\nfrom nerfstudio.data.dataparsers.base_dataparser import Semantics\nfrom nerfstudio.engine.callbacks import (\n    TrainingCallback,\n    TrainingCallbackAttributes,\n    TrainingCallbackLocation,\n)\nfrom nerfstudio.field_components.field_heads import FieldHeadNames\nfrom nerfstudio.field_components.spatial_distortions import SceneContraction\nfrom nerfstudio.fields.density_fields import HashMLPDensityField\nfrom nerfstudio.fields.nerfacto_field import TCNNNerfactoField\nfrom nerfstudio.model_components.losses import MSELoss, distortion_loss, interlevel_loss\nfrom nerfstudio.model_components.ray_samplers import ProposalNetworkSampler\nfrom nerfstudio.model_components.renderers import (\n    AccumulationRenderer,\n    DepthRenderer,\n    RGBRenderer,\n    SemanticRenderer,\n    UncertaintyRenderer,\n)\nfrom nerfstudio.model_components.scene_colliders import NearFarCollider\nfrom nerfstudio.models.base_model import Model\nfrom nerfstudio.models.nerfacto import NerfactoModelConfig\nfrom nerfstudio.utils import colormaps\n\n\n@dataclass\nclass SemanticNerfWModelConfig(NerfactoModelConfig):\n    \"\"\"Nerfacto Model Config\"\"\"\n\n    _target: Type = field(default_factory=lambda: SemanticNerfWModel)\n    semantic_mult: float = 1.0\n    use_transient_embedding: bool = False\n    \"\"\"Whether to use transient embedding.\"\"\"\n    scene_contraction_scale_factor: float = 1.0\n    \"\"\"Scale positions by this factor before applying contraction.\n    This is useful when the [-1, 1] region (no contraction) is too small and only covers a small portion of the scene.\n    \"\"\"\n\n\nclass SemanticNerfWModel(Model):\n    \"\"\"Nerfacto model\n\n    Args:\n        config: Nerfacto configuration to instantiate model\n    \"\"\"\n\n    config: SemanticNerfWModelConfig\n\n    def __init__(self, config: SemanticNerfWModelConfig, metadata: Dict, **kwargs) -> None:\n        assert \"semantics\" in metadata.keys() and isinstance(metadata[\"semantics\"], Semantics)\n        self.semantics = metadata[\"semantics\"]\n        super().__init__(config=config, **kwargs)\n\n    def populate_modules(self):\n        \"\"\"Set the fields and modules.\"\"\"\n        super().populate_modules()\n\n        scene_contraction = SceneContraction(order=float(\"inf\"),\n                                             scale_factor=self.config.scene_contraction_scale_factor)\n\n        if self.config.use_transient_embedding:\n            raise ValueError(\"Transient embedding is not fully working for semantic nerf-w.\")\n\n        # Fields\n        self.field = TCNNNerfactoField(\n            self.scene_box.aabb,\n            num_levels=self.config.num_levels,\n            max_res=self.config.max_res,\n            log2_hashmap_size=self.config.log2_hashmap_size,\n            spatial_distortion=scene_contraction,\n            num_images=self.num_train_data,\n            use_average_appearance_embedding=self.config.use_average_appearance_embedding,\n            use_transient_embedding=self.config.use_transient_embedding,\n            use_semantics=True,\n            num_semantic_classes=len(self.semantics.classes),\n        )\n\n        # Build the proposal network(s)\n        self.proposal_networks = torch.nn.ModuleList()\n        if self.config.use_same_proposal_network:\n            network = HashMLPDensityField(self.scene_box.aabb, spatial_distortion=scene_contraction)\n            self.proposal_networks.append(network)\n            self.density_fns = [network.density_fn for _ in range(self.config.num_proposal_iterations)]\n        else:\n            for _ in range(self.config.num_proposal_iterations):\n                network = HashMLPDensityField(self.scene_box.aabb, spatial_distortion=scene_contraction)\n                self.proposal_networks.append(network)\n            self.density_fns = [network.density_fn for network in self.proposal_networks]\n\n        # Collider\n        self.collider = NearFarCollider(near_plane=self.config.near_plane, far_plane=self.config.far_plane)\n\n        # Samplers\n        self.proposal_sampler = ProposalNetworkSampler(\n            num_nerf_samples_per_ray=self.config.num_nerf_samples_per_ray,\n            num_proposal_samples_per_ray=self.config.num_proposal_samples_per_ray,\n            num_proposal_network_iterations=self.config.num_proposal_iterations,\n            single_jitter=self.config.use_single_jitter,\n        )\n\n        # renderers\n        self.renderer_rgb = RGBRenderer(background_color=self.config.background_color)\n        self.renderer_accumulation = AccumulationRenderer()\n        self.renderer_depth = DepthRenderer()\n        self.renderer_uncertainty = UncertaintyRenderer()\n        self.renderer_semantics = SemanticRenderer()\n\n        # losses\n        self.rgb_loss = MSELoss()\n        self.cross_entropy_loss = torch.nn.CrossEntropyLoss(reduction=\"mean\")\n\n        # metrics\n        self.psnr = PeakSignalNoiseRatio(data_range=1.0)\n        self.ssim = structural_similarity_index_measure\n        self.lpips = LearnedPerceptualImagePatchSimilarity()\n\n    def get_param_groups(self) -> Dict[str, List[Parameter]]:\n        param_groups = {}\n        param_groups[\"proposal_networks\"] = list(self.proposal_networks.parameters())\n        param_groups[\"fields\"] = list(self.field.parameters())\n        return param_groups\n\n    def get_training_callbacks(\n        self, training_callback_attributes: TrainingCallbackAttributes\n    ) -> List[TrainingCallback]:\n        callbacks = []\n        if self.config.use_proposal_weight_anneal:\n            # anneal the weights of the proposal network before doing PDF sampling\n            N = self.config.proposal_weights_anneal_max_num_iters\n\n            def set_anneal(step):\n                # https://arxiv.org/pdf/2111.12077.pdf eq. 18\n                train_frac = np.clip(step / N, 0, 1)\n                bias = lambda x, b: (b * x) / ((b - 1) * x + 1)\n                anneal = bias(train_frac, self.config.proposal_weights_anneal_slope)\n                self.proposal_sampler.set_anneal(anneal)\n\n            callbacks.append(\n                TrainingCallback(\n                    where_to_run=[TrainingCallbackLocation.BEFORE_TRAIN_ITERATION],\n                    update_every_num_iters=1,\n                    func=set_anneal,\n                )\n            )\n        return callbacks\n\n    def get_outputs(self, ray_bundle: RayBundle):\n        ray_samples, weights_list, ray_samples_list = self.proposal_sampler(ray_bundle, density_fns=self.density_fns)\n        field_outputs = self.field(ray_samples)\n\n        if self.training and self.config.use_transient_embedding:\n            density = field_outputs[FieldHeadNames.DENSITY] + field_outputs[FieldHeadNames.TRANSIENT_DENSITY]\n            weights = ray_samples.get_weights(density)\n            weights_static = ray_samples.get_weights(field_outputs[FieldHeadNames.DENSITY])\n            rgb_static_component = self.renderer_rgb(rgb=field_outputs[FieldHeadNames.RGB], weights=weights)\n            rgb_transient_component = self.renderer_rgb(\n                rgb=field_outputs[FieldHeadNames.TRANSIENT_RGB], weights=weights\n            )\n            rgb = rgb_static_component + rgb_transient_component\n        else:\n            weights_static = ray_samples.get_weights(field_outputs[FieldHeadNames.DENSITY])\n            weights = weights_static\n            rgb = self.renderer_rgb(rgb=field_outputs[FieldHeadNames.RGB], weights=weights)\n        weights_list.append(weights_static)\n        ray_samples_list.append(ray_samples)\n\n        depth = self.renderer_depth(weights=weights_static, ray_samples=ray_samples)\n        accumulation = self.renderer_accumulation(weights=weights_static)\n\n        outputs = {\"rgb\": rgb, \"accumulation\": accumulation, \"depth\": depth}\n        \n        if self.training:\n            outputs[\"weights_list\"] = weights_list\n            outputs[\"ray_samples_list\"] = ray_samples_list\n\n        for i in range(self.config.num_proposal_iterations):\n            outputs[f\"prop_depth_{i}\"] = self.renderer_depth(weights=weights_list[i], ray_samples=ray_samples_list[i])\n\n        # transients\n        if self.training and self.config.use_transient_embedding:\n            weights_transient = ray_samples.get_weights(field_outputs[FieldHeadNames.TRANSIENT_DENSITY])\n            uncertainty = self.renderer_uncertainty(field_outputs[FieldHeadNames.UNCERTAINTY], weights_transient)\n            outputs[\"uncertainty\"] = uncertainty + 0.03  # NOTE(ethan): this is the uncertainty min\n            outputs[\"density_transient\"] = field_outputs[FieldHeadNames.TRANSIENT_DENSITY]\n\n        # semantics\n        outputs[\"semantics\"] = self.renderer_semantics(\n            field_outputs[FieldHeadNames.SEMANTICS], weights=weights_static.detach()\n        )\n\n        # semantics colormaps\n        semantic_labels = torch.argmax(torch.nn.functional.softmax(outputs[\"semantics\"], dim=-1), dim=-1)\n        # outputs[\"semantics_colormap\"] = self.semantics.colors[semantic_labels]\n\n        return outputs\n\n    def get_metrics_dict(self, outputs, batch):\n        metrics_dict = {}\n        image = batch[\"image\"].to(self.device)\n        metrics_dict[\"psnr\"] = self.psnr(outputs[\"rgb\"], image)\n        if self.training:\n            metrics_dict[\"distortion\"] = distortion_loss(outputs[\"weights_list\"], outputs[\"ray_samples_list\"])\n        return metrics_dict\n\n    def get_loss_dict(self, outputs, batch, metrics_dict=None):\n        loss_dict = {}\n        image = batch[\"image\"].to(self.device)\n        loss_dict[\"rgb_loss\"] = self.rgb_loss(image, outputs[\"rgb\"])\n        if self.training:\n            loss_dict[\"interlevel_loss\"] = self.config.interlevel_loss_mult * interlevel_loss(\n                outputs[\"weights_list\"], outputs[\"ray_samples_list\"]\n            )\n            assert metrics_dict is not None and \"distortion\" in metrics_dict\n            loss_dict[\"distortion_loss\"] = self.config.distortion_loss_mult * metrics_dict[\"distortion\"]\n            if self.config.use_transient_embedding:\n                betas = outputs[\"uncertainty\"]\n                loss_dict[\"uncertainty_loss\"] = 3 + torch.log(betas).mean()\n                loss_dict[\"density_loss\"] = 0.01 * outputs[\"density_transient\"].mean()\n                loss_dict[\"rgb_loss\"] = (((image - outputs[\"rgb\"]) ** 2).sum(-1) / (betas[..., 0] ** 2)).mean()    \n\n        # semantic loss\n        loss_dict[\"semantics_loss\"] = self.config.semantic_mult * self.cross_entropy_loss(outputs[\"semantics\"], batch[\"semantics\"][..., 0].long())\n        return loss_dict\n\n    def get_image_metrics_and_images(\n        self, outputs: Dict[str, torch.Tensor], batch: Dict[str, torch.Tensor]\n    ) -> Tuple[Dict[str, float], Dict[str, torch.Tensor]]:\n\n        image = batch[\"image\"].to(self.device)\n        rgb = outputs[\"rgb\"]\n        rgb = torch.clamp(rgb, min=0, max=1)\n        acc = colormaps.apply_colormap(outputs[\"accumulation\"])\n        depth = colormaps.apply_depth_colormap(\n            outputs[\"depth\"],\n            accumulation=outputs[\"accumulation\"],\n        )\n\n        combined_rgb = torch.cat([image, rgb], dim=1)\n        combined_acc = torch.cat([acc], dim=1)\n        combined_depth = torch.cat([depth], dim=1)\n\n        # Switch images from [H, W, C] to [1, C, H, W] for metrics computations\n        image = torch.moveaxis(image, -1, 0)[None, ...]\n        rgb = torch.moveaxis(rgb, -1, 0)[None, ...]\n\n        psnr = self.psnr(image, rgb)\n        ssim = self.ssim(image, rgb)\n        lpips = self.lpips(image, rgb)\n\n        # all of these metrics will be logged as scalars\n        metrics_dict = {\"psnr\": float(psnr.item()), \"ssim\": float(ssim)}  # type: ignore\n        metrics_dict[\"lpips\"] = float(lpips)\n\n        images_dict = {\"img\": combined_rgb, \"accumulation\": combined_acc, \"depth\": combined_depth}\n\n        for i in range(self.config.num_proposal_iterations):\n            key = f\"prop_depth_{i}\"\n            prop_depth_i = colormaps.apply_depth_colormap(\n                outputs[key],\n                accumulation=outputs[\"accumulation\"],\n            )\n            images_dict[key] = prop_depth_i\n\n        # semantics\n        semantic_labels = torch.argmax(torch.nn.functional.softmax(outputs[\"semantics\"], dim=-1), dim=-1)\n        images_dict[\"semantics_colormap\"] = self.semantics.colors.to(self.device)[semantic_labels]\n\n        # valid mask\n        if \"mask\" in batch:\n            images_dict[\"mask\"] = batch[\"mask\"].repeat(1, 1, 3)\n\n        return metrics_dict, images_dict\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/models/tensorf.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nTensorRF implementation.\n\"\"\"\n\nfrom __future__ import annotations\n\nfrom dataclasses import dataclass, field\nfrom typing import Dict, List, Tuple, Type\n\nimport numpy as np\nimport torch\nfrom torch.nn import Parameter\nfrom torchmetrics import PeakSignalNoiseRatio\nfrom torchmetrics.functional import structural_similarity_index_measure\nfrom torchmetrics.image.lpip import LearnedPerceptualImagePatchSimilarity\n\nfrom nerfstudio.cameras.rays import RayBundle\nfrom nerfstudio.configs.config_utils import to_immutable_dict\nfrom nerfstudio.engine.callbacks import (\n    TrainingCallback,\n    TrainingCallbackAttributes,\n    TrainingCallbackLocation,\n)\nfrom nerfstudio.field_components.encodings import NeRFEncoding, TensorVMEncoding\nfrom nerfstudio.field_components.field_heads import FieldHeadNames\nfrom nerfstudio.fields.tensorf_field import TensoRFField\nfrom nerfstudio.model_components.losses import MSELoss\nfrom nerfstudio.model_components.ray_samplers import PDFSampler, UniformSampler\nfrom nerfstudio.model_components.renderers import (\n    AccumulationRenderer,\n    DepthRenderer,\n    RGBRenderer,\n)\nfrom nerfstudio.model_components.scene_colliders import AABBBoxCollider\nfrom nerfstudio.models.base_model import Model, ModelConfig\nfrom nerfstudio.utils import colormaps, colors, misc\n\n\n@dataclass\nclass TensoRFModelConfig(ModelConfig):\n    \"\"\"TensoRF model config\"\"\"\n\n    _target: Type = field(default_factory=lambda: TensoRFModel)\n    \"\"\"target class to instantiate\"\"\"\n    init_resolution: int = 128\n    \"\"\"initial render resolution\"\"\"\n    final_resolution: int = 300\n    \"\"\"final render resolution\"\"\"\n    upsampling_iters: Tuple[int, ...] = (2000, 3000, 4000, 5500, 7000)\n    \"\"\"specifies a list of iteration step numbers to perform upsampling\"\"\"\n    loss_coefficients: Dict[str, float] = to_immutable_dict({\"rgb_loss\": 1.0})\n    \"\"\"Loss specific weights.\"\"\"\n    num_samples: int = 256\n    \"\"\"Number of samples in field evaluation\"\"\"\n    num_den_components: int = 16\n    \"\"\"Number of components in density encoding\"\"\"\n    num_color_components: int = 48\n    \"\"\"Number of components in color encoding\"\"\"\n    appearance_dim: int = 27\n    \"\"\"Number of channels for color encoding\"\"\"\n\n\nclass TensoRFModel(Model):\n    \"\"\"TensoRF Model\n\n    Args:\n        config: TensoRF configuration to instantiate model\n    \"\"\"\n\n    def __init__(\n        self,\n        config: TensoRFModelConfig,\n        **kwargs,\n    ) -> None:\n        self.init_resolution = config.init_resolution\n        self.upsampling_iters = config.upsampling_iters\n        self.num_den_components = config.num_den_components\n        self.num_color_components = config.num_color_components\n        self.appearance_dim = config.appearance_dim\n        self.upsampling_steps = (\n            np.round(\n                np.exp(\n                    np.linspace(\n                        np.log(config.init_resolution),\n                        np.log(config.final_resolution),\n                        len(config.upsampling_iters) + 1,\n                    )\n                )\n            )\n            .astype(\"int\")\n            .tolist()[1:]\n        )\n        super().__init__(config=config, **kwargs)\n\n    def get_training_callbacks(\n        self, training_callback_attributes: TrainingCallbackAttributes\n    ) -> List[TrainingCallback]:\n\n        # the callback that we want to run every X iterations after the training iteration\n        def reinitialize_optimizer(\n            self, training_callback_attributes: TrainingCallbackAttributes, step: int  # pylint: disable=unused-argument\n        ):\n            resolution = self.upsampling_steps.pop(0)\n\n            # upsample the position and direction grids\n            self.field.density_encoding.upsample_grid(resolution)\n            self.field.color_encoding.upsample_grid(resolution)\n\n            # reinitialize the encodings optimizer\n            optimizers_config = training_callback_attributes.optimizers.config\n            enc = training_callback_attributes.pipeline.get_param_groups()[\"encodings\"]\n            lr_init = optimizers_config[\"encodings\"][\"optimizer\"].lr\n\n            training_callback_attributes.optimizers.optimizers[\"encodings\"] = optimizers_config[\"encodings\"][\n                \"optimizer\"\n            ].setup(params=enc)\n            if optimizers_config[\"encodings\"][\"scheduler\"]:\n                training_callback_attributes.optimizers.schedulers[\"encodings\"] = optimizers_config[\"encodings\"][\n                    \"scheduler\"\n                ].setup(optimizer=training_callback_attributes.optimizers.optimizers[\"encodings\"], lr_init=lr_init)\n\n        callbacks = [\n            TrainingCallback(\n                where_to_run=[TrainingCallbackLocation.AFTER_TRAIN_ITERATION],\n                iters=self.upsampling_iters,\n                func=reinitialize_optimizer,\n                args=[self, training_callback_attributes],\n            )\n        ]\n        return callbacks\n\n    def populate_modules(self):\n        \"\"\"Set the fields and modules\"\"\"\n        super().populate_modules()\n\n        # setting up fields\n        density_encoding = TensorVMEncoding(\n            resolution=self.init_resolution,\n            num_components=self.num_den_components,\n        )\n        color_encoding = TensorVMEncoding(\n            resolution=self.init_resolution,\n            num_components=self.num_color_components,\n        )\n\n        feature_encoding = NeRFEncoding(in_dim=self.appearance_dim, num_frequencies=2, min_freq_exp=0, max_freq_exp=2)\n        direction_encoding = NeRFEncoding(in_dim=3, num_frequencies=2, min_freq_exp=0, max_freq_exp=2)\n\n        self.field = TensoRFField(\n            self.scene_box.aabb,\n            feature_encoding=feature_encoding,\n            direction_encoding=direction_encoding,\n            density_encoding=density_encoding,\n            color_encoding=color_encoding,\n            appearance_dim=self.appearance_dim,\n            head_mlp_num_layers=2,\n            head_mlp_layer_width=128,\n            use_sh=False,\n        )\n\n        # samplers\n        self.sampler_uniform = UniformSampler(num_samples=self.config.num_samples, single_jitter=True)\n        self.sampler_pdf = PDFSampler(num_samples=self.config.num_samples // 2, single_jitter=True)\n\n        # renderers\n        self.renderer_rgb = RGBRenderer(background_color=colors.WHITE)\n        self.renderer_accumulation = AccumulationRenderer()\n        self.renderer_depth = DepthRenderer()\n\n        # losses\n        self.rgb_loss = MSELoss()\n\n        # metrics\n        self.psnr = PeakSignalNoiseRatio(data_range=1.0)\n        self.ssim = structural_similarity_index_measure\n        self.lpips = LearnedPerceptualImagePatchSimilarity()\n\n        # colliders\n        if self.config.enable_collider:\n            self.collider = AABBBoxCollider(scene_box=self.scene_box)\n\n    def get_param_groups(self) -> Dict[str, List[Parameter]]:\n        param_groups = {}\n\n        param_groups[\"fields\"] = (\n            list(self.field.mlp_head.parameters())\n            + list(self.field.B.parameters())\n            + list(self.field.field_output_rgb.parameters())\n        )\n        param_groups[\"encodings\"] = list(self.field.color_encoding.parameters()) + list(\n            self.field.density_encoding.parameters()\n        )\n\n        return param_groups\n\n    def get_outputs(self, ray_bundle: RayBundle):\n        # uniform sampling\n        ray_samples_uniform = self.sampler_uniform(ray_bundle)\n        dens = self.field.get_density(ray_samples_uniform)\n        weights = ray_samples_uniform.get_weights(dens)\n        coarse_accumulation = self.renderer_accumulation(weights)\n        acc_mask = torch.where(coarse_accumulation < 0.0001, False, True).reshape(-1)\n\n        # pdf sampling\n        ray_samples_pdf = self.sampler_pdf(ray_bundle, ray_samples_uniform, weights)\n\n        # fine field:\n        field_outputs_fine = self.field.forward(\n            ray_samples_pdf, mask=acc_mask, bg_color=colors.WHITE.to(weights.device)\n        )\n\n        weights_fine = ray_samples_pdf.get_weights(field_outputs_fine[FieldHeadNames.DENSITY])\n\n        accumulation = self.renderer_accumulation(weights_fine)\n        depth = self.renderer_depth(weights_fine, ray_samples_pdf)\n\n        rgb = self.renderer_rgb(\n            rgb=field_outputs_fine[FieldHeadNames.RGB],\n            weights=weights_fine,\n        )\n\n        rgb = torch.where(accumulation < 0, colors.WHITE.to(rgb.device), rgb)\n        accumulation = torch.clamp(accumulation, min=0)\n\n        outputs = {\"rgb\": rgb, \"accumulation\": accumulation, \"depth\": depth}\n        return outputs\n\n    def get_loss_dict(self, outputs, batch, metrics_dict=None) -> Dict[str, torch.Tensor]:\n        # Scaling metrics by coefficients to create the losses.\n        device = outputs[\"rgb\"].device\n        image = batch[\"image\"].to(device)\n\n        rgb_loss = self.rgb_loss(image, outputs[\"rgb\"])\n\n        loss_dict = {\"rgb_loss\": rgb_loss}\n        loss_dict = misc.scale_dict(loss_dict, self.config.loss_coefficients)\n        return loss_dict\n\n    def get_image_metrics_and_images(\n        self, outputs: Dict[str, torch.Tensor], batch: Dict[str, torch.Tensor]\n    ) -> Tuple[Dict[str, float], Dict[str, torch.Tensor]]:\n        image = batch[\"image\"].to(outputs[\"rgb\"].device)\n        rgb = outputs[\"rgb\"]\n        acc = colormaps.apply_colormap(outputs[\"accumulation\"])\n        depth = colormaps.apply_depth_colormap(\n            outputs[\"depth\"],\n            accumulation=outputs[\"accumulation\"],\n            near_plane=self.config.collider_params[\"near_plane\"],\n            far_plane=self.config.collider_params[\"far_plane\"],\n        )\n\n        combined_rgb = torch.cat([image, rgb], dim=1)\n\n        # Switch images from [H, W, C] to [1, C, H, W] for metrics computations\n        image = torch.moveaxis(image, -1, 0)[None, ...]\n        rgb = torch.moveaxis(rgb, -1, 0)[None, ...]\n\n        psnr = self.psnr(image, rgb)\n        ssim = self.ssim(image, rgb)\n        lpips = self.lpips(image, rgb)\n\n        metrics_dict = {\n            \"psnr\": float(psnr.item()),\n            \"ssim\": float(ssim.item()),\n            \"lpips\": float(lpips.item()),\n        }\n        images_dict = {\"img\": combined_rgb, \"accumulation\": acc, \"depth\": depth}\n        return metrics_dict, images_dict\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/models/unisurf.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nImplementation of VolSDF.\n\"\"\"\n\nfrom __future__ import annotations\n\nfrom dataclasses import dataclass, field\nfrom typing import Dict, List, Type\n\nimport torch\n\nfrom nerfstudio.engine.callbacks import (\n    TrainingCallback,\n    TrainingCallbackAttributes,\n    TrainingCallbackLocation,\n)\nfrom nerfstudio.cameras.rays import RayBundle\nfrom nerfstudio.field_components.field_heads import FieldHeadNames\nfrom nerfstudio.model_components.ray_samplers import UniSurfSampler\nfrom nerfstudio.models.base_surface_model import SurfaceModel, SurfaceModelConfig\n\n\n@dataclass\nclass UniSurfModelConfig(SurfaceModelConfig):\n    \"\"\"UniSurf Model Config\"\"\"\n\n    _target: Type = field(default_factory=lambda: UniSurfModel)\n    eikonal_loss_mult: float = 0.0\n    \"\"\"overwirte eikonal loss because it's not need for unisurf\"\"\"\n    smooth_loss_multi: float = 0.005\n    \"\"\"smoothness loss on surface points in unisurf\"\"\"\n    num_samples_interval: int = 64\n    \"\"\"Number of uniform samples\"\"\"\n    num_samples_importance: int = 32\n    \"\"\"Number of important samples\"\"\"\n    num_marching_steps: int = 256\n    \"\"\"number of up sample step, 1 for simple coarse-to-fine sampling\"\"\"\n    perturb: bool = True\n    \"\"\"use to use perturb for the sampled points\"\"\"\n\n\nclass UniSurfModel(SurfaceModel):\n    \"\"\"VolSDF model\n\n    Args:\n        config: MonoSDF configuration to instantiate model\n    \"\"\"\n\n    config: UniSurfModelConfig\n\n    def populate_modules(self):\n        \"\"\"Set the fields and modules.\"\"\"\n        super().populate_modules()\n\n        # can't use eikonal loss in Unisurf? or we could use learnable paramter to transform sdf to occupancy\n        assert self.config.eikonal_loss_mult == 0.0\n\n        self.sampler = UniSurfSampler(\n            num_samples_interval=self.config.num_samples_interval,\n            num_samples_outside=self.config.num_samples_outside,\n            num_samples_importance=self.config.num_samples_importance,\n            num_marching_steps=self.config.num_marching_steps,\n        )\n\n    def get_training_callbacks(\n        self, training_callback_attributes: TrainingCallbackAttributes\n    ) -> List[TrainingCallback]:\n        callbacks = []\n        callbacks.append(\n            TrainingCallback(\n                where_to_run=[TrainingCallbackLocation.AFTER_TRAIN_ITERATION],\n                update_every_num_iters=1,\n                func=self.sampler.step_cb,\n            )\n        )\n        return callbacks\n\n    def sample_and_forward_field(self, ray_bundle: RayBundle) -> Dict:\n        ray_samples, surface_points = self.sampler(\n            ray_bundle, occupancy_fn=self.field.get_occupancy, sdf_fn=self.field.get_sdf, return_surface_points=True\n        )\n        field_outputs = self.field(ray_samples, return_occupancy=True)\n        weights, transmittance = ray_samples.get_weights_and_transmittance_from_alphas(\n            field_outputs[FieldHeadNames.OCCUPANCY]\n        )\n        bg_transmittance = transmittance[:, -1, :]\n\n        samples_and_field_outputs = {\n            \"ray_samples\": ray_samples,\n            \"surface_points\": surface_points,\n            \"field_outputs\": field_outputs,\n            \"weights\": weights,\n            \"bg_transmittance\": bg_transmittance,\n        }\n        return samples_and_field_outputs\n\n    def get_metrics_dict(self, outputs, batch) -> Dict:\n        metrics_dict = super().get_metrics_dict(outputs, batch)\n        if self.training:\n            # training statics\n            metrics_dict[\"delta\"] = self.sampler.delta\n\n        return metrics_dict\n\n    def get_loss_dict(self, outputs, batch, metrics_dict=None) -> Dict:\n        loss_dict = super().get_loss_dict(outputs, batch, metrics_dict)\n\n        # TODO move to base model as other model could also use it?\n        if self.training and self.config.smooth_loss_multi > 0.0:\n            surface_points = outputs[\"surface_points\"]\n\n            surface_points_neig = surface_points + (torch.rand_like(surface_points) - 0.5) * 0.01\n            pp = torch.cat([surface_points, surface_points_neig], dim=0)\n            surface_grad = self.field.gradient(pp)\n            surface_points_normal = torch.nn.functional.normalize(surface_grad, p=2, dim=-1)\n\n            N = surface_points_normal.shape[0] // 2\n\n            diff_norm = torch.norm(surface_points_normal[:N] - surface_points_normal[N:], dim=-1)\n            loss_dict[\"normal_smoothness_loss\"] = torch.mean(diff_norm) * self.config.smooth_loss_multi\n\n        return loss_dict\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/models/vanilla_nerf.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nImplementation of vanilla nerf.\n\"\"\"\n\nfrom __future__ import annotations\n\nfrom dataclasses import dataclass, field\nfrom typing import Any, Dict, List, Tuple, Type\n\nimport torch\nfrom torch.nn import Parameter\nfrom torchmetrics import PeakSignalNoiseRatio\nfrom torchmetrics.functional import structural_similarity_index_measure\nfrom torchmetrics.image.lpip import LearnedPerceptualImagePatchSimilarity\n\nfrom nerfstudio.cameras.rays import RayBundle\nfrom nerfstudio.configs.config_utils import to_immutable_dict\nfrom nerfstudio.field_components.encodings import NeRFEncoding\nfrom nerfstudio.field_components.field_heads import FieldHeadNames\nfrom nerfstudio.field_components.temporal_distortions import TemporalDistortionKind\nfrom nerfstudio.fields.vanilla_nerf_field import NeRFField\nfrom nerfstudio.model_components.losses import MSELoss\nfrom nerfstudio.model_components.ray_samplers import PDFSampler, UniformSampler\nfrom nerfstudio.model_components.renderers import (\n    AccumulationRenderer,\n    DepthRenderer,\n    RGBRenderer,\n)\nfrom nerfstudio.models.base_model import Model, ModelConfig\nfrom nerfstudio.utils import colormaps, colors, misc\n\n\n@dataclass\nclass VanillaModelConfig(ModelConfig):\n    \"\"\"Vanilla Model Config\"\"\"\n\n    _target: Type = field(default_factory=lambda: NeRFModel)\n    num_coarse_samples: int = 64\n    \"\"\"Number of samples in coarse field evaluation\"\"\"\n    num_importance_samples: int = 128\n    \"\"\"Number of samples in fine field evaluation\"\"\"\n\n    enable_temporal_distortion: bool = False\n    \"\"\"Specifies whether or not to include ray warping based on time.\"\"\"\n    temporal_distortion_params: Dict[str, Any] = to_immutable_dict({\"kind\": TemporalDistortionKind.DNERF})\n    \"\"\"Parameters to instantiate temporal distortion with\"\"\"\n\n\nclass NeRFModel(Model):\n    \"\"\"Vanilla NeRF model\n\n    Args:\n        config: Basic NeRF configuration to instantiate model\n    \"\"\"\n\n    def __init__(\n        self,\n        config: VanillaModelConfig,\n        **kwargs,\n    ) -> None:\n        self.field_coarse = None\n        self.field_fine = None\n        self.temporal_distortion = None\n\n        super().__init__(\n            config=config,\n            **kwargs,\n        )\n\n    def populate_modules(self):\n        \"\"\"Set the fields and modules\"\"\"\n        super().populate_modules()\n\n        # fields\n        position_encoding = NeRFEncoding(\n            in_dim=3, num_frequencies=10, min_freq_exp=0.0, max_freq_exp=8.0, include_input=True\n        )\n        direction_encoding = NeRFEncoding(\n            in_dim=3, num_frequencies=4, min_freq_exp=0.0, max_freq_exp=4.0, include_input=True\n        )\n\n        self.field_coarse = NeRFField(\n            position_encoding=position_encoding,\n            direction_encoding=direction_encoding,\n        )\n\n        self.field_fine = NeRFField(\n            position_encoding=position_encoding,\n            direction_encoding=direction_encoding,\n        )\n\n        # samplers\n        self.sampler_uniform = UniformSampler(num_samples=self.config.num_coarse_samples)\n        self.sampler_pdf = PDFSampler(num_samples=self.config.num_importance_samples)\n\n        # renderers\n        self.renderer_rgb = RGBRenderer(background_color=colors.WHITE)\n        self.renderer_accumulation = AccumulationRenderer()\n        self.renderer_depth = DepthRenderer()\n\n        # losses\n        self.rgb_loss = MSELoss()\n\n        # metrics\n        self.psnr = PeakSignalNoiseRatio(data_range=1.0)\n        self.ssim = structural_similarity_index_measure\n        self.lpips = LearnedPerceptualImagePatchSimilarity()\n\n        if getattr(self.config, \"enable_temporal_distortion\", False):\n            params = self.config.temporal_distortion_params\n            kind = params.pop(\"kind\")\n            self.temporal_distortion = kind.to_temporal_distortion(params)\n\n    def get_param_groups(self) -> Dict[str, List[Parameter]]:\n        param_groups = {}\n        if self.field_coarse is None or self.field_fine is None:\n            raise ValueError(\"populate_fields() must be called before get_param_groups\")\n        param_groups[\"fields\"] = list(self.field_coarse.parameters()) + list(self.field_fine.parameters())\n        if self.temporal_distortion is not None:\n            param_groups[\"temporal_distortion\"] = list(self.temporal_distortion.parameters())\n        return param_groups\n\n    def get_outputs(self, ray_bundle: RayBundle):\n\n        if self.field_coarse is None or self.field_fine is None:\n            raise ValueError(\"populate_fields() must be called before get_outputs\")\n\n        # uniform sampling\n        ray_samples_uniform = self.sampler_uniform(ray_bundle)\n        if self.temporal_distortion is not None:\n            offsets = self.temporal_distortion(ray_samples_uniform.frustums.get_positions(), ray_samples_uniform.times)\n            ray_samples_uniform.frustums.set_offsets(offsets)\n\n        # coarse field:\n        field_outputs_coarse = self.field_coarse.forward(ray_samples_uniform)\n        weights_coarse = ray_samples_uniform.get_weights(field_outputs_coarse[FieldHeadNames.DENSITY])\n        rgb_coarse = self.renderer_rgb(\n            rgb=field_outputs_coarse[FieldHeadNames.RGB],\n            weights=weights_coarse,\n        )\n        accumulation_coarse = self.renderer_accumulation(weights_coarse)\n        depth_coarse = self.renderer_depth(weights_coarse, ray_samples_uniform)\n\n        # pdf sampling\n        ray_samples_pdf = self.sampler_pdf(ray_bundle, ray_samples_uniform, weights_coarse)\n        if self.temporal_distortion is not None:\n            offsets = self.temporal_distortion(ray_samples_pdf.frustums.get_positions(), ray_samples_pdf.times)\n            ray_samples_pdf.frustums.set_offsets(offsets)\n\n        # fine field:\n        field_outputs_fine = self.field_fine.forward(ray_samples_pdf)\n        weights_fine = ray_samples_pdf.get_weights(field_outputs_fine[FieldHeadNames.DENSITY])\n        rgb_fine = self.renderer_rgb(\n            rgb=field_outputs_fine[FieldHeadNames.RGB],\n            weights=weights_fine,\n        )\n        accumulation_fine = self.renderer_accumulation(weights_fine)\n        depth_fine = self.renderer_depth(weights_fine, ray_samples_pdf)\n\n        outputs = {\n            \"rgb_coarse\": rgb_coarse,\n            \"rgb_fine\": rgb_fine,\n            \"accumulation_coarse\": accumulation_coarse,\n            \"accumulation_fine\": accumulation_fine,\n            \"depth_coarse\": depth_coarse,\n            \"depth_fine\": depth_fine,\n        }\n        return outputs\n\n    def get_loss_dict(self, outputs, batch, metrics_dict=None) -> Dict[str, torch.Tensor]:\n        # Scaling metrics by coefficients to create the losses.\n        device = outputs[\"rgb_coarse\"].device\n        image = batch[\"image\"].to(device)\n\n        rgb_loss_coarse = self.rgb_loss(image, outputs[\"rgb_coarse\"])\n        rgb_loss_fine = self.rgb_loss(image, outputs[\"rgb_fine\"])\n\n        loss_dict = {\"rgb_loss_coarse\": rgb_loss_coarse, \"rgb_loss_fine\": rgb_loss_fine}\n        loss_dict = misc.scale_dict(loss_dict, self.config.loss_coefficients)\n        return loss_dict\n\n    def get_image_metrics_and_images(\n        self, outputs: Dict[str, torch.Tensor], batch: Dict[str, torch.Tensor]\n    ) -> Tuple[Dict[str, float], Dict[str, torch.Tensor]]:\n        image = batch[\"image\"].to(outputs[\"rgb_coarse\"].device)\n        rgb_coarse = outputs[\"rgb_coarse\"]\n        rgb_fine = outputs[\"rgb_fine\"]\n        acc_coarse = colormaps.apply_colormap(outputs[\"accumulation_coarse\"])\n        acc_fine = colormaps.apply_colormap(outputs[\"accumulation_fine\"])\n        depth_coarse = colormaps.apply_depth_colormap(\n            outputs[\"depth_coarse\"],\n            accumulation=outputs[\"accumulation_coarse\"],\n            near_plane=self.config.collider_params[\"near_plane\"],\n            far_plane=self.config.collider_params[\"far_plane\"],\n        )\n        depth_fine = colormaps.apply_depth_colormap(\n            outputs[\"depth_fine\"],\n            accumulation=outputs[\"accumulation_fine\"],\n            near_plane=self.config.collider_params[\"near_plane\"],\n            far_plane=self.config.collider_params[\"far_plane\"],\n        )\n\n        combined_rgb = torch.cat([image, rgb_coarse, rgb_fine], dim=1)\n        combined_acc = torch.cat([acc_coarse, acc_fine], dim=1)\n        combined_depth = torch.cat([depth_coarse, depth_fine], dim=1)\n\n        # Switch images from [H, W, C] to [1, C, H, W] for metrics computations\n        image = torch.moveaxis(image, -1, 0)[None, ...]\n        rgb_coarse = torch.moveaxis(rgb_coarse, -1, 0)[None, ...]\n        rgb_fine = torch.moveaxis(rgb_fine, -1, 0)[None, ...]\n\n        coarse_psnr = self.psnr(image, rgb_coarse)\n        fine_psnr = self.psnr(image, rgb_fine)\n        fine_ssim = self.ssim(image, rgb_fine)\n        fine_lpips = self.lpips(image, rgb_fine)\n\n        metrics_dict = {\n            \"psnr\": float(fine_psnr.item()),\n            \"coarse_psnr\": float(coarse_psnr),\n            \"fine_psnr\": float(fine_psnr),\n            \"fine_ssim\": float(fine_ssim),\n            \"fine_lpips\": float(fine_lpips),\n        }\n        images_dict = {\"img\": combined_rgb, \"accumulation\": combined_acc, \"depth\": combined_depth}\n        return metrics_dict, images_dict\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/models/volsdf.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nImplementation of VolSDF.\n\"\"\"\n\nfrom __future__ import annotations\n\nfrom dataclasses import dataclass, field\nfrom typing import Dict, Type\n\nfrom nerfstudio.cameras.rays import RayBundle\nfrom nerfstudio.field_components.field_heads import FieldHeadNames\nfrom nerfstudio.model_components.ray_samplers import ErrorBoundedSampler\nfrom nerfstudio.models.base_surface_model import SurfaceModel, SurfaceModelConfig\n\n\n@dataclass\nclass VolSDFModelConfig(SurfaceModelConfig):\n    \"\"\"VolSDF Model Config\"\"\"\n\n    _target: Type = field(default_factory=lambda: VolSDFModel)\n    num_samples: int = 64\n    \"\"\"Number of samples after error bounded sampling\"\"\"\n    num_samples_eval: int = 128\n    \"\"\"Number of samples per iteration used in error bounded sampling\"\"\"\n    num_samples_extra: int = 32\n    \"\"\"Number of uniformly sampled points for training\"\"\"\n\n\nclass VolSDFModel(SurfaceModel):\n    \"\"\"VolSDF model\n\n    Args:\n        config: VolSDF configuration to instantiate model\n    \"\"\"\n\n    config: VolSDFModelConfig\n\n    def populate_modules(self):\n        \"\"\"Set the fields and modules.\"\"\"\n        super().populate_modules()\n\n        self.sampler = ErrorBoundedSampler(\n            num_samples=self.config.num_samples,\n            num_samples_eval=self.config.num_samples_eval,\n            num_samples_extra=self.config.num_samples_extra,\n        )\n\n    def sample_and_forward_field(self, ray_bundle: RayBundle) -> Dict:\n        ray_samples, eik_points = self.sampler(\n            ray_bundle, density_fn=self.field.laplace_density, sdf_fn=self.field.get_sdf\n        )\n        field_outputs = self.field(ray_samples)\n        weights, transmittance = ray_samples.get_weights_and_transmittance(field_outputs[FieldHeadNames.DENSITY])\n        bg_transmittance = transmittance[:, -1, :]\n\n        samples_and_field_outputs = {\n            \"ray_samples\": ray_samples,\n            \"eik_points\": eik_points,\n            \"field_outputs\": field_outputs,\n            \"weights\": weights,\n            \"bg_transmittance\": bg_transmittance,\n        }\n        return samples_and_field_outputs\n\n    def get_metrics_dict(self, outputs, batch) -> Dict:\n        metrics_dict = super().get_metrics_dict(outputs, batch)\n        if self.training:\n            # training statics\n            metrics_dict[\"beta\"] = self.field.laplace_density.get_beta().item()\n            metrics_dict[\"alpha\"] = 1.0 / self.field.laplace_density.get_beta().item()\n\n        return metrics_dict\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/pipelines/__init__.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/pipelines/base_pipeline.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nAbstracts for the Pipeline class.\n\"\"\"\nfrom __future__ import annotations\n\nimport typing\nfrom abc import abstractmethod\nfrom dataclasses import dataclass, field\nfrom time import time\nfrom typing import Any, Dict, List, Optional, Type, Union, cast\n\nimport torch\nimport torch.distributed as dist\nfrom rich.progress import (\n    BarColumn,\n    MofNCompleteColumn,\n    Progress,\n    TextColumn,\n    TimeElapsedColumn,\n)\nfrom torch import nn\nfrom torch.nn import Parameter\nfrom torch.nn.parallel import DistributedDataParallel as DDP\nfrom torchinfo import summary\nfrom typing_extensions import Literal\n\nfrom nerfstudio.configs import base_config as cfg\nfrom nerfstudio.data.datamanagers.base_datamanager import (\n    DataManager,\n    FlexibleDataManager,\n    FlexibleDataManagerConfig,\n    VanillaDataManager,\n    VanillaDataManagerConfig,\n)\nfrom nerfstudio.engine.callbacks import TrainingCallback, TrainingCallbackAttributes\nfrom nerfstudio.models.base_model import Model, ModelConfig\nfrom nerfstudio.utils import profiler\nfrom nerfstudio.utils.images import BasicImages\n\n\ndef module_wrapper(ddp_or_model: Union[DDP, Model]) -> Model:\n    \"\"\"\n    If DDP, then return the .module. Otherwise, return the model.\n    \"\"\"\n    if isinstance(ddp_or_model, DDP):\n        return cast(Model, ddp_or_model.module)\n    return ddp_or_model\n\n\nclass Pipeline(nn.Module):\n    \"\"\"The intent of this class is to provide a higher level interface for the Model\n    that will be easy to use for our Trainer class.\n\n    This class will contain high level functions for the model like getting the loss\n    dictionaries and visualization code. It should have ways to get the next iterations\n    training loss, evaluation loss, and generate whole images for visualization. Each model\n    class should be 1:1 with a pipeline that can act as a standardized interface and hide\n    differences in how each model takes in and outputs data.\n\n    This class's function is to hide the data manager and model classes from the trainer,\n    worrying about:\n    1) Fetching data with the data manager\n    2) Feeding the model the data and fetching the loss\n    Hopefully this provides a higher level interface for the trainer to use, and\n    simplifying the model classes, which each may have different forward() methods\n    and so on.\n\n    Args:\n        config: configuration to instantiate pipeline\n        device: location to place model and data\n        test_mode:\n            'train': loads train/eval datasets into memory\n            'test': loads train/test datset into memory\n            'inference': does not load any dataset into memory\n        world_size: total number of machines available\n        local_rank: rank of current machine\n\n    Attributes:\n        datamanager: The data manager that will be used\n        model: The model that will be used\n    \"\"\"\n\n    # pylint: disable=abstract-method\n\n    datamanager: DataManager\n    _model: Model\n\n    @property\n    def model(self):\n        \"\"\"Returns the unwrapped model if in ddp\"\"\"\n        return module_wrapper(self._model)\n\n    @property\n    def device(self):\n        \"\"\"Returns the device that the model is on.\"\"\"\n        return self.model.device\n\n    @profiler.time_function\n    def get_train_loss_dict(self, step: int):\n        \"\"\"This function gets your training loss dict. This will be responsible for\n        getting the next batch of data from the DataManager and interfacing with the\n        Model class, feeding the data to the model's forward function.\n\n        Args:\n            step: current iteration step to update sampler if using DDP (distributed)\n        \"\"\"\n        if self.world_size > 1 and step:\n            assert self.datamanager.train_sampler is not None\n            self.datamanager.train_sampler.set_epoch(step)\n        ray_bundle, batch = self.datamanager.next_train(step)\n        model_outputs = self.model(ray_bundle, batch)\n        metrics_dict = self.model.get_metrics_dict(model_outputs, batch)\n        loss_dict = self.model.get_loss_dict(model_outputs, batch, metrics_dict)\n\n        return model_outputs, loss_dict, metrics_dict\n\n    @profiler.time_function\n    def get_eval_loss_dict(self, step: int):\n        \"\"\"This function gets your evaluation loss dict. It needs to get the data\n        from the DataManager and feed it to the model's forward function\n\n        Args:\n            step: current iteration step\n        \"\"\"\n        self.eval()\n        if self.world_size > 1:\n            assert self.datamanager.eval_sampler is not None\n            self.datamanager.eval_sampler.set_epoch(step)\n        ray_bundle, batch = self.datamanager.next_eval(step)\n        model_outputs = self.model(ray_bundle, batch)\n        metrics_dict = self.model.get_metrics_dict(model_outputs, batch)\n        loss_dict = self.model.get_loss_dict(model_outputs, batch, metrics_dict)\n        self.train()\n        return model_outputs, loss_dict, metrics_dict\n\n    @abstractmethod\n    @profiler.time_function\n    def get_eval_image_metrics_and_images(self, step: int):\n        \"\"\"This function gets your evaluation loss dict. It needs to get the data\n        from the DataManager and feed it to the model's forward function\n\n        Args:\n            step: current iteration step\n        \"\"\"\n\n    @abstractmethod\n    @profiler.time_function\n    def get_average_eval_image_metrics(self, step: Optional[int] = None):\n        \"\"\"Iterate over all the images in the eval dataset and get the average.\"\"\"\n\n    def load_pipeline(self, loaded_state: Dict[str, Any]) -> None:\n        \"\"\"Load the checkpoint from the given path\n\n        Args:\n            loaded_state: pre-trained model state dict\n        \"\"\"\n\n    def get_training_callbacks(\n        self, training_callback_attributes: TrainingCallbackAttributes\n    ) -> List[TrainingCallback]:\n        \"\"\"Returns the training callbacks from both the Dataloader and the Model.\"\"\"\n\n    def get_param_groups(self) -> Dict[str, List[Parameter]]:\n        \"\"\"Get the param groups for the pipeline.\n\n        Returns:\n            A list of dictionaries containing the pipeline's param groups.\n        \"\"\"\n\n\n@dataclass\nclass VanillaPipelineConfig(cfg.InstantiateConfig):\n    \"\"\"Configuration for pipeline instantiation\"\"\"\n\n    _target: Type = field(default_factory=lambda: VanillaPipeline)\n    \"\"\"target class to instantiate\"\"\"\n    datamanager: VanillaDataManagerConfig = VanillaDataManagerConfig()\n    \"\"\"specifies the datamanager config\"\"\"\n    model: ModelConfig = ModelConfig()\n    \"\"\"specifies the model config\"\"\"\n\n\nclass VanillaPipeline(Pipeline):\n    \"\"\"The pipeline class for the vanilla nerf setup of multiple cameras for one or a few scenes.\n\n        config: configuration to instantiate pipeline\n        device: location to place model and data\n        test_mode:\n            'val': loads train/val datasets into memory\n            'test': loads train/test datset into memory\n            'inference': does not load any dataset into memory\n        world_size: total number of machines available\n        local_rank: rank of current machine\n\n    Attributes:\n        datamanager: The data manager that will be used\n        model: The model that will be used\n    \"\"\"\n\n    def __init__(\n        self,\n        config: VanillaPipelineConfig,\n        device: str,\n        test_mode: Literal[\"test\", \"val\", \"inference\"] = \"val\",\n        world_size: int = 1,\n        local_rank: int = 0,\n    ):\n        super().__init__()\n        self.config = config\n        self.test_mode = test_mode\n        self.datamanager: VanillaDataManager = config.datamanager.setup(\n            device=device, test_mode=test_mode, world_size=world_size, local_rank=local_rank\n        )\n        self.datamanager.to(device)\n        # TODO(ethan): get rid of scene_bounds from the model\n        assert self.datamanager.train_dataset is not None, \"Missing input dataset\"\n\n        self._model = config.model.setup(\n            scene_box=self.datamanager.train_dataset.scene_box,\n            num_train_data=len(self.datamanager.train_dataset),\n            metadata=self.datamanager.train_dataset.metadata,\n            world_size=world_size,\n            local_rank=local_rank,\n        )\n        # print(self._model)\n        # model_stats = summary(self._model, col_names=[\"kernel_size\", \"num_params\"])\n        # TODO: write model_stats to file (pass in the exp dir from trainer)\n        self.model.to(device)\n\n        self.world_size = world_size\n        if world_size > 1:\n            self._model = typing.cast(Model, DDP(self._model, device_ids=[local_rank], find_unused_parameters=True))\n            dist.barrier(device_ids=[local_rank])\n\n    @property\n    def device(self):\n        \"\"\"Returns the device that the model is on.\"\"\"\n        return self.model.device\n\n    @profiler.time_function\n    def get_train_loss_dict(self, step: int):\n        \"\"\"This function gets your training loss dict. This will be responsible for\n        getting the next batch of data from the DataManager and interfacing with the\n        Model class, feeding the data to the model's forward function.\n\n        Args:\n            step: current iteration step to update sampler if using DDP (distributed)\n        \"\"\"\n        ray_bundle, batch = self.datamanager.next_train(step)\n        model_outputs = self._model(ray_bundle)\n        metrics_dict = self.model.get_metrics_dict(model_outputs, batch)\n\n        camera_opt_param_group = self.config.datamanager.camera_optimizer.param_group\n        if camera_opt_param_group in self.datamanager.get_param_groups():\n            # Report the camera optimization metrics\n            metrics_dict[\"camera_opt_translation\"] = (\n                self.datamanager.get_param_groups()[camera_opt_param_group][0].data[:, :3].norm()\n            )\n            metrics_dict[\"camera_opt_rotation\"] = (\n                self.datamanager.get_param_groups()[camera_opt_param_group][0].data[:, 3:].norm()\n            )\n\n        loss_dict = self.model.get_loss_dict(model_outputs, batch, metrics_dict, step=step)  # FIXME: donnot use step here\n\n        return model_outputs, loss_dict, metrics_dict\n\n    def forward(self):\n        \"\"\"Blank forward method\n\n        This is an nn.Module, and so requires a forward() method normally, although in our case\n        we do not need a forward() method\"\"\"\n        raise NotImplementedError\n\n    @profiler.time_function\n    def get_eval_loss_dict(self, step: int):\n        \"\"\"This function gets your evaluation loss dict. It needs to get the data\n        from the DataManager and feed it to the model's forward function\n\n        Args:\n            step: current iteration step\n        \"\"\"\n        self.eval()\n        ray_bundle, batch = self.datamanager.next_eval(step)\n        model_outputs = self.model(ray_bundle)\n        metrics_dict = self.model.get_metrics_dict(model_outputs, batch)\n        loss_dict = self.model.get_loss_dict(model_outputs, batch, metrics_dict)\n        self.train()\n        return model_outputs, loss_dict, metrics_dict\n\n    @profiler.time_function\n    def get_eval_image_metrics_and_images(self, step: int):\n        \"\"\"This function gets your evaluation loss dict. It needs to get the data\n        from the DataManager and feed it to the model's forward function\n\n        Args:\n            step: current iteration step\n        \"\"\"\n        self.eval()\n        image_idx, camera_ray_bundle, batch = self.datamanager.next_eval_image(step)\n        outputs = self.model.get_outputs_for_camera_ray_bundle(camera_ray_bundle)  # (h, w, c)\n        metrics_dict, images_dict = self.model.get_image_metrics_and_images(outputs, batch)\n        assert \"image_idx\" not in metrics_dict\n        metrics_dict[\"image_idx\"] = image_idx\n        assert \"num_rays\" not in metrics_dict\n        metrics_dict[\"num_rays\"] = len(camera_ray_bundle)\n        self.train()\n        return metrics_dict, images_dict\n\n    @profiler.time_function\n    def get_average_eval_image_metrics(self, step: Optional[int] = None):\n        \"\"\"Iterate over all the images in the eval dataset and get the average.\n\n        Returns:\n            metrics_dict: dictionary of metrics\n        \"\"\"\n        self.eval()\n        metrics_dict_list = []\n        num_images = len(self.datamanager.fixed_indices_eval_dataloader)\n        with Progress(\n            TextColumn(\"[progress.description]{task.description}\"),\n            BarColumn(),\n            TimeElapsedColumn(),\n            MofNCompleteColumn(),\n            transient=True,\n        ) as progress:\n            task = progress.add_task(\"[green]Evaluating all eval images...\", total=num_images)\n            for camera_ray_bundle, batch in self.datamanager.fixed_indices_eval_dataloader:\n                isbasicimages = False\n                if isinstance(\n                    batch[\"image\"], BasicImages\n                ):  # If this is a generalized dataset, we need to get image tensor\n                    isbasicimages = True\n                    batch[\"image\"] = batch[\"image\"].images[0]\n                    camera_ray_bundle = camera_ray_bundle.reshape((*batch[\"image\"].shape[:-1],))\n                # time this the following line\n                inner_start = time()\n                height, width = camera_ray_bundle.shape\n                num_rays = height * width\n                outputs = self.model.get_outputs_for_camera_ray_bundle(camera_ray_bundle)\n                metrics_dict, _ = self.model.get_image_metrics_and_images(outputs, batch)\n                assert \"num_rays_per_sec\" not in metrics_dict\n                metrics_dict[\"num_rays_per_sec\"] = num_rays / (time() - inner_start)\n                fps_str = \"fps\"\n                assert fps_str not in metrics_dict\n                metrics_dict[fps_str] = metrics_dict[\"num_rays_per_sec\"] / (height * width)\n                metrics_dict_list.append(metrics_dict)\n                progress.advance(task)\n        # average the metrics list\n        metrics_dict = {}\n        for key in metrics_dict_list[0].keys():\n            metrics_dict[key] = float(\n                torch.mean(torch.tensor([metrics_dict[key] for metrics_dict in metrics_dict_list]))\n            )\n        self.train()\n        return metrics_dict\n\n    def load_pipeline(self, loaded_state: Dict[str, Any], strict=True) -> None:\n        \"\"\"Load the checkpoint from the given path\n\n        Args:\n            loaded_state: pre-trained model state dict\n        \"\"\"\n        state = {key.replace(\"module.\", \"\"): value for key, value in loaded_state.items()}\n        if self.test_mode == \"inference\":\n            state.pop(\"datamanager.train_camera_optimizer.pose_adjustment\", None)\n            state.pop(\"datamanager.train_ray_generator.image_coords\", None)\n            state.pop(\"datamanager.train_ray_generator.pose_optimizer.pose_adjustment\", None)\n            state.pop(\"datamanager.eval_ray_generator.image_coords\", None)\n            state.pop(\"datamanager.eval_ray_generator.pose_optimizer.pose_adjustment\", None)\n        elif not strict:\n            # TODO: is it ok? why do we save image_coords anyway?\n            state.pop(\"datamanager.train_ray_generator.image_coords\", None)\n            state.pop(\"datamanager.eval_ray_generator.image_coords\", None)\n        \n        # TODO: print unloaded state_dict keys\n        self.load_state_dict(state, strict=strict)  # type: ignore\n\n    def get_training_callbacks(\n        self, training_callback_attributes: TrainingCallbackAttributes\n    ) -> List[TrainingCallback]:\n        \"\"\"Returns the training callbacks from both the Dataloader and the Model.\"\"\"\n        datamanager_callbacks = self.datamanager.get_training_callbacks(training_callback_attributes)\n        model_callbacks = self.model.get_training_callbacks(training_callback_attributes)\n        callbacks = datamanager_callbacks + model_callbacks\n        return callbacks\n\n    def get_param_groups(self) -> Dict[str, List[Parameter]]:\n        \"\"\"Get the param groups for the pipeline.\n\n        Returns:\n            A list of dictionaries containing the pipeline's param groups.\n        \"\"\"\n        datamanager_params = self.datamanager.get_param_groups()\n        model_params = self.model.get_param_groups()\n        # TODO(ethan): assert that key names don't overlap\n        return {**datamanager_params, **model_params}\n\n\n@dataclass\nclass FlexibleInputPipelineConfig(VanillaPipelineConfig):\n    \"\"\"Configuration for pipeline instantiation\"\"\"\n\n    _target: Type = field(default_factory=lambda: FlexibleInputPipeline)\n    \"\"\"target class to instantiate\"\"\"\n    datamanager: FlexibleDataManagerConfig = FlexibleDataManagerConfig()\n    \"\"\"specifies the datamanager config\"\"\"\n    model: ModelConfig = ModelConfig()\n    \"\"\"specifies the model config\"\"\"\n\n\nclass FlexibleInputPipeline(VanillaPipeline):\n    @profiler.time_function\n    def get_train_loss_dict(self, step: int):\n        \"\"\"This function gets your training loss dict. This will be responsible for\n        getting the next batch of data from the DataManager and interfacing with the\n        Model class, feeding the data to the model's forward function.\n\n        Args:\n            step: current iteration step to update sampler if using DDP (distributed)\n        \"\"\"\n        ray_bundle, batch, additional_input = self.datamanager.next_train(step)\n        model_outputs = self.model.get_outputs_flexible(ray_bundle, additional_input)\n        # TODO: add additional_input to model get_metrics_dict or get_loss_dict?\n        metrics_dict = self.model.get_metrics_dict(model_outputs, batch)\n\n        camera_opt_param_group = self.config.datamanager.camera_optimizer.param_group\n        if camera_opt_param_group in self.datamanager.get_param_groups():\n            # Report the camera optimization metrics\n            metrics_dict[\"camera_opt_translation\"] = (\n                self.datamanager.get_param_groups()[camera_opt_param_group][0].data[:, :3].norm()\n            )\n            metrics_dict[\"camera_opt_rotation\"] = (\n                self.datamanager.get_param_groups()[camera_opt_param_group][0].data[:, 3:].norm()\n            )\n\n        loss_dict = self.model.get_loss_dict(model_outputs, batch, metrics_dict)\n\n        return model_outputs, loss_dict, metrics_dict\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/pipelines/dynamic_batch.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nA pipeline that dynamically chooses the number of rays to sample.\n\"\"\"\n\nfrom dataclasses import dataclass, field\nfrom typing import Type\n\nimport torch\nfrom typing_extensions import Literal\n\nfrom nerfstudio.data.datamanagers.base_datamanager import VanillaDataManager\nfrom nerfstudio.pipelines.base_pipeline import VanillaPipeline, VanillaPipelineConfig\n\n\n@dataclass\nclass DynamicBatchPipelineConfig(VanillaPipelineConfig):\n    \"\"\"Dynamic Batch Pipeline Config\"\"\"\n\n    _target: Type = field(default_factory=lambda: DynamicBatchPipeline)\n    target_num_samples: int = 262144  # 1 << 18\n    \"\"\"The target number of samples to use for an entire batch of rays.\"\"\"\n    max_num_samples_per_ray: int = 1024  # 1 << 10\n    \"\"\"The maximum number of samples to be placed along a ray.\"\"\"\n\n\nclass DynamicBatchPipeline(VanillaPipeline):\n    \"\"\"Pipeline with logic for changing the number of rays per batch.\"\"\"\n\n    # pylint: disable=abstract-method\n\n    config: DynamicBatchPipelineConfig\n    datamanager: VanillaDataManager\n    dynamic_num_rays_per_batch: int\n\n    def __init__(\n        self,\n        config: DynamicBatchPipelineConfig,\n        device: str,\n        test_mode: Literal[\"test\", \"val\", \"inference\"] = \"val\",\n        world_size: int = 1,\n        local_rank: int = 0,\n    ):\n        super().__init__(config, device, test_mode, world_size, local_rank)\n        assert isinstance(\n            self.datamanager, VanillaDataManager\n        ), \"DynamicBatchPipeline only works with VanillaDataManager.\"\n\n        self.dynamic_num_rays_per_batch = self.config.target_num_samples // self.config.max_num_samples_per_ray\n        self._update_pixel_samplers()\n\n    def _update_pixel_samplers(self):\n        \"\"\"Update the pixel samplers for train and eval with the dynamic number of rays per batch.\"\"\"\n        self.datamanager.train_pixel_sampler.set_num_rays_per_batch(self.dynamic_num_rays_per_batch)\n        self.datamanager.eval_pixel_sampler.set_num_rays_per_batch(self.dynamic_num_rays_per_batch)\n\n    def _update_dynamic_num_rays_per_batch(self, num_samples_per_batch: int):\n        \"\"\"Updates the dynamic number of rays per batch variable,\n        based on the total number of samples in the last batch of rays.\"\"\"\n        self.dynamic_num_rays_per_batch = int(\n            self.dynamic_num_rays_per_batch * (self.config.target_num_samples / num_samples_per_batch)\n        )\n\n    def get_train_loss_dict(self, step: int):\n        model_outputs, loss_dict, metrics_dict = super().get_train_loss_dict(step)\n\n        # update the number of rays for the next step\n        if \"num_samples_per_batch\" not in metrics_dict:\n            raise ValueError(\n                \"'num_samples_per_batch' is not in metrics_dict.\"\n                \"Please return 'num_samples_per_batch' in the models get_metrics_dict function to use this method.\"\n            )\n        self._update_dynamic_num_rays_per_batch(metrics_dict[\"num_samples_per_batch\"])\n        self._update_pixel_samplers()\n\n        # add the number of rays\n        assert \"num_rays_per_batch\" not in metrics_dict\n        metrics_dict[\"num_rays_per_batch\"] = torch.tensor(self.datamanager.train_pixel_sampler.num_rays_per_batch)\n\n        return model_outputs, loss_dict, metrics_dict\n\n    def get_eval_loss_dict(self, step: int):\n        model_outputs, loss_dict, metrics_dict = super().get_eval_loss_dict(step)\n\n        # add the number of rays\n        assert \"num_rays_per_batch\" not in metrics_dict\n        metrics_dict[\"num_rays_per_batch\"] = torch.tensor(self.datamanager.eval_pixel_sampler.num_rays_per_batch)\n\n        return model_outputs, loss_dict, metrics_dict\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/process_data/__init__.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/process_data/colmap_utils.py",
    "content": "\"\"\"\nHere we have modified code taken from COLMAP for parsing data in the COLMAP format.\nOriginal file at:\nhttps://github.com/colmap/colmap/blob/1a4d0bad2e90aa65ce997c9d1779518eaed998d5/scripts/python/read_write_model.py.\n\"\"\"\n\n# Copyright (c) 2022, ETH Zurich and UNC Chapel Hill.\n# All rights reserved.\n#\n# Redistribution and use in source and binary forms, with or without\n# modification, are permitted provided that the following conditions are met:\n#\n#     * Redistributions of source code must retain the above copyright\n#       notice, this list of conditions and the following disclaimer.\n#\n#     * Redistributions in binary form must reproduce the above copyright\n#       notice, this list of conditions and the following disclaimer in the\n#       documentation and/or other materials provided with the distribution.\n#\n#     * Neither the name of ETH Zurich and UNC Chapel Hill nor the names of\n#       its contributors may be used to endorse or promote products derived\n#       from this software without specific prior written permission.\n#\n# THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS \"AS IS\"\n# AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE\n# IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE\n# ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDERS OR CONTRIBUTORS BE\n# LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR\n# CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF\n# SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS\n# INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN\n# CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)\n# ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE\n# POSSIBILITY OF SUCH DAMAGE.\n#\n# Author: Johannes L. Schoenberger (jsch-at-demuc-dot-de)\n\nimport json\nimport os\nimport struct\nfrom dataclasses import dataclass\nfrom io import BufferedReader\nfrom pathlib import Path\nfrom typing import Dict, Optional, Tuple\n\nimport appdirs\nimport numpy as np\nimport requests\nfrom rich.console import Console\nfrom rich.progress import track\nfrom typing_extensions import Literal\n\nfrom nerfstudio.process_data.process_data_utils import CameraModel\nfrom nerfstudio.utils.rich_utils import status\nfrom nerfstudio.utils.scripts import run_command\n\nCONSOLE = Console(width=120)\n\n\n@dataclass\nclass ColmapCameraModel:\n    \"\"\"Camera model\"\"\"\n\n    model_id: int\n    \"\"\"Model identifier\"\"\"\n    model_name: str\n    \"\"\"Model name\"\"\"\n    num_params: int\n    \"\"\"Number of parameters\"\"\"\n\n\n@dataclass\nclass Camera:\n    \"\"\"Camera\"\"\"\n\n    id: int\n    \"\"\"Camera identifier\"\"\"\n    model: str\n    \"\"\"Camera model\"\"\"\n    width: int\n    \"\"\"Image width\"\"\"\n    height: int\n    \"\"\"Image height\"\"\"\n    params: np.ndarray\n    \"\"\"Camera parameters\"\"\"\n\n\n@dataclass\nclass Image:\n    \"\"\"Data the corresponds to a single image\"\"\"\n\n    id: int\n    \"\"\"Image identifier\"\"\"\n    qvec: np.ndarray\n    \"\"\"Quaternion vector\"\"\"\n    tvec: np.ndarray\n    \"\"\"Translation vector\"\"\"\n    camera_id: int\n    \"\"\"Camera identifier\"\"\"\n    name: str\n    \"\"\"Image name\"\"\"\n    xys: np.ndarray\n    \"\"\"2D points\"\"\"\n    point3d_ids: np.ndarray\n    \"\"\"Point3D identifiers\"\"\"\n\n\n@dataclass\nclass Point3D:\n    \"\"\"Data that corresponds to a single 3D point\"\"\"\n\n    id: int\n    \"\"\"Point3D identifier\"\"\"\n    xyz: np.ndarray\n    \"\"\"3D point\"\"\"\n    rgb: np.ndarray\n    \"\"\"Color\"\"\"\n    error: float\n    \"\"\"Reconstruction error\"\"\"\n    image_ids: np.ndarray\n    \"\"\"Image identifiers\"\"\"\n    point2d_idxs: np.ndarray\n    \"\"\"Point2D indices\"\"\"\n\n\nCOLMAP_CAMERA_MODELS = [\n    ColmapCameraModel(model_id=0, model_name=\"SIMPLE_PINHOLE\", num_params=3),\n    ColmapCameraModel(model_id=1, model_name=\"PINHOLE\", num_params=4),\n    ColmapCameraModel(model_id=2, model_name=\"SIMPLE_RADIAL\", num_params=4),\n    ColmapCameraModel(model_id=3, model_name=\"RADIAL\", num_params=5),\n    ColmapCameraModel(model_id=4, model_name=\"OPENCV\", num_params=8),\n    ColmapCameraModel(model_id=5, model_name=\"OPENCV_FISHEYE\", num_params=8),\n    ColmapCameraModel(model_id=6, model_name=\"FULL_OPENCV\", num_params=12),\n    ColmapCameraModel(model_id=7, model_name=\"FOV\", num_params=5),\n    ColmapCameraModel(model_id=8, model_name=\"SIMPLE_RADIAL_FISHEYE\", num_params=4),\n    ColmapCameraModel(model_id=9, model_name=\"RADIAL_FISHEYE\", num_params=5),\n    ColmapCameraModel(model_id=10, model_name=\"THIN_PRISM_FISHEYE\", num_params=12),\n]\nCOLMAP_CAMERA_MODEL_IDS = {camera_model.model_id: camera_model for camera_model in COLMAP_CAMERA_MODELS}\nCOLMAP_CAMERA_MODEL_NAMES = {camera_model.model_name: camera_model for camera_model in COLMAP_CAMERA_MODELS}\n\n\ndef get_colmap_version(colmap_cmd: str, default_version=3.8) -> float:\n    \"\"\"Returns the version of COLMAP.\n    This code assumes that colmap returns a version string of the form\n    \"COLMAP 3.8 ...\" which may not be true for all versions of COLMAP.\n\n    Args:\n        default_version: Default version to return if COLMAP version can't be determined.\n    Returns:\n        The version of COLMAP.\n    \"\"\"\n    output = run_command(colmap_cmd, verbose=False)\n    assert output is not None\n    for line in output.split(\"\\n\"):\n        if line.startswith(\"COLMAP\"):\n            return float(line.split(\" \")[1])\n    CONSOLE.print(f\"[bold red]Could not find COLMAP version. Using default {default_version}\")\n    return default_version\n\n\ndef read_next_bytes(fid: BufferedReader, num_bytes: int, format_char_sequence, endian_character: str = \"<\"):\n    \"\"\"Read and unpack the next bytes from a binary file.\n\n    Args:\n        fid: Open file\n        num_bytes: Sum of combination of {2, 4, 8}, e.g. 2, 6, 16, 30, etc.\n        format_char_sequence: List of {c, e, f, d, h, H, i, I, l, L, q, Q}.\n        endian_character: Any of {@, =, <, >, !}\n        Tuple of read and unpacked values.\n    \"\"\"\n    data = fid.read(num_bytes)\n    return struct.unpack(endian_character + format_char_sequence, data)\n\n\ndef read_cameras_text(path: Path) -> Dict[int, Camera]:\n    \"\"\"Parse COLMAP cameras.txt file into a dictionary of Camera objects.\n\n    Args:\n        path: Path to cameras.txt file.\n    Returns:\n        Dictionary of Camera objects.\n    \"\"\"\n    cameras = {}\n    with open(path, encoding=\"utf-8\") as fid:\n        while True:\n            line = fid.readline()\n            if not line:\n                break\n            line = line.strip()\n            if len(line) > 0 and line[0] != \"#\":\n                elems = line.split()\n                camera_id = int(elems[0])\n                model = elems[1]\n                width = int(elems[2])\n                height = int(elems[3])\n                params = np.array(tuple(map(float, elems[4:])))\n                cameras[camera_id] = Camera(id=camera_id, model=model, width=width, height=height, params=params)\n    return cameras\n\n\ndef read_cameras_binary(path_to_model_file: Path) -> Dict[int, Camera]:\n    \"\"\"Parse COLMAP cameras.bin file into a dictionary of Camera objects.\n\n    Args:\n        path_to_model_file: Path to cameras.bin file.\n    Returns:\n        Dictionary of Camera objects.\n    \"\"\"\n    cameras = {}\n    with open(path_to_model_file, \"rb\") as fid:\n        num_cameras = read_next_bytes(fid, 8, \"Q\")[0]\n        for _ in range(num_cameras):\n            camera_properties = read_next_bytes(fid, num_bytes=24, format_char_sequence=\"iiQQ\")\n            camera_id = camera_properties[0]\n            model_id = camera_properties[1]\n            model_name = COLMAP_CAMERA_MODEL_IDS[camera_properties[1]].model_name\n            width = camera_properties[2]\n            height = camera_properties[3]\n            num_params = COLMAP_CAMERA_MODEL_IDS[model_id].num_params\n            params = read_next_bytes(fid, num_bytes=8 * num_params, format_char_sequence=\"d\" * num_params)\n            cameras[camera_id] = Camera(\n                id=camera_id, model=model_name, width=width, height=height, params=np.array(params)\n            )\n        assert len(cameras) == num_cameras\n    return cameras\n\n\ndef read_images_text(path: Path) -> Dict[int, Image]:\n    \"\"\"Parse COLMAP images.txt file into a dictionary of Image objects.\n\n    Args:\n        path: Path to images.txt file.\n    Returns:\n        Dictionary of Image objects.\n    \"\"\"\n    images = {}\n    with open(path, encoding=\"utf-8\") as fid:\n        while True:\n            line = fid.readline()\n            if not line:\n                break\n            line = line.strip()\n            if len(line) > 0 and line[0] != \"#\":\n                elems = line.split()\n                image_id = int(elems[0])\n                qvec = np.array(tuple(map(float, elems[1:5])))\n                tvec = np.array(tuple(map(float, elems[5:8])))\n                camera_id = int(elems[8])\n                image_name = elems[9]\n                elems = fid.readline().split()\n                xys = np.column_stack([tuple(map(float, elems[0::3])), tuple(map(float, elems[1::3]))])\n                point3d_ids = np.array(tuple(map(int, elems[2::3])))\n                images[image_id] = Image(\n                    id=image_id,\n                    qvec=qvec,\n                    tvec=tvec,\n                    camera_id=camera_id,\n                    name=image_name,\n                    xys=xys,\n                    point3d_ids=point3d_ids,\n                )\n    return images\n\n\ndef read_images_binary(path_to_model_file: Path) -> Dict[int, Image]:\n    \"\"\"Parse COLMAP images.bin file into a dictionary of Image objects.\n\n    Args:\n        path_to_model_file: Path to images.bin file.\n    Returns:\n        Dictionary of Image objects.\n    \"\"\"\n    images = {}\n    with open(path_to_model_file, \"rb\") as fid:\n        num_reg_images = read_next_bytes(fid, 8, \"Q\")[0]\n        for _ in range(num_reg_images):\n            binary_image_properties = read_next_bytes(fid, num_bytes=64, format_char_sequence=\"idddddddi\")\n            image_id = binary_image_properties[0]\n            qvec = np.array(binary_image_properties[1:5])\n            tvec = np.array(binary_image_properties[5:8])\n            camera_id = binary_image_properties[8]\n            image_name = \"\"\n            current_char = read_next_bytes(fid, 1, \"c\")[0]\n            while current_char != b\"\\x00\":  # look for the ASCII 0 entry\n                image_name += current_char.decode(\"utf-8\")\n                current_char = read_next_bytes(fid, 1, \"c\")[0]\n            num_points2d = read_next_bytes(fid, num_bytes=8, format_char_sequence=\"Q\")[0]\n            x_y_id_s = read_next_bytes(fid, num_bytes=24 * num_points2d, format_char_sequence=\"ddq\" * num_points2d)\n            xys = np.column_stack([tuple(map(float, x_y_id_s[0::3])), tuple(map(float, x_y_id_s[1::3]))])\n            point3d_ids = np.array(tuple(map(int, x_y_id_s[2::3])))\n            images[image_id] = Image(\n                id=image_id,\n                qvec=qvec,\n                tvec=tvec,\n                camera_id=camera_id,\n                name=image_name,\n                xys=xys,\n                point3d_ids=point3d_ids,\n            )\n    return images\n\n\ndef read_points3d_text(path) -> Dict[int, Point3D]:\n    \"\"\"Parse COLMAP points3D.txt file into a dictionary of Point3D objects.\n\n    Args:\n        path: Path to points3D.txt file.\n    Returns:\n        Dictionary of Point3D objects.\n    \"\"\"\n    points3d = {}\n    with open(path, encoding=\"utf-8\") as fid:\n        while True:\n            line = fid.readline()\n            if not line:\n                break\n            line = line.strip()\n            if len(line) > 0 and line[0] != \"#\":\n                elems = line.split()\n                point3d_id = int(elems[0])\n                xyz = np.array(tuple(map(float, elems[1:4])))\n                rgb = np.array(tuple(map(int, elems[4:7])))\n                error = float(elems[7])\n                image_ids = np.array(tuple(map(int, elems[8::2])))\n                point2d_idxs = np.array(tuple(map(int, elems[9::2])))\n                points3d[point3d_id] = Point3D(\n                    id=point3d_id, xyz=xyz, rgb=rgb, error=error, image_ids=image_ids, point2d_idxs=point2d_idxs\n                )\n    return points3d\n\n\ndef read_points3d_binary(path_to_model_file: Path) -> Dict[int, Point3D]:\n    \"\"\"Parse COLMAP points3D.bin file into a dictionary of Point3D objects.\n\n    Args:\n        path_to_model_file: Path to points3D.bin file.\n    Returns:\n        Dictionary of Point3D objects.\n    \"\"\"\n    points3d = {}\n    with open(path_to_model_file, \"rb\") as fid:\n        num_points = read_next_bytes(fid, 8, \"Q\")[0]\n        for _ in range(num_points):\n            binary_point_line_properties = read_next_bytes(fid, num_bytes=43, format_char_sequence=\"QdddBBBd\")\n            point3d_id = binary_point_line_properties[0]\n            xyz = np.array(binary_point_line_properties[1:4])\n            rgb = np.array(binary_point_line_properties[4:7])\n            error = np.array(binary_point_line_properties[7])\n            track_length = read_next_bytes(fid, num_bytes=8, format_char_sequence=\"Q\")[0]\n            track_elems = read_next_bytes(fid, num_bytes=8 * track_length, format_char_sequence=\"ii\" * track_length)\n            image_ids = np.array(tuple(map(int, track_elems[0::2])))\n            point2d_idxs = np.array(tuple(map(int, track_elems[1::2])))\n            points3d[point3d_id] = Point3D(\n                id=point3d_id, xyz=xyz, rgb=rgb, error=float(error), image_ids=image_ids, point2d_idxs=point2d_idxs\n            )\n    return points3d\n\n\ndef detect_model_format(path: Path, ext: str) -> bool:\n    \"\"\"Detect the format of the model file.\n\n    Args:\n        path: Path to the model file.\n        ext: Extension to test.\n    Returns:\n        True if the model file is the tested extenstion, False otherwise.\n    \"\"\"\n\n    if (\n        os.path.isfile(path / f\"cameras{ext}\")\n        and os.path.isfile(path / f\"images{ext}\")\n        and os.path.isfile(path / f\"points3D{ext}\")\n    ):\n        print(\"Detected model format: '\" + ext + \"'\")\n        return True\n\n    return False\n\n\ndef read_model(path: Path, ext: Optional[str] = None) -> Tuple[Dict[int, Camera], Dict[int, Image], Dict[int, Point3D]]:\n    \"\"\"Read a COLMAP model from a directory.\n\n    Args:\n        path: Path to the model directory.\n        ext: Extension of the model files. If None, the function will try to detect the format.\n    Returns:\n        Tuple of dictionaries of Camera, Image, and Point3D objects.\n    \"\"\"\n    # try to detect the extension automatically\n    if ext is None:\n        if detect_model_format(path, \".bin\"):\n            ext = \".bin\"\n        elif detect_model_format(path, \".txt\"):\n            ext = \".txt\"\n        else:\n            raise ValueError(\"Provide model format: '.bin' or '.txt'\")\n\n    if ext == \".txt\":\n        cameras = read_cameras_text(path / f\"cameras{ext}\")\n        images = read_images_text(path / f\"images{ext}\")\n        points3d = read_points3d_text(path / f\"points3D{ext}\")\n    else:\n        cameras = read_cameras_binary(path / f\"cameras{ext}\")\n        images = read_images_binary(path / f\"images{ext}\")\n        points3d = read_points3d_binary(path / f\"points3D{ext}\")\n    return cameras, images, points3d\n\n\ndef qvec2rotmat(qvec) -> np.ndarray:\n    \"\"\"Convert quaternion to rotation matrix.\n\n    Args:\n        qvec: Quaternion vector of shape (4,).\n    Returns:\n        Rotation matrix of shape (3, 3).\n    \"\"\"\n    return np.array(\n        [\n            [\n                1 - 2 * qvec[2] ** 2 - 2 * qvec[3] ** 2,\n                2 * qvec[1] * qvec[2] - 2 * qvec[0] * qvec[3],\n                2 * qvec[3] * qvec[1] + 2 * qvec[0] * qvec[2],\n            ],\n            [\n                2 * qvec[1] * qvec[2] + 2 * qvec[0] * qvec[3],\n                1 - 2 * qvec[1] ** 2 - 2 * qvec[3] ** 2,\n                2 * qvec[2] * qvec[3] - 2 * qvec[0] * qvec[1],\n            ],\n            [\n                2 * qvec[3] * qvec[1] - 2 * qvec[0] * qvec[2],\n                2 * qvec[2] * qvec[3] + 2 * qvec[0] * qvec[1],\n                1 - 2 * qvec[1] ** 2 - 2 * qvec[2] ** 2,\n            ],\n        ]\n    )\n\n\ndef rotmat2qvec(R):\n    \"\"\"Convert rotation matrix to quaternion.\n\n    Args:\n        R: Rotation matrix of shape (3, 3).\n    Returns:\n        Quaternion vector of shape (4,).\n    \"\"\"\n    rxx, ryx, rzx, rxy, ryy, rzy, rxz, ryz, rzz = R.flat\n    K = (\n        np.array(\n            [\n                [rxx - ryy - rzz, 0, 0, 0],\n                [ryx + rxy, ryy - rxx - rzz, 0, 0],\n                [rzx + rxz, rzy + ryz, rzz - rxx - ryy, 0],\n                [ryz - rzy, rzx - rxz, rxy - ryx, rxx + ryy + rzz],\n            ]\n        )\n        / 3.0\n    )\n    eigvals, eigvecs = np.linalg.eigh(K)\n    qvec = eigvecs[np.array([3, 0, 1, 2]), np.argmax(eigvals)]\n    if qvec[0] < 0:\n        qvec *= -1\n    return qvec\n\n\ndef get_vocab_tree() -> Path:\n    \"\"\"Return path to vocab tree. Downloads vocab tree if it doesn't exist.\n\n    Returns:\n        The path to the vocab tree.\n    \"\"\"\n    vocab_tree_filename = Path(appdirs.user_data_dir(\"nerfstudio\")) / \"vocab_tree.fbow\"\n\n    if not vocab_tree_filename.exists():\n        r = requests.get(\"https://demuc.de/colmap/vocab_tree_flickr100K_words32K.bin\", stream=True)\n        vocab_tree_filename.parent.mkdir(parents=True, exist_ok=True)\n        with open(vocab_tree_filename, \"wb\") as f:\n            total_length = r.headers.get(\"content-length\")\n            assert total_length is not None\n            for chunk in track(\n                r.iter_content(chunk_size=1024),\n                total=int(total_length) / 1024 + 1,\n                description=\"Downloading vocab tree...\",\n            ):\n                if chunk:\n                    f.write(chunk)\n                    f.flush()\n    return vocab_tree_filename\n\n\ndef run_colmap(\n    image_dir: Path,\n    colmap_dir: Path,\n    camera_model: CameraModel,\n    gpu: bool = True,\n    verbose: bool = False,\n    matching_method: Literal[\"vocab_tree\", \"exhaustive\", \"sequential\"] = \"vocab_tree\",\n    colmap_cmd: str = \"colmap\",\n) -> None:\n    \"\"\"Runs COLMAP on the images.\n\n    Args:\n        image_dir: Path to the directory containing the images.\n        colmap_dir: Path to the output directory.\n        camera_model: Camera model to use.\n        gpu: If True, use GPU.\n        verbose: If True, logs the output of the command.\n    \"\"\"\n\n    colmap_version = get_colmap_version(colmap_cmd)\n\n    colmap_database_path = colmap_dir / \"database.db\"\n    if colmap_database_path.exists():\n        # Can't use missing_ok argument because of Python 3.7 compatibility.\n        colmap_database_path.unlink()\n\n    # Feature extraction\n    feature_extractor_cmd = [\n        f\"{colmap_cmd} feature_extractor\",\n        f\"--database_path {colmap_dir / 'database.db'}\",\n        f\"--image_path {image_dir}\",\n        \"--ImageReader.single_camera 1\",\n        f\"--ImageReader.camera_model {camera_model.value}\",\n        f\"--SiftExtraction.use_gpu {int(gpu)}\",\n    ]\n    feature_extractor_cmd = \" \".join(feature_extractor_cmd)\n    with status(msg=\"[bold yellow]Running COLMAP feature extractor...\", spinner=\"moon\", verbose=verbose):\n        run_command(feature_extractor_cmd, verbose=verbose)\n\n    CONSOLE.log(\"[bold green]:tada: Done extracting COLMAP features.\")\n\n    # Feature matching\n    feature_matcher_cmd = [\n        f\"{colmap_cmd} {matching_method}_matcher\",\n        f\"--database_path {colmap_dir / 'database.db'}\",\n        f\"--SiftMatching.use_gpu {int(gpu)}\",\n    ]\n    if matching_method == \"vocab_tree\":\n        vocab_tree_filename = get_vocab_tree()\n        feature_matcher_cmd.append(f\"--VocabTreeMatching.vocab_tree_path {vocab_tree_filename}\")\n    feature_matcher_cmd = \" \".join(feature_matcher_cmd)\n    with status(msg=\"[bold yellow]Running COLMAP feature matcher...\", spinner=\"runner\", verbose=verbose):\n        run_command(feature_matcher_cmd, verbose=verbose)\n    CONSOLE.log(\"[bold green]:tada: Done matching COLMAP features.\")\n\n    # Bundle adjustment\n    sparse_dir = colmap_dir / \"sparse\"\n    sparse_dir.mkdir(parents=True, exist_ok=True)\n    mapper_cmd = [\n        f\"{colmap_cmd} mapper\",\n        f\"--database_path {colmap_dir / 'database.db'}\",\n        f\"--image_path {image_dir}\",\n        f\"--output_path {sparse_dir}\",\n    ]\n    if colmap_version >= 3.7:\n        mapper_cmd.append(\"--Mapper.ba_global_function_tolerance 1e-6\")\n\n    mapper_cmd = \" \".join(mapper_cmd)\n\n    with status(\n        msg=\"[bold yellow]Running COLMAP bundle adjustment... (This may take a while)\",\n        spinner=\"circle\",\n        verbose=verbose,\n    ):\n        run_command(mapper_cmd, verbose=verbose)\n    CONSOLE.log(\"[bold green]:tada: Done COLMAP bundle adjustment.\")\n    with status(msg=\"[bold yellow]Refine intrinsics...\", spinner=\"dqpb\", verbose=verbose):\n        bundle_adjuster_cmd = [\n            f\"{colmap_cmd} bundle_adjuster\",\n            f\"--input_path {sparse_dir}/0\",\n            f\"--output_path {sparse_dir}/0\",\n            \"--BundleAdjustment.refine_principal_point 1\",\n        ]\n        run_command(\" \".join(bundle_adjuster_cmd), verbose=verbose)\n    CONSOLE.log(\"[bold green]:tada: Done refining intrinsics.\")\n\n\ndef colmap_to_json(cameras_path: Path, images_path: Path, output_dir: Path, camera_model: CameraModel) -> int:\n    \"\"\"Converts COLMAP's cameras.bin and images.bin to a JSON file.\n\n    Args:\n        cameras_path: Path to the cameras.bin file.\n        images_path: Path to the images.bin file.\n        output_dir: Path to the output directory.\n        camera_model: Camera model used.\n\n    Returns:\n        The number of registered images.\n    \"\"\"\n\n    cameras = read_cameras_binary(cameras_path)\n    images = read_images_binary(images_path)\n\n    # Only supports one camera\n    camera_params = cameras[1].params\n\n    frames = []\n    for _, im_data in images.items():\n        rotation = qvec2rotmat(im_data.qvec)\n        translation = im_data.tvec.reshape(3, 1)\n        w2c = np.concatenate([rotation, translation], 1)\n        w2c = np.concatenate([w2c, np.array([[0, 0, 0, 1]])], 0)\n        c2w = np.linalg.inv(w2c)\n        # Convert from COLMAP's camera coordinate system to ours\n        c2w[0:3, 1:3] *= -1\n        c2w = c2w[np.array([1, 0, 2, 3]), :]\n        c2w[2, :] *= -1\n\n        name = Path(f\"./images/{im_data.name}\")\n\n        frame = {\n            \"file_path\": name.as_posix(),\n            \"transform_matrix\": c2w.tolist(),\n        }\n        frames.append(frame)\n\n    out = {\n        \"fl_x\": float(camera_params[0]),\n        \"fl_y\": float(camera_params[1]),\n        \"cx\": float(camera_params[2]),\n        \"cy\": float(camera_params[3]),\n        \"w\": cameras[1].width,\n        \"h\": cameras[1].height,\n        \"camera_model\": camera_model.value,\n    }\n\n    if camera_model == CameraModel.OPENCV:\n        out.update(\n            {\n                \"k1\": float(camera_params[4]),\n                \"k2\": float(camera_params[5]),\n                \"p1\": float(camera_params[6]),\n                \"p2\": float(camera_params[7]),\n            }\n        )\n    if camera_model == CameraModel.OPENCV_FISHEYE:\n        out.update(\n            {\n                \"k1\": float(camera_params[4]),\n                \"k2\": float(camera_params[5]),\n                \"k3\": float(camera_params[6]),\n                \"k4\": float(camera_params[7]),\n            }\n        )\n\n    out[\"frames\"] = frames\n\n    with open(output_dir / \"transforms.json\", \"w\", encoding=\"utf-8\") as f:\n        json.dump(out, f, indent=4)\n\n    return len(frames)\n\n\ndef get_matching_summary(num_intial_frames: int, num_matched_frames: int) -> str:\n    \"\"\"Returns a summary of the matching results.\n\n    Args:\n        num_intial_frames: The number of initial frames.\n        num_matched_frames: The number of matched frames.\n\n    Returns:\n        A summary of the matching results.\n    \"\"\"\n    match_ratio = num_matched_frames / num_intial_frames\n    if match_ratio == 1:\n        return \"[bold green]COLAMP found poses for all images, CONGRATS!\"\n    if match_ratio < 0.4:\n        result = f\"[bold red]COLMAP only found poses for {num_matched_frames / num_intial_frames * 100:.2f}%\"\n        result += \" of the images. This is low.\\nThis can be caused by a variety of reasons,\"\n        result += \" such poor scene coverage, blurry images, or large exposure changes.\"\n        return result\n    if match_ratio < 0.8:\n        result = f\"[bold yellow]COLMAP only found poses for {num_matched_frames / num_intial_frames * 100:.2f}%\"\n        result += \" of the images.\\nThis isn't great, but may be ok.\"\n        result += \"\\nMissing poses can be caused by a variety of reasons, such poor scene coverage, blurry images,\"\n        result += \" or large exposure changes.\"\n        return result\n    return f\"[bold green]COLMAP found poses for {num_matched_frames / num_intial_frames * 100:.2f}% of the images.\"\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/process_data/hloc_utils.py",
    "content": "\"\"\"\nCode that uses the hierarchical localization toolbox (hloc)\nto extract and match image features, estimate camera poses,\nand do sparse reconstruction.\nRequires hloc module from : https://github.com/cvg/Hierarchical-Localization\n\"\"\"\n\n# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\nimport sys\nfrom pathlib import Path\n\nfrom rich.console import Console\nfrom typing_extensions import Literal\n\nfrom nerfstudio.process_data.process_data_utils import CameraModel\n\ntry:\n    import pycolmap\n    from hloc import (\n        extract_features,\n        match_features,\n        pairs_from_exhaustive,\n        pairs_from_retrieval,\n        reconstruction,\n    )\nexcept ImportError:\n    _HAS_HLOC = False\nelse:\n    _HAS_HLOC = True\n\nCONSOLE = Console(width=120)\n\n\ndef run_hloc(\n    image_dir: Path,\n    colmap_dir: Path,\n    camera_model: CameraModel,\n    verbose: bool = False,\n    matching_method: Literal[\"vocab_tree\", \"exhaustive\", \"sequential\"] = \"vocab_tree\",\n    feature_type: Literal[\n        \"sift\", \"superpoint_aachen\", \"superpoint_max\", \"superpoint_inloc\", \"r2d2\", \"d2net-ss\", \"sosnet\", \"disk\"\n    ] = \"superpoint_aachen\",\n    matcher_type: Literal[\n        \"superglue\", \"superglue-fast\", \"NN-superpoint\", \"NN-ratio\", \"NN-mutual\", \"adalam\"\n    ] = \"superglue\",\n    num_matched: int = 50,\n) -> None:\n    \"\"\"Runs hloc on the images.\n\n    Args:\n        image_dir: Path to the directory containing the images.\n        colmap_dir: Path to the output directory.\n        camera_model: Camera model to use.\n        gpu: If True, use GPU.\n        verbose: If True, logs the output of the command.\n    \"\"\"\n    if not _HAS_HLOC:\n        CONSOLE.print(\n            f\"[bold red]Error: To use this set of parameters ({feature_type}/{matcher_type}/hloc), \"\n            \"you must install hloc toolbox!!\"\n        )\n        sys.exit(1)\n\n    outputs = colmap_dir\n    sfm_pairs = outputs / \"pairs-netvlad.txt\"\n    sfm_dir = outputs / \"sparse\" / \"0\"\n    features = outputs / \"features.h5\"\n    matches = outputs / \"matches.h5\"\n\n    retrieval_conf = extract_features.confs[\"netvlad\"]\n    feature_conf = extract_features.confs[feature_type]\n    matcher_conf = match_features.confs[matcher_type]\n\n    references = [p.relative_to(image_dir).as_posix() for p in image_dir.iterdir()]\n    extract_features.main(feature_conf, image_dir, image_list=references, feature_path=features)\n    if matching_method == \"exhaustive\":\n        pairs_from_exhaustive.main(sfm_pairs, image_list=references)\n    else:\n        retrieval_path = extract_features.main(retrieval_conf, image_dir, outputs)\n        if num_matched >= len(references):\n            num_matched = len(references)\n        pairs_from_retrieval.main(retrieval_path, sfm_pairs, num_matched=num_matched)\n    match_features.main(matcher_conf, sfm_pairs, features=features, matches=matches)\n\n    image_options = pycolmap.ImageReaderOptions(camera_model=camera_model.value)\n    reconstruction.main(\n        sfm_dir,\n        image_dir,\n        sfm_pairs,\n        features,\n        matches,\n        camera_mode=pycolmap.CameraMode.SINGLE,\n        image_options=image_options,\n        verbose=verbose,\n    )\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/process_data/insta360_utils.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"Helper utils for processing insta360 data.\"\"\"\n\nimport sys\nfrom pathlib import Path\nfrom typing import List, Tuple\n\nfrom rich.console import Console\n\nfrom nerfstudio.process_data.process_data_utils import get_num_frames_in_video\nfrom nerfstudio.utils.rich_utils import status\nfrom nerfstudio.utils.scripts import run_command\n\nCONSOLE = Console(width=120)\n\n\ndef get_insta360_filenames(data: Path) -> Tuple[Path, Path]:\n    \"\"\"Returns the filenames of the Insta360 videos from a single video file.\n\n    Example input name: VID_20220212_070353_00_003.insv\n\n    Args:\n        data: Path to a Insta360 file.\n\n    Returns:\n        The filenames of the Insta360 videios.\n    \"\"\"\n    if data.suffix != \".insv\":\n        raise ValueError(\"The input file must be an .insv file.\")\n    file_parts = data.stem.split(\"_\")\n\n    stem_back = f\"VID_{file_parts[1]}_{file_parts[2]}_00_{file_parts[4]}.insv\"\n    stem_front = f\"VID_{file_parts[1]}_{file_parts[2]}_10_{file_parts[4]}.insv\"\n\n    filename_back = data.parent / stem_back\n    filename_front = data.parent / stem_front\n\n    return filename_back, filename_front\n\n\ndef convert_insta360_to_images(\n    video_front: Path,\n    video_back: Path,\n    image_dir: Path,\n    num_frames_target: int,\n    crop_percentage: float = 0.7,\n    verbose: bool = False,\n) -> Tuple[List[str], int]:\n    \"\"\"Converts a video into a sequence of images.\n\n    Args:\n        video_front: Path to the front video.\n        video_back: Path to the back video.\n        output_dir: Path to the output directory.\n        num_frames_target: Number of frames to extract.\n        crop_percentage: Percentage used to calculate the cropped dimentions of extracted frames. Currently used to crop\n         out the curved portions of the fish-eye lens.\n        verbose: If True, logs the output of the command.\n    Returns:\n        A tuple containing summary of the conversion and the number of extracted frames.\n    \"\"\"\n\n    with status(msg=\"Converting video to images...\", spinner=\"bouncingBall\", verbose=verbose):\n        # delete existing images in folder\n        for img in image_dir.glob(\"*.png\"):\n            if verbose:\n                CONSOLE.log(f\"Deleting {img}\")\n            img.unlink()\n\n        num_frames_front = get_num_frames_in_video(video_front)\n        num_frames_back = get_num_frames_in_video(video_back)\n        if num_frames_front == 0:\n            CONSOLE.print(f\"[bold red]Error: Video has no frames: {video_front}\")\n            sys.exit(1)\n        if num_frames_back == 0:\n            CONSOLE.print(f\"[bold red]Error: Video has no frames: {video_front}\")\n            sys.exit(1)\n\n        spacing = num_frames_front // (num_frames_target // 2)\n        vf_cmds = []\n        if spacing > 1:\n            vf_cmds = [f\"thumbnail={spacing}\", \"setpts=N/TB\"]\n        else:\n            CONSOLE.print(\"[bold red]Can't satify requested number of frames. Extracting all frames.\")\n\n        vf_cmds.append(f\"crop=iw*{crop_percentage}:ih*{crop_percentage}\")\n\n        front_vf_cmds = vf_cmds + [\"transpose=2\"]\n        back_vf_cmds = vf_cmds + [\"transpose=1\"]\n\n        front_ffmpeg_cmd = f\"ffmpeg -i {video_front} -vf {','.join(front_vf_cmds)} -r 1 {image_dir / 'frame_%05d.png'}\"\n        back_ffmpeg_cmd = (\n            f\"ffmpeg -i {video_back} -vf {','.join(back_vf_cmds)} -r 1 {image_dir / 'back_frame_%05d.png'}\"\n        )\n\n        run_command(front_ffmpeg_cmd, verbose=verbose)\n        run_command(back_ffmpeg_cmd, verbose=verbose)\n\n        num_extracted_front_frames = len(list(image_dir.glob(\"frame*.png\")))\n        for i, img in enumerate(image_dir.glob(\"back_frame_*.png\")):\n            img.rename(image_dir / f\"frame_{i+1+num_extracted_front_frames:05d}.png\")\n\n    num_final_frames = len(list(image_dir.glob(\"*.png\")))\n    summary_log = []\n    summary_log.append(f\"Starting with {num_frames_front + num_frames_back} video frames\")\n    summary_log.append(f\"We extracted {num_final_frames} images\")\n    CONSOLE.log(\"[bold green]:tada: Done converting insta360 to images.\")\n\n    return summary_log, num_final_frames\n\n\ndef convert_insta360_single_file_to_images(\n    video: Path,\n    image_dir: Path,\n    num_frames_target: int,\n    crop_percentage: float = 0.7,\n    verbose: bool = False,\n) -> Tuple[List[str], int]:\n    \"\"\"Converts a video into a sequence of images.\n\n    Args:\n        video: Path to the video.\n        output_dir: Path to the output directory.\n        num_frames_target: Number of frames to extract.\n        crop_percentage: Percentage used to calculate the cropped dimentions of extracted frames. Currently used to crop\n         out the curved portions of the fish-eye lens.\n        verbose: If True, logs the output of the command.\n    Returns:\n        A tuple containing summary of the conversion and the number of extracted frames.\n    \"\"\"\n\n    with status(msg=\"Converting video to images...\", spinner=\"bouncingBall\", verbose=verbose):\n        # delete existing images in folder\n        for img in image_dir.glob(\"*.png\"):\n            if verbose:\n                CONSOLE.log(f\"Deleting {img}\")\n            img.unlink()\n\n        num_frames = get_num_frames_in_video(video)\n        if num_frames == 0:\n            CONSOLE.print(f\"[bold red]Error: Video has no frames: {video}\")\n            sys.exit(1)\n\n        spacing = num_frames // (num_frames_target // 2)\n        vf_cmds = []\n        if spacing > 1:\n            vf_cmds = [f\"thumbnail={spacing}\", \"setpts=N/TB\"]\n        else:\n            CONSOLE.print(\"[bold red]Can't satify requested number of frames. Extracting all frames.\")\n\n        vf_cmds_back = vf_cmds.copy()\n        vf_cmds_front = vf_cmds.copy()\n\n        vf_cmds_back.append(\n            f\"crop=ih*{crop_percentage}:ih*{crop_percentage}:ih*({crop_percentage}/4):ih*({crop_percentage}/4)\"\n        )\n        vf_cmds_front.append(\n            f\"crop=ih*{crop_percentage}:ih*{crop_percentage}:iw/2+ih*{crop_percentage/4}:ih*{crop_percentage/4}\"\n        )\n\n        front_ffmpeg_cmd = f\"ffmpeg -i {video} -vf {','.join(vf_cmds_front)} -r 1 {image_dir / 'frame_%05d.png'}\"\n        back_ffmpeg_cmd = f\"ffmpeg -i {video} -vf {','.join(vf_cmds_back)} -r 1 {image_dir / 'back_frame_%05d.png'}\"\n\n        run_command(back_ffmpeg_cmd, verbose=verbose)\n        run_command(front_ffmpeg_cmd, verbose=verbose)\n\n        num_extracted_frames = len(list(image_dir.glob(\"frame*.png\")))\n        for i, img in enumerate(image_dir.glob(\"back_frame_*.png\")):\n            img.rename(image_dir / f\"frame_{i+1+num_extracted_frames:05d}.png\")\n\n    num_final_frames = len(list(image_dir.glob(\"*.png\")))\n    summary_log = []\n    summary_log.append(f\"Starting with {num_frames} video frames\")\n    summary_log.append(f\"We extracted {num_final_frames} images\")\n    CONSOLE.log(\"[bold green]:tada: Done converting insta360 to images.\")\n\n    return summary_log, num_final_frames\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/process_data/metashape_utils.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"Helper utils for processing metashape data into the nerfstudio format.\"\"\"\n\nimport json\nimport xml.etree.ElementTree as ET\nfrom pathlib import Path\nfrom typing import Dict, List\n\nimport numpy as np\nfrom rich.console import Console\n\nfrom nerfstudio.process_data.process_data_utils import CAMERA_MODELS\n\nCONSOLE = Console(width=120)\n\n\ndef _find_distortion_param(calib_xml: ET.Element, param_name: str):\n    param = calib_xml.find(param_name)\n    if param is not None:\n        return float(param.text)  # type: ignore\n    return 0.0\n\n\ndef metashape_to_json(  # pylint: disable=too-many-statements\n    image_filename_map: Dict[str, Path],\n    xml_filename: Path,\n    output_dir: Path,\n    verbose: bool = False,\n) -> List[str]:\n    \"\"\"Convert Metashape data into a nerfstudio dataset.\n\n    Args:\n        image_filename_map: Mapping of original image filenames to their saved locations.\n        xml_filename: Path to the metashap cameras xml file.\n        output_dir: Path to the output directory.\n        verbose: Whether to print verbose output.\n\n    Returns:\n        Summary of the conversion.\n    \"\"\"\n\n    xml_tree = ET.parse(xml_filename)\n    root = xml_tree.getroot()\n    chunk = root[0]\n    sensors = chunk.find(\"sensors\")\n\n    # TODO Add support for per-frame intrinsics\n    if sensors is None or len(sensors) != 1:\n        raise ValueError(\"Only one sensor is supported for now\")\n\n    sensor = sensors.find(\"sensor\")\n\n    data = {}\n\n    assert sensor is not None, \"Sensor not found in Metashape XML\"\n    resolution = sensor.find(\"resolution\")\n    assert resolution is not None, \"Resolution not found in Metashape xml\"\n    data[\"w\"] = int(resolution.get(\"width\"))  # type: ignore\n    data[\"h\"] = int(resolution.get(\"height\"))  # type: ignore\n\n    calib = sensor.find(\"calibration\")\n    assert calib is not None, \"Calibration not found in Metashape xml\"\n    data[\"fl_x\"] = float(calib.find(\"f\").text)  # type: ignore\n    data[\"fl_y\"] = float(calib.find(\"f\").text)  # type: ignore\n    data[\"cx\"] = float(calib.find(\"cx\").text) + data[\"w\"] / 2.0  # type: ignore\n    data[\"cy\"] = float(calib.find(\"cy\").text) + data[\"h\"] / 2.0  # type: ignore\n\n    data[\"k1\"] = _find_distortion_param(calib, \"k1\")\n    data[\"k2\"] = _find_distortion_param(calib, \"k2\")\n    data[\"k3\"] = _find_distortion_param(calib, \"k3\")\n    data[\"k4\"] = _find_distortion_param(calib, \"k4\")\n    data[\"p1\"] = _find_distortion_param(calib, \"p1\")\n    data[\"p2\"] = _find_distortion_param(calib, \"p2\")\n\n    data[\"camera_model\"] = CAMERA_MODELS[\"perspective\"].value\n\n    frames = []\n    cameras = chunk.find(\"cameras\")\n    assert cameras is not None, \"Cameras not found in Metashape xml\"\n    num_skipped = 0\n    for camera in cameras:\n        frame = {}\n        # Labels sometimes have a file extension. We remove it for consistency.\n        camera_label = camera.get(\"label\").split(\".\")[0]  # type: ignore\n        if camera_label not in image_filename_map:\n            continue\n        frame[\"file_path\"] = image_filename_map[camera_label].as_posix()\n        if camera.find(\"transform\") is None:\n            if verbose:\n                CONSOLE.print(f\"Missing transforms data for {camera.get('label')}, Skipping\")\n            num_skipped += 1\n            continue\n        t = [float(x) for x in camera.find(\"transform\").text.split()]  # type: ignore\n        transform = np.array(\n            [\n                [t[8], -t[9], -t[10], t[11]],\n                [t[0], -t[1], -t[2], t[3]],\n                [t[4], -t[5], -t[6], t[7]],\n                [t[12], -t[13], -t[14], t[15]],\n            ]\n        )\n        frame[\"transform_matrix\"] = transform.tolist()\n        frames.append(frame)\n\n    data[\"frames\"] = frames\n\n    with open(output_dir / \"transforms.json\", \"w\", encoding=\"utf-8\") as f:\n        json.dump(data, f, indent=4)\n\n    summary = []\n    if num_skipped == 1:\n        summary.append(f\"{num_skipped} image skipped because it was missing its camera pose.\")\n    if num_skipped > 1:\n        summary.append(f\"{num_skipped} images were skipped because they were missing camera poses.\")\n\n    summary.append(f\"Final dataset is {len(data['frames'])} frames.\")\n\n    return summary\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/process_data/polycam_utils.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"Helper utils for processing polycam data into the nerfstudio format.\"\"\"\n\nimport json\nimport sys\nfrom pathlib import Path\nfrom typing import List\n\nfrom rich.console import Console\n\nfrom nerfstudio.process_data.process_data_utils import CAMERA_MODELS\nfrom nerfstudio.utils import io\n\nCONSOLE = Console(width=120)\n\n\ndef polycam_to_json(\n    image_filenames: List[Path],\n    cameras_dir: Path,\n    output_dir: Path,\n    min_blur_score: float = 0.0,\n    crop_border_pixels: int = 0,\n) -> List[str]:\n    \"\"\"Convert Polycam data into a nerfstudio dataset.\n\n    Args:\n        image_filenames: List of paths to the original images.\n        cameras_dir: Path to the polycam cameras directory.\n        output_dir: Path to the output directory.\n        min_blur_score: Minimum blur score to use an image. Images below this value will be skipped.\n        crop_border_pixels: Number of pixels to crop from each border of the image.\n\n    Returns:\n        Summary of the conversion.\n    \"\"\"\n    data = {}\n    data[\"camera_model\"] = CAMERA_MODELS[\"perspective\"].value\n    # Needs to be a string for camera_utils.auto_orient_and_center_poses\n    data[\"orientation_override\"] = \"none\"\n\n    frames = []\n    skipped_frames = 0\n    for i, image_filename in enumerate(image_filenames):\n        json_filename = cameras_dir / f\"{image_filename.stem}.json\"\n        frame_json = io.load_from_json(json_filename)\n        if \"blur_score\" in frame_json and frame_json[\"blur_score\"] < min_blur_score:\n            skipped_frames += 1\n            continue\n        frame = {}\n        frame[\"fl_x\"] = frame_json[\"fx\"]\n        frame[\"fl_y\"] = frame_json[\"fy\"]\n        frame[\"cx\"] = frame_json[\"cx\"] - crop_border_pixels\n        frame[\"cy\"] = frame_json[\"cy\"] - crop_border_pixels\n        frame[\"w\"] = frame_json[\"width\"] - crop_border_pixels * 2\n        frame[\"h\"] = frame_json[\"height\"] - crop_border_pixels * 2\n        frame[\"file_path\"] = f\"./images/frame_{i+1:05d}{image_filename.suffix}\"\n        # Transform matrix to nerfstudio format. Please refer to the documentation for coordinate system conventions.\n        frame[\"transform_matrix\"] = [\n            [frame_json[\"t_20\"], frame_json[\"t_21\"], frame_json[\"t_22\"], frame_json[\"t_23\"]],\n            [frame_json[\"t_00\"], frame_json[\"t_01\"], frame_json[\"t_02\"], frame_json[\"t_03\"]],\n            [frame_json[\"t_10\"], frame_json[\"t_11\"], frame_json[\"t_12\"], frame_json[\"t_13\"]],\n            [0.0, 0.0, 0.0, 1.0],\n        ]\n        frames.append(frame)\n    data[\"frames\"] = frames\n\n    with open(output_dir / \"transforms.json\", \"w\", encoding=\"utf-8\") as f:\n        json.dump(data, f, indent=4)\n\n    summary = []\n    if skipped_frames > 0:\n        summary.append(f\"Skipped {skipped_frames} frames due to low blur score.\")\n    summary.append(f\"Final dataset is {len(image_filenames) - skipped_frames} frames.\")\n\n    if len(image_filenames) - skipped_frames == 0:\n        CONSOLE.print(\"[bold red]No images remain after filtering, exiting\")\n        sys.exit(1)\n\n    return summary\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/process_data/process_data_utils.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"Helper utils for processing data into the nerfstudio format.\"\"\"\n\nimport shutil\nimport sys\nfrom enum import Enum\nfrom pathlib import Path\nfrom typing import List, Optional, Tuple\n\nfrom rich.console import Console\nfrom typing_extensions import Literal\n\nfrom nerfstudio.utils.rich_utils import status\nfrom nerfstudio.utils.scripts import run_command\n\nCONSOLE = Console(width=120)\n\n\nclass CameraModel(Enum):\n    \"\"\"Enum for camera types.\"\"\"\n\n    OPENCV = \"OPENCV\"\n    OPENCV_FISHEYE = \"OPENCV_FISHEYE\"\n\n\nCAMERA_MODELS = {\n    \"perspective\": CameraModel.OPENCV,\n    \"fisheye\": CameraModel.OPENCV_FISHEYE,\n}\n\n\ndef get_num_frames_in_video(video: Path) -> int:\n    \"\"\"Returns the number of frames in a video.\n\n    Args:\n        video: Path to a video.\n\n    Returns:\n        The number of frames in a video.\n    \"\"\"\n    cmd = f\"ffprobe -v error -select_streams v:0 -count_packets \\\n            -show_entries stream=nb_read_packets -of csv=p=0 {video}\"\n    output = run_command(cmd)\n    assert output is not None\n    output = output.strip(\" ,\\t\\n\\r\")\n    return int(output)\n\n\ndef convert_video_to_images(\n    video_path: Path, image_dir: Path, num_frames_target: int, verbose: bool = False\n) -> Tuple[List[str], int]:\n    \"\"\"Converts a video into a sequence of images.\n\n    Args:\n        video_path: Path to the video.\n        output_dir: Path to the output directory.\n        num_frames_target: Number of frames to extract.\n        verbose: If True, logs the output of the command.\n    Returns:\n        A tuple containing summary of the conversion and the number of extracted frames.\n    \"\"\"\n\n    with status(msg=\"Converting video to images...\", spinner=\"bouncingBall\", verbose=verbose):\n        # delete existing images in folder\n        for img in image_dir.glob(\"*.png\"):\n            if verbose:\n                CONSOLE.log(f\"Deleting {img}\")\n            img.unlink()\n\n        num_frames = get_num_frames_in_video(video_path)\n        if num_frames == 0:\n            CONSOLE.print(f\"[bold red]Error: Video has no frames: {video_path}\")\n            sys.exit(1)\n        print(\"Number of frames in video:\", num_frames)\n\n        out_filename = image_dir / \"frame_%05d.png\"\n        ffmpeg_cmd = f\"ffmpeg -i {video_path}\"\n        spacing = num_frames // num_frames_target\n\n        if spacing > 1:\n            ffmpeg_cmd += f\" -vf thumbnail={spacing},setpts=N/TB -r 1\"\n        else:\n            CONSOLE.print(\"[bold red]Can't satify requested number of frames. Extracting all frames.\")\n\n        ffmpeg_cmd += f\" {out_filename}\"\n\n        run_command(ffmpeg_cmd, verbose=verbose)\n\n    num_final_frames = len(list(image_dir.glob(\"*.png\")))\n    summary_log = []\n    summary_log.append(f\"Starting with {num_frames} video frames\")\n    summary_log.append(f\"We extracted {num_final_frames} images\")\n    CONSOLE.log(\"[bold green]:tada: Done converting video to images.\")\n\n    return summary_log, num_final_frames\n\n\ndef copy_images_list(\n    image_paths: List[Path], image_dir: Path, crop_border_pixels: Optional[int] = None, verbose: bool = False\n) -> List[Path]:\n    \"\"\"Copy all images in a list of Paths. Useful for filtering from a directory.\n    Args:\n        image_paths: List of Paths of images to copy to a new directory.\n        image_dir: Path to the output directory.\n        crop_border_pixels: If not None, crops each edge by the specified number of pixels.\n        verbose: If True, print extra logging.\n    Returns:\n        A list of the copied image Paths.\n    \"\"\"\n\n    # Remove original directory only if we provide a proper image folder path\n    if image_dir.is_dir() and len(image_paths):\n        shutil.rmtree(image_dir, ignore_errors=True)\n        image_dir.mkdir(exist_ok=True, parents=True)\n\n    copied_image_paths = []\n\n    # Images should be 1-indexed for the rest of the pipeline.\n    for idx, image_path in enumerate(image_paths):\n        if verbose:\n            CONSOLE.log(f\"Copying image {idx + 1} of {len(image_paths)}...\")\n        copied_image_path = image_dir / f\"frame_{idx + 1:05d}{image_path.suffix}\"\n        shutil.copy(image_path, copied_image_path)\n        copied_image_paths.append(copied_image_path)\n\n    if crop_border_pixels is not None:\n        file_type = image_paths[0].suffix\n        filename = f\"frame_%05d{file_type}\"\n        crop = f\"crop=iw-{crop_border_pixels*2}:ih-{crop_border_pixels*2}\"\n        ffmpeg_cmd = f\"ffmpeg -y -i {image_dir / filename} -q:v 2 -vf {crop} {image_dir / filename}\"\n        run_command(ffmpeg_cmd, verbose=verbose)\n\n    num_frames = len(image_paths)\n\n    if num_frames == 0:\n        CONSOLE.log(\"[bold red]:skull: No usable images in the data folder.\")\n    else:\n        CONSOLE.log(\"[bold green]:tada: Done copying images.\")\n\n    return copied_image_paths\n\n\ndef copy_images(data: Path, image_dir: Path, verbose) -> int:\n    \"\"\"Copy images from a directory to a new directory.\n\n    Args:\n        data: Path to the directory of images.\n        image_dir: Path to the output directory.\n        verbose: If True, print extra logging.\n    Returns:\n        The number of images copied.\n    \"\"\"\n    with status(msg=\"[bold yellow]Copying images...\", spinner=\"bouncingBall\", verbose=verbose):\n        allowed_exts = [\".jpg\", \".jpeg\", \".png\", \".tif\", \".tiff\"]\n        image_paths = sorted([p for p in data.glob(\"[!.]*\") if p.suffix.lower() in allowed_exts])\n\n        num_frames = len(copy_images_list(image_paths, image_dir, verbose))\n\n    return num_frames\n\n\ndef downscale_images(image_dir: Path, num_downscales: int, verbose: bool = False) -> str:\n    \"\"\"Downscales the images in the directory. Uses FFMPEG.\n\n    Assumes images are named frame_00001.png, frame_00002.png, etc.\n\n    Args:\n        image_dir: Path to the directory containing the images.\n        num_downscales: Number of times to downscale the images. Downscales by 2 each time.\n        verbose: If True, logs the output of the command.\n\n    Returns:\n        Summary of downscaling.\n    \"\"\"\n\n    if num_downscales == 0:\n        return \"No downscaling performed.\"\n\n    with status(msg=\"[bold yellow]Downscaling images...\", spinner=\"growVertical\", verbose=verbose):\n        downscale_factors = [2**i for i in range(num_downscales + 1)[1:]]\n        for downscale_factor in downscale_factors:\n            assert downscale_factor > 1\n            assert isinstance(downscale_factor, int)\n            downscale_dir = image_dir.parent / f\"images_{downscale_factor}\"\n            downscale_dir.mkdir(parents=True, exist_ok=True)\n            file_type = image_dir.glob(\"frame_*\").__next__().suffix\n            filename = f\"frame_%05d{file_type}\"\n            ffmpeg_cmd = [\n                f\"ffmpeg -i {image_dir / filename} \",\n                f\"-q:v 2 -vf scale=iw/{downscale_factor}:ih/{downscale_factor} \",\n                f\"{downscale_dir / filename}\",\n            ]\n            ffmpeg_cmd = \" \".join(ffmpeg_cmd)\n            run_command(ffmpeg_cmd, verbose=verbose)\n\n    CONSOLE.log(\"[bold green]:tada: Done downscaling images.\")\n    downscale_text = [f\"[bold blue]{2**(i+1)}x[/bold blue]\" for i in range(num_downscales)]\n    downscale_text = \", \".join(downscale_text[:-1]) + \" and \" + downscale_text[-1]\n    return f\"We downsampled the images by {downscale_text}\"\n\n\ndef find_tool_feature_matcher_combination(\n    sfm_tool: Literal[\"any\", \"colmap\", \"hloc\"],\n    feature_type: Literal[\n        \"any\",\n        \"sift\",\n        \"superpoint\",\n        \"superpoint_aachen\",\n        \"superpoint_max\",\n        \"superpoint_inloc\",\n        \"r2d2\",\n        \"d2net-ss\",\n        \"sosnet\",\n        \"disk\",\n    ],\n    matcher_type: Literal[\n        \"any\", \"NN\", \"superglue\", \"superglue-fast\", \"NN-superpoint\", \"NN-ratio\", \"NN-mutual\", \"adalam\"\n    ],\n):\n    \"\"\"Find a valid combination of sfm tool, feature type, and matcher type.\n    Basically, replace the default parameters 'any' by usable value\n\n    Args:\n        sfm_tool: Sfm tool name (any, colmap, hloc)\n        feature_type: Type of image features (any, sift, superpoint, ...)\n        matcher_type: Type of matching algorithm (any, NN, superglue,...)\n\n    Returns:\n        Tuple of sfm tool, feature type, and matcher type.\n        Returns (None,None,None) if no valid combination can be found\n    \"\"\"\n    if sfm_tool == \"any\":\n        if (feature_type in (\"any\", \"sift\")) and (matcher_type in (\"any\", \"NN\")):\n            sfm_tool = \"colmap\"\n        else:\n            sfm_tool = \"hloc\"\n\n    if sfm_tool == \"colmap\":\n        if (feature_type not in (\"any\", \"sift\")) or (matcher_type not in (\"any\", \"NN\")):\n            return (None, None, None)\n        return (\"colmap\", \"sift\", \"NN\")\n    if sfm_tool == \"hloc\":\n        if feature_type in (\"any\", \"superpoint\"):\n            feature_type = \"superpoint_aachen\"\n\n        if matcher_type == \"any\":\n            matcher_type = \"superglue\"\n        elif matcher_type == \"NN\":\n            matcher_type = \"NN-mutual\"\n\n        return (sfm_tool, feature_type, matcher_type)\n    return (None, None, None)\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/process_data/record3d_utils.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"Helper functions for processing record3d data.\"\"\"\n\nimport json\nfrom pathlib import Path\nfrom typing import List\n\nimport numpy as np\nfrom rich.console import Console\nfrom scipy.spatial.transform import Rotation\n\nfrom nerfstudio.process_data.process_data_utils import CAMERA_MODELS\nfrom nerfstudio.utils import io\n\nCONSOLE = Console(width=120)\n\n\ndef record3d_to_json(images_paths: List[Path], metadata_path: Path, output_dir: Path, indices: np.ndarray) -> int:\n    \"\"\"Converts Record3D's metadata and image paths to a JSON file.\n\n    Args:\n        images_paths: list if image paths.\n        metadata_path: Path to the Record3D metadata JSON file.\n        output_dir: Path to the output directory.\n        indices: Indices to sample the metadata_path. Should be the same length as images_paths.\n\n    Returns:\n        The number of registered images.\n    \"\"\"\n\n    assert len(images_paths) == len(indices)\n\n    metadata_dict = io.load_from_json(metadata_path)\n\n    poses_data = np.array(metadata_dict[\"poses\"])  # (N, 3, 4)\n    camera_to_worlds = np.concatenate(\n        [Rotation.from_quat(poses_data[:, :4]).as_matrix(), poses_data[:, 4:, None]],\n        axis=-1,\n    ).astype(np.float32)\n    camera_to_worlds = camera_to_worlds[indices]\n\n    homogeneous_coord = np.zeros_like(camera_to_worlds[..., :1, :])\n    homogeneous_coord[..., :, 3] = 1\n    camera_to_worlds = np.concatenate([camera_to_worlds, homogeneous_coord], -2)\n\n    frames = []\n    for i, im_path in enumerate(images_paths):\n        c2w = camera_to_worlds[i]\n        frame = {\n            \"file_path\": im_path.as_posix(),\n            \"transform_matrix\": c2w.tolist(),\n        }\n        frames.append(frame)\n\n    # Camera intrinsics\n    K = np.array(metadata_dict[\"K\"]).reshape((3, 3)).T\n    focal_length = K[0, 0]\n\n    H = metadata_dict[\"h\"]\n    W = metadata_dict[\"w\"]\n\n    # TODO(akristoffersen): The metadata dict comes with principle points,\n    # but caused errors in image coord indexing. Should update once that is fixed.\n    cx, cy = W / 2, H / 2\n\n    out = {\n        \"fl_x\": focal_length,\n        \"fl_y\": focal_length,\n        \"cx\": cx,\n        \"cy\": cy,\n        \"w\": W,\n        \"h\": H,\n        \"camera_model\": CAMERA_MODELS[\"perspective\"].name,\n    }\n\n    out[\"frames\"] = frames\n\n    with open(output_dir / \"transforms.json\", \"w\", encoding=\"utf-8\") as f:\n        json.dump(out, f, indent=4)\n\n    return len(frames)\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/py.typed",
    "content": ""
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/utils/__init__.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/utils/bilateral_solver.py",
    "content": "import numpy as np\nfrom scipy import ndimage\nfrom scipy.sparse import diags\nfrom scipy.sparse.linalg import cg\nfrom scipy.sparse import csr_matrix\n\n\nRGB_TO_YUV = np.array(\n    [[0.299, 0.587, 0.114], [-0.168736, -0.331264, 0.5], [0.5, -0.418688, -0.081312]]\n)\nYUV_TO_RGB = np.array([[1.0, 0.0, 1.402], [1.0, -0.34414, -0.71414], [1.0, 1.772, 0.0]])\nYUV_OFFSET = np.array([0, 128.0, 128.0]).reshape(1, 1, -1)\nMAX_VAL = 255.0\n\n\ndef rgb2yuv(im):\n    return np.tensordot(im, RGB_TO_YUV, ([2], [1])) + YUV_OFFSET\n\n\ndef yuv2rgb(im):\n    return np.tensordot(im.astype(float) - YUV_OFFSET, YUV_TO_RGB, ([2], [1]))\n\n\ndef get_valid_idx(valid, candidates):\n    \"\"\"Find which values are present in a list and where they are located\"\"\"\n    locs = np.searchsorted(valid, candidates)\n    # Handle edge case where the candidate is larger than all valid values\n    locs = np.clip(locs, 0, len(valid) - 1)\n    # Identify which values are actually present\n    valid_idx = np.flatnonzero(valid[locs] == candidates)\n    locs = locs[valid_idx]\n    return valid_idx, locs\n\n\nclass BilateralGrid(object):\n    def __init__(self, im, sigma_spatial=32, sigma_luma=8, sigma_chroma=8):\n        im_yuv = rgb2yuv(im)\n        # Compute 5-dimensional XYLUV bilateral-space coordinates\n        Iy, Ix = np.mgrid[:im.shape[0], :im.shape[1]]\n        x_coords = (Ix / sigma_spatial).astype(int)\n        y_coords = (Iy / sigma_spatial).astype(int)\n        luma_coords = (im_yuv[..., 0] / sigma_luma).astype(int)\n        chroma_coords = (im_yuv[..., 1:] / sigma_chroma).astype(int)\n        coords = np.dstack((x_coords, y_coords, luma_coords, chroma_coords))\n        coords_flat = coords.reshape(-1, coords.shape[-1])\n        self.npixels, self.dim = coords_flat.shape\n        # Hacky \"hash vector\" for coordinates,\n        # Requires all scaled coordinates be < MAX_VAL\n        self.hash_vec = (MAX_VAL**np.arange(self.dim))\n        # Construct S and B matrix\n        self._compute_factorization(coords_flat)\n\n    def _compute_factorization(self, coords_flat):\n        # Hash each coordinate in grid to a unique value\n        hashed_coords = self._hash_coords(coords_flat)\n        unique_hashes, unique_idx, idx = \\\n            np.unique(hashed_coords, return_index=True, return_inverse=True)\n        # Identify unique set of vertices\n        unique_coords = coords_flat[unique_idx]\n        self.nvertices = len(unique_coords)\n        # Construct sparse splat matrix that maps from pixels to vertices\n        self.S = csr_matrix((np.ones(self.npixels), (idx, np.arange(self.npixels))))\n        # Construct sparse blur matrices.\n        # Note that these represent [1 0 1] blurs, excluding the central element\n        self.blurs = []\n        for d in range(self.dim):\n            blur = 0.0\n            for offset in (-1, 1):\n                offset_vec = np.zeros((1, self.dim))\n                offset_vec[:, d] = offset\n                neighbor_hash = self._hash_coords(unique_coords + offset_vec)\n                valid_coord, idx = get_valid_idx(unique_hashes, neighbor_hash)\n                blur = blur + csr_matrix(\n                    (np.ones((len(valid_coord), )), (valid_coord, idx)),\n                    shape=(self.nvertices, self.nvertices)\n                )\n            self.blurs.append(blur)\n\n    def _hash_coords(self, coord):\n        \"\"\"Hacky function to turn a coordinate into a unique value\"\"\"\n        return np.dot(coord.reshape(-1, self.dim), self.hash_vec)\n\n    def splat(self, x):\n        return self.S.dot(x)\n\n    def slice(self, y):\n        return self.S.T.dot(y)\n\n    def blur(self, x):\n        \"\"\"Blur a bilateral-space vector with a 1 2 1 kernel in each dimension\"\"\"\n        assert x.shape[0] == self.nvertices\n        out = 2 * self.dim * x\n        for blur in self.blurs:\n            out = out + blur.dot(x)\n        return out\n\n    def filter(self, x):\n        \"\"\"Apply bilateral filter to an input x\"\"\"\n        return self.slice(self.blur(self.splat(x))) /  \\\n               self.slice(self.blur(self.splat(np.ones_like(x))))\n\n\ndef bistochastize(grid, maxiter=10):\n    \"\"\"Compute diagonal matrices to bistochastize a bilateral grid\"\"\"\n    m = grid.splat(np.ones(grid.npixels))\n    n = np.ones(grid.nvertices)\n    for i in range(maxiter):\n        n = np.sqrt(n * m / grid.blur(n))\n    # Correct m to satisfy the assumption of bistochastization regardless\n    # of how many iterations have been run.\n    m = n * grid.blur(n)\n    Dm = diags(m, 0)\n    Dn = diags(n, 0)\n    return Dn, Dm\n\n\nclass BilateralSolver(object):\n    def __init__(self, grid, params):\n        self.grid = grid\n        self.params = params\n        self.Dn, self.Dm = bistochastize(grid)\n\n    def solve(self, x, w):\n        # Check that w is a vector or a nx1 matrix\n        if w.ndim == 2:\n            assert (w.shape[1] == 1)\n        elif w.dim == 1:\n            w = w.reshape(w.shape[0], 1)\n        A_smooth = (self.Dm - self.Dn.dot(self.grid.blur(self.Dn)))\n        w_splat = self.grid.splat(w)\n        A_data = diags(w_splat[:, 0], 0)\n        A = self.params[\"lam\"] * A_smooth + A_data\n        xw = x * w\n        b = self.grid.splat(xw)\n        # Use simple Jacobi preconditioner\n        A_diag = np.maximum(A.diagonal(), self.params[\"A_diag_min\"])\n        M = diags(1 / A_diag, 0)\n        # Flat initialization\n        y0 = self.grid.splat(xw) / w_splat\n        yhat = np.empty_like(y0)\n        for d in range(x.shape[-1]):\n            yhat[..., d], info = cg(\n                A,\n                b[..., d],\n                x0=y0[..., d],\n                M=M,\n                maxiter=self.params[\"cg_maxiter\"],\n                tol=self.params[\"cg_tol\"]\n            )\n        xhat = self.grid.slice(yhat)\n        return xhat\n\n\ndef bilateral_refine(image, mask, sigma_spatial=24, sigma_luma=4, sigma_chroma=4,\n                     soft_mask=False, binary_thresh=0.5, confidence=0.999):\n    reference = image\n    h, w = mask.shape\n    \n    if not soft_mask:\n        confidence = np.ones((h, w)) * confidence\n    else:\n        assert mask.max() <= 1.0\n        confidence = mask.clone()\n        mask = (mask > binary_thresh).astype(np.float64)\n\n    grid_params = {\n        'sigma_luma': sigma_luma,  # Brightness bandwidth\n        'sigma_chroma': sigma_chroma,  # Color bandwidth\n        'sigma_spatial': sigma_spatial  # Spatial bandwidth\n    }\n\n    bs_params = {\n        'lam': 256,  # The strength of the smoothness parameter\n        'A_diag_min': 1e-5,  # Clamp the diagonal of the A diagonal in the Jacobi preconditioner.\n        'cg_tol': 1e-5,  # The tolerance on the convergence in PCG\n        'cg_maxiter': 25  # The number of PCG iterations\n    }\n\n    grid = BilateralGrid(reference, **grid_params)\n\n    t = mask.reshape(-1, 1).astype(np.double)\n    c = confidence.reshape(-1, 1).astype(np.double)\n\n    # output solver, which is a soft value\n    output_solver = BilateralSolver(grid, bs_params).solve(t, c).reshape((h, w))\n\n    binary_solver = ndimage.binary_fill_holes(output_solver > 0.5)\n    labeled, nr_objects = ndimage.label(binary_solver)\n\n    nb_pixel = [np.sum(labeled == i) for i in range(nr_objects + 1)]\n    pixel_order = np.argsort(nb_pixel)\n    try:  # take the second-largest components (assume the largest component is bg)\n        binary_solver = labeled == pixel_order[-2]\n    except:\n        binary_solver = np.ones((h, w), dtype=bool)\n\n    return output_solver, binary_solver\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/utils/colormaps.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\" Helper functions for visualizing outputs \"\"\"\n\nfrom typing import Optional\n\nimport torch\nfrom matplotlib import cm\nfrom torchtyping import TensorType\n\nfrom nerfstudio.utils import colors\n\n\ndef apply_colormap(image: TensorType[\"bs\":..., 1], cmap=\"viridis\") -> TensorType[\"bs\":..., \"rgb\":3]:\n    \"\"\"Convert single channel to a color image.\n\n    Args:\n        image: Single channel image.\n        cmap: Colormap for image.\n\n    Returns:\n        TensorType: Colored image\n    \"\"\"\n\n    # TODO: support more colormaps\n    colormap = cm.get_cmap(cmap)\n    colormap = torch.tensor(colormap.colors).to(image.device)  # type: ignore\n    image_long = (image * 255).long()\n    image_long_min = torch.min(image_long)\n    image_long_max = torch.max(image_long)\n    assert image_long_min >= 0, f\"the min value is {image_long_min}\"\n    assert image_long_max <= 255, f\"the max value is {image_long_max}\"\n    return colormap[image_long[..., 0]]\n\n\ndef apply_depth_colormap(\n    depth: TensorType[\"bs\":..., 1],\n    accumulation: Optional[TensorType[\"bs\":..., 1]] = None,\n    near_plane: Optional[float] = None,\n    far_plane: Optional[float] = None,\n    cmap=\"turbo\",\n) -> TensorType[\"bs\":..., \"rgb\":3]:\n    \"\"\"Converts a depth image to color for easier analysis.\n\n    Args:\n        depth: Depth image.\n        accumulation: Ray accumulation used for masking vis.\n        near_plane: Closest depth to consider. If None, use min image value.\n        far_plane: Furthest depth to consider. If None, use max image value.\n        cmap: Colormap to apply.\n\n    Returns:\n        Colored depth image\n    \"\"\"\n\n    near_plane = near_plane or float(torch.min(depth))\n    far_plane = far_plane or float(torch.max(depth))\n\n    depth = (depth - near_plane) / (far_plane - near_plane + 1e-10)\n    depth = torch.clip(depth, 0, 1)\n    # depth = torch.nan_to_num(depth, nan=0.0) # TODO(ethan): remove this\n\n    colored_image = apply_colormap(depth, cmap=cmap)\n\n    if accumulation is not None:\n        colored_image = colored_image * accumulation + (1 - accumulation)\n\n    return colored_image\n\n\ndef apply_boolean_colormap(\n    image: TensorType[\"bs\":..., 1, bool],\n    true_color: TensorType[\"bs\":..., \"rgb\":3] = colors.WHITE,\n    false_color: TensorType[\"bs\":..., \"rgb\":3] = colors.BLACK,\n) -> TensorType[\"bs\":..., \"rgb\":3]:\n    \"\"\"Converts a depth image to color for easier analysis.\n\n    Args:\n        image: Boolean image.\n        true_color: Color to use for True.\n        false_color: Color to use for False.\n\n    Returns:\n        Colored boolean image\n    \"\"\"\n\n    colored_image = torch.ones(image.shape[:-1] + (3,))\n    colored_image[image[..., 0], :] = true_color\n    colored_image[~image[..., 0], :] = false_color\n    return colored_image\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/utils/colors.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"Common Colors\"\"\"\nfrom typing import Union\n\nimport torch\nfrom torchtyping import TensorType\n\nWHITE = torch.tensor([1.0, 1.0, 1.0])\nBLACK = torch.tensor([0.0, 0.0, 0.0])\nRED = torch.tensor([1.0, 0.0, 0.0])\nGREEN = torch.tensor([0.0, 1.0, 0.0])\nBLUE = torch.tensor([0.0, 0.0, 1.0])\n\nCOLORS_DICT = {\n    \"white\": WHITE,\n    \"black\": BLACK,\n    \"red\": RED,\n    \"green\": GREEN,\n    \"blue\": BLUE,\n}\n\n\ndef get_color(color: Union[str, list]) -> TensorType[3]:\n    \"\"\"\n    Args:\n        color (Union[str, list]): Color as a string or a rgb list\n\n    Returns:\n        TensorType[3]: Parsed color\n    \"\"\"\n    if isinstance(color, str):\n        color = color.lower()\n        if color not in COLORS_DICT:\n            raise ValueError(f\"{color} is not a valid preset color\")\n        return COLORS_DICT[color]\n    if isinstance(color, list):\n        if len(color) != 3:\n            raise ValueError(f\"Color should be 3 values (RGB) instead got {color}\")\n        return torch.tensor(color)\n\n    raise ValueError(f\"Color should be an RGB list or string, instead got {type(color)}\")\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/utils/comms.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"functionality to handle multiprocessing syncing and communicating\"\"\"\nimport torch.distributed as dist\n\nLOCAL_PROCESS_GROUP = None\n\n\ndef is_dist_avail_and_initialized() -> bool:\n    \"\"\"Returns True if distributed is available and initialized.\"\"\"\n    return dist.is_available() and dist.is_initialized()\n\n\ndef get_world_size() -> int:\n    \"\"\"Get total number of available gpus\"\"\"\n    if not is_dist_avail_and_initialized():\n        return 1\n    return dist.get_world_size()\n\n\ndef get_rank() -> int:\n    \"\"\"Get global rank of current thread\"\"\"\n    if not is_dist_avail_and_initialized():\n        return 0\n    return dist.get_rank()\n\n\ndef get_local_rank() -> int:\n    \"\"\"The rank of the current process within the local (per-machine) process group.\"\"\"\n    if not is_dist_avail_and_initialized():\n        return 0\n    assert (\n        LOCAL_PROCESS_GROUP is not None\n    ), \"Local process group is not created! Please use launch() to spawn processes!\"\n    return dist.get_rank(group=LOCAL_PROCESS_GROUP)\n\n\ndef get_local_size() -> int:\n    \"\"\"\n    The size of the per-machine process group,\n    i.e. the number of processes per machine.\n    \"\"\"\n    if not is_dist_avail_and_initialized():\n        return 1\n    return dist.get_world_size(group=LOCAL_PROCESS_GROUP)\n\n\ndef is_main_process() -> bool:\n    \"\"\"check to see if you are currently on the main process\"\"\"\n    return get_rank() == 0\n\n\ndef synchronize():\n    \"\"\"\n    Helper function to synchronize (barrier) among all processes when\n    using distributed training\n    \"\"\"\n    if dist.get_world_size() == 1:\n        return\n    if dist.get_backend() == dist.Backend.NCCL:\n        # This argument is needed to avoid warnings.\n        # It's valid only for NCCL backend.\n        dist.barrier(device_ids=[get_local_rank()])\n    else:\n        dist.barrier()\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/utils/decorators.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nDecorator definitions\n\"\"\"\nfrom typing import Callable, List\n\nfrom nerfstudio.utils import comms\n\n\ndef decorate_all(decorators: List[Callable]) -> Callable:\n    \"\"\"A decorator to decorate all member functions of a class\n\n    Args:\n        decorators: list of decorators to add to all functions in the class\n    \"\"\"\n\n    def decorate(cls):\n        for attr in cls.__dict__:\n            if callable(getattr(cls, attr)) and attr != \"__init__\":\n                for decorator in decorators:\n                    setattr(cls, attr, decorator(getattr(cls, attr)))\n        return cls\n\n    return decorate\n\n\ndef check_profiler_enabled(func: Callable) -> Callable:\n    \"\"\"Decorator: check if profiler is enabled\"\"\"\n\n    def wrapper(self, *args, **kwargs):\n        ret = None\n        if self.config.enable_profiler:\n            ret = func(self, *args, **kwargs)\n        return ret\n\n    return wrapper\n\n\ndef check_viewer_enabled(func: Callable) -> Callable:\n    \"\"\"Decorator: check if viewer is enabled and only run on main process\"\"\"\n\n    def wrapper(self, *args, **kwargs):\n        ret = None\n        if self.config.is_viewer_enabled() and comms.is_main_process():\n            ret = func(self, *args, **kwargs)\n        return ret\n\n    return wrapper\n\n\ndef check_eval_enabled(func: Callable) -> Callable:\n    \"\"\"Decorator: check if evaluation step is enabled\"\"\"\n\n    def wrapper(self, *args, **kwargs):\n        ret = None\n        if self.config.is_wandb_enabled() or self.config.is_tensorboard_enabled():\n            ret = func(self, *args, **kwargs)\n        return ret\n\n    return wrapper\n\n\ndef check_main_thread(func: Callable) -> Callable:\n    \"\"\"Decorator: check if you are on main thread\"\"\"\n\n    def wrapper(*args, **kwargs):\n        ret = None\n        if comms.is_main_process():\n            ret = func(*args, **kwargs)\n        return ret\n\n    return wrapper\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/utils/eval_utils.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nEvaluation utils\n\"\"\"\nfrom __future__ import annotations\n\nimport os\nimport sys\nfrom pathlib import Path\nfrom typing import Optional, Tuple, Callable\n\nimport torch\nimport yaml\nfrom rich.console import Console\nfrom typing_extensions import Literal\n\nfrom nerfstudio.configs import base_config as cfg\nfrom nerfstudio.pipelines.base_pipeline import Pipeline\n\nCONSOLE = Console(width=120)\n\n\ndef eval_load_checkpoint(config: cfg.TrainerConfig, pipeline: Pipeline) -> Path:\n    ## TODO: ideally eventually want to get this to be the same as whatever is used to load train checkpoint too\n    \"\"\"Helper function to load checkpointed pipeline\n\n    Args:\n        config (DictConfig): Configuration of pipeline to load\n        pipeline (Pipeline): Pipeline instance of which to load weights\n    \"\"\"\n    assert config.load_dir is not None\n    if config.load_step is None:\n        CONSOLE.print(\"Loading latest checkpoint from load_dir\")\n        # NOTE: this is specific to the checkpoint name format\n        if not os.path.exists(config.load_dir):\n            CONSOLE.rule(\"Error\", style=\"red\")\n            CONSOLE.print(f\"No checkpoint directory found at {config.load_dir}, \", justify=\"center\")\n            CONSOLE.print(\n                \"Please make sure the checkpoint exists, they should be generated periodically during training\",\n                justify=\"center\",\n            )\n            sys.exit(1)\n        load_step = sorted(int(x[x.find(\"-\") + 1 : x.find(\".\")]) for x in os.listdir(config.load_dir))[-1]\n    else:\n        load_step = config.load_step\n    load_path = config.load_dir / f\"step-{load_step:09d}.ckpt\"\n    assert load_path.exists(), f\"Checkpoint {load_path} does not exist\"\n    loaded_state = torch.load(load_path, map_location=\"cpu\")\n    if getattr(config, \"load_pipeline_ckpt_strict\", True):\n        pipeline.load_pipeline(loaded_state[\"pipeline\"])\n    else:\n        pipeline.load_pipeline(loaded_state[\"pipeline\"], strict=False)\n        CONSOLE.print(\"[bold yellow]Pipeline checkpoint loaded with strict=False\")\n    CONSOLE.print(f\":white_check_mark: Done loading checkpoint from {load_path}\")\n    return load_path\n\n\ndef eval_setup(\n    config_path: Path,\n    eval_num_rays_per_chunk: Optional[int] = None,\n    test_mode: Literal[\"test\", \"val\", \"inference\"] = \"test\",\n    cache_images: bool = True,\n    config_override_fn: Optional[Callable] = None\n) -> Tuple[cfg.Config, Pipeline, Path]:\n    \"\"\"Shared setup for loading a saved pipeline for evaluation.\n\n    Args:\n        config_path: Path to config YAML file.\n        eval_num_rays_per_chunk: Number of rays per forward pass\n        test_mode:\n            'val': loads train/val datasets into memory\n            'test': loads train/test datset into memory\n            'inference': does not load any dataset into memory\n\n\n    Returns:\n        Loaded config, pipeline module, and corresponding checkpoint.\n    \"\"\"\n    # load save config\n    config = yaml.load(config_path.read_text(), Loader=yaml.Loader)\n    assert isinstance(config, cfg.Config)\n\n    if eval_num_rays_per_chunk:\n        config.pipeline.model.eval_num_rays_per_chunk = eval_num_rays_per_chunk\n\n    # load checkpoints from wherever they were saved\n    # TODO: expose the ability to choose an arbitrary checkpoint\n    config.trainer.load_dir = config.get_checkpoint_dir()\n    config.pipeline.datamanager.eval_image_indices = None\n    if not cache_images:\n        config.pipeline.datamanager.train_num_images_to_sample_from = 0\n        config.pipeline.datamanager.eval_num_images_to_sample_from = 0\n    \n    if config_override_fn is not None:\n        CONSOLE.print(f\"Overriding config with {config_override_fn}\")\n        config_override_fn(config)\n\n    # setup pipeline (which includes the DataManager)\n    device = torch.device(\"cuda\" if torch.cuda.is_available() else \"cpu\")\n    pipeline = config.pipeline.setup(device=device, test_mode=test_mode)\n    assert isinstance(pipeline, Pipeline)\n    pipeline.eval()\n\n    # load checkpointed information\n    checkpoint_path = eval_load_checkpoint(config.trainer, pipeline)\n\n    return config, pipeline, checkpoint_path\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/utils/func_utils.py",
    "content": "\nfrom typing import Sequence\n\n\ndef get_first_element(elems: Sequence):\n    return elems[0]\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/utils/images.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nDefines an image that can be batched with the default nerfstudio collate fn, even if the images\naren't of the same height and width.\n\"\"\"\n\nfrom typing import List\n\nimport torch\n\n\n# pylint: disable=too-few-public-methods\nclass BasicImages:\n    \"\"\"This is a very primitive struct for holding images, especially for when these images\n    are of different heights / widths.\n\n    The purpose of this is to have a special struct wrapping around a list so that the\n    nerfstudio_collate fn and other parts of the code recognise this as a struct to leave alone\n    instead of reshaping or concatenating into a single tensor (since this will likely be used\n    for cases where we have images of different sizes and shapes).\n\n    This only has one batch dimension and will likely be replaced down the line with some\n    TensorDataclass alternative that supports arbitrary batches.\n    \"\"\"\n\n    def __init__(self, images: List):\n        assert isinstance(images, List)\n        assert not images or isinstance(\n            images[0], torch.Tensor\n        ), f\"Input should be a list of tensors, not {type(images[0]) if isinstance(images, List) else type(images)}\"\n        self.images = images\n\n    def to(self, device):\n        \"\"\"Move the images to the given device.\"\"\"\n        assert isinstance(device, (torch.device, str))\n        return BasicImages([image.to(device) for image in self.images])\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/utils/install_checks.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"Helpers for checking if programs are installed\"\"\"\n\nimport shutil\nimport sys\n\nfrom rich.console import Console\n\nCONSOLE = Console(width=120)\n\n\ndef check_ffmpeg_installed():\n    \"\"\"Checks if ffmpeg is installed.\"\"\"\n    ffmpeg_path = shutil.which(\"ffmpeg\")\n    if ffmpeg_path is None:\n        CONSOLE.print(\"[bold red]Could not find ffmpeg. Please install ffmpeg.\")\n        print(\"See https://ffmpeg.org/download.html for installation instructions.\")\n        print(\"ffmpeg is only necessary if using videos as input.\")\n        sys.exit(1)\n\n\ndef check_colmap_installed():\n    \"\"\"Checks if colmap is installed.\"\"\"\n    colmap_path = shutil.which(\"colmap\")\n    if colmap_path is None:\n        CONSOLE.print(\"[bold red]Could not find COLMAP. Please install COLMAP.\")\n        print(\"See https://colmap.github.io/install.html for installation instructions.\")\n        sys.exit(1)\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/utils/io.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nInput/output utils.\n\"\"\"\n\nimport json\nfrom pathlib import Path\n\n\ndef load_from_json(filename: Path):\n    \"\"\"Load a dictionary from a JSON filename.\n\n    Args:\n        filename: The filename to load from.\n    \"\"\"\n    assert filename.suffix == \".json\"\n    with open(filename, encoding=\"UTF-8\") as file:\n        return json.load(file)\n\n\ndef write_to_json(filename: Path, content: dict):\n    \"\"\"Write data to a JSON file.\n\n    Args:\n        filename: The filename to write to.\n        content: The dictionary data to write.\n    \"\"\"\n    assert filename.suffix == \".json\"\n    with open(filename, \"w\", encoding=\"UTF-8\") as file:\n        json.dump(content, file)\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/utils/marching_cubes.py",
    "content": "from pathlib import Path\nfrom rich import console\n\nimport numpy as np\nimport pymeshlab\nimport torch\nimport trimesh\nfrom skimage import measure\n\nCONSOLE = console.Console(width=120)\n\navg_pool_3d = torch.nn.AvgPool3d(2, stride=2)\nupsample = torch.nn.Upsample(scale_factor=2, mode=\"nearest\")\n\n\n@torch.no_grad()\ndef get_surface_sliding(\n    sdf,\n    resolution=512,\n    bounding_box_min=(-1.0, -1.0, -1.0),\n    bounding_box_max=(1.0, 1.0, 1.0),\n    return_mesh=False,\n    level=0,\n    coarse_mask=None,\n    output_path: Path = Path(\"test.ply\"),\n    simplify_mesh=True,\n    chunk_size=100000,\n    store_float16=False,  # store intermediate results with float16 to save VRAM\n):\n    dtype = torch.float32 if not store_float16 else torch.float16\n    if coarse_mask is not None:\n        # we need to permute here as pytorch's grid_sample use (z, y, x)\n        coarse_mask = coarse_mask.permute(2, 1, 0)[None, None].cuda().float()\n\n    resN = resolution\n    cropN = min(resN, 512)\n    level = 0\n    N = resN // cropN\n\n    grid_min = bounding_box_min\n    grid_max = bounding_box_max\n    xs = np.linspace(grid_min[0], grid_max[0], N + 1)\n    ys = np.linspace(grid_min[1], grid_max[1], N + 1)\n    zs = np.linspace(grid_min[2], grid_max[2], N + 1)\n\n    meshes = []\n    # TODO: add a status bar\n    for i in range(N):\n        for j in range(N):\n            for k in range(N):\n                # print(i, j, k)\n                x_min, x_max = xs[i], xs[i + 1]\n                y_min, y_max = ys[j], ys[j + 1]\n                z_min, z_max = zs[k], zs[k + 1]\n\n                x = np.linspace(x_min, x_max, cropN)\n                y = np.linspace(y_min, y_max, cropN)\n                z = np.linspace(z_min, z_max, cropN)\n\n                xx, yy, zz = np.meshgrid(x, y, z, indexing=\"ij\")\n                points = torch.tensor(np.vstack([xx.ravel(), yy.ravel(), zz.ravel()]).T, dtype=torch.float).cuda()\n\n                def evaluate(points):\n                    z = []\n                    for _, pnts in enumerate(torch.split(points, chunk_size, dim=0)):\n                        z.append(sdf(pnts))\n                    z = torch.cat(z, axis=0)\n                    sdf_val = z.to(dtype)\n                    del z\n                    torch.cuda.empty_cache()\n                    return sdf_val\n\n                # construct point pyramids\n                points = points.reshape(cropN, cropN, cropN, 3).permute(3, 0, 1, 2)\n                if coarse_mask is not None:\n                    # breakpoint()\n                    points_tmp = points.permute(1, 2, 3, 0)[None].cuda()\n                    current_mask = torch.nn.functional.grid_sample(coarse_mask, points_tmp)\n                    current_mask = (current_mask > 0.0).cpu().numpy()[0, 0]\n                else:\n                    current_mask = None\n\n                points_pyramid = [points]\n                for _ in range(3):\n                    points = avg_pool_3d(points[None])[0]\n                    points_pyramid.append(points)\n                points_pyramid = points_pyramid[::-1]\n\n                # evalute pyramid with mask\n                mask = None\n                threshold = 2 * (x_max - x_min) / cropN * 8\n                for pid, pts in enumerate(points_pyramid):\n                    coarse_N = pts.shape[-1]\n                    pts = pts.reshape(3, -1).permute(1, 0).contiguous()\n\n                    if mask is None:\n                        # only evaluate\n                        if coarse_mask is not None:\n                            pts_sdf = torch.ones_like(pts[:, 1], dtpye=dtype)\n                            valid_mask = (\n                                torch.nn.functional.grid_sample(coarse_mask, pts[None, None, None])[0, 0, 0, 0] > 0\n                            )\n                            if valid_mask.any():\n                                pts_sdf[valid_mask] = evaluate(pts[valid_mask].contiguous())\n                        else:\n                            pts_sdf = evaluate(pts)\n                    else:\n                        mask = mask.reshape(-1)\n                        pts_to_eval = pts[mask]\n\n                        if pts_to_eval.shape[0] > 0:\n                            pts_sdf_eval = evaluate(pts_to_eval.contiguous())\n                            pts_sdf[mask] = pts_sdf_eval\n                        # print(\"ratio\", pts_to_eval.shape[0] / pts.shape[0])\n\n                    if pid < 3:\n                        # update mask\n                        mask = torch.abs(pts_sdf) < threshold\n                        mask = mask.reshape(coarse_N, coarse_N, coarse_N)[None, None]\n                        mask = upsample(mask.float()).bool()\n\n                        pts_sdf = pts_sdf.reshape(coarse_N, coarse_N, coarse_N)[None, None]\n                        pts_sdf = upsample(pts_sdf)\n                        pts_sdf = pts_sdf.reshape(-1)\n\n                    threshold /= 2.0\n\n                z = pts_sdf.detach().cpu().numpy()\n\n                # skip if no surface found\n                if current_mask is not None:\n                    valid_z = z.reshape(cropN, cropN, cropN)[current_mask]\n                    if valid_z.shape[0] <= 0 or (np.min(valid_z) > level or np.max(valid_z) < level):\n                        continue\n\n                if not (np.min(z) > level or np.max(z) < level):\n                    z = z.astype(np.float32)\n                    verts, faces, vertex_normals, _ = measure.marching_cubes(\n                        volume=z.reshape(cropN, cropN, cropN),  # .transpose([1, 0, 2]),\n                        level=level,\n                        spacing=(\n                            (x_max - x_min) / (cropN - 1),\n                            (y_max - y_min) / (cropN - 1),\n                            (z_max - z_min) / (cropN - 1),\n                        ),\n                        mask=current_mask,\n                    )\n                    # print(nzp.array([x_min, y_min, z_min]))\n                    # print(verts.min(), verts.max())\n                    verts = verts + np.array([x_min, y_min, z_min])\n                    # print(verts.min(), verts.max())\n                    meshcrop = trimesh.Trimesh(verts, faces,\n                                               vertex_normals=vertex_normals)\n                    # meshcrop.export(f\"{i}_{j}_{k}.ply\")\n                    meshes.append(meshcrop)\n\n    combined = trimesh.util.concatenate(meshes)\n\n    if return_mesh:\n        return combined\n    else:\n        filename = str(output_path)\n        filename_simplify = str(output_path).replace(\".ply\", \"-simplify.ply\")\n        combined.export(filename)\n        CONSOLE.print(f\"Marching cube mesh saved: {filename}\")\n        if simplify_mesh:\n            ms = pymeshlab.MeshSet()\n            ms.load_new_mesh(filename)\n\n            print(\"simply mesh\")\n            ms.meshing_decimation_quadric_edge_collapse(targetfacenum=2000000)\n            ms.save_current_mesh(filename_simplify, save_face_color=False)\n            CONSOLE.print(f\"Simplified mesh saved: {filename_simplify}\")\n\n\n@torch.no_grad()\ndef get_surface_occupancy(\n    occupancy_fn,\n    resolution=512,\n    bounding_box_min=(-1.0, -1.0, -1.0),\n    bounding_box_max=(1.0, 1.0, 1.0),\n    return_mesh=False,\n    level=0.5,\n    device=None,\n    output_path: Path = Path(\"test.ply\"),\n    chunk_size=100000,\n):\n    grid_min = bounding_box_min\n    grid_max = bounding_box_max\n    N = resolution\n    xs = np.linspace(grid_min[0], grid_max[0], N)\n    ys = np.linspace(grid_min[1], grid_max[1], N)\n    zs = np.linspace(grid_min[2], grid_max[2], N)\n\n    xx, yy, zz = np.meshgrid(xs, ys, zs, indexing=\"ij\")\n    points = torch.tensor(np.vstack([xx.ravel(), yy.ravel(), zz.ravel()]).T, dtype=torch.float).to(device=device)\n\n    def evaluate(points):\n        z = []\n        for _, pnts in enumerate(torch.split(points, chunk_size, dim=0)):\n            z.append(occupancy_fn(pnts.contiguous()).contiguous())\n        z = torch.cat(z, axis=0)\n        return z\n\n    z = evaluate(points).detach().cpu().numpy()\n\n    if not (np.min(z) > level or np.max(z) < level):\n        verts, faces, normals, _ = measure.marching_cubes(\n            volume=z.reshape(resolution, resolution, resolution),\n            level=level,\n            spacing=(\n                (grid_max[0] - grid_min[0]) / (N - 1),\n                (grid_max[1] - grid_min[1]) / (N - 1),\n                (grid_max[2] - grid_min[2]) / (N - 1),\n            ),\n        )\n        verts = verts + np.array(grid_min)\n        output_path.parent.mkdir(parents=True, exist_ok=True)\n        meshexport = trimesh.Trimesh(verts, faces, normals)\n        meshexport.export(str(output_path))\n    else:\n        print(\"=================================================no surface skip\")\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/utils/mask_utils.py",
    "content": "\nfrom typing import Dict, Any\n\nimport torch\nfrom torchtyping import TensorType\n\n\ndef alpha_composite(rgb0: torch.Tensor, rgb1: torch.Tensor,\n                    alpha0: torch.Tensor, alpha1: torch.Tensor):\n    \"\"\"Alpha composite two RGB images.\"\"\"\n    alpha = alpha0 + alpha1 * (1 - alpha0)\n    rgb = (rgb0 * alpha0 + rgb1 * alpha1 * (1 - alpha0)) / alpha\n    rgba = torch.cat([rgb, alpha], -1)\n    return rgba\n\n\ndef overlay_mask_on_image(mask_rgb: TensorType[\"h\", \"w\", 3],\n                          img_rgb: TensorType[\"h\", \"w\", 3],\n                          mask_prob: TensorType[\"h\", \"w\", 1]):\n    mask_alpha = mask_prob\n    img_alpha = torch.ones_like(mask_alpha)\n    return alpha_composite(mask_rgb, img_rgb, mask_alpha, img_alpha)\n\n\ndef compute_mask_indices(collated_batch: Dict[str, Any]) -> Dict[str, Any]:\n    \"\"\"precompute zero and non-zero mask indices for fast sampling from masked & non-masked regions\"\"\"\n    if \"mask\" not in collated_batch:\n        return collated_batch\n    if not isinstance(collated_batch[\"mask\"], torch.Tensor):\n        raise NotImplementedError  # e.g., handling ``BasicImages``\n    \n    mask = collated_batch[\"mask\"][..., 0]  # (n_frames, h, w)\n    assert mask.ndim == 3\n    nonzero_indices = torch.nonzero(mask, as_tuple=False).to(torch.int16)\n    zero_indices = torch.nonzero(~mask, as_tuple=False).to(torch.int16)\n    collated_batch.update({\n        \"mask_nonzero_indices\": nonzero_indices,\n        \"mask_zero_indices\": zero_indices\n    })\n    return collated_batch\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/utils/math.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\" Math Helper Functions \"\"\"\n\nfrom dataclasses import dataclass\n\nimport torch\nfrom torchtyping import TensorType\n\n\ndef components_from_spherical_harmonics(levels: int, directions: TensorType[..., 3]) -> TensorType[..., \"components\"]:\n    \"\"\"\n    Returns value for each component of spherical harmonics.\n\n    Args:\n        levels: Number of spherical harmonic levels to compute.\n        directions: Spherical hamonic coefficients\n    \"\"\"\n    num_components = levels**2\n    components = torch.zeros((*directions.shape[:-1], num_components), device=directions.device)\n\n    assert 1 <= levels <= 5, f\"SH levels must be in [1,4], got {levels}\"\n    assert directions.shape[-1] == 3, f\"Direction input should have three dimensions. Got {directions.shape[-1]}\"\n\n    x = directions[..., 0]\n    y = directions[..., 1]\n    z = directions[..., 2]\n\n    xx = x**2\n    yy = y**2\n    zz = z**2\n\n    # l0\n    components[..., 0] = 0.28209479177387814\n\n    # l1\n    if levels > 1:\n        components[..., 1] = 0.4886025119029199 * y\n        components[..., 2] = 0.4886025119029199 * z\n        components[..., 3] = 0.4886025119029199 * x\n\n    # l2\n    if levels > 2:\n        components[..., 4] = 1.0925484305920792 * x * y\n        components[..., 5] = 1.0925484305920792 * y * z\n        components[..., 6] = 0.9461746957575601 * zz - 0.31539156525251999\n        components[..., 7] = 1.0925484305920792 * x * z\n        components[..., 8] = 0.5462742152960396 * (xx - yy)\n\n    # l3\n    if levels > 3:\n        components[..., 9] = 0.5900435899266435 * y * (3 * xx - yy)\n        components[..., 10] = 2.890611442640554 * x * y * z\n        components[..., 11] = 0.4570457994644658 * y * (5 * zz - 1)\n        components[..., 12] = 0.3731763325901154 * z * (5 * zz - 3)\n        components[..., 13] = 0.4570457994644658 * x * (5 * zz - 1)\n        components[..., 14] = 1.445305721320277 * z * (xx - yy)\n        components[..., 15] = 0.5900435899266435 * x * (xx - 3 * yy)\n\n    # l4\n    if levels > 4:\n        components[..., 16] = 2.5033429417967046 * x * y * (xx - yy)\n        components[..., 17] = 1.7701307697799304 * y * z * (3 * xx - yy)\n        components[..., 18] = 0.9461746957575601 * x * y * (7 * zz - 1)\n        components[..., 19] = 0.6690465435572892 * y * (7 * zz - 3)\n        components[..., 20] = 0.10578554691520431 * (35 * zz * zz - 30 * zz + 3)\n        components[..., 21] = 0.6690465435572892 * x * z * (7 * zz - 3)\n        components[..., 22] = 0.47308734787878004 * (xx - yy) * (7 * zz - 1)\n        components[..., 23] = 1.7701307697799304 * x * z * (xx - 3 * yy)\n        components[..., 24] = 0.4425326924449826 * (xx * (xx - 3 * yy) - yy * (3 * xx - yy))\n\n    return components\n\n\n@dataclass\nclass Gaussians:\n    \"\"\"Stores Gaussians\n\n    Args:\n        mean: Mean of multivariate Gaussian\n        cov: Covariance of multivariate Gaussian.\n    \"\"\"\n\n    mean: TensorType[..., \"dim\"]\n    cov: TensorType[..., \"dim\", \"dim\"]\n\n\ndef compute_3d_gaussian(\n    directions: TensorType[..., 3],\n    means: TensorType[..., 3],\n    dir_variance: TensorType[..., 1],\n    radius_variance: TensorType[..., 1],\n) -> Gaussians:\n    \"\"\"Compute guassian along ray.\n\n    Args:\n        directions: Axis of Gaussian.\n        means: Mean of Gaussian.\n        dir_variance: Variance along direction axis.\n        radius_variance: Variance tangent to direction axis.\n\n    Returns:\n        Gaussians: Oriented 3D gaussian.\n    \"\"\"\n\n    dir_outer_product = directions[..., :, None] * directions[..., None, :]\n    eye = torch.eye(directions.shape[-1], device=directions.device)\n    dir_mag_sq = torch.clamp(torch.sum(directions**2, dim=-1, keepdim=True), min=1e-10)\n    null_outer_product = eye - directions[..., :, None] * (directions / dir_mag_sq)[..., None, :]\n    dir_cov_diag = dir_variance[..., None] * dir_outer_product[..., :, :]\n    radius_cov_diag = radius_variance[..., None] * null_outer_product[..., :, :]\n    cov = dir_cov_diag + radius_cov_diag\n    return Gaussians(mean=means, cov=cov)\n\n\ndef cylinder_to_gaussian(\n    origins: TensorType[..., 3],\n    directions: TensorType[..., 3],\n    starts: TensorType[..., 1],\n    ends: TensorType[..., 1],\n    radius: TensorType[..., 1],\n) -> Gaussians:\n    \"\"\"Approximates cylinders with a Gaussian distributions.\n\n    Args:\n        origins: Origins of cylinders.\n        directions: Direction (axis) of cylinders.\n        starts: Start of cylinders.\n        ends: End of cylinders.\n        radius: Radii of cylinders.\n\n    Returns:\n        Gaussians: Approximation of cylinders\n    \"\"\"\n    means = origins + directions * ((starts + ends) / 2.0)\n    dir_variance = (ends - starts) ** 2 / 12\n    radius_variance = radius**2 / 4.0\n    return compute_3d_gaussian(directions, means, dir_variance, radius_variance)\n\n\ndef conical_frustum_to_gaussian(\n    origins: TensorType[..., 3],\n    directions: TensorType[..., 3],\n    starts: TensorType[..., 1],\n    ends: TensorType[..., 1],\n    radius: TensorType[..., 1],\n) -> Gaussians:\n    \"\"\"Approximates conical frustums with a Gaussian distributions.\n\n    Uses stable parameterization described in mip-NeRF publication.\n\n    Args:\n        origins: Origins of cones.\n        directions: Direction (axis) of frustums.\n        starts: Start of conical frustums.\n        ends: End of conical frustums.\n        radius: Radii of cone a distance of 1 from the origin.\n\n    Returns:\n        Gaussians: Approximation of conical frustums\n    \"\"\"\n    mu = (starts + ends) / 2.0\n    hw = (ends - starts) / 2.0\n    means = origins + directions * (mu + (2.0 * mu * hw**2.0) / (3.0 * mu**2.0 + hw**2.0))\n    dir_variance = (hw**2) / 3 - (4 / 15) * ((hw**4 * (12 * mu**2 - hw**2)) / (3 * mu**2 + hw**2) ** 2)\n    radius_variance = radius**2 * ((mu**2) / 4 + (5 / 12) * hw**2 - 4 / 15 * (hw**4) / (3 * mu**2 + hw**2))\n    return compute_3d_gaussian(directions, means, dir_variance, radius_variance)\n\n\ndef expected_sin(x_means: torch.Tensor, x_vars: torch.Tensor) -> torch.Tensor:\n    \"\"\"Computes the expected value of sin(y) where y ~ N(x_means, x_vars)\n\n    Args:\n        x_means: Mean values.\n        x_vars: Variance of values.\n\n    Returns:\n        torch.Tensor: The expected value of sin.\n    \"\"\"\n\n    return torch.exp(-0.5 * x_vars) * torch.sin(x_means)\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/utils/misc.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nMiscellaneous helper code.\n\"\"\"\n\nfrom typing import Any, Callable, Dict, List, Optional, Union\n\nimport torch\nfrom nerfstudio.utils.pointclouds import BasicPointClouds\n\n\ndef get_dict_to_torch(stuff: Any, device: Union[torch.device, str] = \"cpu\", exclude: Optional[List[str]] = None):\n    \"\"\"Set everything in the dict to the specified torch device.\n\n    Args:\n        stuff: things to convert to torch\n        device: machine to put the \"stuff\" on\n        exclude: list of keys to skip over transferring to device\n    \"\"\"\n    if isinstance(stuff, dict):\n        for k, v in stuff.items():\n            if exclude and k in exclude:\n                stuff[k] = v\n            else:\n                stuff[k] = get_dict_to_torch(v, device)\n        return stuff\n    if isinstance(stuff, (torch.Tensor, BasicPointClouds)):  # TODO: add BasicImages?\n        return stuff.to(device)\n    return stuff\n\n\ndef get_dict_to_cpu(stuff: Any):\n    \"\"\"Set everything in the dict to CPU.\n\n    Args:\n        stuff: things to place onto cpu\n    \"\"\"\n    if isinstance(stuff, dict):\n        for k, v in stuff.items():\n            stuff[k] = get_dict_to_cpu(v)\n        return stuff\n    if isinstance(stuff, torch.Tensor):\n        return stuff.detach().cpu()\n    return stuff\n\n\ndef get_masked_dict(d, mask):\n    \"\"\"Return a masked dictionary.\n    TODO(ethan): add more asserts/checks so this doesn't have unpredictable behavior.\n\n    Args:\n        d: dict to process\n        mask: mask to apply to values in dictionary\n    \"\"\"\n    masked_dict = {}\n    for key, value in d.items():\n        masked_dict[key] = value[mask]\n    return masked_dict\n\n\nclass IterableWrapper:  # pylint: disable=too-few-public-methods\n    \"\"\"A helper that will allow an instance of a class to return multiple kinds of iterables bound\n    to different functions of that class.\n\n    To use this, take an instance of a class. From that class, pass in the <instance>.<new_iter_function>\n    and <instance>.<new_next_function> to the IterableWrapper constructor. By passing in the instance's\n    functions instead of just the class's functions, the self argument should automatically be accounted\n    for.\n\n    Args:\n        new_iter: function that will be called instead as the __iter__() function\n        new_next: function that will be called instead as the __next__() function\n        length: length of the iterable. If -1, the iterable will be infinite.\n\n\n    Attributes:\n        new_iter: object's pointer to the function we are calling for __iter__()\n        new_next: object's pointer to the function we are calling for __next__()\n        length: length of the iterable. If -1, the iterable will be infinite.\n        i: current index of the iterable.\n\n    \"\"\"\n\n    i: int\n\n    def __init__(self, new_iter: Callable, new_next: Callable, length: int = -1):\n        self.new_iter = new_iter\n        self.new_next = new_next\n        self.length = length\n\n    def __next__(self):\n        if self.length != -1 and self.i >= self.length:\n            raise StopIteration\n        self.i += 1\n        return self.new_next()\n\n    def __iter__(self):\n        self.new_iter()\n        self.i = 0\n        return self\n\n\ndef scale_dict(dictionary: Dict[Any, Any], coefficients: Dict[str, float]) -> Dict[Any, Any]:\n    \"\"\"Scale a dictionary in-place given a coefficients dictionary.\n\n    Args:\n        dictionary: input dict to be scaled.\n        coefficients: scalar dict config for holding coefficients.\n\n    Returns:\n        Input dict scaled by coefficients.\n    \"\"\"\n    for key in dictionary:\n        if key in coefficients:\n            dictionary[key] *= coefficients[key]\n    return dictionary\n\n\ndef step_check(step, step_size, run_at_zero=False) -> bool:\n    \"\"\"Returns true based on current step and step interval.\"\"\"\n    if step_size == 0:\n        return False\n    return (run_at_zero or step != 0) and step % step_size == 0\n\n\ndef update_avg(prev_avg: float, new_val: float, step: int) -> float:\n    \"\"\"helper to calculate the running average\n\n    Args:\n        prev_avg (float): previous average value\n        new_val (float): new value to update the average with\n        step (int): current step number\n\n    Returns:\n        float: new updated average\n    \"\"\"\n    return (step * prev_avg + new_val) / (step + 1)\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/utils/plotly_utils.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nVisualization code for plotly.\nThe function use prefix conventions in the following way:\n    - 'get_*' functions (e.g., 'get_camera_frustums')\n        return data that can be ploted with plotly\n    - 'vis_*' functions (e.g., 'vis_camera_rays')\n        return 'go.Figure' objects which are the plots. Go Figure! :')\n\"\"\"\n\nfrom typing import Any, List, Optional, Union\n\nimport numpy as np\nimport plotly.graph_objects as go\nimport torch\nimport torch.nn.functional as F\nfrom plotly import express as ex\nfrom torchtyping import TensorType\n\nfrom nerfstudio.cameras.cameras import Cameras\nfrom nerfstudio.cameras.rays import Frustums, RayBundle\nfrom nerfstudio.utils.math import Gaussians\n\n\ndef color_str(color):\n    \"\"\"Plotly color string.\n\n    Args:\n        color: list [r, g, b] in [0, 1] range\n\n    Returns:\n        str: plotly-formatted color string\n    \"\"\"\n    color = list((np.array(color) * 255.0).astype(\"int\"))\n    return f\"\"\"rgb({color[0]}, {color[1]}, {color[2]})\"\"\"\n\n\ndef get_line_segments_from_lines(\n    lines: TensorType[\"num_rays\", 2, 3],\n    color: str = color_str((1, 0, 0)),\n    marker_color: str = color_str((1, 0, 0)),\n    colors: Optional[List[str]] = None,\n    draw_marker: bool = True,\n    draw_line: bool = True,\n    marker_size: float = 4,\n    line_width: float = 10,\n) -> List[Any]:\n    \"\"\"Returns a list of Scatter3D objects for creating lines with plotly.\n    # TODO(ethan): make this function more efficient instead of having a list of objects.\n\n    Args:\n        lines: Tensor of lines.\n        color: Color of the lines. Defaults to red.\n        marker_color: Color of the markers. Defaults to red.\n        colors: List of colors for each line. Defaults to None.\n        draw_marker: Whether to draw markers. Defaults to True.\n        draw_line: Whether to draw lines. Defaults to True.\n        marker_size: Size of the markers. Defaults to 4.\n        line_width: Width of the lines. Defaults to 10.\n\n    Returns:\n        Scatter3D object on lines.\n    \"\"\"\n    data = []\n    for idx, line in enumerate(lines):\n        thiscolor = color if draw_line else \"rgba(0, 0, 0, 0)\"\n        if colors is not None:\n            marker_color = colors[idx]\n            thiscolor = colors[idx]\n        data.append(\n            go.Scatter3d(\n                x=line[:, 0],\n                y=line[:, 1],\n                z=line[:, 2],\n                showlegend=False,\n                marker=dict(\n                    size=marker_size,\n                    color=marker_color,\n                    colorscale=\"Viridis\",\n                )\n                if draw_marker\n                else dict(color=\"rgba(0, 0, 0, 0)\"),\n                line=dict(color=thiscolor, width=line_width),\n            )\n        )\n    return data\n\n\ndef vis_dataset(camera_origins: TensorType[\"num_cameras\", 3], ray_bundle: RayBundle) -> go.FigureWidget:  # type: ignore\n    \"\"\"Visualize a dataset with plotly using our cameras and generated rays.\n\n    Args:\n        camera_origins: Tensor of camera origins.\n        ray_bundle: Ray bundle.\n\n    Returns:\n        plotly figure.\n    \"\"\"\n\n    skip = 1\n    size = 8\n    assert len(ray_bundle) < 500, \"Let's not break plotly by plotting too many rays!\"\n\n    data = []\n    data += [\n        go.Scatter3d(\n            x=camera_origins[::skip, 0],\n            y=camera_origins[::skip, 1],\n            z=camera_origins[::skip, 2],\n            mode=\"markers\",\n            name=\"camera origins\",\n            marker=dict(color=\"rgba(0, 0, 0, 1)\", size=size),\n        )\n    ]\n\n    length = 2.0\n    lines = torch.stack(\n        [ray_bundle.origins, ray_bundle.origins + ray_bundle.directions * length], dim=1\n    )  # (num_rays, 2, 3)\n\n    data += get_line_segments_from_lines(lines)\n\n    layout = go.Layout(\n        autosize=False,\n        width=1000,\n        height=1000,\n        margin=go.layout.Margin(l=50, r=50, b=100, t=100, pad=4),  # type: ignore\n        scene=go.layout.Scene(  # type: ignore\n            aspectmode=\"data\",\n            camera=dict(up=dict(x=0, y=0, z=1), center=dict(x=0, y=0, z=0), eye=dict(x=1.25, y=1.25, z=1.25)),\n        ),\n    )\n    fig = go.Figure(data=data, layout=layout)\n    return fig\n\n\ndef get_random_color(colormap: Optional[List[str]] = None, idx: Optional[int] = None) -> str:\n    \"\"\"Get a random color from a colormap.\n\n    Args:\n        colormap: List of colors. Defaults to Plotly colors.\n        idx: Index of color to return. Defaults to None.\n\n    Returns:\n        random color string\n    \"\"\"\n    if colormap is None:\n        colormap = ex.colors.qualitative.Plotly\n    if idx is None:\n        return colormap[np.random.randint(0, len(colormap))]\n    return colormap[idx % len(colormap)]\n\n\ndef get_sphere(\n    radius: float, center: TensorType[3] = None, color: str = \"black\", opacity: float = 1.0, resolution: int = 32\n) -> go.Mesh3d:  # type: ignore\n    \"\"\"Returns a sphere object for plotting with plotly.\n\n    Args:\n        radius: radius of sphere.\n        center: center of sphere. Defaults to origin.\n        color: color of sphere. Defaults to \"black\".\n        opacity: opacity of sphere. Defaults to 1.0.\n        resolution: resolution of sphere. Defaults to 32.\n\n    Returns:\n        sphere object.\n    \"\"\"\n    phi = torch.linspace(0, 2 * torch.pi, resolution)\n    theta = torch.linspace(-torch.pi / 2, torch.pi / 2, resolution)\n    phi, theta = torch.meshgrid(phi, theta, indexing=\"ij\")\n\n    x = torch.cos(theta) * torch.sin(phi)\n    y = torch.cos(theta) * torch.cos(phi)\n    z = torch.sin(theta)\n    pts = torch.stack((x, y, z), dim=-1)\n\n    pts *= radius\n    if center is not None:\n        pts += center\n\n    return go.Mesh3d(\n        {\n            \"x\": pts[:, :, 0].flatten(),\n            \"y\": pts[:, :, 1].flatten(),\n            \"z\": pts[:, :, 2].flatten(),\n            \"alphahull\": 0,\n            \"opacity\": opacity,\n            \"color\": color,\n        }\n    )\n\n\ndef get_cube(\n    side_length: float,\n    center: TensorType[3] = None,\n    color: str = \"black\",\n    opacity: float = 1.0,\n) -> go.Mesh3d:  # type: ignore\n    \"\"\"Returns a cube object for plotting with plotly.\n\n    Args:\n        side_length: side_length of cube.\n        center: center of cube.\n        color: color of cube.\n        opacity: opacity of cube.\n\n    Returns:\n        cube object.\n    \"\"\"\n\n    x = np.array([-1.0, -1.0, 1.0, 1.0, -1.0, -1.0, 1.0, 1.0])\n    y = np.array([-1.0, 1.0, 1.0, -1.0, -1.0, 1.0, 1.0, -1.0])\n    z = np.array([-1.0, -1.0, -1.0, -1.0, 1.0, 1.0, 1.0, 1.0])\n\n    pts = np.stack((x, y, z), axis=0)\n\n    pts *= side_length / 2.0\n    if center is not None:\n        pts += center\n\n    return go.Mesh3d(\n        {\n            \"x\": pts[0],\n            \"y\": pts[1],\n            \"z\": pts[2],\n            \"alphahull\": 0,\n            \"opacity\": opacity,\n            \"color\": color,\n        }\n    )\n\n\ndef get_gaussian_ellipsiod(\n    mean: TensorType[3],\n    cov: TensorType[3, 3],\n    n_std: int = 2,\n    color=\"lightblue\",\n    opacity: float = 0.5,\n    resolution: int = 20,\n    name: str = \"ellipse\",\n) -> go.Mesh3d:  # type: ignore\n    \"\"\"Get a plotly ellipsoid for a Gaussian.\n\n    Args:\n        mean: mean of the Gaussian.\n        cov: covariance of the Gaussian.\n        n_std: Standard devation to visualize. Defaults to 2 (95% confidence).\n        color: Color of the ellipsoid. Defaults to None.\n        opacity: Opacity of the ellipsoid. Defaults to 0.5.\n        resolution: Resolution of the ellipsoid. Defaults to 20.\n        name: Name of the ellipsoid. Defaults to \"ellipse\".\n\n    Returns:\n        ellipsoid object.\n    \"\"\"\n\n    phi = torch.linspace(0, 2 * torch.pi, resolution)\n    theta = torch.linspace(-torch.pi / 2, torch.pi / 2, resolution)\n    phi, theta = torch.meshgrid(phi, theta, indexing=\"ij\")\n\n    x = torch.cos(theta) * torch.sin(phi)\n    y = torch.cos(theta) * torch.cos(phi)\n    z = torch.sin(theta)\n    pts = torch.stack((x, y, z), dim=-1)\n\n    eigenvals, eigenvecs = torch.linalg.eigh(cov)\n    idx = torch.sum(cov, dim=0).argsort()\n    idx = eigenvals[idx].argsort()\n    eigenvals = eigenvals[idx]\n    eigenvecs = eigenvecs[:, idx]\n\n    scaling = torch.sqrt(eigenvals) * n_std\n    pts = pts * scaling\n\n    pts = pts @ eigenvecs.t()\n\n    pts += mean\n\n    return go.Mesh3d(\n        {\n            \"x\": pts[:, :, 0].flatten(),\n            \"y\": pts[:, :, 1].flatten(),\n            \"z\": pts[:, :, 2].flatten(),\n            \"alphahull\": 0,\n            \"opacity\": opacity,\n            \"color\": color,\n            \"name\": name,\n        }\n    )\n\n\ndef get_gaussian_ellipsoids_list(\n    gaussians: Gaussians, opacity: float = 0.5, color: str = \"random\", resolution: int = 20\n) -> List[Union[go.Mesh3d, go.Scatter3d]]:  # type: ignore\n    \"\"\"Get a list of plotly meshes for frustums.\n\n    Args:\n        gaussians (Gaussians): Gaussians to visualize.\n        opacity (float, optional): Opacity of the mesh. Defaults to 0.3.\n        color (str, optional): Color of the mesh. Defaults to \"random\".\n        resolution: Resolution of the mesh. Defaults to 20.\n\n    Returns:\n        List of plotly meshes\n    \"\"\"\n    data = []\n\n    vis_means = go.Scatter3d(\n        x=gaussians.mean[:, 0],\n        y=gaussians.mean[:, 1],\n        z=gaussians.mean[:, 2],\n        mode=\"markers\",\n        marker=dict(size=2, color=\"black\"),\n        name=\"Means\",\n    )\n    data.append(vis_means)\n\n    for i in range(gaussians.mean.shape[0]):\n        if color == \"random\":\n            c = get_random_color()\n        else:\n            c = color\n        ellipse = get_gaussian_ellipsiod(\n            gaussians.mean[i],\n            cov=gaussians.cov[i],\n            color=c,\n            opacity=opacity,\n            resolution=resolution,\n        )\n        data.append(ellipse)\n\n    return data\n\n\ndef get_frustum_mesh(\n    frustum: Frustums, opacity: float = 0.3, color: str = \"#DC203C\", resolution: int = 20\n) -> go.Mesh3d:  # type: ignore\n    \"\"\"Get a plotly mesh for a single frustum.\n\n    Args:\n        frustum: Single frustum\n        opacity: Opacity of the mesh. Defaults to 0.3.\n        color: Color of the mesh. Defaults to \"#DC203C\".\n        resolution: Resolution of the mesh. Defaults to 20.\n\n    Returns:\n        Plotly mesh\n    \"\"\"\n\n    if frustum.ndim > 1:\n        raise ValueError(\"Frustum must be a single Frustum object.\")\n\n    base_radius = torch.sqrt(frustum.pixel_area / torch.pi)\n    f_radius = frustum.starts * base_radius\n    b_radius = frustum.ends * base_radius\n\n    x = torch.cat([torch.ones(resolution) * frustum.starts, torch.ones(resolution) * frustum.ends])\n    pts = torch.linspace(0, 2 * torch.pi, resolution)\n\n    y = torch.sin(pts)\n    z = torch.cos(pts)\n    y = torch.cat([y * f_radius, y * b_radius])\n    z = torch.cat([z * f_radius, z * b_radius])\n\n    pts = torch.stack([x, y, z], dim=-1)\n\n    forward = frustum.directions\n    up = F.normalize(torch.cross(forward, torch.tensor([0.0, 0, 1])), dim=-1)  # type: ignore\n    right = F.normalize(torch.cross(forward, up), dim=-1)  # type: ignore\n    rotation = torch.stack([forward, up, right], dim=1)\n    pts = torch.einsum(\"kj,ij->ki\", pts, rotation)\n\n    pts += frustum.origins\n    return go.Mesh3d(\n        x=pts[..., 0],\n        y=pts[..., 1],\n        z=pts[..., 2],\n        opacity=opacity,\n        alphahull=0,\n        color=color,\n        flatshading=True,\n        name=\"Frustums\",\n    )\n\n\ndef get_frustums_mesh_list(\n    frustums: Frustums, opacity: float = 1.0, color: str = \"random\", resolution: int = 20\n) -> List[go.Mesh3d]:  # type: ignore\n    \"\"\"Get a list of plotly meshes for a list of frustums.\n\n    Args:\n        frustums: List of frustums\n        opacity: Opacity of the mesh. Defaults to 0.3.\n        color: Color of the mesh. Defaults to \"random\".\n        resolution: Resolution of the mesh. Defaults to 20.\n\n    Returns:\n        List of plotly meshes\n    \"\"\"\n    data = []\n    for i, frustum in enumerate(frustums.flatten()):  # type: ignore\n        if color == \"random\":\n            c = get_random_color(idx=i)\n        else:\n            c = color\n        data.append(get_frustum_mesh(frustum, opacity=opacity, color=c, resolution=resolution))\n    return data\n\n\ndef get_frustum_points(\n    frustum: Frustums, opacity: float = 1.0, color: str = \"forestgreen\", size: float = 5\n) -> go.Scatter3d:  # type: ignore\n    \"\"\"Get a set plotly points for frustums centers.\n\n    Args:\n        frustum: Frustums to visualize.\n        opacity: Opacity of the points. Defaults to 0.3.\n        color: Color of the poinst. Defaults to \"forestgreen\".\n        size: Size of points. Defaults to 10.\n\n    Returns:\n        Plotly points\n    \"\"\"\n\n    frustum = frustum.flatten()\n    pts = frustum.get_positions()\n\n    return go.Scatter3d(\n        x=pts[..., 0],\n        y=pts[..., 1],\n        z=pts[..., 2],\n        mode=\"markers\",\n        marker=dict(\n            size=size,\n            color=color,\n            opacity=opacity,\n        ),\n        name=\"Frustums -> Positions\",\n    )\n\n\ndef get_ray_bundle_lines(\n    ray_bundle: RayBundle, length: float = 1.0, color: str = \"#DC203C\", width: float = 1\n) -> go.Scatter3d:  # type: ignore\n    \"\"\"Get a plotly line for a ray bundle.\n\n    Args:\n        ray_bundle: Ray bundle\n        length: Length of the line. Defaults to 1.0.\n        color: Color of the line.\n        width: Width of the line. Defaults to 1.\n\n    Returns:\n        Plotly lines\n    \"\"\"\n\n    origins = ray_bundle.origins.view(-1, 3)\n    directions = ray_bundle.directions.view(-1, 3)\n\n    lines = torch.empty((origins.shape[0] * 2, 3))\n    lines[0::2] = origins\n    lines[1::2] = origins + directions * length\n    return go.Scatter3d(\n        x=lines[..., 0],\n        y=lines[..., 1],\n        z=lines[..., 2],\n        mode=\"lines\",\n        name=\"Ray Bundle\",\n        line=dict(color=color, width=width),\n    )\n\n\ndef vis_camera_rays(cameras: Cameras) -> go.Figure:  # type: ignore\n    \"\"\"Visualize camera rays.\n\n    Args:\n        camera: Camera to visualize.\n\n    Returns:\n        Plotly lines\n    \"\"\"\n\n    coords = cameras.get_image_coords()\n    coords[..., 0] /= cameras.image_height[0]  # All the cameras have the same image height for now\n    coords[..., 1] /= cameras.image_width[0]  # All the cameras have the same image width for now\n    coords = torch.cat([coords, torch.ones((*coords.shape[:-1], 1))], dim=-1)\n\n    ray_bundle = cameras.generate_rays(camera_indices=0)\n\n    origins = ray_bundle.origins.view(-1, 3)\n    directions = ray_bundle.directions.view(-1, 3)\n    coords = coords.view(-1, 3)\n\n    lines = torch.empty((origins.shape[0] * 2, 3))\n    lines[0::2] = origins\n    lines[1::2] = origins + directions\n\n    colors = torch.empty((coords.shape[0] * 2, 3))\n    colors[0::2] = coords\n    colors[1::2] = coords\n\n    fig = go.Figure(\n        data=go.Scatter3d(\n            x=lines[:, 0],\n            y=lines[:, 2],\n            z=lines[:, 1],\n            marker=dict(\n                size=4,\n                color=colors,\n            ),\n            line=dict(color=\"lightblue\", width=1),\n        )\n    )\n    fig.update_layout(\n        scene=dict(\n            xaxis=dict(title=\"x\", showspikes=False),\n            yaxis=dict(title=\"z\", showspikes=False),\n            zaxis=dict(title=\"y\", showspikes=False),\n        ),\n        margin=dict(r=0, b=10, l=0, t=10),\n        hovermode=False,\n    )\n\n    return fig\n\n\ndef get_camera_frustums(cameras: Cameras):\n    \"\"\"Returns the camera frustums for the cameras that we are using.\n\n    Args:\n        cameras: The cameras that we want to plot.\n\n    Returns:\n        A plotly scatter that can be plotted.\n    \"\"\"\n    for camera_idx in range(cameras.size):\n        json_ = cameras.to_json(camera_idx=camera_idx)\n        print(json_)\n    raise NotImplementedError\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/utils/pointclouds.py",
    "content": "from copy import deepcopy\nfrom dataclasses import dataclass, fields\nfrom typing import Optional\n\nimport torch\nfrom rich.console import Console\n\ntry:\n    import faiss\n    import faiss.contrib.torch_utils\nexcept ImportError as err:\n    pass\nfrom torch import nn\nfrom torch.nn import functional as F\n\nCONSOLE = Console(width=120)\n\n\nclass BasicPointClouds(nn.Module):\n    \"\"\"A primitive struct for holding pointcloud related data (e.g., points, colors, features, etc.)\n\n    The purpose of this is to have a special struct wrapping around a list so that the\n    nerfstudio_collate fn and other parts of the code recognise this as a struct to leave alone\n    instead of reshaping or concatenating into a single tensor (since this will likely be used\n    for cases where we have images of different sizes and shapes).\n\n    We assume that all images share the same pointcloud, thus only the first element of\n    the list of pointclouds will be kept by the nerfstudio_collate.\n    \"\"\"\n\n    # TOOD: make {fg,bg,plane}_pts non-optional\n\n    def __init__(\n        self,\n        fg_pts: Optional[torch.Tensor] = None,\n        bg_pts: Optional[torch.Tensor] = None,\n        plane_pts: Optional[torch.Tensor] = None,\n        fg_feats: Optional[torch.Tensor] = None,\n        bg_feats: Optional[torch.Tensor] = None,\n        plane_feats: Optional[torch.Tensor] = None,\n        # data for ptcd regularization\n        udf_plane_to_fg: Optional[torch.Tensor] = None,\n        plane_sdf_deviation_thr_ptwise: Optional[torch.Tensor] = None,\n        fg_sdf_deviation_thr_global: Optional[torch.Tensor] = None,\n        fg_sdf_deviation_thr_ptwise: Optional[torch.Tensor] = None,\n        # data for feature-field based segmentation\n        fg_nn_index: Optional[faiss.GpuIndexFlatL2] = None,\n        bg_nn_index: Optional[faiss.GpuIndexFlatL2] = None,\n        plane_nn_index: Optional[faiss.GpuIndexFlatL2] = None,\n    ):\n        super().__init__()\n        self.fg_pts = fg_pts\n        self.bg_pts = bg_pts\n        self.plane_pts = plane_pts\n        self.fg_feats = fg_feats\n        self.bg_feats = bg_feats\n        self.plane_feats = plane_feats\n\n        self.udf_plane_to_fg = udf_plane_to_fg\n        self.fg_sdf_deviation_thr_global = fg_sdf_deviation_thr_global\n        self.fg_sdf_deviation_thr_ptwise = fg_sdf_deviation_thr_ptwise\n        self.plane_sdf_deviation_thr_ptwise = plane_sdf_deviation_thr_ptwise\n\n        self.fg_nn_index = fg_nn_index\n        self.bg_nn_index = bg_nn_index\n        self.plane_nn_index = plane_nn_index\n\n        self._register_all_tensors_as_buffers()\n\n    def build_nn_search_index(self, separate_bg_plane: bool = False):\n        \"\"\"Build faiss gpu index for fast nn search\"\"\"\n        for f in [\"fg_feats\", \"bg_feats\", \"plane_feats\"]:\n            assert getattr(self, f, None) is not None, f\"BasicPointClouds.{f} is None\"\n        nc_feat = self.fg_feats.shape[-1]\n\n        res = faiss.StandardGpuResources()\n        cfg = faiss.GpuIndexFlatConfig()\n        cfg.useFloat16 = True\n\n        # build fg inex\n        self.fg_nn_index = faiss.GpuIndexFlatL2(res, nc_feat, cfg)\n        self.fg_nn_index.add(F.normalize(self.fg_feats, p=2, dim=-1))\n        CONSOLE.print(f\"Using GpuIndexFlatL2 for fg NN search. (#fg: {len(self.fg_feats)})\")\n\n        # build bg index\n        if not separate_bg_plane:\n            self.bg_nn_index = faiss.GpuIndexFlatL2(res, nc_feat, cfg)\n            self.bg_nn_index.add(F.normalize(torch.cat([self.bg_feats, self.plane_feats], 0), p=2, dim=-1))\n            CONSOLE.print(\n                f\"Using GpuIndexFlatL2 for (bg, plane) NN search.\"\n                f\"(#bg: {len(self.bg_feats)} | #plane: {len(self.plane_pts)}))\"\n            )\n            # TODO: build a mapper to distinguish bg and plane pts\n            # TODO: tune the number of fg, bg and plane pts\n        else:\n            self.bg_nn_index = faiss.GpuIndexFlatL2(res, nc_feat, cfg)\n            self.bg_nn_index.add(F.normalize(self.bg_feats, p=2, dim=-1))\n            CONSOLE.print(f\"Using GpuIndexFlatL2 for bg NN search. (#bg: {len(self.bg_feats)})\")\n            self.plane_nn_index = faiss.GpuIndexFlatL2(res, nc_feat, cfg)\n            self.plane_nn_index.add(F.normalize(self.plane_feats, p=2, dim=-1))\n            CONSOLE.print(f\"Using GpuIndexFlatL2 for bg NN search. (#bg: {len(self.plane_feats)})\")\n\n    def sample_fg_points(self, n_pts: int, replace: bool = True):\n        if len(self.fg_pts) <= n_pts:\n            return self.fg_pts, self.fg_sdf_deviation_thr_ptwise\n\n        rand_inds = (\n            torch.randint(0, len(self.fg_pts), (n_pts,), device=self.device)\n            if replace\n            else torch.randperm(len(self.fg_pts), device=self.device)[:n_pts]\n        )\n        fg_pts = self.fg_pts[rand_inds]\n        fg_sdf_thrs = self.fg_sdf_deviation_thr_ptwise[rand_inds]\n        return fg_pts, fg_sdf_thrs\n\n    def sample_plane_points(self, n_pts: int, replace: bool = True, rand_sample_half: bool = False):\n        if rand_sample_half:\n            raise NotImplementedError\n\n        if len(self.plane_pts) <= n_pts:\n            return self.plane_pts, self.udf_plane_to_fg, self.plane_sdf_deviation_thr_ptwise\n\n        rand_inds = (\n            torch.randint(0, len(self.plane_pts), (n_pts,), device=self.device)\n            if replace\n            else torch.randperm(len(self.plane_pts), device=self.device)[:n_pts]\n        )\n        plane_pts = self.plane_pts[rand_inds]\n        udf_plane_to_fg = self.udf_plane_to_fg[rand_inds]\n        plane_sdf_thrs = self.plane_sdf_deviation_thr_ptwise[rand_inds]\n\n        return plane_pts, udf_plane_to_fg, plane_sdf_thrs\n\n    @property\n    def device(self):\n        return self.fg_pts.device\n\n    def _register_all_tensors_as_buffers(self):\n        \"\"\"register all Tensor attributes as buffers to automatically move them to the target device\"\"\"\n        _attr_names = list(vars(self).keys())\n        for _name in _attr_names:\n            _attr = getattr(self, _name)\n            if not isinstance(_attr, torch.Tensor):\n                continue\n\n            delattr(self, _name)\n            self.register_buffer(_name, _attr, persistent=False)\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/utils/poses.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nCommon 3D pose methods\n\"\"\"\n\nimport torch\nfrom torchtyping import TensorType\n\n\ndef to4x4(pose: TensorType[..., 3, 4]) -> TensorType[..., 4, 4]:\n    \"\"\"Convert 3x4 pose matrices to a 4x4 with the addition of a homogeneous coordinate.\n\n    Args:\n        pose: Camera pose without homogenous coordinate.\n\n    Returns:\n        Camera poses with additional homogenous coordinate added.\n    \"\"\"\n    constants = torch.zeros_like(pose[..., :1, :], device=pose.device)\n    constants[..., :, 3] = 1\n    return torch.cat([pose, constants], dim=-2)\n\n\ndef inverse(pose: TensorType[..., 3, 4]) -> TensorType[..., 3, 4]:\n    \"\"\"Invert provided pose matrix.\n\n    Args:\n        pose: Camera pose without homogenous coordinate.\n\n    Returns:\n        Inverse of pose.\n    \"\"\"\n    R = pose[..., :3, :3]\n    t = pose[..., :3, 3:]\n    R_inverse = R.transpose(-2, -1)  #  pylint: disable=invalid-name\n    t_inverse = -R_inverse.matmul(t)\n    return torch.cat([R_inverse, t_inverse], dim=-1)\n\n\ndef multiply(pose_a: TensorType[..., 3, 4], pose_b: TensorType[..., 3, 4]) -> TensorType[..., 3, 4]:\n    \"\"\"Multiply two pose matrices, A @ B.\n\n    Args:\n        pose_a: Left pose matrix, usually a transformation applied to the right.\n        pose_b: Right pose matrix, usually a camera pose that will be tranformed by pose_a.\n\n    Returns:\n        Camera pose matrix where pose_a was applied to pose_b.\n    \"\"\"\n    R1, t1 = pose_a[..., :3, :3], pose_a[..., :3, 3:]\n    R2, t2 = pose_b[..., :3, :3], pose_b[..., :3, 3:]\n    R = R1.matmul(R2)\n    t = t1 + R1.matmul(t2)\n    return torch.cat([R, t], dim=-1)\n\n\ndef normalize(poses: TensorType[..., 3, 4]) -> TensorType[..., 3, 4]:\n    \"\"\"Normalize the XYZs of poses to fit within a unit cube ([-1, 1]). Note: This operation is not in-place.\n\n    Args:\n        poses: A collection of poses to be normalized.\n\n    Returns;\n        Normalized collection of poses.\n    \"\"\"\n    pose_copy = torch.clone(poses)\n    pose_copy[..., :3, 3] /= torch.max(torch.abs(poses[..., :3, 3]))\n\n    return pose_copy\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/utils/printing.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"A collection of common strings and print statements used throughout the codebase.\"\"\"\n\nfrom math import floor, log\n\nfrom rich.console import Console\n\nCONSOLE = Console(width=120)\n\n\ndef print_tcnn_speed_warning(method_name: str):\n    \"\"\"Prints a warning about the speed of the TCNN.\"\"\"\n    CONSOLE.line()\n    CONSOLE.print(f\"[bold yellow]WARNING: Using a slow implementation of {method_name}. \")\n    CONSOLE.print(\n        \"[bold yellow]:person_running: :person_running: \"\n        + \"Install tcnn for speedups :person_running: :person_running:\"\n    )\n    CONSOLE.print(\"[yellow]pip install git+https://github.com/NVlabs/tiny-cuda-nn/#subdirectory=bindings/torch\")\n    CONSOLE.line()\n\n\ndef human_format(num):\n    \"\"\"Format a number in a more human readable way\n\n    Args:\n        num: number to format\n    \"\"\"\n    units = [\"\", \"K\", \"M\", \"B\", \"T\", \"P\"]\n    k = 1000.0\n    magnitude = int(floor(log(num, k)))\n    return f\"{(num / k**magnitude):.2f} {units[magnitude]}\"\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/utils/profiler.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nProfiler base class and functionality\n\"\"\"\nfrom __future__ import annotations\n\nimport time\nfrom typing import Callable\n\nfrom rich.console import Console\n\nimport torch\nfrom nerfstudio.configs import base_config as cfg\nfrom nerfstudio.utils import comms\nfrom nerfstudio.utils.decorators import (\n    check_main_thread,\n    check_profiler_enabled,\n    decorate_all,\n)\n\nCONSOLE = Console(width=120)\n\nPROFILER = []\n\n\ndef time_function(func: Callable) -> Callable:\n    \"\"\"Decorator: time a function call\"\"\"\n    def wrapper(*args, **kwargs):\n        if PROFILER:\n            # torch.cuda.synchronize()\n            start = time.time()\n        \n        ret = func(*args, **kwargs)\n        \n        if PROFILER:\n            # torch.cuda.synchronize()\n            class_str = func.__qualname__\n            PROFILER[0].update_time(class_str, start, time.time())\n        return ret\n\n    return wrapper\n\n\ndef time_function_cuda(func: Callable) -> Callable:\n    \"\"\"Decorator: time a function call\"\"\"\n    def wrapper(*args, **kwargs):\n        if PROFILER:\n            torch.cuda.synchronize()\n            start = time.time()\n        \n        ret = func(*args, **kwargs)\n        \n        if PROFILER:\n            torch.cuda.synchronize()\n            class_str = func.__qualname__\n            PROFILER[0].update_time(class_str, start, time.time())\n        return ret\n\n    return wrapper\n\n\ndef flush_profiler(config: cfg.LoggingConfig):\n    \"\"\"Method that checks if profiler is enabled before flushing\"\"\"\n    if config.enable_profiler and PROFILER:\n        PROFILER[0].print_profile()\n\n\ndef setup_profiler(config: cfg.LoggingConfig):\n    \"\"\"Initialization of profilers\"\"\"\n    if comms.is_main_process():\n        PROFILER.append(Profiler(config))\n\n\n@decorate_all([check_profiler_enabled, check_main_thread])\nclass Profiler:\n    \"\"\"Profiler class\"\"\"\n\n    def __init__(self, config: cfg.LoggingConfig):\n        self.config = config\n        self.profiler_dict = {}\n\n    def update_time(self, func_name: str, start_time: float, end_time: float):\n        \"\"\"update the profiler dictionary with running averages of durations\n\n        Args:\n            func_name: the function name that is being profiled\n            start_time: the start time when function is called\n            end_time: the end time when function terminated\n        \"\"\"\n        val = end_time - start_time\n        func_dict = self.profiler_dict.get(func_name, {\"val\": 0, \"step\": 0})\n        prev_val = func_dict[\"val\"]\n        prev_step = func_dict[\"step\"]\n        self.profiler_dict[func_name] = {\"val\": (prev_val * prev_step + val) / (prev_step + 1), \"step\": prev_step + 1}\n\n    def print_profile(self):\n        \"\"\"helper to print out the profiler stats\"\"\"\n        CONSOLE.print(\"Printing profiling stats, from longest to shortest duration in seconds\")\n        sorted_keys = sorted(\n            self.profiler_dict.keys(),\n            key=lambda k: self.profiler_dict[k][\"val\"],\n            reverse=True,\n        )\n        for k in sorted_keys:\n            val = f\"{self.profiler_dict[k]['val']:0.4f}\"\n            CONSOLE.print(f\"{k:<20}: {val:<20}\")\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/utils/rich_utils.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"Additional rich ui components\"\"\"\n\nfrom contextlib import nullcontext\nfrom typing import Optional\n\nfrom rich.console import Console\nfrom rich.progress import (\n    BarColumn,\n    Progress,\n    ProgressColumn,\n    TaskProgressColumn,\n    TextColumn,\n    TimeRemainingColumn,\n)\nfrom rich.text import Text\n\nCONSOLE = Console(width=120)\n\n\nclass ItersPerSecColumn(ProgressColumn):\n    \"\"\"Renders the iterations per second for a progress bar.\"\"\"\n\n    def __init__(self, suffix=\"it/s\") -> None:\n        super().__init__()\n        self.suffix = suffix\n\n    def render(self, task: \"Task\") -> Text:\n        \"\"\"Show data transfer speed.\"\"\"\n        speed = task.finished_speed or task.speed\n        if speed is None:\n            return Text(\"?\", style=\"progress.data.speed\")\n        return Text(f\"{speed:.2f} {self.suffix}\", style=\"progress.data.speed\")\n\n\ndef status(msg: str, spinner: str = \"bouncingBall\", verbose: bool = False):\n    \"\"\"A context manager that does nothing is verbose is True. Otherwise it hides logs under a message.\n\n    Args:\n        msg: The message to log.\n        spinner: The spinner to use.\n        verbose: If True, print all logs, else hide them.\n    \"\"\"\n    if verbose:\n        return nullcontext()\n    return CONSOLE.status(msg, spinner=spinner)\n\n\ndef get_progress(description: str, suffix: Optional[str] = None):\n    \"\"\"Helper function to return a rich Progress object.\"\"\"\n    progress_list = [TextColumn(description), BarColumn(), TaskProgressColumn(show_speed=True)]\n    progress_list += [ItersPerSecColumn(suffix=suffix)] if suffix else []\n    progress_list += [TimeRemainingColumn(elapsed_when_finished=True, compact=True)]\n    progress = Progress(*progress_list)\n    return progress\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/utils/scheduler.py",
    "content": "\"\"\"Scheduler for arbitrary weights\"\"\"\nimport math\nimport numpy as np\nfrom functools import lru_cache\n\n\ndef cosine_annealing(cur_step, max_step=None, min_val=0.0, max_val=1.0):\n    cur_val = min_val + (max_val - min_val) \\\n        * (1 + math.cos(cur_step * math.pi / max_step)) / 2\n    return cur_val\n\n\n@lru_cache(maxsize=128)\ndef _compute_exp_anneal_gamma(max_step, min_val, max_val):\n    return np.power(min_val / max_val, 1 / max_step)\n\n\ndef exp_annealing(cur_step, max_step=None, min_val=0.0, max_val=1.0):\n    gamma = _compute_exp_anneal_gamma(max_step, min_val, max_val)\n    return max_val * np.power(gamma, cur_step)\n\n\ndef constant(cur_step, max_step=None, min_val=0.0, max_val=1.0):\n    return max_val\n\n\n# TODO: sine scheduler\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/utils/scripts.py",
    "content": "\"\"\"Helpers for running script commands.\"\"\"\n# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\nimport subprocess\nimport sys\nfrom typing import Optional\n\nfrom rich.console import Console\n\nCONSOLE = Console(width=120)\n\n\ndef run_command(cmd: str, verbose=False) -> Optional[str]:\n    \"\"\"Runs a command and returns the output.\n\n    Args:\n        cmd: Command to run.\n        verbose: If True, logs the output of the command.\n    Returns:\n        The output of the command if return_output is True, otherwise None.\n    \"\"\"\n    out = subprocess.run(cmd, capture_output=not verbose, shell=True, check=False)\n    if out.returncode != 0:\n        CONSOLE.rule(\"[bold red] :skull: :skull: :skull: ERROR :skull: :skull: :skull: \", style=\"red\")\n        CONSOLE.print(f\"[bold red]Error running command: {cmd}\")\n        CONSOLE.rule(style=\"red\")\n        CONSOLE.print(out.stderr.decode(\"utf-8\"))\n        sys.exit(1)\n    if out.stdout is not None:\n        return out.stdout.decode(\"utf-8\")\n    return out\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/utils/tensor_dataclass.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"Tensor dataclass\"\"\"\n\nimport dataclasses\nfrom copy import deepcopy\nfrom typing import Callable, Dict, List, NoReturn, Optional, Tuple, TypeVar, Union\n\nimport numpy as np\nimport torch\n\nTensorDataclassT = TypeVar(\"TensorDataclassT\", bound=\"TensorDataclass\")\n\n\nclass TensorDataclass:\n    \"\"\"@dataclass of tensors with the same size batch. Allows indexing and standard tensor ops.\n    Fields that are not Tensors will not be batched unless they are also a TensorDataclass.\n    Any fields that are dictionaries will have their Tensors or TensorDataclasses batched, and\n    dictionaries will have their tensors or TensorDataclasses considered in the initial broadcast.\n    Tensor fields must have at least 1 dimension, meaning that you must convert a field like torch.Tensor(1)\n    to torch.Tensor([1])\n\n    Example:\n\n    .. code-block:: python\n\n        @dataclass\n        class TestTensorDataclass(TensorDataclass):\n            a: torch.Tensor\n            b: torch.Tensor\n            c: torch.Tensor = None\n\n        # Create a new tensor dataclass with batch size of [2,3,4]\n        test = TestTensorDataclass(a=torch.ones((2, 3, 4, 2)), b=torch.ones((4, 3)))\n\n        test.shape  # [2, 3, 4]\n        test.a.shape  # [2, 3, 4, 2]\n        test.b.shape  # [2, 3, 4, 3]\n\n        test.reshape((6,4)).shape  # [6, 4]\n        test.flatten().shape  # [24,]\n\n        test[..., 0].shape  # [2, 3]\n        test[:, 0, :].shape  # [2, 4]\n    \"\"\"\n\n    _shape: tuple\n\n    # A mapping from field-name (str): n (int)\n    # Any field OR any key in a dictionary field with this name (field-name) and a corresponding\n    # torch.Tensor will be assumed to have n dimensions after the batch dims. These n final dimensions\n    # will remain the same shape when doing reshapes, broadcasting, etc on the tensordataclass\n    _field_custom_dimensions: Dict[str, int] = {}\n\n    def __post_init__(self) -> None:\n        \"\"\"Finishes setting up the TensorDataclass\n\n        This will 1) find the broadcasted shape and 2) broadcast all fields to this shape 3)\n        set _shape to be the broadcasted shape.\n        \"\"\"\n        if self._field_custom_dimensions is not None:\n            for k, v in self._field_custom_dimensions.items():\n                assert (\n                    isinstance(v, int) and v > 1\n                ), f\"Custom dimensions must be an integer greater than 1, since 1 is the default, received {k}: {v}\"\n\n        if not dataclasses.is_dataclass(self):\n            raise TypeError(\"TensorDataclass must be a dataclass\")\n\n        batch_shapes = self._get_dict_batch_shapes(\n            {f.name: self.__getattribute__(f.name) for f in dataclasses.fields(self)}\n        )\n        if len(batch_shapes) == 0:\n            raise ValueError(\"TensorDataclass must have at least one tensor\")\n        batch_shape = torch.broadcast_shapes(*batch_shapes)\n\n        broadcasted_fields = self._broadcast_dict_fields(\n            {f.name: self.__getattribute__(f.name) for f in dataclasses.fields(self)}, batch_shape\n        )\n        for f, v in broadcasted_fields.items():\n            self.__setattr__(f, v)\n\n        self.__setattr__(\"_shape\", batch_shape)\n\n    def _get_dict_batch_shapes(self, dict_: Dict) -> List:\n        \"\"\"Returns batch shapes of all tensors in a dictionary\n\n        Args:\n            dict_: The dictionary to get the batch shapes of.\n\n        Returns:\n            The batch shapes of all tensors in the dictionary.\n        \"\"\"\n        batch_shapes = []\n        for k, v in dict_.items():\n            if isinstance(v, torch.Tensor):\n                if isinstance(self._field_custom_dimensions, dict) and k in self._field_custom_dimensions:\n                    # pylint: disable=unsubscriptable-object\n                    batch_shapes.append(v.shape[: -self._field_custom_dimensions[k]])\n                else:\n                    batch_shapes.append(v.shape[:-1])\n            elif isinstance(v, TensorDataclass):\n                batch_shapes.append(v.shape)\n            elif isinstance(v, Dict):\n                batch_shapes.extend(self._get_dict_batch_shapes(v))\n        return batch_shapes\n\n    def _broadcast_dict_fields(self, dict_: Dict, batch_shape) -> Dict:\n        \"\"\"Broadcasts all tensors in a dictionary according to batch_shape\n\n        Args:\n            dict_: The dictionary to broadcast.\n\n        Returns:\n            The broadcasted dictionary.\n        \"\"\"\n        new_dict = {}\n        for k, v in dict_.items():\n            if isinstance(v, torch.Tensor):\n                # If custom dimension key, then we need to\n                if isinstance(self._field_custom_dimensions, dict) and k in self._field_custom_dimensions:\n                    # pylint: disable=unsubscriptable-object\n                    new_dict[k] = v.broadcast_to(\n                        (\n                            *batch_shape,\n                            *v.shape[-self._field_custom_dimensions[k] :],\n                        )\n                    )\n                else:\n                    new_dict[k] = v.broadcast_to((*batch_shape, v.shape[-1]))\n            elif isinstance(v, TensorDataclass):\n                new_dict[k] = v.broadcast_to(batch_shape)\n            elif isinstance(v, Dict):\n                new_dict[k] = self._broadcast_dict_fields(v, batch_shape)\n        return new_dict\n\n    def __getitem__(self: TensorDataclassT, indices) -> TensorDataclassT:\n        if isinstance(indices, (torch.Tensor)):\n            return self._apply_fn_to_fields(lambda x: x[indices])\n        if isinstance(indices, (int, slice, type(Ellipsis))):\n            indices = (indices,)\n        assert isinstance(indices, tuple)\n        tensor_fn = lambda x: x[indices + (slice(None),)]\n        dataclass_fn = lambda x: x[indices]\n\n        def custom_tensor_dims_fn(k, v):\n            custom_dims = self._field_custom_dimensions[k]  # pylint: disable=unsubscriptable-object\n            return v[indices + ((slice(None),) * custom_dims)]\n\n        return self._apply_fn_to_fields(tensor_fn, dataclass_fn, custom_tensor_dims_fn=custom_tensor_dims_fn)\n\n    def __setitem__(self, indices, value) -> NoReturn:\n        raise RuntimeError(\"Index assignment is not supported for TensorDataclass\")\n\n    def __len__(self) -> int:\n        if len(self._shape) == 0:\n            raise TypeError(\"len() of a 0-d tensor\")\n        return self.shape[0]\n\n    def __bool__(self) -> bool:\n        if len(self) == 0:\n            raise ValueError(\n                f\"The truth value of {self.__class__.__name__} when `len(x) == 0` \"\n                \"is ambiguous. Use `len(x)` or `x is not None`.\"\n            )\n        return True\n\n    @property\n    def shape(self) -> Tuple[int, ...]:\n        \"\"\"Returns the batch shape of the tensor dataclass.\"\"\"\n        return self._shape\n\n    @property\n    def size(self) -> int:\n        \"\"\"Returns the number of elements in the tensor dataclass batch dimension.\"\"\"\n        if len(self._shape) == 0:\n            return 1\n        return int(np.prod(self._shape))\n\n    @property\n    def ndim(self) -> int:\n        \"\"\"Returns the number of dimensions of the tensor dataclass.\"\"\"\n        return len(self._shape)\n\n    def reshape(self: TensorDataclassT, shape: Tuple[int, ...]) -> TensorDataclassT:\n        \"\"\"Returns a new TensorDataclass with the same data but with a new shape.\n\n        This should deepcopy as well.\n\n        Args:\n            shape: The new shape of the tensor dataclass.\n\n        Returns:\n            A new TensorDataclass with the same data but with a new shape.\n        \"\"\"\n        if isinstance(shape, int):\n            shape = (shape,)\n        tensor_fn = lambda x: x.reshape((*shape, x.shape[-1]))\n        dataclass_fn = lambda x: x.reshape(shape)\n\n        def custom_tensor_dims_fn(k, v):\n            custom_dims = self._field_custom_dimensions[k]  # pylint: disable=unsubscriptable-object\n            return v.reshape((*shape, *v.shape[-custom_dims:]))\n\n        return self._apply_fn_to_fields(tensor_fn, dataclass_fn, custom_tensor_dims_fn=custom_tensor_dims_fn)\n\n    def flatten(self: TensorDataclassT) -> TensorDataclassT:\n        \"\"\"Returns a new TensorDataclass with flattened batch dimensions\n\n        Returns:\n            TensorDataclass: A new TensorDataclass with the same data but with a new shape.\n        \"\"\"\n        return self.reshape((-1,))\n\n    def broadcast_to(self: TensorDataclassT, shape: Union[torch.Size, Tuple[int, ...]]) -> TensorDataclassT:\n        \"\"\"Returns a new TensorDataclass broadcast to new shape.\n\n        Changes to the original tensor dataclass should effect the returned tensor dataclass,\n        meaning it is NOT a deepcopy, and they are still linked.\n\n        Args:\n            shape: The new shape of the tensor dataclass.\n\n        Returns:\n            A new TensorDataclass with the same data but with a new shape.\n        \"\"\"\n\n        def custom_tensor_dims_fn(k, v):\n            custom_dims = self._field_custom_dimensions[k]  # pylint: disable=unsubscriptable-object\n            return v.broadcast_to((*shape, *v.shape[-custom_dims:]))\n\n        return self._apply_fn_to_fields(\n            lambda x: x.broadcast_to((*shape, x.shape[-1])), custom_tensor_dims_fn=custom_tensor_dims_fn\n        )\n\n    def to(self: TensorDataclassT, device) -> TensorDataclassT:\n        \"\"\"Returns a new TensorDataclass with the same data but on the specified device.\n\n        Args:\n            device: The device to place the tensor dataclass.\n\n        Returns:\n            A new TensorDataclass with the same data but on the specified device.\n        \"\"\"\n        return self._apply_fn_to_fields(lambda x: x.to(device))\n\n    def _apply_fn_to_fields(\n        self: TensorDataclassT,\n        fn: Callable,\n        dataclass_fn: Optional[Callable] = None,\n        custom_tensor_dims_fn: Optional[Callable] = None,\n    ) -> TensorDataclassT:\n        \"\"\"Applies a function to all fields of the tensor dataclass.\n\n        TODO: Someone needs to make a high level design choice for whether not not we want this\n        to apply the function to any fields in arbitray superclasses. This is an edge case until we\n        upgrade to python 3.10 and dataclasses can actually be subclassed with vanilla python and no\n        janking, but if people try to jank some subclasses that are grandchildren of TensorDataclass\n        (imagine if someone tries to subclass the RayBundle) this will matter even before upgrading\n        to 3.10 . Currently we aren't going to be able to work properly for grandchildren, but you\n        want to use self.__dict__ if you want to apply this to grandchildren instead of our dictionary\n        from dataclasses.fields(self) as we do below and in other places.\n\n        Args:\n            fn: The function to apply to tensor fields.\n            dataclass_fn: The function to apply to TensorDataclass fields.\n\n        Returns:\n            A new TensorDataclass with the same data but with a new shape.\n        \"\"\"\n\n        new_fields = self._apply_fn_to_dict(\n            {f.name: self.__getattribute__(f.name) for f in dataclasses.fields(self)},\n            fn,\n            dataclass_fn,\n            custom_tensor_dims_fn,\n        )\n\n        return dataclasses.replace(self, **new_fields)\n\n    def _apply_fn_to_dict(\n        self,\n        dict_: Dict,\n        fn: Callable,\n        dataclass_fn: Optional[Callable] = None,\n        custom_tensor_dims_fn: Optional[Callable] = None,\n    ) -> Dict:\n        \"\"\"A helper function for _apply_fn_to_fields, applying a function to all fields of dict_\n\n        Args:\n            dict_: The dictionary to apply the function to.\n            fn: The function to apply to tensor fields.\n            dataclass_fn: The function to apply to TensorDataclass fields.\n\n        Returns:\n            A new dictionary with the same data but with a new shape. Will deep copy\"\"\"\n\n        field_names = dict_.keys()\n        new_dict = {}\n        for f in field_names:\n            v = dict_[f]\n            if v is not None:\n                if isinstance(v, TensorDataclass) and dataclass_fn is not None:\n                    new_dict[f] = dataclass_fn(v)\n                # This is the case when we have a custom dimensions tensor\n                elif (\n                    isinstance(v, torch.Tensor)\n                    and isinstance(self._field_custom_dimensions, dict)\n                    and f in self._field_custom_dimensions\n                    and custom_tensor_dims_fn is not None\n                ):\n                    new_dict[f] = custom_tensor_dims_fn(f, v)\n                elif isinstance(v, (torch.Tensor, TensorDataclass)):\n                    new_dict[f] = fn(v)\n                elif isinstance(v, Dict):\n                    new_dict[f] = self._apply_fn_to_dict(v, fn, dataclass_fn)\n                else:\n                    new_dict[f] = deepcopy(v)\n\n        return new_dict\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/utils/vis_utils.py",
    "content": "\nimport cv2\nimport numpy as np\nimport torch\nfrom rich.console import Console\nfrom scipy.interpolate import interp1d\nfrom scipy.spatial.transform import Rotation, Slerp\n\nfrom nerfstudio.cameras.cameras import Cameras\n\nCONSOLE = Console(width=120)\n\n\ndef interpolate_trajectory(cameras: Cameras, num_views: int = 300):\n    \"\"\"calculate interpolate path\"\"\"\n\n    c2ws = np.stack(cameras.camera_to_worlds.cpu().numpy())\n\n    key_rots = Rotation.from_matrix(c2ws[:, :3, :3])\n    key_times = list(range(len(c2ws)))\n    slerp = Slerp(key_times, key_rots)\n    interp = interp1d(key_times, c2ws[:, :3, 3], axis=0)\n    \n    if num_views == -1:\n        render_c2ws = torch.from_numpy(c2ws)\n    else:\n        render_c2ws = []\n        for i in range(num_views):\n            time = float(i) / num_views * (len(c2ws) - 1)\n            cam_location = interp(time)\n            cam_rot = slerp(time).as_matrix()\n            c2w = np.eye(4)\n            c2w[:3, :3] = cam_rot\n            c2w[:3, 3] = cam_location\n            render_c2ws.append(c2w)\n        render_c2ws = torch.from_numpy(np.stack(render_c2ws, axis=0))\n\n    # use intrinsic of first camera\n    camera_path = Cameras(\n        fx=cameras[0].fx,\n        fy=cameras[0].fy,\n        cx=cameras[0].cx,\n        cy=cameras[0].cy,\n        height=cameras[0].height,\n        width=cameras[0].width,\n        camera_to_worlds=render_c2ws[:, :3, :4],\n        camera_type=cameras[0].camera_type,\n    )\n    return camera_path\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/utils/writer.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nGeneric Writer class\n\"\"\"\nfrom __future__ import annotations\n\nimport enum\nfrom abc import abstractmethod\nfrom pathlib import Path\nfrom time import time\nfrom typing import Any, Dict, List, Optional, Union\n\nimport torch\nimport wandb\nfrom rich.console import Console\nfrom torch.utils.tensorboard import SummaryWriter\nfrom torchtyping import TensorType\n\nfrom nerfstudio.configs import base_config as cfg\nfrom nerfstudio.utils.decorators import check_main_thread, decorate_all\nfrom nerfstudio.utils.printing import human_format\n\nCONSOLE = Console(width=120, soft_wrap=True)\nto8b = lambda x: (255 * torch.clamp(x, min=0, max=1)).to(torch.uint8)\nEVENT_WRITERS = []\nEVENT_STORAGE = []\nGLOBAL_BUFFER = {}\n\n\nclass EventName(enum.Enum):\n    \"\"\"Names of possible events that can be logged via Local Writer for convenience.\n    see config/logging/default_logging.yaml\"\"\"\n\n    ITER_TRAIN_TIME = \"Train Iter (time)\"\n    TOTAL_TRAIN_TIME = \"Train Total (time)\"\n    ITER_VIS_TIME = \"Viewer Rendering (time)\"\n    ETA = \"ETA (time)\"\n    TRAIN_RAYS_PER_SEC = \"Train Rays / Sec\"\n    TEST_RAYS_PER_SEC = \"Test Rays / Sec\"\n    VIS_RAYS_PER_SEC = \"Vis Rays / Sec\"\n    CURR_TEST_PSNR = \"Test PSNR\"\n\n\nclass EventType(enum.Enum):\n    \"\"\"Possible Event types and their associated write function\"\"\"\n\n    IMAGE = \"write_image\"\n    SCALAR = \"write_scalar\"\n    DICT = \"write_scalar_dict\"\n    CONFIG = \"write_config\"\n\n\n@check_main_thread\ndef put_image(name, image: TensorType[\"H\", \"W\", \"C\"], step: int):\n    \"\"\"Setter function to place images into the queue to be written out\n\n    Args:\n        image: image to write out\n        step: step associated with image\n    \"\"\"\n    if isinstance(name, EventName):\n        name = name.value\n\n    EVENT_STORAGE.append({\"name\": name, \"write_type\": EventType.IMAGE, \"event\": image.detach().cpu(), \"step\": step})\n\n\n@check_main_thread\ndef put_scalar(name: str, scalar: Any, step: int):\n    \"\"\"Setter function to place scalars into the queue to be written out\n\n    Args:\n        name: name of scalar\n        scalar: value\n        step: step associated with scalar\n    \"\"\"\n    if isinstance(name, EventName):\n        name = name.value\n\n    EVENT_STORAGE.append({\"name\": name, \"write_type\": EventType.SCALAR, \"event\": scalar, \"step\": step})\n\n\n@check_main_thread\ndef put_dict(name: str, scalar_dict: Dict[str, Any], step: int):\n    \"\"\"Setter function to place a dictionary of scalars into the queue to be written out\n\n    Args:\n        name: name of scalar dictionary\n        scalar_dict: values to write out\n        step: step associated with dict\n    \"\"\"\n    EVENT_STORAGE.append({\"name\": name, \"write_type\": EventType.DICT, \"event\": scalar_dict, \"step\": step})\n\n\n@check_main_thread\ndef put_config(name: str, config_dict: Dict[str, Any], step: int):\n    \"\"\"Setter function to place a dictionary of scalars into the queue to be written out\n\n    Args:\n        name: name of scalar dictionary\n        scalar_dict: values to write out\n        step: step associated with dict\n    \"\"\"\n    EVENT_STORAGE.append({\"name\": name, \"write_type\": EventType.CONFIG, \"event\": config_dict, \"step\": step})\n\n\n@check_main_thread\ndef put_time(name: str, duration: float, step: int, avg_over_steps: bool = True, update_eta: bool = False):\n    \"\"\"Setter function to place a time element into the queue to be written out.\n    Processes the time info according to the options.\n\n    Args:\n        name: name of time item\n        duration: value\n        step: step associated with value\n        avg_over_steps: if True, calculate and record a running average of the times\n        update_eta: if True, update the ETA. should only be set for the training iterations/s\n    \"\"\"\n    if isinstance(name, EventName):\n        name = name.value\n\n    if avg_over_steps:\n        GLOBAL_BUFFER[\"step\"] = step\n        curr_event = GLOBAL_BUFFER[\"events\"].get(name, {\"buffer\": [], \"avg\": 0})\n        curr_buffer = curr_event[\"buffer\"]\n        if len(curr_buffer) >= GLOBAL_BUFFER[\"max_buffer_size\"]:\n            curr_buffer.pop(0)\n        curr_buffer.append(duration)\n        curr_avg = sum(curr_buffer) / len(curr_buffer)\n        put_scalar(name, curr_avg, step)\n        GLOBAL_BUFFER[\"events\"][name] = {\"buffer\": curr_buffer, \"avg\": curr_avg}\n    else:\n        put_scalar(name, duration, step)\n\n    if update_eta:\n        ## NOTE: eta should be called with avg train iteration time\n        remain_iter = GLOBAL_BUFFER[\"max_iter\"] - step\n        remain_time = remain_iter * GLOBAL_BUFFER[\"events\"][name][\"avg\"]\n        put_scalar(EventName.ETA, remain_time, step)\n        GLOBAL_BUFFER[\"events\"][EventName.ETA.value] = _format_time(remain_time)\n\n\n@check_main_thread\ndef write_out_storage():\n    \"\"\"Function that writes all the events in storage to all the writer locations\"\"\"\n    for writer in EVENT_WRITERS:\n        if isinstance(writer, LocalWriter) and len(EVENT_STORAGE) > 0:\n            writer.write_stats_log(EVENT_STORAGE[0][\"step\"])\n            continue\n        for event in EVENT_STORAGE:\n            write_func = getattr(writer, event[\"write_type\"].value)\n            write_func(event[\"name\"], event[\"event\"], event[\"step\"])\n\n    EVENT_STORAGE.clear()\n\n\ndef setup_local_writer(config: cfg.LoggingConfig, max_iter: int, banner_messages: Optional[List[str]] = None) -> None:\n    \"\"\"Initialization of all event writers specified in config\n\n    Args:\n        config: configuration to instantiate loggers\n        max_iter: maximum number of train iterations\n        banner_messages: list of messages to always display at bottom of screen\n    \"\"\"\n    if config.local_writer.enable:\n        curr_writer = config.local_writer.setup(banner_messages=banner_messages)\n        EVENT_WRITERS.append(curr_writer)\n    else:\n        CONSOLE.log(\"disabled local writer\")\n\n    ## configure all the global buffer basic information\n    GLOBAL_BUFFER[\"max_iter\"] = max_iter\n    GLOBAL_BUFFER[\"max_buffer_size\"] = config.max_buffer_size\n    GLOBAL_BUFFER[\"steps_per_log\"] = config.steps_per_log\n    GLOBAL_BUFFER[\"events\"] = {}\n\n\n@check_main_thread\ndef setup_event_writer(config: cfg.Config, log_dir: Path) -> None:\n    \"\"\"Initialization of all event writers specified in config\n\n    Args:\n        config: configuration to instantiate loggers\n        max_iter: maximum number of train iterations\n        banner_messages: list of messages to always display at bottom of screen\n    \"\"\"\n    using_event_writer = False\n    if config.is_wandb_enabled():\n        curr_writer = WandbWriter(log_dir=log_dir, experiment_name=config.experiment_name)\n        EVENT_WRITERS.append(curr_writer)\n        using_event_writer = True\n    if config.is_tensorboard_enabled():\n        curr_writer = TensorboardWriter(log_dir=log_dir)\n        EVENT_WRITERS.append(curr_writer)\n        using_event_writer = True\n    if using_event_writer:\n        string = f\"logging events to: {log_dir}\"\n    else:\n        string = \"Disabled tensorboard/wandb event writers\"\n    CONSOLE.print(f\"[bold yellow]{string}\")\n\n\nclass Writer:\n    \"\"\"Writer class\"\"\"\n\n    @abstractmethod\n    def write_image(self, name: str, image: TensorType[\"H\", \"W\", \"C\"], step: int) -> None:\n        \"\"\"method to write out image\n\n        Args:\n            name: data identifier\n            image: rendered image to write\n            step: the time step to log\n        \"\"\"\n        raise NotImplementedError\n\n    @abstractmethod\n    def write_scalar(self, name: str, scalar: Union[float, torch.Tensor], step: int) -> None:\n        \"\"\"Required method to write a single scalar value to the logger\n\n        Args:\n            name: data identifier\n            scalar: value to write out\n            step: the time step to log\n        \"\"\"\n        raise NotImplementedError\n\n    @check_main_thread\n    def write_scalar_dict(self, name: str, scalar_dict: Dict[str, Any], step: int) -> None:\n        \"\"\"Function that writes out all scalars from a given dictionary to the logger\n\n        Args:\n            scalar_dict: dictionary containing all scalar values with key names and quantities\n            step: the time step to log\n        \"\"\"\n        for key, scalar in scalar_dict.items():\n            self.write_scalar(name + \"/\" + key, float(scalar), step)\n\n\nclass TimeWriter:\n    \"\"\"Timer context manager that calculates duration around wrapped functions\"\"\"\n\n    def __init__(self, writer, name, step=None, write=True):\n        self.writer = writer\n        self.name = name\n        self.step = step\n        self.write = write\n\n        self.start: float = 0.0\n        self.duration: float = 0.0\n\n    def __enter__(self):\n        torch.cuda.synchronize()\n        self.start = time()\n        return self\n\n    def __exit__(self, *args):\n        torch.cuda.synchronize()\n        self.duration = time() - self.start\n        update_step = self.step is not None\n        if self.write:\n            self.writer.put_time(\n                name=self.name,\n                duration=self.duration,\n                step=self.step if update_step else GLOBAL_BUFFER[\"max_iter\"],\n                avg_over_steps=update_step,\n                update_eta=self.name == EventName.ITER_TRAIN_TIME,\n            )\n\n\n@decorate_all([check_main_thread])\nclass WandbWriter(Writer):\n    \"\"\"WandDB Writer Class\"\"\"\n\n    def __init__(self, log_dir: Path, experiment_name: str):\n        wandb.init(project=\"sdfstudio\", name=experiment_name, dir=str(log_dir), reinit=True)\n\n    def write_image(self, name: str, image: TensorType[\"H\", \"W\", \"C\"], step: int) -> None:\n        image = torch.permute(image, (2, 0, 1))\n        wandb.log({name: wandb.Image(image)}, step=step)\n\n    def write_scalar(self, name: str, scalar: Union[float, torch.Tensor], step: int) -> None:\n        wandb.log({name: scalar}, step=step)\n\n    def write_config(self, name: str, config_dict: Dict[str, Any], step: int):\n        # pylint: disable=unused-argument\n        # pylint: disable=no-self-use\n        \"\"\"Function that writes out the config to wandb\n\n        Args:\n            config: config dictionary to write out\n        \"\"\"\n        wandb.config.update(config_dict)\n\n\n@decorate_all([check_main_thread])\nclass TensorboardWriter(Writer):\n    \"\"\"Tensorboard Writer Class\"\"\"\n\n    def __init__(self, log_dir: Path):\n        self.tb_writer = SummaryWriter(log_dir=log_dir)\n\n    def write_image(self, name: str, image: TensorType[\"H\", \"W\", \"C\"], step: int) -> None:\n        image = to8b(image)\n        self.tb_writer.add_image(name, image, step, dataformats=\"HWC\")\n\n    def write_scalar(self, name: str, scalar: Union[float, torch.Tensor], step: int) -> None:\n        self.tb_writer.add_scalar(name, scalar, step)\n\n    def write_config(self, name: str, config_dict: Dict[str, Any], step: int):  # pylint: disable=unused-argument\n        \"\"\"Function that writes out the config to tensorboard\n\n        Args:\n            config: config dictionary to write out\n        \"\"\"\n        self.tb_writer.add_text(\"config\", str(config_dict))\n\n\ndef _cursorup(x: int):\n    \"\"\"utility tool to move the cursor up on the terminal\n\n    Args:\n        x: amount of lines to move cursor upward\n    \"\"\"\n    print(f\"\\r\\033[{x}A\", end=\"\\x1b[1K\\r\")\n\n\ndef _format_time(seconds):\n    \"\"\"utility tool to format time in human readable form given seconds\"\"\"\n    ms = seconds % 1\n    ms = ms * 1e3\n    seconds = int(seconds)\n    days, seconds = divmod(seconds, 86400)\n    hours, seconds = divmod(seconds, 3600)\n    minutes, seconds = divmod(seconds, 60)\n    if days > 0:\n        return f\"{days} d, {hours} h, {minutes} m, {seconds} s\"\n    if hours > 0:\n        return f\"{hours} h, {minutes} m, {seconds} s\"\n    if minutes > 0:\n        return f\"{minutes} m, {seconds} s\"\n    if seconds > 0:\n        return f\"{seconds} s, {ms:0.3f} ms\"\n\n    return f\"{ms:0.3f} ms\"\n\n\n@decorate_all([check_main_thread])\nclass LocalWriter:\n    \"\"\"Local Writer Class\n    TODO: migrate to prettyprint\n\n    Args:\n        config: configuration to instatiate class\n        banner_messages: list of messages to always display at bottom of screen\n    \"\"\"\n\n    def __init__(self, config: cfg.LocalWriterConfig, banner_messages: Optional[List[str]] = None):\n        self.config = config\n        self.stats_to_track = [name.value for name in config.stats_to_track]\n        self.keys = set()\n        self.past_mssgs = [\"\", \"\"]\n        self.banner_len = 0 if banner_messages is None else len(banner_messages) + 1\n        if banner_messages:\n            self.past_mssgs.extend([\"-\" * 100])\n            self.past_mssgs.extend(banner_messages)\n        self.has_printed = False\n\n    def write_stats_log(self, step: int) -> None:\n        \"\"\"Function to write out scalars to terminal\n\n        Args:\n            step: current train step\n        \"\"\"\n        valid_step = step > 0 and step % GLOBAL_BUFFER[\"steps_per_log\"] == 0\n        if valid_step:\n            if not self.has_printed and self.config.max_log_size:\n                CONSOLE.log(\n                    f\"Printing max of {self.config.max_log_size} lines. \"\n                    \"Set flag çççç[yellow]--logging.local-writer.max-log-size=0[/yellow] \"\n                    \"to disable line wrapping.\"\n                )\n            latest_map, new_key = self._consolidate_events()\n            self._update_header(latest_map, new_key)\n            self._print_stats(latest_map)\n\n    def write_config(self, name: str, config_dict: Dict[str, Any], step: int):\n        \"\"\"Function that writes out the config to local\n\n        Args:\n            config: config dictionary to write out\n        \"\"\"\n        # TODO: implement this\n\n    def _consolidate_events(self):\n        latest_map = {}\n        new_key = False\n        for event in EVENT_STORAGE:\n            name = event[\"name\"]\n            if name not in self.keys:\n                self.keys.add(name)\n                new_key = True\n            latest_map[name] = event[\"event\"]\n        return latest_map, new_key\n\n    def _update_header(self, latest_map, new_key):\n        \"\"\"helper to handle the printing of the header labels\n\n        Args:\n            latest_map: the most recent dictionary of stats that have been recorded\n            new_key: indicator whether or not there is a new key added to logger\n        \"\"\"\n        full_log_cond = not self.config.max_log_size and GLOBAL_BUFFER[\"step\"] <= GLOBAL_BUFFER[\"steps_per_log\"]\n        capped_log_cond = self.config.max_log_size and (len(self.past_mssgs) - self.banner_len <= 2 or new_key)\n        if full_log_cond or capped_log_cond:\n            mssg = f\"{'Step (% Done)':<20}\"\n            for name, _ in latest_map.items():\n                if name in self.stats_to_track:\n                    mssg += f\"{name:<20} \"\n            self.past_mssgs[0] = mssg\n            self.past_mssgs[1] = \"-\" * len(mssg)\n            if full_log_cond or not self.has_printed:\n                print(mssg)\n                print(\"-\" * len(mssg))\n\n    def _print_stats(self, latest_map, padding=\" \"):\n        \"\"\"helper to print out the stats in a readable format\n\n        Args:\n            latest_map: the most recent dictionary of stats that have been recorded\n            padding: type of characters to print to pad open space\n        \"\"\"\n        step = GLOBAL_BUFFER[\"step\"]\n        fraction_done = step / GLOBAL_BUFFER[\"max_iter\"]\n        curr_mssg = f\"{step} ({fraction_done*100:.02f}%)\"\n        curr_mssg = f\"{curr_mssg:<20}\"\n        for name, v in latest_map.items():\n            if name in self.stats_to_track:\n                if \"(time)\" in name:\n                    v = _format_time(v)\n                elif \"Rays\" in name:\n                    v = human_format(v)\n                else:\n                    v = f\"{v:0.4f}\"\n                curr_mssg += f\"{v:<20} \"\n\n        # update the history buffer\n        if self.config.max_log_size:\n            if not self.has_printed:\n                cursor_idx = len(self.past_mssgs) - self.banner_len\n                self.has_printed = True\n            else:\n                cursor_idx = len(self.past_mssgs)\n            if len(self.past_mssgs[2:]) - self.banner_len >= self.config.max_log_size:\n                self.past_mssgs.pop(2)\n            self.past_mssgs.insert(len(self.past_mssgs) - self.banner_len, curr_mssg)\n            _cursorup(cursor_idx)\n\n            for i, mssg in enumerate(self.past_mssgs):\n                pad_len = len(max(self.past_mssgs, key=len))\n                style = \"\\x1b[6;30;42m\" if self.banner_len and i >= len(self.past_mssgs) - self.banner_len + 1 else \"\"\n                print(f\"{style}{mssg:{padding}<{pad_len}} \\x1b[0m\")\n        else:\n            print(curr_mssg)\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/__init__.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/.eslintrc.json",
    "content": "{\n  \"env\": {\n    \"browser\": true,\n    \"es2021\": true\n  },\n  \"extends\": [\n    \"eslint:recommended\",\n    \"plugin:react/recommended\",\n    \"airbnb\",\n    \"prettier\"\n  ],\n  \"parser\": \"@typescript-eslint/parser\",\n  \"parserOptions\": {\n    \"ecmaFeatures\": {\n      \"jsx\": true\n    },\n    \"ecmaVersion\": \"latest\",\n    \"sourceType\": \"module\"\n  },\n  \"plugins\": [\"react\", \"@typescript-eslint\", \"unused-imports\"],\n  \"rules\": {\n    \"arrow-body-style\": \"off\",\n    \"camelcase\": \"off\",\n    \"import/prefer-default-export\": \"off\",\n    \"no-alert\": \"off\",\n    \"no-console\": \"off\",\n    \"prefer-destructuring\": \"off\",\n    \"react/destructuring-assignment\": \"off\",\n    \"react/prop-types\": 0,\n    \"unused-imports/no-unused-imports-ts\": 2\n  }\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/.gitignore",
    "content": ".idea/\n.vscode/\nnode_modules/\nbuild/\n.DS_Store\n*.tgz\nmy-app*\ntemplate/src/__tests__/__snapshots__/\nlerna-debug.log\nnpm-debug.log*\nyarn-debug.log*\nyarn-error.log*\n/.changelog\n.npm/"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/package.json",
    "content": "{\n  \"name\": \"viewer\",\n  \"homepage\": \".\",\n  \"version\": \"22-12-02-0\",\n  \"private\": true,\n  \"dependencies\": {\n    \"@emotion/react\": \"^11.10.4\",\n    \"@emotion/styled\": \"^11.10.4\",\n    \"@mui/icons-material\": \"^5.10.3\",\n    \"@mui/lab\": \"^5.0.0-alpha.98\",\n    \"@mui/material\": \"^5.10.3\",\n    \"@mui/system\": \"^5.10.6\",\n    \"@mui/x-date-pickers\": \"^5.0.0\",\n    \"@reduxjs/toolkit\": \"^1.8.3\",\n    \"@testing-library/jest-dom\": \"^5.16.4\",\n    \"@testing-library/react\": \"^13.3.0\",\n    \"@testing-library/user-event\": \"^14.2.0\",\n    \"camera-controls\": \"^1.37.2\",\n    \"classnames\": \"^2.3.1\",\n    \"dat.gui\": \"^0.7.9\",\n    \"dayjs\": \"^1.11.5\",\n    \"eslint-config-prettier\": \"^8.5.0\",\n    \"eslint-plugin-unused-imports\": \"^2.0.0\",\n    \"leva\": \"^0.9.29\",\n    \"meshline\": \"^2.0.4\",\n    \"msgpack-lite\": \"^0.1.26\",\n    \"prop-types\": \"^15.8.1\",\n    \"re-resizable\": \"^6.9.9\",\n    \"react\": \"^18.1.0\",\n    \"react-dom\": \"^18.1.0\",\n    \"react-icons\": \"^4.4.0\",\n    \"react-pro-sidebar\": \"^0.7.1\",\n    \"react-redux\": \"^8.0.2\",\n    \"redux\": \"^4.2.0\",\n    \"sass\": \"^1.54.8\",\n    \"socket.io-client\": \"^4.5.1\",\n    \"three\": \"^0.142.0\",\n    \"three-wtm\": \"^1.0\",\n    \"websocket\": \"^1.0.34\",\n    \"wwobjloader2\": \"^4.0\"\n  },\n  \"scripts\": {\n    \"start\": \"react-scripts start\",\n    \"build\": \"react-scripts build\",\n    \"test\": \"react-scripts test\",\n    \"eject\": \"react-scripts eject\",\n    \"electron\": \"electron .\",\n    \"lint\": \"eslint --ext .js,.jsx .\",\n    \"lint:fix\": \"eslint --fix --ext .js,.jsx .\"\n  },\n  \"eslintConfig\": {\n    \"extends\": \"react-app\"\n  },\n  \"browserslist\": {\n    \"production\": [\n      \">0.2%\",\n      \"not dead\",\n      \"not op_mini all\"\n    ],\n    \"development\": [\n      \"last 1 chrome version\",\n      \"last 1 firefox version\",\n      \"last 1 safari version\"\n    ]\n  },\n  \"main\": \"public/electron.js\",\n  \"author\": \"\",\n  \"license\": \"ISC\",\n  \"description\": \"\",\n  \"devDependencies\": {\n    \"concurrently\": \"^7.2.1\",\n    \"eslint\": \"^8.2.0\",\n    \"eslint-config-airbnb\": \"19.0.4\",\n    \"eslint-plugin-import\": \"^2.25.3\",\n    \"eslint-plugin-jsx-a11y\": \"^6.5.1\",\n    \"eslint-plugin-react\": \"^7.28.0\",\n    \"eslint-plugin-react-hooks\": \"^4.3.0\",\n    \"prettier\": \"2.7.1\",\n    \"react-scripts\": \"^5.0.1\",\n    \"typescript\": \"^4.7.3\",\n    \"wait-on\": \"^6.0.1\"\n  },\n  \"resolutions\": {\n    \"nth-check\": \"^2.0.1\"\n  }\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/public/electron.js",
    "content": "const path = require('path');\n\nconst { app, BrowserWindow } = require('electron');\nconst isDev = require('electron-is-dev');\n\nfunction createWindow() {\n  // Create the browser window.\n  const win = new BrowserWindow({\n    width: 800,\n    height: 600,\n    webPreferences: {\n      nodeIntegration: true,\n    },\n  });\n\n  // and load the index.html of the app.\n  // win.loadFile(\"index.html\");\n  win.loadURL(\n    isDev\n      ? 'http://localhost:3000'\n      : `file://${path.join(__dirname, '../build/index.html')}`,\n  );\n  // Open the DevTools.\n  if (isDev) {\n    win.webContents.openDevTools({ mode: 'detach' });\n  }\n}\n\n// This method will be called when Electron has finished\n// initialization and is ready to create browser windows.\n// Some APIs can only be used after this event occurs.\napp.whenReady().then(createWindow);\n\n// Quit when all windows are closed, except on macOS. There, it's common\n// for applications and their menu bar to stay active until the user quits\n// explicitly with Cmd + Q.\napp.on('window-all-closed', () => {\n  if (process.platform !== 'darwin') {\n    app.quit();\n  }\n});\n\napp.on('activate', () => {\n  if (BrowserWindow.getAllWindows().length === 0) {\n    createWindow();\n  }\n});\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/public/index.html",
    "content": "<!DOCTYPE html>\n<html lang=\"en\">\n  <head>\n    <!-- Google tag (gtag.js) -->\n    <script\n      async\n      src=\"https://www.googletagmanager.com/gtag/js?id=G-ZSFJZK8LVS\"\n    ></script>\n    <script>\n      window.dataLayer = window.dataLayer || [];\n      function gtag() {\n        dataLayer.push(arguments);\n      }\n      gtag('js', new Date());\n\n      gtag('config', 'G-ZSFJZK8LVS');\n    </script>\n    <meta charset=\"utf-8\" />\n    <link rel=\"icon\" href=\"%PUBLIC_URL%/favicon.png\" />\n    <meta name=\"viewport\" content=\"width=device-width, initial-scale=1\" />\n    <meta name=\"theme-color\" content=\"#000000\" />\n    <meta\n      name=\"description\"\n      content=\"Web site created using create-react-app\"\n    />\n    <link rel=\"apple-touch-icon\" href=\"%PUBLIC_URL%/logo192.png\" />\n    <!--\n      manifest.json provides metadata used when your web app is installed on a\n      user's mobile device or desktop. See https://developers.google.com/web/fundamentals/web-app-manifest/\n    -->\n    <link rel=\"manifest\" href=\"%PUBLIC_URL%/manifest.json\" />\n    <!--\n      Notice the use of %PUBLIC_URL% in the tags above.\n      It will be replaced with the URL of the `public` folder during the build.\n      Only files inside the `public` folder can be referenced from the HTML.\n\n      Unlike \"/favicon.ico\" or \"favicon.ico\", \"%PUBLIC_URL%/favicon.ico\" will\n      work correctly both with client-side routing and a non-root public URL.\n      Learn how to configure a non-root public URL by running `npm run build`.\n    -->\n    <title>nerfstudio</title>\n    <meta\n      name=\"description\"\n      content=\"At the Hub, you can visualize training,\n    interact with your NeRF, and easily create your ideal 3D video.\"\n    />\n    <meta property=\"og:title\" content=\"nerfstudio\" />\n    <meta\n      property=\"og:description\"\n      content=\"At the Hub, you can visualize training,\n      interact with your NeRF, and easily render videos.\"\n    />\n    <meta\n      property=\"og:image\"\n      content=\"https://assets.nerf.studio/opg.png\"\n      alt=\"nerfstudio\"\n    />\n    <meta name=\"twitter:card\" content=\"summary_large_image\" />\n    <meta name=\"twitter:site\" content=\"@nerfstudioteam\" />\n    <meta name=\"twitter:title\" content=\"Nerfstudio Viewer\" />\n    <meta name=\"twitter:image\" content=\"https://assets.nerf.studio/opg.png\" />\n  </head>\n\n  <body>\n    <noscript>You need to enable JavaScript to run this app.</noscript>\n    <div id=\"root\"></div>\n    <!--\n      This HTML file is a template.\n      If you open it directly in the browser, you will see an empty page.\n\n      You can add webfonts, meta tags, or analytics to this file.\n      The build step will place the bundled scripts into the <body> tag.\n\n      To begin the development, run `npm start` or `yarn start`.\n      To create a production bundle, use `npm run build` or `yarn build`.\n    -->\n  </body>\n</html>\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/public/manifest.json",
    "content": "{\n  \"short_name\": \"nerfstudio viewer\",\n  \"name\": \"Interactive NeRF viewer\",\n  \"start_url\": \".\",\n  \"display\": \"standalone\",\n  \"theme_color\": \"#000000\",\n  \"background_color\": \"#ffffff\"\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/public/robots.txt",
    "content": "# https://www.robotstxt.org/robotstxt.html\nUser-agent: *\nDisallow:\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/requirements.txt",
    "content": "tyro>=0.3.22\nsshconf==0.2.5\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/run_deploy.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nCode for deploying the built viewer folder to a server and handing versioning.\nWe use the library sshconf (https://github.com/sorend/sshconf) for working with the ssh config file.\n\"\"\"\nimport json\nimport os\nimport subprocess\nfrom os.path import expanduser\nfrom pathlib import Path\nfrom typing import Optional\n\nimport tyro\nfrom sshconf import empty_ssh_config_file, read_ssh_config\n\n\ndef run_cmd(cmd: str):\n    \"\"\"Run a command in the terminal.\"\"\"\n    print(\"cmd:\", cmd)\n    print(\"output:\")\n    subprocess.Popen(cmd, shell=True).wait()\n\n\ndef main(\n    branch_name: str = \"\",\n    ssh_key_string: Optional[str] = None,\n    ssh_key_filename: str = \" ~/.ssh/github_actions_user_key_filename\",\n    hostname_or_ip_address: str = \"34.102.68.79\",\n    local_folder: str = \"/home/eweb0124/build\",\n    remote_folder: str = \"/home/eweb0124/viewer\",\n    host: str = \"viewer_deploy_host\",\n    user: str = \"eweb0124\",\n    package_json_filename: str = \"package.json\",\n    increment_version: str = \"False\",\n):\n    \"\"\"Copy a local folder to a remote machine and handle versioning.\n\n    Args:\n        ssh_key: The private ssh key needed to ssh.\n        hostname_or_ip_address: The hostname or ip_address of the remote machine.\n    \"\"\"\n\n    print()\n    print(\"branch_name\", branch_name)\n    print(\"ssh_key_string\", ssh_key_string)\n    print(\"ssh_key_filename\", ssh_key_filename)\n    print(\"hostname_or_ip_address\", hostname_or_ip_address)\n    print(\"local_folder\", local_folder)\n    print(\"remote_folder\", remote_folder)\n    print(\"host\", host)\n    print(\"user\", user)\n    print(\"package_json_filename\", package_json_filename)\n    print(\"increment_version\", increment_version)\n    print()\n\n    # save the ssh key to a file\n    run_cmd(\"mkdir ~/.ssh\")\n    if ssh_key_string:\n        run_cmd(f\"\"\"rm -f {ssh_key_filename}\"\"\")\n        run_cmd(f\"\"\"echo \"{ssh_key_string}\" >> {ssh_key_filename}\"\"\")\n        run_cmd(f\"chmod 400 {ssh_key_filename}\")\n\n    # setup the config in ~/.ssh/config\n    config_filename = expanduser(\"~/.ssh/config\")\n    Path(config_filename).parent.mkdir(exist_ok=True)\n    try:\n        config = read_ssh_config(config_filename)\n    except FileNotFoundError:\n        config = empty_ssh_config_file()\n        config.write(config_filename)\n        config = read_ssh_config(config_filename)\n\n    # add the host if it doesn't exist\n    if not config.host(host):\n        config.add(host)\n\n    config.set(\n        host,\n        Hostname=hostname_or_ip_address,\n        User=user,\n        IdentityFile=ssh_key_filename,\n        StrictHostKeyChecking=\"No\",\n    )\n\n    # show that the config is correct\n    run_cmd(\"cat ~/.ssh/config\")\n\n    # save the config file\n    config.save()\n\n    # get the version\n    with open(package_json_filename, \"r\", encoding=\"utf-8\") as f:\n        package_json = json.load(f)\n\n    # TODO: add logic to increment the version number\n    if increment_version == \"True\":\n        raise NotImplementedError()\n    else:\n        version = package_json[\"version\"]\n\n    print(f\"\\nusing version: {version}\")\n\n    # write to the /home/eweb0124/build folder\n    run_cmd(f\"\"\"ssh {host} 'rm -rf /home/eweb0124/build'\"\"\")\n    run_cmd(f\"\"\"scp -r {local_folder} {host}:/home/eweb0124/build\"\"\")\n\n    # update the symlink of latest\n    if branch_name == \"main\":\n\n        # move the build folder to the correct location\n        run_cmd(f\"\"\"ssh {host} 'rm -rf {remote_folder}/{version}'\"\"\")\n        run_cmd(f\"\"\"ssh {host} 'cp -R /home/eweb0124/build {remote_folder}/{version}'\"\"\")\n\n        run_cmd(f\"\"\"ssh {host} 'rm {remote_folder}/latest'\"\"\")\n        run_cmd(f\"\"\"ssh {host} 'ln -s {remote_folder}/{version} {remote_folder}/latest'\"\"\")\n\n    # otherwise just move to some branch folder\n    else:\n        updated_branch_name = branch_name.replace(\"/\", \"-\")\n        run_cmd(f\"\"\"ssh {host} 'rm -rf {remote_folder}/branch/{updated_branch_name}'\"\"\")\n        run_cmd(f\"\"\"ssh {host} 'cp -R /home/eweb0124/build {remote_folder}/branch/{updated_branch_name}'\"\"\")\n\n\nif __name__ == \"__main__\":\n    tyro.extras.set_accent_color(\"bright_yellow\")\n    tyro.cli(main)\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/App.jsx",
    "content": "import { CssBaseline, ThemeProvider } from '@mui/material';\nimport React from 'react';\nimport {\n  SceneTreeWebSocketListener,\n  get_scene_tree,\n} from './modules/Scene/Scene';\n\nimport Banner from './modules/Banner';\nimport { BasicTabs } from './modules/SidePanel/SidePanel';\nimport ViewerWindow from './modules/ViewerWindow/ViewerWindow';\nimport { appTheme } from './themes/theme.ts';\n\nexport default function App() {\n  // The scene tree won't rerender but it will listen to changes\n  // from the redux store and draw three.js objects.\n  // In particular, it listens to changes to 'sceneState' coming over the websocket.\n  const sceneTree = get_scene_tree();\n\n  return (\n    <ThemeProvider theme={appTheme}>\n      <CssBaseline enableColorScheme />\n      <div className=\"App\">\n        {/* Listens for websocket 'write' messages and updates the redux store. */}\n        <SceneTreeWebSocketListener />\n        {/* The banner at the top of the page. */}\n        <Banner />\n        <div className=\"App-body\">\n          {/* Order matters here. The viewer window must be rendered first. */}\n          <ViewerWindow sceneTree={sceneTree} />\n          <div className=\"SidePanel\">\n            <BasicTabs sceneTree={sceneTree} />\n          </div>\n        </div>\n      </div>\n    </ThemeProvider>\n  );\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/SceneNode.js",
    "content": "/* eslint-disable no-underscore-dangle */\n/* eslint-disable no-restricted-syntax */\nimport * as THREE from 'three';\n\nfunction dispose(object) {\n  if (!object) {\n    return;\n  }\n  if (object.geometry) {\n    object.geometry.dispose();\n  }\n  if (object.material) {\n    if (Array.isArray(object.material)) {\n      for (const material of object.material) {\n        if (material.map) {\n          material.map.dispose();\n        }\n        material.dispose();\n      }\n    } else {\n      if (object.material.map) {\n        object.material.map.dispose();\n      }\n      object.material.dispose();\n    }\n  }\n}\n\nexport default class SceneNode {\n  constructor(object, scene_state) {\n    this.metadata = {}; // relevant metadata for the object\n    this.object = object; // three.js objects\n    this.children = {};\n    this.scene_state = scene_state;\n    for (const c of this.object.children) {\n      this.add_child(c);\n    }\n  }\n\n  get_scene_state() {\n    return this.scene_state;\n  }\n\n  add_child(object) {\n    const node = new SceneNode(object);\n    this.children[object.name] = node;\n    return node;\n  }\n\n  create_child(name) {\n    const obj = new THREE.Group();\n    obj.name = name;\n    this.object.add(obj);\n    return this.add_child(obj);\n  }\n\n  find(path) {\n    if (path.length === 0) {\n      return this;\n    }\n    const name = path[0];\n    let child = this.children[name];\n    if (child === undefined) {\n      child = this.create_child(name);\n    }\n    return child.find(path.slice(1));\n  }\n\n  find_object(path) {\n    return this.find(path.concat(['<object>'])).object;\n  }\n\n  find_no_create(path) {\n    if (path.length === 0) {\n      return this;\n    }\n    const name = path[0];\n    const child = this.children[name];\n    if (child === undefined) {\n      return null;\n    }\n    return child.find(path.slice(1));\n  }\n\n  find_object_no_create(path) {\n    return this.find_no_create(path.concat(['<object>'])).object;\n  }\n\n  set_property(property, value) {\n    if (property === 'position') {\n      this.object.position.set(value[0], value[1], value[2]);\n    } else if (property === 'quaternion') {\n      this.object.quaternion.set(value[0], value[1], value[2], value[3]);\n    } else if (property === 'scale') {\n      this.object.scale.set(value[0], value[1], value[2]);\n    } else {\n      this.object[property] = value;\n    }\n    this.vis_controller.updateDisplay();\n  }\n\n  set_transform(matrix) {\n    const mat = new THREE.Matrix4();\n    mat.fromArray(matrix);\n    mat.decompose(\n      this.object.position,\n      this.object.quaternion,\n      this.object.scale,\n    );\n  }\n\n  set_object_from_path(path, object) {\n    this.find(path.concat(['<object>'])).set_object(object);\n  }\n\n  set_object(object) {\n    const parent = this.object.parent;\n    this.dispose_recursive();\n    this.object.parent.remove(this.object);\n    this.object = object;\n    parent.add(object);\n  }\n\n  dispose_recursive() {\n    for (const name of Object.keys(this.children)) {\n      this.children[name].dispose_recursive();\n    }\n    dispose(this.object);\n  }\n\n  delete(path) {\n    if (path.length === 0) {\n      console.error(\"Can't delete an empty path.\");\n    } else {\n      const parent = this.find(path.slice(0, path.length - 1));\n      const name = path[path.length - 1];\n      const child = parent.children[name];\n      if (child !== undefined) {\n        child.dispose_recursive();\n        parent.object.remove(child.object);\n        delete parent.children[name];\n      }\n    }\n  }\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/index.jsx",
    "content": "import './index.scss';\nimport React from 'react';\nimport ReactDOM from 'react-dom';\nimport { Provider } from 'react-redux';\nimport App from './App';\nimport WebSocketProvider from './modules/WebSocket/WebSocket';\nimport store from './store';\n\nconst root = ReactDOM.createRoot(document.getElementById('root'));\nroot.render(\n  <Provider store={store}>\n    <WebSocketProvider>\n      <App />\n    </WebSocketProvider>\n  </Provider>,\n);\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/index.scss",
    "content": "body {\n  margin: 0;\n  font-family: -apple-system, BlinkMacSystemFont, 'Segoe UI', 'Roboto', 'Oxygen',\n    'Ubuntu', 'Cantarell', 'Fira Sans', 'Droid Sans', 'Helvetica Neue',\n    sans-serif;\n  -webkit-font-smoothing: antialiased;\n  -moz-osx-font-smoothing: grayscale;\n  height: 100%;\n  overflow: hidden;\n}\n\ncode {\n  font-family: source-code-pro, Menlo, Monaco, Consolas, 'Courier New',\n    monospace;\n}\n\n.App {\n  position: relative;\n  height: 100vh;\n}\n\n$base-color1: #292d39;\n$base-color2: #222831;\n$base-color3: #393e46;\n$accent-color1: #db5200;\n$accent-color2: #ff8600;\n$accent-color3: #ffd369;\n$highlight-color1: #606980;\n$highlight-color2: #eeeeee;\n$highlight-color3: #ffffff;\n\n.banner {\n  position: absolute;\n  top: 0;\n  left: 0;\n  right: 0;\n  height: 50px;\n  width: 100%;\n  z-index: 1000;\n  background-color: $base-color2;\n\n  .banner-button {\n    margin: 10px;\n    float: left;\n  }\n\n  .banner-logo {\n    margin: 10px;\n    margin-right: 120px;\n    float: right;\n  }\n}\n\n.App-body {\n  position: absolute;\n  top: 50px;\n  left: 0;\n  right: 0;\n  bottom: 0;\n}\n\n$SidePanel-width: 400px;\n$custom-border: solid 1px $base-color1;\n\n.SidePanel {\n  position: absolute;\n  background-color: $base-color2;\n  color: $highlight-color2;\n  top: 0;\n  width: $SidePanel-width;\n  right: 0;\n  bottom: 0;\n  border: $custom-border;\n  z-index: 999;\n  text-align: center;\n  overflow-y: scroll;\n}\n\n.Leva-container > div {\n  position: relative;\n  margin: auto;\n  width: 100%;\n  padding: 10px;\n}\n\n.simple-tabpanel-0 {\n  padding: 100px;\n}\n\n.Scene-container {\n  height: 500px;\n}\n\n// Your variable overrides\n$sidebar-color: $accent-color3 !default;\n$sidebar-width: 100% !default;\n@import '~react-pro-sidebar/dist/scss/styles.scss';\n\n// Scrollbar\n\n/* width */\n::-webkit-scrollbar {\n  width: 8px;\n  height: 6px;\n}\n\n/* Track */\n::-webkit-scrollbar-track {\n  background: #454651;\n}\n\n/* Handle */\n::-webkit-scrollbar-thumb {\n  background: $accent-color3;\n}\n\n/* Handle on hover */\n::-webkit-scrollbar-thumb:hover {\n  background: $highlight-color2;\n}\n\n// ------------------------------------\n// Status Panel styling\n.StatusPanel {\n  display: block;\n  background-color: $base-color1;\n  // height: 170px;\n}\n\n.StatusPanel .StatusPanel-play-button {\n  width: 100%;\n  padding: 10px;\n}\n\n.StatusPanel .StatusPanel-button-group {\n  margin: 10px;\n}\n\n.StatusPanel .StatusPanel-hide-scene-button {\n  margin: 12px;\n}\n\n.StatusPanel .WebSocketUrlField {\n  // display: block;\n  // float: left;\n  margin: 10px;\n}\n\n.StatusPanel-metrics {\n  background-color: $base-color2;\n  margin: 5px;\n  padding: 10px;\n}\n\n.StatusPanel-metrics div {\n  position: relative;\n  font-size: 14px;\n  display: block;\n  text-align: left;\n  margin-top: 3px;\n  margin-left: 5px;\n}\n\n// ------------------------------------\n// Landing Modal styling\n\n.LandingModal-box {\n  position: absolute;\n  top: 50%;\n  left: 50%;\n  transform: translate(-50%, -50%);\n  width: 600px; // 400\n  background-color: $base-color2;\n  border: 2px solid #000;\n  //   box-shadow: 24px 24px;\n  padding: 32px;\n  overflow-y: auto;\n  height: auto;\n  max-height: 90%;\n}\n\n.LandingModal-box .WebSocketUrlField {\n  width: 100%;\n}\n\n.LandingModal-box .LandingModal-button {\n  margin: 3px;\n}\n\n// ------------------------------------\n// Viewport Controls Modal styling\n\n.ViewportConstrolsModal-box {\n  position: absolute;\n  top: 50%;\n  left: 50%;\n  transform: translate(-50%, -50%);\n  width: 800px; // 400\n  background-color: $base-color2;\n  border: 2px solid #000;\n  //   box-shadow: 24px 24px;\n  padding: 32px;\n  overflow-y: auto;\n  height: auto;\n}\n\n// ------------------------------------\n// Render Modal styling\n\n.RenderModal-box {\n  position: absolute;\n  top: 50%;\n  left: 50%;\n  transform: translate(-50%, -50%);\n  width: 600px; // 400\n  background-color: $base-color2;\n  border: 2px solid #000;\n  //   box-shadow: 24px 24px;\n  padding: 32px;\n}\n\n.RenderModal-code {\n  padding: 10px;\n  background-color: $base-color3;\n  overflow-x: scroll;\n  font-family: monospace;\n  white-space: pre;\n  margin-top: 16px;\n}\n\n.RenderModal-inline-code {\n  font-size: 0.9rem;\n  color: $accent-color3;\n}\n\n.RenderModal-box .RenderModal-button {\n  width: 50%;\n  padding: 5px;\n  margin-top: 20px;\n}\n\n// ------------------------------------\n// Camera Pane\n\n.CameraPanel {\n}\n\n.CameraPanel-top-button {\n  display: inline-block;\n  margin: 4px;\n  margin-top: 8px;\n}\n\n.CameraPanel-render-button {\n  display: inline-block;\n  width: 70%;\n  margin: 4px;\n  margin-top: 8px;\n}\n\n.CameraPanel-slider-container {\n  margin-left: auto;\n  margin-right: auto;\n  width: 70%;\n}\n\n.CameraPanel-slider-button-container {\n  margin-bottom: 10px;\n\n  button {\n    margin: 4px;\n  }\n}\n\n.CameraList-container {\n  position: relative;\n  padding: 2px;\n}\n\n.CameraList-row {\n  background: $base-color1;\n  padding: 4px;\n  border: solid 1px $highlight-color1;\n  text-align: left;\n}\n\n.CameraList-row-buttons {\n  display: inline-block;\n  float: right;\n}\n\n.CameraList-row-time-interval > div {\n  display: inline-block;\n  text-align: center;\n  margin: 10px;\n  width: 100px;\n}\n\n.CameraList-row-animation-properties > div {\n  display: inline-block;\n  text-align: center;\n  margin: 10px;\n  width: 100px;\n}\n\n// ------------------------------------\n// Viewer Window\n\n.canvas-container-main,\n.WebRTCVideo,\n.ViewerWindow-render-crop-container {\n  position: absolute;\n  top: 0px;\n  right: $SidePanel-width;\n  bottom: 0px;\n  left: 0px;\n  border: $custom-border;\n}\n\n.WebRTCVideo {\n  z-index: 1;\n}\n\n.ViewerWindow-render-crop-container {\n  z-index: 2;\n  display: flex;\n  justify-content: center;\n  align-items: center;\n}\n\n.canvas-container-main {\n  z-index: 3;\n}\n\n.WebRTCVideo-video {\n  width: 100%;\n  height: 100%;\n  object-fit: fill;\n}\n\n.ViewerWindow-render-crop {\n  display: flex;\n  box-shadow: rgb(0 0 0 / 70%) 0px 0px 0px 1600px;\n  z-index: 1;\n  vertical-align: middle;\n}\n\n$viewer_button_size: 50px;\n\n.ViewerWindow-camera-toggle {\n  position: absolute;\n  margin: auto;\n  text-align: center;\n  margin-top: 10px;\n  z-index: 1000;\n  left: 0;\n  right: 0;\n}\n\n.ViewerWindow-buttons {\n  position: absolute;\n  margin: 10px;\n  top: 0px;\n  right: $SidePanel-width;\n  z-index: 1000;\n  width: $viewer_button_size;\n}\n\n.ViewerWindow-iconbutton {\n  margin-top: 5px;\n}\n\n// ------------------------------------\n// Export panel styling\n\n.ExportModal-code {\n  padding: 10px;\n  background-color: $base-color3;\n  overflow-x: scroll;\n  font-family: monospace;\n  white-space: pre;\n  margin-top: 16px;\n  font-size: 0.9em;\n}\n\n.ExportModal-text {\n  text-align: left;\n  margin-top: 20px;\n  font-size: 0.9em;\n}\n\n.ExportModal-button {\n  // margin: 15px;\n  padding: 20px;\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/Banner/Banner.jsx",
    "content": "import React from 'react';\nimport { useDispatch } from 'react-redux';\n\nimport Button from '@mui/material/Button';\nimport GitHubIcon from '@mui/icons-material/GitHub';\nimport DescriptionRoundedIcon from '@mui/icons-material/DescriptionRounded';\nimport LandingModal from '../LandingModal';\nimport ViewportControlsModal from '../ViewportControlsModal';\n\nfunction getParam(param_name) {\n  // https://stackoverflow.com/questions/831030/how-to-get-get-request-parameters-in-javascript\n  const params = new RegExp(\n    `[?&]${encodeURIComponent(param_name)}=([^&]*)`,\n  ).exec(window.location.href);\n  if (params === null) {\n    return undefined;\n  }\n  return decodeURIComponent(params[1]);\n}\n\nexport default function Banner() {\n  const dispatch = useDispatch();\n\n  let open_modal = true;\n\n  // possibly set the websocket url\n  const websocket_url_from_argument = getParam('websocket_url');\n  if (websocket_url_from_argument !== undefined) {\n    open_modal = false;\n    dispatch({\n      type: 'write',\n      path: 'websocketState/websocket_url',\n      data: websocket_url_from_argument,\n    });\n  }\n\n  return (\n    <div className=\"banner\">\n      <LandingModal initial_state={open_modal} />\n      <Button // button with view in ar icon\n        className=\"banner-button\"\n        variant=\"outlined\"\n        startIcon={<GitHubIcon />}\n        target=\"_blank\"\n        href=\"https://github.com/nerfstudio-project/nerfstudio\"\n        size=\"small\"\n      >\n        Github\n      </Button>\n      <Button // button with view in ar icon\n        className=\"banner-button\"\n        variant=\"outlined\"\n        startIcon={<DescriptionRoundedIcon />}\n        target=\"_blank\"\n        href=\"https://docs.nerf.studio\"\n        size=\"small\"\n      >\n        Documentation\n      </Button>\n      <ViewportControlsModal />\n\n      <div className=\"banner-logo\">\n        <img\n          style={{ height: 30, margin: 'auto' }}\n          src=\"https://docs.nerf.studio/en/latest/_images/logo-dark.png\"\n          alt=\"The favicon.\"\n        />\n      </div>\n    </div>\n  );\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/Banner/index.jsx",
    "content": "import Banner from './Banner';\n\nexport default Banner;\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/ConfigPanel/ConfigPanel.jsx",
    "content": "import { buttonGroup, useControls } from 'leva';\nimport { useContext, useEffect, useState } from 'react';\nimport { useDispatch, useSelector } from 'react-redux';\n\nimport { WebSocketContext } from '../WebSocket/WebSocket';\n\nconst msgpack = require('msgpack-lite');\n\nexport function RenderControls() {\n  // connection status indicators\n  const websocket = useContext(WebSocketContext).socket;\n  const outputOptions = useSelector(\n    (state) => state.renderingState.output_options,\n  );\n  const outputChoice = useSelector(\n    (state) => state.renderingState.output_choice,\n  );\n  const colormapOptions = useSelector(\n    (state) => state.renderingState.colormap_options,\n  );\n  const colormapChoice = useSelector(\n    (state) => state.renderingState.colormap_choice,\n  );\n  const max_resolution = useSelector(\n    (state) => state.renderingState.maxResolution,\n  );\n  const target_train_util = useSelector(\n    (state) => state.renderingState.targetTrainUtil,\n  );\n  const render_time = useSelector(\n    (state) => state.renderingState.renderTime,\n  );\n\n  const dispatch = useDispatch();\n\n  const set_max_resolution = (value) => {\n    if (websocket.readyState === WebSocket.OPEN) {\n      dispatch({\n        type: 'write',\n        path: 'renderingState/maxResolution',\n        data: value,\n      });\n      const cmd = 'write';\n      const path = 'renderingState/maxResolution';\n      const data = {\n        type: cmd,\n        path,\n        data: value,\n      };\n      const message = msgpack.encode(data);\n      websocket.send(message);\n    }\n  };\n\n  const set_target_train_util = (value) => {\n    if (websocket.readyState === WebSocket.OPEN) {\n      dispatch({\n        type: 'write',\n        path: 'renderingState/targetTrainUtil',\n        data: value,\n      });\n      const cmd = 'write';\n      const path = 'renderingState/targetTrainUtil';\n      const data = {\n        type: cmd,\n        path,\n        data: value,\n      };\n      const message = msgpack.encode(data);\n      websocket.send(message);\n    }\n  };\n\n  const set_output_choice = (value) => {\n    if (websocket.readyState === WebSocket.OPEN) {\n      dispatch({\n        type: 'write',\n        path: 'renderingState/output_choice',\n        data: value,\n      });\n      const cmd = 'write';\n      const path = 'renderingState/output_choice';\n      const data = {\n        type: cmd,\n        path,\n        data: value,\n      };\n      const message = msgpack.encode(data);\n      websocket.send(message);\n    }\n  };\n\n  const set_colormap_choice = (value) => {\n    if (websocket.readyState === WebSocket.OPEN) {\n      dispatch({\n        type: 'write',\n        path: 'renderingState/colormap_choice',\n        data: value,\n      });\n      const cmd = 'write';\n      const path = 'renderingState/colormap_choice';\n      const data = {\n        type: cmd,\n        path,\n        data: value,\n      };\n      const message = msgpack.encode(data);\n      websocket.send(message);\n    }\n  };\n\n  const [display_render_time, set_display_render_time] = useState(false);\n\n  const receive_temporal_dist = e => {\n      const msg = msgpack.decode(new Uint8Array(e.data));\n      if (msg.path === \"/model/has_temporal_distortion\") {\n        set_display_render_time(msg.data === \"true\");\n        websocket.removeEventListener(\"message\", receive_temporal_dist);\n      }\n  }\n  websocket.addEventListener('message', receive_temporal_dist);\n\n  const set_render_time = (value) => {\n    if (websocket.readyState === WebSocket.OPEN) {\n      const path = 'renderingState/render_time';\n      dispatch({\n        type: 'write',\n        path,\n        data: value,\n      });\n      const cmd = 'write';\n      const data = {\n        type: cmd,\n        path,\n        data: value,\n      };\n      const message = msgpack.encode(data);\n      websocket.send(message);\n    }\n  };\n\n  const [, setControls] = useControls(\n    () => ({\n      // training speed\n      'Train Speed': buttonGroup({\n        Fast: () =>\n          setControls({ target_train_util: 0.9, max_resolution: 512 }),\n        Balanced: () =>\n          setControls({ target_train_util: 0.7, max_resolution: 1024 }),\n        Slow: () =>\n          setControls({ target_train_util: 0.1, max_resolution: 2048 }),\n      }),\n      // output_options\n      output_options: {\n        label: 'Output Render',\n        options: [...new Set(outputOptions)],\n        value: outputChoice,\n        onChange: (v) => {\n          set_output_choice(v);\n        },\n      },\n      // colormap_options\n      colormap_options: {\n        label: 'Colormap',\n        options: colormapOptions,\n        value: colormapChoice,\n        onChange: (v) => {\n          set_colormap_choice(v);\n        },\n        disabled: colormapOptions.length === 1,\n      },\n      // Dynamic Resolution\n      target_train_util: {\n        label: 'Train Util.',\n        value: target_train_util,\n        min: 0,\n        max: 1,\n        step: 0.05,\n        onChange: (v) => {\n          set_target_train_util(v);\n        },\n      },\n      // resolution\n      max_resolution: {\n        label: 'Max Res.',\n        value: max_resolution,\n        min: 256,\n        max: 2048,\n        step: 1,\n        onChange: (v) => {\n          set_max_resolution(v);\n        },\n      },\n      '  ': buttonGroup({\n        '256px': () => setControls({ max_resolution: 256 }),\n        '512px': () => setControls({ max_resolution: 512 }),\n        '1024px': () => setControls({ max_resolution: 1024 }),\n        '2048px': () => setControls({ max_resolution: 2048 }),\n      }),\n      // Dynamic NeRF rendering time\n      ...(display_render_time ? {render_time: {\n        label: 'Render Timestep',\n        value: render_time,\n        min: 0,\n        max: 1,\n        step: 0.01,\n        onChange: (v) => {\n          set_render_time(v);\n        },\n      }} : {}),\n    }),\n    [\n      outputOptions,\n      outputChoice,\n      colormapOptions,\n      colormapChoice,\n      max_resolution,\n      target_train_util,\n      render_time,\n      display_render_time,\n      websocket, // need to re-render when websocket changes to use the new websocket\n    ],\n  );\n\n  useEffect(() => {\n    setControls({ max_resolution });\n    setControls({ output_options: outputChoice });\n    setControls({ colormap_options: colormapChoice });\n  }, [\n    setControls,\n    outputOptions,\n    outputChoice,\n    colormapOptions,\n    colormapChoice,\n    max_resolution,\n    target_train_util,\n    render_time,\n    display_render_time,\n  ]);\n\n  return null;\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/ConfigPanel/ConfigPanelSlice.js",
    "content": "// The function below is called a selector and allows us to select a value from\n// the state. Selectors can also be defined inline where they're used instead of\n// in the slice file. For example: `useSelector((state) => state.counter.value)`\nexport const selectTrainingState = (state) =>\n  state.shared.rendering.training_state;\nexport const selectOutputOptions = (state) => state.shared.output_options;\nexport const selectColormapOptions = (state) => state.shared.colormap_options;\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/LandingModal/LandingModal.jsx",
    "content": "/* eslint-disable react/jsx-props-no-spreading */\nimport * as React from 'react';\n\nimport {\n  Box,\n  Button,\n  Modal,\n  Typography,\n  Tabs,\n  Tab,\n  Chip,\n  Link,\n} from '@mui/material';\nimport ContentCopyRoundedIcon from '@mui/icons-material/ContentCopyRounded';\n\nimport WebSocketUrlField from '../WebSocketUrlField';\n\ninterface LandingModalProps {\n  initial_state: object;\n}\n\ninterface TabPanelProps {\n  children: React.ReactNode;\n  index: number;\n  value: number;\n}\n\nfunction TabPanel(props: TabPanelProps) {\n  const { children, value, index, ...other } = props;\n\n  return (\n    <div\n      role=\"tabpanel\"\n      hidden={value !== index}\n      id={`simple-tabpanel-${index}`}\n      aria-labelledby={`simple-tab-${index}`}\n      // eslint-disable-next-line react/jsx-props-no-spreading\n      {...other}\n    >\n      <Box sx={{ p: 3, padding: 0 }}>\n        <Typography component=\"div\">{children}</Typography>\n      </Box>\n    </div>\n  );\n}\n\nfunction a11yProps(index: number) {\n  return {\n    id: `simple-tab-${index}`,\n    'aria-controls': `simple-tabpanel-${index}`,\n  };\n}\n\nexport default function LandingModel(props: LandingModalProps) {\n  const [open, setOpen] = React.useState(props.initial_state);\n  const handleOpen = () => setOpen(true);\n  const handleClose = () => setOpen(false);\n\n  const text_intro = `To use our viewer, you need to connect to the WebSocket server where your training job is running. Enter your WebSocket URL below and click the link to connect to your training job.`;\n\n  const command = `ssh -L <port>:localhost:<port> USER@REMOTE.SERVER.IP`;\n\n  const platform = window.navigator.platform.toLowerCase();\n  let initial_tab = 0;\n  if (platform.includes('mac')) {\n    initial_tab = 0;\n  } else if (platform.includes('linux')) {\n    initial_tab = 1;\n  } else if (platform.includes('win')) {\n    initial_tab = 2;\n  }\n\n  const [tabValue, setTabValue] = React.useState(initial_tab);\n\n  const handleTabChange = (event: React.SyntheticEvent, newValue: number) => {\n    setTabValue(newValue);\n  };\n\n  const handleCopy = () => {\n    navigator.clipboard.writeText(command);\n  };\n\n  return (\n    <div className=\"LandingModal\">\n      <Button\n        className=\"banner-button\"\n        variant=\"outlined\"\n        size=\"small\"\n        onClick={handleOpen}\n      >\n        Getting Started\n      </Button>\n      <Modal\n        open={open}\n        onClose={handleClose}\n        aria-labelledby=\"modal-modal-title\"\n        aria-describedby=\"modal-modal-description\"\n      >\n        <Box className=\"LandingModal-box\">\n          <center>\n            <img\n              style={{ height: 37, margin: 'auto' }}\n              src=\"https://docs.nerf.studio/en/latest/_images/logo-dark.png\"\n              alt=\"The favicon.\"\n            />\n          </center>\n          <Typography\n            id=\"modal-modal-description\"\n            component=\"div\"\n            sx={{ mt: 2 }}\n          >\n            <div className=\"LandingModel-content\">\n              <h2>Getting Started</h2>\n              <p>{text_intro}</p>\n              <WebSocketUrlField />\n              <h3>Remote Server</h3>\n              <p>\n                If you are using a remote server, make sure to forward the port.\n                This can be accomplished by running the following command on\n                this machine.\n              </p>\n\n              <Box sx={{ borderBottom: 1, borderColor: 'divider' }}>\n                <Tabs\n                  value={tabValue}\n                  onChange={handleTabChange}\n                  aria-label=\"os tabs\"\n                >\n                  <Tab label=\"Mac OS\" {...a11yProps(0)} />\n                  <Tab label=\"Linux\" {...a11yProps(1)} />\n                  <Tab label=\"Windows\" {...a11yProps(2)} />\n                </Tabs>\n              </Box>\n              <TabPanel value={tabValue} index={0}>\n                <p>\n                  SSH must be set up on the remote machine. Then run the\n                  following on this machine:\n                </p>\n                <Chip\n                  label={command}\n                  onDelete={handleCopy}\n                  deleteIcon={<ContentCopyRoundedIcon />}\n                />\n              </TabPanel>\n              <TabPanel value={tabValue} index={1}>\n                <p>\n                  SSH must be set up on the remote machine. Then run the\n                  following on this machine:\n                </p>\n                <Chip\n                  label={command}\n                  onDelete={handleCopy}\n                  deleteIcon={<ContentCopyRoundedIcon />}\n                />\n              </TabPanel>\n              <TabPanel value={tabValue} index={2}>\n                <p>\n                  SSH must be set up on the remote machine. Then run the\n                  following on this machine in PowerShell:\n                </p>\n                <Chip\n                  label={command}\n                  onDelete={handleCopy}\n                  deleteIcon={<ContentCopyRoundedIcon />}\n                />\n                <p>\n                  If OpenSSH is not installed, refer to this{' '}\n                  <Link\n                    href=\"http://woshub.com/using-native-ssh-client-windows/\"\n                    color=\"secondary\"\n                  >\n                    guide\n                  </Link>\n                  .\n                </p>\n              </TabPanel>\n            </div>\n          </Typography>\n        </Box>\n      </Modal>\n    </div>\n  );\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/LandingModal/index.jsx",
    "content": "import LandingModel from './LandingModal';\n\nexport default LandingModel;\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/LogPanel/LogPanel.jsx",
    "content": "import { useContext, useEffect } from 'react';\nimport { useDispatch, useSelector } from 'react-redux';\n\nimport { WebSocketContext } from '../WebSocket/WebSocket';\n\nconst msgpack = require('msgpack-lite');\n\nexport function LogPanel() {\n  const websocket = useContext(WebSocketContext).socket;\n  const dispatch = useDispatch();\n  const gpu_oom_error_msg = 'GPU out of memory';\n  const resolved_msg = 'resolved';\n  let local_error = resolved_msg;\n  // connection status indicators\n\n  const set_max_train_util = () => {\n    if (websocket.readyState === WebSocket.OPEN) {\n      dispatch({\n        type: 'write',\n        path: 'renderingState/targetTrainUtil',\n        data: 0.9,\n      });\n      const cmd = 'write';\n      const path = 'renderingState/targetTrainUtil';\n      const data = {\n        type: cmd,\n        path,\n        data: 0.9,\n      };\n      const message = msgpack.encode(data);\n      websocket.send(message);\n    }\n  };\n\n  const set_small_resolution = () => {\n    if (websocket.readyState === WebSocket.OPEN) {\n      dispatch({\n        type: 'write',\n        path: 'renderingState/maxResolution',\n        data: 512,\n      });\n      const cmd = 'write';\n      const path = 'renderingState/maxResolution';\n      const data = {\n        type: cmd,\n        path,\n        data: 512,\n      };\n      const message = msgpack.encode(data);\n      websocket.send(message);\n    }\n  };\n\n  const set_log_message = () => {\n    if (websocket.readyState === WebSocket.OPEN) {\n      dispatch({\n        type: 'write',\n        path: 'renderingState/log_errors',\n        data: resolved_msg,\n      });\n      const cmd = 'write';\n      const path = 'renderingState/log_errors';\n      const data = {\n        type: cmd,\n        path,\n        data: resolved_msg,\n      };\n      const message = msgpack.encode(data);\n      websocket.send(message);\n    }\n  };\n\n  const check_error = useSelector((state) => {\n    local_error = state.renderingState.log_errors;\n    if (local_error.includes(gpu_oom_error_msg)) {\n      console.log(local_error);\n      set_log_message();\n      set_small_resolution();\n      set_max_train_util();\n    }\n  });\n\n  useEffect(() => {}, [check_error, local_error]);\n\n  return null;\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/RenderModal/RenderModal.jsx",
    "content": "/* eslint-disable react/jsx-props-no-spreading */\nimport * as React from 'react';\n\nimport { Box, Button, Modal, TextField, Typography } from '@mui/material';\nimport { useSelector } from 'react-redux';\nimport ContentCopyRoundedIcon from '@mui/icons-material/ContentCopyRounded';\n\ninterface RenderModalProps {\n  open: object;\n  setOpen: object;\n}\n\nexport default function RenderModal(props: RenderModalProps) {\n  const open = props.open;\n  const setOpen = props.setOpen;\n\n  // redux store state\n  const config_base_dir = useSelector(\n    (state) => state.renderingState.config_base_dir,\n  );\n\n  // react state\n  const [filename, setFilename] = React.useState('render_output');\n\n  const handleClose = () => setOpen(false);\n\n  // Copy the text inside the text field\n  const config_filename = `${config_base_dir}/config.yml`;\n  const camera_path_filename = `${config_base_dir}/camera_path.json`;\n  const cmd = `ns-render --load-config ${config_filename} --traj filename --camera-path-filename ${camera_path_filename} --output-path renders/${filename}.mp4`;\n\n  const text_intro = `To render a full resolution video, run the following command in a terminal.`;\n\n  const handleCopy = () => {\n    navigator.clipboard.writeText(cmd);\n  };\n\n  return (\n    <div className=\"RenderModal\">\n      <Modal\n        open={open}\n        onClose={handleClose}\n        aria-labelledby=\"modal-modal-title\"\n        aria-describedby=\"modal-modal-description\"\n      >\n        <Box className=\"RenderModal-box\">\n          <Typography\n            id=\"modal-modal-description\"\n            component=\"div\"\n            sx={{ mt: 2 }}\n          >\n            <div className=\"RenderModel-content\">\n              <h2>Rendering</h2>\n              <p>\n                {text_intro}\n                <br />\n                The video will be saved to{' '}\n                <code className=\"RenderModal-inline-code\">\n                  ./renders/{filename}.mp4\n                </code>\n                .\n              </p>\n              <TextField\n                label=\"Output Name\"\n                inputProps={{\n                  inputMode: 'numeric',\n                  pattern: '[+-]?([0-9]*[.])?[0-9]+',\n                }}\n                onChange={(e) => {\n                  setFilename(e.target.value);\n                }}\n                value={filename}\n                variant=\"standard\"\n              />\n              <div className=\"RenderModal-code\">{cmd}</div>\n              <div style={{ textAlign: 'center' }}>\n                <Button\n                  className=\"RenderModal-button\"\n                  variant=\"outlined\"\n                  size=\"small\"\n                  startIcon={<ContentCopyRoundedIcon />}\n                  onClick={handleCopy}\n                >\n                  Copy Command\n                </Button>\n              </div>\n            </div>\n          </Typography>\n        </Box>\n      </Modal>\n    </div>\n  );\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/RenderModal/index.jsx",
    "content": "import RenderModal from './RenderModal';\n\nexport default RenderModal;\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/Scene/Scene.jsx",
    "content": "/* eslint-disable no-restricted-syntax */\nimport * as THREE from 'three';\n\nimport { useContext, useEffect } from 'react';\nimport CameraControls from 'camera-controls';\nimport { CSS2DRenderer } from 'three/examples/jsm/renderers/CSS2DRenderer';\n\nimport { TransformControls } from 'three/examples/jsm/controls/TransformControls';\nimport { useDispatch } from 'react-redux';\nimport { drawCamera, drawSceneBox } from './drawing';\n\nimport { CameraHelper } from '../SidePanel/CameraPanel/CameraHelper';\nimport SceneNode from '../../SceneNode';\nimport { WebSocketContext } from '../WebSocket/WebSocket';\nimport { subscribe_to_changes } from '../../subscriber';\nimport { snap_to_camera } from '../SidePanel/SidePanel';\n\nconst msgpack = require('msgpack-lite');\n\nconst SCENE_BOX_NAME = 'Scene Box';\nconst CAMERAS_NAME = 'Training Cameras';\n\nexport function get_scene_tree() {\n  const scene = new THREE.Scene();\n\n  const scene_state = {\n    value: new Map(),\n    callbacks: [],\n    addCallback(callback, key) {\n      this.callbacks.push([callback, key]);\n    },\n    setValue(key, value) {\n      this.value.set(key, value);\n      this.callbacks.forEach((cbk) => {\n        const i = cbk[1];\n        const callback = cbk[0];\n        return callback(this.value.get(i));\n      });\n    },\n  };\n\n  const sceneTree = new SceneNode(scene, scene_state);\n\n  const dispatch = useDispatch();\n  const BANNER_HEIGHT = 50;\n\n  // Main camera\n  const main_camera = new THREE.PerspectiveCamera(75, 1, 0.1, 1000);\n  const start_position = new THREE.Vector3(0.7, -0.7, 0.3);\n  main_camera.position.set(\n    start_position.x,\n    start_position.y,\n    start_position.z,\n  );\n  main_camera.up = new THREE.Vector3(0, 0, 1);\n  sceneTree.set_object_from_path(['Cameras', 'Main Camera'], main_camera);\n\n  sceneTree.metadata.camera = main_camera;\n\n  // Render camera\n  const render_camera = main_camera.clone();\n  const render_camera_helper = new CameraHelper(render_camera, '#4eb570');\n  render_camera_helper.set_visibility(false);\n  sceneTree.set_object_from_path(['Cameras', 'Render Camera'], render_camera);\n  sceneTree.set_object_from_path(\n    ['Cameras', 'Render Camera', 'Helper'],\n    render_camera_helper,\n  );\n\n  // Renderer\n  const renderer = new THREE.WebGLRenderer({\n    antialias: true,\n    alpha: true,\n  });\n  renderer.setPixelRatio(window.devicePixelRatio);\n  sceneTree.metadata.renderer = renderer;\n\n  const labelRenderer = new CSS2DRenderer();\n  labelRenderer.setSize(window.innerWidth, window.innerHeight);\n  labelRenderer.domElement.style.position = 'absolute';\n  labelRenderer.domElement.style.top = '0px';\n  document.body.appendChild(labelRenderer.domElement);\n  sceneTree.metadata.labelRenderer = labelRenderer;\n\n  // Camera Controls\n  CameraControls.install({ THREE });\n\n  const camera_controls = new CameraControls(main_camera, renderer.domElement);\n  camera_controls.azimuthRotateSpeed = 0.3;\n  camera_controls.polarRotateSpeed = 0.3;\n  camera_controls.dollySpeed = 0.1;\n  camera_controls.infinityDolly = true;\n  camera_controls.saveState();\n\n  const keyMap = [];\n  const moveSpeed = 0.008;\n  const rotSpeed = 0.015;\n  const EPS = 0.01;\n\n  function rotate() {\n    if (\n      keyMap.ArrowLeft ||\n      keyMap.ArrowRight ||\n      keyMap.ArrowUp ||\n      keyMap.ArrowDown\n    ) {\n      const curTar = camera_controls.getTarget();\n      const curPos = camera_controls.getPosition();\n      const diff = curTar.sub(curPos).clampLength(0, EPS);\n      camera_controls.setTarget(\n        curPos.x + diff.x,\n        curPos.y + diff.y,\n        curPos.z + diff.z,\n      );\n\n      if (keyMap.ArrowLeft === true) {\n        camera_controls.rotate(rotSpeed, 0, true);\n      }\n      if (keyMap.ArrowRight === true) {\n        camera_controls.rotate(-rotSpeed, 0, true);\n      }\n      if (keyMap.ArrowUp === true) {\n        camera_controls.rotate(0, rotSpeed / 1.5, true);\n      }\n      if (keyMap.ArrowDown === true) {\n        camera_controls.rotate(0, -rotSpeed / 1.5, true);\n      }\n    }\n  }\n\n  function translate() {\n    if (keyMap.KeyD === true) {\n      camera_controls.truck(moveSpeed, 0, true);\n    }\n    if (keyMap.KeyA === true) {\n      camera_controls.truck(-moveSpeed, 0, true);\n    }\n    if (keyMap.KeyW === true) {\n      const curPos = camera_controls.getPosition();\n      const newTar = camera_controls.getTarget();\n      const newDiff = newTar\n        .sub(curPos)\n        .normalize()\n        .multiplyScalar(curPos.length());\n      camera_controls.setTarget(\n        curPos.x + newDiff.x,\n        curPos.y + newDiff.y,\n        curPos.z + newDiff.z,\n      );\n      camera_controls.dolly(moveSpeed, true);\n    }\n    if (keyMap.KeyS === true) {\n      camera_controls.dolly(-moveSpeed, true);\n    }\n    if (keyMap.KeyQ === true) {\n      camera_controls.truck(0, moveSpeed, true);\n    }\n    if (keyMap.KeyE === true) {\n      camera_controls.truck(0, -moveSpeed, true);\n    }\n  }\n\n  function moveCamera() {\n    if (!scene_state.value.get('mouse_in_scene')) {\n      return;\n    }\n    translate();\n    rotate();\n  }\n\n  function onKeyUp(event) {\n    const keyCode = event.code;\n    keyMap[keyCode] = false;\n  }\n  function onKeyDown(event) {\n    const keyCode = event.code;\n    keyMap[keyCode] = true;\n  }\n\n  function checkVisibility(camera) {\n    let curr = camera;\n    while (curr !== null) {\n      if (!curr.visible) return false;\n      curr = curr.parent;\n    }\n    return true;\n  }\n\n  window.addEventListener('keydown', onKeyDown, true);\n  window.addEventListener('keyup', onKeyUp, true);\n\n  window.addEventListener('keydown', (event) => {\n    if (event.code === 'Space') {\n      camera_controls.setLookAt(0.7, -0.7, 0.3, 0, 0, 0);\n    }\n  });\n\n  sceneTree.metadata.camera_controls = camera_controls;\n  sceneTree.metadata.moveCamera = moveCamera;\n\n  // Transform Controls\n  const transform_controls = new TransformControls(\n    main_camera,\n    renderer.domElement,\n  );\n  sceneTree.set_object_from_path(['Transform Controls'], transform_controls);\n  transform_controls.addEventListener('dragging-changed', (event) => {\n    // turn off the camera controls while transforming an object\n    camera_controls.enabled = !event.value;\n  });\n\n  // if you drag the screen when the render camera is shown,\n  // then snap back to the main camera\n  // eslint-disable-next-line no-unused-vars\n  camera_controls.addEventListener('change', (event) => {\n    if (sceneTree.metadata.camera === render_camera) {\n      dispatch({\n        type: 'write',\n        path: 'renderingState/camera_choice',\n        data: 'Main Camera',\n      });\n    }\n    // transform_controls.detach();\n  });\n\n  // Axes\n  const axes = new THREE.AxesHelper(5);\n  sceneTree.set_object_from_path(['Axes'], axes);\n\n  // Grid\n  const grid = new THREE.GridHelper(20, 20);\n  grid.rotateX(Math.PI / 2); // rotated to xy plane\n  sceneTree.set_object_from_path(['Grid'], grid);\n\n  // Lights\n  const color = 0xffffff;\n  const intensity = 1;\n  const light = new THREE.AmbientLight(color, intensity);\n  sceneTree.set_object_from_path(['Light'], light);\n\n  // draw scene box\n  const selector_fn_scene_box = (state) => {\n    return state.sceneState.sceneBox;\n  };\n  const fn_value_scene_box = (previous, current) => {\n    if (current !== null) {\n      const line = drawSceneBox(current);\n      sceneTree.set_object_from_path([SCENE_BOX_NAME], line);\n    } else {\n      sceneTree.delete([SCENE_BOX_NAME]);\n    }\n  };\n  subscribe_to_changes(selector_fn_scene_box, fn_value_scene_box);\n\n  // draw camera\n  // NOTE: this has some issues right now! it won't\n  // update the camera on an individual change w/o deleting first\n  const selector_fn_cameras = (state) => {\n    return state.sceneState.cameras;\n  };\n  const fn_value_cameras = (previous, current) => {\n    if (current !== null) {\n      let prev = new Set();\n      if (previous !== null) {\n        prev = new Set(Object.keys(previous));\n      }\n      const curr = new Set(Object.keys(current));\n      // valid if in current but not previous\n      // invalid if in previous but not current\n      for (const key of curr) {\n        // valid so draw\n        if (!prev.has(key)) {\n          // keys_valid.push(key);\n          const json = current[key];\n          const camera = drawCamera(json, key);\n          sceneTree.set_object_from_path([CAMERAS_NAME, key], camera);\n        }\n      }\n      for (const key of prev) {\n        // invalid so delete\n        if (!curr.has(key) || current[key] === null) {\n          // keys_invalid.push(key);\n          sceneTree.delete([CAMERAS_NAME, key]);\n        }\n      }\n    } else {\n      sceneTree.delete([CAMERAS_NAME]);\n    }\n  };\n  subscribe_to_changes(selector_fn_cameras, fn_value_cameras);\n\n  // Check for clicks on training cameras\n  const mouseVector = new THREE.Vector2();\n  const raycaster = new THREE.Raycaster();\n  const size = new THREE.Vector2();\n  let selectedCam = null;\n\n  let drag = false;\n  const onMouseDown = () => {\n    drag = false;\n    const curPos = camera_controls.getPosition();\n    const newTar = camera_controls.getTarget();\n    const newDiff = newTar\n      .sub(curPos)\n      .normalize()\n      .multiplyScalar(curPos.length());\n    camera_controls.setTarget(\n      curPos.x + newDiff.x,\n      curPos.y + newDiff.y,\n      curPos.z + newDiff.z,\n    );\n  };\n\n  const onMouseMove = (e) => {\n    drag = true;\n\n    sceneTree.metadata.renderer.getSize(size);\n    mouseVector.x = 2 * (e.clientX / size.x) - 1;\n    mouseVector.y = 1 - 2 * ((e.clientY - BANNER_HEIGHT) / size.y);\n\n    const mouse_in_scene = !(\n      mouseVector.x > 1 ||\n      mouseVector.x < -1 ||\n      mouseVector.y > 1 ||\n      mouseVector.y < -1\n    );\n\n    scene_state.setValue('mouse_x', mouseVector.x);\n    scene_state.setValue('mouse_y', mouseVector.y);\n    scene_state.setValue('mouse_in_scene', mouse_in_scene);\n\n    const camerasParent = sceneTree.find_no_create([CAMERAS_NAME]);\n    if (camerasParent === null) {\n      return;\n    }\n    const cameras = Object.values(camerasParent.children).map(\n      (obj) => obj.object.children[0].children[1],\n    );\n\n    if (\n      mouseVector.x > 1 ||\n      mouseVector.x < -1 ||\n      mouseVector.y > 1 ||\n      mouseVector.y < -1\n    ) {\n      if (selectedCam !== null) {\n        selectedCam.material.color = new THREE.Color(1, 1, 1);\n        selectedCam = null;\n      }\n      return;\n    }\n\n    raycaster.setFromCamera(mouseVector, sceneTree.metadata.camera);\n    const intersections = raycaster.intersectObjects(cameras, true);\n\n    if (selectedCam !== null) {\n      selectedCam.material.color = new THREE.Color(1, 1, 1);\n      selectedCam = null;\n    }\n    const filtered_intersections = intersections.filter((isect) =>\n      checkVisibility(isect.object),\n    );\n    if (filtered_intersections.length > 0) {\n      selectedCam = filtered_intersections[0].object;\n      selectedCam.material.color = new THREE.Color(0xfab300);\n    }\n  };\n\n  const onMouseUp = () => {\n    if (drag === true || !scene_state.value.get('mouse_in_scene')) {\n      return;\n    }\n    if (selectedCam !== null) {\n      const clickedCam = sceneTree.find_object_no_create([\n        CAMERAS_NAME,\n        selectedCam.name,\n      ]);\n      snap_to_camera(sceneTree, sceneTree.metadata.camera, clickedCam.matrix);\n    }\n  };\n  window.addEventListener('mousedown', onMouseDown, false);\n  window.addEventListener('mousemove', onMouseMove, false);\n  window.addEventListener('mouseup', onMouseUp, false);\n  return sceneTree;\n}\n\n// manages setting up the scene and other logic for keeping state in sync with the server\nexport function SceneTreeWebSocketListener() {\n  const socket = useContext(WebSocketContext).socket;\n  const dispatch = useDispatch();\n\n  useEffect(() => {\n    socket.addEventListener('message', (originalCmd) => {\n      // set the remote description when the offer is received\n      const cmd = msgpack.decode(new Uint8Array(originalCmd.data));\n      if (cmd.type === 'write') {\n        // write to the store\n        dispatch({\n          type: 'write',\n          path: cmd.path,\n          data: cmd.data,\n        });\n      }\n    });\n  }, [socket]); // dependency to call this whenever the websocket changes\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/Scene/drawing.js",
    "content": "/* eslint-disable no-restricted-syntax */\n// ---- code for drawing with three.js ----\nimport * as THREE from 'three';\n\nexport function drawSceneBox(sceneBox): THREE.Object3D {\n  console.assert(sceneBox.type === 'aabb', 'The scene box must be an AABB');\n\n  const box = sceneBox;\n\n  const w = 1.0;\n  const aaa = new THREE.Vector3(w, w, w);\n  const aab = new THREE.Vector3(w, w, -w);\n  const aba = new THREE.Vector3(w, -w, w);\n  const baa = new THREE.Vector3(-w, w, w);\n  const abb = new THREE.Vector3(w, -w, -w);\n  const bba = new THREE.Vector3(-w, -w, w);\n  const bab = new THREE.Vector3(-w, w, -w);\n  const bbb = new THREE.Vector3(-w, -w, -w);\n  let points = [aaa, aab, aaa, aba, aab, abb, aba, abb];\n  points = points.concat([baa, bab, baa, bba, bab, bbb, bba, bbb]);\n  points = points.concat([aaa, baa, aab, bab, aba, bba, abb, bbb]);\n\n  const maxPoint = new THREE.Vector3(...box.max_point);\n  const minPoint = new THREE.Vector3(...box.min_point);\n\n  const lengths = maxPoint.clone();\n  lengths.sub(minPoint);\n\n  const scalar = lengths.clone();\n  scalar.divide(new THREE.Vector3(2.0, 2.0, 2.0));\n\n  const offset = minPoint.clone();\n  offset.add(scalar);\n  for (let i = 0; i < points.length; i += 1) {\n    points[i] = points[i].clone();\n    points[i].multiply(scalar).add(offset);\n  }\n\n  const geometry = new THREE.BufferGeometry().setFromPoints(points);\n  const material = new THREE.LineBasicMaterial({\n    color: 0x000000,\n    linewidth: 1,\n  });\n  const lines = new THREE.LineSegments(geometry, material);\n  return lines;\n}\n\nexport function getCameraWireframe(\n  scale = 0.3,\n  focalLength = 4,\n  w = 1.5,\n  h = 2,\n) {\n  // Returns a wireframe of a 3D line-plot of a camera symbol.\n  // A wireframe is a frustum.\n  // https://github.com/hangg7/mvs_visual/blob/275d382a824733a3187a8e3147be184dd6f14795/mvs_visual.py#L54.\n  // scale: scale of rendering\n  // focalLength: this is the focal length\n  // w: width\n  // h: height\n  const f = focalLength;\n\n  const ul = new THREE.Vector3(-w, h, -f);\n  const ur = new THREE.Vector3(w, h, -f);\n  const ll = new THREE.Vector3(-w, -h, -f);\n  const lr = new THREE.Vector3(w, -h, -f);\n  const C = new THREE.Vector3(0, 0, 0);\n  const points = [\n    C,\n    ul,\n    C,\n    ur,\n    C,\n    ll,\n    C,\n    lr,\n    C,\n    ul,\n    ur,\n    ul,\n    lr,\n    ur,\n    lr,\n    ll,\n    ll,\n    ul,\n  ];\n\n  const scalar = new THREE.Vector3(scale, scale, scale);\n  for (let i = 0; i < points.length; i += 1) {\n    points[i].multiply(scalar);\n  }\n\n  const geometry = new THREE.BufferGeometry().setFromPoints(points);\n  const material = new THREE.LineBasicMaterial({\n    color: 0x000000,\n    linewidth: 1,\n  });\n  const lines = new THREE.LineSegments(geometry, material);\n  return lines;\n}\n\nexport function drawCameraImagePlane(width, height, imageString, name) {\n  // imageString is the texture as a base64 string\n  const geometry = new THREE.PlaneGeometry(width, height);\n  const material = new THREE.MeshBasicMaterial({\n    side: THREE.DoubleSide,\n  });\n  const texture = new THREE.TextureLoader().load(imageString);\n  material.map = texture;\n  const plane = new THREE.Mesh(geometry, material);\n  plane.name = name;\n  return plane;\n}\n\nfunction transpose(matrix) {\n  return matrix[0].map((col, i) => matrix.map((row) => row[i]));\n}\n\nexport function drawCamera(camera, name): THREE.Object3D {\n  const group = new THREE.Group();\n\n  console.assert(\n    camera.type === 'PinholeCamera',\n    'The camera should be a PinholeCamera',\n  );\n\n  const height = 0.05;\n  const displayedFocalLength = height;\n  const width = (height * camera.cx) / camera.cy;\n  const cameraWireframeObject = getCameraWireframe(\n    1.0,\n    displayedFocalLength,\n    width,\n    height,\n  );\n  cameraWireframeObject.translateZ(displayedFocalLength); // move the wireframe frustum back\n  group.add(cameraWireframeObject);\n  const cameraImagePlaneObject = drawCameraImagePlane(\n    width * 2,\n    height * 2,\n    camera.image,\n    name,\n  );\n  group.add(cameraImagePlaneObject);\n\n  // make homogeneous coordinates and then\n  // transpose and flatten the matrix into an array\n  let c2w = JSON.parse(JSON.stringify(camera.camera_to_world));\n  c2w.push([0, 0, 0, 1]);\n  c2w = transpose(c2w).flat();\n\n  const mat = new THREE.Matrix4();\n  mat.fromArray(c2w);\n  mat.decompose(group.position, group.quaternion, group.scale);\n\n  return group;\n}\n\nexport function drawCameras(cameras): Record<number, THREE.Object3D> {\n  const cameraObjects = {};\n  for (const [key, camera] of Object.entries(cameras)) {\n    cameraObjects[key] = drawCamera(camera);\n  }\n  return cameraObjects;\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/SidePanel/CameraPanel/CameraHelper.js",
    "content": "import * as THREE from 'three';\nimport { MeshLine, MeshLineMaterial } from 'meshline';\n\n// eslint-disable-next-line no-underscore-dangle\nconst _vector = new THREE.Vector3();\n// eslint-disable-next-line no-underscore-dangle\nconst _camera = new THREE.Camera();\n\nfunction setPoint(point, pointMap, geometry, camera, x, y, z) {\n  _vector.set(x, y, z).unproject(camera);\n\n  const points = pointMap[point];\n\n  if (points !== undefined) {\n    const position = geometry.getAttribute('position');\n\n    for (let i = 0, l = points.length; i < l; i += 1) {\n      position.setXYZ(points[i], _vector.x, _vector.y, _vector.z);\n    }\n  }\n}\n\n/**\n *\t- Modified version of THREE.CameraHelper\n */\n\nclass CameraHelper extends THREE.Mesh {\n  constructor(camera, color = 0x000000) {\n    const line_geometry = new THREE.BufferGeometry();\n    const geometry = new THREE.BufferGeometry();\n    const material = new MeshLineMaterial({\n      color,\n      lineWidth: 0.01,\n      sizeAttenuation: false,\n    });\n\n    const vertices = [];\n\n    const pointMap = {};\n\n    function addPoint(id) {\n      vertices.push(0, 0, 0);\n\n      if (pointMap[id] === undefined) {\n        pointMap[id] = [];\n      }\n\n      pointMap[id].push(vertices.length / 3 - 1);\n    }\n\n    function addLine(a, b) {\n      addPoint(a);\n      addPoint(b);\n    }\n\n    // near\n\n    addLine('n1', 'n2');\n    addLine('n2', 'n4');\n    addLine('n4', 'n3');\n    addLine('n3', 'n1');\n\n    // cone\n\n    addLine('p', 'n1');\n    addLine('p', 'n2');\n    addLine('p', 'n3');\n    addLine('p', 'n4');\n\n    // up\n\n    addLine('u1', 'u2');\n    addLine('u2', 'u3');\n    addLine('u3', 'u1');\n\n    line_geometry.setAttribute(\n      'position',\n      new THREE.Float32BufferAttribute(vertices, 3),\n    );\n\n    super(geometry, material);\n\n    this.type = 'CameraHelper';\n\n    this.camera = camera;\n    if (this.camera.updateProjectionMatrix)\n      this.camera.updateProjectionMatrix();\n\n    this.matrix = camera.matrixWorld;\n    this.matrixAutoUpdate = false;\n\n    this.pointMap = pointMap;\n\n    this.line_geometry = line_geometry;\n\n    this.update();\n  }\n\n  update() {\n    if (!this.visible) {\n      const camera_vis = new MeshLine();\n      this.geometry = camera_vis.geometry;\n      return;\n    }\n\n    const geometry = this.line_geometry;\n    const pointMap = this.pointMap;\n\n    const w = 0.6;\n    const h = 0.6;\n    const z = 0.01;\n\n    // we need just camera projection matrix inverse\n    // world matrix must be identity\n\n    _camera.projectionMatrixInverse.copy(this.camera.projectionMatrixInverse);\n\n    // near\n\n    setPoint('n1', pointMap, geometry, _camera, -w, -h, -z);\n    setPoint('n2', pointMap, geometry, _camera, w, -h, -z);\n    setPoint('n3', pointMap, geometry, _camera, -w, h, -z);\n    setPoint('n4', pointMap, geometry, _camera, w, h, -z);\n\n    // up\n\n    setPoint('u1', pointMap, geometry, _camera, w * 0.7, h * 1.1, -z);\n    setPoint('u2', pointMap, geometry, _camera, -w * 0.7, h * 1.1, -z);\n    setPoint('u3', pointMap, geometry, _camera, 0, h * 2, -z);\n\n    geometry.getAttribute('position').needsUpdate = true;\n\n    const camera_vis = new MeshLine();\n    camera_vis.setGeometry(geometry);\n    this.geometry = camera_vis.geometry;\n  }\n\n  set_visibility(visible) {\n    this.visible = visible;\n    this.update();\n  }\n\n  dispose() {\n    this.geometry.dispose();\n    this.material.dispose();\n  }\n}\n\nexport { CameraHelper };\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/SidePanel/CameraPanel/CameraPanel.jsx",
    "content": "import * as React from 'react';\nimport * as THREE from 'three';\n\nimport {\n  ArrowBackIosNew,\n  ArrowForwardIos,\n  AllInclusiveOutlined,\n  ChangeHistory,\n  ClearAll,\n  Delete,\n  ExpandMore,\n  FirstPage,\n  GestureOutlined,\n  KeyboardArrowUp,\n  KeyboardArrowDown,\n  LastPage,\n  Pause,\n  PlayArrow,\n  RadioButtonUnchecked,\n  Replay,\n  Visibility,\n  Edit,\n  Animation,\n} from '@mui/icons-material';\nimport {\n  Accordion,\n  AccordionDetails,\n  AccordionSummary,\n  Button,\n  InputAdornment,\n  Slider,\n} from '@mui/material';\nimport { MeshLine, MeshLineMaterial } from 'meshline';\nimport { useContext, useEffect } from 'react';\nimport { useDispatch, useSelector } from 'react-redux';\n\nimport { CSS2DObject } from 'three/examples/jsm/renderers/CSS2DRenderer';\nimport AddAPhotoIcon from '@mui/icons-material/AddAPhoto';\nimport FileDownloadOutlinedIcon from '@mui/icons-material/FileDownloadOutlined';\nimport FileUploadOutlinedIcon from '@mui/icons-material/FileUploadOutlined';\nimport { Stack } from '@mui/system';\nimport TextField from '@mui/material/TextField';\nimport Tooltip from '@mui/material/Tooltip';\nimport VideoCameraBackIcon from '@mui/icons-material/VideoCameraBack';\nimport { CameraHelper } from './CameraHelper';\nimport { get_curve_object_from_cameras, get_transform_matrix } from './curve';\nimport { WebSocketContext } from '../../WebSocket/WebSocket';\nimport RenderModal from '../../RenderModal';\n\nconst msgpack = require('msgpack-lite');\n\nconst FOV_LABELS = {\n  FOV: '°',\n  MM: 'mm',\n};\n\nfunction set_camera_position(camera, matrix) {\n  const mat = new THREE.Matrix4();\n  mat.fromArray(matrix.elements);\n  mat.decompose(camera.position, camera.quaternion, camera.scale);\n}\n\nfunction FovSelector(props) {\n  const fovLabel = props.fovLabel;\n  const setFovLabel = props.setFovLabel;\n  const camera = props.camera;\n  const dispatch = props.dispatch;\n  const changeMain = props.changeMain;\n  const disabled = props.disabled;\n  const applyAll = props.applyAll;\n  const setAllCameraFOV = props.setAllCameraFOV;\n  const isGlobal = props.isGlobal;\n  const globalFov = props.globalFov;\n  const setGlobalFov = props.setGlobalFov;\n\n  const getFovLabel = () => {\n    if (!isGlobal) {\n      const label = Math.round(\n        fovLabel === FOV_LABELS.FOV\n          ? camera.getEffectiveFOV()\n          : camera.getFocalLength() * camera.aspect,\n      );\n      return label;\n    }\n    const old_fov = camera.fov;\n    camera.fov = globalFov;\n    const new_focal_len = camera.getFocalLength();\n    camera.fov = old_fov;\n    const label = Math.round(\n      fovLabel === FOV_LABELS.FOV ? globalFov : new_focal_len * camera.aspect,\n    );\n    return label;\n  };\n\n  const [UIFieldOfView, setUIFieldOfView] = React.useState(\n    isGlobal ? globalFov : getFovLabel(),\n  );\n\n  useEffect(\n    () => setUIFieldOfView(getFovLabel()),\n    [camera, fovLabel, globalFov],\n  );\n\n  const setFOV = (val) => {\n    if (!isGlobal) {\n      if (fovLabel === FOV_LABELS.FOV) {\n        camera.fov = val;\n      } else {\n        camera.setFocalLength(val / camera.aspect);\n      }\n    } else if (fovLabel === FOV_LABELS.FOV) {\n      setGlobalFov(val);\n    } else {\n      const old_fov = camera.fov;\n      camera.setFocalLength(val / camera.aspect);\n      const new_fov = camera.getEffectiveFOV();\n      camera.fov = old_fov;\n      setGlobalFov(new_fov);\n    }\n\n    if (applyAll) {\n      setAllCameraFOV(val);\n    }\n\n    if (changeMain) {\n      dispatch({\n        type: 'write',\n        path: 'renderingState/field_of_view',\n        data: camera.getEffectiveFOV(),\n      });\n    }\n  };\n\n  const toggleFovLabel = () => {\n    if (fovLabel === FOV_LABELS.FOV) {\n      setFovLabel(FOV_LABELS.MM);\n    } else {\n      setFovLabel(FOV_LABELS.FOV);\n    }\n  };\n\n  return (\n    <TextField\n      label={fovLabel === FOV_LABELS.FOV ? 'FOV' : 'Focal Length'}\n      InputLabelProps={{\n        style: { color: '#8E8E8E' },\n      }}\n      inputProps={{\n        inputMode: 'numeric',\n        pattern: '[+-]?([0-9]*[.])?[0-9]+',\n        // style: { color: 'rgb(50, 50, 50)' }\n      }}\n      disabled={disabled}\n      // eslint-disable-next-line\n      InputProps={{\n        endAdornment: (\n          <Tooltip title=\"Switch between FOV and Focal Length\">\n            <InputAdornment\n              sx={{ cursor: 'pointer' }}\n              onClick={toggleFovLabel}\n              position=\"end\"\n            >\n              {fovLabel === FOV_LABELS.FOV ? '°' : 'mm'}\n            </InputAdornment>\n          </Tooltip>\n        ),\n      }}\n      onChange={(e) => {\n        if (e.target.validity.valid) {\n          setUIFieldOfView(e.target.value);\n        }\n      }}\n      onBlur={(e) => {\n        if (e.target.validity.valid) {\n          if (e.target.value !== '') {\n            setFOV(parseInt(e.target.value, 10));\n          } else {\n            setUIFieldOfView(getFovLabel());\n          }\n        }\n      }}\n      sx={{\n        input: {\n          '-webkit-text-fill-color': `${\n            disabled ? '#24B6FF' : '#EBEBEB'\n          } !important`,\n          color: `${disabled ? '#24B6FF' : '#EBEBEB'} !important`,\n        },\n      }}\n      value={UIFieldOfView}\n      error={camera.fov <= 0}\n      helperText={camera.fov <= 0 ? 'Required' : ''}\n      variant=\"standard\"\n    />\n  );\n}\n\nfunction CameraList(props) {\n  const sceneTree = props.sceneTree;\n  const cameras = props.cameras;\n  const camera_main = props.camera_main;\n  const transform_controls = props.transform_controls;\n  const setCameras = props.setCameras;\n  const swapCameras = props.swapCameras;\n  const fovLabel = props.fovLabel;\n  const setFovLabel = props.setFovLabel;\n  const cameraProperties = props.cameraProperties;\n  const setCameraProperties = props.setCameraProperties;\n  const isAnimated = props.isAnimated;\n  const dispatch = props.dispatch;\n\n  // eslint-disable-next-line no-unused-vars\n  const [slider_value, set_slider_value] = React.useState(0);\n  const [expanded, setExpanded] = React.useState(null);\n\n  const handleChange =\n    (cameraUUID: string) =>\n    (event: React.SyntheticEvent, isExpanded: boolean) => {\n      setExpanded(isExpanded ? cameraUUID : false);\n    };\n\n  const set_transform_controls = (index) => {\n    // camera helper object so grab the camera inside\n    const camera = sceneTree.find_object_no_create([\n      'Camera Path',\n      'Cameras',\n      index.toString(),\n      'Camera',\n    ]);\n    if (camera !== null) {\n      const viewer_buttons = document.getElementsByClassName(\n        'ViewerWindow-buttons',\n      )[0];\n      if (camera === transform_controls.object) {\n        // double click to remove controls from object\n        transform_controls.detach();\n        viewer_buttons.style.display = 'none';\n      } else {\n        transform_controls.detach();\n        transform_controls.attach(camera);\n        viewer_buttons.style.display = 'block';\n      }\n    }\n  };\n\n  const reset_slider_render_on_change = () => {\n    // set slider and render camera back to 0\n    const slider_min = 0;\n    const camera_render = sceneTree.find_object_no_create([\n      'Cameras',\n      'Render Camera',\n    ]);\n    const camera_render_helper = sceneTree.find_object_no_create([\n      'Cameras',\n      'Render Camera',\n      'Helper',\n    ]);\n    if (cameras.length >= 1) {\n      let first_camera = sceneTree.find_object_no_create([\n        'Camera Path',\n        'Cameras',\n        0,\n        'Camera',\n      ]);\n      if (first_camera.type !== 'PerspectiveCamera' && cameras.length > 1) {\n        first_camera = sceneTree.find_object_no_create([\n          'Camera Path',\n          'Cameras',\n          1,\n          'Camera',\n        ]);\n      }\n      set_camera_position(camera_render, first_camera.matrix);\n      camera_render_helper.set_visibility(true);\n      camera_render.fov = first_camera.fov;\n    }\n    set_slider_value(slider_min);\n  };\n\n  const delete_camera = (index) => {\n    const camera_render_helper = sceneTree.find_object_no_create([\n      'Cameras',\n      'Render Camera',\n      'Helper',\n    ]);\n    console.log('TODO: deleting camera: ', index);\n    sceneTree.delete(['Camera Path', 'Cameras', index.toString(), 'Camera']);\n    sceneTree.delete([\n      'Camera Path',\n      'Cameras',\n      index.toString(),\n      'Camera Helper',\n    ]);\n\n    setCameras([...cameras.slice(0, index), ...cameras.slice(index + 1)]);\n    // detach and hide transform controls\n    transform_controls.detach();\n    const viewer_buttons = document.getElementsByClassName(\n      'ViewerWindow-buttons',\n    )[0];\n    viewer_buttons.style.display = 'none';\n    if (cameras.length < 1) {\n      camera_render_helper.set_visibility(false);\n    }\n    reset_slider_render_on_change();\n  };\n\n  // TODO: Add pencil for editing?\n  const cameraList = cameras.map((camera, index) => {\n    return (\n      <Accordion\n        className=\"CameraList-row\"\n        key={camera.uuid}\n        expanded={expanded === camera.uuid}\n        onChange={handleChange(camera.uuid)}\n      >\n        <AccordionSummary\n          expandIcon={<ExpandMore sx={{ color: '#eeeeee' }} />}\n          aria-controls=\"panel1bh-content\"\n          id=\"panel1bh-header\"\n        >\n          <Stack spacing={0}>\n            <Button\n              size=\"small\"\n              onClick={(e) => {\n                swapCameras(index, index - 1);\n                e.stopPropagation();\n              }}\n              style={{\n                maxWidth: '20px',\n                maxHeight: '20px',\n                minWidth: '20px',\n                minHeight: '20px',\n              }}\n              disabled={index === 0}\n            >\n              <KeyboardArrowUp />\n            </Button>\n            <Button\n              size=\"small\"\n              onClick={(e) => {\n                swapCameras(index, index + 1);\n                e.stopPropagation();\n              }}\n              style={{\n                maxWidth: '20px',\n                maxHeight: '20px',\n                minWidth: '20px',\n                minHeight: '20px',\n              }}\n              disabled={index === cameras.length - 1}\n            >\n              <KeyboardArrowDown />\n            </Button>\n          </Stack>\n          <Button size=\"small\" sx={{ ml: '3px' }}>\n            <TextField\n              id=\"standard-basic\"\n              value={camera.properties.get('NAME')}\n              variant=\"standard\"\n              onClick={(e) => e.stopPropagation()}\n              onChange={(e) => {\n                const cameraProps = new Map(cameraProperties);\n                cameraProps.get(camera.uuid).set('NAME', e.target.value);\n                setCameraProperties(cameraProps);\n              }}\n              sx={{\n                alignItems: 'center',\n                alignContent: 'center',\n              }}\n            />\n          </Button>\n          <Button\n            size=\"small\"\n            onClick={(e) => {\n              e.stopPropagation();\n              set_transform_controls(index);\n            }}\n          >\n            <Edit />\n          </Button>\n          <Stack spacing={0} direction=\"row\" justifyContent=\"end\">\n            <Button\n              size=\"small\"\n              onClick={(e) => {\n                e.stopPropagation();\n                set_camera_position(camera_main, camera.matrix);\n                camera_main.fov = camera.fov;\n              }}\n            >\n              <Visibility />\n            </Button>\n            <Button size=\"small\" onClick={() => delete_camera(index)}>\n              <Delete />\n            </Button>\n          </Stack>\n        </AccordionSummary>\n        <AccordionDetails>\n          {isAnimated('FOV') && (\n            <FovSelector\n              fovLabel={fovLabel}\n              setFovLabel={setFovLabel}\n              camera={camera}\n              dispatch={dispatch}\n              disabled={!isAnimated('FOV')}\n              isGlobal={false}\n              changeMain={false}\n            />\n          )}\n          {!isAnimated('FOV') && (\n            <p style={{ fontSize: 'smaller', color: '#999999' }}>\n              Animated camera properties will show up here!\n            </p>\n          )}\n        </AccordionDetails>\n      </Accordion>\n    );\n  });\n  return <div>{cameraList}</div>;\n}\n\nexport default function CameraPanel(props) {\n  // unpack relevant information\n  const sceneTree = props.sceneTree;\n  const camera_main = sceneTree.find_object_no_create([\n    'Cameras',\n    'Main Camera',\n  ]);\n  const camera_render = sceneTree.find_object_no_create([\n    'Cameras',\n    'Render Camera',\n  ]);\n  const camera_render_helper = sceneTree.find_object_no_create([\n    'Cameras',\n    'Render Camera',\n    'Helper',\n  ]);\n  const transform_controls = sceneTree.find_object_no_create([\n    'Transform Controls',\n  ]);\n\n  // redux store state\n  const config_base_dir = useSelector(\n    (state) => state.renderingState.config_base_dir,\n  );\n  const websocket = useContext(WebSocketContext).socket;\n  const DEFAULT_FOV = 50;\n\n  // react state\n  const [cameras, setCameras] = React.useState([]);\n  // Mapping of camera id to each camera's properties\n  const [cameraProperties, setCameraProperties] = React.useState(new Map());\n  const [slider_value, set_slider_value] = React.useState(0);\n  const [smoothness_value, set_smoothness_value] = React.useState(0.5);\n  const [is_playing, setIsPlaying] = React.useState(false);\n  const [is_cycle, setIsCycle] = React.useState(false);\n  const [seconds, setSeconds] = React.useState(4);\n  const [fps, setFps] = React.useState(24);\n  const [render_modal_open, setRenderModalOpen] = React.useState(false);\n  const [animate, setAnimate] = React.useState(new Set());\n  const [globalFov, setGlobalFov] = React.useState(DEFAULT_FOV);\n\n  const scene_state = sceneTree.get_scene_state();\n\n  // Template for sharing state between Vanilla JS Three.js and React components\n  // eslint-disable-next-line no-unused-vars\n  const [mouseInScene, setMouseInScene] = React.useState(false);\n  React.useEffect(() => {\n    scene_state.addCallback(\n      (value) => setMouseInScene(value),\n      'mouse_in_scene',\n    );\n  }, []);\n\n  const dispatch = useDispatch();\n  const render_height = useSelector(\n    (state) => state.renderingState.render_height,\n  );\n  const render_width = useSelector(\n    (state) => state.renderingState.render_width,\n  );\n\n  const setRenderHeight = (value) => {\n    dispatch({\n      type: 'write',\n      path: 'renderingState/render_height',\n      data: value,\n    });\n  };\n  const setRenderWidth = (value) => {\n    dispatch({\n      type: 'write',\n      path: 'renderingState/render_width',\n      data: value,\n    });\n  };\n\n  // ui state\n  const [ui_render_height, setUIRenderHeight] = React.useState(render_height);\n  const [ui_render_width, setUIRenderWidth] = React.useState(render_width);\n  const [ui_seconds, setUISeconds] = React.useState(seconds);\n  const [ui_fps, setUIfps] = React.useState(fps);\n  const [fovLabel, setFovLabel] = React.useState(FOV_LABELS.FOV);\n\n  // nonlinear render option\n  const slider_min = 0;\n  const slider_max = 1;\n\n  // animation constants\n  const total_num_steps = seconds * fps;\n  const step_size = slider_max / total_num_steps;\n\n  const reset_slider_render_on_add = (new_camera_list) => {\n    // set slider and render camera back to 0\n    if (new_camera_list.length >= 1) {\n      set_camera_position(camera_render, new_camera_list[0].matrix);\n      camera_render.fov = new_camera_list[0].fov;\n      set_slider_value(slider_min);\n    }\n  };\n\n  const add_camera = () => {\n    const camera_main_copy = camera_main.clone();\n    camera_main_copy.aspect = 1.0;\n    camera_main_copy.fov = globalFov;\n    const new_camera_properties = new Map();\n    camera_main_copy.properties = new_camera_properties;\n    new_camera_properties.set('FOV', globalFov);\n    new_camera_properties.set('NAME', `Camera ${cameras.length}`);\n    // TIME VALUES ARE 0-1\n    if (cameras.length === 0) {\n      new_camera_properties.set('TIME', 0.0);\n    } else {\n      new_camera_properties.set('TIME', 1.0);\n    }\n\n    const ratio = (cameras.length - 1) / cameras.length;\n\n    const new_properties = new Map(cameraProperties);\n    new_properties.forEach((properties) => {\n      properties.set('TIME', properties.get('TIME') * ratio);\n    });\n    new_properties.set(camera_main_copy.uuid, new_camera_properties);\n    setCameraProperties(new_properties);\n\n    const new_camera_list = cameras.concat(camera_main_copy);\n    setCameras(new_camera_list);\n    reset_slider_render_on_add(new_camera_list);\n  };\n\n  const setCameraProperty = (property, value, index) => {\n    const activeCamera = cameras[index];\n    const activeProperties = new Map(activeCamera.properties);\n    activeProperties.set(property, value);\n    const newProperties = new Map(cameraProperties);\n    newProperties.set(activeCamera.uuid, activeProperties);\n    activeCamera.properties = activeProperties;\n    setCameraProperties(newProperties);\n  };\n\n  const swapCameras = (index, new_index) => {\n    if (\n      Math.min(index, new_index) < 0 ||\n      Math.max(index, new_index) >= cameras.length\n    )\n      return;\n\n    const swapCameraTime = cameras[index].properties.get('TIME');\n    setCameraProperty('TIME', cameras[new_index].properties.get('TIME'), index);\n    setCameraProperty('TIME', swapCameraTime, new_index);\n\n    const new_cameras = [\n      ...cameras.slice(0, index),\n      ...cameras.slice(index + 1),\n    ];\n    setCameras([\n      ...new_cameras.slice(0, new_index),\n      cameras[index],\n      ...new_cameras.slice(new_index),\n    ]);\n\n    // reset_slider_render_on_change();\n  };\n\n  // force a rerender if the cameras are dragged around\n  let update_cameras_interval = null;\n  // eslint-disable-next-line no-unused-vars\n  transform_controls.addEventListener('mouseDown', (event) => {\n    // prevent multiple loops\n    if (update_cameras_interval === null) {\n      // hardcoded for 100 ms per udpate\n      update_cameras_interval = setInterval(() => {}, 100);\n    }\n  });\n  // eslint-disable-next-line no-unused-vars\n  transform_controls.addEventListener('mouseUp', (event) => {\n    if (update_cameras_interval !== null) {\n      clearInterval(update_cameras_interval);\n      update_cameras_interval = null;\n      setCameras(cameras);\n    }\n  });\n\n  // draw cameras and curve to the scene\n  useEffect(() => {\n    // draw the cameras\n\n    const labels = Array.from(document.getElementsByClassName('label'));\n    labels.forEach((label) => {\n      label.remove();\n    });\n\n    sceneTree.delete(['Camera Path', 'Cameras']); // delete old cameras, which is important\n    if (cameras.length < 1) {\n      dispatch({\n        type: 'write',\n        path: 'renderingState/camera_choice',\n        data: 'Main Camera',\n      });\n      camera_render_helper.set_visibility(false);\n    } else {\n      camera_render_helper.set_visibility(true);\n    }\n    for (let i = 0; i < cameras.length; i += 1) {\n      const camera = cameras[i];\n      // camera.aspect = render_width / render_height;\n      const camera_helper = new CameraHelper(camera, 0x393e46);\n\n      const labelDiv = document.createElement('div');\n      labelDiv.className = 'label';\n      labelDiv.textContent = camera.properties.get('NAME');\n      labelDiv.style.color = 'black';\n      labelDiv.style.backgroundColor = 'rgba(255, 255, 255, 0.61)';\n      labelDiv.style.backdropFilter = 'blur(5px)';\n      labelDiv.style.padding = '6px';\n      labelDiv.style.borderRadius = '6px';\n      labelDiv.style.visibility = 'visible';\n      const camera_label = new CSS2DObject(labelDiv);\n      camera_label.name = 'CAMERA_LABEL';\n      camera_label.position.set(0, -0.1, -0.1);\n      camera_helper.add(camera_label);\n      camera_label.layers.set(0);\n\n      // camera\n      sceneTree.set_object_from_path(\n        ['Camera Path', 'Cameras', i.toString(), 'Camera'],\n        camera,\n      );\n      // camera helper\n      sceneTree.set_object_from_path(\n        ['Camera Path', 'Cameras', i.toString(), 'Camera Helper'],\n        camera_helper,\n      );\n    }\n  }, [cameras, cameraProperties, render_width, render_height]);\n\n  // update the camera curve\n  const curve_object = get_curve_object_from_cameras(\n    cameras,\n    is_cycle,\n    smoothness_value,\n  );\n\n  const getKeyframePoint = (progress: Number) => {\n    const times = [];\n    const ratio = (cameras.length - 1) / cameras.length;\n    cameras.forEach((camera) => {\n      const time = camera.properties.get('TIME');\n      times.push(is_cycle ? time * ratio : time);\n    });\n\n    if (is_cycle) {\n      times.push(1.0);\n    }\n\n    let new_point = 0.0;\n    if (progress <= times[0]) {\n      new_point = 0.0;\n    } else if (progress >= times[times.length - 1]) {\n      new_point = 1.0;\n    } else {\n      let i = 0;\n      while (\n        i < times.length - 1 &&\n        !(progress >= times[i] && progress < times[i + 1])\n      ) {\n        i += 1;\n      }\n      const percentage = (progress - times[i]) / (times[i + 1] - times[i]);\n      new_point = (i + percentage) / (times.length - 1);\n    }\n    return new_point;\n  };\n\n  if (cameras.length > 1) {\n    const num_points = fps * seconds;\n    const points = curve_object.curve_positions.getPoints(num_points);\n    const geometry = new THREE.BufferGeometry().setFromPoints(points);\n    const spline = new MeshLine();\n    spline.setGeometry(geometry);\n    const material = new MeshLineMaterial({ lineWidth: 0.01, color: 0xff5024 });\n    const spline_mesh = new THREE.Mesh(spline.geometry, material);\n    sceneTree.set_object_from_path(['Camera Path', 'Curve'], spline_mesh);\n\n    // set the camera\n\n    const point = getKeyframePoint(slider_value);\n    let position = null;\n    let lookat = null;\n    let up = null;\n    let fov = null;\n    position = curve_object.curve_positions.getPoint(point);\n    lookat = curve_object.curve_lookats.getPoint(point);\n    up = curve_object.curve_ups.getPoint(point);\n    fov = curve_object.curve_fovs.getPoint(point).z;\n\n    const mat = get_transform_matrix(position, lookat, up);\n    set_camera_position(camera_render, mat);\n    camera_render.fov = fov;\n  } else {\n    sceneTree.delete(['Camera Path', 'Curve']);\n  }\n\n  const marks = [];\n  for (let i = 0; i <= 1; i += 0.25) {\n    marks.push({ value: i, label: `${(seconds * i).toFixed(1).toString()}s` });\n  }\n\n  const values = [];\n  cameras.forEach((camera) => {\n    const time = camera.properties.get('TIME');\n    const ratio = (cameras.length - 1) / cameras.length;\n    values.push(is_cycle ? time * ratio : time);\n  });\n\n  if (is_cycle && cameras.length !== 0) {\n    values.push(1.0);\n  }\n\n  const handleKeyframeSlider = (\n    event: Event,\n    newValue: number | number[],\n    activeThumb: number,\n  ) => {\n    if (activeThumb === cameras.length) return;\n    const ratio = (cameras.length - 1) / cameras.length;\n    const val = newValue[activeThumb];\n    setCameraProperty(\n      'TIME',\n      is_cycle ? Math.min(val / ratio, 1.0) : val,\n      activeThumb,\n    );\n  };\n\n  // when the slider changes, update the main camera position\n  useEffect(() => {\n    if (cameras.length > 1) {\n      const point = getKeyframePoint(slider_value);\n      let position = null;\n      let lookat = null;\n      let up = null;\n      let fov = null;\n      position = curve_object.curve_positions.getPoint(point);\n      lookat = curve_object.curve_lookats.getPoint(point);\n      up = curve_object.curve_ups.getPoint(point);\n      fov = curve_object.curve_fovs.getPoint(point).z;\n      const mat = get_transform_matrix(position, lookat, up);\n      set_camera_position(camera_render, mat);\n      camera_render.fov = fov;\n      setGlobalFov(fov);\n    }\n  }, [slider_value, render_height, render_width]);\n\n  // call this function whenever slider state changes\n  useEffect(() => {\n    if (is_playing && cameras.length > 1) {\n      const interval = setInterval(() => {\n        set_slider_value((prev) => prev + step_size);\n      }, 1000 / fps);\n      return () => clearInterval(interval);\n    }\n    return () => {};\n  }, [is_playing]);\n\n  // make sure to pause if the slider reaches the end\n  useEffect(() => {\n    if (slider_value >= slider_max) {\n      set_slider_value(slider_max);\n      setIsPlaying(false);\n    }\n  }, [slider_value]);\n\n  const get_camera_path = () => {\n    // NOTE: currently assuming these are ints\n    const num_points = fps * seconds;\n    const camera_path = [];\n\n    for (let i = 0; i < num_points; i += 1) {\n      const pt = getKeyframePoint(i / num_points);\n\n      const position = curve_object.curve_positions.getPoint(pt);\n      const lookat = curve_object.curve_lookats.getPoint(pt);\n      const up = curve_object.curve_ups.getPoint(pt);\n      const fov = curve_object.curve_fovs.getPoint(pt).z;\n\n      const mat = get_transform_matrix(position, lookat, up);\n\n      camera_path.push({\n        camera_to_world: mat.transpose().elements, // convert from col-major to row-major matrix\n        fov,\n        aspect: camera_render.aspect,\n      });\n    }\n\n    const keyframes = [];\n    for (let i = 0; i < cameras.length; i += 1) {\n      const camera = cameras[i];\n      keyframes.push({\n        matrix: JSON.stringify(camera.matrix.toArray()),\n        fov: camera.fov,\n        aspect: camera_render.aspect,\n        properties: JSON.stringify(Array.from(camera.properties.entries())),\n      });\n    }\n\n    // const myData\n    const camera_path_object = {\n      keyframes,\n      render_height,\n      render_width,\n      camera_path,\n      fps,\n      seconds,\n      smoothness_value,\n      is_cycle,\n    };\n    return camera_path_object;\n  };\n\n  const export_camera_path = () => {\n    // export the camera path\n    // inspired by:\n    // https://stackoverflow.com/questions/55613438/reactwrite-to-json-file-or-export-download-no-server\n\n    const camera_path_object = get_camera_path();\n    console.log(camera_render.toJSON());\n\n    // create file in browser\n    const json = JSON.stringify(camera_path_object, null, 2);\n    const blob = new Blob([json], { type: 'application/json' });\n    const href = URL.createObjectURL(blob);\n\n    // create \"a\" HTLM element with href to file\n    const link = document.createElement('a');\n    link.href = href;\n\n    const filename = 'camera_path.json';\n    link.download = filename;\n    document.body.appendChild(link);\n    link.click();\n    // clean up \"a\" element & remove ObjectURL\n    document.body.removeChild(link);\n    URL.revokeObjectURL(href);\n  };\n\n  const load_camera_path = (camera_path_object) => {\n    const new_camera_list = [];\n    const new_properties = new Map(cameraProperties);\n\n    setRenderHeight(camera_path_object.render_height);\n    setUIRenderHeight(camera_path_object.render_height);\n    setRenderWidth(camera_path_object.render_width);\n    setUIRenderWidth(camera_path_object.render_width);\n\n    setFps(camera_path_object.fps);\n    setUIfps(camera_path_object.fps);\n\n    setSeconds(camera_path_object.seconds);\n    setUISeconds(camera_path_object.seconds);\n\n    set_smoothness_value(camera_path_object.smoothness_value);\n    setIsCycle(camera_path_object.is_cycle);\n\n    for (let i = 0; i < camera_path_object.keyframes.length; i += 1) {\n      const keyframe = camera_path_object.keyframes[i];\n      const camera = new THREE.PerspectiveCamera(\n        keyframe.fov,\n        keyframe.aspect,\n        0.1,\n        1000,\n      );\n\n      // properties\n      camera.properties = new Map(JSON.parse(keyframe.properties));\n      new_properties.set(camera.uuid, camera.properties);\n\n      const mat = new THREE.Matrix4();\n      mat.fromArray(JSON.parse(keyframe.matrix));\n      set_camera_position(camera, mat);\n      new_camera_list.push(camera);\n    }\n\n    setCameraProperties(new_properties);\n    setCameras(new_camera_list);\n    reset_slider_render_on_add(new_camera_list);\n  };\n\n  const uploadCameraPath = (e) => {\n    const fileUpload = e.target.files[0];\n\n    const fr = new FileReader();\n    fr.onload = (res) => {\n      const camera_path_object = JSON.parse(res.target.result);\n      load_camera_path(camera_path_object);\n    };\n\n    fr.readAsText(fileUpload);\n  };\n\n  const open_render_modal = () => {\n    setRenderModalOpen(true);\n\n    const camera_path_object = get_camera_path();\n    const camera_path_filename = `${config_base_dir}/camera_path.json`;\n\n    const camera_path_payload = {\n      camera_path_filename,\n      camera_path: camera_path_object,\n    };\n\n    // send a command of the websocket to save the trajectory somewhere!\n    if (websocket.readyState === WebSocket.OPEN) {\n      const data = {\n        type: 'write',\n        path: 'camera_path_payload',\n        data: camera_path_payload,\n      };\n      const message = msgpack.encode(data);\n      websocket.send(message);\n    }\n  };\n\n  const isAnimated = (property) => animate.has(property);\n\n  const toggleAnimate = (property) => {\n    const new_animate = new Set(animate);\n    if (animate.has(property)) {\n      new_animate.delete(property);\n      setAnimate(new_animate);\n    } else {\n      new_animate.add(property);\n      setAnimate(new_animate);\n    }\n  };\n\n  const setAllCameraFOV = (val) => {\n    if (fovLabel === FOV_LABELS.FOV) {\n      for (let i = 0; i < cameras.length; i += 1) {\n        cameras[i].fov = val;\n      }\n    } else {\n      for (let i = 0; i < cameras.length; i += 1) {\n        cameras[i].setFocalLength(val / cameras[i].aspect);\n      }\n    }\n  };\n\n  return (\n    <div className=\"CameraPanel\">\n      <div>\n        <div className=\"CameraPanel-top-button\">\n          <Button\n            size=\"small\"\n            className=\"CameraPanel-top-button\"\n            component=\"label\"\n            variant=\"outlined\"\n            startIcon={<FileUploadOutlinedIcon />}\n          >\n            Load Path\n            <input\n              type=\"file\"\n              accept=\".json\"\n              name=\"Camera Path\"\n              onChange={uploadCameraPath}\n              hidden\n            />\n          </Button>\n        </div>\n        <div className=\"CameraPanel-top-button\">\n          <Button\n            size=\"small\"\n            className=\"CameraPanel-top-button\"\n            variant=\"outlined\"\n            startIcon={<FileDownloadOutlinedIcon />}\n            onClick={export_camera_path}\n          >\n            Export Path\n          </Button>\n        </div>\n        <br />\n        <RenderModal open={render_modal_open} setOpen={setRenderModalOpen} />\n        <Button\n          className=\"CameraPanel-render-button\"\n          variant=\"outlined\"\n          size=\"small\"\n          startIcon={<VideoCameraBackIcon />}\n          onClick={open_render_modal}\n        >\n          Render\n        </Button>\n      </div>\n      <div className=\"CameraList-row-time-interval\">\n        <TextField\n          label=\"Height\"\n          inputProps={{\n            inputMode: 'numeric',\n            pattern: '[+-]?([0-9]*[.])?[0-9]+',\n          }}\n          size=\"small\"\n          onChange={(e) => {\n            if (e.target.validity.valid) {\n              setUIRenderHeight(e.target.value);\n            }\n          }}\n          onBlur={(e) => {\n            if (e.target.validity.valid) {\n              if (e.target.value !== '') {\n                setRenderHeight(parseInt(e.target.value, 10));\n              } else {\n                setUIRenderHeight(render_height);\n              }\n            }\n          }}\n          value={ui_render_height}\n          error={ui_render_height <= 0}\n          helperText={ui_render_height <= 0 ? 'Required' : ''}\n          variant=\"standard\"\n        />\n        <TextField\n          label=\"Width\"\n          inputProps={{\n            inputMode: 'numeric',\n            pattern: '[+-]?([0-9]*[.])?[0-9]+',\n          }}\n          size=\"small\"\n          onChange={(e) => {\n            if (e.target.validity.valid) {\n              setUIRenderWidth(e.target.value);\n            }\n          }}\n          onBlur={(e) => {\n            if (e.target.validity.valid) {\n              if (e.target.value !== '') {\n                setRenderWidth(parseInt(e.target.value, 10));\n              } else {\n                setUIRenderWidth(render_width);\n              }\n            }\n          }}\n          value={ui_render_width}\n          error={ui_render_width <= 0}\n          helperText={ui_render_width <= 0 ? 'Required' : ''}\n          variant=\"standard\"\n        />\n      </div>\n      <div className=\"CameraList-row-time-interval\">\n        <TextField\n          label=\"Seconds\"\n          inputProps={{\n            inputMode: 'numeric',\n            pattern: '[+-]?([0-9]*[.])?[0-9]+',\n          }}\n          size=\"small\"\n          onChange={(e) => {\n            if (e.target.validity.valid) {\n              setUISeconds(e.target.value);\n            }\n          }}\n          onBlur={(e) => {\n            if (e.target.validity.valid) {\n              if (e.target.value !== '') {\n                setSeconds(parseInt(e.target.value, 10));\n              } else {\n                setUISeconds(seconds);\n              }\n            }\n          }}\n          value={ui_seconds}\n          error={ui_seconds <= 0}\n          helperText={ui_seconds <= 0 ? 'Required' : ''}\n          variant=\"standard\"\n        />\n        <TextField\n          label=\"FPS\"\n          inputProps={{ inputMode: 'numeric', pattern: '[0-9]*' }}\n          size=\"small\"\n          onChange={(e) => {\n            if (e.target.validity.valid) {\n              setUIfps(e.target.value);\n            }\n          }}\n          onBlur={(e) => {\n            if (e.target.validity.valid) {\n              if (e.target.value !== '') {\n                setFps(parseInt(e.target.value, 10));\n              } else {\n                setUIfps(fps);\n              }\n            }\n          }}\n          value={ui_fps}\n          error={ui_fps <= 0}\n          helperText={ui_fps <= 0 ? 'Required' : ''}\n          variant=\"standard\"\n        />\n      </div>\n      <div className=\"CameraList-row-animation-properties\">\n        <Tooltip title=\"Animate FOV for Each Camera\">\n          <Button\n            value=\"animatefov\"\n            selected={isAnimated('FOV')}\n            onClick={() => {\n              toggleAnimate('FOV');\n            }}\n            style={{\n              maxWidth: '20px',\n              maxHeight: '20px',\n              minWidth: '20px',\n              minHeight: '20px',\n              position: 'relative',\n              top: '22px',\n            }}\n            sx={{\n              mt: 1,\n            }}\n          >\n            <Animation\n              style={{\n                color: isAnimated('FOV') ? '#24B6FF' : '#EBEBEB',\n                maxWidth: '20px',\n                maxHeight: '20px',\n                minWidth: '20px',\n                minHeight: '20px',\n              }}\n            />\n          </Button>\n        </Tooltip>\n        <FovSelector\n          fovLabel={fovLabel}\n          setFovLabel={setFovLabel}\n          camera={camera_main}\n          cameras={cameras}\n          dispatch={dispatch}\n          disabled={isAnimated('FOV')}\n          applyAll={!isAnimated('FOV')}\n          isGlobal\n          globalFov={globalFov}\n          setGlobalFov={setGlobalFov}\n          setAllCameraFOV={setAllCameraFOV}\n          changeMain\n        />\n      </div>\n      <div>\n        <div className=\"CameraPanel-top-button\">\n          <Button\n            size=\"small\"\n            variant=\"outlined\"\n            startIcon={<AddAPhotoIcon />}\n            onClick={add_camera}\n          >\n            Add Camera\n          </Button>\n        </div>\n        <div className=\"CameraPanel-top-button\">\n          <Tooltip\n            className=\"curve-button\"\n            title=\"Toggle looping camera spline\"\n          >\n            {!is_cycle ? (\n              <Button\n                size=\"small\"\n                variant=\"outlined\"\n                onClick={() => {\n                  setIsCycle(true);\n                }}\n              >\n                <GestureOutlined />\n              </Button>\n            ) : (\n              <Button\n                size=\"small\"\n                variant=\"outlined\"\n                onClick={() => {\n                  setIsCycle(false);\n                }}\n              >\n                <AllInclusiveOutlined />\n              </Button>\n            )}\n          </Tooltip>\n        </div>\n        <div className=\"CameraPanel-top-button\">\n          <Tooltip title=\"Reset Keyframe Timing\">\n            <Button\n              size=\"small\"\n              variant=\"outlined\"\n              onClick={() => {\n                const new_properties = new Map(cameraProperties);\n                cameras.forEach((camera, i) => {\n                  const uuid = camera.uuid;\n                  const new_time = i / (cameras.length - 1);\n                  const current_cam_properties = new_properties.get(uuid);\n                  current_cam_properties.set('TIME', new_time);\n                });\n                setCameraProperties(new_properties);\n              }}\n            >\n              <ClearAll />\n            </Button>\n          </Tooltip>\n        </div>\n      </div>\n      <div\n        className=\"CameraPanel-slider-container\"\n        style={{ marginTop: '5px' }}\n      >\n        <Stack spacing={2} direction=\"row\" sx={{ mb: 1 }} alignItems=\"center\">\n          <p style={{ fontSize: 'smaller', color: '#999999' }}>Smoothness</p>\n          <ChangeHistory />\n          <Slider\n            value={smoothness_value}\n            step={step_size}\n            valueLabelFormat={smoothness_value.toFixed(2)}\n            min={0}\n            max={1}\n            onChange={(event, value) => {\n              set_smoothness_value(value);\n            }}\n          />\n          <RadioButtonUnchecked />\n        </Stack>\n      </div>\n      <div className=\"CameraPanel-slider-container\">\n        <b style={{ fontSize: 'smaller', color: '#999999', textAlign: 'left' }}>\n          Camera Keyframes\n        </b>\n        <Slider\n          value={values}\n          step={step_size}\n          valueLabelDisplay=\"auto\"\n          valueLabelFormat={(value, i) => {\n            if (cameras.length === 0) {\n              return '';\n            }\n            if (i === cameras.length && is_cycle) {\n              return `${cameras[0].properties.get('NAME')} @ ${parseFloat(\n                (value * seconds).toFixed(2),\n              )}s`;\n            }\n            return `${cameras[i].properties.get('NAME')} @ ${parseFloat(\n              (value * seconds).toFixed(2),\n            )}s`;\n          }}\n          marks={marks}\n          min={slider_min}\n          max={slider_max}\n          disabled={cameras.length < 2}\n          track={false}\n          onChange={handleKeyframeSlider}\n          sx={{\n            '& .MuiSlider-thumb': {\n              borderRadius: '6px',\n              width: `${24.0 / Math.max(Math.sqrt(cameras.length), 2)}px`,\n            },\n          }}\n          disableSwap\n        />\n        <b style={{ fontSize: 'smaller', color: '#999999', textAlign: 'left' }}>\n          Playback\n        </b>\n        <Slider\n          value={slider_value}\n          step={step_size}\n          valueLabelDisplay={is_playing ? 'on' : 'off'}\n          valueLabelFormat={`${(Math.min(slider_value, 1.0) * seconds).toFixed(\n            2,\n          )}s`}\n          marks={marks}\n          min={slider_min}\n          max={slider_max}\n          disabled={cameras.length < 2}\n          onChange={(event, value) => {\n            set_slider_value(value);\n          }}\n        />\n      </div>\n      <div className=\"CameraPanel-slider-button-container\">\n        <Button\n          size=\"small\"\n          variant=\"outlined\"\n          onClick={() => {\n            setIsPlaying(false);\n            set_slider_value(slider_min);\n          }}\n        >\n          <FirstPage />\n        </Button>\n        <Button\n          size=\"small\"\n          variant=\"outlined\"\n          onClick={() =>\n            set_slider_value(Math.max(0.0, slider_value - step_size))\n          }\n        >\n          <ArrowBackIosNew />\n        </Button>\n        {/* eslint-disable-next-line no-nested-ternary */}\n        {!is_playing && slider_max === slider_value ? (\n          <Button\n            size=\"small\"\n            variant=\"outlined\"\n            onClick={() => {\n              set_slider_value(slider_min);\n            }}\n          >\n            <Replay />\n          </Button>\n        ) : !is_playing ? (\n          <Button\n            size=\"small\"\n            variant=\"outlined\"\n            onClick={() => {\n              if (cameras.length > 1) {\n                setIsPlaying(true);\n              }\n            }}\n          >\n            <PlayArrow />\n          </Button>\n        ) : (\n          <Button\n            size=\"small\"\n            variant=\"outlined\"\n            onClick={() => {\n              setIsPlaying(false);\n            }}\n          >\n            <Pause />\n          </Button>\n        )}\n        <Button\n          size=\"small\"\n          variant=\"outlined\"\n          onClick={() =>\n            set_slider_value(Math.min(slider_max, slider_value + step_size))\n          }\n        >\n          <ArrowForwardIos />\n        </Button>\n        <Button\n          size=\"small\"\n          variant=\"outlined\"\n          onClick={() => set_slider_value(slider_max)}\n        >\n          <LastPage />\n        </Button>\n      </div>\n      <div className=\"CameraList-container\">\n        <CameraList\n          sceneTree={sceneTree}\n          transform_controls={transform_controls}\n          camera_main={camera_render}\n          cameras={cameras}\n          setCameras={setCameras}\n          swapCameras={swapCameras}\n          cameraProperties={cameraProperties}\n          setCameraProperties={setCameraProperties}\n          fovLabel={fovLabel}\n          setFovLabel={setFovLabel}\n          isAnimated={isAnimated}\n          dispatch={dispatch}\n        />\n      </div>\n    </div>\n  );\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/SidePanel/CameraPanel/curve.js",
    "content": "// Code for creating a curve from a set of points\n\nimport * as THREE from 'three';\n\nfunction get_catmull_rom_curve(list_of_3d_vectors, is_cycle, smoothness_value) {\n  // TODO: add some hyperparameters to this function\n  const curve = new THREE.CatmullRomCurve3(\n    list_of_3d_vectors,\n    is_cycle,\n    // 'centripetal'\n    'catmullrom',\n    smoothness_value,\n  );\n  return curve;\n}\n\nexport function get_curve_object_from_cameras(\n  cameras,\n  is_cycle,\n  smoothness_value,\n) {\n  if (cameras.length === 0) {\n    return null;\n  }\n  // interpolate positions, lookat directions, and ups\n  // similar to\n  // https://github.com/google-research/multinerf/blob/1c8b1c552133cdb2de1c1f3c871b2813f6662265/internal/camera_utils.py#L281\n\n  const positions = [];\n  const lookats = [];\n  const ups = [];\n  const fovs = [];\n\n  for (let i = 0; i < cameras.length; i += 1) {\n    const camera = cameras[i];\n\n    const up = new THREE.Vector3(0, 1, 0); // y is up in local space\n    const lookat = new THREE.Vector3(0, 0, 1); // z is forward in local space\n\n    up.applyQuaternion(camera.quaternion);\n    lookat.applyQuaternion(camera.quaternion);\n\n    positions.push(camera.position);\n    ups.push(up);\n    lookats.push(lookat);\n    // Reuse catmullromcurve3 for 1d values. TODO fix this\n    fovs.push(new THREE.Vector3(0, 0, camera.fov));\n  }\n\n  let curve_positions = null;\n  let curve_lookats = null;\n  let curve_ups = null;\n  let curve_fovs = null;\n\n  curve_positions = get_catmull_rom_curve(positions, is_cycle, smoothness_value);\n  curve_lookats = get_catmull_rom_curve(lookats, is_cycle, smoothness_value);\n  curve_ups = get_catmull_rom_curve(ups, is_cycle, smoothness_value);\n  curve_fovs = get_catmull_rom_curve(fovs, is_cycle, smoothness_value / 10);\n\n  const curve_object = {\n    curve_positions,\n    curve_lookats,\n    curve_ups,\n    curve_fovs,\n  };\n  return curve_object;\n}\n\nexport function get_transform_matrix(position, lookat, up) {\n  // normalize the vectors\n  lookat.normalize();\n  // make up orthogonal to lookat\n  const up_proj = lookat.clone().multiplyScalar(up.dot(lookat));\n  up.sub(up_proj);\n  up.normalize();\n\n  // create a copy of the vector up\n  const up_copy = up.clone();\n  const cross = up_copy.cross(lookat);\n  cross.normalize();\n\n  // create the camera transform matrix\n  const mat = new THREE.Matrix4();\n  mat.set(\n    cross.x,\n    up.x,\n    lookat.x,\n    position.x,\n    cross.y,\n    up.y,\n    lookat.y,\n    position.y,\n    cross.z,\n    up.z,\n    lookat.z,\n    position.z,\n    0,\n    0,\n    0,\n    1,\n  );\n  return mat;\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/SidePanel/CameraPanel/index.jsx",
    "content": "import CameraPanel from './CameraPanel';\n\nexport default CameraPanel;\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/SidePanel/ExportPanel/ExportPanel.jsx",
    "content": "/* eslint-disable react/jsx-props-no-spreading */\nimport * as React from 'react';\nimport * as THREE from 'three';\nimport { useSelector } from 'react-redux';\n\nimport { Box, Typography, Tab, Tabs } from '@mui/material';\nimport { LevaPanel, LevaStoreProvider, useCreateStore } from 'leva';\nimport BlurOnIcon from '@mui/icons-material/BlurOn';\nimport CategoryIcon from '@mui/icons-material/Category';\nimport PointcloudSubPanel from './PointcloudSubPanel';\nimport MeshSubPanel from './MeshSubPanel';\nimport LevaTheme from '../../../themes/leva_theme.json';\n\ninterface TabPanelProps {\n  children: React.ReactNode;\n  index: number;\n  value: number;\n}\n\nfunction TabPanel(props: TabPanelProps) {\n  const { children, value, index, ...other } = props;\n\n  return (\n    <div\n      role=\"tabpanel\"\n      hidden={value !== index}\n      id={`simple-tabpanel-${index}`}\n      aria-labelledby={`simple-tab-${index}`}\n      {...other}\n    >\n      {value === index && (\n        <Box sx={{ p: 3 }}>\n          <Typography>{children}</Typography>\n        </Box>\n      )}\n    </div>\n  );\n}\n\nfunction a11yProps(index: number) {\n  return {\n    id: `simple-tab-${index}`,\n    'aria-controls': `simple-tabpanel-${index}`,\n  };\n}\n\nconst CLIPPING_BOX_NAME = 'Clipping Box';\n\nexport default function ExportPanel(props) {\n  // unpack relevant information\n  const sceneTree = props.sceneTree;\n  const showExportBox = props.showExportBox;\n\n  const [type_value, setTypeValue] = React.useState(0);\n\n  const handleTypeChange = (event: React.SyntheticEvent, newValue: number) => {\n    setTypeValue(newValue);\n  };\n\n  // create the clipping box\n  const clippingEnabled = useSelector(\n    (state) => state.renderingState.clipping_enabled,\n  );\n  const geometry = new THREE.BoxGeometry(1, 1, 1);\n  const material = new THREE.MeshBasicMaterial({\n    color: 0xffd369,\n    transparent: true,\n    opacity: 0.3,\n    side: THREE.DoubleSide,\n  });\n  const cube = new THREE.Mesh(geometry, material);\n  sceneTree.set_object_from_path([CLIPPING_BOX_NAME], cube);\n  cube.visible = showExportBox && clippingEnabled;\n  const update_box_center = (value) => {\n    const box = sceneTree.find_object_no_create([CLIPPING_BOX_NAME]);\n    box.position.set(value[0], value[1], value[2]);\n  };\n\n  const update_box_scale = (value) => {\n    const box = sceneTree.find_object_no_create([CLIPPING_BOX_NAME]);\n    box.scale.set(value[0], value[1], value[2]);\n  };\n\n  const pointcloudStore = useCreateStore();\n  const meshStore = useCreateStore();\n\n  return (\n    <div className=\"ExportPanel\">\n      <Tabs\n        value={type_value}\n        onChange={handleTypeChange}\n        aria-label=\"export type\"\n        variant=\"fullWidth\"\n        centered\n        sx={{ height: 55, minHeight: 55 }}\n      >\n        <Tab\n          icon={<BlurOnIcon />}\n          iconPosition=\"start\"\n          label=\"Point Cloud\"\n          disableRipple\n          {...a11yProps(0)}\n        />\n        <Tab\n          icon={<CategoryIcon />}\n          iconPosition=\"start\"\n          label=\"Mesh\"\n          disableRipple\n          {...a11yProps(1)}\n        />\n      </Tabs>\n      <TabPanel value={type_value} index={0}>\n        <LevaPanel\n          store={pointcloudStore}\n          className=\"Leva-panel\"\n          theme={LevaTheme}\n          titleBar={false}\n          fill\n          flat\n        />\n        <LevaStoreProvider store={pointcloudStore}>\n          <PointcloudSubPanel\n            update_box_center={update_box_center}\n            update_box_scale={update_box_scale}\n          />\n        </LevaStoreProvider>\n      </TabPanel>\n      <TabPanel value={type_value} index={1}>\n        <LevaPanel\n          store={meshStore}\n          className=\"Leva-panel\"\n          theme={LevaTheme}\n          titleBar={false}\n          fill\n          flat\n        />\n        <LevaStoreProvider store={meshStore}>\n          <MeshSubPanel\n            update_box_center={update_box_center}\n            update_box_scale={update_box_scale}\n          />\n        </LevaStoreProvider>\n      </TabPanel>\n    </div>\n  );\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/SidePanel/ExportPanel/MeshSubPanel.jsx",
    "content": "import * as React from 'react';\nimport { useControls, useStoreContext } from 'leva';\nimport { useEffect } from 'react';\nimport { useDispatch, useSelector } from 'react-redux';\nimport ContentCopyRoundedIcon from '@mui/icons-material/ContentCopyRounded';\n\nimport { Button } from '@mui/material';\n\nfunction get_normal_outputs(output_options) {\n  // Get a list of normal outputs from the Model\n  let normal_options = [];\n  if (output_options) {\n    // check which outputs have normals\n    for (let i = 0; i < output_options.length; i += 1) {\n      const output_name = output_options[i];\n      if (output_name.includes('normals')) {\n        normal_options.push(output_name);\n      }\n    }\n  }\n  if (normal_options.length === 0) {\n    normal_options = ['none'];\n  }\n  return normal_options;\n}\n\nexport default function MeshSubPanel(props) {\n  const update_box_center = props.update_box_center;\n  const update_box_scale = props.update_box_scale;\n  const store = useStoreContext();\n\n  const dispatch = useDispatch();\n\n  // redux store state\n  const config_base_dir = useSelector(\n    (state) => state.renderingState.config_base_dir,\n  );\n  const clippingEnabled = useSelector(\n    (state) => state.renderingState.clipping_enabled,\n  );\n  const clippingCenter = useSelector(\n    (state) => state.renderingState.clipping_center,\n  );\n  const clippingScale = useSelector(\n    (state) => state.renderingState.clipping_box_scale,\n  );\n  const output_options = useSelector(\n    (state) => state.renderingState.output_options,\n  );\n  const normal_options = get_normal_outputs(output_options);\n  const mesh_method_options = ['poisson', 'tsdf'];\n\n  const config_filename = `${config_base_dir}/config.yml`;\n\n  const controlValues = useControls(\n    {\n      mesh_method_options: {\n        label: 'Mesh Method Options',\n        options: {\n          'Poisson (best)': 'poisson',\n          TSDF: 'tsdf',\n        },\n        value: mesh_method_options[0],\n      },\n      normal_options: {\n        label: 'Normal Options',\n        options: [...new Set(normal_options)],\n        value: normal_options[0],\n        render: (get) => get('mesh_method_options') === 'poisson',\n      },\n      numFaces: { label: 'Number of Faces', value: 50000, min: 1 },\n      textureResolution: { label: 'Texture Resolution', value: 2048, min: 1 },\n      numPoints: {\n        label: 'Number of Points',\n        value: 1000000,\n        min: 1,\n        render: (get) => get('mesh_method_options') === 'poisson',\n      },\n      removeOutliers: {\n        label: 'Remove Outliers',\n        value: true,\n        render: (get) => get('mesh_method_options') === 'poisson',\n      },\n      useBoundingBox: {\n        label: 'Crop',\n        value: clippingEnabled,\n        onChange: (value) => {\n          dispatch({\n            type: 'write',\n            path: 'renderingState/clipping_enabled',\n            data: value,\n          });\n        },\n      },\n      center: {\n        label: '|  Center',\n        value: clippingCenter,\n        render: (get) => get('useBoundingBox'),\n        onChange: (value) => {\n          update_box_center(value);\n        },\n        onEditEnd: (value) => {\n          dispatch({\n            type: 'write',\n            path: 'renderingState/clipping_center',\n            data: value,\n          });\n        },\n      },\n      scale: {\n        label: '|  Scale',\n        value: clippingScale,\n        min: 0.01,\n        render: (get) => get('useBoundingBox'),\n        onChange: (value) => {\n          update_box_scale(value);\n        },\n        onEditEnd: (value) => {\n          dispatch({\n            type: 'write',\n            path: 'renderingState/clipping_box_scale',\n            data: value,\n          });\n        },\n      },\n      outputDir: { label: 'Output Directory', value: 'exports/mesh/' },\n    },\n    { store },\n  );\n\n  const getPythonBool = (boolean) => {\n    return boolean ? 'True' : 'False';\n  };\n\n  console.log(controlValues.outputDir);\n  console.log(getPythonBool(controlValues.removeOutliers));\n\n  const bbox_min = [\n    clippingCenter[0] - clippingScale[0] / 2,\n    clippingCenter[1] - clippingScale[1] / 2,\n    clippingCenter[2] - clippingScale[2] / 2,\n  ];\n  const bbox_max = [\n    clippingCenter[0] + clippingScale[0] / 2,\n    clippingCenter[1] + clippingScale[1] / 2,\n    clippingCenter[2] + clippingScale[2] / 2,\n  ];\n\n  const mesh_method_choice = controlValues.mesh_method_options;\n  console.log(mesh_method_choice);\n  let cmd = '';\n  if (mesh_method_choice === 'tsdf') {\n    cmd =\n      `ns-export ${mesh_method_choice}` +\n      ` --load-config ${config_filename}` +\n      ` --output-dir ${controlValues.outputDir}` +\n      ` --target-num-faces ${controlValues.numFaces}` +\n      ` --num-pixels-per-side ${controlValues.textureResolution}` +\n      ` --use-bounding-box ${getPythonBool(clippingEnabled)}` +\n      ` --bounding-box-min ${bbox_min[0]} ${bbox_min[1]} ${bbox_min[2]}` +\n      ` --bounding-box-max ${bbox_max[0]} ${bbox_max[1]} ${bbox_max[2]}`;\n  } else if (mesh_method_choice === 'poisson') {\n    cmd =\n      `ns-export ${mesh_method_choice}` +\n      ` --load-config ${config_filename}` +\n      ` --output-dir ${controlValues.outputDir}` +\n      ` --target-num-faces ${controlValues.numFaces}` +\n      ` --num-pixels-per-side ${controlValues.textureResolution}` +\n      ` --normal-output-name ${controlValues.normal_options}` +\n      ` --num-points ${controlValues.numPoints}` +\n      ` --remove-outliers ${getPythonBool(controlValues.removeOutliers)}` +\n      ` --use-bounding-box ${getPythonBool(clippingEnabled)}` +\n      ` --bounding-box-min ${bbox_min[0]} ${bbox_min[1]} ${bbox_min[2]}` +\n      ` --bounding-box-max ${bbox_max[0]} ${bbox_max[1]} ${bbox_max[2]}`;\n  }\n\n  const handleCopy = () => {\n    navigator.clipboard.writeText(cmd);\n  };\n\n  useEffect(() => {\n    update_box_center(clippingCenter);\n    update_box_scale(clippingScale);\n  });\n\n  let inner_html;\n  if (\n    mesh_method_choice === 'poisson' &&\n    controlValues.normal_options === 'none'\n  ) {\n    // check if normals aren't available when using poisson meshing\n    inner_html = (\n      <div className=\"ExportModal-text\">\n        You need to train a model with normals to use poisson meshing. Try tsdf\n        or retrain the model with normals. You can use nerfacto with <br/>\n        <b>--pipeline.model.predict-normals True</b>\n      </div>\n    );\n  } else {\n    // if valid, provide the command needed for creating the mesh\n    inner_html = (\n      <>\n        <div className=\"ExportModal-text\">\n          Run the following command in a terminal to export the mesh:\n        </div>\n        <div className=\"ExportModal-code\">{cmd}</div>\n        <div className=\"ExportModal-button\" style={{ textAlign: 'center' }}>\n          <Button\n            variant=\"outlined\"\n            size=\"small\"\n            startIcon={<ContentCopyRoundedIcon />}\n            onClick={handleCopy}\n          >\n            Copy Command\n          </Button>\n        </div>\n      </>\n    );\n  }\n\n  return <div className=\"MeshPanel\">{inner_html}</div>;\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/SidePanel/ExportPanel/PointcloudSubPanel.jsx",
    "content": "import * as React from 'react';\nimport { useControls, useStoreContext } from 'leva';\nimport { useEffect } from 'react';\nimport { useDispatch, useSelector } from 'react-redux';\nimport ContentCopyRoundedIcon from '@mui/icons-material/ContentCopyRounded';\n\nimport { Button } from '@mui/material';\n\nexport default function PointcloudSubPanel(props) {\n  const update_box_center = props.update_box_center;\n  const update_box_scale = props.update_box_scale;\n  const store = useStoreContext();\n\n  const dispatch = useDispatch();\n\n  // redux store state\n  const config_base_dir = useSelector(\n    (state) => state.renderingState.config_base_dir,\n  );\n  const clippingEnabled = useSelector(\n    (state) => state.renderingState.clipping_enabled,\n  );\n  const clippingCenter = useSelector(\n    (state) => state.renderingState.clipping_center,\n  );\n  const clippingScale = useSelector(\n    (state) => state.renderingState.clipping_box_scale,\n  );\n\n  const config_filename = `${config_base_dir}/config.yml`;\n\n  const controlValues = useControls(\n    {\n      numPoints: { label: 'Number of Points', value: 1000000, min: 1 },\n      removeOutliers: { label: 'Remove Outliers', value: true },\n      estimateNormals: { label: 'Estimate Normals', value: false },\n      useBoundingBox: {\n        label: 'Crop',\n        value: clippingEnabled,\n        onChange: (value) => {\n          dispatch({\n            type: 'write',\n            path: 'renderingState/clipping_enabled',\n            data: value,\n          });\n        },\n      },\n      center: {\n        label: '|  Center',\n        value: clippingCenter,\n        render: (get) => get('useBoundingBox'),\n        onChange: (value) => {\n          update_box_center(value);\n        },\n        onEditEnd: (value) => {\n          dispatch({\n            type: 'write',\n            path: 'renderingState/clipping_center',\n            data: value,\n          });\n        },\n      },\n      scale: {\n        label: '|  Scale',\n        value: clippingScale,\n        min: 0.01,\n        render: (get) => get('useBoundingBox'),\n        onChange: (value) => {\n          update_box_scale(value);\n        },\n        onEditEnd: (value) => {\n          dispatch({\n            type: 'write',\n            path: 'renderingState/clipping_box_scale',\n            data: value,\n          });\n        },\n      },\n      outputDir: { label: 'Output Directory', value: 'exports/pcd/' },\n    },\n    { store },\n  );\n\n  const getPythonBool = (boolean) => {\n    return boolean ? 'True' : 'False';\n  };\n\n  const bbox_min = [\n    clippingCenter[0] - clippingScale[0] / 2,\n    clippingCenter[1] - clippingScale[1] / 2,\n    clippingCenter[2] - clippingScale[2] / 2,\n  ];\n  const bbox_max = [\n    clippingCenter[0] + clippingScale[0] / 2,\n    clippingCenter[1] + clippingScale[1] / 2,\n    clippingCenter[2] + clippingScale[2] / 2,\n  ];\n\n  const cmd =\n    `ns-export pointcloud` +\n    ` --load-config ${config_filename}` +\n    ` --output-dir ${controlValues.outputDir}` +\n    ` --num-points ${controlValues.numPoints}` +\n    ` --remove-outliers ${getPythonBool(controlValues.removeOutliers)}` +\n    ` --estimate-normals ${getPythonBool(controlValues.estimateNormals)}` +\n    ` --use-bounding-box ${getPythonBool(clippingEnabled)}` +\n    ` --bounding-box-min ${bbox_min[0]} ${bbox_min[1]} ${bbox_min[2]}` +\n    ` --bounding-box-max ${bbox_max[0]} ${bbox_max[1]} ${bbox_max[2]}`;\n\n  const handleCopy = () => {\n    navigator.clipboard.writeText(cmd);\n  };\n\n  useEffect(() => {\n    update_box_center(clippingCenter);\n    update_box_scale(clippingScale);\n  });\n\n  return (\n    <div className=\"PointcloudPanel\">\n      <div className=\"ExportModal-text\">\n        Run the following command in a terminal to export the pointcloud:\n      </div>\n      <div className=\"ExportModal-code\">{cmd}</div>\n      <div className=\"ExportModal-button\" style={{ textAlign: 'center' }}>\n        <Button\n          variant=\"outlined\"\n          size=\"small\"\n          startIcon={<ContentCopyRoundedIcon />}\n          onClick={handleCopy}\n        >\n          Copy Command\n        </Button>\n      </div>\n    </div>\n  );\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/SidePanel/ExportPanel/index.jsx",
    "content": "import ExportPanel from './ExportPanel';\n\nexport default ExportPanel;\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/SidePanel/ScenePanel/ScenePanel.jsx",
    "content": "import * as React from 'react';\nimport * as THREE from 'three';\n\nimport { FaTractor } from 'react-icons/fa';\n\nimport { Button, Collapse, IconButton } from '@mui/material';\nimport List from '@mui/material/List';\nimport ListItemButton from '@mui/material/ListItemButton';\nimport ListItemText from '@mui/material/ListItemText';\nimport ListItemIcon from '@mui/material/ListItemIcon';\nimport ArrowCircleUpIcon from '@mui/icons-material/ArrowCircleUp';\nimport {\n  ExpandLess,\n  ExpandMore,\n  Videocam,\n  Visibility,\n  VisibilityOff,\n} from '@mui/icons-material/';\nimport SceneNode from '../../../SceneNode';\nimport LevaTheme from '../../../themes/leva_theme.json';\n\nexport const snap_to_camera = (sceneTree, camera, matrix) => {\n  const mat = new THREE.Matrix4();\n  mat.fromArray(matrix.elements);\n  mat.decompose(camera.position, camera.quaternion, camera.scale);\n  const unit = new THREE.Vector3(0, 0, -1);\n  const viewDirection = unit.applyMatrix4(mat);\n  sceneTree.metadata.camera_controls.setLookAt(\n    camera.position.x,\n    camera.position.y,\n    camera.position.z,\n    viewDirection.x,\n    viewDirection.y,\n    viewDirection.z,\n  );\n};\n\ninterface ListItemProps {\n  name: String;\n  sceneTree: SceneNode;\n  scene_node: SceneNode;\n  level: Number;\n  groupVisible: Boolean;\n  canSnap: Boolean;\n}\n\nfunction MenuItems(props: ListItemProps) {\n  const name = props.name;\n  const sceneTree = props.sceneTree;\n  const scene_node = props.scene_node;\n  const level = props.level;\n  const groupVisible = props.groupVisible;\n  const canSnap = props.canSnap;\n\n  // TODO: sort the keys by string\n  const terminal = Object.keys(scene_node.children).includes('<object>');\n\n  const getCamera = (node) => {\n    return node.object.children[0];\n  };\n\n  const num_children = Object.keys(scene_node.children).length;\n  if (num_children === 0) {\n    return null;\n  }\n\n  const [open, setOpen] = React.useState(true);\n  const toggleOpen = () => {\n    setOpen(!open);\n  };\n\n  const [visible, setVisible] = React.useState(groupVisible);\n  if (terminal) {\n    scene_node.object.visible = visible;\n  }\n\n  const toggleVisible = (e) => {\n    e.stopPropagation();\n    setVisible(!visible);\n    scene_node.object.traverse(\n      (obj) => {\n        if (obj.name === 'CAMERA_LABEL') {\n          // eslint-disable-next-line no-param-reassign\n          obj.visible = !visible;\n        }\n      }\n    );\n  };\n\n  React.useEffect(() => {\n    setVisible(groupVisible);\n  }, [groupVisible]);\n\n  return (\n    <>\n      <ListItemButton\n        onClick={terminal ? null : toggleOpen}\n        dense\n        sx={\n          terminal\n            ? {\n                pl: 2 + level * 2,\n                color: visible\n                  ? LevaTheme.colors.accent2\n                  : LevaTheme.colors.disabled,\n              }\n            : {\n                pl: 2 + level * 2,\n                bgcolor: open\n                  ? LevaTheme.colors.elevation3\n                  : LevaTheme.colors.elevation1,\n                color: visible\n                  ? LevaTheme.colors.accent2\n                  : LevaTheme.colors.disabled,\n              }\n        }\n      >\n        <ListItemIcon\n          sx={{\n            color: visible\n              ? LevaTheme.colors.accent2\n              : LevaTheme.colors.disabled,\n          }}\n        >\n          <FaTractor />\n        </ListItemIcon>\n        <ListItemText primary={name} />\n\n        {canSnap && (\n          <IconButton\n            aria-label=\"visibility\"\n            onClick={() =>\n              snap_to_camera(\n                sceneTree,\n                sceneTree.metadata.camera,\n                getCamera(scene_node).matrix,\n              )\n            }\n            sx={{ mr: 1 }}\n          >\n            <Videocam />\n          </IconButton>\n        )}\n\n        <IconButton aria-label=\"visibility\" onClick={toggleVisible}>\n          {visible ? <Visibility /> : <VisibilityOff />}\n        </IconButton>\n\n        {terminal\n          ? null\n          : (() => {\n              if (open) {\n                return <ExpandLess />;\n              }\n              return <ExpandMore />;\n            })()}\n      </ListItemButton>\n\n      {terminal ? null : (\n        <Collapse in={open} timeout=\"auto\">\n          <List>\n            {Object.keys(scene_node.children)\n              .filter((key) => {\n                if (key === 'Camera') {\n                  return false; // skip\n                }\n                return true;\n              })\n              .map((key) => (\n                <MenuItems\n                  name={key}\n                  key={key}\n                  sceneTree={sceneTree}\n                  scene_node={scene_node.children[key]}\n                  level={level + 1}\n                  groupVisible={visible}\n                  canSnap={name === 'Training Cameras'}\n                />\n              ))}\n          </List>\n        </Collapse>\n      )}\n    </>\n  );\n}\n\ninterface ClickableListProps {\n  sceneTree: object;\n}\n\nfunction ClickableList(props: ClickableListProps) {\n  const sceneTree = props.sceneTree;\n\n  return (\n    <List sx={{ color: LevaTheme.colors.accent2 }}>\n      <MenuItems\n        name=\"Scene\"\n        sceneTree={sceneTree}\n        scene_node={sceneTree}\n        level={0}\n        groupVisible\n      />\n    </List>\n  );\n}\n\nexport default function ScenePanel(props) {\n  const sceneTree = props.sceneTree;\n  const camera_main = sceneTree.find_object_no_create([\n    'Cameras',\n    'Main Camera',\n  ]);\n  const setUp = () => {\n    const rot = camera_main.rotation;\n    const unitY = new THREE.Vector3(0, 1, 0);\n    const upVec = unitY.applyEuler(rot);\n\n    const grid = sceneTree.find_object_no_create(['Grid']);\n    grid.setRotationFromEuler(rot);\n\n    const pos = new THREE.Vector3();\n    camera_main.getWorldPosition(pos);\n    camera_main.up.set(upVec.x, upVec.y, upVec.z);\n    sceneTree.metadata.camera_controls.updateCameraUp();\n    sceneTree.metadata.camera_controls.setLookAt(pos.x, pos.y, pos.z, 0, 0, 0);\n    const points = [new THREE.Vector3(0, 0, 0), upVec.multiplyScalar(2)];\n    const geometry = new THREE.BufferGeometry().setFromPoints(points);\n    const material = new THREE.LineBasicMaterial({\n      color: 0xaa46fc,\n      linewidth: 1,\n    });\n    const line = new THREE.LineSegments(geometry, material);\n    sceneTree.set_object_from_path(['Viewer Up Vector'], line);\n  };\n  return (\n    <div className=\"ScenePanel\">\n      <div className=\"CameraPanel-top-button\">\n        <Button\n          size=\"small\"\n          variant=\"outlined\"\n          startIcon={<ArrowCircleUpIcon />}\n          onClick={setUp}\n        >\n          Reset Up Direction\n        </Button>\n      </div>\n      <ClickableList sceneTree={sceneTree} />\n    </div>\n  );\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/SidePanel/ScenePanel/index.jsx",
    "content": "import ScenePanel from './ScenePanel';\n\nexport default ScenePanel;\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/SidePanel/SidePanel.jsx",
    "content": "/* eslint-disable react/jsx-props-no-spreading */\n\nimport * as React from 'react';\nimport * as THREE from 'three';\n\nimport Box from '@mui/material/Box';\nimport Divider from '@mui/material/Divider';\nimport { Leva } from 'leva';\nimport Tab from '@mui/material/Tab';\nimport Tabs from '@mui/material/Tabs';\nimport Typography from '@mui/material/Typography';\nimport {\n  CameraAltRounded,\n  TuneRounded,\n  WidgetsRounded,\n  ImportExportRounded,\n} from '@mui/icons-material/';\nimport StatusPanel from './StatusPanel';\nimport LevaTheme from '../../themes/leva_theme.json';\nimport CameraPanel from './CameraPanel';\nimport ScenePanel from './ScenePanel';\nimport { RenderControls } from '../ConfigPanel/ConfigPanel';\nimport ExportPanel from './ExportPanel';\n\nexport const snap_to_camera = (sceneTree, camera, matrix) => {\n  const mat = new THREE.Matrix4();\n  mat.fromArray(matrix.elements);\n  mat.decompose(camera.position, camera.quaternion, camera.scale);\n  const unit = new THREE.Vector3(0, 0, -1);\n  const viewDirection = unit.applyMatrix4(mat);\n  sceneTree.metadata.camera_controls.setLookAt(\n    camera.position.x,\n    camera.position.y,\n    camera.position.z,\n    viewDirection.x,\n    viewDirection.y,\n    viewDirection.z,\n  );\n};\n\ninterface TabPanelProps {\n  children: React.ReactNode;\n  index: number;\n  value: number;\n}\n\nfunction TabPanel(props: TabPanelProps) {\n  const { children, value, index, ...other } = props;\n\n  return (\n    <div\n      role=\"tabpanel\"\n      hidden={value !== index}\n      id={`simple-tabpanel-${index}`}\n      aria-labelledby={`simple-tab-${index}`}\n      // eslint-disable-next-line react/jsx-props-no-spreading\n      {...other}\n    >\n      <Box sx={{ p: 3, padding: 0 }}>\n        <Typography component=\"div\">{children}</Typography>\n      </Box>\n    </div>\n  );\n}\n\nfunction a11yProps(index: number) {\n  return {\n    id: `simple-tab-${index}`,\n    'aria-controls': `simple-tabpanel-${index}`,\n  };\n}\n\ninterface BasicTabsProps {\n  sceneTree: object;\n}\n\nexport function BasicTabs(props: BasicTabsProps) {\n  const sceneTree = props.sceneTree;\n\n  const [value, setValue] = React.useState(0);\n  const [showExportBox, setShowExportBox] = React.useState(false);\n\n  const handleChange = (event: React.SyntheticEvent, newValue: number) => {\n    setValue(newValue);\n    setShowExportBox(newValue === 3);\n  };\n\n  return (\n    <div>\n      <StatusPanel sceneTree={sceneTree} />\n      <Divider />\n      <Box sx={{ width: '100%' }}>\n        <Box sx={{ borderBottom: 1, borderColor: 'divider' }}>\n          <Tabs\n            value={value}\n            onChange={handleChange}\n            aria-label=\"panel tabs\"\n            centered\n          >\n            <Tab icon={<TuneRounded />} label=\"Controls\" {...a11yProps(0)} />\n            <Tab icon={<CameraAltRounded />} label=\"Render\" {...a11yProps(1)} />\n            <Tab icon={<WidgetsRounded />} label=\"Scene\" {...a11yProps(2)} />\n            <Tab\n              icon={<ImportExportRounded />}\n              label=\"Export\"\n              {...a11yProps(3)}\n            />\n          </Tabs>\n        </Box>\n        <TabPanel value={value} index={0}>\n          <div className=\"Leva-container\">\n            <RenderControls />\n            <Leva\n              className=\"Leva-panel\"\n              theme={LevaTheme}\n              titleBar={false}\n              fill\n              flat\n            />\n          </div>\n        </TabPanel>\n        <TabPanel value={value} index={1}>\n          <CameraPanel\n            sceneTree={sceneTree}\n            // camera_controls={sceneTree.metadata.camera_controls}\n          />\n        </TabPanel>\n        <TabPanel value={value} index={2}>\n          <div className=\"Scene-container\">\n            <ScenePanel sceneTree={sceneTree} />\n          </div>\n        </TabPanel>\n\n        <TabPanel value={value} index={3}>\n          <ExportPanel sceneTree={sceneTree} showExportBox={showExportBox} />\n        </TabPanel>\n      </Box>\n    </div>\n  );\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/SidePanel/StatusPanel/StatusPanel.jsx",
    "content": "import * as React from 'react';\n\nimport Button from '@mui/material/Button';\nimport { ButtonGroup } from '@mui/material';\nimport { useDispatch, useSelector } from 'react-redux';\nimport PauseIcon from '@mui/icons-material/Pause';\nimport PlayArrowIcon from '@mui/icons-material/PlayArrow';\nimport ViewInArIcon from '@mui/icons-material/ViewInAr';\n\nimport { WebSocketContext } from '../../WebSocket/WebSocket';\n\nconst msgpack = require('msgpack-lite');\n\ninterface StatusPanelProps {\n  sceneTree: object;\n}\n\nexport default function StatusPanel(props: StatusPanelProps) {\n  const dispatch = useDispatch();\n  const websocket = React.useContext(WebSocketContext).socket;\n  const isTraining = useSelector((state) => state.renderingState.isTraining);\n  const sceneTree = props.sceneTree;\n\n  const isWebsocketConnected = useSelector(\n    (state) => state.websocketState.isConnected,\n  );\n  const isWebrtcConnected = useSelector(\n    (state) => state.webrtcState.isConnected,\n  );\n  const eval_res = useSelector((state) => state.renderingState.eval_res);\n  const vis_train_ratio = useSelector(\n    (state) => state.renderingState.vis_train_ratio,\n  );\n\n  // logic for toggling visibility of the entire scene and just the training images\n  const [is_scene_visible, set_is_scene_visible] = React.useState(1);\n  const [is_images_visible, set_is_images_visible] = React.useState(1);\n  const scene_button = is_scene_visible ? 'Hide Scene' : 'Show Scene';\n  const cameras_button = is_images_visible ? 'Hide Images' : 'Show Images';\n  sceneTree.object.visible = is_scene_visible;\n  if (sceneTree.find_no_create(['Training Cameras']) !== null) {\n    sceneTree.find_no_create(['Training Cameras']).object.visible =\n      is_images_visible;\n  }\n\n  React.useEffect(() => {\n    sceneTree.object.traverse(\n      (obj) => {\n        if (obj.name === 'CAMERA_LABEL') {\n          // eslint-disable-next-line no-param-reassign\n          obj.visible = is_scene_visible;\n        }\n      }\n    );\n  }, [is_scene_visible]);\n\n  const handlePlayChange = () => {\n    dispatch({\n      type: 'write',\n      path: 'renderingState/isTraining',\n      data: !isTraining,\n    });\n    // write to server\n    const cmd = 'write';\n    const path = 'renderingState/isTraining';\n    const data = {\n      type: cmd,\n      path,\n      data: !isTraining,\n    };\n    const message = msgpack.encode(data);\n    websocket.send(message);\n  };\n  const is_training_text = isTraining ? 'Pause Training' : 'Resume Training';\n  const training_icon = isTraining ? <PauseIcon /> : <PlayArrowIcon />;\n\n  const websocket_connected_text = isWebsocketConnected\n    ? 'Server Connected'\n    : 'Server Disconnected';\n  const webrtc_connected_text = isWebrtcConnected\n    ? 'Render Connected'\n    : 'Render Disconnected';\n  const websocket_connected_color = isWebsocketConnected ? 'success' : 'error';\n  const webrtc_connected_color = isWebrtcConnected ? 'success' : 'error';\n\n  return (\n    <div className=\"StatusPanel\">\n      <div className=\"StatusPanel-play-button\">\n        <Button\n          className=\"StatusPanel-play-button\"\n          variant=\"contained\"\n          color=\"secondary\"\n          onClick={handlePlayChange}\n          disabled={!isWebsocketConnected}\n          startIcon={training_icon}\n        >\n          {is_training_text}\n        </Button>\n      </div>\n      <Button\n        className=\"StatusPanel-hide-scene-button\"\n        variant=\"outlined\"\n        onClick={() => {\n          set_is_scene_visible(!is_scene_visible);\n        }}\n        style={{ textTransform: 'none' }}\n        startIcon={<ViewInArIcon />}\n      >\n        {scene_button}\n      </Button>\n      <Button\n        className=\"StatusPanel-hide-scene-button\"\n        variant=\"outlined\"\n        onClick={() => {\n          set_is_images_visible(!is_images_visible);\n        }}\n        style={{ textTransform: 'none' }}\n        startIcon={<ViewInArIcon />}\n      >\n        {cameras_button}\n      </Button>\n      <Button\n        className=\"StatusPanel-hide-scene-button\"\n        variant=\"outlined\"\n        onClick={() => {\n          // eslint-disable-next-line no-restricted-globals\n          location.reload();\n        }}\n        style={{ textTransform: 'none' }}\n      >\n        Refresh Page\n      </Button>\n      <div className=\"StatusPanel-metrics\">\n        <div>\n          <b>Resolution:</b> {eval_res}\n        </div>\n        <div>\n          <b>Time Allocation:</b> {vis_train_ratio}\n        </div>\n      </div>\n      <ButtonGroup\n        className=\"StatusPanel-button-group\"\n        variant=\"text\"\n        aria-label=\"text button group\"\n      >\n        <Button\n          className=\"StatusPanel-button\"\n          color={websocket_connected_color}\n          style={{ textTransform: 'none' }}\n        >\n          {websocket_connected_text}\n        </Button>\n        <Button\n          className=\"StatusPanel-button\"\n          color={webrtc_connected_color}\n          style={{ textTransform: 'none' }}\n        >\n          {webrtc_connected_text}\n        </Button>\n      </ButtonGroup>\n    </div>\n  );\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/SidePanel/StatusPanel/index.jsx",
    "content": "import StatusPanel from './StatusPanel';\n\nexport default StatusPanel;\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/ViewerWindow/ViewerWindow.jsx",
    "content": "import * as THREE from 'three';\n\nimport React, { useContext, useEffect, useRef } from 'react';\nimport { SelectChangeEvent } from '@mui/material/Select';\nimport { useDispatch, useSelector } from 'react-redux';\n\nimport { IconButton, ToggleButtonGroup, ToggleButton } from '@mui/material';\nimport OpenWithIcon from '@mui/icons-material/OpenWith';\nimport PublicOffSharpIcon from '@mui/icons-material/PublicOffSharp';\nimport PublicSharpIcon from '@mui/icons-material/PublicSharp';\nimport SyncOutlinedIcon from '@mui/icons-material/SyncOutlined';\nimport WebRtcWindow from '../WebRtcWindow/WebRtcWindow';\nimport { WebSocketContext } from '../WebSocket/WebSocket';\n\nconst msgpack = require('msgpack-lite');\n\nfunction CameraToggle() {\n  const dispatch = useDispatch();\n  const camera_choice = useSelector(\n    (state) => state.renderingState.camera_choice,\n  );\n  const set_camera_choice = (event: SelectChangeEvent) => {\n    const value = event.target.value;\n    dispatch({\n      type: 'write',\n      path: 'renderingState/camera_choice',\n      data: value,\n    });\n  };\n\n  return (\n    <ToggleButtonGroup\n      color=\"primary\"\n      value={camera_choice}\n      exclusive\n      onChange={set_camera_choice}\n      aria-label=\"camera view\"\n      size=\"small\"\n      varient=\"filled\"\n    >\n      <ToggleButton value=\"Main Camera\">Viewport</ToggleButton>\n      <ToggleButton value=\"Render Camera\">Render View</ToggleButton>\n    </ToggleButtonGroup>\n  );\n}\n\nfunction TransformIcons(props) {\n  const sceneTree = props.sceneTree;\n  const transform_controls = sceneTree.find_object(['Transform Controls']);\n  // NOTE(ethan): I'm not sure why this is necessary, but it is\n  // toggle back and forth between local and global transform\n  const [world, setWorld] = React.useState(true);\n\n  const toggleLocal = () => {\n    transform_controls.setSpace(world ? 'local' : 'world');\n    setWorld(!world);\n  };\n\n  return (\n    <div>\n      <div className=\"ViewerWindow-iconbutton\">\n        <IconButton\n          size=\"large\"\n          onClick={() => {\n            transform_controls.setMode('translate');\n          }}\n        >\n          {/* translate */}\n          <OpenWithIcon />\n        </IconButton>\n      </div>\n      <div className=\"ViewerWindow-iconbutton\">\n        <IconButton\n          size=\"large\"\n          onClick={() => {\n            transform_controls.setMode('rotate');\n          }}\n        >\n          {/* rotate */}\n          <SyncOutlinedIcon />\n        </IconButton>\n      </div>\n      <div className=\"ViewerWindow-iconbutton\">\n        <IconButton size=\"large\" onClick={toggleLocal}>\n          {world ? <PublicSharpIcon /> : <PublicOffSharpIcon />}\n        </IconButton>\n      </div>\n    </div>\n  );\n}\n\n// manages a camera and the web rtc stream...\nexport default function ViewerWindow(props) {\n  const sceneTree = props.sceneTree;\n  const scene = sceneTree.object;\n  const renderer = sceneTree.metadata.renderer;\n  const labelRenderer = sceneTree.metadata.labelRenderer;\n\n  const myRef = useRef(null);\n  const websocket = useContext(WebSocketContext).socket;\n  const field_of_view = useSelector(\n    (state) => state.renderingState.field_of_view,\n  );\n\n  const camera_choice = useSelector(\n    (state) => state.renderingState.camera_choice,\n  );\n\n  // listen to the viewport width\n  const size = new THREE.Vector2();\n  renderer.getSize(size);\n  const [viewport_size, setDimensions] = React.useState({\n    height: size.x,\n    width: size.y,\n  });\n  const viewport_width = viewport_size.width;\n  const viewport_height = viewport_size.height;\n\n  // on change, update the camera and controls\n  sceneTree.metadata.camera = sceneTree.find_object(['Cameras', camera_choice]);\n\n  const get_window_width = () => {\n    const width = myRef.current.clientWidth;\n    return width - (width % 2);\n  };\n\n  const get_window_height = () => {\n    return myRef.current.clientHeight;\n  };\n\n  const handleResize = () => {\n    const viewportWidth = get_window_width();\n    const viewportHeight = get_window_height();\n    sceneTree.metadata.camera.aspect = viewportWidth / viewportHeight;\n    sceneTree.metadata.camera.updateProjectionMatrix();\n    renderer.setSize(viewportWidth, viewportHeight);\n    labelRenderer.setSize(viewportWidth, viewportHeight);\n  };\n\n  // update the camera information in the python server\n  const sendCamera = () => {\n    if (websocket.readyState === WebSocket.OPEN) {\n      const cmd = 'write';\n      const path = 'renderingState/camera';\n      const data_packet = sceneTree.metadata.camera.toJSON();\n      data_packet.object.timestamp = +new Date();\n      const data = {\n        type: cmd,\n        path,\n        data: data_packet,\n      };\n      const message = msgpack.encode(data);\n      websocket.send(message);\n    }\n  };\n\n  useEffect(() => {\n    function update_dimensions() {\n      setDimensions({\n        height: get_window_height(),\n        width: get_window_width(),\n      });\n    }\n\n    window.addEventListener('resize', update_dimensions);\n\n    // force a rerender\n    setDimensions({\n      height: get_window_height(),\n      width: get_window_width(),\n    });\n\n    return () => {\n      window.removeEventListener('resize', update_dimensions);\n    };\n  }, []);\n\n  // keep sending the camera often\n  // rerun this when the websocket changes\n  useEffect(() => {\n    const fps = 24;\n    const interval = 1000 / fps;\n    const refreshIntervalId = setInterval(sendCamera, interval);\n    return () => {\n      clearInterval(refreshIntervalId);\n    };\n  }, [websocket]);\n\n  const render = () => {\n    const fps = 24;\n    const interval = 1000 / fps;\n    handleResize();\n    sceneTree.metadata.camera.updateProjectionMatrix();\n    sceneTree.metadata.moveCamera();\n    sceneTree.metadata.camera_controls.update(interval);\n    requestAnimationFrame(render);\n    renderer.render(scene, sceneTree.metadata.camera);\n    labelRenderer.render(scene, sceneTree.metadata.camera);\n  };\n\n  // start the three.js rendering loop\n  // when the DOM is ready\n  useEffect(() => {\n    myRef.current.append(renderer.domElement);\n    render();\n  }, []);\n\n  // updates the current camera with the field of view\n  useEffect(() => {\n    sceneTree.metadata.camera.fov = field_of_view;\n  }, [field_of_view]);\n\n  const render_height = useSelector(\n    (state) => state.renderingState.render_height,\n  );\n  const render_width = useSelector(\n    (state) => state.renderingState.render_width,\n  );\n\n  let crop_w;\n  let crop_h;\n  const render_aspect = render_width / render_height;\n  const viewport_aspect = viewport_width / viewport_height;\n  let render_viewport_apsect_ratio = null;\n  if (render_aspect > viewport_aspect) {\n    // render width is the limiting factor\n    crop_w = viewport_width;\n    crop_h = viewport_width / render_aspect;\n    render_viewport_apsect_ratio = viewport_aspect / render_aspect;\n  } else {\n    // render height is the limiting factor\n    crop_w = viewport_height * render_aspect;\n    crop_h = viewport_height;\n    render_viewport_apsect_ratio = 1.0;\n  }\n\n  let display = null;\n  if (camera_choice === 'Main Camera') {\n    display = 'none';\n  } else {\n    display = 'flex';\n  }\n\n  const crop_style = {\n    display,\n    width: crop_w,\n    height: crop_h,\n  };\n\n  // set the threejs field of view\n  // such that the rendered video will match correctly\n  if (camera_choice !== 'Main Camera') {\n    const fl = 1.0 / Math.tan((field_of_view * Math.PI) / 360);\n    const fl_new = fl * render_viewport_apsect_ratio;\n    const fov = Math.atan(1 / fl_new) / (Math.PI / 360);\n    sceneTree.metadata.camera.fov = fov;\n  }\n\n  return (\n    <>\n      {/* the webrtc viewer needs to know the camera pose */}\n      <WebRtcWindow />\n      <div className=\"canvas-container-main\" ref={myRef}>\n        <div className=\"ViewerWindow-camera-toggle\">\n          <CameraToggle />\n        </div>\n      </div>\n      <div className=\"ViewerWindow-buttons\" style={{ display: 'none' }}>\n        <TransformIcons sceneTree={sceneTree} />\n      </div>\n      <div className=\"ViewerWindow-render-crop-container\">\n        <div className=\"ViewerWindow-render-crop\" style={crop_style} />\n      </div>\n    </>\n  );\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/ViewerWindow/ViewerWindowSlice.js",
    "content": ""
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/ViewportControlsModal/ViewportControlsModal.jsx",
    "content": "/* eslint-disable react/jsx-props-no-spreading */\nimport * as React from 'react';\n\nimport { Box, Button, Modal } from '@mui/material';\nimport KeyboardIcon from '@mui/icons-material/Keyboard';\n\nexport default function ControlsModal() {\n  const [open, setOpen] = React.useState(false);\n  const handleOpen = () => setOpen(true);\n  const handleClose = () => setOpen(false);\n\n  return (\n    <div className=\"LandingModal\">\n      <Button\n        className=\"banner-button\"\n        variant=\"outlined\"\n        size=\"small\"\n        startIcon={<KeyboardIcon />}\n        onClick={handleOpen}\n      >\n        Viewport Controls\n      </Button>\n      <Modal\n        open={open}\n        onClose={handleClose}\n        aria-labelledby=\"modal-modal-title\"\n        aria-describedby=\"modal-modal-description\"\n      >\n        <Box className=\"ViewportConstrolsModal-box\">\n          <center>\n            <img\n              style={{ height: 37, margin: 'auto' }}\n              src=\"https://docs.nerf.studio/en/latest/_images/logo-dark.png\"\n              alt=\"The favicon.\"\n            />\n            <img\n              style={{ width: '100%', paddingTop: '30px', margin: 'auto' }}\n              src=\"https://assets.nerf.studio/keyboard_controls.png\"\n              alt=\"Controls diagram\"\n            />\n          </center>\n        </Box>\n      </Modal>\n    </div>\n  );\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/ViewportControlsModal/index.jsx",
    "content": "import ViewportControlsModal from './ViewportControlsModal';\n\nexport default ViewportControlsModal;\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/WebRtcWindow/WebRtcWindow.jsx",
    "content": "import React, { createContext, useContext, useEffect, useRef } from 'react';\n\nimport { useDispatch } from 'react-redux';\nimport { WebSocketContext } from '../WebSocket/WebSocket';\n\nconst WebRtcContext = createContext(null);\nconst msgpack = require('msgpack-lite');\n\nexport { WebRtcContext };\n\nexport default function WebRtcWindow() {\n  const websocket = useContext(WebSocketContext).socket;\n  const pcRef = useRef(null);\n  const localVideoRef = useRef(null);\n\n  const dispatch = useDispatch();\n\n  const getRTCPeerConnection = () => {\n    const pc = new RTCPeerConnection({\n      iceServers: [\n        { urls: 'stun:stun.l.google.com:19302' },\n        {\n          urls: 'stun:openrelay.metered.ca:80',\n        },\n        {\n          urls: 'turn:openrelay.metered.ca:80',\n          username: 'openrelayproject',\n          credential: 'openrelayproject',\n        },\n        {\n          urls: 'turn:openrelay.metered.ca:443',\n          username: 'openrelayproject',\n          credential: 'openrelayproject',\n        },\n        {\n          urls: 'turn:openrelay.metered.ca:443?transport=tcp',\n          username: 'openrelayproject',\n          credential: 'openrelayproject',\n        },\n      ],\n    });\n    // connect video\n    pc.addEventListener('track', (evt) => {\n      if (evt.track.kind === 'video') {\n        [localVideoRef.current.srcObject] = evt.streams; // uses array destructuring\n      }\n    });\n    pc.addTransceiver('video', { direction: 'recvonly' });\n\n    // for updating the status of the peer connection\n    pc.oniceconnectionstatechange = () => {\n      // https://developer.mozilla.org/en-US/docs/Web/API/RTCPeerConnection/connectionState\n      console.log(`[webrtc] connectionState: ${pc.connectionState}`);\n      if (\n        pc.connectionState === 'connecting' ||\n        pc.connectionState === 'connected'\n      ) {\n        console.log('[webrtc] connected');\n        dispatch({\n          type: 'write',\n          path: 'webrtcState/isConnected',\n          data: true,\n        });\n      } else {\n        dispatch({\n          type: 'write',\n          path: 'webrtcState/isConnected',\n          data: false,\n        });\n      }\n    };\n\n    pc.onclose = () => {\n      dispatch({\n        type: 'write',\n        path: 'webrtcState/isConnected',\n        data: false,\n      });\n    };\n\n    return pc;\n  };\n\n  const sendOffer = () => {\n    pcRef.current\n      .createOffer()\n      .then((offer) => {\n        console.log('[webrtc] created offer');\n        console.log(offer);\n        return pcRef.current.setLocalDescription(offer);\n      })\n      .then(() => {\n        // wait for ICE gathering to complete\n        console.log('[webrtc] set local description');\n        return new Promise((resolve) => {\n          if (pcRef.current.iceGatheringState === 'complete') {\n            console.log('[webrtc] ICE gathering complete');\n            resolve();\n          } else {\n            const checkState = () => {\n              console.log(\n                `[webrtc] iceGatheringState: ${pcRef.current.iceGatheringState}`,\n              );\n              if (pcRef.current.iceGatheringState === 'complete') {\n                pcRef.current.removeEventListener(\n                  'icegatheringstatechange',\n                  checkState,\n                );\n                resolve();\n              }\n            };\n            console.log(\n              '[webrtc] adding listener for `icegatheringstatechange`',\n            );\n            pcRef.current.addEventListener(\n              'icegatheringstatechange',\n              checkState,\n            );\n          }\n        });\n      })\n      .then(() => {\n        // send the offer\n        console.log('[webrtc] sending offer');\n        const offer = pcRef.current.localDescription;\n        const cmd = 'write';\n        const path = 'webrtc/offer';\n        const data = {\n          type: cmd,\n          path,\n          data: {\n            sdp: offer.sdp,\n            type: offer.type,\n          },\n        };\n        const message = msgpack.encode(data);\n        websocket.send(message);\n      });\n  };\n\n  useEffect(() => {\n    websocket.addEventListener('message', (originalCmd) => {\n      // set the remote description when the offer is received\n      const cmd = msgpack.decode(new Uint8Array(originalCmd.data));\n      if (cmd.path === '/webrtc/answer') {\n        console.log('[webrtc] received answer');\n        const answer = cmd.data;\n        console.log(answer);\n        if (answer !== null) {\n          pcRef.current.setRemoteDescription(answer);\n        }\n      }\n    });\n\n    websocket.addEventListener('open', () => {\n      // connect webrtc when the websocket is connected\n      pcRef.current = getRTCPeerConnection();\n      console.log('[webrtc] starting process');\n      sendOffer();\n    });\n\n    // kill the webrtc connection on dismount\n    return () => {\n      if (pcRef.current !== null) {\n        dispatch({\n          type: 'write',\n          path: 'webrtcState/isConnected',\n          data: false,\n        });\n        pcRef.current.close();\n      }\n    };\n  }, [websocket]); // dependency to call this whenever the websocket changes\n\n  return (\n    <div className=\"WebRTCVideo\">\n      <video\n        className=\"WebRTCVideo-video\"\n        autoPlay\n        playsInline\n        muted\n        ref={localVideoRef}\n      />\n    </div>\n  );\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/WebSocket/WebSocket.jsx",
    "content": "// Much of this code comes from or is inspired by:\n// https://www.pluralsight.com/guides/using-web-sockets-in-your-reactredux-app\n\nimport React, { createContext, useEffect } from 'react';\nimport { useDispatch, useSelector } from 'react-redux';\n\nimport PropTypes from 'prop-types';\n\nconst WebSocketContext = createContext(null);\n\nexport { WebSocketContext };\n\nexport default function WebSocketContextFunction({ children }) {\n  const dispatch = useDispatch();\n  let ws = null;\n  let socket = null;\n\n  // this code will rerender anytime the websocket url changes\n  const websocket_url = useSelector(\n    (state) => state.websocketState.websocket_url,\n  );\n\n  const connect = () => {\n    // of the form wss://ip_address:port\n    console.log(websocket_url);\n    try {\n      socket = new WebSocket(websocket_url);\n    } catch (error) {\n      socket = new WebSocket('ws://localhost:7007');\n    }\n    socket.binaryType = 'arraybuffer';\n    socket.onopen = () => {\n      dispatch({\n        type: 'write',\n        path: 'websocketState/isConnected',\n        data: true,\n      });\n    };\n\n    socket.onclose = () => {\n      // when closed, the websocket will try to reconnect every second\n      dispatch({\n        type: 'write',\n        path: 'websocketState/isConnected',\n        data: false,\n      });\n    };\n\n    socket.onerror = (err) => {\n      console.error(\n        'Socket encountered error: ',\n        err.message,\n        'Closing socket',\n      );\n      socket.close();\n    };\n    return socket;\n  };\n\n  useEffect(() => {\n    // cleanup function to close the websocket on rerender\n    return () => {\n      if (socket !== null) {\n        socket.close();\n      }\n    };\n  }, [websocket_url]);\n\n  connect();\n  ws = {\n    socket,\n  };\n\n  return (\n    <WebSocketContext.Provider value={ws}>{children}</WebSocketContext.Provider>\n  );\n}\n\nWebSocketContextFunction.propTypes = {\n  children: PropTypes.node.isRequired,\n};\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/modules/WebSocketUrlField.jsx",
    "content": "import * as React from 'react';\n\nimport { TextField, Link } from '@mui/material';\nimport { useDispatch, useSelector } from 'react-redux';\n\nexport default function WebSocketUrlField() {\n  const dispatch = useDispatch();\n\n  // websocket url\n  const websocket_url = useSelector(\n    (state) => state.websocketState.websocket_url,\n  );\n  const websocket_url_onchange = (event) => {\n    const value = event.target.value;\n    dispatch({\n      type: 'write',\n      path: 'websocketState/websocket_url',\n      data: value,\n    });\n  };\n\n  const testWebSocket = (url) => {\n    try {\n      // eslint-disable-next-line no-new\n      new WebSocket(url);\n      return false;\n    } catch (error) {\n      return true;\n    }\n  };\n\n  return (\n    <div>\n      <TextField\n        className=\"WebSocketUrlField\"\n        label=\"WebSocket URL\"\n        variant=\"outlined\"\n        value={websocket_url}\n        onChange={websocket_url_onchange}\n        size=\"small\"\n        error={testWebSocket(websocket_url)}\n        helperText={testWebSocket(websocket_url) ? 'Invalid websocket URL' : ''}\n      />\n      <Link href={`/?websocket_url=${websocket_url}`}>\n        viewer.nerf.studio?websocket_url={websocket_url}\n      </Link>\n    </div>\n  );\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/reducer.js",
    "content": "import { split_path } from './utils';\n\nconst initialState = {\n  // the websocket connection state\n  websocketState: {\n    isConnected: false,\n    websocket_url: 'ws://localhost:7007',\n  },\n  // the webrtc connection state\n  webrtcState: {\n    isConnected: false,\n  },\n  // for sending actual commands to the client\n  camera_path_payload: null,\n  // the rendering state\n  renderingState: {\n    // cameras\n    camera_choice: 'Main Camera', // the camera being used to render the scene\n\n    // camera path information\n    config_base_dir: 'config_base_dir', // the base directory of the config file\n    render_height: 1080,\n    render_width: 1920,\n    field_of_view: 50,\n\n    isTraining: true,\n    output_options: ['rgb'], // populated by the possible Graph outputs\n    output_choice: 'rgb', // the selected output\n    colormap_options: ['default'], // populated by the output choice\n    colormap_choice: 'default', // the selected colormap\n    maxResolution: 1024,\n    targetTrainUtil: 0.9,\n    eval_res: '?',\n    train_eta: 'Paused',\n    vis_train_ratio: 'Paused',\n    log_errors: '',\n    renderTime: 0.0,\n\n    // export options\n    clipping_enabled: true,\n    clipping_center: [0.0, 0.0, 0.0],\n    clipping_box_scale: [2.0, 2.0, 2.0],\n  },\n  // the scene state\n  sceneState: {\n    sceneBox: null,\n    cameras: null,\n  },\n  // ------------------------------------------------------------------------\n  // which of the state keys to synchronize with the bridge server\n  sync_keys: ['renderingState', 'sceneState'],\n};\n\nfunction setData(newState, state, path, data) {\n  if (path === 'colormap_options') {\n    newState.colormap_choice = 'default'; // eslint-disable-line no-param-reassign\n  }\n  if (path.length === 1) {\n    newState[path[0]] = data; // eslint-disable-line no-param-reassign\n  } else {\n    newState[path[0]] = { ...state[path[0]] }; // eslint-disable-line no-param-reassign\n    setData(newState[path[0]], state[path[0]], path.slice(1), data);\n  }\n}\n\n// Use the initialState as a default value\n// eslint-disable-next-line default-param-last\nexport default function rootReducer(state = initialState, action) {\n  // The reducer normally looks at the action type field to decide what happens\n\n  switch (action.type) {\n    case 'write': {\n      const path = split_path(action.path); // convert string with \"/\"s to a list\n      const data = action.data;\n      const newState = { ...state };\n      setData(newState, state, path, data);\n      return newState;\n    }\n    default:\n      // If this reducer doesn't recognize the action type, or doesn't\n      // care about this specific action, return the existing state unchanged\n      return state;\n  }\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/setupTests.js",
    "content": "// jest-dom adds custom jest matchers for asserting on DOM nodes.\n// allows you to do things like:\n// expect(element).toHaveTextContent(/react/i)\n// learn more: https://github.com/testing-library/jest-dom\nimport '@testing-library/jest-dom/extend-expect';\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/store.js",
    "content": "import { configureStore } from '@reduxjs/toolkit';\nimport rootReducer from './reducer';\n\nexport default configureStore({ reducer: rootReducer });\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/subscriber.js",
    "content": "import { useContext } from 'react';\nimport { ReactReduxContext } from 'react-redux';\n\nexport function subscribe_to_changes(selector_fn, fn) {\n  // selector_fn: returns a value from the redux state\n  // fn_valid: function to run on a valid input\n  // fn_null: function to run on a null input\n  const { store } = useContext(ReactReduxContext);\n\n  let current;\n  const handleChange = () => {\n    const previous = current;\n    current = selector_fn(store.getState());\n    if (previous !== current) {\n      fn(previous, current);\n    }\n  };\n  store.subscribe(handleChange);\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/themes/leva_theme.json",
    "content": "{\n  \"colors\": {\n    \"elevation1\": \"#292d39\",\n    \"elevation2\": \"#222831\",\n    \"elevation3\": \"#393E46\",\n    \"accent1\": \"#ffc640\",\n    \"accent2\": \"#FFD369\",\n    \"accent3\": \"#ffd65c\",\n    \"highlight1\": \"#d1d4db\",\n    \"highlight2\": \"#EEEEEE\",\n    \"highlight3\": \"#222831\",\n    \"disabled\": \"#595959\",\n    \"vivid1\": \"#ffcc00\"\n  },\n  \"radii\": {\n    \"xs\": \"2px\",\n    \"sm\": \"4px\",\n    \"lg\": \"10px\"\n  },\n  \"space\": {\n    \"sm\": \"6px\",\n    \"md\": \"5px\",\n    \"rowGap\": \"6px\",\n    \"colGap\": \"7px\"\n  },\n  \"fontSizes\": {\n    \"root\": \"11px\"\n  },\n  \"sizes\": {\n    \"rootWidth\": \"310px\",\n    \"controlWidth\": \"170px\",\n    \"scrubberWidth\": \"8px\",\n    \"scrubberHeight\": \"16px\",\n    \"rowHeight\": \"24px\",\n    \"folderHeight\": \"20px\",\n    \"checkboxSize\": \"16px\",\n    \"joystickWidth\": \"100px\",\n    \"joystickHeight\": \"100px\",\n    \"colorPickerWidth\": \"160px\",\n    \"colorPickerHeight\": \"100px\",\n    \"monitorHeight\": \"60px\",\n    \"titleBarHeight\": \"39px\"\n  },\n  \"borderWidths\": {\n    \"root\": \"0px\",\n    \"input\": \"1px\",\n    \"focus\": \"1px\",\n    \"hover\": \"1px\",\n    \"active\": \"1px\",\n    \"folder\": \"1px\"\n  },\n  \"fontWeights\": {\n    \"label\": \"normal\",\n    \"folder\": \"normal\",\n    \"button\": \"normal\"\n  }\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/themes/theme.ts",
    "content": "import { createTheme } from '@mui/material/styles';\n\nexport const appTheme = createTheme({\n  palette: {\n    primary: { main: '#EEEEEE' },\n    secondary: { main: '#FFD369' },\n    text: {\n      primary: '#EEEEEE',\n      secondary: '#FFD369',\n      disabled: '#555555',\n    },\n  },\n  components: {\n    MuiPaper: {\n      styleOverrides: {\n        root: {\n          backgroundColor: '#222831',\n        },\n      },\n    },\n    MuiIcon: {\n      styleOverrides: {\n        root: {\n          color: '#eeeeee',\n        },\n      },\n    },\n    MuiTextField: {\n      styleOverrides: {\n        root: {\n          '& label': {\n            color: '#999999',\n          },\n          '& label.Mui-focused': {\n            color: '#FFD369',\n          },\n          '& .MuiOutlinedInput-root': {\n            '& fieldset': {\n              borderColor: '#555555',\n            },\n            '&:hover fieldset': {\n              borderColor: '#dddddd',\n            },\n            '&.Mui-focused fieldset': {\n              borderColor: '#FFD369',\n            },\n          },\n        },\n      },\n    },\n    MuiButton: {\n      defaultProps: {\n        disableRipple: true,\n      },\n      styleOverrides: {\n        root: {\n          '&.Mui-disabled': {\n            color: '#999999',\n            backgroundColor: '#393e46',\n          },\n        },\n      },\n    },\n    MuiIconButton: {\n      styleOverrides: {\n        root: {\n          color: '#eeeeee',\n          backgroundColor: '#393e46',\n          '&:hover': {\n            color: '#FFD369',\n            backgroundColor: '#555555',\n          },\n        },\n      },\n    },\n\n    MuiTab: {\n      styleOverrides: {\n        root: {\n          fontSize: '.8rem',\n        },\n      },\n    },\n    MuiDivider: {\n      styleOverrides: {\n        root: {\n          backgroundColor: '#555555',\n        },\n      },\n    },\n    MuiFilledInput: {\n      styleOverrides: {\n        root: {\n          backgroundColor: '#393e46',\n          '&:hover': {\n            backgroundColor: '#555555',\n          },\n        },\n      },\n    },\n    MuiInput: {\n      styleOverrides: {\n        root: {\n          '&:before': {\n            borderBottom: '2px solid #555555',\n          },\n          '&:after': {\n            borderBottom: '2px solid #FFD369',\n          },\n        },\n      },\n    },\n    MuiToggleButtonGroup: {\n      styleOverrides: {\n        root: {\n          color: '#eeeeee',\n          backgroundColor: '#393e46',\n          '&.Mui-disabled': {\n            color: '#999999',\n            backgroundColor: '#393e46',\n          },\n        },\n      },\n    },\n    MuiToggleButton: {\n      styleOverrides: {\n        root: {\n          color: '#eeeeee',\n          backgroundColor: '#393e46',\n          '&.Mui-selected': {\n            color: '#FFD369',\n            backgroundColor: '#555555',\n          },\n          '&.Mui-disabled': {\n            color: '#999999',\n            backgroundColor: '#393e46',\n          },\n        },\n      },\n    },\n    MuiList: {\n      styleOverrides: {\n        padding: {\n          paddingTop: 4,\n          paddingBottom: 4,\n        },\n      },\n    },\n    MuiAccordionSummary: {\n      styleOverrides: {\n        root: {\n          '& .MuiAccordionSummary-content': {\n            margin: '0px',\n          },\n          '& .MuiAccordionSummary-content.Mui-expanded': {\n            margin: '0px',\n          },\n        },\n      },\n    },\n    MuiAccordionDetails: {\n      styleOverrides: {\n        root: {\n          paddingTop: '4px',\n          paddingBottom: '8px',\n        },\n      },\n    },\n  },\n});\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/app/src/utils.js",
    "content": "export function split_path(path_str) {\n  return path_str.split('/').filter((x) => x.length > 0);\n}\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/server/README.md",
    "content": "# Python Kernel and Client Viewer App communication\n\n> The purpose of this document is to explain how to communicate from Python with the Client Viewer app. We will eventually move this into the read the docs.\n\n- Python Kernel (nerfstudio code)\n- Bridge Server\n- Client Viewer App\n\nWe have two types of components that we want to keep state updated in both locations.\n\n- Widgets\n  - The widgets are used to keep track of the\n- SceneNode\n  - The scene nodes are used to represent the three.js objects. The properties relevant to these objects are the following: `\"object\", \"transform\", \"properties\"`.\n\n# Checklist\n\n- [ ] Currently using request-reply (REQ, REP with zmq). I.e., Python Kernel -> Bridge Server <-> Client Viewer App. We want a way to update the Python Kernel when the Bridge Server is updated. This requries some form of binding with callbacks. When the Bridge Server is updated, we want to update the binded Python variable. We can take inspiration from [ipywidgets](https://ipywidgets.readthedocs.io/en/stable/examples/Widget%20Basics.html).\n\n- [ ]\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/server/__init__.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/server/path.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"Path class\n\"\"\"\n\n\nfrom typing import Tuple\n\nUNICODE = str\n\n\nclass Path:\n    \"\"\"Path class\n\n    Args:\n        entries: component parts of the path\n    \"\"\"\n\n    __slots__ = [\"entries\"]\n\n    def __init__(self, entries: Tuple = tuple()):\n        self.entries = entries\n\n    def append(self, other: str) -> \"Path\":\n        \"\"\"Methodthat appends a new component and returns new Path\n\n        Args:\n            other: _description_\n        \"\"\"\n        new_path = self.entries\n        for element in other.split(\"/\"):\n            if len(element) == 0:\n                new_path = tuple()\n            else:\n                new_path = new_path + (element,)\n        return Path(new_path)\n\n    def lower(self):\n        \"\"\"Convert path object to serializable format\"\"\"\n        return UNICODE(\"/\" + \"/\".join(self.entries))\n\n    def __hash__(self):\n        return hash(self.entries)\n\n    def __eq__(self, other):\n        return self.entries == other.entries\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/server/server.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"Server bridge to faciliate interactions between python backend and javascript front end\"\"\"\n\nimport sys\nfrom typing import List, Optional, Tuple\n\nimport tornado.gen\nimport tornado.ioloop\nimport tornado.web\nimport tornado.websocket\nimport tyro\nimport umsgpack\nimport zmq\nimport zmq.eventloop.ioloop\nfrom pyngrok import ngrok\nfrom zmq.eventloop.zmqstream import ZMQStream\n\nfrom nerfstudio.viewer.server.state.node import find_node, get_tree, walk\nfrom nerfstudio.viewer.server.state.state_node import StateNode\n\n\nclass WebSocketHandler(tornado.websocket.WebSocketHandler):  # pylint: disable=abstract-method\n    \"\"\"Tornado websocket handler for receiving and sending commands from/to the viewer.\"\"\"\n\n    def __init__(self, *args, **kwargs):\n        self.bridge = kwargs.pop(\"bridge\")\n        super().__init__(*args, **kwargs)\n\n    def check_origin(self, origin):\n        \"\"\"This disables CORS.\"\"\"\n        return True\n\n    def open(self, *args: str, **kwargs: str):\n        \"\"\"open websocket bridge\"\"\"\n        self.bridge.websocket_pool.add(self)\n        print(\"opened:\", self, file=sys.stderr)\n        self.bridge.send_scene(self)\n\n    async def on_message(self, message: bytearray):  # pylint: disable=invalid-overridden-method\n        \"\"\"On reception of message from the websocket,\n        parses the message and calls the appropriate function based on the type of command\n\n        Args:\n            message: byte message to parse\n        \"\"\"\n        data = message\n        m = umsgpack.unpackb(message)\n        type_ = m[\"type\"]\n        path = list(filter(lambda x: len(x) > 0, m[\"path\"].split(\"/\")))\n\n        if type_ == \"write\":\n            # writes the data coming from the websocket\n            find_node(self.bridge.state_tree, path).data = m[\"data\"]\n            if m[\"path\"] != \"renderingState/camera\" and m[\"path\"] != \"webrtc/offer\":\n                # dispatch to the websockets if not a camera update!\n                # TODO(ethan): handle the camera properly!\n                # TODO: but don't update the current websocket\n                command = {\"type\": \"write\", \"path\": m[\"path\"], \"data\": m[\"data\"]}\n                packed_data = umsgpack.packb(command)\n                frames = [\"write\".encode(\"utf-8\"), m[\"path\"].encode(\"utf-8\"), packed_data]\n                self.bridge.forward_to_websockets(frames, websocket_to_skip=self)\n        elif type_ == \"read\":\n            # reads and returns the data\n            data = find_node(self.bridge.state_tree, path).data\n            self.write_message(data, binary=True)\n        else:\n            cmd_data = {\n                \"type\": \"error\",\n                \"path\": \"\",\n                \"data\": {\"error\": \"Unknown command type: \" + type_},\n            }\n            data = umsgpack.packb(cmd_data)\n            self.write_message(data, binary=True)\n\n    def on_close(self):\n        self.bridge.websocket_pool.remove(self)\n        print(\"closed:\", self, file=sys.stderr)\n\n\nclass ZMQWebSocketBridge:\n    \"\"\"ZMQ web socket bridge class\n\n    Args:\n        zmq_port: zmq port to connect to. Defaults to None.\n        websocket_port: websocket port to connect to. Defaults to None.\n    \"\"\"\n\n    context = zmq.Context()\n\n    def __init__(self, zmq_port: int, websocket_port: int, ip_address: str):\n        self.zmq_port = zmq_port\n        self.websocket_pool = set()\n        self.app = self.make_app()\n        self.ioloop = tornado.ioloop.IOLoop.current()\n\n        # zmq\n        zmq_url = f\"tcp://{ip_address}:{self.zmq_port:d}\"\n        self.zmq_socket, self.zmq_stream, self.zmq_url = self.setup_zmq(zmq_url)\n\n        # websocket\n        listen_kwargs = {\"address\": \"0.0.0.0\"}\n        self.app.listen(websocket_port, **listen_kwargs)\n        self.websocket_port = websocket_port\n        self.websocket_url = f\"0.0.0.0:{self.websocket_port}\"\n\n        # state tree\n        self.state_tree = get_tree(StateNode)\n\n    def __str__(self) -> str:\n        class_name = self.__class__.__name__\n        return f'{class_name} using zmq_port=\"{self.zmq_port}\" and websocket_port=\"{self.websocket_port}\"'\n\n    def make_app(self):\n        \"\"\"Create a tornado application for the websocket server.\"\"\"\n        return tornado.web.Application([(r\"/\", WebSocketHandler, {\"bridge\": self})])\n\n    def handle_zmq(self, frames: List[bytes]):\n        \"\"\"Switch function that places commands in tree based on websocket command\n\n        Args:\n            frames: the list containing command + object to be placed in tree\n        \"\"\"\n        if len(frames) != 3:\n            self.zmq_socket.send(b\"error: expected 3 frames\")\n            return\n        type_ = frames[0].decode(\"utf-8\")\n        path = list(filter(lambda x: len(x) > 0, frames[1].decode(\"utf-8\").split(\"/\")))\n        data = frames[2]\n\n        if type_ == \"write\":\n            # TODO: use state_tree name\n            unpacked_data = umsgpack.unpackb(data)\n            find_node(self.state_tree, path).data = unpacked_data[\"data\"]\n            self.forward_to_websockets(frames)\n            self.zmq_socket.send(umsgpack.packb(b\"ok\"))\n        elif type_ == \"read\":\n            # walk the node from the specified to get the full state dictionary\n            # TODO(ethan): handle the \"data\" key...\n            read_data = find_node(self.state_tree, path).data\n            self.zmq_socket.send(umsgpack.packb(read_data))\n        else:\n            self.zmq_socket.send(umsgpack.packb(b\"error: unknown command\"))\n\n    def forward_to_websockets(\n        self, frames: Tuple[str, str, bytes], websocket_to_skip: Optional[WebSocketHandler] = None\n    ):\n        \"\"\"Forward a zmq message to all websockets.\n\n        Args:\n            frames: byte messages to be sent over\n        \"\"\"\n        _, _, data = frames  # cmd, path, data\n        for websocket in self.websocket_pool:\n            if websocket_to_skip and websocket == websocket_to_skip:\n                pass\n            else:\n                websocket.write_message(data, binary=True)\n\n    def setup_zmq(self, url: str):\n        \"\"\"Setup a zmq socket and connect it to the given url.\n\n        Args:\n            url: point of connection\n        \"\"\"\n        zmq_socket = self.context.socket(zmq.REP)  # pylint: disable=no-member\n        zmq_socket.bind(url)\n        zmq_stream = ZMQStream(zmq_socket)\n        zmq_stream.on_recv(self.handle_zmq)\n        return zmq_socket, zmq_stream, url\n\n    def send_scene(self, websocket: WebSocketHandler):\n        \"\"\"Sends entire tree of information over the specified websocket\n\n        Args:\n            websocket: websocket to send information over\n        \"\"\"\n        print(\"Sending entire scene state due to websocket connection established.\")\n        for path, node in walk(\"\", self.state_tree):\n            if node.data is not None:\n                command = {\"type\": \"write\", \"path\": path, \"data\": node.data}\n                websocket.write_message(umsgpack.packb(command), binary=True)\n\n    def run(self):\n        \"\"\"starts and runs the websocket bridge\"\"\"\n        self.ioloop.start()\n\n\ndef run_viewer_bridge_server(\n    zmq_port: int = 6000, websocket_port: int = 7007, ip_address: str = \"127.0.0.1\", use_ngrok: bool = False\n):\n    \"\"\"Run the viewer bridge server.\n\n    Args:\n        zmq_port: port to use for zmq\n        websocket_port: port to use for websocket\n        ip_address: host to connect to\n        use_ngrok: whether to use ngrok to expose the zmq port\n    \"\"\"\n\n    # whether to launch pyngrok or not\n    if use_ngrok:\n        # Open a HTTP tunnel on the default port 80\n        # <NgrokTunnel: \"http://<public_sub>.ngrok.io\" -> \"http://localhost:80\">\n        http_tunnel = ngrok.connect(addr=str(zmq_port), proto=\"tcp\")\n        print(http_tunnel)\n\n    bridge = ZMQWebSocketBridge(zmq_port=zmq_port, websocket_port=websocket_port, ip_address=ip_address)\n    print(bridge)\n    try:\n        bridge.run()\n    except KeyboardInterrupt:\n        pass\n\n\ndef entrypoint():\n    \"\"\"The main entrypoint.\"\"\"\n    tyro.extras.set_accent_color(\"bright_yellow\")\n    tyro.cli(run_viewer_bridge_server)\n\n\nif __name__ == \"__main__\":\n    entrypoint()\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/server/state/node.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nFor tree logic code.\n\"\"\"\n\nfrom collections import defaultdict\nfrom typing import Callable\n\n\nclass Node(defaultdict):\n    \"\"\"\n    The base class Node.\n    \"\"\"\n\n    def __init__(self, *args, **kwargs):\n        super().__init__(*args, **kwargs)\n\n\ndef get_tree(node_class: Callable) -> Callable:\n    \"\"\"\n    Get a tree from a node class.\n    This allows one to do tree[\"path\"][\"to\"][\"node\"]\n    and it will return a new node if it doesn't exist\n    or the current node if it does.\n    \"\"\"\n    assert isinstance(node_class(), Node)\n    tree = lambda: node_class(tree)\n    return tree()\n\n\ndef find_node(tree, path):\n    if len(path) == 0:\n        return tree\n    else:\n        return find_node(tree[path[0]], path[1:])\n\n\ndef set_node_value(tree, path, value):\n    if len(path) == 0:\n        tree.data = value\n    else:\n        set_node_value(tree[path[0]], path[1:], value)\n\n\ndef walk(path, tree):\n    \"\"\"Walk the entire tree and return the values\n    Args:\n        tree: the root of the tree to start search\n    \"\"\"\n    yield path, tree\n    for k, v in tree.items():\n        yield from walk(path + \"/\" + k, v)\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/server/state/state_node.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\nfrom typing import List\n\nfrom nerfstudio.viewer.server.state.node import Node\n\n\nclass StateNode(Node):\n    \"\"\"Node that holds a hierarchy of state nodes\"\"\"\n\n    __slots__ = [\"data\"]\n\n    def __init__(self, *args, **kwargs):\n        super().__init__(*args, **kwargs)\n        self.path = None\n        self.data = None\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/server/subprocess.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nCode to use the viewer as a subprocess.\n\"\"\"\n\nimport atexit\nimport os\nimport signal\nimport socket\nimport subprocess\nimport sys\nimport threading\nimport time\nfrom typing import Optional, Union\n\nfrom rich.console import Console\n\nfrom nerfstudio.viewer.server import server\n\nCONSOLE = Console()\n\n\ndef run_viewer_bridge_server_as_subprocess(\n    websocket_port: int,\n    zmq_port: Optional[int] = None,\n    ip_address: str = \"127.0.0.1\",\n    log_filename: Union[str, None] = None,\n):\n    \"\"\"Runs the viewer bridge server as a subprocess.\n\n    Args:\n        zmq_port: Port to use for the ZMQ server.\n        websocket_port: Port to use for the websocket server.\n        ip_address: host to connect to\n        log_filename: Filename to use for the log file. If None, no log file is created.\n\n    Returns:\n        None\n    \"\"\"\n    args = [sys.executable, \"-u\", \"-m\", server.__name__]\n\n    # find an available port for zmq\n    if zmq_port is None:\n        sock = socket.socket()\n        sock.bind((\"\", 0))\n        zmq_port = sock.getsockname()[1]\n        string = f\"Using ZMQ port: {zmq_port}\"\n        CONSOLE.print(f\"[bold yellow]{string}\")\n\n    args.append(\"--zmq-port\")\n    args.append(str(zmq_port))\n    args.append(\"--websocket-port\")\n    args.append(str(websocket_port))\n    args.append(\"--ip-address\")\n    args.append(str(ip_address))\n    # supress output if no log filename is specified\n    logfile = open(  # pylint: disable=consider-using-with\n        log_filename if log_filename else os.devnull, \"w\", encoding=\"utf8\"\n    )\n    process = subprocess.Popen(  # pylint: disable=consider-using-with\n        args, stdout=logfile, stderr=logfile, start_new_session=True\n    )\n\n    def cleanup(process):\n        process.kill()\n        process.wait()\n\n    def poll_process():\n        \"\"\"\n        Continually check to see if the viewer bridge server process is still running and has not failed.\n        If it fails, alert the user and exit the entire program.\n        \"\"\"\n        while process.poll() is None:\n            time.sleep(0.5)\n        string = f\"\\nThe viewer bridge server subprocess failed. Please check the log file {log_filename}.\\n\"\n        string += (\n            \"You likely have to modify --viewer.zmq-port and/or --viewer.websocket-port in the \"\n            \"config to avoid conflicting ports.\\n\"\n        )\n        string += \"Try modifying --viewer.websocket-port 7007\\n\"\n        CONSOLE.print(f\"[bold red]{string}\")\n        cleanup(process)\n        # This exists the entire program. sys.exit() will only kill the thread that this runs in.\n        os.kill(os.getpid(), signal.SIGKILL)\n\n    # continually check to see if the process stopped\n    t1 = threading.Thread(target=poll_process)\n    t1.daemon = True\n    t1.start()\n    atexit.register(cleanup, process)\n    return zmq_port\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/server/utils.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"Generic utility functions\n\"\"\"\n\nimport sys\nfrom typing import Any, Callable, Dict, List, Optional, Tuple\n\nimport numpy as np\nimport torch\nimport zmq\nfrom aiortc import RTCPeerConnection\nfrom aiortc.rtcrtpsender import RTCRtpSender\n\n\ndef get_chunks(\n    lst: List[float], num_chunks: Optional[int] = None, size_of_chunk: Optional[int] = None\n) -> List[List[float]]:\n    \"\"\"Returns list of n elements, constaining a sublist.\n\n    Args:\n        lst: List to be chunked up\n        num_chunks: number of chunks to split list into\n        size_of_chunk: size of each chunk\n    \"\"\"\n    if num_chunks:\n        assert not size_of_chunk\n        size = len(lst) // num_chunks\n    if size_of_chunk:\n        assert not num_chunks\n        size = size_of_chunk\n    chunks = []\n    for i in range(0, len(lst), size):\n        chunks.append(lst[i : i + size])\n    return chunks\n\n\ndef three_js_perspective_camera_focal_length(fov: float, image_height: int):\n    \"\"\"Returns the focal length of a three.js perspective camera.\n\n    Args:\n        fov: the field of view of the camera in degrees.\n        image_height: the height of the image in pixels.\n    \"\"\"\n    if fov is None:\n        print(\"Warning: fov is None, using default value\")\n        return 50\n    pp_h = image_height / 2.0\n    focal_length = pp_h / np.tan(fov * (np.pi / 180.0) / 2.0)\n    return focal_length\n\n\ndef get_intrinsics_matrix_and_camera_to_world_h(\n    camera_object: Dict[str, Any], image_height: int\n) -> Tuple[torch.Tensor, torch.Tensor]:\n    \"\"\"Returns the camera intrinsics matrix and the camera to world homogeneous matrix.\n\n    Args:\n        camera_object: a Camera object.\n        image_size: the size of the image (height, width)\n    \"\"\"\n    # intrinsics\n    fov = camera_object[\"fov\"]\n    aspect = camera_object[\"aspect\"]\n    image_width = aspect * image_height\n    pp_w = image_width / 2.0\n    pp_h = image_height / 2.0\n    focal_length = three_js_perspective_camera_focal_length(fov, image_height)\n    intrinsics_matrix = torch.tensor([[focal_length, 0, pp_w], [0, focal_length, pp_h], [0, 0, 1]]).float()\n\n    # extrinsics\n    camera_to_world_h = torch.tensor(get_chunks(camera_object[\"matrix\"], size_of_chunk=4)).T.float()\n    camera_to_world_h = torch.stack(\n        [\n            camera_to_world_h[0, :],\n            camera_to_world_h[2, :],\n            camera_to_world_h[1, :],\n            camera_to_world_h[3, :],\n        ],\n        dim=0,\n    )\n\n    return intrinsics_matrix, camera_to_world_h\n\n\ndef find_available_port(func: Callable, default_port: int, max_attempts: int = 1000, **kwargs) -> None:\n    \"\"\"Finds and attempts to connect to a port\n\n    Args:\n        func: function used on connecting to port\n        default_port: the default port\n        max_attempts: max number of attempts to try connection. Defaults to MAX_ATTEMPTS.\n    \"\"\"\n    for i in range(max_attempts):\n        port = default_port + i\n        try:\n            return func(port, **kwargs), port\n        except (OSError, zmq.error.ZMQError):\n            print(f\"Port: {port:d} in use, trying another...\", file=sys.stderr)\n        except Exception as e:\n            print(type(e))\n            raise\n    raise (\n        Exception(f\"Could not find an available port in the range: [{default_port:d}, {max_attempts + default_port:d})\")\n    )\n\n\ndef force_codec(pc: RTCPeerConnection, sender: RTCRtpSender, forced_codec: str) -> None:\n    \"\"\"Sets the codec preferences on a connection between sender and reciever\n\n    Args:\n        pc: peer connection point\n        sender: sender that will send to connection point\n        forced_codec: codec to set\n    \"\"\"\n    kind = forced_codec.split(\"/\")[0]\n    codecs = RTCRtpSender.getCapabilities(kind).codecs\n    transceiver = next(t for t in pc.getTransceivers() if t.sender == sender)\n    transceiver.setCodecPreferences([codec for codec in codecs if codec.mimeType == forced_codec])\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/server/video_stream.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"Video Stream objects for WebRTC\"\"\"\n\nimport numpy as np\nfrom aiortc import VideoStreamTrack\nfrom av import VideoFrame\n\n\nclass SingleFrameStreamTrack(VideoStreamTrack):\n    \"\"\"Single Frame stream class: pushes single frames to a stream\"\"\"\n\n    def __init__(self):\n        super().__init__()\n        self.background_frame = np.ones((480, 640, 3), dtype=\"uint8\") * 100  # gray background\n        self.frame = None\n        self.put_frame(self.background_frame)\n\n    def put_frame(self, frame: np.ndarray) -> None:\n        \"\"\"Sets the current viewing frame\n\n        Args:\n            frame: image to be viewed\n        \"\"\"\n        self.frame = VideoFrame.from_ndarray(frame)\n\n    async def recv(self):\n        \"\"\"Async method to grab and wait on frame\"\"\"\n        pts, time_base = await self.next_timestamp()\n\n        frame = self.frame\n        frame.pts = pts\n        frame.time_base = time_base\n        return frame\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/server/viewer_utils.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"Code to interface with the `vis/` (the JS viewer).\n\"\"\"\nfrom __future__ import annotations\n\nimport asyncio\nimport enum\nimport os\nimport sys\nimport threading\nimport time\nimport warnings\nfrom pathlib import Path\nfrom typing import Any, Dict, Optional, Tuple\n\nimport numpy as np\nimport torch\nfrom aiortc import (\n    RTCConfiguration,\n    RTCIceServer,\n    RTCPeerConnection,\n    RTCSessionDescription,\n)\nfrom cryptography.utils import CryptographyDeprecationWarning\nfrom rich.console import Console\n\nfrom nerfstudio.cameras.cameras import Cameras\nfrom nerfstudio.cameras.rays import RayBundle\nfrom nerfstudio.configs import base_config as cfg\nfrom nerfstudio.data.datasets.base_dataset import InputDataset\nfrom nerfstudio.models.base_model import Model\nfrom nerfstudio.utils import colormaps, profiler, writer\nfrom nerfstudio.utils.decorators import check_main_thread, decorate_all\nfrom nerfstudio.utils.images import BasicImages\nfrom nerfstudio.utils.io import load_from_json, write_to_json\nfrom nerfstudio.utils.misc import get_dict_to_torch\nfrom nerfstudio.utils.writer import GLOBAL_BUFFER, EventName, TimeWriter\nfrom nerfstudio.viewer.server.subprocess import run_viewer_bridge_server_as_subprocess\nfrom nerfstudio.viewer.server.utils import (\n    force_codec,\n    get_intrinsics_matrix_and_camera_to_world_h,\n)\nfrom nerfstudio.viewer.server.video_stream import SingleFrameStreamTrack\nfrom nerfstudio.viewer.server.visualizer import Viewer\n\nwarnings.filterwarnings(\"ignore\", category=CryptographyDeprecationWarning)\n\nCONSOLE = Console(width=120)\n\n\ndef get_viewer_version() -> str:\n    \"\"\"Get the version of the viewer.\"\"\"\n    json_filename = os.path.join(os.path.dirname(__file__), \"../app/package.json\")\n    version = load_from_json(Path(json_filename))[\"version\"]\n    return version\n\n\n@check_main_thread\ndef setup_viewer(config: cfg.ViewerConfig, log_filename: Path):\n    \"\"\"Sets up the viewer if enabled\n\n    Args:\n        config: the configuration to instantiate viewer\n    \"\"\"\n    viewer_state = ViewerState(config, log_filename=log_filename)\n    banner_messages = [f\"Viewer at: {viewer_state.viewer_url}\"]\n    return viewer_state, banner_messages\n\n\nclass OutputTypes(str, enum.Enum):\n    \"\"\"Noncomprehsnive list of output render types\"\"\"\n\n    INIT = \"init\"\n    RGB = \"rgb\"\n    RGB_FINE = \"rgb_fine\"\n    ACCUMULATION = \"accumulation\"\n    ACCUMULATION_FINE = \"accumulation_fine\"\n\n\nclass ColormapTypes(str, enum.Enum):\n    \"\"\"Noncomprehsnive list of colormap render types\"\"\"\n\n    INIT = \"init\"\n    DEFAULT = \"default\"\n    TURBO = \"turbo\"\n    DEPTH = \"depth\"\n    SEMANTIC = \"semantic\"\n    BOOLEAN = \"boolean\"\n\n\nclass IOChangeException(Exception):\n    \"\"\"Basic camera exception to interrupt viewer\"\"\"\n\n\nclass SetTrace:\n    \"\"\"Basic trace function\"\"\"\n\n    def __init__(self, func):\n        self.func = func\n\n    def __enter__(self):\n        sys.settrace(self.func)\n        return self\n\n    def __exit__(self, ext_type, exc_value, traceback):\n        sys.settrace(None)\n\n\nclass RenderThread(threading.Thread):\n    \"\"\"Thread that does all the rendering calls while listening for interrupts\n\n    Args:\n        state: current viewer state object\n        graph: current checkpoint of model\n        camera_ray_bundle: input rays to pass through the graph to render out\n    \"\"\"\n\n    def __init__(self, state: \"ViewerState\", graph: Model, camera_ray_bundle: RayBundle):\n        threading.Thread.__init__(self)\n        self.state = state\n        self.graph = graph\n        self.camera_ray_bundle = camera_ray_bundle\n        self.exc = None\n        self.vis_outputs = None\n\n    def run(self):\n        \"\"\"run function that renders out images given the current graph and ray bundles.\n        Interlaced with a trace function that checks to see if any I/O changes were registered.\n        Exits and continues program if IOChangeException thrown.\n        \"\"\"\n        outputs = None\n        try:\n            with SetTrace(self.state.check_interrupt):\n                with torch.no_grad():\n                    outputs = self.graph.get_outputs_for_camera_ray_bundle(self.camera_ray_bundle)\n        except Exception as e:  # pylint: disable=broad-except\n            self.exc = e\n\n        if outputs:\n            outputs = get_dict_to_torch(outputs)\n            self.vis_outputs = outputs\n\n        self.state.check_done_render = True\n        self.state.check_interrupt_vis = False\n\n    def join(self, timeout=None):\n        threading.Thread.join(self)\n        if self.exc:\n            raise self.exc\n\n\nclass CheckThread(threading.Thread):\n    \"\"\"Thread the constantly checks for io changes and sets a flag indicating interrupt\n\n    Args:\n        state: current viewer state object\n    \"\"\"\n\n    def __init__(self, state):\n        threading.Thread.__init__(self)\n        self.state = state\n\n    def run(self):\n        \"\"\"Run function that checks to see if any of the existing state has changed\n        (e.g. camera pose/output type/resolutions).\n        Sets the viewer state flag to true to signal\n        to render thread that an interrupt was registered.\n        \"\"\"\n        self.state.check_done_render = False\n        while not self.state.check_done_render:\n            # check camera\n            data = self.state.vis[\"renderingState/camera\"].read()\n            if data is not None:\n                camera_object = data[\"object\"]\n                if self.state.prev_camera_matrix is None or (\n                    not np.allclose(camera_object[\"matrix\"], self.state.prev_camera_matrix)\n                    and not self.state.prev_moving\n                ):\n                    self.state.check_interrupt_vis = True\n                    self.state.prev_moving = True\n                    return\n                self.state.prev_moving = False\n\n            # check output type\n            output_type = self.state.vis[\"renderingState/output_choice\"].read()\n            if output_type is None:\n                output_type = OutputTypes.INIT\n            if self.state.prev_output_type != output_type:\n                self.state.check_interrupt_vis = True\n                return\n\n            # check colormap type\n            colormap_type = self.state.vis[\"renderingState/colormap_choice\"].read()\n            if colormap_type is None:\n                colormap_type = ColormapTypes.INIT\n            if self.state.prev_colormap_type != colormap_type:\n                self.state.check_interrupt_vis = True\n                return\n\n            # check max render\n            max_resolution = self.state.vis[\"renderingState/maxResolution\"].read()\n            if max_resolution is not None:\n                if self.state.max_resolution != max_resolution:\n                    self.state.check_interrupt_vis = True\n                    return\n\n\n@decorate_all([check_main_thread])\nclass ViewerState:\n    \"\"\"Class to hold state for viewer variables\n\n    Args:\n        config: viewer setup configuration\n    \"\"\"\n\n    def __init__(self, config: cfg.ViewerConfig, log_filename: Path):\n        self.config = config\n        self.vis = None\n        self.viewer_url = None\n        self.log_filename = log_filename\n        if self.config.launch_bridge_server:\n            # start the viewer bridge server\n            assert self.config.websocket_port is not None\n            self.log_filename.parent.mkdir(exist_ok=True)\n            zmq_port = run_viewer_bridge_server_as_subprocess(\n                self.config.websocket_port,\n                zmq_port=self.config.zmq_port,\n                ip_address=self.config.ip_address,\n                log_filename=str(self.log_filename),\n            )\n            # TODO(ethan): log the output of the viewer bridge server in a file where the training logs go\n            CONSOLE.line()\n            version = get_viewer_version()\n            websocket_url = f\"ws://localhost:{self.config.websocket_port}\"\n            self.viewer_url = f\"https://viewer.nerf.studio/versions/{version}/?websocket_url={websocket_url}\"\n            CONSOLE.rule(characters=\"=\")\n            CONSOLE.print(f\"[Public] Open the viewer at {self.viewer_url}\")\n            CONSOLE.rule(characters=\"=\")\n            CONSOLE.line()\n            self.vis = Viewer(zmq_port=zmq_port, ip_address=self.config.ip_address)\n            self.vis_webrtc_thread = Viewer(zmq_port=zmq_port, ip_address=self.config.ip_address)\n        else:\n            assert self.config.zmq_port is not None\n            self.vis = Viewer(zmq_port=self.config.zmq_port, ip_address=self.config.ip_address)\n            self.vis_webrtc_thread = Viewer(zmq_port=self.config.zmq_port, ip_address=self.config.ip_address)\n\n        # viewer specific variables\n        self.prev_camera_matrix = None\n        self.prev_output_type = OutputTypes.INIT\n        self.prev_colormap_type = ColormapTypes.INIT\n        self.prev_moving = False\n        self.output_type_changed = True\n        self.max_resolution = 1000\n        self.check_interrupt_vis = False\n        self.check_done_render = True\n        self.step = 0\n        self.static_fps = 1\n        self.moving_fps = 24\n        self.camera_moving = False\n        self.prev_camera_timestamp = 0\n\n        self.output_list = None\n\n        # webrtc\n        self.pcs = set()\n        self.video_tracks = set()\n        self.webrtc_thread = None\n        self.kill_webrtc_signal = False\n\n    def _pick_drawn_image_idxs(self, total_num: int) -> list[int]:\n        \"\"\"Determine indicies of images to display in viewer.\n\n        Args:\n            total_num: total number of training images.\n\n        Returns:\n            List of indices from [0, total_num-1].\n        \"\"\"\n        if self.config.max_num_display_images < 0:\n            num_display_images = total_num\n        else:\n            num_display_images = min(self.config.max_num_display_images, total_num)\n        # draw indices, roughly evenly spaced\n        return np.linspace(0, total_num - 1, num_display_images, dtype=np.int32).tolist()\n\n    def init_scene(self, dataset: InputDataset, start_train=True) -> None:\n        \"\"\"Draw some images and the scene aabb in the viewer.\n\n        Args:\n            dataset: dataset to render in the scene\n            start_train: whether to start train when viewer init;\n                if False, only displays dataset until resume train is toggled\n        \"\"\"\n        # set the config base dir\n        self.vis[\"renderingState/config_base_dir\"].write(str(self.log_filename.parents[0]))\n\n        # clear the current scene\n        self.vis[\"sceneState/sceneBox\"].delete()\n        self.vis[\"sceneState/cameras\"].delete()\n\n        # draw the training cameras and images\n        image_indices = self._pick_drawn_image_idxs(len(dataset))\n        for idx in image_indices:\n            image = dataset[idx][\"image\"]\n            if isinstance(image, BasicImages):\n                bgr = image.images[0][..., [2, 1, 0]]\n            else:\n                bgr = image[..., [2, 1, 0]]\n            camera_json = dataset.cameras.to_json(camera_idx=idx, image=bgr, max_size=100)\n            self.vis[f\"sceneState/cameras/{idx:06d}\"].write(camera_json)\n\n        # draw the scene box (i.e., the bounding box)\n        json_ = dataset.scene_box.to_json()\n        self.vis[\"sceneState/sceneBox\"].write(json_)\n\n        # set the initial state whether to train or not\n        self.vis[\"renderingState/isTraining\"].write(start_train)\n\n        # self.vis[\"renderingState/render_time\"].write(str(0))\n\n        # set the properties of the camera\n        # self.vis[\"renderingState/camera\"].write(json_)\n\n        # set the main camera intrinsics to one from the dataset\n        # K = camera.get_intrinsics_matrix()\n        # set_persp_intrinsics_matrix(self.vis, K.double().numpy())\n\n    def _check_camera_path_payload(self, trainer, step: int):\n        \"\"\"Check to see if the camera path export button was pressed.\"\"\"\n        # check if we should interrupt from a button press?\n        camera_path_payload = self.vis[\"camera_path_payload\"].read()\n        if camera_path_payload:\n            # save a model checkpoint\n            trainer.save_checkpoint(step)\n            # write to json file\n            camera_path_filename = camera_path_payload[\"camera_path_filename\"]\n            camera_path = camera_path_payload[\"camera_path\"]\n            write_to_json(Path(camera_path_filename), camera_path)\n            self.vis[\"camera_path_payload\"].delete()\n\n    def _check_webrtc_offer(self):\n        \"\"\"Check if there is a webrtc offer to respond to.\"\"\"\n        data = self.vis[\"webrtc/offer\"].read()\n        if data:\n            if self.webrtc_thread and self.webrtc_thread.is_alive():\n                # kill the previous thread if the webpage refreshes\n                self.kill_webrtc_signal = True\n                return\n\n            def loop_in_thread(loop):\n                asyncio.set_event_loop(loop)\n                loop.run_until_complete(self.send_webrtc_answer(data))\n\n            loop = asyncio.get_event_loop()\n            self.webrtc_thread = threading.Thread(target=loop_in_thread, args=(loop,))\n            self.webrtc_thread.daemon = True\n            self.webrtc_thread.start()\n            # remove the offer from the state tree\n            self.vis[\"webrtc/offer\"].delete()\n\n    def update_scene(self, trainer, step: int, graph: Model, num_rays_per_batch: int) -> None:\n        \"\"\"updates the scene based on the graph weights\n\n        Args:\n            step: iteration step of training\n            graph: the current checkpoint of the model\n        \"\"\"\n\n        has_temporal_distortion = getattr(graph, \"temporal_distortion\", None) is not None\n        self.vis[\"model/has_temporal_distortion\"].write(str(has_temporal_distortion).lower())\n\n        is_training = self.vis[\"renderingState/isTraining\"].read()\n        self.step = step\n\n        self._check_camera_path_payload(trainer, step)\n        self._check_webrtc_offer()\n\n        camera_object = self._get_camera_object()\n        if camera_object is None:\n            return\n\n        if is_training is None or is_training:\n            # in training mode\n\n            if self.camera_moving:\n                # if the camera is moving, then we pause training and update camera continuously\n\n                while self.camera_moving:\n                    self._render_image_in_viewer(camera_object, graph, is_training)\n                    camera_object = self._get_camera_object()\n            else:\n                # if the camera is not moving, then we approximate how many training steps need to be taken\n                # to render at a FPS defined by self.static_fps.\n\n                if EventName.TRAIN_RAYS_PER_SEC.value in GLOBAL_BUFFER[\"events\"]:\n                    train_rays_per_sec = GLOBAL_BUFFER[\"events\"][EventName.TRAIN_RAYS_PER_SEC.value][\"avg\"]\n                    target_train_util = self.vis[\"renderingState/targetTrainUtil\"].read()\n                    if target_train_util is None:\n                        target_train_util = 0.9\n\n                    batches_per_sec = train_rays_per_sec / num_rays_per_batch\n\n                    num_steps = max(int(1 / self.static_fps * batches_per_sec), 1)\n                else:\n                    num_steps = 1\n\n                if step % num_steps == 0:\n                    self._render_image_in_viewer(camera_object, graph, is_training)\n\n        else:\n            # in pause training mode, enter render loop with set graph\n            local_step = step\n            run_loop = not is_training\n            while run_loop:\n                # if self._is_render_step(local_step) and step > 0:\n                if step > 0:\n                    self._render_image_in_viewer(camera_object, graph, is_training)\n                    camera_object = self._get_camera_object()\n                is_training = self.vis[\"renderingState/isTraining\"].read()\n                self._check_camera_path_payload(trainer, step)\n                self._check_webrtc_offer()\n                run_loop = not is_training\n                local_step += 1\n\n    def check_interrupt(self, frame, event, arg):  # pylint: disable=unused-argument\n        \"\"\"Raises interrupt when flag has been set and not already on lowest resolution.\n        Used in conjunction with SetTrace.\n        \"\"\"\n        if event == \"line\":\n            if self.check_interrupt_vis and not self.camera_moving:\n                raise IOChangeException\n        return self.check_interrupt\n\n    def _get_camera_object(self):\n        \"\"\"Gets the camera object from the viewer and updates the movement state if it has changed.\"\"\"\n\n        data = self.vis[\"renderingState/camera\"].read()\n        if data is None:\n            return None\n\n        camera_object = data[\"object\"]\n\n        if self.prev_camera_matrix is not None and np.allclose(camera_object[\"matrix\"], self.prev_camera_matrix):\n            self.camera_moving = False\n        else:\n            self.prev_camera_matrix = camera_object[\"matrix\"]\n            self.camera_moving = True\n        return camera_object\n\n    def _apply_colormap(self, outputs: Dict[str, Any], colors: torch.Tensor = None, eps=1e-6):\n        \"\"\"Determines which colormap to use based on set colormap type\n\n        Args:\n            outputs: the output tensors for which to apply colormaps on\n            colors: is only set if colormap is for semantics. Defaults to None.\n            eps: epsilon to handle floating point comparisons\n        \"\"\"\n        if self.output_list:\n            reformatted_output = self._process_invalid_output(self.prev_output_type)\n\n        # default for rgb images\n        if self.prev_colormap_type == ColormapTypes.DEFAULT and outputs[reformatted_output].shape[-1] == 3:\n            return outputs[reformatted_output]\n\n        # rendering depth outputs\n        if self.prev_colormap_type == ColormapTypes.DEPTH or (\n            self.prev_colormap_type == ColormapTypes.DEFAULT\n            and outputs[reformatted_output].dtype == torch.float\n            and (torch.max(outputs[reformatted_output]) - 1.0) > eps  # handle floating point arithmetic\n        ):\n            accumulation_str = (\n                OutputTypes.ACCUMULATION\n                if OutputTypes.ACCUMULATION in self.output_list\n                else OutputTypes.ACCUMULATION_FINE\n            )\n            return colormaps.apply_depth_colormap(outputs[reformatted_output], accumulation=outputs[accumulation_str])\n\n        # rendering accumulation outputs\n        if self.prev_colormap_type == ColormapTypes.TURBO or (\n            self.prev_colormap_type == ColormapTypes.DEFAULT and outputs[reformatted_output].dtype == torch.float\n        ):\n            return colormaps.apply_colormap(outputs[reformatted_output])\n\n        # rendering semantic outputs\n        if self.prev_colormap_type == ColormapTypes.SEMANTIC or (\n            self.prev_colormap_type == ColormapTypes.DEFAULT and outputs[reformatted_output].dtype == torch.int\n        ):\n            logits = outputs[reformatted_output]\n            labels = torch.argmax(torch.nn.functional.softmax(logits, dim=-1), dim=-1)  # type: ignore\n            assert colors is not None\n            return colors[labels]\n\n        # rendering boolean outputs\n        if self.prev_colormap_type == ColormapTypes.BOOLEAN or (\n            self.prev_colormap_type == ColormapTypes.DEFAULT and outputs[reformatted_output].dtype == torch.bool\n        ):\n            return colormaps.apply_boolean_colormap(outputs[reformatted_output])\n\n        raise NotImplementedError\n\n    async def send_webrtc_answer(self, data):\n        \"\"\"Setup the webrtc connection.\"\"\"\n\n        # returns the description to for WebRTC to the specific websocket connection\n        offer = RTCSessionDescription(data[\"sdp\"], data[\"type\"])\n\n        if self.config.skip_openrelay:\n            ice_servers = [\n                RTCIceServer(urls=\"stun:stun.l.google.com:19302\"),\n            ]\n        else:\n            ice_servers = [\n                RTCIceServer(urls=\"stun:stun.l.google.com:19302\"),\n                RTCIceServer(urls=\"stun:openrelay.metered.ca:80\"),\n                RTCIceServer(\n                    urls=\"turn:openrelay.metered.ca:80\", username=\"openrelayproject\", credential=\"openrelayproject\"\n                ),\n                RTCIceServer(\n                    urls=\"turn:openrelay.metered.ca:443\", username=\"openrelayproject\", credential=\"openrelayproject\"\n                ),\n                RTCIceServer(\n                    urls=\"turn:openrelay.metered.ca:443?transport=tcp\",\n                    username=\"openrelayproject\",\n                    credential=\"openrelayproject\",\n                ),\n            ]\n\n        pc = RTCPeerConnection(configuration=RTCConfiguration(iceServers=ice_servers))\n        self.pcs.add(pc)\n\n        video = SingleFrameStreamTrack()\n        self.video_tracks.add(video)\n        video_sender = pc.addTrack(video)\n        force_codec(pc, video_sender, \"video/VP8\")\n\n        await pc.setRemoteDescription(offer)\n        answer = await pc.createAnswer()\n        await pc.setLocalDescription(answer)\n\n        self.vis_webrtc_thread[\"webrtc/answer\"].write(\n            {\"sdp\": pc.localDescription.sdp, \"type\": pc.localDescription.type}\n        )\n        self.vis_webrtc_thread[\"webrtc/answer\"].delete()\n\n        # continually exchange media\n        while True:\n            await asyncio.sleep(1)\n            if self.kill_webrtc_signal:\n                self.kill_webrtc_signal = False\n                return\n\n    def set_image(self, image):\n        \"\"\"Write the image over webrtc.\"\"\"\n        for video_track in self.video_tracks:\n            video_track.put_frame(image)\n\n    def _send_output_to_viewer(self, outputs: Dict[str, Any], colors: torch.Tensor = None, eps=1e-6):\n        \"\"\"Chooses the correct output and sends it to the viewer\n\n        Args:\n            outputs: the dictionary of outputs to choose from, from the graph\n            colors: is only set if colormap is for semantics. Defaults to None.\n            eps: epsilon to handle floating point comparisons\n        \"\"\"\n        if self.output_list is None:\n            self.output_list = list(outputs.keys())\n            viewer_output_list = list(np.copy(self.output_list))\n            # remapping rgb_fine -> rgb for all cases just so that we dont have 2 of them in the options\n            if OutputTypes.RGB_FINE in self.output_list:\n                viewer_output_list.remove(OutputTypes.RGB_FINE)\n            viewer_output_list.insert(0, OutputTypes.RGB)\n            self.vis[\"renderingState/output_options\"].write(viewer_output_list)\n\n        reformatted_output = self._process_invalid_output(self.prev_output_type)\n        # re-register colormaps and send to viewer\n        if self.output_type_changed or self.prev_colormap_type == ColormapTypes.INIT:\n            self.prev_colormap_type = ColormapTypes.DEFAULT\n            colormap_options = [ColormapTypes.DEFAULT]\n            if (\n                outputs[reformatted_output].shape[-1] != 3\n                and outputs[reformatted_output].dtype == torch.float\n                and (torch.max(outputs[reformatted_output]) - 1.0) <= eps  # handle floating point arithmetic\n            ):\n                # accumulation can also include depth\n                colormap_options.extend([\"depth\"])\n            self.output_type_changed = False\n            self.vis[\"renderingState/colormap_choice\"].write(self.prev_colormap_type)\n            self.vis[\"renderingState/colormap_options\"].write(colormap_options)\n        selected_output = (self._apply_colormap(outputs, colors) * 255).type(torch.uint8)\n        image = selected_output.cpu().numpy()\n        self.set_image(image)\n\n    def _update_viewer_stats(self, render_time: float, num_rays: int, image_height: int, image_width: int) -> None:\n        \"\"\"Function that calculates and populates all the rendering statistics accordingly\n\n        Args:\n            render_time: total time spent rendering current view\n            num_rays: number of rays rendered\n            image_height: resolution of the current view\n            image_width: resolution of the current view\n        \"\"\"\n        writer.put_time(\n            name=EventName.VIS_RAYS_PER_SEC, duration=num_rays / render_time, step=self.step, avg_over_steps=True\n        )\n        is_training = self.vis[\"renderingState/isTraining\"].read()\n        self.vis[\"renderingState/eval_res\"].write(f\"{image_height}x{image_width}px\")\n        if is_training is None or is_training:\n            # process remaining training ETA\n            self.vis[\"renderingState/train_eta\"].write(GLOBAL_BUFFER[\"events\"].get(EventName.ETA.value, \"Starting\"))\n            # process ratio time spent on vis vs train\n            if (\n                EventName.ITER_VIS_TIME.value in GLOBAL_BUFFER[\"events\"]\n                and EventName.ITER_TRAIN_TIME.value in GLOBAL_BUFFER[\"events\"]\n            ):\n                vis_time = GLOBAL_BUFFER[\"events\"][EventName.ITER_VIS_TIME.value][\"avg\"]\n                train_time = GLOBAL_BUFFER[\"events\"][EventName.ITER_TRAIN_TIME.value][\"avg\"]\n                vis_train_ratio = f\"{int(vis_time / train_time * 100)}% spent on viewer\"\n                self.vis[\"renderingState/vis_train_ratio\"].write(vis_train_ratio)\n            else:\n                self.vis[\"renderingState/vis_train_ratio\"].write(\"Starting\")\n        else:\n            self.vis[\"renderingState/train_eta\"].write(\"Paused\")\n            self.vis[\"renderingState/vis_train_ratio\"].write(\"100% spent on viewer\")\n\n    def _calculate_image_res(self, camera_object, is_training: bool) -> Optional[Tuple[int, int]]:\n        \"\"\"Calculate the maximum image height that can be rendered in the time budget\n\n        Args:\n            camera_object: the camera object to use for rendering\n            is_training: whether or not we are training\n        Returns:\n            image_height: the maximum image height that can be rendered in the time budget\n            image_width: the maximum image width that can be rendered in the time budget\n        \"\"\"\n        max_resolution = self.vis[\"renderingState/maxResolution\"].read()\n        if max_resolution:\n            self.max_resolution = max_resolution\n\n        if self.camera_moving or not is_training:\n            target_train_util = 0\n        else:\n            target_train_util = self.vis[\"renderingState/targetTrainUtil\"].read()\n            if target_train_util is None:\n                target_train_util = 0.9\n\n        if EventName.TRAIN_RAYS_PER_SEC.value in GLOBAL_BUFFER[\"events\"]:\n            train_rays_per_sec = GLOBAL_BUFFER[\"events\"][EventName.TRAIN_RAYS_PER_SEC.value][\"avg\"]\n        elif not is_training:\n            train_rays_per_sec = (\n                80000  # TODO(eventually find a way to not hardcode. case where there are no prior training steps)\n            )\n        else:\n            return None, None\n        if EventName.VIS_RAYS_PER_SEC.value in GLOBAL_BUFFER[\"events\"]:\n            vis_rays_per_sec = GLOBAL_BUFFER[\"events\"][EventName.VIS_RAYS_PER_SEC.value][\"avg\"]\n        else:\n            vis_rays_per_sec = train_rays_per_sec\n\n        current_fps = self.moving_fps if self.camera_moving else self.static_fps\n\n        # calculate number of rays that can be rendered given the target fps\n        num_vis_rays = vis_rays_per_sec / current_fps * (1 - target_train_util)\n\n        aspect_ratio = camera_object[\"aspect\"]\n\n        if not self.camera_moving and not is_training:\n            image_height = self.max_resolution\n        else:\n            image_height = (num_vis_rays / aspect_ratio) ** 0.5\n            image_height = int(round(image_height, -1))\n            image_height = min(self.max_resolution, image_height)\n        image_width = int(image_height * aspect_ratio)\n        if image_width > self.max_resolution:\n            image_width = self.max_resolution\n            image_height = int(image_width / aspect_ratio)\n        return image_height, image_width\n\n    def _process_invalid_output(self, output_type: str) -> str:\n        \"\"\"Check to see whether we are in the corner case of RGB; if still invalid, throw error\n        Returns correct string mapping given improperly formatted output_type.\n\n        Args:\n            output_type: reformatted output type\n        \"\"\"\n        if output_type == OutputTypes.INIT:\n            output_type = OutputTypes.RGB\n\n        # check if rgb or rgb_fine should be the case TODO: add other checks here\n        attempted_output_type = output_type\n        if output_type not in self.output_list and output_type == OutputTypes.RGB:\n            output_type = OutputTypes.RGB_FINE\n\n        # check if output_type is not in list\n        if output_type not in self.output_list:\n            assert (\n                NotImplementedError\n            ), f\"Output {attempted_output_type} not in list. Tried to reformat as {output_type} but still not found.\"\n        return output_type\n\n    @profiler.time_function\n    def _render_image_in_viewer(self, camera_object, graph: Model, is_training: bool) -> None:\n        # pylint: disable=too-many-statements\n        \"\"\"\n        Draw an image using the current camera pose from the viewer.\n        The image is sent of a TCP connection and then uses WebRTC to send it to the viewer.\n\n        Args:\n            graph: current checkpoint of model\n        \"\"\"\n        # Check that timestamp is newer than the last one\n        if int(camera_object[\"timestamp\"]) < self.prev_camera_timestamp:\n            return\n\n        self.prev_camera_timestamp = int(camera_object[\"timestamp\"])\n\n        # check and perform output type updates\n        output_type = self.vis[\"renderingState/output_choice\"].read()\n        output_type = OutputTypes.INIT if output_type is None else output_type\n        self.output_type_changed = self.prev_output_type != output_type\n        self.prev_output_type = output_type\n\n        # check and perform colormap type updates\n        colormap_type = self.vis[\"renderingState/colormap_choice\"].read()\n        colormap_type = ColormapTypes.INIT if colormap_type is None else colormap_type\n        self.prev_colormap_type = colormap_type\n\n        # Calculate camera pose and intrinsics\n        try:\n            image_height, image_width = self._calculate_image_res(camera_object, is_training)\n        except ZeroDivisionError as e:\n            self.vis[\"renderingState/log_errors\"].write(\"Error: Screen too small; no rays intersecting scene.\")\n            time.sleep(0.03)  # sleep to allow buffer to reset\n            print(f\"Error: {e}\")\n            return\n\n        if image_height is None:\n            return\n\n        intrinsics_matrix, camera_to_world_h = get_intrinsics_matrix_and_camera_to_world_h(\n            camera_object, image_height=image_height\n        )\n\n        camera_to_world = camera_to_world_h[:3, :]\n        camera_to_world = torch.stack(\n            [\n                camera_to_world[0, :],\n                camera_to_world[2, :],\n                camera_to_world[1, :],\n            ],\n            dim=0,\n        )\n\n        times = self.vis[\"renderingState/render_time\"].read()\n        if times is not None:\n            times = torch.tensor([float(times)])\n\n        camera = Cameras(\n            fx=intrinsics_matrix[0, 0],\n            fy=intrinsics_matrix[1, 1],\n            cx=intrinsics_matrix[0, 2],\n            cy=intrinsics_matrix[1, 2],\n            camera_to_worlds=camera_to_world[None, ...],\n            times=times,\n        )\n        camera = camera.to(graph.device)\n\n        camera_ray_bundle = camera.generate_rays(camera_indices=0)\n\n        graph.eval()\n\n        check_thread = CheckThread(state=self)\n        render_thread = RenderThread(state=self, graph=graph, camera_ray_bundle=camera_ray_bundle)\n\n        check_thread.daemon = True\n        render_thread.daemon = True\n\n        with TimeWriter(None, None, write=False) as vis_t:\n            check_thread.start()\n            render_thread.start()\n            try:\n                render_thread.join()\n                check_thread.join()\n            except IOChangeException:\n                del camera_ray_bundle\n                torch.cuda.empty_cache()\n            except RuntimeError as e:\n                self.vis[\"renderingState/log_errors\"].write(\n                    \"Error: GPU out of memory. Reduce resolution to prevent viewer from crashing.\"\n                )\n                print(f\"Error: {e}\")\n                del camera_ray_bundle\n                torch.cuda.empty_cache()\n                time.sleep(0.5)  # sleep to allow buffer to reset\n\n        graph.train()\n        outputs = render_thread.vis_outputs\n        if outputs is not None:\n            colors = graph.colors if hasattr(graph, \"colors\") else None\n            self._send_output_to_viewer(outputs, colors=colors)\n            self._update_viewer_stats(\n                vis_t.duration, num_rays=len(camera_ray_bundle), image_height=image_height, image_width=image_width\n            )\n"
  },
  {
    "path": "AutoReconForDens3R/nerfstudio/viewer/server/visualizer.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"Code to connect and send commands to the viewer.\n\"\"\"\n\nimport sys\nfrom threading import Thread\nfrom typing import Dict, Optional, Union\n\nimport umsgpack\nimport zmq\nfrom rich.console import Console\n\nfrom nerfstudio.viewer.server.path import Path\n\nCONSOLE = Console(width=120)\n\n\nclass ViewerWindow:\n    \"\"\"The viewer window has the ZMQ connection to the viewer bridge server.\n\n    Args:\n        zmq_port: Where to connect with ZMQ.\n        ip_address: The ip address of the bridge server.\n    \"\"\"\n\n    context = zmq.Context()\n\n    def __init__(self, zmq_port, ip_address=\"127.0.0.1\"):\n        self.zmq_port = zmq_port\n        self.client = self.context.socket(zmq.REQ)\n        zmq_url = f\"tcp://{ip_address}:{self.zmq_port}\"\n        self.client.connect(zmq_url)\n        self.assert_connected()\n\n    def send(self, command):\n        \"\"\"Sends a command to the viewer bridge server.\"\"\"\n        self.client.send_multipart(\n            [\n                command[\"type\"].encode(\"utf-8\"),\n                command[\"path\"].encode(\"utf-8\"),\n                umsgpack.packb(command),\n            ]\n        )\n        return umsgpack.unpackb(self.client.recv())\n\n    def send_ping(self):\n        \"\"\"Tries to contact the viewer bridge server.\"\"\"\n        type_ = \"ping\"\n        path = \"\"\n        data = umsgpack.packb({\"type\": type_, \"path\": path})\n        self.client.send_multipart(\n            [\n                type_.encode(\"utf-8\"),\n                path.encode(\"utf-8\"),\n                data,\n            ]\n        )\n        return umsgpack.unpackb(self.client.recv())\n\n    def timeout_ping(self, timeout_in_sec: int = 15):\n        \"\"\"Timeout if ping fails to complete in timeout_in_secs seconds\"\"\"\n\n        res = [Exception(f\"Couldn't connect to the viewer Bridge Server in {timeout_in_sec} seconds. Exiting.\")]\n\n        def wrapper_func():\n            res[0] = self.send_ping()\n\n        t = Thread(target=wrapper_func)\n        t.daemon = True\n        try:\n            t.start()\n            t.join(timeout_in_sec)\n        except Exception as je:\n            CONSOLE.log(\"Error starting thread\")\n            raise je\n        ret = res[0]\n        if isinstance(ret, BaseException):\n            raise ret\n        return ret\n\n    def assert_connected(self, timeout_in_sec: int = 15):\n        \"\"\"Check if the connection was established properly within some time.\n\n        Args:\n            timeout_in_sec (int): The maximum time to wait for the connection to be established.\n        \"\"\"\n        try:\n            CONSOLE.print(\"Sending ping to the viewer Bridge Server...\")\n            _ = self.timeout_ping(timeout_in_sec)\n            CONSOLE.print(\"Successfully connected.\")\n\n        except Exception as e:  # pylint: disable=broad-except\n            CONSOLE.log(e)\n            sys.exit()\n\n\nclass Viewer:\n    \"\"\"Viewer class for connecting to the bridge server.\n\n    Args:\n        zmq_port: Where to connect with ZMQ.\n        window: An already existing ViewerWindow.\n        ip_address: The ip address of the bridge server.\n    \"\"\"\n\n    def __init__(\n        self, zmq_port: Optional[int] = None, window: Optional[ViewerWindow] = None, ip_address: str = \"127.0.0.1\"\n    ):\n        if zmq_port is None and window is None:\n            raise ValueError(\"Must specify either zmq_port or window.\")\n        if window is None:\n            self.window = ViewerWindow(zmq_port=zmq_port, ip_address=ip_address)\n        else:\n            self.window = window\n        self.path = Path(())\n\n    @staticmethod\n    def view_into(window: ViewerWindow, path: Path):\n        \"\"\"Returns a new Viewer but keeping the same ViewerWindow.\"\"\"\n        vis = Viewer(window=window)\n        vis.path = path\n        return vis\n\n    def __getitem__(self, path):\n        return Viewer.view_into(self.window, self.path.append(path))\n\n    def __repr__(self):\n        return f\"<Viewer using: {self.window} at path: {self.path}>\"\n\n    def write(self, data: Union[Dict, str, None] = None):\n        \"\"\"Write data.\"\"\"\n        path = self.path.lower()\n        return self.window.send({\"type\": \"write\", \"path\": path, \"data\": data})\n\n    def read(self):\n        \"\"\"Read data.\"\"\"\n        path = self.path.lower()\n        return self.window.send({\"type\": \"read\", \"path\": path})\n\n    def delete(self):\n        \"\"\"Delete data.\"\"\"\n        return self.write(data=None)\n"
  },
  {
    "path": "AutoReconForDens3R/pyproject.toml",
    "content": "[build-system]\nrequires = [\"setuptools>=61.0\"]\nbuild-backend = \"setuptools.build_meta\"\n\n[project]\nname = \"AutoRecon\"\nversion = \"0.1.1\"\ndescription = \"Automated 3D Object Discovery and Reconstruction\"\nreadme = \"README.md\"\nlicense = { text=\"Apache 2.0\"}\nrequires-python = \">=3.9.12\"\nclassifiers = [\n    \"Development Status :: 3 - Alpha\",\n    \"Programming Language :: Python\",\n]\ndependencies = [\n    \"aiohttp>=3.8.1\",\n    \"aiortc>=1.3.2\",\n    \"appdirs>=1.4\",\n    \"av>=9.2.0\",\n    \"tyro>=0.3.31\",\n    \"gdown>=4.5.1\",\n    \"ninja>=1.10.2.3\",\n    \"h5py>=2.9.0\",\n    \"imageio>=2.21.1\",\n    \"ipywidgets>=7.6\",\n    \"jupyterlab>=3.3.4\",\n    \"matplotlib>=3.5.3\",\n    \"mediapy>=1.1.0\",\n    \"msgpack>=1.0.4\",\n    \"msgpack_numpy>=0.4.8\",\n    \"nerfacc==0.2.1\",\n    \"open3d>=0.16.0\",\n    \"opencv-python>=4.6.0.66\",\n    \"plotly>=5.7.0\",\n    \"protobuf>=3.20.0\",\n    \"pymeshlab>=2022.2.post2\",\n    \"pyngrok>=5.1.0\",\n    \"python-socketio>=5.7.1\",\n    \"requests\",\n    \"rich>=12.5.1\",\n    \"scikit-image>=0.19.3\",\n    \"tensorboard>=2.9.0\",\n    \"torchtyping>=0.1.4\",\n    \"torchmetrics[image]>=0.9.3\",\n    \"u-msgpack-python>=2.4.1\",\n    \"nuscenes-devkit>=1.1.1\",\n    \"wandb>=0.13.3\",\n    \"xatlas\",\n    \"trimesh\",\n    \"torchinfo>=1.7.2\",\n    \"einops>=0.6.0\",\n    \"mrcfile\",\n    \"libigl\",\n    \"torch-cluster\"\n]\n\n[project.urls]\n\"Homepage\" = \"https://zju3dv.github.io/autorecon\"\n\"Source\" = \"https://github.com/zju3dv/AutoRecon\"\n\n[project.optional-dependencies]\n# Development packages\ndev = [\n    \"black[jupyter]==22.3.0\",\n    \"pylint==2.13.4\",\n    \"pytest==7.1.2\",\n    \"pytest-xdist==2.5.0\",\n    \"typeguard>=2.13.3\",\n]\n\n[project.scripts]\n# Note, add entrypoint name to scripts/completions/install.py to include CLI completion\nns-install-cli = \"scripts.completions.install:entrypoint\"\nns-process-data = \"scripts.process_data:entrypoint\"\nns-download-data = \"scripts.downloads.download_data:entrypoint\"\nns-train = \"scripts.train:entrypoint\"\nns-eval = \"scripts.eval:entrypoint\"\nns-render = \"scripts.render:entrypoint\"\nns-export = \"scripts.exporter:entrypoint\"\nns-dev-test = \"scripts.github.run_actions:entrypoint\"\nns-bridge-server = \"nerfstudio.viewer.server.server:entrypoint\"\nns-extract-mesh = \"scripts.extract_mesh:entrypoint\"\nns-render-mesh = \"scripts.render_mesh:entrypoint\"\nns-extract-volume = \"scripts.extract_volume:entrypoint\"\n\n[options]\n# equivalent to using --extra-index-url with pip, which is needed for specifying the CUDA version torch and torchvision\ndependency_links = [\n    \"https://download.pytorch.org/whl/cu117\"\n]\n\n[tool.setuptools.packages.find]\ninclude = [\"nerfstudio*\",\"scripts*\"]\n\n[tool.setuptools.package-data]\n\"*\" = [\"*.json\", \"py.typed\", \"setup.bash\", \"setup.zsh\"]\n\n# black\n[tool.black]\nline-length = 120\n\n# pylint\n[tool.pylint.messages_control]\nmax-line-length = 120\ngenerated-members = [\"numpy.*\", \"torch.*\", \"cv2.*\", \"cv.*\"]\ngood-names-rgxs = \"^[_a-zA-Z][_a-z0-9]?$\"\nignore-paths = [\"scripts/colmap2nerf.py\"]\njobs = 0\nignored-classes = [\"TensorDataclass\"]\n\ndisable = [\n  \"duplicate-code\",\n  \"fixme\",\n  \"logging-fstring-interpolation\",\n  \"too-many-arguments\",\n  \"too-many-branches\",\n  \"too-many-instance-attributes\",\n  \"too-many-locals\",\n  \"unnecessary-ellipsis\",\n]\n\n#pytest\n[tool.pytest.ini_options]\naddopts = \"-n=4 --typeguard-packages=nerfstudio --torchtyping-patch-typeguard --disable-warnings\"\ntestpaths = [\n    \"tests\",\n]\n\n# pyright\n[tool.pyright]\ninclude = [\"nerfstudio\"]\nexclude = [\"**/node_modules\",\n    \"**/__pycache__\",\n]\nignore = [\"nerfstudio/viewer\"]\ndefineConstant = { DEBUG = true }\n\nreportMissingImports = true\nreportMissingTypeStubs = false\nreportPrivateImportUsage = false\nreportUndefinedVariable = false\n\npythonVersion = \"3.9\"\npythonPlatform = \"Linux\"\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/__init__.py",
    "content": ""
  },
  {
    "path": "AutoReconForDens3R/scripts/benchmarking/launch_eval_blender.sh",
    "content": "#!/bin/bash\n\nhelpFunction_launch_eval()\n{\n   echo \"Usage: $0 -m <method_name> -o <output_dir> -t <timestamp> [-s] [<gpu_list>]\"\n   echo -e \"\\t-m name of method to benchmark (e.g. nerfacto, instant-ngp)\"\n   echo -e \"\\t-o base directory for where all the benchmarks are stored (e.g. outputs/)\"\n   echo -e \"\\t-t <timestamp>: if using launch_train_blender.sh will be of format %Y-%m-%d_%H%M%S\"\n   echo -e \"\\t-s: Launch a single evaluation job per gpu.\"\n   echo -e \"\\t<gpu_list> [OPTIONAL] list of space-separated gpu numbers to launch train on (e.g. 0 2 4 5)\"\n   exit 1 # Exit program after printing help\n}\n\nsingle=false\nwhile getopts \"m:o:t:s\" opt; do\n    case \"$opt\" in\n        m ) method_name=\"$OPTARG\" ;;\n        o ) output_dir=\"$OPTARG\" ;;\n        t ) timestamp=\"$OPTARG\" ;;\n        s ) single=true ;;\n        ? ) helpFunction_launch_eval ;; \n    esac\ndone\n\nif [ -z \"$method_name\" ]; then\n    echo \"Missing method name\"\n    helpFunction_launch_eval\nfi\n\nif [ -z \"$output_dir\" ]; then\n    echo \"Missing output directory location\"\n    helpFunction_launch_eval\nfi\n\nif [ -z \"$timestamp\" ]; then\n    echo \"Missing timestamp specification\"\n    helpFunction_launch_eval\nfi\n\nshift $((OPTIND-1))\n\n# Deal with gpu's. If passed in, use those.\nGPU_IDX=(\"$@\")\nif [ -z \"${GPU_IDX[0]+x}\" ]; then\n    echo \"no gpus set... finding available gpus\"\n    # Find available devices\n    num_device=$(nvidia-smi --query-gpu=name --format=csv,noheader | wc -l)\n    START=0\n    END=${num_device}-1\n    GPU_IDX=()\n\n    for (( id=START; id<=END; id++ )); do\n        free_mem=$(nvidia-smi --query-gpu=memory.free --format=csv -i $id | grep -Eo '[0-9]+')\n        if [[ $free_mem -gt 10000 ]]; then\n            GPU_IDX+=( \"$id\" )\n        fi\n    done\nfi\necho \"available gpus... ${GPU_IDX[*]}\"\n\nDATASETS=(\"mic\" \"ficus\" \"chair\" \"hotdog\" \"materials\" \"drums\" \"ship\" \"lego\")\nidx=0\nlen=${#GPU_IDX[@]}\nGPU_PID=()\n# kill all the background jobs if terminated:\ntrap \"trap - SIGTERM && kill -- -$$\" SIGINT SIGTERM EXIT\n\nfor dataset in \"${DATASETS[@]}\"; do\n    if \"$single\" && [ -n \"${GPU_PID[$idx]+x}\" ]; then\n        wait \"${GPU_PID[$idx]}\"\n    fi\n    export CUDA_VISIBLE_DEVICES=${GPU_IDX[$idx]}\n    config_path=\"${output_dir}/blender_${dataset}_${timestamp::-7}/${method_name}/${timestamp}/config.yml\"\n    ns-eval --load-config=\"${config_path}\" \\\n            --output-path=\"${output_dir}/${method_name}/blender_${dataset}_${timestamp}.json\" & GPU_PID[$idx]=$!\n    echo \"Launched ${config_path} on gpu ${GPU_IDX[$idx]}\"\n\n    # update gpu\n    ((idx=(idx+1)%len))\ndone\nwait\necho \"Done.\"\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/benchmarking/launch_train_blender.sh",
    "content": "#!/bin/bash\n\nhelpFunction_launch_train()\n{\n   echo \"Usage: $0 -m <method_name> [-v <vis>] [-s] [<gpu_list>]\"\n   echo -e \"\\t-m name of config to benchmark (e.g. mipnerf, instant_ngp)\"\n   echo -e \"\\t-v <vis>: Visualization method. <vis> can be wandb or tensorboard. Default is wandb.\"\n   echo -e \"\\t-s: Launch a single training job per gpu.\"\n   echo -e \"\\t<gpu_list> [OPTIONAL] list of space-separated gpu numbers to launch train on (e.g. 0 2 4 5)\"\n   exit 1 # Exit program after printing help\n}\n\nvis=\"wandb\"\nsingle=false\nwhile getopts \"m:v:s\" opt; do\n    case \"$opt\" in\n        m ) method_name=\"$OPTARG\" ;;\n        v ) vis=\"$OPTARG\" ;;\n        s ) single=true ;;\n        ? ) helpFunction ;; \n    esac\ndone\n\nif [ -z \"${method_name+x}\" ]; then\n    echo \"Missing method name\"\n    helpFunction_launch_train\nfi\nmethod_opts=()\nif [ \"$method_name\" = \"nerfacto\" ]; then\n    # https://github.com/nerfstudio-project/nerfstudio/issues/806#issuecomment-1284327844\n    method_opts=(--pipeline.model.near-plane 2. --pipeline.model.far-plane 6. --pipeline.datamanager.camera-optimizer.mode off --pipeline.model.use-average-appearance-embedding False)\nfi\n\nshift $((OPTIND-1))\n\n# Deal with gpu's. If passed in, use those.\nGPU_IDX=(\"$@\")\nif [ -z \"${GPU_IDX[0]+x}\" ]; then\n    echo \"no gpus set... finding available gpus\"\n    # Find available devices\n    num_device=$(nvidia-smi --query-gpu=name --format=csv,noheader | wc -l)\n    START=0\n    END=${num_device}-1\n    GPU_IDX=()\n\n    for (( id=START; id<=END; id++ )); do\n        free_mem=$(nvidia-smi --query-gpu=memory.free --format=csv -i $id | grep -Eo '[0-9]+')\n        if [[ $free_mem -gt 10000 ]]; then\n            GPU_IDX+=( \"$id\" )\n        fi\n    done\nfi\necho \"available gpus... ${GPU_IDX[*]}\"\n\nDATASETS=(\"mic\" \"ficus\" \"chair\" \"hotdog\" \"materials\" \"drums\" \"ship\" \"lego\")\ndate\ntag=$(date +'%Y-%m-%d')\nidx=0\nlen=${#GPU_IDX[@]}\nGPU_PID=()\ntimestamp=$(date \"+%Y-%m-%d_%H%M%S\")\n# kill all the background jobs if terminated:\ntrap \"trap - SIGTERM && kill -- -$$\" SIGINT SIGTERM EXIT\n\nfor dataset in \"${DATASETS[@]}\"; do\n    if \"$single\" && [ -n \"${GPU_PID[$idx]+x}\" ]; then\n        echo \"Waiting for GPU ${GPU_IDX[$idx]}\"\n        wait \"${GPU_PID[$idx]}\"\n        echo \"GPU ${GPU_IDX[$idx]} is available\"\n    fi\n    export CUDA_VISIBLE_DEVICES=\"${GPU_IDX[$idx]}\"\n    ns-train \"${method_name}\" \"${method_opts[@]}\" \\\n             --data=\"data/blender/${dataset}\" \\\n             --experiment-name=\"blender_${dataset}_${tag}\" \\\n             --trainer.relative-model-dir=nerfstudio_models/ \\\n             --trainer.steps-per-save=1000 \\\n             --trainer.max-num-iterations=16500 \\\n             --logging.local-writer.enable=False  \\\n             --logging.enable-profiler=False \\\n             --vis \"${vis}\" \\\n             --timestamp \"$timestamp\" \\\n             blender-data & GPU_PID[$idx]=$!\n    echo \"Launched ${method_name} ${dataset} on gpu ${GPU_IDX[$idx]}, ${tag}\"\n    \n    # update gpu\n    ((idx=(idx+1)%len))\ndone\nwait\necho \"Done.\"\necho \"Launch eval with:\"\ns=\"\"\n$single && s=\"-s\"\necho \"$(dirname \"$0\")/launch_eval_blender.sh -m $method_name -o outputs/ -t $timestamp $s\"\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/blender/render_mesh_blender.py",
    "content": "import blenderproc as bproc\n\nimport sys\nimport bpy\nfrom pathlib import Path\nsys.path.append(str(Path.home() / 'dev/blender/BlenderToolbox'))\nimport BlenderToolBox as bt\n\nimport argparse\nimport imagesize\nfrom pathlib import Path\nfrom loguru import logger\n# from blcore.world import set_background_color\n\nimport cv2\nimport numpy as np\nfrom PIL import Image\n\n\ndef load_K_Rt_from_P(filename, P=None):\n    if P is None:\n        lines = open(filename).read().splitlines()\n        if len(lines) == 4:\n            lines = lines[1:]\n        lines = [[x[0], x[1], x[2], x[3]] for x in (x.split(\" \") for x in lines)]\n        P = np.asarray(lines).astype(np.float32).squeeze()\n\n    out = cv2.decomposeProjectionMatrix(P)\n    K = out[0]\n    R = out[1]\n    t = out[2]\n\n    K = K / K[2, 2]\n    intrinsics = np.eye(4)\n    intrinsics[:3, :3] = K\n\n    pose = np.eye(4, dtype=np.float32)\n    pose[:3, :3] = R.transpose()\n    pose[:3, 3] = (t[:3] / t[3])[:, 0]\n\n    return intrinsics, pose  # T44_c2w\n\n\ndef load_all_poses(cam_path, img_dir):\n    img_paths = parse_images_from_camera_dict(cam_path, img_dir)\n    camera_dict = np.load(cam_path)\n    world_mats = [camera_dict[f\"world_mat_{idx}\"].astype(np.float32) for idx in range(len(img_paths))]\n    scale_mats = [camera_dict[f\"scale_mat_{idx}\"].astype(np.float32) for idx in range(len(img_paths))]\n\n    all_poses = {}\n    for img_path, world_mat, scale_mat in zip(img_paths, world_mats, scale_mats):\n        P = world_mat @ scale_mat\n        P = P[:3, :4]\n        K44, T44_c2w = load_K_Rt_from_P(None, P)  # (4, 4)\n        all_poses[img_path.stem] = {'K33': K44[:3, :3], 'T44_c2w': T44_c2w}\n    return all_poses\n\n\ndef parse_images_from_camera_dict(camera_path, image_dir):\n    \"\"\"Parse images from camera dict, which is useful when there are too many frames.\n    \n    TODO: images not in the camera dict can be used during validation.\n    \"\"\"\n    camera_dict = np.load(camera_path)\n    suffix = next(image_dir.iterdir()).suffix\n    _sorted_img_keys = sorted([k for k in camera_dict.keys() if 'image_name' in k],\n                               key=lambda x: int(x.split('_')[-1]))\n    image_paths = [(image_dir / camera_dict[k]).with_suffix(suffix) for k in _sorted_img_keys]\n    assert all(map(lambda x: x.exists(), image_paths)), 'Some images are missing!'\n    return image_paths\n\n\ndef load_object_aabb(object_anno_path, camera_anno_path) -> np.ndarray:\n    obj_scale_mat = np.load(object_anno_path)[\"scale_mat_0\"].astype(np.float32)\n    cam_scale_mat = np.load(camera_anno_path)[\"scale_mat_0\"].astype(np.float32)\n    \n    obj_bbox_min = np.array([-1.0, -1.0, -1.0, 1.0])\n    obj_bbox_max = np.array([1.0, 1.0, 1.0, 1.0])\n    obj_bbox_min = np.linalg.inv(cam_scale_mat) @ obj_scale_mat @ obj_bbox_min[:, None]\n    obj_bbox_max = np.linalg.inv(cam_scale_mat) @ obj_scale_mat @ obj_bbox_max[:, None]\n    obj_aabb = np.stack([obj_bbox_min[:3, 0], obj_bbox_max[:3, 0]], 0)\n    return obj_aabb\n\n\ndef set_background_color(color):\n    assert len(color) == 4\n    world = bpy.context.scene.world\n    world.node_tree.nodes[\"Background\"].inputs[0].default_value = color\n    \n    # avoid world color affecting foreground color\n    world.cycles_visibility.camera = True\n    world.cycles_visibility.diffuse = False\n    world.cycles_visibility.glossy = False\n    world.cycles_visibility.transmission = False\n    world.cycles_visibility.scatter = False\n\n\ndef parse_args():\n    parser = argparse.ArgumentParser()\n    parser.add_argument('--data_dir', type=Path, default='data/auto_recon/CO3D_V2/chair/380_45214_90438')\n    parser.add_argument('--exp_dir', type=Path, default='outputs/neusfacto-wbg-reg_sep-plane-nerf_co3d-chair-380-45214-90438/neus-facto-wbg-reg_sep-plane-nerf/2023-03-10_005316')\n    parser.add_argument('--mesh_relpath', type=str, default='extracted_mesh_res-512_max-component.ply')\n    parser.add_argument('--camera_relpath', type=str, default='sfm-transfer_sdfstudio-dff_extend-0.15/cameras_sfm-transfer_norm-obj-side-2.0.npz')\n    parser.add_argument('--object_relpath', type=str, default='sfm-transfer_sdfstudio-dff_extend-0.15/objects_sfm-transfer_norm-obj-side-2.0.npz')\n    parser.add_argument('--image_reldir', type=str, default='images')\n    parser.add_argument('--render_image_name', type=str, default='frame000136.jpg')\n    parser.add_argument('--light_mode', choices=['sun', '3point'], default='sun')\n    parser.add_argument('--sun_light_angle', type=float, nargs=3, default=[137, -197, 51])\n    parser.add_argument('--sun_light_strength', type=float, default=2)\n    parser.add_argument('--ambient_light', type=float, nargs=3, default=[0.1, 0.1, 0.1])\n    parser.add_argument('--mesh_rgb', type=int, nargs=3, default=[144, 210, 236])\n    parser.add_argument('--scale_aabb_to_unit_sphere', action='store_true')   # for NeuS\n    # 380: [137, -197, 51]\n    \n    args = parser.parse_args()\n    \n    return args\n\n\ndef compute_ground_poision(obj_aabb):\n    y = float(obj_aabb[1, 1])\n    x = float(obj_aabb[:, 0].mean())\n    z = float(obj_aabb[:, 2].mean())\n    return (x, y, z)\n\n\ndef scale_aabb_to_unit_sphere(all_poses, obj_aabb):\n    obj_diag_len = np.linalg.norm(obj_aabb[1] - obj_aabb[0])\n    scale_factor = 2 / obj_diag_len\n    for key in all_poses.keys():\n        all_poses[key]['T44_c2w'][:3, 3] *= scale_factor\n    obj_aabb *= scale_factor\n\n\ndef main():\n    # TODO: rotate the world frame to match the blender world (such that default settings work properly)\n    args = parse_args()\n    mesh_path = args.exp_dir / args.mesh_relpath\n    camera_path = args.data_dir / args.camera_relpath\n    object_anno_path = args.data_dir / args.object_relpath\n    image_dir = args.data_dir / args.image_reldir\n    image_paths = sorted(image_dir.iterdir())\n    render_image_name = args.render_image_name.split('.')[0]\n    save_path = args.exp_dir / f'{render_image_name}.png'\n    \n    all_poses = load_all_poses(camera_path, image_dir)\n    obj_aabb = load_object_aabb(object_anno_path, camera_path)\n    if args.scale_aabb_to_unit_sphere:\n        logger.info('Scale object AABB to unit sphere...')\n        scale_aabb_to_unit_sphere(all_poses, obj_aabb)\n    \n    print(obj_aabb)\n    image_width, image_height = imagesize.get(str(image_paths[0]))\n    bproc.init()\n    bproc.renderer.set_max_amount_of_samples(300)\n    bproc.renderer.set_output_format(enable_transparency=True)\n    # bt.blenderInit(image_width, image_height, 300, 1.5, True)\n    # bpy.context.scene.render.film_transparent = True\n    \n    # load object mesh\n    obj = bproc.loader.load_obj(str(mesh_path))[0]\n    \n    # set white bg\n    # bt.set_background([1., 1., 1., 1.], is_transparent=False)\n    # set_background_color([16.3, 16.3, 16.3, 1.0])\n    \n    # set material\n    RGBA = np.array([*args.mesh_rgb, 255.0]) / 255.0\n    # RGBA = (144.0 / 255, 210.0 / 255, 236.0 / 255, 1)\n    meshColor = bt.colorObj(RGBA, 0.5, 1.0, 1.0, 0.0, 2.0)\n    bt.setMat_plastic(obj.blender_obj, meshColor)\n    \n    # set invisible plane (shadow catcher)\n    ground_position = compute_ground_poision(obj_aabb)\n    logger.info(f'Ground position: {ground_position}')\n    bt.invisibleGround(location=ground_position, rotation=(90, 0, 0), shadowBrightness=0.9)\n    \n    # set light\n    if args.light_mode == 'sun':\n        ## Option2: simple sun light\n        lightAngle = args.sun_light_angle\n        strength = args.sun_light_strength\n        shadowSoftness = 0.3\n        sun = bt.setLight_sun(lightAngle, strength, shadowSoftness)\n    elif args.light_mode == '3point':\n        ## Option1: Three Point Light System\n        bt.setLight_threePoints(radius=4, height=10, intensity=1700, softness=6, keyLoc='left')    \n    \n    ## set ambient light\n    bt.setLight_ambient(color=(*args.ambient_light, 1))\n\n    ## set gray shadow to completely white with a threshold (optional but recommended)\n    bt.shadowThreshold(alphaThreshold=0.05, interpolationMode='CARDINAL')\n    \n    # set cameras for each frame (assume all cameras share the same K)\n    K_33 = next(iter(all_poses.values()))['K33']\n    K_33[0, 1] = 0.0  # blender doesn't support non-zero skew, but load_K_Rt_from_P leads to a tiny skew\n    bproc.camera.set_intrinsics_from_K_matrix(K_33, int(image_width), int(image_height))\n    \n    pose = all_poses[render_image_name]\n    T44_c2w_gl = bproc.math.change_source_coordinate_frame_of_transformation_matrix(\n        pose['T44_c2w'], ['X', '-Y', '-Z'])\n    bproc.camera.add_camera_pose(T44_c2w_gl)\n    \n    # render\n    data = bproc.renderer.render()\n    colors = data['colors']\n    Image.fromarray(colors[0]).save(save_path)\n    logger.info(f'Saved rendered image to {save_path}')\n    \n    # save blende file for debug\n    blend_path = args.exp_dir / 'debug.blend'\n    bpy.ops.wm.save_mainfile(filepath=str(blend_path.absolute()))\n    logger.info(f'Saved blend file to {blend_path}')\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/blender/render_pointcloud_blender.py",
    "content": ""
  },
  {
    "path": "AutoReconForDens3R/scripts/completions/.gitignore",
    "content": "bash/\nzsh/\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/completions/__init__.py",
    "content": ""
  },
  {
    "path": "AutoReconForDens3R/scripts/completions/install.py",
    "content": "#!/usr/bin/env python\n\"\"\"Configuration script for setting up tab completion for nerfstudio in bash and zsh.\"\"\"\n\nimport concurrent.futures\nimport itertools\nimport os\nimport pathlib\nimport random\nimport shutil\nimport stat\nimport subprocess\nimport sys\nfrom typing import List, Union\n\nimport tyro\nfrom rich.console import Console\nfrom rich.prompt import Confirm\nfrom typing_extensions import Literal, assert_never\n\nConfigureMode = Literal[\"install\", \"uninstall\"]\nShellType = Literal[\"zsh\", \"bash\"]\n\nCONSOLE = Console(width=120)\n\nENTRYPOINTS = [\n    \"ns-install-cli\",\n    \"ns-process-data\",\n    \"ns-download-data\",\n    \"ns-train\",\n    \"ns-eval\",\n    \"ns-render\",\n    \"ns-dev-test\",\n    \"ns-extract-mesh\",\n    \"ns-render-mesh\",\n]\n\n\ndef _check_tyro_cli(script_path: pathlib.Path) -> bool:\n    \"\"\"Check if a path points to a script containing a tyro.cli() call. Also checks\n    for any permissions/shebang issues.\n\n    Args:\n        script_path: Path to prospective CLI.\n\n    Returns:\n        True if a completion is can be generated.\n    \"\"\"\n    assert script_path.suffix == \".py\"\n    script_src = script_path.read_text()\n\n    if '\\nif __name__ == \"__main__\":\\n' in script_src:\n        # Check script for execute permissions. For consistency, note that we apply this\n        # and the shebang check even if tyro isn't used.\n        execute_flags = stat.S_IXUSR | stat.S_IXGRP | stat.S_IXOTH\n        if not script_path.stat().st_mode & execute_flags and Confirm.ask(\n            f\"[yellow]:warning: {script_path} is not marked as executable. Fix?[/yellow]\",\n            default=True,\n        ):\n            script_path.chmod(script_path.stat().st_mode | execute_flags)\n\n        # Check that script has a shebang.\n        if not script_src.startswith(\"#!/\") and Confirm.ask(\n            f\"[yellow]:warning: {script_path} is missing a shebang. Fix?[/yellow]\",\n            default=True,\n        ):\n            script_path.write_text(\"#!/usr/bin/env python\\n\" + script_src)\n\n        # Return True only if compatible with tyro.\n        return \"import tyro\" in script_src and \"tyro.cli\" in script_src\n    return False\n\n\ndef _generate_completion(\n    path_or_entrypoint: Union[pathlib.Path, str], shell: ShellType, completions_dir: pathlib.Path\n) -> pathlib.Path:\n    \"\"\"Given a path to a tyro CLI, write a completion script to a target directory.\n\n    Args:\n        script_path: Path to Python CLI to generate completion script for.\n        shell: Shell to generate completion script for.\n        completions_dir: Directory to write completion script to.\n\n    Returns:\n        Success flag.\n    \"\"\"\n    if isinstance(path_or_entrypoint, pathlib.Path):\n        # Scripts.\n        target_name = \"_\" + path_or_entrypoint.name.replace(\".\", \"_\")\n        args = [sys.executable, str(path_or_entrypoint), \"--tyro-print-completion\", shell]\n    elif isinstance(path_or_entrypoint, str):\n        # Entry points.\n        target_name = \"_\" + path_or_entrypoint\n        args = [path_or_entrypoint, \"--tyro-print-completion\", shell]\n    else:\n        assert_never(path_or_entrypoint)\n\n    target_path = completions_dir / shell / target_name\n\n    # Generate and write the new completion.\n    try:\n        new = subprocess.run(\n            args=args,\n            stdout=subprocess.PIPE,\n            stderr=subprocess.PIPE,\n            encoding=\"utf8\",\n            check=True,\n        ).stdout\n    except subprocess.CalledProcessError as e:\n        CONSOLE.log(f\":x: Completion script generation failed: {args}\")\n        if e.stdout is not None and len(e.stdout) > 0:\n            CONSOLE.log(e.stdout)\n        if e.stderr is not None and len(e.stderr) > 0:\n            CONSOLE.log(e.stderr)\n        raise e\n\n    target_path.parent.mkdir(parents=True, exist_ok=True)\n    if not target_path.exists():\n        target_path.write_text(new)\n        CONSOLE.log(f\":heavy_check_mark: Wrote new completion to {target_path}!\")\n    elif target_path.read_text().strip() != new.strip():\n        target_path.write_text(new)\n        CONSOLE.log(f\":heavy_check_mark: Updated completion at {target_path}!\")\n    else:\n        CONSOLE.log(f\"[dim]:heavy_check_mark: Nothing to do for {target_path}[/dim].\")\n    return target_path\n\n\ndef _exclamation() -> str:\n    return random.choice([\"Cool\", \"Nice\", \"Neat\", \"Great\", \"Exciting\", \"Excellent\", \"Ok\"]) + \"!\"\n\n\ndef _update_rc(\n    completions_dir: pathlib.Path,\n    mode: ConfigureMode,\n    shell: ShellType,\n) -> None:\n    \"\"\"Try to add a `source /.../completions/setup.{shell}` line automatically to a user's zshrc or bashrc.\n\n    Args:\n        completions_dir: Path to location of this script.\n        shell: Shell to install completion scripts for.\n        mode: Install or uninstall completions.\n    \"\"\"\n\n    # Install or uninstall `source_line`.\n    header_line = \"# Source nerfstudio autocompletions.\"\n    if shell == \"zsh\":\n        source_lines = \"\\n\".join(\n            [\n                \"\",\n                header_line,\n                \"if ! command -v compdef &> /dev/null; then\",\n                \"    autoload -Uz compinit\",\n                \"    compinit\",\n                \"fi\",\n                f\"source {completions_dir / 'setup.zsh'}\",\n            ]\n        )\n    elif shell == \"bash\":\n        source_lines = \"\\n\".join(\n            [\n                \"\",\n                header_line,\n                f\"source {completions_dir / 'setup.bash'}\",\n            ]\n        )\n    else:\n        assert_never(shell)\n\n    rc_path = pathlib.Path(os.environ[\"HOME\"]) / f\".{shell}rc\"\n\n    # Always try to uninstall previous completions.\n    rc_source = rc_path.read_text()\n    while header_line in rc_source:\n        before_install, _, after_install = rc_source.partition(header_line)\n        source_file, _, after_install = after_install.partition(\"\\nsource \")[2].partition(\"\\n\")\n        assert source_file.endswith(f\"/completions/setup.{shell}\")\n        rc_source = before_install + after_install\n        rc_path.write_text(rc_source)\n        CONSOLE.log(f\":broom: Existing completions uninstalled from {rc_path}.\")\n\n    # Install completions.\n    if mode == \"install\":\n        assert source_lines not in rc_source\n        rc_path.write_text(rc_source.rstrip() + \"\\n\" + source_lines)\n        CONSOLE.log(\n            f\":person_gesturing_ok: Completions installed to {rc_path}. {_exclamation()} Open a new shell to try them\"\n            \" out.\"\n        )\n    else:\n        assert mode == \"uninstall\"\n\n\ndef main(mode: ConfigureMode = \"install\") -> None:\n    \"\"\"Main script.\n\n    Args:\n        mode: Choose between installing or uninstalling completions.\n        shells: Shell(s) to install or uninstall.\n    \"\"\"\n\n    if \"HOME\" not in os.environ:\n        CONSOLE.log(\"[bold red]$HOME is not set. Exiting.\")\n        return\n\n    # Try to locate the user's bashrc or zshrc.\n    shells_supported: List[ShellType] = [\"zsh\", \"bash\"]\n    shells_found: List[ShellType] = []\n    for shell in shells_supported:\n        rc_path = pathlib.Path(os.environ[\"HOME\"]) / f\".{shell}rc\"\n        if not rc_path.exists():\n            CONSOLE.log(f\":person_shrugging: {rc_path.name} not found, skipping.\")\n        else:\n            CONSOLE.log(f\":mag: Found {rc_path.name}!\")\n            shells_found.append(shell)\n\n    # Get scripts/ directory.\n    completions_dir = pathlib.Path(__file__).absolute().parent\n    scripts_dir = completions_dir.parent\n    assert completions_dir.name == \"completions\"\n    assert scripts_dir.name == \"scripts\"\n\n    # Install mode: Generate completion for each tyro script.\n    if mode == \"uninstall\":\n        for shell in shells_supported:\n            # Reset target directory for each shell type.\n            target_dir = completions_dir / shell\n            if target_dir.exists():\n                assert target_dir.is_dir()\n                shutil.rmtree(target_dir, ignore_errors=True)\n                CONSOLE.log(f\":broom: Deleted existing completion directory: {target_dir}.\")\n            else:\n                CONSOLE.log(f\":heavy_check_mark: No existing completions at: {target_dir}.\")\n    elif mode == \"install\":\n        # Set to True to install completions for scripts as well.\n        include_scripts = False\n\n        # Find tyro CLIs.\n        script_paths = list(filter(_check_tyro_cli, scripts_dir.glob(\"**/*.py\"))) if include_scripts else []\n        script_names = tuple(p.name for p in script_paths)\n        assert len(set(script_names)) == len(script_names)\n\n        # Get existing completion files.\n        existing_completions = set()\n        for shell in shells_supported:\n            target_dir = completions_dir / shell\n            if target_dir.exists():\n                existing_completions |= set(target_dir.glob(\"*\"))\n\n        # Run generation jobs.\n        concurrent_executor = concurrent.futures.ThreadPoolExecutor()\n        with CONSOLE.status(\"[bold]:writing_hand:  Generating completions...\", spinner=\"bouncingBall\"):\n            completion_paths = list(\n                concurrent_executor.map(\n                    lambda path_or_entrypoint_and_shell: _generate_completion(\n                        path_or_entrypoint_and_shell[0], path_or_entrypoint_and_shell[1], completions_dir\n                    ),\n                    itertools.product(script_paths + ENTRYPOINTS, shells_found),\n                )\n            )\n\n        # Delete obsolete completion files.\n        for unexpected_path in set(p.absolute() for p in existing_completions) - set(\n            p.absolute() for p in completion_paths\n        ):\n            if unexpected_path.is_dir():\n                shutil.rmtree(unexpected_path)\n            elif unexpected_path.exists():\n                unexpected_path.unlink()\n            CONSOLE.log(f\":broom: Deleted {unexpected_path}.\")\n    else:\n        assert_never(mode)\n\n    # Install or uninstall from bashrc/zshrc.\n    for shell in shells_found:\n        _update_rc(completions_dir, mode, shell)\n\n    CONSOLE.print(\"[bold]All done![/bold]\")\n\n\ndef entrypoint():\n    \"\"\"Entrypoint for use with pyproject scripts.\"\"\"\n    tyro.extras.set_accent_color(\"bright_yellow\")\n    tyro.cli(main, description=__doc__)\n\n\nif __name__ == \"__main__\":\n    entrypoint()\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/completions/setup.bash",
    "content": "# nerfstudio completions for bash.\n#\n# This should generally be installed automatically by `configure.py`.\n\ncompletions_dir=\"$(dirname \"$BASH_SOURCE\")\"/bash\n\nif [ ! -d \"${completions_dir}\" ]; then\n  echo \"$0: Completions are missing!\"\n  echo \"Please generate them with nerfstudio/scripts/completions/generate.py!\"\n  return 1\nfi\n\n# Source each completion script.\nfor completion_path in ${completions_dir}/*\ndo\n    source $completion_path\ndone\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/completions/setup.zsh",
    "content": "# nerfstudio completions for zsh.\n#\n# This should generally be installed automatically by `configure.py`.\n\ncompletions_dir=\"${0:a:h}\"/zsh\n\nif [ ! -d \"${completions_dir}\" ]; then\n  echo \"$0: Completions are missing!\"\n  echo \"Please generate them with nerfstudio/scripts/completions/generate.py!\"\n  return 1\nfi\n\n# Manually load and define each completion.\n#\n# Adding the completions directory to our fpath and re-initializing would work\n# as well:\n#     fpath+=${completions_dir}\n#     autoload -Uz compinit; compinit\n# But would be several orders of magnitude slower.\nfor completion_path in ${completions_dir}/*\ndo\n  # /some/path/to/_our_completion_py => _our_completion_py\n  completion_name=${completion_path##*/}\n  if [[ $name == *_py ]]; then\n    # _our_completion_py => our_completion.py\n    script_name=\"${completion_name:1:-3}.py\"\n  else\n    # _entry-point => entry-point\n    script_name=\"${completion_name:1}\"\n  fi\n\n  autoload -Uz $completion_path\n  compdef $completion_name $script_name\ndone\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/datasets/extract_monocular_cues.py",
    "content": "# adapted from https://github.com/EPFL-VILAB/omnidata\nimport argparse\nimport glob\nimport os.path\nimport sys\nfrom pathlib import Path\n\nimport matplotlib.pyplot as plt\nimport numpy as np\nimport PIL\nimport torch\nimport torch.nn.functional as F\nfrom PIL import Image\nfrom torchvision import transforms\nfrom tqdm import tqdm\n\nparser = argparse.ArgumentParser(description=\"Visualize output for depth or surface normals\")\n\nparser.add_argument(\"--omnidata_path\", dest=\"omnidata_path\", help=\"path to omnidata model\")\nparser.set_defaults(omnidata_path=\"/home/yuzh/Projects/omnidata/omnidata_tools/torch/\")\n\nparser.add_argument(\"--pretrained_models\", dest=\"pretrained_models\", help=\"path to pretrained models\")\nparser.set_defaults(pretrained_models=\"/home/yuzh/Projects/omnidata/omnidata_tools/torch/pretrained_models/\")\n\nparser.add_argument(\"--task\", dest=\"task\", help=\"normal or depth\")\nparser.set_defaults(task=\"NONE\")\n\nparser.add_argument(\"--img_path\", dest=\"img_path\", help=\"path to rgb image\")\nparser.set_defaults(im_name=\"NONE\")\n\nparser.add_argument(\"--output_path\", dest=\"output_path\", help=\"path to where output image should be stored\")\nparser.set_defaults(store_name=\"NONE\")\n\nargs = parser.parse_args()\n\nroot_dir = args.pretrained_models\nomnidata_path = args.omnidata_path\n\nsys.path.append(args.omnidata_path)\nprint(sys.path)\nfrom data.transforms import get_transform\nfrom modules.midas.dpt_depth import DPTDepthModel\nfrom modules.unet import UNet\n\ntrans_topil = transforms.ToPILImage()\nos.system(f\"mkdir -p {args.output_path}\")\nmap_location = (lambda storage, loc: storage.cuda()) if torch.cuda.is_available() else torch.device(\"cpu\")\ndevice = torch.device(\"cuda:0\" if torch.cuda.is_available() else \"cpu\")\n\n\n# get target task and model\nif args.task == \"normal\":\n    image_size = 384\n\n    ## Version 1 model\n    # pretrained_weights_path = root_dir + 'omnidata_unet_normal_v1.pth'\n    # model = UNet(in_channels=3, out_channels=3)\n    # checkpoint = torch.load(pretrained_weights_path, map_location=map_location)\n\n    # if 'state_dict' in checkpoint:\n    #     state_dict = {}\n    #     for k, v in checkpoint['state_dict'].items():\n    #         state_dict[k.replace('model.', '')] = v\n    # else:\n    #     state_dict = checkpoint\n\n    pretrained_weights_path = root_dir + \"omnidata_dpt_normal_v2.ckpt\"\n    model = DPTDepthModel(backbone=\"vitb_rn50_384\", num_channels=3)  # DPT Hybrid\n    checkpoint = torch.load(pretrained_weights_path, map_location=map_location)\n    if \"state_dict\" in checkpoint:\n        state_dict = {}\n        for k, v in checkpoint[\"state_dict\"].items():\n            state_dict[k[6:]] = v\n    else:\n        state_dict = checkpoint\n\n    model.load_state_dict(state_dict)\n    model.to(device)\n    trans_totensor = transforms.Compose(\n        [\n            transforms.Resize(image_size, interpolation=PIL.Image.BILINEAR),\n            transforms.CenterCrop(image_size),\n            get_transform(\"rgb\", image_size=None),\n        ]\n    )\n\nelif args.task == \"depth\":\n    image_size = 384\n    pretrained_weights_path = root_dir + \"omnidata_dpt_depth_v2.ckpt\"  # 'omnidata_dpt_depth_v1.ckpt'\n    # model = DPTDepthModel(backbone='vitl16_384') # DPT Large\n    model = DPTDepthModel(backbone=\"vitb_rn50_384\")  # DPT Hybrid\n    checkpoint = torch.load(pretrained_weights_path, map_location=map_location)\n    if \"state_dict\" in checkpoint:\n        state_dict = {}\n        for k, v in checkpoint[\"state_dict\"].items():\n            state_dict[k[6:]] = v\n    else:\n        state_dict = checkpoint\n    model.load_state_dict(state_dict)\n    model.to(device)\n    trans_totensor = transforms.Compose(\n        [\n            transforms.Resize(image_size, interpolation=PIL.Image.BILINEAR),\n            transforms.CenterCrop(image_size),\n            transforms.ToTensor(),\n            transforms.Normalize(mean=0.5, std=0.5),\n        ]\n    )\n\nelse:\n    print(\"task should be one of the following: normal, depth\")\n    sys.exit()\n\ntrans_rgb = transforms.Compose(\n    [\n        transforms.Resize(image_size, interpolation=PIL.Image.BILINEAR),\n        transforms.CenterCrop(image_size),\n    ]\n)\n\n\ndef standardize_depth_map(img, mask_valid=None, trunc_value=0.1):\n    if mask_valid is not None:\n        img[~mask_valid] = torch.nan\n    sorted_img = torch.sort(torch.flatten(img))[0]\n    # Remove nan, nan at the end of sort\n    num_nan = sorted_img.isnan().sum()\n    if num_nan > 0:\n        sorted_img = sorted_img[:-num_nan]\n    # Remove outliers\n    trunc_img = sorted_img[int(trunc_value * len(sorted_img)) : int((1 - trunc_value) * len(sorted_img))]\n    trunc_mean = trunc_img.mean()\n    trunc_var = trunc_img.var()\n    eps = 1e-6\n    # Replace nan by mean\n    img = torch.nan_to_num(img, nan=trunc_mean)\n    # Standardize\n    img = (img - trunc_mean) / torch.sqrt(trunc_var + eps)\n    return img\n\n\ndef save_outputs(img_path, output_file_name):\n    with torch.no_grad():\n        save_path = os.path.join(args.output_path, output_file_name.replace(\"_rgb\", f\"_{args.task}\") + \".png\")\n        # print(f\"Reading input {img_path} ...\")\n        img = Image.open(img_path)\n        H, W = img.size[1], img.size[0]\n        assert H == W, \"Image should be square\"\n        assert H % 384 == 0, \"Image size should be divisible by 384\"\n        scale_factor = H // 384\n\n        img_tensor = trans_totensor(img)[:3].unsqueeze(0).to(device)\n\n        if img_tensor.shape[1] == 1:\n            img_tensor = img_tensor.repeat_interleave(3, 1)\n\n        output = model(img_tensor).clamp(min=0, max=1)\n\n        if args.task == \"depth\":\n            if scale_factor > 1:\n                output = F.interpolate(output.unsqueeze(0), scale_factor=scale_factor, mode=\"nearest\").squeeze(0)\n            output = output.clamp(0, 1)\n\n            np.save(save_path.replace(\".png\", \".npy\"), output.detach().cpu().numpy()[0])\n            plt.imsave(save_path, output.detach().cpu().squeeze(), cmap=\"viridis\")\n        else:\n            if scale_factor > 1:\n                output = torch.nn.functional.interpolate(output, scale_factor=scale_factor, mode=\"nearest\")\n            np.save(save_path.replace(\".png\", \".npy\"), output.detach().cpu().numpy()[0])\n            trans_topil(output[0]).save(save_path)\n\n        # print(f\"Writing output {save_path} ...\")\n\n\nimg_path = Path(args.img_path)\nif img_path.is_file():\n    save_outputs(args.img_path, os.path.splitext(os.path.basename(args.img_path))[0])\nelif img_path.is_dir():\n    for f in tqdm(glob.glob(args.img_path + \"/*_rgb.png\")):\n        save_outputs(f, os.path.splitext(os.path.basename(f))[0])\nelse:\n    print(\"invalid file path!\")\n    sys.exit()\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/datasets/process_nerfstudio_to_sdfstudio.py",
    "content": "import argparse\nimport json\nimport os\nfrom pathlib import Path\n\nimport cv2\nimport matplotlib.pyplot as plt\nimport numpy as np\nimport PIL\nfrom PIL import Image\nfrom torchvision import transforms\nfrom tqdm import tqdm\n\n\ndef main():\n    \"\"\"\n    given data that follows the nerfstduio format such as the output from colmap or polycam, convert to a format\n    that sdfstudio will ingest\n    \"\"\"\n\n    parser = argparse.ArgumentParser(description=\"preprocess scannet dataset to sdfstudio dataset\")\n\n    parser.add_argument(\"--data\", dest=\"input_path\", help=\"path to polycam/colmap data directory\")\n    parser.set_defaults(input_path=\"NONE\")\n\n    parser.add_argument(\"--output-dir\", dest=\"output_path\", help=\"path to output directory\")\n    parser.set_defaults(output_path=\"NONE\")\n\n    parser.add_argument(\"--type\", dest=\"type\", required=True, choices=[\"colmap\", \"polycam\"])\n    parser.add_argument(\"--geo-type\", dest=\"geo_type\", default=\"mono_prior\", choices=[\"mono_prior\", \"sensor_depth\"])\n    parser.add_argument(\"--indoor\", action=\"store_true\")\n\n    parser.add_argument(\"--crop-mult\", dest=\"crop_mult\", type=int, default=1)\n    parser.add_argument(\"--omnidata_path\", dest=\"omnidata_path\", help=\"path to omnidata model\")\n    parser.set_defaults(omnidata_path=\"/home/yuzh/Projects/omnidata/omnidata_tools/torch\")\n\n    parser.add_argument(\"--pretrained_models\", dest=\"pretrained_models\", help=\"path to pretrained models\")\n    parser.set_defaults(pretrained_models=\"/home/yuzh/Projects/omnidata/omnidata_tools/torch/pretrained_models/\")\n\n    args = parser.parse_args()\n\n    output_path = Path(args.output_path)\n    input_path = Path(args.input_path)\n\n    POLYCAM = True if args.type == \"polycam\" else False\n\n    output_path.mkdir(parents=True, exist_ok=True)\n\n    # load transformation json with images/intrinsics/extrinsics\n    camera_parameters_path = input_path / \"transforms.json\"\n    camera_parameters = json.load(open(camera_parameters_path))\n\n    # extract intrinsic parameters\n    if not POLYCAM:\n        cx = camera_parameters[\"cx\"]\n        cy = camera_parameters[\"cy\"]\n        fl_x = camera_parameters[\"fl_x\"]\n        fl_y = camera_parameters[\"fl_y\"]\n    else:\n        cx = []\n        cy = []\n        fl_x = []\n        fl_y = []\n\n    camera_parameters = camera_parameters[\"frames\"]\n    num_frames = len(camera_parameters)\n\n    # load poses\n    poses = []\n    image_paths = []\n    depth_paths = []\n    # only load images with corresponding pose info\n    # currently in random order??, probably need to sort\n    for camera in camera_parameters:\n        if POLYCAM:\n            # average frames into single intrinsic\n            cx.append(camera[\"cx\"])\n            cy.append(camera[\"cy\"])\n            fl_x.append(camera[\"fl_x\"])\n            fl_y.append(camera[\"fl_y\"])\n\n        # OpenGL/Blender convention, needs to change to COLMAP/OpenCV convention\n        # https://docs.nerf.studio/en/latest/quickstart/data_conventions.html\n        ## IGNORED for now\n        c2w = np.array(camera[\"transform_matrix\"]).reshape(4, 4)\n        c2w[0:3, 1:3] *= -1\n\n        poses.append(c2w)\n\n        file_path = Path(camera[\"file_path\"])\n        img_path = input_path / \"images\" / file_path.name\n        assert img_path.exists()\n        image_paths.append(img_path)\n\n        # include sensor depths\n        if args.geo_type == \"sensor_depth\":\n            depth_path = input_path / \"depths\" / f\"{file_path.stem}.png\"\n            assert depth_path.exists(), f\"depth path {depth_path} does not exist. Only available for polycam data.\"\n            depth_paths.append(depth_path)\n\n    poses = np.array(poses)\n\n    if POLYCAM:\n        # intrinsics\n        camera_intrinsics = []\n        for idx in range(len(cx)):\n            camera_intrinsics.append(np.array([[fl_x[idx], 0, cx[idx]], [0, fl_y[idx], cy[idx]], [0, 0, 1]]))\n    else:\n        camera_intrinsics = np.array([[fl_x, 0, cx], [0, fl_y, cy], [0, 0, 1]])\n\n    # deal with invalid poses\n    valid_poses = np.isfinite(poses).all(axis=2).all(axis=1)\n    min_vertices = poses[:, :3, 3][valid_poses].min(axis=0)\n    max_vertices = poses[:, :3, 3][valid_poses].max(axis=0)\n\n    # camera pose normalization only used for indoor scenes\n    if args.indoor:\n        center = (min_vertices + max_vertices) / 2.0\n        scale = 2.0 / (np.max(max_vertices - min_vertices) + 3.0)\n\n        # we should normalize pose to unit cube\n        poses[:, :3, 3] -= center\n        poses[:, :3, 3] *= scale\n\n        # inverse normalization\n        scale_mat = np.eye(4).astype(np.float32)\n        scale_mat[:3, 3] -= center\n        scale_mat[:3] *= scale\n        scale_mat = np.linalg.inv(scale_mat)\n    else:\n        scale_mat = np.eye(4).astype(np.float32)\n\n    # copy image\n    sample_img = cv2.imread(str(image_paths[0]))\n    H, W, _ = sample_img.shape  # 1080 x 1920\n\n    # get smallest side to generate square crop\n    target_crop = min(H, W)\n\n    target_size = 384 * args.crop_mult\n    trans_totensor = transforms.Compose(\n        [\n            transforms.CenterCrop(target_crop),\n            transforms.Resize(target_size, interpolation=PIL.Image.BILINEAR),\n        ]\n    )\n\n    depth_trans_totensor = transforms.Compose(\n        [\n            transforms.Resize([H, W], interpolation=PIL.Image.NEAREST),\n            transforms.CenterCrop(target_crop),\n            transforms.Resize(target_size, interpolation=PIL.Image.NEAREST),\n        ]\n    )\n\n    # center crop by min_dim\n    offset_x = (W - target_crop) * 0.5\n    offset_y = (H - target_crop) * 0.5\n\n    if POLYCAM:\n        for idx in range(len(camera_intrinsics)):\n            camera_intrinsics[idx][0, 2] -= offset_x\n            camera_intrinsics[idx][1, 2] -= offset_y\n            resize_factor = target_size / target_crop\n            camera_intrinsics[idx][:2, :] *= resize_factor\n    else:\n        camera_intrinsics[0, 2] -= offset_x\n        camera_intrinsics[1, 2] -= offset_y\n        # resize from min_dim x min_dim -> to 384 x 384\n        resize_factor = target_size / target_crop\n        camera_intrinsics[:2, :] *= resize_factor\n\n    K = camera_intrinsics\n\n    frames = []\n    out_index = 0\n    for idx, (valid, pose, image_path) in enumerate(tqdm(zip(valid_poses, poses, image_paths))):\n        if not valid:\n            continue\n\n        # save rgb image\n        target_image = output_path / f\"{out_index:06d}_rgb.png\"\n        img = Image.open(image_path)\n        img_tensor = trans_totensor(img)\n        img_tensor.save(target_image)\n\n        rgb_path = str(target_image.relative_to(output_path))\n\n        if args.geo_type == \"sensor_depth\":\n            # load depth\n            depth_path = depth_paths[idx]\n            target_depth_image = output_path / f\"{out_index:06d}_sensor_depth.png\"\n            depth = cv2.imread(str(depth_path), -1).astype(np.float32) / 1000.0\n\n            depth_PIL = Image.fromarray(depth)\n            new_depth = depth_trans_totensor(depth_PIL)\n            new_depth = np.asarray(new_depth)\n            # scale depth as we normalize the scene to unit box\n            new_depth = np.copy(new_depth) * scale\n            plt.imsave(target_depth_image, new_depth, cmap=\"viridis\")\n            np.save(str(target_depth_image).replace(\".png\", \".npy\"), new_depth)\n\n        frame = {\n            \"rgb_path\": rgb_path,\n            \"camtoworld\": pose.tolist(),\n            \"intrinsics\": K[idx].tolist() if isinstance(K, list) else K.tolist(),\n            \"mono_depth_path\": rgb_path.replace(\"_rgb.png\", \"_depth.npy\"),\n            \"mono_normal_path\": rgb_path.replace(\"_rgb.png\", \"_normal.npy\"),\n            \"sensor_depth_path\": rgb_path.replace(\"_rgb.png\", \"_sensor_depth.npy\"),\n        }\n\n        frames.append(frame)\n        out_index += 1\n\n    # scene bbox for the scannet scene\n    scene_box = {\n        \"aabb\": [[-1, -1, -1], [1, 1, 1]],\n        \"near\": 0.05,\n        \"far\": 2.5,\n        \"radius\": 1.0,\n        \"collider_type\": \"box\",\n    }\n\n    # meta data\n    output_data = {\n        \"camera_model\": \"OPENCV\",\n        \"height\": target_size,\n        \"width\": target_size,\n        \"has_mono_prior\": args.geo_type == \"mono_prior\",\n        \"has_sensor_depth\": args.geo_type == \"sensor_depth\",\n        \"pairs\": None,\n        \"worldtogt\": scale_mat.tolist(),\n        \"scene_box\": scene_box,\n    }\n\n    output_data[\"frames\"] = frames\n\n    # save as json\n    with open(output_path / \"meta_data.json\", \"w\", encoding=\"utf-8\") as f:\n        json.dump(output_data, f, indent=4)\n\n    if args.geo_type == \"mono_prior\":\n        assert os.path.exists(args.pretrained_models), \"Pretrained model path not found\"\n        assert os.path.exists(args.omnidata_path), \"omnidata l path not found\"\n        # generate mono depth and normal\n        print(\"Generating mono depth\")\n        os.system(\n            f\"python scripts/datasets/extract_monocular_cues.py \\\n            --omnidata_path {args.omnidata_path} \\\n            --pretrained_model {args.pretrained_models} \\\n            --img_path {output_path} --output_path {output_path} \\\n            --task depth\"\n        )\n        print(\"Generating mono normal\")\n        os.system(\n            f\"python scripts/datasets/extract_monocular_cues.py \\\n            --omnidata_path {args.omnidata_path} \\\n            --pretrained_model {args.pretrained_models} \\\n            --img_path {output_path} --output_path {output_path} \\\n            --task normal\"\n        )\n        print(\"Done!\")\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/datasets/process_neuralrgbd_to_sdfstudio.py",
    "content": "import argparse\nimport glob\nimport json\nimport os\nimport re\nimport shutil\nfrom pathlib import Path\n\nimport cv2\nimport matplotlib.pyplot as plt\nimport numpy as np\nimport PIL\nfrom PIL import Image\nfrom torchvision import transforms\n\nparser = argparse.ArgumentParser(description=\"preprocess neural rgbd dataset to sdfstudio dataset\")\n\nparser.add_argument(\"--input_path\", dest=\"input_path\", help=\"path to scannet scene\")\nparser.add_argument(\"--output_path\", dest=\"output_path\", help=\"path to output\")\nparser.add_argument(\n    \"--type\",\n    dest=\"type\",\n    default=\"mono_prior\",\n    choices=[\"mono_prior\", \"sensor_depth\"],\n    help=\"mono_prior to use monocular prior, sensor_depth to use depth captured with a depth sensor (gt depth)\",\n)\n\nargs = parser.parse_args()\n\n\ndef alphanum_key(s):\n    \"\"\"Turn a string into a list of string and number chunks.\n    \"z23a\" -> [\"z\", 23, \"a\"]\n    \"\"\"\n    return [int(x) if x.isdigit() else x for x in re.split(\"([0-9]+)\", s)]\n\n\ndef load_poses(posefile):\n    file = open(posefile, \"r\")\n    lines = file.readlines()\n    file.close()\n    poses = []\n    valid = []\n    lines_per_matrix = 4\n    for i in range(0, len(lines), lines_per_matrix):\n        if \"nan\" in lines[i]:\n            valid.append(False)\n            poses.append(np.eye(4, 4, dtype=np.float32).tolist())\n        else:\n            valid.append(True)\n            pose_floats = [[float(x) for x in line.split()] for line in lines[i : i + lines_per_matrix]]\n            poses.append(pose_floats)\n\n    return poses, valid\n\n\noutput_path = Path(args.output_path)  # \"data/neural_rgbd/breakfast_room/\"\ninput_path = Path(args.input_path)  # \"data/neural_rgbd_data/breakfast_room/\"\n\noutput_path.mkdir(parents=True, exist_ok=True)\n\n# load color\ncolor_path = input_path / \"images\"\ncolor_paths = sorted(glob.glob(os.path.join(color_path, \"*.png\")), key=alphanum_key)\n\n# load depth\ndepth_path = input_path / \"depth_filtered\"\ndepth_paths = sorted(glob.glob(os.path.join(depth_path, \"*.png\")), key=alphanum_key)\n\nH, W = cv2.imread(depth_paths[0]).shape[:2]\nprint(H, W)\n\n# load intrinsic\nintrinsic_path = input_path / \"focal.txt\"\nfocal_length = np.loadtxt(intrinsic_path)\n\ncamera_intrinsic = np.eye(4)\ncamera_intrinsic[0, 0] = focal_length\ncamera_intrinsic[1, 1] = focal_length\ncamera_intrinsic[0, 2] = W * 0.5\ncamera_intrinsic[1, 2] = H * 0.5\n\nprint(camera_intrinsic)\n# load pose\n\npose_path = input_path / \"poses.txt\"\nposes, valid_poses = load_poses(pose_path)\nposes = np.array(poses)\nprint(poses.shape)\n\n# OpenGL/Blender convention, needs to change to COLMAP/OpenCV convention\n# https://docs.nerf.studio/en/latest/quickstart/data_conventions.html\nposes[:, 0:3, 1:3] *= -1\n\n# deal with invalid poses\nmin_vertices = poses[:, :3, 3][valid_poses].min(axis=0)\nmax_vertices = poses[:, :3, 3][valid_poses].max(axis=0)\n\ncenter = (min_vertices + max_vertices) / 2.0\nscale = 2.0 / (np.max(max_vertices - min_vertices) + 3.0)\nprint(center, scale)\n\n# we should normalize pose to unit cube\nposes[:, :3, 3] -= center\nposes[:, :3, 3] *= scale\n\n# inverse normalization\nscale_mat = np.eye(4).astype(np.float32)\nscale_mat[:3, 3] -= center\nscale_mat[:3] *= scale\nscale_mat = np.linalg.inv(scale_mat)\n\nif args.type == \"mono_prior\":\n    # center copy image if use monocular prior because omnidata use 384x384 as inputs\n    # get smallest side to generate square crop\n    target_crop = min(H, W)\n\n    target_size = 384\n    trans_totensor = transforms.Compose(\n        [\n            transforms.CenterCrop(target_crop),\n            transforms.Resize(target_size, interpolation=PIL.Image.BILINEAR),\n        ]\n    )\n\n    # center crop by min_dim\n    offset_x = (W - target_crop) * 0.5\n    offset_y = (H - target_crop) * 0.5\n\n    camera_intrinsic[0, 2] -= offset_x\n    camera_intrinsic[1, 2] -= offset_y\n    # resize from min_dim x min_dim -> to 384 x 384\n    resize_factor = target_size / target_crop\n    camera_intrinsic[:2, :] *= resize_factor\n\n    # new H, W after center crop\n    H, W = target_size, target_size\n\nK = camera_intrinsic\n\nframes = []\nout_index = 0\nfor idx, (valid, pose, image_path, depth_path) in enumerate(zip(valid_poses, poses, color_paths, depth_paths)):\n\n    if idx % 10 != 0:\n        continue\n    if not valid:\n        continue\n\n    target_image = output_path / f\"{out_index:06d}_rgb.png\"\n    print(target_image)\n    if args.type == \"mono_prior\":\n        img = Image.open(image_path)\n        img_tensor = trans_totensor(img)\n        img_tensor.save(target_image)\n    else:\n        shutil.copyfile(image_path, target_image)\n\n    rgb_path = str(target_image.relative_to(output_path))\n    frame = {\n        \"rgb_path\": rgb_path,\n        \"camtoworld\": pose.tolist(),\n        \"intrinsics\": K.tolist(),\n    }\n    if args.type == \"mono_prior\":\n        frame.update(\n            {\n                \"mono_depth_path\": rgb_path.replace(\"_rgb.png\", \"_depth.npy\"),\n                \"mono_normal_path\": rgb_path.replace(\"_rgb.png\", \"_normal.npy\"),\n            }\n        )\n    else:\n        frame[\"sensor_depth_path\"] = rgb_path.replace(\"_rgb.png\", \"_depth.npy\")\n\n        depth_map = cv2.imread(depth_path, -1)\n        # Convert depth to meters, then to \"network units\"\n        depth_shift = 1000.0\n        depth_maps = (np.array(depth_map) / depth_shift).astype(np.float32)\n        depth_maps *= scale\n\n        np.save(output_path / frame[\"sensor_depth_path\"], depth_maps)\n\n        # color map gt depth for visualization\n        plt.imsave(output_path / frame[\"sensor_depth_path\"].replace(\".npy\", \".png\"), depth_maps, cmap=\"viridis\")\n\n    frames.append(frame)\n    out_index += 1\n\n# scene bbox for the scannet scene\nscene_box = {\n    \"aabb\": [[-1, -1, -1], [1, 1, 1]],\n    \"near\": 0.05,\n    \"far\": 2.5,\n    \"radius\": 1.0,\n    \"collider_type\": \"box\",\n}\n\n# meta data\noutput_data = {\n    \"camera_model\": \"OPENCV\",\n    \"height\": H,\n    \"width\": W,\n    \"has_mono_prior\": args.type == \"mono_prior\",\n    \"has_sensor_depth\": args.type == \"sensor_depth\",\n    \"pairs\": None,\n    \"worldtogt\": scale_mat.tolist(),\n    \"scene_box\": scene_box,\n}\n\noutput_data[\"frames\"] = frames\n\n# save as json\nwith open(output_path / \"meta_data.json\", \"w\", encoding=\"utf-8\") as f:\n    json.dump(output_data, f, indent=4)\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/datasets/process_nuscenes_masks.py",
    "content": "import os\nfrom dataclasses import dataclass\nfrom pathlib import Path\nfrom typing import Tuple\n\nimport cv2\nimport numpy as np\nimport tyro\nfrom nuscenes.nuscenes import NuScenes as NuScenesDatabase\nfrom nuscenes.utils.data_classes import Box\nfrom nuscenes.utils.geometry_utils import BoxVisibility, view_points\nfrom tqdm import tqdm\nfrom typing_extensions import Literal\n\n\n@dataclass\nclass ProcessNuScenesMasks:\n    \"\"\"Use cuboid detections to render masks for dynamic objects.\"\"\"\n\n    data_dir: Path\n    \"\"\"Path to NuScenes dataset.\"\"\"\n    output_dir: Path\n    \"\"\"Path to the output directory.\"\"\"\n    version: Literal[\"v1.0-mini\", \"v1.0-trainval\"] = \"v1.0-mini\"\n    \"\"\"Which version of the dataset to process.\"\"\"\n    velocity_thresh: float = 0.75\n    \"\"\"Minimum speed for object to be considered dynamic.\"\"\"\n    cameras: Tuple[Literal[\"FRONT\", \"FRONT_LEFT\", \"FRONT_RIGHT\", \"BACK\", \"BACK_LEFT\", \"BACK_RIGHT\"], ...] = (\n        \"FRONT\",\n        \"FRONT_LEFT\",\n        \"FRONT_RIGHT\",\n        \"BACK\",\n        \"BACK_LEFT\",\n        \"BACK_RIGHT\",\n    )\n    \"\"\"Which cameras to use.\"\"\"\n\n    verbose: bool = False\n    \"\"\"If True, print extra logging and visualize images on screen.\"\"\"\n\n    def main(self) -> None:\n        \"\"\"Generate NuScenes dynamic object masks.\"\"\"\n\n        nusc = NuScenesDatabase(version=self.version, dataroot=self.data_dir, verbose=self.verbose)\n        cameras = [\"CAM_\" + camera for camera in self.cameras]\n\n        for camera in cameras:\n            (self.output_dir / \"masks\" / camera).mkdir(parents=True, exist_ok=True)\n\n        # get samples for scene\n        samples = [samp for samp in nusc.sample]\n\n        # sort by timestamp (only to make chronological viz easier)\n        samples.sort(key=lambda x: (x[\"scene_token\"], x[\"timestamp\"]))\n\n        # get which instances are moving in any frame (these are what we mask)\n        instances = nusc.instance\n        for instance in instances:\n            is_dynamic = False\n            ann_token = instance[\"first_annotation_token\"]\n            while ann_token:\n                velocity = nusc.box_velocity(ann_token)\n                if not np.linalg.norm(velocity) < self.velocity_thresh:\n                    is_dynamic = True\n                    break\n                ann_token = nusc.get(\"sample_annotation\", ann_token)[\"next\"]\n            instance[\"is_dynamic\"] = is_dynamic\n        instances_is_dynamic = {instance[\"token\"]: instance[\"is_dynamic\"] for instance in instances}\n\n        for sample in tqdm(samples):\n            viz = []\n            for camera in cameras:\n                camera_data = nusc.get(\"sample_data\", sample[\"data\"][camera])\n                calibrated_sensor = nusc.get(\"calibrated_sensor\", camera_data[\"calibrated_sensor_token\"])\n                intrinsics = np.array(calibrated_sensor[\"camera_intrinsic\"])\n\n                _, boxes, _ = nusc.get_sample_data(sample[\"data\"][camera], box_vis_level=BoxVisibility.ANY)\n                # TODO: BoxVisibility.ANY misses boxes that are partially behind the camera leading to missed masks\n                # Instead use BoxVisibility.NONE and make sure to rasterize box faces correctly\n\n                mask = np.ones((900, 1600), dtype=np.uint8)\n                for box in boxes:\n\n                    # Dont mask out static objects (static in all frames)\n                    instance_token = nusc.get(\"sample_annotation\", box.token)[\"instance_token\"]\n                    if not instances_is_dynamic[instance_token]:\n                        continue\n\n                    # project box to image plane and rasterize each face\n                    corners_3d = box.corners()\n                    corners = view_points(corners_3d, intrinsics, normalize=True)[:2, :]\n                    corners = np.round(corners).astype(int).T\n                    cv2.fillPoly(mask, [corners[[0, 1, 2, 3]]], 0)  # front\n                    cv2.fillPoly(mask, [corners[[4, 5, 6, 7]]], 0)  # back\n                    cv2.fillPoly(mask, [corners[[0, 1, 5, 4]]], 0)  # top\n                    cv2.fillPoly(mask, [corners[[2, 3, 7, 6]]], 0)  # bottom\n                    cv2.fillPoly(mask, [corners[[0, 3, 7, 4]]], 0)  # left\n                    cv2.fillPoly(mask, [corners[[1, 2, 6, 5]]], 0)  # right\n\n                maskname = os.path.split(camera_data[\"filename\"])[1].replace(\"jpg\", \"png\")\n                cv2.imwrite(str(self.output_dir / \"masks\" / camera / maskname), mask * 255)\n\n                if self.verbose:\n                    img = cv2.imread(str(self.data_dir / camera_data[\"filename\"]))\n                    mask = ~mask.astype(bool)\n                    img[mask, :] -= np.minimum(img[mask, :], 100)\n                    viz.append(img)\n\n            if self.verbose:\n                if len(viz) == 6:\n                    viz = np.vstack((np.hstack(viz[:3]), np.hstack(viz[3:])))\n                    viz = cv2.resize(viz, (int(1600 * 3 / 3), int(900 * 2 / 3)))\n                elif len(viz) == 3:\n                    viz = np.hstack(viz[:3])\n                    viz = cv2.resize(viz, (int(1600 * 3 / 3), int(900 / 3)))\n                elif len(viz) == 1:\n                    viz = viz[0]\n                else:\n                    raise ValueError(\"Only support 1 or 3 or 6 cameras for viz\")\n                cv2.imshow(\"\", viz)\n                cv2.waitKey(1)\n\n\ndef entrypoint():\n    \"\"\"Entrypoint for use with pyproject scripts.\"\"\"\n    tyro.extras.set_accent_color(\"bright_yellow\")\n    tyro.cli(ProcessNuScenesMasks).main()\n\n\nif __name__ == \"__main__\":\n    entrypoint()\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/datasets/process_scannet_to_sdfstudio.py",
    "content": "import argparse\nimport glob\nimport json\nimport os\nfrom pathlib import Path\n\nimport cv2\nimport matplotlib.pyplot as plt\nimport numpy as np\nimport PIL\nfrom PIL import Image\nfrom torchvision import transforms\n\nparser = argparse.ArgumentParser(description=\"preprocess scannet dataset to sdfstudio dataset\")\n\nparser.add_argument(\"--input_path\", dest=\"input_path\", help=\"path to scannet scene\")\nparser.set_defaults(im_name=\"NONE\")\n\nparser.add_argument(\"--output_path\", dest=\"output_path\", help=\"path to output\")\nparser.set_defaults(store_name=\"NONE\")\nparser.add_argument(\n    \"--type\",\n    dest=\"type\",\n    default=\"mono_prior\",\n    choices=[\"mono_prior\", \"sensor_depth\"],\n    help=\"mono_prior to use monocular prior, sensor_depth to use depth captured with a depth sensor (gt depth)\",\n)\n\nargs = parser.parse_args()\n\nimage_size = 384\ntrans_totensor = transforms.Compose(\n    [\n        transforms.CenterCrop(image_size * 2),\n        transforms.Resize(image_size, interpolation=PIL.Image.BILINEAR),\n    ]\n)\n\ndepth_trans_totensor = transforms.Compose(\n    [\n        transforms.Resize([968, 1296], interpolation=PIL.Image.NEAREST),\n        transforms.CenterCrop(image_size * 2),\n        transforms.Resize(image_size, interpolation=PIL.Image.NEAREST),\n    ]\n)\n\noutput_path = Path(args.output_path)  # \"data/custom/scannet_scene0050_00\"\ninput_path = Path(args.input_path)  # \"/home/yuzh/Projects/datasets/scannet/scene0050_00\"\n\noutput_path.mkdir(parents=True, exist_ok=True)\n\n# load color\ncolor_path = input_path / \"frames\" / \"color\"\ncolor_paths = sorted(glob.glob(os.path.join(color_path, \"*.jpg\")), key=lambda x: int(os.path.basename(x)[:-4]))\n\n# load depth\ndepth_path = input_path / \"frames\" / \"depth\"\ndepth_paths = sorted(glob.glob(os.path.join(depth_path, \"*.png\")), key=lambda x: int(os.path.basename(x)[:-4]))\n\n\n# load intrinsic\nintrinsic_path = input_path / \"frames\" / \"intrinsic\" / \"intrinsic_color.txt\"\ncamera_intrinsic = np.loadtxt(intrinsic_path)\n\n# load pose\npose_path = input_path / \"frames\" / \"pose\"\nposes = []\npose_paths = sorted(glob.glob(os.path.join(pose_path, \"*.txt\")), key=lambda x: int(os.path.basename(x)[:-4]))\nfor pose_path in pose_paths:\n    c2w = np.loadtxt(pose_path)\n    poses.append(c2w)\nposes = np.array(poses)\n\n# deal with invalid poses\nvalid_poses = np.isfinite(poses).all(axis=2).all(axis=1)\nmin_vertices = poses[:, :3, 3][valid_poses].min(axis=0)\nmax_vertices = poses[:, :3, 3][valid_poses].max(axis=0)\n\ncenter = (min_vertices + max_vertices) / 2.0\nscale = 2.0 / (np.max(max_vertices - min_vertices) + 3.0)\nprint(center, scale)\n\n# we should normalize pose to unit cube\nposes[:, :3, 3] -= center\nposes[:, :3, 3] *= scale\n\n# inverse normalization\nscale_mat = np.eye(4).astype(np.float32)\nscale_mat[:3, 3] -= center\nscale_mat[:3] *= scale\nscale_mat = np.linalg.inv(scale_mat)\n\n# copy image\nH, W = 968, 1296\n\n# center crop by 2 * image_size\noffset_x = (W - image_size * 2) * 0.5\noffset_y = (H - image_size * 2) * 0.5\ncamera_intrinsic[0, 2] -= offset_x\ncamera_intrinsic[1, 2] -= offset_y\n# resize from 384*2 to 384\nresize_factor = 0.5\ncamera_intrinsic[:2, :] *= resize_factor\n\nK = camera_intrinsic\n\nframes = []\nout_index = 0\nfor idx, (valid, pose, image_path, depth_path) in enumerate(zip(valid_poses, poses, color_paths, depth_paths)):\n\n    if idx % 10 != 0:\n        continue\n    if not valid:\n        continue\n\n    target_image = output_path / f\"{out_index:06d}_rgb.png\"\n    print(target_image)\n    img = Image.open(image_path)\n    img_tensor = trans_totensor(img)\n    img_tensor.save(target_image)\n\n    # load depth\n    target_depth_image = output_path / f\"{out_index:06d}_sensor_depth.png\"\n    depth = cv2.imread(depth_path, -1).astype(np.float32) / 1000.0\n\n    depth_PIL = Image.fromarray(depth)\n    new_depth = depth_trans_totensor(depth_PIL)\n    new_depth = np.asarray(new_depth)\n    # scale depth as we normalize the scene to unit box\n    new_depth *= scale\n    plt.imsave(target_depth_image, new_depth, cmap=\"viridis\")\n    np.save(str(target_depth_image).replace(\".png\", \".npy\"), new_depth)\n\n    rgb_path = str(target_image.relative_to(output_path))\n    frame = {\n        \"rgb_path\": rgb_path,\n        \"camtoworld\": pose.tolist(),\n        \"intrinsics\": K.tolist(),\n        \"mono_depth_path\": rgb_path.replace(\"_rgb.png\", \"_depth.npy\"),\n        \"mono_normal_path\": rgb_path.replace(\"_rgb.png\", \"_normal.npy\"),\n        \"sensor_depth_path\": rgb_path.replace(\"_rgb.png\", \"_sensor_depth.npy\"),\n    }\n\n    frames.append(frame)\n    out_index += 1\n\n# scene bbox for the scannet scene\nscene_box = {\n    \"aabb\": [[-1, -1, -1], [1, 1, 1]],\n    \"near\": 0.05,\n    \"far\": 2.5,\n    \"radius\": 1.0,\n    \"collider_type\": \"box\",\n}\n\n# meta data\noutput_data = {\n    \"camera_model\": \"OPENCV\",\n    \"height\": image_size,\n    \"width\": image_size,\n    \"has_mono_prior\": True,\n    \"has_sensor_depth\": True,\n    \"pairs\": None,\n    \"worldtogt\": scale_mat.tolist(),\n    \"scene_box\": scene_box,\n}\n\noutput_data[\"frames\"] = frames\n\n# save as json\nwith open(output_path / \"meta_data.json\", \"w\", encoding=\"utf-8\") as f:\n    json.dump(output_data, f, indent=4)\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/docs/__init__.py",
    "content": ""
  },
  {
    "path": "AutoReconForDens3R/scripts/docs/add_nb_tags.py",
    "content": "\"\"\"Helper that add tags to notebooks based on cell comments.\"\"\"\n\nimport sys\nfrom glob import glob\n\nimport nbformat as nbf\nimport tyro\nfrom rich.console import Console\n\nCONSOLE = Console(width=120)\n\n\ndef main(check: bool = False):\n    \"\"\"Add tags to notebooks based on cell comments.\n\n    In notebook cells, you can add  the folling tags to the notebook by adding a comment:\n    \"# HIDDEN\" - This cell will be hidden from the notebook.\n    \"# OUTPUT_ONLY\" - This cell will only show the output.\n    \"# COLLAPSED\" - Hide the code and include a button to show the code.\n\n    Args:\n        check: check will not modify the notebooks.\n    \"\"\"\n    # Collect a list of all notebooks in the content folder\n    notebooks = glob(\"./docs/**/*.ipynb\", recursive=True)\n\n    # Text to look for in adding tags\n    text_search_dict = {\n        \"# HIDDEN\": \"remove-cell\",  # Remove the whole cell\n        \"# OUTPUT_ONLY\": \"remove-input\",  # Remove only the input\n        \"# COLLAPSED\": \"hide-input\",  # Hide the input w/ a button to show\n    }\n\n    # Search through each notebook and look for the text, add a tag if necessary\n    any_missing = False\n    for ipath in notebooks:\n        ntbk = nbf.read(ipath, nbf.NO_CONVERT)\n\n        incorrect_metadata = False\n        for cell in ntbk.cells:\n            cell_tags = cell.get(\"metadata\", {}).get(\"tags\", [])\n            found_keys = []\n            found_tags = []\n            for key, val in text_search_dict.items():\n                if key in cell.source:\n                    found_keys.append(key)\n                    found_tags.append(val)\n\n            if len(found_keys) > 1:\n                CONSOLE.print(f\"[bold yellow]Found multiple tags {found_keys} for {ipath}\")\n                sys.exit(1)\n\n            if len(cell_tags) != len(found_tags):\n                incorrect_metadata = True\n            elif len(cell_tags) == 1 and len(found_keys) == 1:\n                if found_tags[0] != cell_tags[0]:\n                    incorrect_metadata = True\n\n            cell[\"metadata\"][\"tags\"] = found_tags\n        if incorrect_metadata:\n            if check:\n                CONSOLE.print(\n                    f\"[bold yellow]{ipath} has incorrect metadata. Call `python scripts.docs.add_nb_tags.py` to add it.\"\n                )\n                any_missing = True\n            else:\n                print(f\"Adding metadata to {ipath}\")\n                nbf.write(ntbk, ipath)\n\n    if not any_missing:\n        CONSOLE.print(\"[green]All notebooks have correct metadata.\")\n\n    if check and any_missing:\n        sys.exit(1)\n\n\nif __name__ == \"__main__\":\n    tyro.extras.set_accent_color(\"bright_yellow\")\n    tyro.cli(main)\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/docs/build_docs.py",
    "content": "#!/usr/bin/env python\n\"\"\"Simple yaml debugger\"\"\"\nimport subprocess\nimport sys\n\nimport tyro\nfrom rich.console import Console\nfrom rich.style import Style\n\nCONSOLE = Console(width=120)\n\nLOCAL_TESTS = [\"Run license checks\", \"Run Black\", \"Python Pylint\", \"Test with pytest\"]\n\n\ndef run_command(command: str) -> None:\n    \"\"\"Run a command kill actions if it fails\n\n    Args:\n        command: command to run\n    \"\"\"\n    ret_code = subprocess.call(command, shell=True)\n    if ret_code != 0:\n        CONSOLE.print(f\"[bold red]Error: `{command}` failed. Exiting...\")\n        sys.exit(1)\n\n\ndef main(clean_cache: bool = False):\n    \"\"\"Run the github actions locally.\n\n    Args:\n        clean_cache: whether to clean the cache before building docs.\n    \"\"\"\n\n    CONSOLE.print(\"[green]Adding notebook documentation metadata\")\n    run_command(\"python scripts/docs/add_nb_tags.py\")\n\n    # Add checks for building documentation\n    CONSOLE.print(\"[green]Building Documentation\")\n    if clean_cache:\n        run_command(\"cd docs/; make clean; make html SPHINXOPTS='-W;'\")\n    else:\n        run_command(\"cd docs/; make html SPHINXOPTS='-W;'\")\n\n    CONSOLE.line()\n    CONSOLE.rule(characters=\"=\", style=Style(color=\"green\"))\n    CONSOLE.print(\"[bold green]Done\")\n    CONSOLE.rule(characters=\"=\", style=Style(color=\"green\"))\n\n\nif __name__ == \"__main__\":\n    tyro.extras.set_accent_color(\"bright_yellow\")\n    tyro.cli(main)\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/eval.py",
    "content": "#!/usr/bin/env python\n\"\"\"\neval.py\n\"\"\"\nfrom __future__ import annotations\n\nimport json\nfrom dataclasses import dataclass\nfrom pathlib import Path\n\nimport tyro\nfrom rich.console import Console\n\nfrom nerfstudio.utils.eval_utils import eval_setup\n\nCONSOLE = Console(width=120)\n\n\n@dataclass\nclass ComputePSNR:\n    \"\"\"Load a checkpoint, compute some PSNR metrics, and save it to a JSON file.\"\"\"\n\n    # Path to config YAML file.\n    load_config: Path\n    # Name of the output file.\n    output_path: Path = Path(\"output.json\")\n\n    def main(self) -> None:\n        \"\"\"Main function.\"\"\"\n        config, pipeline, checkpoint_path = eval_setup(self.load_config)\n        assert self.output_path.suffix == \".json\"\n        metrics_dict = pipeline.get_average_eval_image_metrics()\n        self.output_path.parent.mkdir(parents=True, exist_ok=True)\n        # Get the output and define the names to save to\n        benchmark_info = {\n            \"experiment_name\": config.experiment_name,\n            \"method_name\": config.method_name,\n            \"checkpoint\": str(checkpoint_path),\n            \"results\": metrics_dict,\n        }\n        # Save output to output file\n        self.output_path.write_text(json.dumps(benchmark_info, indent=2), \"utf8\")\n        CONSOLE.print(f\"Saved results to: {self.output_path}\")\n\n\ndef entrypoint():\n    \"\"\"Entrypoint for use with pyproject scripts.\"\"\"\n    tyro.extras.set_accent_color(\"bright_yellow\")\n    tyro.cli(ComputePSNR).main()\n\n\nif __name__ == \"__main__\":\n    entrypoint()\n\n# For sphinx docs\nget_parser_fn = lambda: tyro.extras.get_parser(ComputePSNR)  # noqa\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/eval_mask.py",
    "content": "\"\"\"Evaluate mask rendeings with IoU\"\"\"\nfrom dataclasses import dataclass\nfrom typing import Optional\nfrom pathlib import Path\nfrom typing_extensions import assert_type\nfrom tqdm import tqdm\nfrom einops import repeat\n\nimport cv2\nimport tyro\nimport numpy as np\nfrom rich.console import Console\nfrom rich.pretty import pprint\nfrom nerfstudio.utils import bilateral_solver\n\nCONSOLE = Console(width=120)\n\n\n# --------------- preprocess utils  -------------- #\ndef evenly_sample_elems(elems, n_samples):\n    \"\"\" evenly sample n_samples from elems and keep the start & last elements. \"\"\"\n    n_total = len(elems)\n    if n_samples is None or n_samples >= n_total:\n        return elems\n\n    idx = np.round(np.linspace(0, n_total - 1, n_samples)).astype(int)\n    elems = [elems[i] for i in idx]\n    return elems\n\n\ndef read_mask(mask_path):\n    gt_mask = cv2.imread(str(mask_path))\n    if gt_mask is None:\n        raise FileNotFoundError(mask_path)\n    if gt_mask.ndim == 3:\n        gt_mask = (gt_mask[..., 0] > 0).astype(np.uint8) * 255\n    return gt_mask\n\n\ndef resize_mask(gt_mask, pred_mask, max_side_length=None):\n    \"\"\"Resize the mask to the same lower-res size\"\"\"\n    h_gt, w_gt = gt_mask.shape[:2]\n    h_pred, w_pred = pred_mask.shape[:2]\n    \n    if max_side_length is not None:  # return larger side to this size\n        def _compute_size(mask):\n            h, w = mask.shape[:2]\n            s = max([h, w])\n            scale = max_side_length / s\n            h, w = int(h * scale), int(w * scale)\n            return (w, h)\n        \n        gt_mask = cv2.resize(gt_mask, _compute_size(gt_mask), interpolation=cv2.INTER_NEAREST)\n        pred_mask = cv2.resize(pred_mask, _compute_size(pred_mask), interpolation=cv2.INTER_NEAREST)\n        return gt_mask, pred_mask\n    \n    if h_gt > h_pred:\n        gt_mask = cv2.resize(gt_mask, (w_pred, h_pred), interpolation=cv2.INTER_NEAREST)\n        CONSOLE.print(f'GT mask resized: {(h_gt, w_gt)} -> {(h_pred, w_pred)}')\n    elif h_gt < h_pred:\n        pred_mask = cv2.resize(pred_mask, (w_gt, h_gt), interpolation=cv2.INTER_NEAREST)\n        CONSOLE.print(f'Pred mask resized: {(h_pred, w_pred)} -> {(h_gt, w_gt)}')\n    else:\n        assert w_gt == w_pred\n    return gt_mask, pred_mask\n\n\n# --------------- metric utils  -------------- #\ndef mask_to_boundary(mask, dilation_ratio=0.02):\n    \"\"\"\n    Convert binary mask to boundary mask.\n    https://openaccess.thecvf.com/content/CVPR2021/papers/Cheng_Boundary_IoU_Improving_Object-Centric_Image_Segmentation_Evaluation_CVPR_2021_paper.pdf\n    :param mask (numpy array, uint8): binary mask\n    :param dilation_ratio (float): ratio to calculate dilation = dilation_ratio * image_diagonal\n    :return: boundary mask (numpy array)\n    \"\"\"\n    h, w = mask.shape\n    img_diag = np.sqrt(h ** 2 + w ** 2)\n    dilation = int(round(dilation_ratio * img_diag))\n    if dilation < 1:\n        dilation = 1\n    # Pad image so mask truncated by the image border is also considered as boundary.\n    new_mask = cv2.copyMakeBorder(mask, 1, 1, 1, 1, cv2.BORDER_CONSTANT, value=0)\n    kernel = np.ones((3, 3), dtype=np.uint8)\n    new_mask_erode = cv2.erode(new_mask, kernel, iterations=dilation)\n    mask_erode = new_mask_erode[1: h + 1, 1: w + 1]\n    # G_d intersects G in the paper.\n    return mask - mask_erode\n\n\ndef boundary_iou(gt, dt, dilation_ratio=0.02, vis_path=None, img_path=None):\n    \"\"\"\n    Compute boundary iou between two binary masks.\n    :param gt (numpy array, uint8): binary mask\n    :param dt (numpy array, uint8): binary mask\n    :param dilation_ratio (float): ratio to calculate dilation = dilation_ratio * image_diagonal\n    :return: boundary iou (float)\n    \"\"\"\n    gt_boundary = mask_to_boundary(gt, dilation_ratio)\n    dt_boundary = mask_to_boundary(dt, dilation_ratio)\n    intersection = ((gt_boundary * dt_boundary) > 0).sum()\n    union = ((gt_boundary + dt_boundary) > 0).sum()\n    boundary_iou = intersection / union\n    return boundary_iou\n\n\ndef mask_iou(gt, dt, vis_path=None, img_path=None):\n    \"\"\"\n    Compute mask iou between two binary masks.\n    :param gt (numpy array, uint8): binary mask\n    :param dt (numpy array, uint8): binary mask\n    :return: boundary iou (float)\n    \"\"\"\n    intersection = ((gt * dt) > 0).sum()\n    union = ((gt + dt) > 0).sum()\n    iou = intersection / union\n    \n    if vis_path is not None:\n        assert img_path is not None\n        _gt = np.zeros((*gt.shape, 3), dtype=np.uint8)\n        _dt = _gt.copy()\n        _gt[gt > 0] = [0, 0, 255]  # red\n        _dt[dt > 0] = [0, 255, 0]  # green\n        # _gt = repeat(gt, 'h w -> h w 3').astype(np.uint8) * 255\n        # _dt = repeat(dt, 'h w -> h w 3').astype(np.uint8) * 255\n        img = cv2.cvtColor(cv2.imread(str(img_path)), cv2.COLOR_BGR2RGB)\n        img = cv2.addWeighted(img, 0.5, _gt, 0.5, 0)\n        img = cv2.addWeighted(img, 0.5, _dt, 0.5, 0)\n        cv2.imwrite(str(vis_path), img)\n        \n    return iou\n\n\n# --------------- main  -------------- #\n@dataclass\nclass EvalMask:\n    pred_mask_dir: Path\n    gt_mask_dir: Path\n    n_eval_frames: Optional[int] = None\n    binarization_threshold: float = 0.5\n    bilateral_refine: bool = False\n    bilateral_mask_confidence: float = 0.999\n    max_side_length: Optional[int] = None  # since tokencut results have a max length of 980\n    vis: bool = False\n    gt_image_dir: Optional[Path] = None\n    \n    def main(self) -> None:\n        gt_mask_paths = sorted(self.gt_mask_dir.iterdir())\n        pred_mask_paths = sorted(self.pred_mask_dir.iterdir())\n        \n        if self.vis or self.bilateral_refine:\n            assert self.gt_image_dir is not None\n            self.gt_img_suffix = self.gt_image_dir.iterdir().__next__().suffix\n        if self.vis:\n            self.vis_dir = self.pred_mask_dir.parent / \"eval_vis\"\n            self.vis_dir.mkdir(exist_ok=True, parents=True)\n            CONSOLE.print(f'Mask vis dir: {self.vis_dir}')\n        \n        gt_filenames = [p.stem for p in gt_mask_paths]\n        self.gt_mask_suffix = gt_mask_paths[0].suffix\n        self.pred_mask_suffix = pred_mask_paths[0].suffix\n        eval_filenames, eval_to_pred_fn_mapper = self.parse_filenames(\n            gt_filenames, [p.stem for p in pred_mask_paths]\n        )\n        self.eval_to_pred_fn_mapper = eval_to_pred_fn_mapper\n        \n        # 1. use all frames w/ gt; 2. use evenly sampled frames\n        if self.n_eval_frames is not None:\n            eval_filenames = evenly_sample_elems(eval_filenames, self.n_eval_frames)\n        \n        # evalute\n        all_metrics = {}\n        for fn in tqdm(eval_filenames, desc=\"Evaluate mask metrics\"):\n            metrics = self.eval_frame(fn)\n            all_metrics[fn] = metrics\n        \n        # gather results\n        results = self.gather_results(all_metrics)\n    \n    def parse_filenames(self, gt_filenames, pred_filenames):\n        if set(gt_filenames) <= set(pred_filenames):\n            return gt_filenames, {fn: fn for fn in gt_filenames}\n        else:  # for DTU, the gt filenames for eval & rendering might be different\n            print(f'Not all gt masks have pred: {set(gt_filenames) - set(pred_filenames)}')\n            if len(gt_filenames) != len(pred_filenames):\n                raise RuntimeError(f'Number of gt & pred masks are different')\n            gt_filenames = sorted(gt_filenames)\n            pred_filenames = sorted(pred_filenames)\n            # assume the filenames only contain numbers (TODO: grab number w/ re)\n            assert all([int(gt_fn) == int(pred_fn) for gt_fn, pred_fn in zip(gt_filenames, pred_filenames)])\n            gt_to_pred_fn = {gt_fn: pred_fn for gt_fn, pred_fn in zip(gt_filenames, pred_filenames)}\n            return gt_filenames, gt_to_pred_fn\n    \n    def eval_frame(self, fn):\n        gt_mask_path = (self.gt_mask_dir / fn).with_suffix(self.gt_mask_suffix)\n        pred_fn = self.eval_to_pred_fn_mapper[fn]\n        pred_mask_path = (self.pred_mask_dir / pred_fn).with_suffix(self.pred_mask_suffix)\n        gt_mask, pred_mask = map(read_mask, [gt_mask_path, pred_mask_path])\n        if self.gt_image_dir is not None:\n            img_path = (self.gt_image_dir / f'{fn}').with_suffix(self.gt_img_suffix)\n        \n        if self.bilateral_refine:\n            gt_img = cv2.cvtColor(cv2.imread(str(img_path)), cv2.COLOR_BGR2RGB)\n            pred_mask = cv2.GaussianBlur(pred_mask, (31, 31), 0)\n            pred_mask = ((pred_mask.astype(np.float32) / 255) > 0.5).astype(np.float32)\n            pred_mask, _ = bilateral_solver.bilateral_refine(\n                gt_img, pred_mask, soft_mask=False, confidence=self.bilateral_mask_confidence\n            )\n            pred_mask = pred_mask * 255\n        \n        gt_mask, pred_mask = resize_mask(gt_mask, pred_mask, max_side_length=self.max_side_length)\n        gt_mask, pred_mask = map(lambda x: x.astype(float) / 255,\n                                 [gt_mask, pred_mask])\n        # binarization\n        gt_mask, pred_mask = map(lambda x: (x > self.binarization_threshold).astype(np.uint8),\n                                 [gt_mask, pred_mask])\n        \n        # compute metrics\n        if self.vis:\n            mask_vis_path = self.vis_dir / f'{fn}_mask_vis.png'\n            boundary_vis_path = self.vis_dir / f'{fn}_boundary_vis.png'\n        else:\n            mask_vis_path, boundary_vis_path, img_path = None, None, None\n        \n        _mask_iou = mask_iou(gt_mask, pred_mask, vis_path=mask_vis_path, img_path=img_path)\n        _boundary_iou = boundary_iou(gt_mask, pred_mask, vis_path=boundary_vis_path, img_path=img_path)\n        return {'mask_iou': _mask_iou, 'boundary_iou': _boundary_iou}\n    \n    def gather_results(self, all_metrics):\n        inst, cat = self.gt_mask_dir.parent.stem, self.gt_mask_dir.parents[1].stem\n        cat_inst = f'{cat}/{inst} (n_frames={self.n_eval_frames})'\n        \n        frame_names = list(all_metrics.keys())\n        all_mask_iou = [m['mask_iou'] for m in all_metrics.values()]\n        all_boundary_iou = [m['boundary_iou'] for m in all_metrics.values()]\n        mean_mask_iou = np.mean(all_mask_iou)\n        mean_boundary_iou = np.mean(all_boundary_iou)\n        min_mask_iou_idx, max_mask_iou_idx = np.argmin(all_mask_iou), np.argmax(all_mask_iou)\n        min_boundary_iou_idx, max_boundary_iou_idx = np.argmin(all_boundary_iou), np.argmax(all_boundary_iou)\n        \n        results = {\n            'cat_inst': cat_inst,\n            'mean_mask_iou': mean_mask_iou,\n            'mean_boundary_iou': mean_boundary_iou,\n            'min_mask_iou_frame': f'{frame_names[min_mask_iou_idx]}({all_mask_iou[min_mask_iou_idx]:.3f})',\n            'max_mask_iou_frame': f'{frame_names[max_mask_iou_idx]}({all_mask_iou[max_mask_iou_idx]:.3f})',\n            'min_boundary_iou_frame': f'{frame_names[min_boundary_iou_idx]}({all_boundary_iou[min_boundary_iou_idx]:.3f})',\n            'max_boundary_iou_frame': f'{frame_names[max_boundary_iou_idx]}({all_boundary_iou[max_boundary_iou_idx]:.3f})',\n        }\n        # print(tabulate(results, headers='keys', tablefmt='psql'))\n        pprint(results)\n        return results\n\n\ndef entrypoint():\n    \"\"\"Entrypoint for use with pyproject scripts.\"\"\"\n    tyro.extras.set_accent_color(\"bright_yellow\")\n    tyro.cli(tyro.conf.FlagConversionOff[EvalMask]).main()\n\n\nif __name__ == \"__main__\":\n    entrypoint()\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/exporter.py",
    "content": "\"\"\"\nScript for exporting NeRF into other formats.\n\"\"\"\n\nfrom __future__ import annotations\n\nimport sys\nfrom dataclasses import dataclass, field\nfrom pathlib import Path\nfrom typing import List, Optional, Tuple, Union\n\nimport numpy as np\nimport open3d as o3d\nimport torch\nimport tyro\nfrom rich.console import Console\nfrom typing_extensions import Annotated, Literal\n\nfrom nerfstudio.cameras.rays import RayBundle\nfrom nerfstudio.exporter import texture_utils, tsdf_utils\nfrom nerfstudio.exporter.exporter_utils import (\n    generate_point_cloud,\n    get_mesh_from_filename,\n)\nfrom nerfstudio.pipelines.base_pipeline import Pipeline\nfrom nerfstudio.utils.eval_utils import eval_setup\n\nCONSOLE = Console(width=120)\n\n\n@dataclass\nclass Exporter:\n    \"\"\"Export the mesh from a YML config to a folder.\"\"\"\n\n    load_config: Path\n    \"\"\"Path to the config YAML file.\"\"\"\n    output_dir: Path\n    \"\"\"Path to the output directory.\"\"\"\n\n\n@dataclass\nclass ExportPointCloud(Exporter):\n    \"\"\"Export NeRF as a point cloud.\"\"\"\n\n    num_points: int = 1000000\n    \"\"\"Number of points to generate. May result in less if outlier removal is used.\"\"\"\n    remove_outliers: bool = True\n    \"\"\"Remove outliers from the point cloud.\"\"\"\n    estimate_normals: bool = False\n    \"\"\"Estimate normals for the point cloud.\"\"\"\n    depth_output_name: str = \"depth\"\n    \"\"\"Name of the depth output.\"\"\"\n    rgb_output_name: str = \"rgb\"\n    \"\"\"Name of the RGB output.\"\"\"\n    use_bounding_box: bool = True\n    \"\"\"Only query points within the bounding box\"\"\"\n    bounding_box_min: Tuple[float, float, float] = (-1, -1, -1)\n    \"\"\"Minimum of the bounding box, used if use_bounding_box is True.\"\"\"\n    bounding_box_max: Tuple[float, float, float] = (1, 1, 1)\n    \"\"\"Minimum of the bounding box, used if use_bounding_box is True.\"\"\"\n    num_rays_per_batch: int = 32768\n    \"\"\"Number of rays to evaluate per batch. Decrease if you run out of memory.\"\"\"\n    std_ratio: float = 10.0\n    \"\"\"Threshold based on STD of the average distances across the point cloud to remove outliers.\"\"\"\n\n    def main(self) -> None:\n        \"\"\"Export point cloud.\"\"\"\n\n        if not self.output_dir.exists():\n            self.output_dir.mkdir(parents=True)\n\n        _, pipeline, _ = eval_setup(self.load_config)\n\n        # Increase the batchsize to speed up the evaluation.\n        pipeline.datamanager.train_pixel_sampler.num_rays_per_batch = self.num_rays_per_batch\n\n        pcd = generate_point_cloud(\n            pipeline=pipeline,\n            num_points=self.num_points,\n            remove_outliers=self.remove_outliers,\n            estimate_normals=self.estimate_normals,\n            rgb_output_name=self.rgb_output_name,\n            depth_output_name=self.depth_output_name,\n            normal_output_name=None,\n            use_bounding_box=self.use_bounding_box,\n            bounding_box_min=self.bounding_box_min,\n            bounding_box_max=self.bounding_box_max,\n            std_ratio=self.std_ratio,\n        )\n        torch.cuda.empty_cache()\n\n        CONSOLE.print(f\"[bold green]:white_check_mark: Generated {pcd}\")\n        CONSOLE.print(\"Saving Point Cloud...\")\n        o3d.io.write_point_cloud(str(self.output_dir / \"point_cloud.ply\"), pcd)\n        print(\"\\033[A\\033[A\")\n        CONSOLE.print(\"[bold green]:white_check_mark: Saving Point Cloud\")\n\n\n@dataclass\nclass ExportTSDFMesh(Exporter):\n    \"\"\"\n    Export a mesh using TSDF processing.\n    \"\"\"\n\n    downscale_factor: int = 2\n    \"\"\"Downscale the images starting from the resolution used for training.\"\"\"\n    depth_output_name: str = \"depth\"\n    \"\"\"Name of the depth output.\"\"\"\n    rgb_output_name: str = \"rgb\"\n    \"\"\"Name of the RGB output.\"\"\"\n    resolution: Union[int, List[int]] = field(default_factory=lambda: [128, 128, 128])\n    \"\"\"Resolution of the TSDF volume or [x, y, z] resolutions individually.\"\"\"\n    batch_size: int = 10\n    \"\"\"How many depth images to integrate per batch.\"\"\"\n    use_bounding_box: bool = True\n    \"\"\"Whether to use a bounding box for the TSDF volume.\"\"\"\n    bounding_box_min: Tuple[float, float, float] = (-1, -1, -1)\n    \"\"\"Minimum of the bounding box, used if use_bounding_box is True.\"\"\"\n    bounding_box_max: Tuple[float, float, float] = (1, 1, 1)\n    \"\"\"Minimum of the bounding box, used if use_bounding_box is True.\"\"\"\n    use_train_scene_box: bool = False\n    \"\"\"use the tight scene box for training\"\"\"\n    object_bounds_extend_ratio: float = -0.05  # to avoid artifact near to fg bbox\n    texture_method: Literal[\"tsdf\", \"nerf\"] = \"nerf\"\n    \"\"\"Method to texture the mesh with. Either 'tsdf' or 'nerf'.\"\"\"\n    target_num_faces: Optional[int] = 50000\n    \"\"\"Target number of faces for the mesh to texture.\"\"\"\n    px_per_uv_triangle: int = 4\n    \"\"\"Number of pixels per UV triangle.\"\"\"\n    unwrap_method: Literal[\"xatlas\", \"custom\"] = \"xatlas\"\n    \"\"\"The method to use for unwrapping the mesh.\"\"\"\n    num_pixels_per_side: int = 2048\n    \"\"\"If using xatlas for unwrapping, the pixels per side of the texture image.\"\"\"\n    foreground_only: bool = True\n    \"\"\"only render depth & rgb of the foreground field\"\"\"\n    num_rays_per_chunk: int = 4096\n    background_color: Literal[\"random\", \"last_sample\", \"white\", \"black\"] = \"white\"\n    mask_depth_with_acc: bool = True\n    depth_renderer_mode: Literal[\"expected\", \"median\"] = \"median\"\n\n    def main(self) -> None:\n        \"\"\"Export mesh\"\"\"\n\n        if not self.output_dir.exists():\n            self.output_dir.mkdir(parents=True)\n\n        _, pipeline, _ = eval_setup(\n            self.load_config,\n            eval_num_rays_per_chunk=self.num_rays_per_chunk,\n            config_override_fn=self._config_override_fn\n        )\n        \n        if self.use_train_scene_box:\n            self.use_bounding_box = True\n            aabb = pipeline.datamanager.train_dataset.scene_box.aabb\n            self.bounding_box_min = aabb[0].cpu().numpy()\n            self.bounding_box_max = aabb[1].cpu().numpy()\n            _bbox_str = str(\n                np.stack([self.bounding_box_min, self.bounding_box_max], 0).round(2)\n            )\n            CONSOLE.print(f\"Using training SceneBox for mesh extraction: {_bbox_str}\")\n\n        tsdf_utils.export_tsdf_mesh(\n            pipeline,\n            self.output_dir,\n            self.downscale_factor,\n            self.depth_output_name,\n            self.rgb_output_name,\n            self.resolution,\n            self.batch_size,\n            use_bounding_box=self.use_bounding_box,\n            bounding_box_min=self.bounding_box_min,\n            bounding_box_max=self.bounding_box_max,\n        )\n\n        # possibly\n        # texture the mesh with NeRF and export to a mesh.obj file\n        # and a material and texture file\n        if self.texture_method == \"nerf\":\n            # load the mesh from the tsdf export\n            mesh = get_mesh_from_filename(\n                str(self.output_dir / \"tsdf_mesh.ply\"), target_num_faces=self.target_num_faces\n            )\n            CONSOLE.print(\"Texturing mesh with NeRF\")\n            texture_utils.export_textured_mesh(\n                mesh,\n                pipeline,\n                self.output_dir,\n                px_per_uv_triangle=self.px_per_uv_triangle if self.unwrap_method == \"custom\" else None,\n                unwrap_method=self.unwrap_method,\n                num_pixels_per_side=self.num_pixels_per_side,\n            )\n\n    def _config_override_fn(self, config):\n        if self.foreground_only:\n            config.pipeline.model.render_background = False\n        config.pipeline.datamanager.eval_num_rays_per_batch = self.num_rays_per_chunk\n        config.pipeline.model.eval_num_rays_per_chunk = self.num_rays_per_chunk\n        config.pipeline.model.background_color = self.background_color\n        config.pipeline.model.mask_depth_with_acc = self.mask_depth_with_acc\n        config.pipeline.model.depth_renderer_mode = self.depth_renderer_mode\n        config.pipeline.datamanager.dataparser.object_bounds_extend_ratio = self.object_bounds_extend_ratio\n        return config\n\n    \n@dataclass\nclass ExportPoissonMesh(Exporter):\n    \"\"\"\n    Export a mesh using poisson surface reconstruction.\n    \"\"\"\n\n    num_points: int = 1000000  # TODO: support only sample from the bbox mask\n    \"\"\"Number of points to generate. May result in less if outlier removal is used.\"\"\"\n    remove_outliers: bool = True\n    \"\"\"Remove outliers from the point cloud.\"\"\"\n    depth_output_name: str = \"depth\"\n    \"\"\"Name of the depth output.\"\"\"\n    rgb_output_name: str = \"rgb\"\n    \"\"\"Name of the RGB output.\"\"\"\n    normal_method: Literal[\"open3d\", \"model_output\"] = \"model_output\"\n    \"\"\"Method to estimate normals with.\"\"\"\n    normal_output_name: str = \"normals\"\n    \"\"\"Name of the normal output.\"\"\"\n    save_point_cloud: bool = False\n    \"\"\"Whether to save the point cloud.\"\"\"\n    use_bounding_box: bool = True\n    \"\"\"Only query points within the bounding box\"\"\"\n    bounding_box_min: Tuple[float, float, float] = (-1, -1, -1)\n    \"\"\"Minimum of the bounding box, used if use_bounding_box is True.\"\"\"\n    bounding_box_max: Tuple[float, float, float] = (1, 1, 1)\n    \"\"\"Minimum of the bounding box, used if use_bounding_box is True.\"\"\"\n    use_train_scene_box: bool = False\n    \"\"\"use the tight scene box for training\"\"\"\n    object_bounds_extend_ratio: float = -0.05  # to avoid artifact near to fg bbox\n    num_rays_per_batch: int = 32768\n    \"\"\"Number of rays to evaluate per batch. Decrease if you run out of memory.\"\"\"\n    texture_method: Literal[\"point_cloud\", \"nerf\"] = \"nerf\"\n    \"\"\"Method to texture the mesh with. Either 'point_cloud' or 'nerf'.\"\"\"\n    px_per_uv_triangle: int = 4\n    \"\"\"Number of pixels per UV triangle.\"\"\"\n    unwrap_method: Literal[\"xatlas\", \"custom\"] = \"xatlas\"\n    \"\"\"The method to use for unwrapping the mesh.\"\"\"\n    num_pixels_per_side: int = 2048\n    \"\"\"If using xatlas for unwrapping, the pixels per side of the texture image.\"\"\"\n    target_num_faces: Optional[int] = 50000\n    \"\"\"Target number of faces for the mesh to texture.\"\"\"\n    std_ratio: float = 10.0\n    \"\"\"Threshold based on STD of the average distances across the point cloud to remove outliers.\"\"\"\n    foreground_only: bool = True\n    \"\"\"only render depth & rgb of the foreground field\"\"\"\n\n    def validate_pipeline(self, pipeline: Pipeline) -> None:\n        \"\"\"Check that the pipeline is valid for this exporter.\"\"\"\n        if self.normal_method == \"model_output\":\n            CONSOLE.print(\"Checking that the pipeline has a normal output.\")\n            origins = torch.zeros((1, 3), device=pipeline.device)\n            directions = torch.ones_like(origins)\n            pixel_area = torch.ones_like(origins[..., :1])\n            camera_indices = torch.zeros_like(origins[..., :1])\n            ray_bundle = RayBundle(\n                origins=origins, directions=directions, pixel_area=pixel_area, camera_indices=camera_indices\n            )\n            outputs = pipeline.model(ray_bundle)\n            if self.normal_output_name not in outputs:\n                CONSOLE.print(\n                    f\"[bold yellow]Warning: Normal output '{self.normal_output_name}' not found in pipeline outputs.\"\n                )\n                CONSOLE.print(f\"Available outputs: {list(outputs.keys())}\")\n                CONSOLE.print(\n                    \"[bold yellow]Warning: Please train a model with normals \"\n                    \"(e.g., nerfacto with predicted normals turned on).\"\n                )\n                CONSOLE.print(\"[bold yellow]Warning: Or change --normal-method\")\n                CONSOLE.print(\"[bold yellow]Exiting early.\")\n                sys.exit(1)\n\n    def main(self) -> None:\n        \"\"\"Export mesh\"\"\"\n\n        if not self.output_dir.exists():\n            self.output_dir.mkdir(parents=True)\n\n        _, pipeline, _ = eval_setup(self.load_config,\n                                    config_override_fn=self._config_override_fn)\n        self.validate_pipeline(pipeline)\n        \n        if self.use_train_scene_box:\n            self.use_bounding_box = True\n            aabb = pipeline.datamanager.train_dataset.scene_box.aabb\n            self.bounding_box_min = aabb[0].cpu().numpy()\n            self.bounding_box_max = aabb[1].cpu().numpy()\n            _bbox_str = str(\n                np.stack([self.bounding_box_min, self.bounding_box_max], 0).round(2)\n            )\n            CONSOLE.print(f\"Using training SceneBox for mesh extraction: {_bbox_str}\")\n\n        # Increase the batchsize to speed up the evaluation.\n        pipeline.datamanager.train_pixel_sampler.num_rays_per_batch = self.num_rays_per_batch\n\n        # Whether the normals should be estimated based on the point cloud.\n        estimate_normals = self.normal_method == \"open3d\"\n\n        pcd = generate_point_cloud(\n            pipeline=pipeline,\n            num_points=self.num_points,\n            remove_outliers=self.remove_outliers,\n            estimate_normals=estimate_normals,\n            rgb_output_name=self.rgb_output_name,\n            depth_output_name=self.depth_output_name,\n            normal_output_name=self.normal_output_name if self.normal_method == \"model_output\" else None,\n            use_bounding_box=self.use_bounding_box,\n            bounding_box_min=self.bounding_box_min,\n            bounding_box_max=self.bounding_box_max,\n            std_ratio=self.std_ratio,\n        )\n        torch.cuda.empty_cache()\n        CONSOLE.print(f\"[bold green]:white_check_mark: Generated {pcd}\")\n\n        if self.save_point_cloud:\n            CONSOLE.print(\"Saving Point Cloud...\")\n            o3d.io.write_point_cloud(str(self.output_dir / \"point_cloud.ply\"), pcd)\n            print(\"\\033[A\\033[A\")\n            CONSOLE.print(\"[bold green]:white_check_mark: Saving Point Cloud\")\n\n        CONSOLE.print(\"Computing Mesh... this may take a while.\")\n        mesh, densities = o3d.geometry.TriangleMesh.create_from_point_cloud_poisson(pcd, depth=9)\n        vertices_to_remove = densities < np.quantile(densities, 0.1)\n        mesh.remove_vertices_by_mask(vertices_to_remove)\n        print(\"\\033[A\\033[A\")\n        CONSOLE.print(\"[bold green]:white_check_mark: Computing Mesh\")\n\n        CONSOLE.print(\"Saving Mesh...\")\n        o3d.io.write_triangle_mesh(str(self.output_dir / \"poisson_mesh.ply\"), mesh)\n        print(\"\\033[A\\033[A\")\n        CONSOLE.print(\"[bold green]:white_check_mark: Saving Mesh\")\n\n        # This will texture the mesh with NeRF and export to a mesh.obj file\n        # and a material and texture file\n        if self.texture_method == \"nerf\":\n            # load the mesh from the poisson reconstruction\n            mesh = get_mesh_from_filename(\n                str(self.output_dir / \"poisson_mesh.ply\"), target_num_faces=self.target_num_faces\n            )\n            CONSOLE.print(\"Texturing mesh with NeRF\")\n            texture_utils.export_textured_mesh(\n                mesh,\n                pipeline,\n                self.output_dir,\n                px_per_uv_triangle=self.px_per_uv_triangle if self.unwrap_method == \"custom\" else None,\n                unwrap_method=self.unwrap_method,\n                num_pixels_per_side=self.num_pixels_per_side,\n            )\n\n    def _config_override_fn(self, config):\n        if self.foreground_only:\n            config.pipeline.model.render_background = False\n        config.pipeline.datamanager.dataparser.object_bounds_extend_ratio = self.object_bounds_extend_ratio\n        return config\n\n@dataclass\nclass ExportMarchingCubesMesh(Exporter):\n    \"\"\"\n    NOT YET IMPLEMENTED\n    Export a mesh using marching cubes.\n    \"\"\"\n\n    def main(self) -> None:\n        \"\"\"Export mesh\"\"\"\n        raise NotImplementedError(\"Marching cubes not implemented yet.\")\n\n\nCommands = Union[\n    Annotated[ExportPointCloud, tyro.conf.subcommand(name=\"pointcloud\")],\n    Annotated[ExportTSDFMesh, tyro.conf.subcommand(name=\"tsdf\")],\n    Annotated[ExportPoissonMesh, tyro.conf.subcommand(name=\"poisson\")],\n    Annotated[ExportMarchingCubesMesh, tyro.conf.subcommand(name=\"marching-cubes\")],\n]\n\n\ndef entrypoint():\n    \"\"\"Entrypoint for use with pyproject scripts.\"\"\"\n    tyro.extras.set_accent_color(\"bright_yellow\")\n    tyro.cli(tyro.conf.FlagConversionOff[Commands]).main()\n\n\nif __name__ == \"__main__\":\n    entrypoint()\n\n# For sphinx docs\nget_parser_fn = lambda: tyro.extras.get_parser(Commands)  # noqa\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/extract_mesh.py",
    "content": "#!/usr/bin/env python\n\"\"\"\neval.py\n\"\"\"\nfrom __future__ import annotations\n\nfrom copy import deepcopy\nfrom dataclasses import dataclass, field\nfrom functools import partial\nfrom pathlib import Path\nfrom typing import Literal, Optional, Tuple\n\nimport igl\nimport numpy as np\nimport open3d as o3d\nimport pymeshlab\nimport torch\nimport tyro\nfrom rich.console import Console\nfrom scipy import cluster\n\nimport os\nimport sys\nsys.path.append(os.path.dirname(os.path.dirname(os.path.abspath(__file__))))\n\nfrom nerfstudio.exporter import texture_utils\nfrom nerfstudio.exporter.exporter_utils import get_mesh_from_filename\nfrom nerfstudio.exporter.mesh_culling_utils import MeshCuller, MeshCullerConfig\nfrom nerfstudio.utils.eval_utils import eval_setup\nfrom nerfstudio.utils.marching_cubes import get_surface_occupancy, get_surface_sliding\n\nCONSOLE = Console(width=120)\n\n\n@dataclass\nclass ExtractMesh:\n    \"\"\"Load a checkpoint, run marching cubes, extract mesh, and save it to a ply file.\"\"\"\n\n    load_config: Path\n    \"\"\"Path to config YAML file.\"\"\"\n    resolution: int = 1024\n    \"\"\"Marching cube resolution.\"\"\"\n    output_path: Path = Path(\"output.ply\")\n    \"\"\"Name of the output file.\"\"\"\n    simplify_mesh: bool = False\n    \"\"\"Whether to simplify the mesh.\"\"\"\n    is_occupancy: bool = False\n    \"\"\"extract the mesh using occupancy field (unisurf) or SDF, default sdf\"\"\"\n    chunk_size: int = 100000\n    \"\"\"sdf query chunk size\"\"\"\n    store_float16: bool = False\n    \"\"\"store intermediate results in float16\"\"\"\n\n    use_train_scene_box: bool = False\n    \"\"\"read DataParser's SceneBox as bonding box\"\"\"\n    train_scene_box_extend_ratio: float = 0.0\n    \"\"\"override dataparser config\"\"\"\n    train_scene_box_extend_ground_plane_only: bool = False\n    \"\"\"override dataparser config\"\"\"\n    bounding_box_min: Tuple[float, float, float] = (-1.0, -1.0, -1.0)\n    \"\"\"Minimum of the bounding box.\"\"\"\n    bounding_box_max: Tuple[float, float, float] = (1.0, 1.0, 1.0)\n    \"\"\"Maximum of the bounding box.\"\"\"\n\n    seg_aware_sdf: bool = False\n    \"\"\"Rectify raw sdf values based on the corresponding segmentation results\"\"\"\n    mesh_culling_enabled: bool = False\n    \"\"\"joint segementation rendering and mesh culling\"\"\"\n    mesh_culling: MeshCullerConfig = field(default_factory=MeshCullerConfig)\n    \"\"\"config for mesh culling\"\"\"\n    remove_non_maximum_connected_components: bool = False\n    \"\"\"delete non-maximum connected components in the produces mesh\"\"\"\n\n    remove_internal_geometry: Optional[Literal[\"meshlab\", \"igl\"]] = None\n    \"\"\"remove internal mesh geometry with ambient occlusion\"\"\"\n\n    close_holes: bool = False\n    max_hole_size: int = 1000\n    simplify_mesh_final: bool = False\n    target_face_num: int = 1000000\n\n    extract_texture: bool = False\n    \"\"\"extract texture with NeRF\"\"\"\n    target_num_faces: Optional[int] = None\n    \"\"\"Target number of faces for the mesh to texture.\"\"\"\n    px_per_uv_triangle: int = 4\n    \"\"\"Number of pixels per UV triangle.\"\"\"\n    unwrap_method: Literal[\"xatlas\", \"custom\"] = \"xatlas\"\n    \"\"\"The method to use for unwrapping the mesh.\"\"\"\n    num_pixels_per_side: int = 2048\n    \"\"\"If using xatlas for unwrapping, the pixels per side of the texture image.\"\"\"\n\n    # override original config fields\n    load_dir: Optional[Path] = None\n    downsample_ptcd: int = 1000\n    feature_seg_knn: int = 10\n    feature_seg_dist_weighted_avg: bool = False\n    feature_seg_separate_bg_plane: bool = False\n\n    def main(self) -> None:\n        \"\"\"Main function.\"\"\"\n        assert str(self.output_path)[-4:] == \".ply\"\n        self.output_path.parent.mkdir(parents=True, exist_ok=True)\n        output_path = self.output_path\n\n        _, pipeline, _ = eval_setup(self.load_config, cache_images=False, config_override_fn=self._config_override_fn)\n        if self.use_train_scene_box:\n            aabb = pipeline.datamanager.train_dataset.scene_box.aabb\n            self.bounding_box_min = aabb[0].cpu().numpy()\n            self.bounding_box_max = aabb[1].cpu().numpy()\n            _bbox_str = str(np.stack([self.bounding_box_min, self.bounding_box_max], 0).round(2))\n            CONSOLE.print(f\"Using training SceneBox for mesh extraction: {_bbox_str}\")\n\n        CONSOLE.print(\"Extract mesh with marching cubes and may take a while\")\n\n        if self.is_occupancy:\n            assert not self.seg_aware_sdf\n            # for unisurf\n            get_surface_occupancy(\n                occupancy_fn=lambda x: torch.sigmoid(\n                    10 * pipeline.model.field.forward_geonetwork(x)[:, 0].contiguous()\n                ),\n                resolution=self.resolution,\n                bounding_box_min=self.bounding_box_min,\n                bounding_box_max=self.bounding_box_max,\n                level=0.5,\n                device=pipeline.model.device,\n                output_path=self.output_path,\n                chunk_size=self.chunk_size,\n            )\n        else:\n            # assert self.resolution % 256 == 0\n            # for sdf we can multi-scale extraction.\n            get_surface_sliding(\n                sdf=partial(self.extract_sdf, pipeline),\n                resolution=self.resolution,\n                bounding_box_min=self.bounding_box_min,\n                bounding_box_max=self.bounding_box_max,\n                coarse_mask=pipeline.model.scene_box.coarse_binary_gird,\n                output_path=self.output_path,\n                simplify_mesh=self.simplify_mesh,\n                chunk_size=self.chunk_size,\n                store_float16=self.store_float16,\n            )\n\n        if self.mesh_culling_enabled:\n            mesh_culler: MeshCuller = self.mesh_culling.setup()\n            mesh = get_mesh_from_filename(str(self.output_path), target_num_faces=None)\n            output_path = self.output_path.parent / (self.output_path.stem + \"_culled\" + self.output_path.suffix)\n            output_path = mesh_culler.main(mesh, pipeline, output_path)\n\n        output_path = self._remove_internal_geometry(output_path)\n        output_path = self._remove_isolated_components(output_path)\n        output_path = self._fix_mesh(output_path)\n\n        if self.extract_texture:\n            textured_mesh_dir = self._extract_texture(pipeline, output_path)\n\n    def extract_sdf(self, pipeline, x):\n        if self.seg_aware_sdf:\n            sdf_val = pipeline.model.seg_aware_sdf(x)\n        else:\n            sdf_val = pipeline.model.field.forward_geonetwork(x)\n        return sdf_val[:, 0].contiguous()\n\n    def _remove_internal_geometry(self, output_path: Path) -> Path:\n        if self.remove_internal_geometry is None:\n            return output_path\n        elif self.remove_internal_geometry == \"meshlab\":\n            return self._remove_internal_geometry_meshlab(output_path)\n        elif self.remove_internal_geometry == \"igl\":\n            return self._remove_internal_geometry_igl(output_path)\n        else:\n            raise ValueError(f\"Unknown method: {self.remove_internal_geometry}\")\n\n    def _remove_internal_geometry_igl(\n        self, output_path: Path, n_samples: int = 512, min_visible_ratio: float = 0.01\n    ) -> Path:\n        new_output_path = output_path.parent / (output_path.stem + \"_internal-removed\" + output_path.suffix)\n        v, f = igl.read_triangle_mesh(str(output_path))\n        n = igl.per_vertex_normals(v, f)\n        ao = igl.ambient_occlusion(v, f, v, n, n_samples)\n        face_ao = np.sum(ao[f], axis=1) / 3.0  # 1.0 if fully occluded, 0.0 if fully visible\n        face_vis_ratio = 1.0 - face_ao\n        nv, nf = v, f[face_vis_ratio >= min_visible_ratio]\n        n_faces_removed = len(f) - len(nf)\n        CONSOLE.print(\n            f\"Mesh internal geometry removed w. igl (AO, #faces_removed={n_faces_removed}) and saved: {new_output_path}\"\n        )\n        igl.write_triangle_mesh(str(new_output_path), nv, nf, force_ascii=False)\n\n    def _remove_internal_geometry_meshlab(self, output_path: Path) -> Path:\n        new_output_path = output_path.parent / (output_path.stem + \"_internal-removed\" + output_path.suffix)\n        ms = pymeshlab.MeshSet()\n        ms.load_new_mesh(str(output_path))\n        ms.compute_scalar_ambient_occlusion(\n            occmode=\"per-Vertex\", dirbias=0, reqviews=1024, usegpu=True, depthtexsize=512\n        )\n        ms.compute_selection_by_condition_per_vertex(condselect=\"(q < 0.01)\")\n        ms.meshing_remove_selected_vertices()\n        ms.meshing_remove_null_faces()\n        ms.save_current_mesh(str(new_output_path), save_face_color=False)\n        CONSOLE.print(f\"Mesh internal geometry removed w. meshlab (AO) and saved: {new_output_path}\")\n        return new_output_path\n\n    def _remove_isolated_components(self, output_path: Path) -> Path:\n        \"\"\"remove internal isolated geometries caused by hash encoding and insufficent regularization of\n        internal regions.\n        \"\"\"\n        if not self.remove_non_maximum_connected_components:\n            return output_path\n\n        CONSOLE.print(\"Extracting maximumally-connected components...\")\n        isolation_removed_path = output_path.parent / (output_path.stem + \"_max-component\" + output_path.suffix)\n        # ms = pymeshlab.MeshSet()\n        # ms.load_new_mesh(str(output_path))\n        # CONSOLE.print('Removing non-maximumally-connected components...')\n        # ms = ms.generate_splitting_by_connected_components()[0]  # This is too slow\n        mesh = o3d.io.read_triangle_mesh(str(output_path))\n        with o3d.utility.VerbosityContextManager(o3d.utility.VerbosityLevel.Debug) as cm:\n            triangle_clusters, cluster_n_triangles, cluster_area = mesh.cluster_connected_triangles()\n        triangle_clusters = np.asarray(triangle_clusters)  # (n_triangles, )\n        cluster_n_triangles = np.asarray(cluster_n_triangles)  # (n_clusters, )\n        triangles_to_remove = triangle_clusters != cluster_n_triangles.argmax()\n        mesh.remove_triangles_by_mask(triangles_to_remove)\n        o3d.io.write_triangle_mesh(str(isolation_removed_path), mesh)\n        CONSOLE.print(f\"Maximally-connected mesh saved: {isolation_removed_path}\")\n        return isolation_removed_path\n\n    def _fix_mesh(self, output_path: Path) -> Path:\n        if not (self.close_holes or self.simplify_mesh):\n            return output_path\n\n        ms = pymeshlab.MeshSet()\n        ms.load_new_mesh(str(output_path))\n\n        # close holes\n        if self.close_holes:\n            output_path = output_path.parent / (output_path.stem + \"_hole-closed\" + output_path.suffix)\n            ms.meshing_close_holes(maxholesize=self.max_hole_size)\n            CONSOLE.print(f\"Mesh Hole-closed w/ max hole size = {self.max_hole_size}\")\n\n        # simplify mesh\n        if self.simplify_mesh_final:\n            output_path = output_path.parent / (output_path.stem + \"_simplified\" + output_path.suffix)\n            ms.meshing_decimation_quadric_edge_collapse(targetfacenum=self.target_face_num)\n            CONSOLE.print(f\"Remeshing donw w/ targetfacenum = {self.target_face_num}\")\n\n        ms.save_current_mesh(str(output_path), save_face_color=False)\n        CONSOLE.print(f\"Fixed mesh saved: {output_path}\")\n        return output_path\n\n    def _extract_texture(self, pipeline, mesh_path: Path) -> Path:\n        mesh = get_mesh_from_filename(str(mesh_path), target_num_faces=None)\n        CONSOLE.print(\"Texturing mesh with NeRF\")\n\n        output_dir = mesh_path.parent / (mesh_path.stem + \"_textured\")\n        texture_utils.export_textured_mesh(\n            mesh,\n            pipeline,\n            output_dir,\n            px_per_uv_triangle=self.px_per_uv_triangle if self.unwrap_method == \"custom\" else None,\n            unwrap_method=self.unwrap_method,\n            num_pixels_per_side=self.num_pixels_per_side,\n        )\n        return output_dir\n\n    def _config_override_fn(self, config):  # TODO: make optional\n        \"\"\"override config fields manually\"\"\"\n        if self.load_dir is not None:\n            config.trainer.load_dir = self.load_dir\n\n        if self.use_train_scene_box:\n            config.pipeline.datamanager.dataparser.object_bounds_extend_ratio = self.train_scene_box_extend_ratio\n            config.pipeline.datamanager.dataparser.extend_ground_plane_only = (\n                self.train_scene_box_extend_ground_plane_only\n            )\n\n        if hasattr(config.pipeline.model, \"feature_seg_field\"):\n            config.pipeline.model.feature_seg_field.knn = self.feature_seg_knn\n            config.pipeline.model.feature_seg_field.distance_weighted_average = self.feature_seg_dist_weighted_avg\n            config.pipeline.model.feature_seg_field.separate_bg_plane = self.feature_seg_separate_bg_plane\n\n        config.pipeline.datamanager.dataparser.downsample_ptcd = self.downsample_ptcd\n        return config\n\n\ndef entrypoint():\n    \"\"\"Entrypoint for use with pyproject scripts.\"\"\"\n    tyro.extras.set_accent_color(\"bright_yellow\")\n    tyro.cli(tyro.conf.FlagConversionOff[ExtractMesh]).main()\n\n\nif __name__ == \"__main__\":\n    entrypoint()\n\n\n# For sphinx docs\nget_parser_fn = lambda: tyro.extras.get_parser(ExtractMesh)  # noqa\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/extract_volume.py",
    "content": "#!/usr/bin/env python\n\"\"\"\nExtract volumes and save them as .mrc files.\n\"\"\"\nfrom dataclasses import dataclass\nfrom functools import partial\nfrom pathlib import Path\nfrom typing import Optional, Tuple\n\nimport mrcfile\nimport numpy as np\nimport torch\nimport tyro\nfrom rich.console import Console\nfrom tqdm import tqdm\nfrom typing_extensions import Literal\n\nfrom nerfstudio.utils.eval_utils import eval_setup\n\nCONSOLE = Console(width=120)\n\n\n@dataclass\nclass ExtractVolume:\n    \"\"\"Load a checkpoint, extract volume data, and save it to a mrc file.\"\"\"\n\n    load_config: Path\n    \"\"\"Path to config YAML file.\"\"\"\n    resolution: int = 512\n    dynamic_resolution: bool = True\n    output_path: Path = Path(\"volume_data.mrc\")\n    side_chunk_size: int = 128\n    volume_type: Literal[\"sdf\", \"density\", \"segmentation\"] = \"sdf\"\n    # TODO: support feature volume extraction (after PCA)\n    use_train_scene_box: bool = True\n    bounding_box_min: Tuple[float, float, float] = (-1.0, -1.0, -1.0)\n    bounding_box_max: Tuple[float, float, float] = (1.0, 1.0, 1.0)\n    seg_aware_sdf: bool = True\n\n    # TODO: support config override (manually override for now)\n    downsample_ptcd: int = 1000\n    feature_seg_knn: int = 10\n    feature_seg_dist_weighted_avg: bool = False\n    feature_seg_separate_bg_plane: bool = False\n\n    def main(self) -> None:\n        assert self.output_path.suffix == \".mrc\"\n        self.output_path.parent.mkdir(parents=True, exist_ok=True)\n\n        _, pipeline, _ = eval_setup(self.load_config, cache_images=False, config_override_fn=self._config_override_fn)\n        if self.use_train_scene_box:\n            aabb = pipeline.datamanager.train_dataset.scene_box.aabb\n            self.bounding_box_min = aabb[0].cpu().numpy()\n            self.bounding_box_max = aabb[1].cpu().numpy()\n            _bbox_str = str(np.stack([self.bounding_box_min, self.bounding_box_max], 0).round(2))\n            CONSOLE.print(f\"Using training SceneBox for mesh extraction: {_bbox_str}\")\n\n        CONSOLE.print(\"Extract mesh with marching cubes and may take a while\")\n\n        volume_extractor = partial(\n            extract_volume,\n            resolution=self.resolution,\n            dynamic_resolution=self.dynamic_resolution,\n            bounding_box_min=self.bounding_box_min,\n            bounding_box_max=self.bounding_box_max,\n            output_path=self.output_path,\n            side_chunk_size=self.side_chunk_size,\n        )\n        if self.volume_type == \"density\":\n            raise NotImplementedError\n        elif self.volume_type == \"sdf\":\n            self.extract_sdf_volume(pipeline, volume_extractor)\n        elif self.volume_type == \"segmentation\":\n            self.extract_seg_volume(pipeline, volume_extractor)\n        else:\n            raise ValueError(f\"Unknown volume_type: {self.volume_type}\")\n\n    def _config_override_fn(self, config):\n        \"\"\"override config fields manually\"\"\"\n        if hasattr(config.pipeline.model, \"feature_seg_field\"):\n            config.pipeline.model.feature_seg_field.knn = self.feature_seg_knn\n            config.pipeline.model.feature_seg_field.distance_weighted_average = self.feature_seg_dist_weighted_avg\n            config.pipeline.model.feature_seg_field.separate_bg_plane = self.feature_seg_separate_bg_plane\n        config.pipeline.datamanager.dataparser.downsample_ptcd = self.downsample_ptcd\n        return config\n\n    def extract_seg_volume(self, pipeline, volume_extractor):\n        seg_fn = pipeline.model.query_seg_field\n        return volume_extractor(seg_fn, volume_type=\"segmentation\")\n\n    def extract_sdf_volume(self, pipeline, volume_extractor):\n        if self.seg_aware_sdf:\n            sdf_fn = pipeline.model.seg_aware_sdf\n        else:\n\n            def sdf_fn(x):\n                return pipeline.model.field.forward_geonetwork(x)[:, [0]]\n\n        return volume_extractor(sdf_fn, volume_type=\"sdf\")\n\n\n@torch.no_grad()\ndef extract_volume(\n    field_fn,  # fn: (n, 3) -> (n, 1)\n    resolution=512,  # resolution of the longest side\n    dynamic_resolution=False,\n    bounding_box_min=(-1.0, -1.0, -1.0),\n    bounding_box_max=(1.0, 1.0, 1.0),\n    output_path: Optional[Path] = None,\n    side_chunk_size: int = 128,\n    volume_type: Literal[\"sdf\", \"density\", \"segmentation\"] = \"sdf\",\n):\n    N = side_chunk_size\n\n    grid_min, grid_max = bounding_box_min, bounding_box_max\n    # dynamically scale resolution of each dimension w.r.t. bb size\n    side_lengths = grid_max - grid_min\n    if dynamic_resolution:\n        resolutions = np.round(side_lengths / side_lengths.max() * resolution).astype(int)\n    else:\n        resolutions = [\n            resolution,\n        ] * 3\n\n    X = torch.linspace(grid_min[0], grid_max[0], resolutions[0]).cuda().split(N)\n    Y = torch.linspace(grid_min[1], grid_max[1], resolutions[1]).cuda().split(N)\n    Z = torch.linspace(grid_min[2], grid_max[2], resolutions[2]).cuda().split(N)\n    n_chunks = len(X) * len(Y) * len(Z)\n    volume = np.zeros(resolutions, dtype=np.float32)\n\n    # FIXME: the generated coords are incorrect? (compare the dumped volume with MC mesh)\n    with tqdm(total=n_chunks, desc=\"Chunked volume extraction\") as pbar:\n        for xi, xs in enumerate(X):\n            for yi, ys in enumerate(Y):\n                for zi, zs in enumerate(Z):\n                    xx, yy, zz = torch.meshgrid(xs, ys, zs, indexing=\"ij\")\n                    pts = torch.cat([xx.reshape(-1, 1), yy.reshape(-1, 1), zz.reshape(-1, 1)], dim=-1)\n                    # val = query_func(pts).reshape(len(xs), len(ys), len(zs)).detach().cpu().numpy()\n                    field_val = field_fn(pts).detach().cpu().numpy()\n                    field_val = field_val.reshape(len(xs), len(ys), len(zs))\n                    volume[xi * N : xi * N + len(xs), yi * N : yi * N + len(ys), zi * N : zi * N + len(zs)] = field_val\n                    pbar.update(1)\n\n    # Save volume as .mrc\n    # pad the border of the extracted volume\n    mrc_volume = postprocess_volume_for_mrc(volume, volume_type)\n\n    if output_path is not None:\n        with mrcfile.new_mmap(str(output_path), overwrite=True, shape=mrc_volume.shape, mrc_mode=2) as mrc:\n            mrc.data[:] = mrc_volume\n        CONSOLE.print(f\".mrc volume saved: {output_path}\")\n\n    return volume\n\n\ndef postprocess_volume_for_mrc(volume, volume_type):\n    resolutions = volume.shape\n    pads, resos = [int(10 * r / 256) for r in resolutions], resolutions\n\n    volume, pad_val = compute_volume_and_pad_val(volume, volume_type)\n    padded_volume_sizes = [r + 2 * pad for r, pad in zip(resos, pads)]\n    padded_volume = np.full(padded_volume_sizes, pad_val, dtype=float)\n    padded_volume[pads[0] : -pads[0], pads[1] : -pads[1], pads[2] : -pads[2]] = volume\n    return padded_volume\n\n\ndef compute_volume_and_pad_val(volume: np.ndarray, volume_type: str):\n    if volume_type == \"sdf\":  # chimerax donnot support sdf, so we transform it into \"density-alike\"\n        pad_val = -np.abs(volume).max() * 2\n        volume = -volume\n    elif volume_type == \"density\":\n        pad_val = np.abs(volume).max() * 2\n        volume = volume\n    elif volume_type == \"segmentation\":  # assume fg:1 | bg:0\n        pad_val = 0\n        volume = volume\n    else:\n        raise ValueError(f\"Unknown volume_type: {volume_type}\")\n    return volume, pad_val\n\n\ndef entrypoint():\n    \"\"\"Entrypoint for use with pyproject scripts.\"\"\"\n    tyro.extras.set_accent_color(\"bright_yellow\")\n    tyro.cli(tyro.conf.FlagConversionOff[ExtractVolume]).main()\n\n\nif __name__ == \"__main__\":\n    entrypoint()\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/generate_kitti360_trainsplit.py",
    "content": "\"\"\"\ngenerate kitti360 train split\n\"\"\"\n\nimport os\nfrom pathlib import Path\nimport numpy as np\n\n\ntrain_split = [\n    # seq, start, end\n    (0, 347, 450),\n    (0, 3540, 3665),\n    (0, 3820, 3937),\n    (0, 6190, 6290),\n    (0, 7840, 7940),\n    (2, 5950, 6050),\n    (2, 7490, 7595),\n    (2, 8065, 8165),\n    (4, 135, 212),\n    (4, 382, 482),\n    (4, 1385, 1486),\n    (4, 1741, 1843),\n    (5, 1130, 1240),\n    (5, 1928, 2035),\n]\n\ndistance_interval_min = 0.8\n\nout_dir = Path(\"tmp_data/kitti360_trainsplit/\")\nout_dir.mkdir(exist_ok=True, parents=True)\n\nall_distances = []\n\nfor scene_id, (seq, first_frame, last_frame) in enumerate(train_split):\n    pose_file = Path(\n        f\"/home/yuzh/mnt/mlcloud/Projects/download/KITTI-360/data_poses/2013_05_28_drive_{seq:04d}_sync/poses.txt\"\n    )\n    poses = np.loadtxt(pose_file)\n    pose_prev = None\n    acc_dis = 0\n    test_frame_dis_pre = None\n    distances = [0]\n    frames = []\n\n    # go through all frames of this window\n    for frame in range(first_frame, last_frame + 1):\n        if not frame in list(poses[:, 0]):\n            continue\n        frames.append(frame)\n        pose_i = poses[poses[:, 0] == frame, 1:].reshape(3, 4)\n        if frame == first_frame:\n            pose_prev = pose_i\n        else:\n            dis = np.linalg.norm(pose_i[:3, 3] - pose_prev[:3, 3])\n            distances.append(dis)\n            all_distances.append(dis)\n            pose_prev = pose_i\n            acc_dis += dis\n\n    # if car drives faster than average speed\n    distance_interval = max(distance_interval_min, np.mean(distances) - 0.5)\n\n    buffer_distances = distance_interval * 10\n    cum_distances = np.cumsum(distances)\n    acc_dis_k = 0\n    test_frames = []\n    train_frames = []\n    selected_frames = []\n    selected_distances = []\n    for k, frame in enumerate(frames):\n        acc_dis_k += distances[k]\n        # if acc_dis_k>10 and acc_dis_k<acc_dis-10:\n        if True:\n            if len(selected_frames) == 0:\n                selected_frames.append(frame)\n                selected_distances.append(acc_dis_k)\n                test_frame_dis_pre = acc_dis_k\n            else:\n                if acc_dis_k - test_frame_dis_pre < distance_interval:\n                    continue\n                else:\n                    selected_frames.append(frame)\n                    selected_distances.append(acc_dis_k)\n                    test_frame_dis_pre = acc_dis_k\n\n    test_frames = [\n        f\n        for l, f in enumerate(selected_frames)\n        if l % 2 == 1 and selected_distances[l] > 20 and selected_distances[l] < acc_dis - 20\n    ]\n    train_frames = [f for l, f in enumerate(selected_frames) if l % 2 == 0]\n\n    print(\"Train:\", train_frames)\n    print(\"Test:\", test_frames)\n\n    train_image_dir = out_dir / Path(f\"train_{scene_id:02d}\")\n    train_image_dir.mkdir(exist_ok=True)\n\n    test_image_dir = out_dir / Path(f\"test_{scene_id:02d}\")\n    test_image_dir.mkdir(exist_ok=True)\n\n    train_list_file = out_dir / Path(f\"train_{scene_id:02d}.txt\")\n    test_list_file = out_dir / Path(f\"test_{scene_id:02d}.txt\")\n\n    for image_dir, list_file, frames in [\n        (train_image_dir, train_list_file, train_frames),\n        (test_image_dir, test_list_file, test_frames),\n    ]:\n        with open(list_file, \"w\", encoding=\"utf8\") as f:\n            for frame in frames:\n                f.write(f\"2013_05_28_drive_{seq:04d}_sync/image_00/data_rect/{frame:010d}.png\\n\")\n                image_dir_i = image_dir / f\"2013_05_28_drive_{seq:04d}_sync\" / \"image_00\" / \"data_rect\"\n                image_dir_i.mkdir(exist_ok=True, parents=True)\n                cmd = f\"cp /home/yuzh/mnt/mlcloud/Projects/download/KITTI-360/KITTI-360/data_2d_raw/2013_05_28_drive_{seq:04d}_sync/image_00/data_rect/{frame:010d}.png {image_dir_i}\"\n                print(cmd)\n                os.system(cmd)\n\n                image_dir_i = image_dir / f\"2013_05_28_drive_{seq:04d}_sync\" / \"image_01\" / \"data_rect\"\n                image_dir_i.mkdir(exist_ok=True, parents=True)\n                cmd = f\"cp /home/yuzh/mnt/mlcloud/Projects/download/KITTI-360/KITTI-360/data_2d_raw/2013_05_28_drive_{seq:04d}_sync/image_01/data_rect/{frame:010d}.png {image_dir_i}\"\n                print(cmd)\n                os.system(cmd)\n\nprint(\"Average distance %f\" % np.mean(all_distances))\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/github/__init__.py",
    "content": ""
  },
  {
    "path": "AutoReconForDens3R/scripts/github/run_actions.py",
    "content": "#!/usr/bin/env python\n\"\"\"Simple yaml debugger\"\"\"\nimport subprocess\nimport sys\n\nimport tyro\nimport yaml\nfrom rich.console import Console\nfrom rich.style import Style\n\nCONSOLE = Console(width=120)\n\nLOCAL_TESTS = [\"Run license checks\", \"Run isort\", \"Run Black\", \"Python Pylint\", \"Test with pytest\"]\n\n\ndef run_command(command: str, continue_on_fail: bool = False) -> bool:\n    \"\"\"Run a command kill actions if it fails\n\n    Args:\n        command: command to run\n        continue_on_fail: whether to continue running commands if the current one fails.\n    \"\"\"\n    ret_code = subprocess.call(command, shell=True)\n    if ret_code != 0:\n        CONSOLE.print(f\"[bold red]Error: `{command}` failed.\")\n        if not continue_on_fail:\n            sys.exit(1)\n    return ret_code == 0\n\n\ndef run_github_actions_file(filename: str, continue_on_fail: bool = False):\n    \"\"\"Run a github actions file locally.\n\n    Args:\n        filename: Which yml github actions file to run.\n        continue_on_fail: Whether or not to continue running actions commands if the current one fails\n    \"\"\"\n    with open(filename, \"rb\") as f:\n        my_dict = yaml.safe_load(f)\n    steps = my_dict[\"jobs\"][\"build\"][\"steps\"]\n\n    success = True\n\n    for step in steps:\n        if \"name\" in step and step[\"name\"] in LOCAL_TESTS:\n            compressed = step[\"run\"].replace(\"\\n\", \";\").replace(\"\\\\\", \"\")\n            compressed = compressed.replace(\"--check\", \"\")\n            curr_command = f\"{compressed}\"\n\n            CONSOLE.line()\n            CONSOLE.rule(f\"[bold green]Running: {curr_command}\")\n            success = success and run_command(curr_command, continue_on_fail=continue_on_fail)\n        else:\n            skip_name = step[\"name\"] if \"name\" in step else step[\"uses\"]\n            CONSOLE.print(f\"Skipping {skip_name}\")\n\n    # Add checks for building documentation\n    CONSOLE.line()\n    CONSOLE.rule(\"[bold green]Adding notebook documentation metadata\")\n    success = success and run_command(\"python scripts/docs/add_nb_tags.py\", continue_on_fail=continue_on_fail)\n    CONSOLE.line()\n    CONSOLE.rule(\"[bold green]Building Documentation\")\n    success = success and run_command(\"cd docs/; make html SPHINXOPTS='-W;'\", continue_on_fail=continue_on_fail)\n\n    if success:\n        CONSOLE.line()\n        CONSOLE.rule(characters=\"=\")\n        CONSOLE.print(\"[bold green]:TADA: :TADA: :TADA: ALL CHECKS PASSED :TADA: :TADA: :TADA:\", justify=\"center\")\n        CONSOLE.rule(characters=\"=\")\n    else:\n        CONSOLE.line()\n        CONSOLE.rule(characters=\"=\", style=Style(color=\"red\"))\n        CONSOLE.print(\"[bold red]:skull: :skull: :skull: ERRORS FOUND :skull: :skull: :skull:\", justify=\"center\")\n        CONSOLE.rule(characters=\"=\", style=Style(color=\"red\"))\n\n\ndef run_code_checks(continue_on_fail: bool = False):\n    \"\"\"Run a github actions file locally.\n\n    Args:\n        continue_on_fail: Whether or not to continue running actions commands if the current one fails\n    \"\"\"\n    # core code checks\n    run_github_actions_file(filename=\".github/workflows/core_code_checks.yml\", continue_on_fail=continue_on_fail)\n    # viewer build and deployment\n    # run_github_actions_file(filename=\".github/workflows/viewer_build_deploy.yml\", continue_on_fail=continue_on_fail)\n\n\ndef entrypoint():\n    \"\"\"Entrypoint for use with pyproject scripts.\"\"\"\n    tyro.extras.set_accent_color(\"bright_yellow\")\n    tyro.cli(run_code_checks)\n\n\nif __name__ == \"__main__\":\n    entrypoint()\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/heritage_to_nerfstudio.py",
    "content": "#!/usr/bin/env python\n\"\"\"Convert ETH3D to NerfStudio data format\"\"\"\n\nimport json\nimport os\nfrom enum import Enum\nfrom pathlib import Path\n\nimport cv2\nimport numpy as np\nimport pyrender\nimport torch\nimport trimesh\nimport yaml\nfrom tqdm import tqdm\n\n# from nerfstudio.utils import colmap_utils\nfrom nerfstudio.data.utils import colmap_utils\nfrom nerfstudio.model_components.ray_samplers import save_points\n\nos.environ[\"PYOPENGL_PLATFORM\"] = \"egl\"\n\n\nclass CameraModel(Enum):\n    \"\"\"Enum for camera types.\"\"\"\n\n    OPENCV = \"OPENCV\"\n    OPENCV_FISHEYE = \"OPENCV_FISHEYE\"\n\n\nCAMERA_MODELS = {\n    \"perspective\": CameraModel.OPENCV,\n    \"fisheye\": CameraModel.OPENCV_FISHEYE,\n}\n\npalette = np.random.randint(0, 255, size=(200, 3))\n# palette = np.arange(0, 200).reshape(-1, 1)  # .expand((200, 3))\n\npalette = np.array(palette)\n\n\ndef show_result(seg):\n\n    color_seg = np.zeros((seg.shape[0], seg.shape[1], 3), dtype=np.uint8)\n    for label, color in enumerate(palette):\n        color_seg[seg == label, :] = color\n    # convert to BGR\n    color_seg = color_seg[..., ::-1]\n    return color_seg\n\n\nclass Renderer:\n    def __init__(self, height=480, width=640):\n        self.renderer = pyrender.OffscreenRenderer(width, height)\n        self.scene = pyrender.Scene()\n        self.render_flags = pyrender.RenderFlags.SKIP_CULL_FACES\n\n    def __call__(self, height, width, intrinsics, pose, mesh):\n        self.renderer.viewport_height = height\n        self.renderer.viewport_width = width\n        self.scene.clear()\n        self.scene.add(mesh)\n        cam = pyrender.IntrinsicsCamera(\n            cx=intrinsics[0, 2], cy=intrinsics[1, 2], fx=intrinsics[0, 0], fy=intrinsics[1, 1]\n        )\n        self.scene.add(cam, pose=self.fix_pose(pose))\n        # flags = pyrender.constants.RenderFlags.OFFSCREEN\n        return self.renderer.render(self.scene, flags=self.render_flags)\n\n    def fix_pose(self, pose):\n        # 3D Rotation about the x-axis.\n        t = np.pi\n        c = np.cos(t)\n        s = np.sin(t)\n        R = np.array([[1, 0, 0], [0, c, -s], [0, s, c]])\n        axis_transform = np.eye(4)\n        axis_transform[:3, :3] = R\n        return pose @ axis_transform\n\n    def mesh_opengl(self, mesh):\n        return pyrender.Mesh.from_trimesh(mesh)\n\n    def delete(self):\n        self.renderer.delete()\n\n\ndef colmap_to_json(\n    scene_path: Path,\n    sfm: Path,\n    camera_model: CameraModel,\n) -> int:\n    \"\"\"Converts COLMAP's cameras.bin and images.bin to a JSON file.\n\n    Args:\n        cameras_path: Path to the cameras.bin file.\n        images_path: Path to the images.bin file.\n        output_dir: Path to the output directory.\n        camera_model: Camera model used.\n\n    Returns:\n        The number of registered images.\n    \"\"\"\n    cameras_path = scene_path / sfm / \"cameras.bin\"\n    images_path = scene_path / sfm / \"images.bin\"\n    points_path = scene_path / sfm / \"points3D.bin\"\n    config_path = scene_path / \"config.yaml\"\n\n    with open(config_path, \"r\") as yamlfile:\n        scene_config = yaml.load(yamlfile, Loader=yaml.FullLoader)\n\n    radius = scene_config[\"radius\"]\n    origin = np.array(scene_config[\"origin\"]).reshape(1, 3)\n\n    cams = colmap_utils.read_cameras_binary(cameras_path)\n    imgs = colmap_utils.read_images_binary(images_path)\n    pts3d = colmap_utils.read_points3d_binary(points_path)\n\n    # pts3d_array = np.array([pts3d[p_id].xyz for p_id in pts3d])\n    # error_array = np.array([pts3d[p_id].error for p_id in pts3d])\n\n    # key point depth\n    pts3d_array = torch.ones(max(pts3d.keys()) + 1, 4)\n    error_array = torch.ones(max(pts3d.keys()) + 1, 1)\n    for pts_id, pts in tqdm(pts3d.items()):\n        pts3d_array[pts_id, :3] = torch.from_numpy(pts.xyz)\n        error_array[pts_id, 0] = torch.from_numpy(pts.error)\n\n    points_ori = []\n    min_track_length = scene_config[\"min_track_length\"]\n    for id, p in pts3d.items():\n        if p.point2D_idxs.shape[0] > min_track_length:\n            points_ori.append(p.xyz)\n    points_ori = np.array(points_ori)\n    save_points(\"nori_3.ply\", points_ori)\n\n    points_ori -= origin\n    print(points_ori.shape)\n\n    # expand and quantify\n    points_ori = torch.from_numpy(points_ori)\n    offset = torch.linspace(-1, 1.0, 3)\n    offset_cube = torch.meshgrid(offset, offset, offset)\n    offset_cube = torch.stack(offset_cube, dim=-1).reshape(-1, 3)\n\n    voxel_size = scene_config[\"voxel_size\"]\n    offset_cube *= voxel_size  # voxel size\n    expand_points = points_ori[:, None, :] + offset_cube[None]\n    expand_points = expand_points.reshape(-1, 3)\n    save_points(\"expand_points.ply\", expand_points.numpy())\n\n    # filter\n    # filter out points out of [-1, 1]\n    mask = torch.prod((expand_points > -radius), axis=-1, dtype=torch.bool) & torch.prod(\n        (expand_points < radius), axis=-1, dtype=torch.bool\n    )\n    filtered_points = expand_points[mask]\n    save_points(\"filtered_points.ply\", filtered_points.numpy())\n\n    grid_size = 32\n    voxel_size = 2 * radius / grid_size\n    quantified_points = torch.floor(((filtered_points / radius) + 1.0) * grid_size // 2)\n\n    index = quantified_points[:, 0] + quantified_points[:, 1] * grid_size + quantified_points[:, 2] * grid_size**2\n\n    offset = torch.linspace(-radius + voxel_size / 2.0, radius - voxel_size / 2.0, grid_size)\n    z, y, x = torch.meshgrid(offset, offset, offset, indexing=\"xy\")\n    offset_cube = torch.stack([x, z, y], dim=-1).reshape(-1, 3)\n\n    mask = torch.zeros(grid_size**3, dtype=torch.bool)\n    mask[index.long()] = True\n\n    points_valid = offset_cube[mask]\n    save_points(\"quantified_points.ply\", points_valid.numpy())\n    # breakpoint()\n\n    \"\"\"\n    xyz_world = np.array([pts3d[p_id].xyz for p_id in pts3d])\n    xyz_world_error = np.array([pts3d[p_id].error for p_id in pts3d])\n    xyz_world = xyz_world[xyz_world_error < 0.2]\n    sfm2gt = np.array(scene_config[\"sfm2gt\"])\n    xyz_world = xyz_world @ sfm2gt[:3, :3].T + sfm2gt[:3, 3:].T\n    save_points(\"pp.ply\", xyz_world)\n    \"\"\"\n\n    mesh = trimesh.creation.icosphere(5, radius=radius)\n    mesh.vertices = mesh.vertices + np.array(scene_config[\"origin\"]).reshape(1, 3)\n\n    meshes = []\n    for p in points_valid:\n        box = trimesh.creation.box(extents=(voxel_size, voxel_size, voxel_size))\n        box.vertices = box.vertices + origin + p.numpy().reshape(-1, 3)\n        meshes.append(box)\n\n    mesh = trimesh.util.concatenate(meshes)\n    mesh.export(\"box.ply\")\n\n    \"\"\"\n    vertices = mesh.vertices @ sfm2gt[:3, :3].T + sfm2gt[:3, 3:].T\n    save_points(\"sphere.ply\", vertices)\n    \"\"\"\n\n    # print(cameras)\n    poses = []\n    fxs = []\n    fys = []\n    cxs = []\n    cys = []\n    image_filenames = []\n    mask_filenames = []\n    masks = []\n\n    data = scene_path\n\n    for _id, cam in cams.items():\n        img = imgs[_id]\n\n        assert cam.model == \"PINHOLE\", \"Only pinhole (perspective) camera model is supported at the moment\"\n\n        pose = torch.cat([torch.tensor(img.qvec2rotmat()), torch.tensor(img.tvec.reshape(3, 1))], dim=1)\n        pose = torch.cat([pose, torch.tensor([[0.0, 0.0, 0.0, 1.0]])], dim=0)\n        poses.append(torch.linalg.inv(pose))\n        fxs.append(torch.tensor(cam.params[0]))\n        fys.append(torch.tensor(cam.params[1]))\n        cxs.append(torch.tensor(cam.params[2]))\n        cys.append(torch.tensor(cam.params[3]))\n\n        image_filenames.append(data / \"dense/images\" / img.name)\n        mask_filenames.append(data / \"semantic_maps\" / img.name.replace(\".jpg\", \".npz\"))\n\n        # visualize pts3d for each image\n        valid_3d_mask = img.point3D_ids != -1\n        point3d_ids = img.point3D_ids[valid_3d_mask]\n        img_p3d = pts3d_array[point3d_ids]\n        img_err = error_array[point3d_ids]\n\n        # img_p3d = img_p3d[img_err[:, 0] < torch.median(img_err)]\n        save_points(f\"W/{_id}_nof.ply\", img_p3d.cpu().numpy()[:, :3])\n\n        # render bounding sphere mask\n        renderer = Renderer()\n        mesh_opengl = renderer.mesh_opengl(mesh)\n\n        intrinsic = np.eye(4)\n        intrinsic[0, 0] = cam.params[0]\n        intrinsic[1, 1] = cam.params[1]\n        intrinsic[0, 2] = cam.params[2]\n        intrinsic[1, 2] = cam.params[3]\n\n        H = cam.height\n        W = cam.width\n        pose = poses[-1].cpu().numpy()\n\n        _, depth_pred = renderer(H, W, intrinsic, pose, mesh_opengl)\n        print(intrinsic)\n        print(pose)\n        print(depth_pred.min(), depth_pred.max())\n        renderer.delete()\n\n        mask = np.load(mask_filenames[-1])[\"arr_0\"]\n        semantic_image = show_result(mask)\n\n        # ['person', 'car', 'bicycle', 'minibike'] with id [12, 20,127,116]\n        # ['sky'] = 2\n        # new mask [80, 83, 43, 41, 115, 110]\n        semantic_ids_to_skip = [12, 20, 127, 116]  # + [80, 83, 43, 41, 115, 110]  # + [2]\n        mask = np.stack([mask != semantic_id for semantic_id in semantic_ids_to_skip])  # + mask2\n\n        mask = mask.all(axis=0)\n\n        rgb_img = cv2.imread(str(image_filenames[-1]))\n        print(rgb_img.shape, mask.shape, H, W)\n        if rgb_img.shape[0] != H and rgb_img.shape[1] != W:\n            print(\"warning\")\n            continue\n        rgb_img_masked_semantic = rgb_img * mask[..., None]\n\n        depth_mask = depth_pred > 0.0001\n        rgb_img_masked = rgb_img * depth_mask[..., None]\n\n        mask = depth_mask & mask\n\n        rgb_img = rgb_img * mask[..., None]\n        image = np.concatenate((rgb_img, rgb_img_masked_semantic, semantic_image, rgb_img_masked), axis=1)\n\n        # cv2.imshow(\"ssdf\", image)\n        # cv2.waitKey(0)\n\n        # write mask\n        (scene_path / \"masks\").mkdir(exist_ok=True, parents=False)\n        np.save(scene_path / \"masks\" / img.name.replace(\".jpg\", \".npy\"), mask)\n\n\nscene_path = Path(\"data/Heritage-Recon/brandenburg_gate/\")\nscene_path = Path(\"data/Heritage-Recon/lincoln_memorial/\")\nscene_path = Path(\"data/Heritage-Recon/pantheon_exterior/\")\n# scene_path = Path(\"data/Heritage-Recon/palacio_de_bellas_artes/\")\n\n# sfm = \"neuralsfm\"\nsfm = \"dense/sparse\"\n\ncolmap_to_json(\n    scene_path=scene_path,\n    sfm=sfm,\n    camera_model=CameraModel.OPENCV,\n)\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/licensing/copyright.txt",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/licensing/license_headers.sh",
    "content": "#!/bin/bash\n\nVALID_ARGS=$(getopt -o c --long check -- \"$@\")\n\neval set -- \"$VALID_ARGS\"\ncheck=false\nwhile [ : ]; do\n  case \"$1\" in\n    -c | --check)\n        check=true\n        shift\n        ;;\n    --) shift;\n        break \n        ;;\n  esac\ndone\n\ncheck_failed=false\nadded_headers=false\nfor i in $(find nerfstudio/ -name '*.py');\ndo\n  if ! grep -q Copyright $i\n  then\n    if [ \"$check\" = true ];\n      then\n        echo \"$i missing copyright header\"\n        check_failed=true\n      else\n        cat scripts/licensing/copyright.txt $i >$i.new && mv $i.new $i\n        echo \"Adding license header to $i.\"\n      fi\n    added_headers=true\n  fi\ndone\n\nif [ \"$check_failed\" = true ];\n  then\n    echo \"Run '.scripts/licensing/license_headers.sh to add missing headers.'\"\n    exit 1\nfi\n\nif [ \"$added_headers\" = false ];\n  then\n    echo \"No missing license headers found.\"\nfi\n\nexit 0"
  },
  {
    "path": "AutoReconForDens3R/scripts/preprocess/preprocess_neus_pose.py",
    "content": "\nfrom typing import Literal, Optional\nfrom dataclasses import dataclass\nfrom pathlib import Path\nfrom typing import Tuple\nfrom functools import partial\nfrom copy import deepcopy\nfrom scipy import cluster\n\nimport torch\nimport tyro\nimport pymeshlab\nimport numpy as np\nimport open3d as o3d\nfrom rich.console import Console\n\n\nCONSOLE = Console()\n\n\n@dataclass\nclass PreprocessNeusPose:\n    data_root: Path  # e.g., /data/haotong/0013_01_0075\n    camera_filename: str = \"cameras_sphere.npz\"\n    image_dirname: str = \"image\"\n    fg_aabb_extend_ratio: float = 0.15\n    \n    def main(self):\n        \"\"\" transform neus poses w/ additional fg bbox annotation to the autorecon format \"\"\"\n        self.camera_path = self.data_root / self.camera_filename\n        self.save_camera_path = self.data_root / \"cameras_norm-obj-side-2.0.npz\"\n        self.save_object_path = self.data_root / \"objects_norm-obj-side-2.0.npz\"\n        self.image_dir = self.data_root / self.image_dirname\n        image_paths = list((self.data_root / self.image_dirname).iterdir())\n        _suffix = image_paths[0].suffix\n        assert all([p.suffix == _suffix for p in image_paths])\n        self.n_images =  len(image_paths)\n        \n        # load camera dict\n        camera_dict = self.load_camera_dict()\n        \n        # renormalize scene\n        \n        # save camera dict & object dict\n    \n    def load_camera_dict(self):\n        camera_dict = np.load(self.camera_path)\n        scale_mats = [camera_dict[f\"scale_mat_{idx}\"].astype(np.float32) for idx in range(self.n_images)]\n        world_mats = [camera_dict[f\"world_mat_{idx}\"].astype(np.float32) for idx in range(self.n_images)]\n        fg_aabb = camera_dict[\"bbox\"]  # (2, 3), [min, max]\n        return {\n            'scale_mats': scale_mats, 'world_mats': world_mats, 'fg_aabb': fg_aabb\n        }\n\n    def renormalize_scene(self, camera_dict):\n        \"\"\"\n        extend the fg_aabb w/ a ratio and normalize it into a unit-cube\n        \n        the fg aabb is inaccurate whatsoever...\n        \"\"\"\n        pass\n\n    def _parse_images_from_camera_dict(self):\n        \"\"\"Parse images from camera dict, which is useful when there are too many frames.\n        \"\"\"\n        camera_dict = np.load(self.camera_path)\n        suffix = next(self.image_dir.iterdir()).suffix\n        _sorted_img_keys = sorted([k for k in camera_dict.keys() if 'image_name' in k],\n                                  key=lambda x: int(x.split('_')[-1]))\n        image_paths = [(self.image_dir / camera_dict[k]).with_suffix(suffix) for k in _sorted_img_keys]\n        assert all(map(lambda x: x.exists(), image_paths)), 'Some images are missing!'\n        return image_paths\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/process_data.py",
    "content": "#!/usr/bin/env python\n\"\"\"Processes a video or image sequence to a nerfstudio compatible dataset.\"\"\"\n\n\nimport json\nimport sys\nimport zipfile\nfrom dataclasses import dataclass\nfrom pathlib import Path\nfrom typing import Union\n\nimport numpy as np\nimport tyro\nfrom rich.console import Console\nfrom typing_extensions import Annotated, Literal\n\nfrom nerfstudio.process_data import (\n    colmap_utils,\n    hloc_utils,\n    insta360_utils,\n    metashape_utils,\n    polycam_utils,\n    process_data_utils,\n    record3d_utils,\n)\nfrom nerfstudio.process_data.process_data_utils import CAMERA_MODELS\nfrom nerfstudio.utils import install_checks\n\nCONSOLE = Console(width=120)\n\n\n@dataclass\nclass ProcessImages:\n    \"\"\"Process images into a nerfstudio dataset.\n\n    This script does the following:\n\n    1. Scales images to a specified size.\n    2. Calculates the camera poses for each image using `COLMAP <https://colmap.github.io/>`_.\n    \"\"\"\n\n    data: Path\n    \"\"\"Path the data, either a video file or a directory of images.\"\"\"\n    output_dir: Path\n    \"\"\"Path to the output directory.\"\"\"\n    camera_type: Literal[\"perspective\", \"fisheye\"] = \"perspective\"\n    \"\"\"Camera model to use.\"\"\"\n    matching_method: Literal[\"exhaustive\", \"sequential\", \"vocab_tree\"] = \"vocab_tree\"\n    \"\"\"Feature matching method to use. Vocab tree is recommended for a balance of speed and\n        accuracy. Exhaustive is slower but more accurate. Sequential is faster but should only be used for videos.\"\"\"\n    sfm_tool: Literal[\"any\", \"colmap\", \"hloc\"] = \"any\"\n    \"\"\"Structure from motion tool to use. Colmap will use sift features, hloc can use many modern methods\n       such as superpoint features and superglue matcher\"\"\"\n    feature_type: Literal[\n        \"any\",\n        \"sift\",\n        \"superpoint\",\n        \"superpoint_aachen\",\n        \"superpoint_max\",\n        \"superpoint_inloc\",\n        \"r2d2\",\n        \"d2net-ss\",\n        \"sosnet\",\n        \"disk\",\n    ] = \"any\"\n    \"\"\"Type of feature to use.\"\"\"\n    matcher_type: Literal[\n        \"any\", \"NN\", \"superglue\", \"superglue-fast\", \"NN-superpoint\", \"NN-ratio\", \"NN-mutual\", \"adalam\"\n    ] = \"any\"\n    \"\"\"Matching algorithm.\"\"\"\n    num_downscales: int = 3\n    \"\"\"Number of times to downscale the images. Downscales by 2 each time. For example a value of 3\n        will downscale the images by 2x, 4x, and 8x.\"\"\"\n    skip_colmap: bool = False\n    \"\"\"If True, skips COLMAP and generates transforms.json if possible.\"\"\"\n    colmap_cmd: str = \"colmap\"\n    \"\"\"How to call the COLMAP executable.\"\"\"\n    gpu: bool = True\n    \"\"\"If True, use GPU.\"\"\"\n    verbose: bool = False\n    \"\"\"If True, print extra logging.\"\"\"\n\n    def main(self) -> None:\n        \"\"\"Process images into a nerfstudio dataset.\"\"\"\n        install_checks.check_ffmpeg_installed()\n        install_checks.check_colmap_installed()\n\n        self.output_dir.mkdir(parents=True, exist_ok=True)\n        image_dir = self.output_dir / \"images\"\n        image_dir.mkdir(parents=True, exist_ok=True)\n\n        summary_log = []\n\n        # Copy images to output directory\n        num_frames = process_data_utils.copy_images(self.data, image_dir=image_dir, verbose=self.verbose)\n        summary_log.append(f\"Starting with {num_frames} images\")\n\n        # Downscale images\n        summary_log.append(process_data_utils.downscale_images(image_dir, self.num_downscales, verbose=self.verbose))\n\n        # Run COLMAP\n        colmap_dir = self.output_dir / \"colmap\"\n        if not self.skip_colmap:\n            colmap_dir.mkdir(parents=True, exist_ok=True)\n\n            (sfm_tool, feature_type, matcher_type) = process_data_utils.find_tool_feature_matcher_combination(\n                self.sfm_tool, self.feature_type, self.matcher_type\n            )\n\n            if sfm_tool == \"colmap\":\n                colmap_utils.run_colmap(\n                    image_dir=image_dir,\n                    colmap_dir=colmap_dir,\n                    camera_model=CAMERA_MODELS[self.camera_type],\n                    gpu=self.gpu,\n                    verbose=self.verbose,\n                    matching_method=self.matching_method,\n                    colmap_cmd=self.colmap_cmd,\n                )\n            elif sfm_tool == \"hloc\":\n                hloc_utils.run_hloc(\n                    image_dir=image_dir,\n                    colmap_dir=colmap_dir,\n                    camera_model=CAMERA_MODELS[self.camera_type],\n                    verbose=self.verbose,\n                    matching_method=self.matching_method,\n                    feature_type=feature_type,\n                    matcher_type=matcher_type,\n                )\n            else:\n                CONSOLE.log(\"[bold red]Invalid combination of sfm_tool, feature_type, and matcher_type, exiting\")\n                sys.exit(1)\n\n        # Save transforms.json\n        if (colmap_dir / \"sparse\" / \"0\" / \"cameras.bin\").exists():\n            with CONSOLE.status(\"[bold yellow]Saving results to transforms.json\", spinner=\"balloon\"):\n                num_matched_frames = colmap_utils.colmap_to_json(\n                    cameras_path=colmap_dir / \"sparse\" / \"0\" / \"cameras.bin\",\n                    images_path=colmap_dir / \"sparse\" / \"0\" / \"images.bin\",\n                    output_dir=self.output_dir,\n                    camera_model=CAMERA_MODELS[self.camera_type],\n                )\n                summary_log.append(f\"Colmap matched {num_matched_frames} images\")\n            summary_log.append(colmap_utils.get_matching_summary(num_frames, num_matched_frames))\n        else:\n            CONSOLE.log(\"[bold yellow]Warning: could not find existing COLMAP results. Not generating transforms.json\")\n\n        CONSOLE.rule(\"[bold green]:tada: :tada: :tada: All DONE :tada: :tada: :tada:\")\n\n        for summary in summary_log:\n            CONSOLE.print(summary, justify=\"center\")\n        CONSOLE.rule()\n\n\n@dataclass\nclass ProcessVideo:\n    \"\"\"Process videos into a nerfstudio dataset.\n\n    This script does the following:\n\n    1. Converts the video into images.\n    2. Scales images to a specified size.\n    3. Calculates the camera poses for each image using `COLMAP <https://colmap.github.io/>`_.\n    \"\"\"\n\n    data: Path\n    \"\"\"Path the data, either a video file or a directory of images.\"\"\"\n    output_dir: Path\n    \"\"\"Path to the output directory.\"\"\"\n    num_frames_target: int = 300\n    \"\"\"Target number of frames to use for the dataset, results may not be exact.\"\"\"\n    camera_type: Literal[\"perspective\", \"fisheye\"] = \"perspective\"\n    \"\"\"Camera model to use.\"\"\"\n    matching_method: Literal[\"exhaustive\", \"sequential\", \"vocab_tree\"] = \"vocab_tree\"\n    \"\"\"Feature matching method to use. Vocab tree is recommended for a balance of speed and\n        accuracy. Exhaustive is slower but more accurate. Sequential is faster but should only be used for videos.\"\"\"\n    sfm_tool: Literal[\"any\", \"colmap\", \"hloc\"] = \"any\"\n    \"\"\"Structure from motion tool to use. Colmap will use sift features, hloc can use many modern methods\n       such as superpoint features and superglue matcher\"\"\"\n    feature_type: Literal[\n        \"any\",\n        \"sift\",\n        \"superpoint\",\n        \"superpoint_aachen\",\n        \"superpoint_max\",\n        \"superpoint_inloc\",\n        \"r2d2\",\n        \"d2net-ss\",\n        \"sosnet\",\n        \"disk\",\n    ] = \"any\"\n    \"\"\"Type of feature to use.\"\"\"\n    matcher_type: Literal[\n        \"any\", \"NN\", \"superglue\", \"superglue-fast\", \"NN-superpoint\", \"NN-ratio\", \"NN-mutual\", \"adalam\"\n    ] = \"any\"\n    \"\"\"Matching algorithm.\"\"\"\n    num_downscales: int = 3\n    \"\"\"Number of times to downscale the images. Downscales by 2 each time. For example a value of 3\n        will downscale the images by 2x, 4x, and 8x.\"\"\"\n    skip_colmap: bool = False\n    \"\"\"If True, skips COLMAP and generates transforms.json if possible.\"\"\"\n    colmap_cmd: str = \"colmap\"\n    \"\"\"How to call the COLMAP executable.\"\"\"\n    gpu: bool = True\n    \"\"\"If True, use GPU.\"\"\"\n    verbose: bool = False\n    \"\"\"If True, print extra logging.\"\"\"\n\n    def main(self) -> None:\n        \"\"\"Process video into a nerfstudio dataset.\"\"\"\n        install_checks.check_ffmpeg_installed()\n        install_checks.check_colmap_installed()\n\n        self.output_dir.mkdir(parents=True, exist_ok=True)\n        image_dir = self.output_dir / \"images\"\n        image_dir.mkdir(parents=True, exist_ok=True)\n\n        # Convert video to images\n        summary_log, num_extracted_frames = process_data_utils.convert_video_to_images(\n            self.data, image_dir=image_dir, num_frames_target=self.num_frames_target, verbose=self.verbose\n        )\n\n        # Downscale images\n        summary_log.append(process_data_utils.downscale_images(image_dir, self.num_downscales, verbose=self.verbose))\n\n        # Run Colmap\n        colmap_dir = self.output_dir / \"colmap\"\n        if not self.skip_colmap:\n            colmap_dir.mkdir(parents=True, exist_ok=True)\n\n            (sfm_tool, feature_type, matcher_type) = process_data_utils.find_tool_feature_matcher_combination(\n                self.sfm_tool, self.feature_type, self.matcher_type\n            )\n\n            if sfm_tool == \"colmap\":\n                colmap_utils.run_colmap(\n                    image_dir=image_dir,\n                    colmap_dir=colmap_dir,\n                    camera_model=CAMERA_MODELS[self.camera_type],\n                    gpu=self.gpu,\n                    verbose=self.verbose,\n                    matching_method=self.matching_method,\n                    colmap_cmd=self.colmap_cmd,\n                )\n            elif sfm_tool == \"hloc\":\n                hloc_utils.run_hloc(\n                    image_dir=image_dir,\n                    colmap_dir=colmap_dir,\n                    camera_model=CAMERA_MODELS[self.camera_type],\n                    verbose=self.verbose,\n                    matching_method=self.matching_method,\n                    feature_type=feature_type,\n                    matcher_type=matcher_type,\n                )\n            else:\n                CONSOLE.log(\"[bold red]Invalid combination of sfm_tool, feature_type, and matcher_type, exiting\")\n                sys.exit(1)\n\n        # Save transforms.json\n        if (colmap_dir / \"sparse\" / \"0\" / \"cameras.bin\").exists():\n            with CONSOLE.status(\"[bold yellow]Saving results to transforms.json\", spinner=\"balloon\"):\n                num_matched_frames = colmap_utils.colmap_to_json(\n                    cameras_path=colmap_dir / \"sparse\" / \"0\" / \"cameras.bin\",\n                    images_path=colmap_dir / \"sparse\" / \"0\" / \"images.bin\",\n                    output_dir=self.output_dir,\n                    camera_model=CAMERA_MODELS[self.camera_type],\n                )\n                summary_log.append(f\"Colmap matched {num_matched_frames} images\")\n            summary_log.append(colmap_utils.get_matching_summary(num_extracted_frames, num_matched_frames))\n        else:\n            CONSOLE.log(\"[bold yellow]Warning: could not find existing COLMAP results. Not generating transforms.json\")\n\n        CONSOLE.rule(\"[bold green]:tada: :tada: :tada: All DONE :tada: :tada: :tada:\")\n\n        for summary in summary_log:\n            CONSOLE.print(summary, justify=\"center\")\n        CONSOLE.rule()\n\n\n@dataclass\nclass ProcessInsta360:\n    \"\"\"Process Insta360 videos into a nerfstudio dataset. Currently this uses a center crop of the raw data\n    so data at the extreme edges of the video will be lost.\n\n    Expects data from a 2 camera Insta360, single or >2 camera models will not work.\n    (tested with Insta360 One X2)\n\n    This script does the following:\n\n    1. Converts the videos into images.\n    2. Scales images to a specified size.\n    3. Calculates the camera poses for each image using `COLMAP <https://colmap.github.io/>`_.\n    \"\"\"\n\n    data: Path\n    \"\"\"Path the data, It should be one of the 3 .insv files saved with each capture (Any work).\"\"\"\n    output_dir: Path\n    \"\"\"Path to the output directory.\"\"\"\n    num_frames_target: int = 400\n    \"\"\"Target number of frames to use for the dataset, results may not be exact.\"\"\"\n    matching_method: Literal[\"exhaustive\", \"sequential\", \"vocab_tree\"] = \"vocab_tree\"\n    \"\"\"Feature matching method to use. Vocab tree is recommended for a balance of speed and\n        accuracy. Exhaustive is slower but more accurate. Sequential is faster but should only be used for videos.\"\"\"\n    num_downscales: int = 3\n    \"\"\"Number of times to downscale the images. Downscales by 2 each time. For example a value of 3\n        will downscale the images by 2x, 4x, and 8x.\"\"\"\n    skip_colmap: bool = False\n    \"\"\"If True, skips COLMAP and generates transforms.json if possible.\"\"\"\n    colmap_cmd: str = \"colmap\"\n    \"\"\"How to call the COLMAP executable.\"\"\"\n    gpu: bool = True\n    \"\"\"If True, use GPU.\"\"\"\n    verbose: bool = False\n    \"\"\"If True, print extra logging.\"\"\"\n\n    def main(self) -> None:\n        \"\"\"Process video into a nerfstudio dataset.\"\"\"\n        install_checks.check_ffmpeg_installed()\n        install_checks.check_colmap_installed()\n\n        self.output_dir.mkdir(parents=True, exist_ok=True)\n        image_dir = self.output_dir / \"images\"\n        image_dir.mkdir(parents=True, exist_ok=True)\n\n        filename_back, filename_front = insta360_utils.get_insta360_filenames(self.data)\n\n        if not filename_back.exists():\n            raise FileNotFoundError(f\"Could not find {filename_back}\")\n\n        ffprobe_cmd = f\"ffprobe -v quiet -print_format json -show_streams -select_streams v:0 {filename_back}\"\n\n        ffprobe_output = process_data_utils.run_command(ffprobe_cmd)\n\n        assert ffprobe_output is not None\n        ffprobe_decoded = json.loads(ffprobe_output)\n\n        width, height = ffprobe_decoded[\"streams\"][0][\"width\"], ffprobe_decoded[\"streams\"][0][\"height\"]\n\n        summary_log, num_extracted_frames = [], 0\n\n        if width / height == 1:\n            if not filename_front.exists():\n                raise FileNotFoundError(f\"Could not find {filename_front}\")\n            # Convert video to images\n            summary_log, num_extracted_frames = insta360_utils.convert_insta360_to_images(\n                video_front=filename_front,\n                video_back=filename_back,\n                image_dir=image_dir,\n                num_frames_target=self.num_frames_target,\n                verbose=self.verbose,\n            )\n        else:\n            summary_log, num_extracted_frames = insta360_utils.convert_insta360_single_file_to_images(\n                video=filename_back,\n                image_dir=image_dir,\n                num_frames_target=self.num_frames_target,\n                verbose=self.verbose,\n            )\n\n        # Downscale images\n        summary_log.append(process_data_utils.downscale_images(image_dir, self.num_downscales, verbose=self.verbose))\n\n        # Run Colmap\n        colmap_dir = self.output_dir / \"colmap\"\n        if not self.skip_colmap:\n            colmap_dir.mkdir(parents=True, exist_ok=True)\n\n            colmap_utils.run_colmap(\n                image_dir=image_dir,\n                colmap_dir=colmap_dir,\n                camera_model=CAMERA_MODELS[\"fisheye\"],\n                gpu=self.gpu,\n                verbose=self.verbose,\n                matching_method=self.matching_method,\n                colmap_cmd=self.colmap_cmd,\n            )\n\n        # Save transforms.json\n        if (colmap_dir / \"sparse\" / \"0\" / \"cameras.bin\").exists():\n            with CONSOLE.status(\"[bold yellow]Saving results to transforms.json\", spinner=\"balloon\"):\n                num_matched_frames = colmap_utils.colmap_to_json(\n                    cameras_path=colmap_dir / \"sparse\" / \"0\" / \"cameras.bin\",\n                    images_path=colmap_dir / \"sparse\" / \"0\" / \"images.bin\",\n                    output_dir=self.output_dir,\n                    camera_model=CAMERA_MODELS[\"fisheye\"],\n                )\n                summary_log.append(f\"Colmap matched {num_matched_frames} images\")\n            summary_log.append(colmap_utils.get_matching_summary(num_extracted_frames, num_matched_frames))\n        else:\n            CONSOLE.log(\"[bold yellow]Warning: could not find existing COLMAP results. Not generating transforms.json\")\n\n        CONSOLE.rule(\"[bold green]:tada: :tada: :tada: All DONE :tada: :tada: :tada:\")\n\n        for summary in summary_log:\n            CONSOLE.print(summary, justify=\"center\")\n        CONSOLE.rule()\n\n\n@dataclass\nclass ProcessRecord3D:\n    \"\"\"Process Record3D data into a nerfstudio dataset.\n\n    This script does the following:\n\n    1. Scales images to a specified size.\n    2. Converts Record3D poses into the nerfstudio format.\n    \"\"\"\n\n    data: Path\n    \"\"\"Path to the record3D data.\"\"\"\n    output_dir: Path\n    \"\"\"Path to the output directory.\"\"\"\n    num_downscales: int = 3\n    \"\"\"Number of times to downscale the images. Downscales by 2 each time. For example a value of 3\n        will downscale the images by 2x, 4x, and 8x.\"\"\"\n    max_dataset_size: int = 300\n    \"\"\"Max number of images to train on. If the dataset has more, images will be sampled approximately evenly. If -1,\n    use all images.\"\"\"\n\n    verbose: bool = False\n    \"\"\"If True, print extra logging.\"\"\"\n\n    def main(self) -> None:\n        \"\"\"Process images into a nerfstudio dataset.\"\"\"\n\n        self.output_dir.mkdir(parents=True, exist_ok=True)\n        image_dir = self.output_dir / \"images\"\n        image_dir.mkdir(parents=True, exist_ok=True)\n\n        summary_log = []\n\n        record3d_image_dir = self.data / \"rgb\"\n\n        if not record3d_image_dir.exists():\n            raise ValueError(f\"Image directory {record3d_image_dir} doesn't exist\")\n\n        record3d_image_filenames = []\n        for f in record3d_image_dir.iterdir():\n            if f.stem.isdigit():  # removes possible duplicate images (for example, 123(3).jpg)\n                if f.suffix.lower() in [\".jpg\", \".jpeg\", \".png\", \".tif\", \".tiff\"]:\n                    record3d_image_filenames.append(f)\n\n        record3d_image_filenames = sorted(record3d_image_filenames, key=lambda fn: int(fn.stem))\n        num_images = len(record3d_image_filenames)\n        idx = np.arange(num_images)\n        if self.max_dataset_size != -1 and num_images > self.max_dataset_size:\n            idx = np.round(np.linspace(0, num_images - 1, self.max_dataset_size)).astype(int)\n\n        record3d_image_filenames = list(np.array(record3d_image_filenames)[idx])\n        # Copy images to output directory\n        copied_image_paths = process_data_utils.copy_images_list(\n            record3d_image_filenames, image_dir=image_dir, verbose=self.verbose\n        )\n        num_frames = len(copied_image_paths)\n\n        copied_image_paths = [Path(\"images/\" + copied_image_path.name) for copied_image_path in copied_image_paths]\n        summary_log.append(f\"Used {num_frames} images out of {num_images} total\")\n        if self.max_dataset_size > 0:\n            summary_log.append(\n                \"To change the size of the dataset add the argument --max_dataset_size to larger than the \"\n                f\"current value ({self.max_dataset_size}), or -1 to use all images.\"\n            )\n\n        # Downscale images\n        summary_log.append(process_data_utils.downscale_images(image_dir, self.num_downscales, verbose=self.verbose))\n\n        metadata_path = self.data / \"metadata.json\"\n        record3d_utils.record3d_to_json(copied_image_paths, metadata_path, self.output_dir, indices=idx)\n        CONSOLE.rule(\"[bold green]:tada: :tada: :tada: All DONE :tada: :tada: :tada:\")\n\n        for summary in summary_log:\n            CONSOLE.print(summary, justify=\"center\")\n        CONSOLE.rule()\n\n\n@dataclass\nclass ProcessPolycam:\n    \"\"\"Process Polycam data into a nerfstudio dataset.\n\n    To capture data, use the Polycam app on an iPhone or iPad with LiDAR. The capture must be in LiDAR or ROOM mode.\n    Developer mode must be enabled in the app settings, this will enable a raw data export option in the export menus.\n    The exported data folder is used as the input to this script.\n\n    This script does the following:\n\n    1. Scales images to a specified size.\n    2. Converts Polycam poses into the nerfstudio format.\n    \"\"\"\n\n    data: Path\n    \"\"\"Path the polycam export data folder. Can be .zip file or folder.\"\"\"\n    output_dir: Path\n    \"\"\"Path to the output directory.\"\"\"\n    num_downscales: int = 3\n    \"\"\"Number of times to downscale the images. Downscales by 2 each time. For example a value of 3\n        will downscale the images by 2x, 4x, and 8x.\"\"\"\n    use_uncorrected_images: bool = False\n    \"\"\"If True, use the raw images from the polycam export. If False, use the corrected images.\"\"\"\n    max_dataset_size: int = 600\n    \"\"\"Max number of images to train on. If the dataset has more, images will be sampled approximately evenly. If -1,\n    use all images.\"\"\"\n    min_blur_score: float = 25\n    \"\"\"Minimum blur score to use an image. If the blur score is below this value, the image will be skipped.\"\"\"\n    crop_border_pixels: int = 15\n    \"\"\"Number of pixels to crop from each border of the image. Useful as borders may be black due to undistortion.\"\"\"\n    use_depth: bool = False\n\n    verbose: bool = False\n    \"\"\"If True, print extra logging.\"\"\"\n\n    def main(self) -> None:\n        \"\"\"Process images into a nerfstudio dataset.\"\"\"\n\n        self.output_dir.mkdir(parents=True, exist_ok=True)\n        image_dir = self.output_dir / \"images\"\n        image_dir.mkdir(parents=True, exist_ok=True)\n        if self.use_depth:\n            depth_dir = self.output_dir / \"depths\"\n            depth_dir.mkdir(parents=True, exist_ok=True)\n\n        summary_log = []\n\n        if self.data.suffix == \".zip\":\n            with zipfile.ZipFile(self.data, \"r\") as zip_ref:\n                zip_ref.extractall(self.output_dir)\n                extracted_folder = zip_ref.namelist()[0].split(\"/\")[0]\n            self.data = self.output_dir / extracted_folder\n\n        if (self.data / \"keyframes\" / \"corrected_images\").exists() and not self.use_uncorrected_images:\n            polycam_image_dir = self.data / \"keyframes\" / \"corrected_images\"\n            polycam_cameras_dir = self.data / \"keyframes\" / \"corrected_cameras\"\n        else:\n            polycam_image_dir = self.data / \"keyframes\" / \"images\"\n            polycam_cameras_dir = self.data / \"keyframes\" / \"cameras\"\n            self.crop_border_pixels = 0\n            if not self.use_uncorrected_images:\n                CONSOLE.print(\"[bold yellow]Corrected images not found, using raw images.\")\n\n        if not polycam_image_dir.exists():\n            raise ValueError(f\"Image directory {polycam_image_dir} doesn't exist\")\n\n        # Copy images to output directory\n\n        polycam_image_filenames = []\n        for f in polycam_image_dir.iterdir():\n            if f.suffix.lower() in [\".jpg\", \".jpeg\", \".png\", \".tif\", \".tiff\"]:\n                polycam_image_filenames.append(f)\n        polycam_image_filenames = sorted(polycam_image_filenames, key=lambda fn: int(fn.stem))\n        num_images = len(polycam_image_filenames)\n        idx = np.arange(num_images)\n        if self.max_dataset_size != -1 and num_images > self.max_dataset_size:\n            idx = np.round(np.linspace(0, num_images - 1, self.max_dataset_size)).astype(int)\n\n        polycam_image_filenames = list(np.array(polycam_image_filenames)[idx])\n        # Copy images to output directory\n        copied_image_paths = process_data_utils.copy_images_list(\n            polycam_image_filenames,\n            image_dir=image_dir,\n            crop_border_pixels=self.crop_border_pixels,\n            verbose=self.verbose,\n        )\n        # Copy depth images to output directory\n\n        if self.use_depth:\n            polycam_depth_filenames = []\n            polycam_depth_dir = self.data / \"keyframes\" / \"depth\"\n            for f in polycam_depth_dir.iterdir():\n                if f.suffix.lower() in [\".jpg\", \".jpeg\", \".png\", \".tif\", \".tiff\"]:\n                    polycam_depth_filenames.append(f)\n            polycam_depth_filenames = sorted(polycam_depth_filenames, key=lambda fn: int(fn.stem))\n            polycam_depth_filenames = list(np.array(polycam_depth_filenames)[idx])\n\n            copied_depth_paths = process_data_utils.copy_images_list(\n                polycam_depth_filenames,\n                image_dir=depth_dir,\n                verbose=self.verbose,\n            )\n        num_frames = len(copied_image_paths)\n\n        copied_image_paths = [Path(\"images/\" + copied_image_path.name) for copied_image_path in copied_image_paths]\n\n        if self.max_dataset_size > 0 and num_frames != num_images:\n            summary_log.append(f\"Started with {num_frames} images out of {num_images} total\")\n            summary_log.append(\n                \"To change the size of the dataset add the argument --max_dataset_size to larger than the \"\n                f\"current value ({self.max_dataset_size}), or -1 to use all images.\"\n            )\n        else:\n            summary_log.append(f\"Started with {num_frames} images\")\n\n        # Downscale images\n        summary_log.append(process_data_utils.downscale_images(image_dir, self.num_downscales, verbose=self.verbose))\n\n        # Save json\n        if num_frames == 0:\n            CONSOLE.print(\"[bold red]No images found, exiting\")\n            sys.exit(1)\n        summary_log.extend(\n            polycam_utils.polycam_to_json(\n                image_filenames=polycam_image_filenames,\n                cameras_dir=polycam_cameras_dir,\n                output_dir=self.output_dir,\n                min_blur_score=self.min_blur_score,\n                crop_border_pixels=self.crop_border_pixels,\n            )\n        )\n\n        CONSOLE.rule(\"[bold green]:tada: :tada: :tada: All DONE :tada: :tada: :tada:\")\n\n        for summary in summary_log:\n            CONSOLE.print(summary, justify=\"center\")\n        CONSOLE.rule()\n\n\n@dataclass\nclass ProcessMetashape:\n    \"\"\"Process Metashape data into a nerfstudio dataset.\n\n    This script assumes that cameras have been aligned using Metashape. After alignment, it is necessary to export the\n    camera poses as a `.xml` file. This option can be found under `File > Export > Export Cameras`.\n\n    This script does the following:\n\n    1. Scales images to a specified size.\n    2. Converts Metashape poses into the nerfstudio format.\n    \"\"\"\n\n    data: Path\n    \"\"\"Path to a folder of images.\"\"\"\n    xml: Path\n    \"\"\"Path to the Metashape xml file.\"\"\"\n    output_dir: Path\n    \"\"\"Path to the output directory.\"\"\"\n    num_downscales: int = 3\n    \"\"\"Number of times to downscale the images. Downscales by 2 each time. For example a value of 3\n        will downscale the images by 2x, 4x, and 8x.\"\"\"\n    max_dataset_size: int = 600\n    \"\"\"Max number of images to train on. If the dataset has more, images will be sampled approximately evenly. If -1,\n    use all images.\"\"\"\n    verbose: bool = False\n    \"\"\"If True, print extra logging.\"\"\"\n\n    def main(self) -> None:\n        \"\"\"Process images into a nerfstudio dataset.\"\"\"\n\n        if self.xml.suffix != \".xml\":\n            raise ValueError(f\"XML file {self.xml} must have a .xml extension\")\n        if not self.xml.exists:\n            raise ValueError(f\"XML file {self.xml} doesn't exist\")\n\n        self.output_dir.mkdir(parents=True, exist_ok=True)\n        image_dir = self.output_dir / \"images\"\n        image_dir.mkdir(parents=True, exist_ok=True)\n\n        summary_log = []\n\n        # Copy images to output directory\n        image_filenames = []\n        for f in self.data.iterdir():\n            if f.suffix.lower() in [\".jpg\", \".jpeg\", \".png\", \".tif\", \".tiff\"]:\n                image_filenames.append(f)\n        image_filenames = sorted(image_filenames, key=lambda fn: fn.stem)\n        num_images = len(image_filenames)\n        idx = np.arange(num_images)\n        if self.max_dataset_size != -1 and num_images > self.max_dataset_size:\n            idx = np.round(np.linspace(0, num_images - 1, self.max_dataset_size)).astype(int)\n\n        image_filenames = list(np.array(image_filenames)[idx])\n        # Copy images to output directory\n        copied_image_paths = process_data_utils.copy_images_list(\n            image_filenames,\n            image_dir=image_dir,\n            verbose=self.verbose,\n        )\n        num_frames = len(copied_image_paths)\n\n        copied_image_paths = [Path(\"images/\" + copied_image_path.name) for copied_image_path in copied_image_paths]\n        original_names = [image_path.stem for image_path in image_filenames]\n        image_filename_map = dict(zip(original_names, copied_image_paths))\n\n        if self.max_dataset_size > 0 and num_frames != num_images:\n            summary_log.append(f\"Started with {num_frames} images out of {num_images} total\")\n            summary_log.append(\n                \"To change the size of the dataset add the argument --max_dataset_size to larger than the \"\n                f\"current value ({self.max_dataset_size}), or -1 to use all images.\"\n            )\n        else:\n            summary_log.append(f\"Started with {num_frames} images\")\n\n        # Downscale images\n        summary_log.append(process_data_utils.downscale_images(image_dir, self.num_downscales, verbose=self.verbose))\n\n        # Save json\n        if num_frames == 0:\n            CONSOLE.print(\"[bold red]No images found, exiting\")\n            sys.exit(1)\n        summary_log.extend(\n            metashape_utils.metashape_to_json(\n                image_filename_map=image_filename_map,\n                xml_filename=self.xml,\n                output_dir=self.output_dir,\n                verbose=self.verbose,\n            )\n        )\n\n        CONSOLE.rule(\"[bold green]:tada: :tada: :tada: All DONE :tada: :tada: :tada:\")\n\n        for summary in summary_log:\n            CONSOLE.print(summary, justify=\"center\")\n        CONSOLE.rule()\n\n\nCommands = Union[\n    Annotated[ProcessImages, tyro.conf.subcommand(name=\"images\")],\n    Annotated[ProcessVideo, tyro.conf.subcommand(name=\"video\")],\n    Annotated[ProcessPolycam, tyro.conf.subcommand(name=\"polycam\")],\n    Annotated[ProcessMetashape, tyro.conf.subcommand(name=\"metashape\")],\n    Annotated[ProcessInsta360, tyro.conf.subcommand(name=\"insta360\")],\n    Annotated[ProcessRecord3D, tyro.conf.subcommand(name=\"record3d\")],\n]\n\n\ndef entrypoint():\n    \"\"\"Entrypoint for use with pyproject scripts.\"\"\"\n    tyro.extras.set_accent_color(\"bright_yellow\")\n    tyro.cli(Commands).main()\n\n\nif __name__ == \"__main__\":\n    entrypoint()\n\n# For sphinx docs\nget_parser_fn = lambda: tyro.extras.get_parser(Commands)  # type: ignore\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/render.json",
    "content": "{\n\t\"background_color\" : [ 1.0, 1.0, 1.0 ],\n\t\"class_name\" : \"RenderOption\",\n\t\"default_mesh_color\" : [ 0.69999999999999996, 0.69999999999999996, 0.69999999999999996 ],\n\t\"image_max_depth\" : 3000,\n\t\"image_stretch_option\" : 1,\n\t\"interpolation_option\" : 0,\n\t\"light0_color\" : [ 0.69999999999999996, 0.69999999999999996, 0.69999999999999996 ],\n\t\"light0_diffuse_power\" : 0.66000000000000014,\n\t\"light0_position\" : [ 0.0, 0.0, 2.0 ],\n\t\"light0_specular_power\" : 0.20000000000000001,\n\t\"light0_specular_shininess\" : 10.0,\n\t\"light1_color\" : [ 0.69999999999999996, 0.69999999999999996, 0.69999999999999996 ],\n\t\"light1_diffuse_power\" : 0.66000000000000014,\n\t\"light1_position\" : [ 0.0, 0.0, -2.0 ],\n\t\"light1_specular_power\" : 0.20000000000000001,\n\t\"light1_specular_shininess\" : 10.0,\n\t\"light2_color\" : [ 0.69999999999999996, 0.69999999999999996, 0.69999999999999996 ],\n\t\"light2_diffuse_power\" : 0.36000000000000015,\n\t\"light2_position\" : [ 2.0, 2.0, 0.0 ],\n\t\"light2_specular_power\" : 1.0000000000000001e-17,\n\t\"light2_specular_shininess\" : 10.0,\n\t\"light3_color\" : [ 0.69999999999999996, 0.69999999999999996, 0.69999999999999996 ],\n\t\"light3_diffuse_power\" : 0.10000000000000014,\n\t\"light3_position\" : [ -2.0, -2.0, 0.0 ],\n\t\"light3_specular_power\" : 9.9999999999999998e-17,\n\t\"light3_specular_shininess\" : 0.10000000000000001,\n\t\"light_ambient_color\" : [ 0.29999999999999999, 0.29999999999999999, 0.29999999999999999 ],\n\t\"light_on\" : true,\n\t\"line_width\" : 1.0,\n\t\"mesh_color_option\" : 1,\n\t\"mesh_shade_option\" : 10,\n\t\"mesh_show_back_face\" : false,\n\t\"mesh_show_wireframe\" : false,\n\t\"point_color_option\" : 0,\n\t\"point_show_normal\" : false,\n\t\"point_size\" : 5.0,\n\t\"show_coordinate_frame\" : false,\n\t\"version_major\" : 1,\n\t\"version_minor\" : 0\n}"
  },
  {
    "path": "AutoReconForDens3R/scripts/render.py",
    "content": "#!/usr/bin/env python\n\"\"\"\nrender.py\n\"\"\"\nfrom __future__ import annotations\nimport shutil\nfrom collections import defaultdict\nfrom tqdm import tqdm\n\nimport cv2\nimport json\nimport sys\nfrom dataclasses import dataclass, field\nfrom pathlib import Path\nfrom typing import List, Optional, Dict\nfrom PIL import Image\n\nimport mediapy as media\nimport numpy as np\nimport torch\nimport tyro\nfrom einops import repeat\nfrom rich.console import Console\nfrom rich.progress import (\n    BarColumn,\n    Progress,\n    TaskProgressColumn,\n    TextColumn,\n    TimeRemainingColumn,\n)\nfrom typing_extensions import Literal, assert_never\n\nfrom nerfstudio.cameras.camera_paths import get_path_from_json, get_spiral_path, get_path_from_npz\nfrom nerfstudio.cameras.cameras import Cameras\nfrom nerfstudio.configs.base_config import Config  # pylint: disable=unused-import\nfrom nerfstudio.pipelines.base_pipeline import Pipeline\nfrom nerfstudio.utils import install_checks, vis_utils\nfrom nerfstudio.utils.eval_utils import eval_setup\nfrom nerfstudio.utils.rich_utils import ItersPerSecColumn\n\nCONSOLE = Console(width=120)\n\n\ndef _save_gt_video(\n    pipeline: Pipeline,\n    output_filename: Path,\n    rendered_resolution_scaling_factor: float = 1.0,\n    seconds: float = 5.0,\n    output_format: Literal[\"images\", \"video\"] = \"video\",\n):\n    CONSOLE.print(\"[bold green]Creating GT video\")\n    outputs = pipeline.datamanager.train_dataset._dataparser_outputs\n    images = [np.array(Image.open(p)) for p in outputs.image_filenames]\n    # images = pipeline.datamanager.train_dataset.image_cache  # {idx: (h, w, 3)}\n    # images = [(img.cpu().numpy() * 255).astype(np.uint8) for img in images]\n    h, w = images[0].shape[:-1]\n    output_image_dir = output_filename.parent / f'{output_filename.stem}_gt'\n    output_filename = (output_filename.parent / f'{output_filename.stem}_gt').with_suffix(output_filename.suffix)\n    \n    if rendered_resolution_scaling_factor != 1.0:\n        tgt_h, tgt_w = map(lambda x: int(round(x * rendered_resolution_scaling_factor)), [h, w])\n        images = [cv2.resize(img, (tgt_w, tgt_h), interpolation=cv2.INTER_AREA) for img in images]\n    \n    if output_format == \"images\":\n        output_image_dir.mkdir(parents=True, exist_ok=True)\n        for idx, gt_img in enumerate(images):\n            media.write_image(output_image_dir / f\"{idx:05d}.png\", gt_img)\n    elif output_format == \"video\":\n        # TODO: save image for preview\n        fps = len(images) / seconds\n        output_filename.parent.mkdir(parents=False, exist_ok=True)\n        with CONSOLE.status(\"[yellow]Saving GT video\", spinner=\"bouncingBall\"):\n            media.write_video(output_filename, images, fps=fps)\n    CONSOLE.rule(\"[green] :tada: :tada: :tada: Success :tada: :tada: :tada:\")\n    CONSOLE.print(f\"[green]Saved video to {output_filename}\", justify=\"center\")\n\n\ndef _render_trajectory_video(\n    pipeline: Pipeline,\n    cameras: Cameras,\n    output_filename: Path,\n    rendered_output_names: List[str],\n    rendered_resolution_scaling_factor: float = 1.0,\n    seconds: float = 5.0,\n    output_format: Literal[\"images\", \"video\"] = \"video\",\n    save_gt: bool = False,\n    save_mode: Literal[\"concat\", \"separate\", \"half\"] = \"concat\",\n    save_with_gt_filename: bool = False,\n):\n    \"\"\"Helper function to create a video of the spiral trajectory.\n\n    Args:\n        pipeline: Pipeline to evaluate with.\n        cameras: Cameras to render.\n        output_filename: Name of the output file.\n        rendered_output_names: List of outputs to visualise.\n        rendered_resolution_scaling_factor: Scaling factor to apply to the camera image resolution.\n        seconds: Length of output video.\n        output_format: How to save output data.\n        save_gt: save gt images at the same time\n    \"\"\"\n    CONSOLE.print(\"[bold green]Creating trajectory video\")\n    # save gt images / videos at the same time\n    if save_gt:\n        _save_gt_video(pipeline, output_filename, rendered_resolution_scaling_factor,\n                       seconds=seconds, output_format=output_format)\n    \n    images = defaultdict(list)\n    cameras.rescale_output_resolution(rendered_resolution_scaling_factor)\n    cameras = cameras.to(pipeline.device)\n    if save_with_gt_filename:\n        gt_image_filenames = [\n            Path(p).stem for p in pipeline.datamanager.train_dataset._dataparser_outputs.image_filenames\n        ]\n        assert len(gt_image_filenames) == cameras.size\n\n    progress = Progress(\n        TextColumn(\":movie_camera: Rendering :movie_camera:\"),\n        BarColumn(),\n        TaskProgressColumn(show_speed=True),\n        ItersPerSecColumn(suffix=\"fps\"),\n        TimeRemainingColumn(elapsed_when_finished=True, compact=True),\n    )\n    output_image_dir = output_filename.parent / output_filename.stem\n    output_image_dir.mkdir(parents=True, exist_ok=True)\n    with progress:\n        for camera_idx in progress.track(range(cameras.size), description=\"\"):\n    # for camera_idx in tqdm(range(cameras.size), desc=\"Rendering\"):\n            camera_ray_bundle = cameras.generate_rays(camera_indices=camera_idx)\n            with torch.no_grad():\n                outputs = pipeline.model.get_outputs_for_camera_ray_bundle(camera_ray_bundle)\n                # FIXME: some of the outputs are not postprocessed for vis (e.g., normal, depth)\n            render_image = {}\n            for rendered_output_name in rendered_output_names:\n                if rendered_output_name not in outputs:\n                    CONSOLE.rule(\"Error\", style=\"red\")\n                    CONSOLE.print(f\"Could not find {rendered_output_name} in the model outputs\", justify=\"center\")\n                    CONSOLE.print(f\"Please set --rendered_output_name to one of: {outputs.keys()}\", justify=\"center\")\n                    sys.exit(1)\n                # FIXME: outputs[\"rgb\"] does not contain bg even when self.foreground_only is False\n                output_image = outputs[rendered_output_name].cpu().numpy()\n                render_image[rendered_output_name] = output_image\n            \n            save_frame(render_image, output_image_dir, camera_idx, save_mode=save_mode,\n                        gt_filename=gt_image_filenames[camera_idx] if save_with_gt_filename else None)\n            if output_format == \"video\":\n                for _name, _img in render_image.items():\n                    images[_name].append(_img)\n\n    if output_format == \"video\":\n        save_video(images, output_image_dir, output_filename, seconds=seconds, save_mode=save_mode)\n    \n    CONSOLE.rule(\"[green] :tada: :tada: :tada: Success :tada: :tada: :tada:\")\n    CONSOLE.print(f\"[green]Saved video to {output_filename}\", justify=\"center\")\n\n\ndef save_frame(\n    render_results: Dict[str, np.ndarray],\n    output_image_dir: Path,\n    camera_idx: int,\n    save_mode: Literal[\"concat\", \"separate\", \"half\"] = \"concat\",\n    gt_filename: Optional[str] = None,\n):\n    filename = f\"{camera_idx:05d}\" if gt_filename is None else gt_filename\n    if save_mode == \"concat\":\n        render_image = np.concatenate(list(render_results.values()), axis=0)\n        media.write_image(output_image_dir / f\"{filename}.png\", render_image)\n        render_results[\"concat\"] = render_image\n    elif save_mode == \"separate\":\n        for output_name, render_image in render_results.items():\n            output_dir = output_image_dir / output_name\n            output_dir.mkdir(parents=True, exist_ok=True)\n            if render_image.shape[-1] == 1:\n                render_image = repeat(render_image, \"h w 1 -> h w 3\")\n            media.write_image(output_dir / f\"{filename}.png\", render_image)\n    elif save_mode == \"half\":\n        assert len(render_results) == 2\n        raise NotImplementedError\n    else:\n        raise ValueError(f\"Unknown save mode: {save_mode}\")\n    \n\ndef save_video(\n    render_results: Dict[str, List[np.ndarray]],\n    output_image_dir: Path,\n    output_path: Path,\n    seconds: float = 5.0,\n    save_mode: Literal[\"concat\", \"separate\", \"half\"] = \"concat\"\n):\n    n_frames = len(next(iter(render_results.values())))\n    fps = n_frames / seconds\n    if save_mode == \"concat\":\n        images = render_results[\"concat\"]\n        output_path.parent.mkdir(parents=True, exist_ok=True)\n        with CONSOLE.status(\"[yellow]Saving video\", spinner=\"bouncingBall\"):\n            media.write_video(output_path, images, fps=fps)\n    elif save_mode == \"separate\":\n        save_dir, save_fn, save_suffix = output_path.parent, output_path.stem, output_path.suffix\n        save_dir.mkdir(exist_ok=True, parents=False)\n        for output_name, images in render_results.items():\n            _save_path = (save_dir / f'{save_fn}_{output_name}').with_suffix(save_suffix)\n            with CONSOLE.status(\"[yellow]Saving video\", spinner=\"bouncingBall\"):\n                media.write_video(_save_path, images, fps=fps)\n    elif save_mode == \"half\":\n        raise NotImplementedError\n    else:\n        raise ValueError(f\"Unknown save mode: {save_mode}\")\n    \n    shutil.rmtree(output_image_dir)    \n\n\n@dataclass\nclass RenderTrajectory:\n    \"\"\"Load a checkpoint, render a trajectory, and save to a video file.\"\"\"\n\n    # Path to config YAML file.\n    load_config: Path\n    # override ckpt directory\n    load_dir: Optional[Path] = None\n    # Name of the renderer outputs to use. rgb, depth, etc. concatenates them along y axis\n    rendered_output_names: List[str] = field(default_factory=lambda: [\"rgb\"])\n    #  Trajectory to render.\n    traj: Literal[\"spiral\", \"filename\", \"interpolate\"] = \"spiral\"\n    # type of trajectory file\n    traj_file_type: Literal[\"viewer\", \"blender\"] = \"viewer\"\n    # Scaling factor to apply to the camera image resolution.\n    downscale_factor: int = 1\n    # Filename of the camera path to render.\n    camera_path_filename: Path = Path(\"camera_path.json\")\n    # Name of the output file.\n    output_path: Path = Path(\"renders/output.mp4\")\n    # How long the video should be.\n    seconds: float = 5.0\n    # How to save output data.\n    output_format: Literal[\"images\", \"video\"] = \"video\"\n    # Specifies number of rays per chunk during eval.\n    eval_num_rays_per_chunk: Optional[int] = None\n    # Total number of frames to interpolate\n    num_interpolate_views: int = -1\n    # render foreground only\n    foreground_only: bool = True\n    # save gt images / videos at the same time\n    save_gt: bool = False\n    # num_rays_per_batch\n    num_rays_per_chunk: int = 4096\n    background_color: Literal[\"random\", \"last_sample\", \"white\", \"black\"] = \"white\"\n    object_bounds_extend_ratio: float = -0.05  # to avoid artifact near to fg bbox\n    plane_height_ratio: Optional[float] = None  # adjust PlaneNeRF height\n    save_mode: Literal[\"concat\", \"separate\", \"half\"] = \"concat\"\n    save_with_gt_filename: bool = False\n\n    def main(self) -> None:\n        \"\"\"Main function.\"\"\"\n        _, pipeline, _ = eval_setup(\n            self.load_config,\n            eval_num_rays_per_chunk=self.eval_num_rays_per_chunk,\n            test_mode=\"test\" if self.traj == \"spiral\" else \"inference\",\n            # test_mode=\"inference\" if self.traj == \"filename\" else \"test\",\n            config_override_fn=self._config_override_fn\n        )\n\n        install_checks.check_ffmpeg_installed()\n\n        seconds = self.seconds\n\n        # TODO(ethan): use camera information from parsing args\n        if self.traj == \"spiral\":\n            camera_start = pipeline.datamanager.eval_dataloader.get_camera(image_idx=0).flatten()\n            # TODO(ethan): pass in the up direction of the camera\n            camera_path = get_spiral_path(camera_start, steps=30, radius=0.1)\n        elif self.traj == \"filename\":\n            if self.traj_file_type == 'viewer':\n                with open(self.camera_path_filename, \"r\", encoding=\"utf-8\") as f:\n                    camera_path = json.load(f)\n                seconds = camera_path[\"seconds\"]\n                camera_path = get_path_from_json(camera_path)\n            elif self.traj_file_type == 'blender':\n                camera_path = np.load(self.camera_path_filename)\n                seconds = camera_path[\"seconds\"] if self.output_format == 'video' else 1\n                camera_path = get_path_from_npz(camera_path)\n            else:\n                raise ValueError(f\"Unknown traj file type: {self.traj_file_type}\")\n        elif self.traj == \"interpolate\":\n            # load training data and interpolate path\n            outputs = pipeline.datamanager.train_dataset._dataparser_outputs\n            camera_path = vis_utils.interpolate_trajectory(cameras=outputs.cameras,\n                                                           num_views=self.num_interpolate_views)\n            seconds = camera_path.size / 24\n        else:\n            assert_never(self.traj)\n\n        _render_trajectory_video(\n            pipeline,\n            camera_path,\n            output_filename=self.output_path,\n            rendered_output_names=self.rendered_output_names,\n            rendered_resolution_scaling_factor=1.0 / self.downscale_factor,\n            seconds=seconds,\n            output_format=self.output_format,\n            save_gt=self.save_gt,\n            save_mode=self.save_mode,\n            save_with_gt_filename=self.save_with_gt_filename\n        )\n\n    def _config_override_fn(self, config):\n        if self.load_dir is not None:\n            config.trainer.load_dir = self.load_dir\n        if self.foreground_only:\n            config.pipeline.model.render_background = False\n        if self.plane_height_ratio is not None:\n            config.pipeline.model.plane_height_ratio = self.plane_height_ratio\n        config.pipeline.datamanager.eval_num_rays_per_batch = self.num_rays_per_chunk\n        config.pipeline.model.eval_num_rays_per_chunk = self.num_rays_per_chunk\n        config.pipeline.model.background_color = self.background_color\n        config.pipeline.datamanager.dataparser.object_bounds_extend_ratio = self.object_bounds_extend_ratio\n        return config\n\n\ndef entrypoint():\n    \"\"\"Entrypoint for use with pyproject scripts.\"\"\"\n    tyro.extras.set_accent_color(\"bright_yellow\")\n    tyro.cli(tyro.conf.FlagConversionOff[RenderTrajectory]).main()\n\n\nif __name__ == \"__main__\":\n    entrypoint()\n\n# For sphinx docs\nget_parser_fn = lambda: tyro.extras.get_parser(RenderTrajectory)  # noqa\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/render_mesh.py",
    "content": "#!/usr/bin/env python\n\"\"\"\nrender.py\n\"\"\"\nfrom __future__ import annotations\n\nimport json\nfrom dataclasses import dataclass, field\nfrom pathlib import Path\nfrom typing import List, Optional\n\nimport cv2\nimport mediapy as media\nimport numpy as np\nimport open3d as o3d\nimport torch\nimport tyro\nfrom rich.console import Console\nfrom scipy.interpolate import interp1d\nfrom scipy.spatial.transform import Rotation, Slerp\nfrom typing_extensions import Literal, assert_never\n\nfrom nerfstudio.cameras.camera_paths import get_path_from_json, get_path_from_npz, get_spiral_path\nfrom nerfstudio.cameras.cameras import Cameras\nfrom nerfstudio.configs.base_config import Config  # pylint: disable=unused-import\nfrom nerfstudio.data.dataparsers.sdfstudio_dataparser import SDFStudioDataParserConfig\nfrom nerfstudio.utils import install_checks, vis_utils\nfrom nerfstudio.utils.eval_utils import eval_setup\n\nCONSOLE = Console(width=120)\n\n\ndef _render_trajectory_video(\n    meshfile: Path,\n    cameras: Cameras,\n    output_filename: Path,\n    rendered_output_names: List[str],\n    rendered_resolution_scaling_factor: float = 1.0,\n    seconds: float = 5.0,\n    output_format: Literal[\"images\", \"video\"] = \"video\",\n    merge_type: Literal[\"half\", \"concat\", \"separate\"] = \"half\",\n) -> None:\n    \"\"\"Helper function to create a video of the spiral trajectory.\n\n    Args:\n        pipeline: Pipeline to evaluate with.\n        cameras: Cameras to render.\n        output_filename: Name of the output file.\n        rendered_output_names: List of outputs to visualise.\n        rendered_resolution_scaling_factor: Scaling factor to apply to the camera image resolution.\n        seconds: Length of output video.\n        output_format: How to save output data.\n    \"\"\"\n    CONSOLE.print(\"[bold green]Creating trajectory video\")\n    images = []\n    cameras.rescale_output_resolution(rendered_resolution_scaling_factor)\n    # cameras = cameras.to(pipeline.device)\n\n    width = cameras[0].width[0].item()\n    height = cameras[0].height[0].item()\n\n    ply = o3d.io.read_triangle_mesh(str(meshfile))\n    ply.compute_vertex_normals()\n    ply.paint_uniform_color([1, 1, 1])\n\n    vis = o3d.visualization.VisualizerWithKeyCallback()  # pyright: ignore\n    vis.create_window(\"rendering\", width=width, height=height)\n\n    vis.add_geometry(ply)\n    vis.get_render_option().load_from_json(\"scripts/render.json\")\n\n    output_image_dir = output_filename.parent / output_filename.stem\n    for render_name in rendered_output_names:\n        output_image_dir_cur = output_image_dir / render_name\n        output_image_dir_cur.mkdir(parents=True, exist_ok=True)\n\n    num_frames = cameras.size\n    index = -1\n    rendered_images, rendered_normals = [], []\n\n    def move_forward(vis):\n        # This function is called within the o3d.visualization.Visualizer::run() loop\n        # The run loop calls the function, then re-render\n        # So the sequence in this function is to:\n        # 1. Capture frame\n        # 2. index++, check ending criteria\n        # 3. Set camera\n        # 4. (Re-render)\n        ctr = vis.get_view_control()\n        nonlocal index\n        nonlocal cameras\n        nonlocal rendered_images\n        nonlocal rendered_normals\n        if index >= 0:\n            images = []\n            for render_name in rendered_output_names:\n                output_image_dir_cur = output_image_dir / render_name\n\n                if render_name == \"normal\":\n                    vis.get_render_option().mesh_color_option = o3d.visualization.MeshColorOption.Normal\n                elif render_name == \"rgb\":\n                    vis.get_render_option().mesh_color_option = o3d.visualization.MeshColorOption.Color\n\n                vis.capture_screen_image(str(output_image_dir_cur / f\"{index:05d}.png\"), True)\n\n                images.append(cv2.imread(str(output_image_dir_cur / f\"{index:05d}.png\"))[:, :, ::-1])\n            if merge_type == \"concat\":\n                images = np.concatenate(images, axis=1)\n            elif merge_type == \"half\":\n                mask = np.zeros_like(images[0])\n                mask[:, : mask.shape[1] // 2, :] = 1\n                images = images[0] * mask + images[1] * (1 - mask)\n            rendered_images.append(images)\n        index = index + 1\n        if index < num_frames:\n\n            param = ctr.convert_to_pinhole_camera_parameters()\n            camera = cameras[index]\n            width = camera.width[0].item()\n            height = camera.height[0].item()\n            fx = camera.fx[0].item()\n            fy = camera.fy[0].item()\n            cx = camera.cx[0].item()\n            cy = camera.cy[0].item()\n            camera = cameras[index]\n\n            param.intrinsic.set_intrinsics(width=width, height=height, fx=fx, fy=fy, cx=cx, cy=cy)\n\n            extrinsic = np.eye(4)\n            extrinsic[:3, :] = camera.camera_to_worlds.cpu().numpy()\n            extrinsic[:3, 1:3] *= -1\n            param.extrinsic = np.linalg.inv(extrinsic)\n\n            ctr.convert_from_pinhole_camera_parameters(param, allow_arbitrary=True)\n        else:\n            vis.register_animation_callback(None)\n            vis.destroy_window()\n\n        return False\n\n    vis.register_animation_callback(move_forward)\n    vis.run()\n    if output_format == \"video\":\n        fps = len(rendered_images) / seconds\n        rendered_images = rendered_images  # + rendered_images[::-1]\n        media.write_video(output_filename, rendered_images, fps=fps)\n\n\n@dataclass\nclass RenderTrajectory:\n    \"\"\"Load a checkpoint, render a trajectory, and save to a video file.\"\"\"\n\n    # Path to config YAML file.\n    meshfile: Path\n    # Name of the renderer outputs to use. rgb, depth, etc. concatenates them along y axis\n    rendered_output_names: List[str] = field(default_factory=lambda: [\"rgb\", \"normal\"])\n    #  Trajectory to render.\n    traj: Literal[\"spiral\", \"filename\", \"interpolate\"] = \"spiral\"\n    # type of trajectory file\n    traj_file_type: Literal[\"viewer\", \"blender\"] = \"viewer\"\n    # Scaling factor to apply to the camera image resolution.\n    downscale_factor: int = 1\n    # Filename of the camera path to render.\n    camera_path_filename: Path = Path(\"camera_path.json\")\n    # Name of the output file.\n    output_path: Path = Path(\"renders/output.mp4\")\n    # How long the video should be.\n    seconds: float = 5.0\n    # How to save output data.\n    output_format: Literal[\"images\", \"video\"] = \"video\"\n    merge_type: Literal[\"half\", \"concat\", \"separate\"] = \"concat\"\n\n    load_config: Optional[Path] = None\n    data: SDFStudioDataParserConfig = SDFStudioDataParserConfig()\n    num_interpolate_views: int = 300\n\n    def main(self) -> None:\n        \"\"\"Main function.\"\"\"\n\n        install_checks.check_ffmpeg_installed()\n        seconds = self.seconds\n        if self.output_format == \"video\":\n            assert str(self.output_path)[-4:] == \".mp4\"\n\n        if self.traj == \"filename\":\n            if self.traj_file_type == 'viewer':\n                with open(self.camera_path_filename, \"r\", encoding=\"utf-8\") as f:\n                    camera_path = json.load(f)\n                seconds = camera_path[\"seconds\"]\n                camera_path = get_path_from_json(camera_path)\n            elif self.traj_file_type == 'blender':\n                camera_path = np.load(self.camera_path_filename)\n                seconds = camera_path[\"seconds\"]\n                camera_path = get_path_from_npz(camera_path)\n            else:\n                raise ValueError(f\"Unknown traj file type: {self.traj_file_type}\")\n        elif self.traj == \"interpolate\":\n            # load training data and interpolate path\n            if self.load_config is None:\n                outputs = self.data.setup()._generate_dataparser_outputs()\n            else:\n                _, pipeline, _ = eval_setup(\n                    self.load_config,\n                    test_mode=\"test\" if self.traj == \"spiral\" else \"inference\",\n                )\n                outputs = pipeline.datamanager.train_dataset._dataparser_outputs\n            camera_path = vis_utils.interpolate_trajectory(cameras=outputs.cameras, num_views=self.num_interpolate_views)\n            seconds = camera_path.size / 24\n        elif self.traj == \"spiral\":\n            outputs = self.data.setup()._generate_dataparser_outputs()\n            camera_path = get_spiral_path(camera=outputs.cameras, steps=self.num_interpolate_views, radius=1.0)\n            seconds = camera_path.size / 24\n        else:\n            assert_never(self.traj)\n\n        _render_trajectory_video(\n            self.meshfile,\n            camera_path,\n            output_filename=self.output_path,\n            rendered_output_names=self.rendered_output_names,\n            rendered_resolution_scaling_factor=1.0 / self.downscale_factor,\n            seconds=seconds,\n            output_format=self.output_format,\n            merge_type=self.merge_type,\n        )\n\n\ndef entrypoint():\n    \"\"\"Entrypoint for use with pyproject scripts.\"\"\"\n    tyro.extras.set_accent_color(\"bright_yellow\")\n    tyro.cli(RenderTrajectory).main()\n\n\nif __name__ == \"__main__\":\n    entrypoint()\n\n# For sphinx docs\nget_parser_fn = lambda: tyro.extras.get_parser(RenderTrajectory)  # noqa\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/texture.py",
    "content": "\"\"\"\nScript to texture an existing mesh file.\n\"\"\"\n\nfrom __future__ import annotations\n\nfrom dataclasses import dataclass\nfrom pathlib import Path\nfrom typing import Optional\n\nimport tyro\nfrom rich.console import Console\nfrom typing_extensions import Literal\n\nfrom nerfstudio.exporter import texture_utils\nfrom nerfstudio.exporter.exporter_utils import get_mesh_from_filename\nfrom nerfstudio.utils.eval_utils import eval_setup\n\nCONSOLE = Console(width=120)\n\n\n@dataclass\nclass TextureMesh:\n    \"\"\"\n    Export a textured mesh with color computed from the NeRF.\n    \"\"\"\n\n    load_config: Path\n    \"\"\"Path to the config YAML file.\"\"\"\n    output_dir: Path\n    \"\"\"Path to the output directory.\"\"\"\n    input_mesh_filename: Path\n    \"\"\"Mesh filename to texture.\"\"\"\n    px_per_uv_triangle: int = 4\n    \"\"\"Number of pixels per UV square.\"\"\"\n    unwrap_method: Literal[\"xatlas\", \"custom\"] = \"xatlas\"\n    \"\"\"The method to use for unwrapping the mesh.\"\"\"\n    num_pixels_per_side: int = 2048\n    \"\"\"If using xatlas for unwrapping, the pixels per side of the texture image.\"\"\"\n    target_num_faces: Optional[int] = 50000\n    \"\"\"Target number of faces for the mesh to texture.\"\"\"\n\n    def main(self) -> None:\n        \"\"\"Export textured mesh\"\"\"\n        # pylint: disable=too-many-statements\n\n        if not self.output_dir.exists():\n            self.output_dir.mkdir(parents=True)\n\n        # load the Mesh\n        mesh = get_mesh_from_filename(str(self.input_mesh_filename), target_num_faces=self.target_num_faces)\n\n        # load the Pipeline\n        _, pipeline, _ = eval_setup(self.load_config, test_mode=\"inference\")\n\n        # texture the mesh with NeRF and export to a mesh.obj file\n        # and a material and texture file\n        texture_utils.export_textured_mesh(\n            mesh,\n            pipeline,\n            self.px_per_uv_triangle,\n            self.output_dir,\n            unwrap_method=self.unwrap_method,\n            num_pixels_per_side=self.num_pixels_per_side,\n        )\n\n\ndef entrypoint():\n    \"\"\"Entrypoint for use with pyproject scripts.\"\"\"\n    tyro.extras.set_accent_color(\"bright_yellow\")\n    tyro.cli(tyro.conf.FlagConversionOff[TextureMesh]).main()\n\n\nif __name__ == \"__main__\":\n    entrypoint()\n\n# For sphinx docs\nget_parser_fn = lambda: tyro.extras.get_parser(TextureMesh)  # noqa\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/train.py",
    "content": "#!/usr/bin/env python\n\"\"\"Train a radiance field with nerfstudio.\nFor real captures, we recommend using the [bright_yellow]nerfacto[/bright_yellow] model.\n\nNerfstudio allows for customizing your training and eval configs from the CLI in a powerful way, but there are some\nthings to understand.\n\nThe most demonstrative and helpful example of the CLI structure is the difference in output between the following\ncommands:\n\n    ns-train -h\n    ns-train nerfacto -h nerfstudio-data\n    ns-train nerfacto nerfstudio-data -h\n\nIn each of these examples, the -h applies to the previous subcommand (ns-train, nerfacto, and nerfstudio-data).\n\nIn the first example, we get the help menu for the ns-train script.\nIn the second example, we get the help menu for the nerfacto model.\nIn the third example, we get the help menu for the nerfstudio-data dataparser.\n\nWith our scripts, your arguments will apply to the preceding subcommand in your command, and thus where you put your\narguments matters! Any optional arguments you discover from running\n\n    ns-train nerfacto -h nerfstudio-data\n\nneed to come directly after the nerfacto subcommand, since these optional arguments only belong to the nerfacto\nsubcommand:\n\n    ns-train nerfacto {nerfacto optional args} nerfstudio-data\n\"\"\"\n\nfrom __future__ import annotations\n\nimport random\nimport socket\nimport traceback\nfrom datetime import timedelta\nfrom typing import Any, Callable, Optional\n\nimport numpy as np\nimport torch\nimport torch.distributed as dist\nimport torch.multiprocessing as mp\nimport tyro\nimport yaml\nfrom rich.console import Console\n\nimport os\nimport sys\nsys.path.append(os.path.dirname(os.path.dirname(os.path.abspath(__file__))))\n\nfrom nerfstudio.configs import base_config as cfg\nfrom nerfstudio.configs.config_utils import convert_markup_to_ansi\nfrom nerfstudio.configs.method_configs import AnnotatedBaseConfigUnion\nfrom nerfstudio.engine.trainer import Trainer\nfrom nerfstudio.utils import comms, profiler\n\nCONSOLE = Console(width=120, soft_wrap=True)\nDEFAULT_TIMEOUT = timedelta(minutes=30)\n\n# speedup for when input size to model doesn't change (much)\ntorch.backends.cudnn.benchmark = True  # type: ignore\n# torch.autograd.set_detect_anomaly(True)\n\n\ndef _find_free_port() -> str:\n    \"\"\"Finds a free port.\"\"\"\n    sock = socket.socket(socket.AF_INET, socket.SOCK_STREAM)\n    sock.bind((\"\", 0))\n    port = sock.getsockname()[1]\n    sock.close()\n    return port\n\n\ndef _set_random_seed(seed) -> None:\n    \"\"\"Set randomness seed in torch and numpy\"\"\"\n    random.seed(seed)\n    np.random.seed(seed)\n    torch.manual_seed(seed)\n\n\ndef train_loop(local_rank: int, world_size: int, config: cfg.Config, global_rank: int = 0):\n    \"\"\"Main training function that sets up and runs the trainer per process\n\n    Args:\n        local_rank: current rank of process\n        world_size: total number of gpus available\n        config: config file specifying training regimen\n    \"\"\"\n    _set_random_seed(config.machine.seed + global_rank)\n    trainer = Trainer(config, local_rank, world_size)\n    trainer.setup()\n    trainer.train()\n\n\ndef _distributed_worker(\n    local_rank: int,\n    main_func: Callable,\n    world_size: int,\n    num_gpus_per_machine: int,\n    machine_rank: int,\n    dist_url: str,\n    config: cfg.Config,\n    timeout: timedelta = DEFAULT_TIMEOUT,\n) -> Any:\n    \"\"\"Spawned distributed worker that handles the initialization of process group and handles the\n       training process on multiple processes.\n\n    Args:\n        local_rank: Current rank of process.\n        main_func: Function that will be called by the distributed workers.\n        world_size: Total number of gpus available.\n        num_gpus_per_machine: Number of GPUs per machine.\n        machine_rank: Rank of this machine.\n        dist_url: URL to connect to for distributed jobs, including protocol\n            E.g., \"tcp://127.0.0.1:8686\".\n            It can be set to \"auto\" to automatically select a free port on localhost.\n        config: Config specifying training regimen.\n        timeout: Timeout of the distributed workers.\n\n    Raises:\n        e: Exception in initializing the process group\n\n    Returns:\n        Any: TODO: determine the return type\n    \"\"\"\n    assert torch.cuda.is_available(), \"cuda is not available. Please check your installation.\"\n    global_rank = machine_rank * num_gpus_per_machine + local_rank\n\n    dist.init_process_group(\n        backend=\"nccl\",\n        init_method=dist_url,\n        world_size=world_size,\n        rank=global_rank,\n        timeout=timeout,\n    )\n    assert comms.LOCAL_PROCESS_GROUP is None\n    num_machines = world_size // num_gpus_per_machine\n    for i in range(num_machines):\n        ranks_on_i = list(range(i * num_gpus_per_machine, (i + 1) * num_gpus_per_machine))\n        pg = dist.new_group(ranks_on_i)\n        if i == machine_rank:\n            comms.LOCAL_PROCESS_GROUP = pg\n\n    assert num_gpus_per_machine <= torch.cuda.device_count()\n    output = main_func(local_rank, world_size, config, global_rank)\n    comms.synchronize()\n    dist.destroy_process_group()\n    return output\n\n\ndef launch(\n    main_func: Callable,\n    num_gpus_per_machine: int,\n    num_machines: int = 1,\n    machine_rank: int = 0,\n    dist_url: str = \"auto\",\n    config: Optional[cfg.Config] = None,\n    timeout: timedelta = DEFAULT_TIMEOUT,\n) -> None:\n    \"\"\"Function that spawns muliple processes to call on main_func\n\n    Args:\n        main_func (Callable): function that will be called by the distributed workers\n        num_gpus_per_machine (int): number of GPUs per machine\n        num_machines (int, optional): total number of machines\n        machine_rank (int, optional): rank of this machine.\n        dist_url (str, optional): url to connect to for distributed jobs.\n        config (Config, optional): config file specifying training regimen.\n        timeout (timedelta, optional): timeout of the distributed workers.\n    \"\"\"\n    assert config is not None\n    world_size = num_machines * num_gpus_per_machine\n    if world_size <= 1:\n        # world_size=0 uses one CPU in one process.\n        # world_size=1 uses one GPU in one process.\n        try:\n            main_func(local_rank=0, world_size=world_size, config=config)\n        except KeyboardInterrupt:\n            # print the stack trace\n            CONSOLE.print(traceback.format_exc())\n        finally:\n            profiler.flush_profiler(config.logging)\n    elif world_size > 1:\n        # Using multiple gpus with multiple processes.\n        if dist_url == \"auto\":\n            assert num_machines == 1, \"dist_url=auto is not supported for multi-machine jobs.\"\n            port = _find_free_port()\n            dist_url = f\"tcp://127.0.0.1:{port}\"\n        if num_machines > 1 and dist_url.startswith(\"file://\"):\n            CONSOLE.log(\"file:// is not a reliable init_method in multi-machine jobs. Prefer tcp://\")\n\n        process_context = mp.spawn(\n            _distributed_worker,\n            nprocs=num_gpus_per_machine,\n            join=False,\n            args=(\n                main_func,\n                world_size,\n                num_gpus_per_machine,\n                machine_rank,\n                dist_url,\n                config,\n                timeout,\n            ),\n        )\n        # process_context won't be None because join=False, so it's okay to assert this\n        # for Pylance reasons\n        assert process_context is not None\n        try:\n            process_context.join()\n        except KeyboardInterrupt:\n            for i, process in enumerate(process_context.processes):\n                if process.is_alive():\n                    CONSOLE.log(f\"Terminating process {i}...\")\n                    process.terminate()\n                process.join()\n                CONSOLE.log(f\"Process {i} finished.\")\n        finally:\n            profiler.flush_profiler(config.logging)\n\n\ndef main(config: cfg.Config) -> None:\n    \"\"\"Main function.\"\"\"\n\n    config.set_timestamp()\n    if config.data:\n        CONSOLE.log(\"Using --data alias for --data.pipeline.datamanager.dataparser.data\")\n        config.pipeline.datamanager.dataparser.data = config.data\n\n    if config.trainer.load_config:\n        CONSOLE.log(f\"Loading pre-set config from: {config.trainer.load_config}\")\n        config = yaml.load(config.trainer.load_config.read_text(), Loader=yaml.Loader)\n\n    # print and save config\n    config.print_to_terminal()\n    config.save_config()\n    config.set_global()\n\n    launch(\n        main_func=train_loop,\n        num_gpus_per_machine=config.machine.num_gpus,\n        num_machines=config.machine.num_machines,\n        machine_rank=config.machine.machine_rank,\n        dist_url=config.machine.dist_url,\n        config=config,\n    )\n\n\ndef entrypoint():\n    \"\"\"Entrypoint for use with pyproject scripts.\"\"\"\n    # Choose a base configuration and override values.\n    tyro.extras.set_accent_color(\"bright_yellow\")\n    main(\n        tyro.cli(\n            AnnotatedBaseConfigUnion,\n            description=convert_markup_to_ansi(__doc__),\n        )\n    )\n\n\nif __name__ == \"__main__\":\n    entrypoint()\n"
  },
  {
    "path": "AutoReconForDens3R/scripts/viewer/view_dataset.py",
    "content": "#!/usr/bin/env python\n\"\"\"\nview_dataset.py\n\"\"\"\n\nfrom rich.console import Console\n\nCONSOLE = Console(width=120)\nimport time\nfrom datetime import timedelta\nfrom pathlib import Path\n\nimport torch\nimport tyro\n\nfrom nerfstudio.configs.base_config import ViewerConfig\nfrom nerfstudio.data.datamanagers import AnnotatedDataParserUnion\nfrom nerfstudio.data.datasets.base_dataset import InputDataset\nfrom nerfstudio.viewer.server import viewer_utils\n\nDEFAULT_TIMEOUT = timedelta(minutes=30)\n\n# speedup for when input size to model doesn't change (much)\ntorch.backends.cudnn.benchmark = True  # type: ignore\n\n\ndef main(\n    dataparser: AnnotatedDataParserUnion,\n    viewer: ViewerConfig,\n    log_base_dir: Path = Path(\"/tmp/nerfstudio_viewer_logs\"),\n) -> None:\n    \"\"\"Main function.\"\"\"\n    viewer_state = viewer_utils.ViewerState(\n        viewer,\n        log_filename=log_base_dir / viewer.relative_log_filename,\n    )\n    dataset = InputDataset(dataparser.setup().get_dataparser_outputs(split=\"train\"))\n    viewer_state.init_scene(dataset=dataset, start_train=False)\n    CONSOLE.log(\"Please refresh and load page at: %s\", viewer_state.viewer_url)\n    time.sleep(30)  # allowing time to refresh page\n\n\nif __name__ == \"__main__\":\n    tyro.extras.set_accent_color(\"bright_yellow\")\n    tyro.cli(main)\n"
  },
  {
    "path": "AutoReconForDens3R/setup.cfg",
    "content": ""
  },
  {
    "path": "AutoReconForDens3R/tests/cameras/test_cameras.py",
    "content": "\"\"\"\nTest the camera classes.\n\"\"\"\nimport dataclasses\nfrom itertools import product\n\nimport torch\n\nfrom nerfstudio.cameras.cameras import Cameras, CameraType\nfrom nerfstudio.cameras.rays import RayBundle\n\nBATCH_SIZE = 2\nH_W = 800\nFX_Y = 10.0\nCX_Y = H_W / 2.0\n# pylint: disable=unnecessary-comprehension\nC2W_FLAT = torch.eye(4)[:3, :]\nCAMERA_TO_WORLDS = [\n    C2W_FLAT,\n    torch.stack([C2W_FLAT] * BATCH_SIZE),\n    torch.stack([torch.stack([C2W_FLAT] * BATCH_SIZE)] * BATCH_SIZE),\n]\nFX_YS = [\n    FX_Y,\n    torch.tensor([1]).float() * FX_Y,\n    torch.ones(BATCH_SIZE, 1) * FX_Y,\n    torch.ones((BATCH_SIZE, BATCH_SIZE, 1)) * FX_Y,\n]\nH_WS = [\n    None,\n    H_W,\n    torch.tensor([1]) * H_W,\n    torch.ones(BATCH_SIZE, 1).int() * H_W,\n    torch.ones((BATCH_SIZE, BATCH_SIZE, 1)).int() * H_W,\n]\nCX_YS = [\n    CX_Y,\n    torch.tensor([1]).float() * CX_Y,\n    torch.ones(BATCH_SIZE, 1) * CX_Y,\n    torch.ones((BATCH_SIZE, BATCH_SIZE, 1)) * CX_Y,\n]\nDISTORTION_PARAMS = [None, torch.zeros(6), torch.zeros((BATCH_SIZE, 6)), torch.zeros((BATCH_SIZE, BATCH_SIZE, 6))]\ncamera_types = [\n    1,\n    torch.tensor([1]),\n    torch.ones(BATCH_SIZE, 1).int(),\n    torch.ones((BATCH_SIZE, BATCH_SIZE, 1)).int(),\n]\nC = Cameras(\n    CAMERA_TO_WORLDS[1],\n    FX_YS[0],\n    FX_YS[0],\n    CX_YS[0],\n    CX_YS[0],\n    H_WS[0],\n    H_WS[0],\n    DISTORTION_PARAMS[0],\n    camera_types[0],\n)\n\nC0 = Cameras(\n    CAMERA_TO_WORLDS[0],\n    FX_YS[0],\n    FX_YS[0],\n    CX_YS[0],\n    CX_YS[0],\n    H_WS[0],\n    H_WS[0],\n    DISTORTION_PARAMS[0],\n    camera_types[0],\n)\n\nC1 = Cameras(\n    CAMERA_TO_WORLDS[1],\n    FX_YS[0],\n    FX_YS[0],\n    CX_YS[0],\n    CX_YS[0],\n    H_WS[0],\n    H_WS[0],\n    DISTORTION_PARAMS[0],\n    camera_types[0],\n)\n\nC2 = Cameras(\n    CAMERA_TO_WORLDS[2],\n    FX_YS[0],\n    FX_YS[0],\n    CX_YS[0],\n    CX_YS[0],\n    H_WS[0],\n    H_WS[0],\n    DISTORTION_PARAMS[0],\n    camera_types[0],\n)\n\nC2_DIST = Cameras(\n    CAMERA_TO_WORLDS[2],\n    FX_YS[0],\n    FX_YS[0],\n    CX_YS[0],\n    CX_YS[0],\n    H_WS[0],\n    H_WS[0],\n    DISTORTION_PARAMS[1],\n    camera_types[0],\n)\n\n\ndef test_pinhole_camera():\n    \"\"\"Test that the pinhole camera model works.\"\"\"\n    c2w = torch.eye(4)[None, :3, :]\n    pinhole_camera = Cameras(cx=400.0, cy=400.0, fx=10.0, fy=10.0, camera_to_worlds=c2w)\n    camera_ray_bundle = pinhole_camera.generate_rays(camera_indices=0)\n    assert isinstance(camera_ray_bundle, RayBundle)\n    assert torch.allclose(camera_ray_bundle.origins[0], torch.tensor([0.0, 0.0, 0.0]))\n\n    # Test generate rays on 1D input\n    num_rays = 10\n    coords = torch.ones(num_rays, 2)\n    pinhole_camera.generate_rays(camera_indices=0, coords=coords)\n\n\ndef test_equirectangular_camera():\n    \"\"\"Test that the equirectangular camera model works.\"\"\"\n    height = 100  # width is twice the height\n    c2w = torch.eye(4)[None, :3, :]\n    equirectangular_camera = Cameras(\n        cx=float(height),\n        cy=0.5 * float(height),\n        fx=float(height),\n        fy=float(height),\n        camera_to_worlds=c2w,\n        camera_type=CameraType.EQUIRECTANGULAR,\n    )\n    camera_ray_bundle = equirectangular_camera.generate_rays(camera_indices=0)\n    assert isinstance(camera_ray_bundle, RayBundle)\n    assert torch.allclose(camera_ray_bundle.origins[0], torch.tensor([0.0, 0.0, 0.0]))\n\n    # Check that the directions are mostly correct in local camera coordinates (+y is up, -z is forward)\n    directions = camera_ray_bundle.directions\n    threshold = 0.9\n    x = torch.tensor([1.0, 0.0, 0.0])\n    y = torch.tensor([0.0, 1.0, 0.0])\n    z = torch.tensor([0.0, 0.0, 1.0])\n    # top pixels point up\n    assert directions[0, 0] @ y > threshold\n    assert directions[0, height] @ y > threshold\n    assert directions[0, -1] @ y > threshold\n    # middle pixels point horizontally; middle of image is camera forwards\n    assert directions[height // 2, 0] @ z > threshold\n    assert directions[height // 2, height // 2] @ -x > threshold\n    assert directions[height // 2, height] @ -z > threshold\n    assert directions[height // 2, 3 * height // 2] @ x > threshold\n    assert directions[height // 2, -1] @ z > threshold\n    # bottom pixels point down\n    assert directions[-1, 0] @ -y > threshold\n    assert directions[-1, height] @ -y > threshold\n    assert directions[-1, -1] @ -y > threshold\n\n\ndef test_camera_as_tensordataclass():\n    \"\"\"Test that the camera class move to Tensordataclass works.\"\"\"\n    _ = C2_DIST[torch.tensor([0]), torch.tensor([0])]\n\n    assert C0.shape == ()\n    assert C1[...].shape == torch.Size([BATCH_SIZE])\n\n    assert _check_cam_shapes(C0, ())\n    assert _check_cam_shapes(C1, (2,))\n    assert _check_cam_shapes(C2_DIST, (2, 2))\n\n    assert C0.generate_rays(0).shape == (H_W, H_W)\n    assert C0.generate_rays(0, coords=torch.ones(10, 2)).shape == (10,)\n    C1.generate_rays(0)\n    C1.generate_rays(torch.tensor([0, 1]).unsqueeze(-1))\n\n    # Make sure rays generated are same when distortion params are identity (all zeros) and None\n    assert C2.shape == C2_DIST.shape\n\n    c2_rays = C2.generate_rays(torch.tensor([0, 0]))\n    c_dist_rays = C2_DIST.generate_rays(torch.tensor([0, 0]))\n    assert _check_dataclass_allclose(c2_rays, c_dist_rays)\n    assert c2_rays.shape == (H_W, H_W)\n    assert c_dist_rays.shape == (H_W, H_W)\n\n    camera_indices = torch.tensor([[0, 0]])\n    assert C2.generate_rays(camera_indices).shape == (H_W, H_W, 1)\n\n    for args in product(\n        CAMERA_TO_WORLDS,\n        FX_YS,\n        FX_YS[:1],\n        CX_YS,\n        CX_YS[:1],\n        H_WS,\n        H_WS[:1],\n        DISTORTION_PARAMS[:-1],\n        camera_types[:-1],\n    ):\n        _ = Cameras(*args)\n\n\ndef check_generate_rays_shape():\n    \"\"\"Checking the output shapes from Cameras.generate_rays\"\"\"\n    coord = torch.tensor([1, 1])\n    combos = [\n        (0, None, torch.Size((800, 800))),  # First camera, all pixels\n        (\n            0,\n            coord,\n            torch.Size(()),\n        ),  # First camera, selected pixels in coords, output zero dimensional since no extra batch dim in coord\n        (\n            torch.zeros(1, 1),\n            coord.broadcast_to(1, 2),\n            torch.Size((1,)),\n        ),  # [0]th camera and selected coords, output is [1] dimensional\n        (\n            0,\n            coord.broadcast_to(1, 2),\n            torch.Size((1,)),\n        ),  # First camera and selected coords, output is [1] dimensional since one extra batch dim in coords\n        (\n            torch.zeros(1),\n            None,\n            torch.Size((800, 800)),\n        ),  # [0]th camera, all pixels, output is [HxW] dimensional since no extra output batch dim\n        (\n            torch.zeros(5, 1),\n            coord.broadcast_to(5, 2),\n            torch.Size((5,)),\n        ),  # [0]th camera and selected coords, output is [5] dimensional since extra batch dim is provided in inputs\n        (0, coord.broadcast_to(5, 2), torch.Size((5,))),  # First camera and selected coords, output is [5] dimensional\n        (\n            torch.zeros(5, 1),\n            None,\n            torch.Size((800, 800, 5)),\n        ),  # [0]th camera and all pixels, HxWx5 since coords is none and our extra batch dim in our inputs is [5]\n        (\n            torch.zeros(11, 5, 1),\n            coord.broadcast_to(11, 5, 2),\n            torch.Size((11, 5)),\n        ),  # [0]th camera and selected coords since inputs have 2 extra batch dims of [11,5]\n        (\n            0,\n            coord.broadcast_to(11, 5, 2),\n            torch.Size((11, 5)),\n        ),  # [0]th camera and selected coords since coords have 2 extra batch dims of [11, 5]\n        (\n            torch.zeros(11, 5, 1),\n            None,\n            torch.Size((800, 800, 11, 5)),\n        ),  # [0]th camera and all pixels since coords is none but we still have 2 extra batch dims of [11, 5] in coords\n    ]\n    for camera_indices, coords, output_size in combos:\n        shape = C0.generate_rays(camera_indices=camera_indices, coords=coords).shape\n        assert shape == output_size\n\n    assert C1.shape == (2,)\n    for camera_indices, coords, output_size in combos:\n        shape = C1.generate_rays(camera_indices=camera_indices, coords=coords).shape\n        assert shape == output_size\n\n    # camera_indices can't be an int anymore since our cameras object have 2 batch dimensions\n    # camera_indices last dim needs to be (..., 2) since len(cameras.shape) == 2\n    combos = [\n        (torch.zeros(2), coord, ()),\n        (torch.zeros(1, 2), coord.broadcast_to(1, 2), (1,)),\n        (torch.zeros(2), None, (800, 800)),\n        (torch.zeros(5, 2), coord.broadcast_to(5, 2), (5,)),\n        (torch.zeros(5, 2), None, (800, 800, 5)),\n        (torch.zeros(11, 5, 2), coord.broadcast_to(11, 5, 2), (11, 5)),\n        (torch.zeros(11, 5, 2), None, (800, 800, 11, 5)),\n    ]\n    for camera_indices, coords, output_size in combos:\n        shape = C2.generate_rays(camera_indices=camera_indices, coords=coords).shape\n        assert shape == output_size\n\n\ndef _check_dataclass_allclose(ipt, other):\n    for field in dataclasses.fields(ipt):\n        if getattr(ipt, field.name) is not None:\n            assert torch.allclose(getattr(ipt, field.name), getattr(other, field.name))\n    return True\n\n\ndef _check_cam_shapes(cam: Cameras, _batch_size):\n    if _batch_size:\n        assert len(cam) == _batch_size[0]\n    assert cam.shape == (*_batch_size,)\n    assert cam.camera_to_worlds.shape == (*_batch_size, 3, 4)\n    assert cam.fx.shape == (*_batch_size, 1)\n    assert cam.fy.shape == (*_batch_size, 1)\n    assert cam.cx.shape == (*_batch_size, 1)\n    assert cam.cy.shape == (*_batch_size, 1)\n    assert cam.height.shape == (*_batch_size, 1)\n    assert cam.width.shape == (*_batch_size, 1)\n    assert cam.distortion_params is None or cam.distortion_params.shape == (*_batch_size, 6)\n    assert cam.camera_type.shape == (*_batch_size, 1)\n    return True\n\n\nif __name__ == \"__main__\":\n    test_pinhole_camera()\n    test_equirectangular_camera()\n    test_camera_as_tensordataclass()\n"
  },
  {
    "path": "AutoReconForDens3R/tests/cameras/test_rays.py",
    "content": "\"\"\"\nTest the ray classes.\n\"\"\"\n\nimport pytest\nimport torch\n\nfrom nerfstudio.cameras.rays import Frustums\n\n\ndef test_frustum_get_position():\n    \"\"\"Test position calculation\"\"\"\n\n    origin = torch.Tensor([0, 1, 2])[None, ...]\n    direction = torch.Tensor([0, 1, 0])[None, ...]\n    frustum_start = torch.Tensor([2])[None, ...]\n    frustum_end = torch.Tensor([3])[None, ...]\n\n    target_position = torch.Tensor([0, 3.5, 2])[None, ...]\n\n    frustum = Frustums(\n        origins=origin,\n        directions=direction,\n        starts=frustum_start,\n        ends=frustum_end,\n        pixel_area=torch.ones((1, 1)),\n    )\n\n    positions = frustum.get_positions()\n    assert positions == pytest.approx(target_position, abs=1e-6)\n\n\ndef test_frustum_get_gaussian_blob():\n    \"\"\"Test gaussian blob calculation\"\"\"\n\n    frustum = Frustums(\n        origins=torch.ones((5, 3)),\n        directions=torch.ones((5, 3)),\n        starts=torch.ones((5, 1)),\n        ends=torch.ones((5, 1)),\n        pixel_area=torch.ones((5, 1)),\n    )\n\n    gaussian_blob = frustum.get_gaussian_blob()\n    assert gaussian_blob.mean.shape == (5, 3)\n    assert gaussian_blob.cov.shape == (5, 3, 3)\n\n\ndef test_frustum_apply_masks():\n    \"\"\"Test masking frustum\"\"\"\n    frustum = Frustums(\n        origins=torch.ones((5, 3)),\n        directions=torch.ones((5, 3)),\n        starts=torch.ones((5, 1)),\n        ends=torch.ones((5, 1)),\n        pixel_area=torch.ones((5, 1)),\n    )\n\n    mask = torch.tensor([False, True, False, True, True], dtype=torch.bool)\n    frustum = frustum[mask]\n\n    assert frustum.origins.shape == (3, 3)\n    assert frustum.directions.shape == (3, 3)\n    assert frustum.starts.shape == (3, 1)\n    assert frustum.ends.shape == (3, 1)\n    assert frustum.pixel_area.shape == (3, 1)\n\n\ndef test_get_mock_frustum():\n    \"\"\"Test creation of mock frustum\"\"\"\n    Frustums.get_mock_frustum()\n\n\nif __name__ == \"__main__\":\n    test_frustum_get_gaussian_blob()\n"
  },
  {
    "path": "AutoReconForDens3R/tests/field_components/test_embedding.py",
    "content": "\"\"\"\nEmbedding tests\n\"\"\"\nfrom nerfstudio.field_components.embedding import Embedding\n\n\ndef test_indexing():\n    \"\"\"Test embedding indexing\"\"\"\n    in_dim = 100\n    out_dim = 64\n\n    embedding = Embedding(in_dim, out_dim)\n    assert embedding\n    # TODO\n"
  },
  {
    "path": "AutoReconForDens3R/tests/field_components/test_encodings.py",
    "content": "\"\"\"\nEncoding Tests\n\"\"\"\nimport pytest\nimport torch\n\nfrom nerfstudio.field_components import encodings\n\n\ndef test_scaling_and_offset():\n    \"\"\"Test scaling and offset encoder\"\"\"\n    in_dim = 4\n    in_tensor = torch.ones((2, 3, in_dim))\n\n    scaling = 2.0\n    offset = 4.5\n    encoder = encodings.ScalingAndOffset(in_dim=in_dim, scaling=scaling, offset=offset)\n\n    assert encoder.get_out_dim() == in_dim\n    encoded = encoder(in_tensor)\n    assert encoded.shape[-1] == in_dim\n    assert in_tensor * 6.5 == pytest.approx(encoded)\n\n    with pytest.raises(ValueError):\n        encodings.ScalingAndOffset(in_dim=-1)\n\n\ndef test_nerf_encoder():\n    \"\"\"Test NeRF encoder\"\"\"\n    in_dim = 4\n    out_dim = 24\n    in_tensor = torch.ones((2, 3, in_dim))\n\n    num_frequencies = 3\n    min_freq_exp = 0\n    max_freq_exp = 3\n    encoder = encodings.NeRFEncoding(\n        in_dim=in_dim, num_frequencies=num_frequencies, min_freq_exp=min_freq_exp, max_freq_exp=max_freq_exp\n    )\n    assert encoder.get_out_dim() == out_dim\n\n    in_tensor = torch.ones((2, 3, in_dim))\n    encoded = encoder(in_tensor)\n    assert encoded.shape[-1] == out_dim\n    assert torch.max(encoded) == 1\n\n    in_tensor = torch.zeros((2, 3, in_dim))\n    encoded = encoder(in_tensor)\n    assert encoded.shape[-1] == out_dim\n    assert torch.min(encoded) == 0\n\n    # Test integrated posenc\n    covs = torch.ones((2, 3, in_dim, in_dim))\n    encoded = encoder(in_tensor, covs=covs)\n\n\ndef test_rff_encoder():\n    \"\"\"Test RFF encoder\"\"\"\n    in_dim = 3\n    out_dim = 24\n    in_tensor = torch.ones((2, 3, in_dim))\n\n    num_frequencies = 12\n    scale = 5\n    encoder = encodings.RFFEncoding(in_dim=in_dim, num_frequencies=num_frequencies, scale=scale)\n    assert encoder.get_out_dim() == out_dim\n\n    in_tensor = torch.ones((2, 3, in_dim))\n    encoded = encoder(in_tensor)\n    assert encoded.shape[-1] == out_dim\n\n    # Test integrated encoding\n    covs = torch.ones((2, 3, in_dim, in_dim))\n    encoded = encoder(in_tensor, covs=covs)\n\n\ndef test_tensor_vm_encoder():\n    \"\"\"Test TensorVM encoder\"\"\"\n\n    num_components = 24\n    resolution = 32\n\n    in_dim = 3\n    out_dim = 3 * num_components\n\n    encoder = encodings.TensorVMEncoding(num_components=num_components, resolution=resolution)\n    assert encoder.get_out_dim() == out_dim\n\n    in_tensor = torch.ones((3, in_dim))\n    encoded = encoder(in_tensor)\n    assert encoded.shape == (3, out_dim)\n\n    in_tensor = torch.ones((6, 3, in_dim))\n    encoded = encoder(in_tensor)\n    assert encoded.shape == (6, 3, out_dim)\n\n    encoder.upsample_grid(resolution=64)\n    encoder.upsample_grid(resolution=128)\n\n\ndef test_tensor_cp_encoder():\n    \"\"\"Test TensorCP encoder\"\"\"\n\n    num_components = 24\n    resolution = 32\n\n    in_dim = 3\n    out_dim = num_components\n\n    encoder = encodings.TensorCPEncoding(num_components=num_components, resolution=resolution)\n    assert encoder.get_out_dim() == out_dim\n\n    in_tensor = torch.ones((3, in_dim))\n    encoded = encoder(in_tensor)\n    assert encoded.shape == (3, out_dim)\n\n    in_tensor = torch.ones((6, 3, in_dim))\n    encoded = encoder(in_tensor)\n    assert encoded.shape == (6, 3, out_dim)\n\n    encoder.upsample_grid(resolution=64)\n\n\ndef test_tensor_sh_encoder():\n    \"\"\"Test Spherical Harmonic encoder\"\"\"\n\n    levels = 4\n    out_dim = levels**2\n\n    with pytest.raises(ValueError):\n        encoder = encodings.SHEncoding(levels=5)\n\n    encoder = encodings.SHEncoding(levels=levels)\n    assert encoder.get_out_dim() == out_dim\n\n    in_tensor = torch.zeros((10, 3))\n    in_tensor[..., 1] = 1\n    encoded = encoder(in_tensor)\n    assert encoded.shape == (10, out_dim)\n\n\ndef test_tensor_hash_encoder():\n    \"\"\"Test Spherical Harmonic encoder\"\"\"\n\n    num_levels = 4\n    features_per_level = 4\n    out_dim = num_levels * features_per_level\n\n    encoder = encodings.HashEncoding(\n        num_levels=num_levels,\n        features_per_level=features_per_level,\n        log2_hashmap_size=5,\n        implementation=\"torch\",\n    )\n    assert encoder.get_out_dim() == out_dim\n\n    in_tensor = torch.zeros((10, 3))\n    in_tensor[..., 1] = 1\n    encoded = encoder(in_tensor)\n    assert encoded.shape == (10, out_dim)\n\n    encoder = encodings.HashEncoding(\n        num_levels=num_levels,\n        features_per_level=features_per_level,\n        log2_hashmap_size=5,\n        implementation=\"tcnn\",\n    )\n    in_tensor = torch.zeros((10, 3))\n    in_tensor[..., 1] = 1\n    encoded = encoder(in_tensor)\n    assert encoded.shape == (10, out_dim)\n\n\nif __name__ == \"__main__\":\n    test_scaling_and_offset()\n    test_nerf_encoder()\n    test_rff_encoder()\n    test_tensor_vm_encoder()\n    test_tensor_cp_encoder()\n    test_tensor_sh_encoder()\n    test_tensor_hash_encoder()\n"
  },
  {
    "path": "AutoReconForDens3R/tests/field_components/test_field_outputs.py",
    "content": "\"\"\"\nField output tests\n\"\"\"\nimport pytest\nimport torch\nfrom torch import nn\n\nfrom nerfstudio.field_components.field_heads import (\n    DensityFieldHead,\n    FieldHead,\n    FieldHeadNames,\n    RGBFieldHead,\n    SHFieldHead,\n)\n\n\ndef test_field_output():\n    \"\"\"Test render output\"\"\"\n    in_dim = 6\n    out_dim = 4\n    activation = nn.ReLU()\n    render_head = FieldHead(in_dim=in_dim, out_dim=out_dim, field_head_name=FieldHeadNames.RGB, activation=activation)\n    assert render_head.get_out_dim() == out_dim\n\n    x = torch.ones((9, in_dim))\n    render_head(x)\n\n    # Test in_dim not provided at construction\n    render_head = FieldHead(out_dim=out_dim, field_head_name=FieldHeadNames.RGB, activation=activation)\n    with pytest.raises(SystemError):\n        render_head(x)\n    render_head.set_in_dim(in_dim)\n    render_head(x)\n\n\ndef test_density_output():\n    \"\"\"Test rgb output\"\"\"\n    in_dim = 6\n    density_head = DensityFieldHead(in_dim)\n    assert density_head.get_out_dim() == 1\n\n    x = torch.ones((9, in_dim))\n    density_head(x)\n\n\ndef test_rgb_output():\n    \"\"\"Test rgb output\"\"\"\n    in_dim = 6\n    rgb_head = RGBFieldHead(in_dim)\n    assert rgb_head.get_out_dim() == 3\n\n    x = torch.ones((9, in_dim))\n    rgb_head(x)\n\n\ndef test_sh_output():\n    \"\"\"Test sh output\"\"\"\n    in_dim = 6\n    levels = 4\n    channels = 3\n    rgb_head = SHFieldHead(in_dim, levels=levels, channels=channels)\n    assert rgb_head.get_out_dim() == channels * levels**2\n\n    x = torch.ones((9, in_dim))\n    rgb_head(x)\n\n\nif __name__ == \"__main__\":\n    test_field_output()\n    test_density_output()\n    test_rgb_output()\n    test_sh_output()\n"
  },
  {
    "path": "AutoReconForDens3R/tests/field_components/test_fields.py",
    "content": "\"\"\"\nTest the fields\n\"\"\"\nimport torch\n\nfrom nerfstudio.cameras.rays import Frustums, RaySamples\nfrom nerfstudio.fields.instant_ngp_field import TCNNInstantNGPField\n\n\ndef test_tcnn_instant_ngp_field():\n    \"\"\"Test the tiny-cuda-nn field\"\"\"\n    # pylint: disable=import-outside-toplevel\n    # pylint: disable=unused-import\n    try:\n        import tinycudann as tcnn\n    except ImportError as e:\n        # tinycudann module doesn't exist\n        print(e)\n        return\n    device = torch.device(\"cuda\" if torch.cuda.is_available() else \"cpu\")\n    aabb_scale = 1.0\n    aabb = torch.tensor(\n        [[-aabb_scale, -aabb_scale, -aabb_scale], [aabb_scale, aabb_scale, aabb_scale]], dtype=torch.float32\n    ).to(device)\n    field = TCNNInstantNGPField(aabb)\n    num_rays = 1024\n    num_samples = 256\n    positions = torch.rand((num_rays, num_samples, 3), dtype=torch.float32, device=device)\n    directions = torch.rand_like(positions)\n    frustums = Frustums(\n        origins=positions,\n        directions=directions,\n        starts=torch.zeros((*directions.shape[:-1], 1), device=device),\n        ends=torch.zeros((*directions.shape[:-1], 1), device=device),\n        pixel_area=torch.ones((*directions.shape[:-1], 1), device=device),\n    )\n    ray_samples = RaySamples(frustums=frustums)\n    field.forward(ray_samples)\n\n\nif __name__ == \"__main__\":\n    test_tcnn_instant_ngp_field()\n"
  },
  {
    "path": "AutoReconForDens3R/tests/field_components/test_mlp.py",
    "content": "\"\"\"\nMLP Test\n\"\"\"\nimport torch\nfrom torch import nn\n\nfrom nerfstudio.field_components import MLP\n\n\ndef test_mlp():\n    \"\"\"Test mlp\"\"\"\n    in_dim = 6\n    out_dim = 10\n    num_layers = 2\n    layer_width = 32\n    out_activation = nn.ReLU()\n    mlp = MLP(\n        in_dim=in_dim, out_dim=out_dim, num_layers=num_layers, layer_width=layer_width, out_activation=out_activation\n    )\n    assert mlp.get_out_dim() == out_dim\n\n    x = torch.ones((9, in_dim))\n\n    mlp.build_nn_modules()\n    y = mlp(x)\n\n    assert y.shape[-1] == out_dim\n\n\nif __name__ == \"__main__\":\n    test_mlp()\n"
  },
  {
    "path": "AutoReconForDens3R/tests/field_components/test_temporal_distortions.py",
    "content": "\"\"\"\nTest if temporal distortions run properly\n\"\"\"\nimport torch\n\nfrom nerfstudio.field_components.temporal_distortions import DNeRFDistortion\n\n\ndef test_dnerf_distortion():\n    \"\"\"Test dnerf distortion\"\"\"\n    # pylint: disable=import-outside-toplevel\n    # pylint: disable=unused-import\n    device = torch.device(\"cuda\" if torch.cuda.is_available() else \"cpu\")\n    distortion = DNeRFDistortion().to(device)\n\n    num_rays = 1024\n    num_samples = 256\n    positions = torch.rand((num_rays, num_samples, 3), dtype=torch.float32, device=device)\n    assert distortion.forward(positions, None) is None\n    times = torch.rand_like(positions[..., :1])\n    assert distortion.forward(positions, times).shape == positions.shape\n\n\nif __name__ == \"__main__\":\n    test_dnerf_distortion()\n"
  },
  {
    "path": "AutoReconForDens3R/tests/model_components/test_ray_sampler.py",
    "content": "\"\"\"\nTest samplers\n\"\"\"\n\nimport torch\n\nfrom nerfstudio.cameras.rays import RayBundle\nfrom nerfstudio.model_components.ray_samplers import (\n    LinearDisparitySampler,\n    LogSampler,\n    PDFSampler,\n    SqrtSampler,\n    UniformSampler,\n)\nfrom nerfstudio.model_components.scene_colliders import NearFarCollider\n\n\ndef test_uniform_sampler():\n    \"\"\"Test uniform sampler\"\"\"\n    num_samples = 15\n    sampler = UniformSampler(num_samples=num_samples)\n\n    origins = torch.zeros((10, 3))\n    directions = torch.ones_like(origins)\n    radius = torch.ones((10, 1))\n    ray_bundle = RayBundle(origins=origins, directions=directions, pixel_area=radius)\n    collider = NearFarCollider(near_plane=2, far_plane=4)\n    ray_bundle = collider(ray_bundle)\n\n    ray_samples = sampler(ray_bundle)\n\n    assert ray_samples.frustums.get_positions().shape[-2] == num_samples\n\n    # TODO Tancik: Add more precise tests\n\n\ndef test_lin_disp_sampler():\n    \"\"\"Test linear in disparity sampler\"\"\"\n    num_samples = 15\n    sampler = LinearDisparitySampler(num_samples=num_samples)\n\n    origins = torch.zeros((10, 3))\n    directions = torch.ones_like(origins)\n    radius = torch.ones((10, 1))\n    ray_bundle = RayBundle(origins=origins, directions=directions, pixel_area=radius)\n    collider = NearFarCollider(near_plane=2, far_plane=4)\n    ray_bundle = collider(ray_bundle)\n\n    ray_samples = sampler(ray_bundle)\n\n    assert ray_samples.frustums.get_positions().shape[-2] == num_samples\n\n\ndef test_sqrt_sampler():\n    \"\"\"Test square root sampler\"\"\"\n    num_samples = 15\n    sampler = SqrtSampler(num_samples=num_samples)\n\n    origins = torch.zeros((10, 3))\n    directions = torch.ones_like(origins)\n    radius = torch.ones((10, 1))\n    ray_bundle = RayBundle(origins=origins, directions=directions, pixel_area=radius)\n    collider = NearFarCollider(near_plane=2, far_plane=4)\n    ray_bundle = collider(ray_bundle)\n\n    ray_samples = sampler(ray_bundle)\n\n    assert ray_samples.frustums.get_positions().shape[-2] == num_samples\n\n\ndef test_log_sampler():\n    \"\"\"Test log sampler\"\"\"\n    num_samples = 15\n    sampler = LogSampler(num_samples=num_samples)\n\n    origins = torch.zeros((10, 3))\n    directions = torch.ones_like(origins)\n    radius = torch.ones((10, 1))\n    ray_bundle = RayBundle(origins=origins, directions=directions, pixel_area=radius)\n    collider = NearFarCollider(near_plane=2, far_plane=4)\n    ray_bundle = collider(ray_bundle)\n\n    ray_samples = sampler(ray_bundle)\n\n    assert ray_samples.frustums.get_positions().shape[-2] == num_samples\n\n\ndef test_pdf_sampler():\n    \"\"\"Test pdf sampler\"\"\"\n    num_samples = 15\n\n    origins = torch.zeros((10, 3))\n    directions = torch.ones_like(origins)\n    radius = torch.ones((10, 1))\n    ray_bundle = RayBundle(origins=origins, directions=directions, pixel_area=radius)\n    collider = NearFarCollider(near_plane=2, far_plane=4)\n    ray_bundle = collider(ray_bundle)\n\n    uniform_sampler = UniformSampler(num_samples=num_samples)\n    coarse_ray_samples = uniform_sampler(ray_bundle)\n\n    weights = torch.ones((10, num_samples, 1))\n\n    # Just check that it doesn't crash. Need to add some actual tests.\n    pdf_sampler = PDFSampler(num_samples)\n    pdf_sampler(ray_bundle, coarse_ray_samples, weights, num_samples)\n\n    # TODO Tancik: Add more precise tests\n\n\nif __name__ == \"__main__\":\n    test_uniform_sampler()\n    test_pdf_sampler()\n"
  },
  {
    "path": "AutoReconForDens3R/tests/model_components/test_renderers.py",
    "content": "\"\"\"\nTest renderers\n\"\"\"\nimport pytest\nimport torch\n\nfrom nerfstudio.cameras.rays import Frustums, RaySamples\nfrom nerfstudio.model_components import renderers\n\n\ndef test_rgb_renderer():\n    \"\"\"Test RGB volumetric rendering\"\"\"\n    num_samples = 10\n\n    rgb_samples = torch.ones((3, num_samples, 3))\n    weights = torch.ones((3, num_samples, 1))\n    weights /= torch.sum(weights, dim=-2, keepdim=True)\n\n    rgb_renderer = renderers.RGBRenderer()\n\n    rgb = rgb_renderer(rgb=rgb_samples, weights=weights)\n    assert torch.max(rgb) > 0.9\n\n    rgb = rgb_renderer(rgb=rgb_samples * 0, weights=weights)\n    assert torch.max(rgb) == pytest.approx(0, abs=1e-6)\n\n\ndef test_sh_renderer():\n    \"\"\"Test SH volumetric rendering\"\"\"\n\n    levels = 4\n    num_samples = 10\n\n    sh = torch.ones((3, num_samples, 3 * levels**2))\n    weights = torch.ones((3, num_samples, 1))\n    weights /= torch.sum(weights, dim=-2, keepdim=True)\n    directions = torch.zeros((3, num_samples, 3))\n    directions[..., 0] = 1\n\n    sh_renderer = renderers.SHRenderer()\n\n    rgb = sh_renderer(sh=sh, directions=directions, weights=weights)\n    assert torch.max(rgb) > 0.9\n\n\ndef test_acc_renderer():\n    \"\"\"Test accumulation rendering\"\"\"\n\n    num_samples = 10\n    weights = torch.ones((3, num_samples, 1))\n    weights /= torch.sum(weights, dim=-2, keepdim=True)\n\n    acc_renderer = renderers.AccumulationRenderer()\n\n    accumulation = acc_renderer(weights=weights)\n    assert torch.max(accumulation) > 0.9\n\n\ndef test_depth_renderer():\n    \"\"\"Test depth rendering\"\"\"\n\n    num_samples = 10\n    weights = torch.ones((num_samples, 1))\n    weights /= torch.sum(weights, dim=-2, keepdim=True)\n\n    frustums = Frustums.get_mock_frustum()\n    frustums.starts = torch.linspace(0, 100, num_samples)[..., None]\n    frustums.ends = torch.linspace(1, 101, num_samples)[..., None]\n\n    ray_samples = RaySamples(\n        frustums=frustums,\n        camera_indices=torch.ones((num_samples, 1)),\n        deltas=torch.ones((num_samples, 1)),\n    )\n\n    depth_renderer = renderers.DepthRenderer(method=\"median\")\n    depth = depth_renderer(weights=weights, ray_samples=ray_samples)\n    assert torch.min(depth) > 0\n\n    depth_renderer = renderers.DepthRenderer(method=\"expected\")\n    depth = depth_renderer(weights=weights, ray_samples=ray_samples)\n    assert torch.min(depth) > 0\n\n\nif __name__ == \"__main__\":\n    test_rgb_renderer()\n    test_sh_renderer()\n    test_acc_renderer()\n    test_depth_renderer()\n"
  },
  {
    "path": "AutoReconForDens3R/tests/test_train.py",
    "content": "# pylint: disable=protected-access\n\"\"\"\nDefault test to make sure train runs\n\"\"\"\n\nfrom __future__ import annotations\n\nfrom pathlib import Path\n\nimport pytest\n\nfrom nerfstudio.configs.base_config import Config\nfrom nerfstudio.configs.method_configs import method_configs\nfrom nerfstudio.data.dataparsers.blender_dataparser import BlenderDataParserConfig\nfrom scripts.train import train_loop\n\nBLACKLIST = [\"base\", \"semantic-nerfw\", \"instant-ngp\", \"nerfacto\", \"phototourism\"]\n\n\ndef set_reduced_config(config: Config):\n    \"\"\"Reducing the config settings to speedup test\"\"\"\n    config.machine.num_gpus = 0\n    config.trainer.max_num_iterations = 2\n    # reduce dataset factors; set dataset to test\n    config.pipeline.datamanager.dataparser = BlenderDataParserConfig(data=Path(\"tests/data/lego_test\"))\n    config.pipeline.datamanager.train_num_images_to_sample_from = 1\n    config.pipeline.datamanager.train_num_rays_per_batch = 4\n\n    # use tensorboard logging instead of wandb\n    config.vis = \"tensorboard\"\n    config.logging.relative_log_dir = Path(\"/tmp/\")\n\n    # reduce model factors\n    if hasattr(config.pipeline.model, \"num_coarse_samples\"):\n        config.pipeline.model.num_coarse_samples = 4\n    if hasattr(config.pipeline.model, \"num_importance_samples\"):\n        config.pipeline.model.num_importance_samples = 4\n    # remove viewer\n    config.viewer.enable = False\n\n    # model specific config settings\n    if config.method_name == \"instant-ngp\":\n        config.pipeline.model.field_implementation = \"torch\"\n\n    return config\n\n\n@pytest.mark.filterwarnings(\"ignore::DeprecationWarning\")\ndef test_train():\n    \"\"\"test run train script works properly\"\"\"\n    all_config_names = method_configs.keys()\n    for config_name in all_config_names:\n        if config_name in BLACKLIST:\n            print(\"skipping\", config_name)\n            continue\n        print(f\"testing run for: {config_name}\")\n        config = method_configs[config_name]\n        config = set_reduced_config(config)\n\n        train_loop(local_rank=0, world_size=0, config=config)\n\n\nif __name__ == \"__main__\":\n    test_train()\n"
  },
  {
    "path": "AutoReconForDens3R/tests/utils/test_poses.py",
    "content": "\"\"\"\nTest pose utils\n\"\"\"\n\nimport torch\n\nfrom nerfstudio.utils import poses\n\n\ndef test_to4x4():\n    \"\"\"Test addition of homogeneous coordinate to 3D pose.\"\"\"\n    pose = torch.rand((10, 3, 4))\n    pose_4x4 = poses.to4x4(pose)\n\n    assert pose_4x4.shape == (10, 4, 4)\n    assert torch.equal(\n        pose_4x4[:, 3, 3],\n        torch.ones(\n            10,\n        ),\n    )\n\n\ndef test_multiply():\n    \"\"\"Test 3D pose multiplication.\"\"\"\n    pose = torch.tensor(\n        [\n            [\n                [1.0, 0.0, 0.0, 1.0],\n                [0.0, 1.0, 0.0, 2.0],\n                [0.0, 0.0, 1.0, 3.0],\n            ]\n        ]\n    )\n    translation_pose = poses.multiply(pose, pose)\n    assert translation_pose.shape == pose.shape\n    assert torch.equal(translation_pose[..., :, 3], torch.tensor([[2.0, 4.0, 6.0]]))\n\n    pose_a = pose.clone()\n    pose_a[:, :3, :3] = torch.tensor(\n        [\n            [1.0, 0.0, 0.0],\n            [0.0, 0.0, -1.0],\n            [0.0, 1.0, 0.0],\n        ]\n    )\n    pose_b = pose.clone()\n    pose_b[:, :3, :3] = torch.tensor(\n        [\n            [0.0, -1.0, 0.0],\n            [0.0, 0.0, -1.0],\n            [1.0, 0.0, 0.0],\n        ]\n    )\n\n    translation_rotation_pose = poses.multiply(pose_a, pose_b)\n    assert torch.allclose(translation_rotation_pose, (poses.to4x4(pose_a) @ poses.to4x4(pose_b))[:, :3, :4])\n\n\ndef test_inverse():\n    \"\"\"Test 3D pose inversion.\"\"\"\n\n    pose = torch.rand((10, 3, 4))\n    pose[:, :3, :3] = torch.tensor(\n        [\n            [1.0, 0.0, 0.0],\n            [0.0, 0.0, -1.0],\n            [0.0, 1.0, 0.0],\n        ]\n    )\n    pose_inv = poses.inverse(pose)\n\n    assert pose_inv.shape == pose.shape\n\n    unit_pose = torch.zeros_like(pose)\n    unit_pose[:, :3, :3] = torch.eye(3)\n\n    assert torch.allclose(\n        poses.multiply(pose, pose_inv),\n        unit_pose,\n    )\n\n\ndef test_normalize():\n    \"\"\"Test 3D pose normalization\"\"\"\n    pose = torch.ones((2, 3, 4))\n    pose[:, :3, :3] = torch.eye(3)\n    pose[0, :3, 3] = torch.tensor([2.0, 0.0, -2.0])\n    pose[1, :3, 3] = torch.tensor([1.0, 1.0, 1.0])\n\n    pose_scaled = poses.normalize(pose)\n\n    assert pose_scaled.shape == pose.shape\n    assert torch.max(pose_scaled[:, :3, 3]) <= 1.0\n\n    assert torch.equal(pose_scaled[0, :3, 3], torch.tensor([1.0, 0.0, -1.0]))\n    assert torch.equal(pose_scaled[1, :3, 3], torch.tensor([0.5, 0.5, 0.5]))\n"
  },
  {
    "path": "AutoReconForDens3R/tests/utils/test_tensor_dataclass.py",
    "content": "\"\"\"\nTest tensor dataclass\n\"\"\"\nfrom dataclasses import dataclass\nfrom typing import Dict\n\nimport pytest\nimport torch\n\nfrom nerfstudio.utils.tensor_dataclass import TensorDataclass\n\n\n@dataclass\nclass DummyNestedClass(TensorDataclass):\n    \"\"\"Dummy dataclass\"\"\"\n\n    x: torch.Tensor\n\n\n@dataclass\nclass DummyTensorDataclass(TensorDataclass):\n    \"\"\"Dummy dataclass\"\"\"\n\n    a: torch.Tensor\n    b: torch.Tensor\n    c: DummyNestedClass = None\n    d: Dict = None\n\n\ndef test_init():\n    \"\"\"Test that dataclass is properly initialized\"\"\"\n\n    @dataclass\n    class Dummy(TensorDataclass):\n        \"\"\"Dummy dataclass\"\"\"\n\n        dummy_vals: torch.Tensor = None\n\n    dummy = Dummy(dummy_vals=torch.ones(1))\n    with pytest.raises(ValueError):\n        dummy = Dummy()\n\n\ndef test_broadcasting():\n    \"\"\"Test broadcasting during init\"\"\"\n\n    a = torch.ones((4, 6, 3))\n    b = torch.ones((6, 2))\n    tensor_dataclass = DummyTensorDataclass(a=a, b=b)\n    assert tensor_dataclass.b.shape == (4, 6, 2)\n\n    a = torch.ones((4, 6, 3))\n    b = torch.ones(2)\n    tensor_dataclass = DummyTensorDataclass(a=a, b=b)\n    assert tensor_dataclass.b.shape == (4, 6, 2)\n\n    # Invalid broadcasting\n    a = torch.ones((4, 6, 3))\n    b = torch.ones((3, 2))\n    with pytest.raises(RuntimeError):\n        tensor_dataclass = DummyTensorDataclass(a=a, b=b)\n\n\ndef test_tensor_ops():  # pylint: disable=(too-many-statements)\n    \"\"\"Test tensor operations\"\"\"\n\n    a = torch.ones((4, 6, 3))\n    b = torch.ones((6, 2))\n    d = {\"t1\": torch.ones((4, 6, 3)), \"t2\": {\"t3\": torch.ones((6, 4))}}\n    tensor_dataclass = DummyTensorDataclass(a=a, b=b, d=d)\n\n    assert tensor_dataclass.shape == (4, 6)\n    assert tensor_dataclass.a.shape == (4, 6, 3)\n    assert tensor_dataclass.b.shape == (4, 6, 2)\n    assert tensor_dataclass.d[\"t1\"].shape == (4, 6, 3)\n    assert tensor_dataclass.d[\"t2\"][\"t3\"].shape == (4, 6, 4)\n    assert tensor_dataclass.size == 24\n    assert tensor_dataclass.ndim == 2\n    assert len(tensor_dataclass) == 4\n\n    reshaped = tensor_dataclass.reshape((2, 12))\n    assert reshaped.shape == (2, 12)\n    assert reshaped.a.shape == (2, 12, 3)\n    assert reshaped.b.shape == (2, 12, 2)\n    assert reshaped.d[\"t1\"].shape == (2, 12, 3)\n    assert reshaped.d[\"t2\"][\"t3\"].shape == (2, 12, 4)\n\n    flattened = tensor_dataclass.flatten()\n    assert flattened.shape == (24,)\n    assert flattened.a.shape == (24, 3)\n    assert flattened.b.shape == (24, 2)\n    assert flattened.d[\"t1\"].shape == (24, 3)\n    assert flattened.d[\"t2\"][\"t3\"].shape == (24, 4)\n    assert flattened[0:4].shape == (4,)\n\n    # Test indexing operations\n    assert tensor_dataclass[:, 1].shape == (4,)\n    assert tensor_dataclass[:, 1].a.shape == (4, 3)\n    assert tensor_dataclass[:, 1].d[\"t1\"].shape == (4, 3)\n    assert tensor_dataclass[:, 1].d[\"t2\"][\"t3\"].shape == (4, 4)\n    assert tensor_dataclass[:, 0:2].shape == (4, 2)\n    assert tensor_dataclass[:, 0:2].a.shape == (4, 2, 3)\n    assert tensor_dataclass[:, 0:2].d[\"t1\"].shape == (4, 2, 3)\n    assert tensor_dataclass[:, 0:2].d[\"t2\"][\"t3\"].shape == (4, 2, 4)\n    assert tensor_dataclass[..., 1].shape == (4,)\n    assert tensor_dataclass[..., 1].a.shape == (4, 3)\n    assert tensor_dataclass[0].shape == (6,)\n    assert tensor_dataclass[0].a.shape == (6, 3)\n    assert tensor_dataclass[0].d[\"t1\"].shape == (6, 3)\n    assert tensor_dataclass[0].d[\"t2\"][\"t3\"].shape == (6, 4)\n    assert tensor_dataclass[0, ...].shape == (6,)\n    assert tensor_dataclass[0, ...].a.shape == (6, 3)\n\n    tensor_dataclass = DummyTensorDataclass(\n        a=torch.ones((2, 3, 4, 5)),\n        b=torch.ones((4, 5)),\n        d={\"t1\": torch.ones((2, 3, 4, 5)), \"t2\": {\"t3\": torch.ones((4, 5))}},\n    )\n    assert tensor_dataclass[0, ...].shape == (3, 4)\n    assert tensor_dataclass[0, ...].a.shape == (3, 4, 5)\n    assert tensor_dataclass[0, ...].d[\"t1\"].shape == (3, 4, 5)\n    assert tensor_dataclass[0, ...].d[\"t2\"][\"t3\"].shape == (3, 4, 5)\n    assert tensor_dataclass[0, ..., 0].shape == (3,)\n    assert tensor_dataclass[0, ..., 0].a.shape == (3, 5)\n    assert tensor_dataclass[0, ..., 0].d[\"t1\"].shape == (3, 5)\n    assert tensor_dataclass[0, ..., 0].d[\"t2\"][\"t3\"].shape == (3, 5)\n    assert tensor_dataclass[..., 0].shape == (2, 3)\n    assert tensor_dataclass[..., 0].a.shape == (2, 3, 5)\n    assert tensor_dataclass[..., 0].d[\"t1\"].shape == (2, 3, 5)\n    assert tensor_dataclass[..., 0].d[\"t2\"][\"t3\"].shape == (2, 3, 5)\n\n    mask = torch.rand(size=(2, 3)) > 0.5\n    assert tensor_dataclass[mask].ndim == 2\n\n\ndef test_nested_class():\n    \"\"\"Test nested TensorDataclasses\"\"\"\n\n    a = torch.ones((4, 6, 3))\n    b = torch.ones((6, 2))\n    c = DummyNestedClass(x=torch.ones(6, 5))\n    tensor_dataclass = DummyTensorDataclass(a=a, b=b, c=c)\n\n    assert tensor_dataclass.shape == (4, 6)\n    assert tensor_dataclass.a.shape == (4, 6, 3)\n    assert tensor_dataclass.b.shape == (4, 6, 2)\n    assert tensor_dataclass.c.shape == (4, 6)\n    assert tensor_dataclass.c.x.shape == (4, 6, 5)\n    assert tensor_dataclass.size == 24\n    assert tensor_dataclass.c.size == 24\n\n    reshaped = tensor_dataclass.reshape((2, 12))\n    assert reshaped.shape == (2, 12)\n    assert reshaped.c.shape == (2, 12)\n    assert reshaped.c.x.shape == (2, 12, 5)\n\n    flattened = tensor_dataclass.flatten()\n    assert flattened.c.shape == (24,)\n    assert flattened.c.x.shape == (24, 5)\n\n    # Test indexing operations\n    assert tensor_dataclass[:, 1].c.shape == (4,)\n    assert tensor_dataclass[:, 1].c.x.shape == (4, 5)\n\n    mask = torch.rand(size=(4,)) > 0.5\n    assert tensor_dataclass[mask].c.ndim == 2\n\n\ndef test_iter():\n    \"\"\"Test iterating over tensor dataclass\"\"\"\n    tensor_dataclass = DummyTensorDataclass(a=torch.ones((3, 4, 5)), b=torch.ones((3, 4, 5)))\n    for batch in tensor_dataclass:\n        assert batch.shape == (4,)\n        assert batch.a.shape == (4, 5)\n        assert batch.b.shape == (4, 5)\n\n\nif __name__ == \"__main__\":\n    test_init()\n    test_broadcasting()\n    test_tensor_ops()\n    test_iter()\n    test_nested_class()\n"
  },
  {
    "path": "AutoReconForDens3R/tests/utils/test_visualization.py",
    "content": "\"\"\"\nTest colormaps\n\"\"\"\nimport torch\n\nfrom nerfstudio.utils import colormaps\n\n\ndef test_apply_colormap():\n    \"\"\"Test adding a colormap to data\"\"\"\n    data = torch.rand((10, 20, 1))\n    colored_data = colormaps.apply_colormap(data)\n\n    assert colored_data.shape == (10, 20, 3)\n    assert torch.min(colored_data) >= 0\n    assert torch.max(colored_data) <= 1\n\n\ndef test_apply_depth_colormap():\n    \"\"\"Test adding a colormap to depth data\"\"\"\n    data = torch.rand((10, 20, 1))\n    accum = torch.rand((10, 20, 1))\n    accum = accum / torch.max(accum)\n    colored_data = colormaps.apply_depth_colormap(depth=data, accumulation=accum)\n\n    assert colored_data.shape == (10, 20, 3)\n    assert torch.min(colored_data) >= 0\n    assert torch.max(colored_data) <= 1\n\n\ndef test_apply_boolean_colormap():\n    \"\"\"Test adding a colormap to boolean data\"\"\"\n    data = torch.rand((10, 20, 1))\n    data = data > 0.5\n    colored_data = colormaps.apply_boolean_colormap(data)\n\n    assert colored_data.shape == (10, 20, 3)\n    assert torch.min(colored_data) >= 0\n    assert torch.max(colored_data) <= 1\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/.gitignore",
    "content": "# Data and outputs\nexps/\ndata/\n/data\noutputs/\nassets/custom_data_example/co3d_chair/\n!assets/custom_data_example/co3d_chair/images\n!assets/custom_data_example/co3d_chair/vis_decomposition.html\n\n# Debug\n*_debug_*\n\n# Byte-compiled / optimized / DLL files\n__pycache__/\n*.py[cod]\n*$py.class\n\n# C extensions\n*.so\n\n# Distribution / packaging\n.Python\nbuild/\ndevelop-eggs/\ndist/\ndownloads/\neggs/\n.eggs/\nlib/\nlib64/\nparts/\nsdist/\nvar/\nwheels/\nshare/python-wheels/\n*.egg-info/\n.installed.cfg\n*.egg\nMANIFEST\n\n# PyInstaller\n#  Usually these files are written by a python script from a template\n#  before PyInstaller builds the exe, so as to inject date/other infos into it.\n*.manifest\n*.spec\n\n# Installer logs\npip-log.txt\npip-delete-this-directory.txt\n\n# Unit test / coverage reports\nhtmlcov/\n.tox/\n.nox/\n.coverage\n.coverage.*\n.cache\nnosetests.xml\ncoverage.xml\n*.cover\n*.py,cover\n.hypothesis/\n.pytest_cache/\ncover/\n\n# Translations\n*.mo\n*.pot\n\n# Django stuff:\n*.log\nlocal_settings.py\ndb.sqlite3\ndb.sqlite3-journal\n\n# Flask stuff:\ninstance/\n.webassets-cache\n\n# Scrapy stuff:\n.scrapy\n\n# Sphinx documentation\ndocs/_build/\n\n# PyBuilder\n.pybuilder/\ntarget/\n\n# Jupyter Notebook\n.ipynb_checkpoints\n\n# IPython\nprofile_default/\nipython_config.py\n\n# pyenv\n#   For a library or package, you might want to ignore these files since the code is\n#   intended to run in multiple environments; otherwise, check them in:\n# .python-version\n\n# pipenv\n#   According to pypa/pipenv#598, it is recommended to include Pipfile.lock in version control.\n#   However, in case of collaboration, if having platform-specific dependencies or dependencies\n#   having no cross-platform support, pipenv may install dependencies that don't work, or not\n#   install all needed dependencies.\n#Pipfile.lock\n\n# poetry\n#   Similar to Pipfile.lock, it is generally recommended to include poetry.lock in version control.\n#   This is especially recommended for binary packages to ensure reproducibility, and is more\n#   commonly ignored for libraries.\n#   https://python-poetry.org/docs/basic-usage/#commit-your-poetrylock-file-to-version-control\n#poetry.lock\n\n# pdm\n#   Similar to Pipfile.lock, it is generally recommended to include pdm.lock in version control.\n#pdm.lock\n#   pdm stores project-wide configurations in .pdm.toml, but it is recommended to not include it\n#   in version control.\n#   https://pdm.fming.dev/#use-with-ide\n.pdm.toml\n\n# PEP 582; used by e.g. github.com/David-OConnor/pyflow and github.com/pdm-project/pdm\n__pypackages__/\n\n# Celery stuff\ncelerybeat-schedule\ncelerybeat.pid\n\n# SageMath parsed files\n*.sage.py\n\n# Environments\n.env\n.venv\nenv/\nvenv/\nENV/\nenv.bak/\nvenv.bak/\n\n# Spyder project settings\n.spyderproject\n.spyproject\n\n# Rope project settings\n.ropeproject\n\n# mkdocs documentation\n/site\n\n# mypy\n.mypy_cache/\n.dmypy.json\ndmypy.json\n\n# Pyre type checker\n.pyre/\n\n# pytype static type analyzer\n.pytype/\n\n# Cython debug symbols\ncython_debug/\n\n# vscode\n.vscode/"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/LICENSE",
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  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/README.md",
    "content": "# AutoDecomp: 3D object discovery from casual object captures\nThis is the coarse decomposition part of the method proposed in [AutoRecon: Automated 3D Object Discovery and Reconstruction](https://zju3dv.github.io/autorecon/files/autorecon.pdf). It can be used to preprocess a casual capture (object-centric multi-view images or a video) which estimate the camera poses with SfM and localize the salient foreground object for further reconstruction.\n\n## Install\nPlease install AutoDecomp following [INSTALL.md](docs/INSTALL.md).\n\n## Inference\n### Inference with demo data\nHere we takes `assets/custom_data_example/co3d_chair` as an example.\nYou can run automatic foreground scene decomposition with: `scripts/run_pipeline_demo_low-res.sh`.\nYou should get a similar visualization as in `assets/custom_data_example/co3d_chair/vis_decomposition.html`.\n\nYou can take the data structure and the script as a reference to run the pipeline on your own data.\n\n### Inference with CO3D data\n1. Download the demo data from [Google Drive](https://drive.google.com/drive/folders/1wgtV2WycT2zXVPCMQYm05q-0SIH2ZpER?usp=drive_link) and put them under `data/`.\n2. Run one of the script in `scripts/test_pipeline_co3d_manual-poses/cvpr` (use low-res images for feature matching and DINO features) or `scripts/test_pipeline_co3d_manual-poses` (use high-res images for feature matching and DINO features) to run the inference pipeline.\n3. We save camera poses, decomposition results and visualization to `path_to_the_instance/auto-deocomp_sfm-transformer`.\n\n### Inference with annotated data in the IDR format\nWe also support import camera poses saved in the IDR format and localize the foreground object. You can run one of the script in `scripts/test_pipeline_bmvs/cvpr` or `scripts/test_pipeline_bmvs` for reference.\n\n## Citation\nIf you find this code useful for your research, please use the following BibTeX entry.\n\n```bibtex\n@inproceedings{wang2023autorecon,\n  title={AutoRecon: Automated 3D Object Discovery and Reconstruction},\n  author={Wang, Yuang and He, Xingyi and Peng, Sida and Lin, Haotong and Bao, Hujun and Zhou, Xiaowei},\n  booktitle={Proceedings of the IEEE/CVF Conference on Computer Vision and Pattern Recognition},\n  pages={21382--21391},\n  year={2023}\n}\n```"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/__init__.py",
    "content": "\n__version__ = '0.1'"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/cli/inference_transformer.py",
    "content": "\"\"\"\n(sfm -> extract dino features) -> preprocess sfm -> decompose w/ transformer\n\"\"\"\nfrom dataclasses import dataclass, field\nfrom enum import Enum\nfrom pathlib import Path\nfrom typing import Any, Dict, List\n\nimport hydra\nimport torch\nfrom hydra.core.config_store import ConfigStore\nfrom hydra_zen import MISSING\nfrom loguru import logger\nfrom omegaconf import OmegaConf\n\nimport os\nimport sys\n# sys.path.append(\"/home/meta3d/Desktop/code_4070ti/dust3r/AutoRecon/third_party/AutoDecomp\")\nsys.path.append(str(Path(os.path.abspath(__file__)).resolve().parents[2]))\n\nfrom auto_decomp.decomp.preprocess import SfMPreprocess, SfMPreprocessConfig\nfrom auto_decomp.decomp.transformer.dataset.utils import build_inference_batch\nfrom auto_decomp.decomp.transformer.lightning.module import (\n    SfMTransformer,\n    SfMTransformerConfig,\n)\nfrom auto_decomp.feature_extraction.dino_vit import extract_features as dino_extractor\nfrom auto_decomp.sfm import colmap_from_idr, sfm\n\nSfmMode = Enum(\"SfmMode\", [\"sparse_recon\", \"idr2colmap\", \"dens3r\"])\n\n\n@dataclass\nclass Config:\n    defaults: List[Any] = field(\n        default_factory=lambda: [\n            {\"sparse_recon\": \"sequential\"},\n            {\"idr2colmap\": \"base\"},\n            {\"triangulation\": \"sequential\"},\n            {\"dino_feature\": \"base\"},\n            {\"decomp/sfm_preprocess\": \"base\"},\n            {\"decomp/transformer\": \"base\"},\n        ]\n    )\n\n    data_root: Path = Path(\"data/\")\n    inst_rel_dir: str = MISSING\n    sfm_mode: SfmMode = SfmMode.sparse_recon\n    sparse_recon: sfm.SfMConfig = MISSING\n    idr2colmap: colmap_from_idr.IDR2COLMAPConfig = MISSING\n    triangulation: sfm.SfMConfig = MISSING\n    dino_feature: dino_extractor.DINOExtractionConfig = MISSING\n    ckpt_path: str = \"ckpts/no-chair.ckpt\"\n    save_dirname: str = \"auto-decomp_transformer\"\n\n\ncs = ConfigStore.instance()\ncs.store(name=\"base_config\", node=Config)\n\n\ndef _update_config(cfg):\n    inst_rel_dir = cfg.inst_rel_dir\n    for k in [\"sparse_recon\", \"idr2colmap\", \"triangulation\", \"dino_feature\", \"decomp.sfm_preprocess\"]:\n        OmegaConf.update(cfg, f\"{k}.data_root\", cfg.data_root)\n        OmegaConf.update(cfg, f\"{k}.inst_rel_dir\", inst_rel_dir)\n\n\ndef main(config: Config):\n    cfg = config\n    _update_config(cfg)\n\n    sfm_preprocess = SfMPreprocess(cfg.decomp.sfm_preprocess)\n    sfm_transformer = SfMTransformer(cfg.decomp.transformer)\n\n    if Path(cfg.ckpt_path).exists():\n        ckpt_path = cfg.ckpt_path\n    else:\n        ckpt_path = Path(__file__).parents[2] / cfg.ckpt_path\n    state_dict = torch.load(ckpt_path, map_location=\"cpu\")[\"state_dict\"]\n    sfm_transformer.load_state_dict(state_dict, strict=True)\n    sfm_transformer.to(\"cuda\")\n\n    if cfg.sfm_mode == SfmMode.sparse_recon:\n        logger.info(\"Running sfm w/ sparse features\")\n        sfm.main(cfg.sparse_recon)\n        logger.info(\"Triangulating LoFTR matches\")\n        sfm.main(cfg.triangulation)\n    elif cfg.sfm_mode == SfmMode.idr2colmap:\n        logger.info(\"Converting annotation in the IDR format to a COLMAP model\")\n        colmap_from_idr.main(cfg.idr2colmap)\n        logger.info(\"Triangulating LoFTR matches\")\n        sfm.main(cfg.triangulation)\n    elif cfg.sfm_mode == SfmMode.dens3r:\n        logger.info(\"Running sfm w/ dens3r\")\n        sfm_dir_name = sfm.dens3r_recon(cfg.sparse_recon)\n        sfm.postprocess_dens3r(cfg.triangulation, sfm_dir_name)\n    else:\n        raise ValueError(f\"Unknown sfm mode: {cfg.sfm_mode}\")\n\n    logger.info(\"Extracting DINO features\")\n    dino_extractor.main(cfg.dino_feature)\n\n    logger.info(\"Preprocessing LoFTR triangulation\")\n    data: Dict[str, Any] = sfm_preprocess()\n\n    logger.info(\"Decomposing sfm point cloud w/ sfm_transformer\")\n    sfm_preprocess_cfg = cfg.decomp.sfm_preprocess\n    inst_dir = sfm_preprocess_cfg.data_root / sfm_preprocess_cfg.inst_rel_dir\n    data[\"inst_dir\"] = inst_dir\n    batch = build_inference_batch(data, facet=\"key\", device=\"cuda\")\n    sfm_transformer.inference(batch)\n    \n    torch.cuda.empty_cache()\n\nif __name__ == \"__main__\":\n    hydra.main(config_name=\"base_config\", config_path=\"../configs/inference_transformer\", version_base=None)(main)()\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/configs/inference_transformer/config.yaml",
    "content": "defaults:\n  - base_config\n  - _self_\n\ndecomp:\n  sfm_preprocess:\n    use_cache: True\n    online: True\n    visualize: True\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/configs/inference_transformer/cvpr.yaml",
    "content": "\ndefaults:\n  - base_config\n  - override triangulation: sequential_low-res\n  - override dino_feature: low-res\n  - override decomp/transformer/postprocess_test: inference_cvpr\n  - override decomp/transformer/saving: test_autorecon_cvpr\n  - _self_\n\ndecomp:\n  sfm_preprocess:\n    use_cache: True\n    online: True\n    visualize: True\n  transformer:\n    saving:\n      save_dirname: auto-deocomp_sfm-transformer_cvpr\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/configs/inference_transformer/cvpr_idr.yaml",
    "content": "defaults:\n  - base_config\n  - override triangulation: pairs_from_poses_low-res\n  - override dino_feature: low-res\n  - override decomp/transformer/postprocess_test: inference_cvpr\n  - override decomp/transformer/saving: test_autorecon_cvpr\n  - _self_\n\nsfm_mode: idr2colmap\nidr2colmap:\n  save_dirname: sfm_from_idr\ntriangulation:\n  reference_sfm_reldir: sfm_from_idr\ndecomp:\n  sfm_preprocess:\n    use_cache: True\n    online: True\n    visualize: True\n  transformer:\n    saving:\n      save_dirname: auto-deocomp_sfm-transformer_cvpr\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/configs/inference_transformer/idr.yaml",
    "content": "defaults:\n  - base_config\n  - override triangulation: pairs_from_poses\n  - _self_\n\nsfm_mode: idr2colmap\nidr2colmap:\n  save_dirname: sfm_from_idr\ntriangulation:\n  reference_sfm_reldir: sfm_from_idr\ndecomp:\n  sfm_preprocess:\n    use_cache: True\n    online: True\n    visualize: True\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/configs/inference_transformer/low-res.yaml",
    "content": "defaults:\n  - base_config\n  - override triangulation: sequential_low-res\n  - override dino_feature: low-res\n  - _self_\n\ndecomp:\n  sfm_preprocess:\n    use_cache: True\n    online: True\n    visualize: True\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/configs/inference_transformer/low-res_idr.yaml",
    "content": "defaults:\n  - base_config\n  - override triangulation: pairs_from_poses_low-res\n  - override dino_feature: low-res\n  - _self_\n\nsfm_mode: idr2colmap\nidr2colmap:\n  save_dirname: sfm_from_idr\ntriangulation:\n  reference_sfm_reldir: sfm_from_idr\ndecomp:\n  sfm_preprocess:\n    use_cache: True\n    online: True\n    visualize: True\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/decomp/preprocess.py",
    "content": "\"\"\" Preprocess the SfM point cloud\"\"\"\nimport copy\nimport json\nimport sys\nimport traceback\nfrom dataclasses import dataclass\nfrom enum import Enum\nfrom pathlib import Path\nfrom typing import Any, Dict, Optional, Tuple\n\nimport hydra\nimport numpy as np\nimport pycolmap\nimport ray\nimport torch\nfrom hydra.core.config_store import ConfigStore\nfrom hydra_zen import store\nfrom loguru import logger\nfrom omegaconf import DictConfig, OmegaConf\nfrom rich.traceback import install\n\nfrom auto_decomp.utils import colmap as colmap_utils\nfrom auto_decomp.utils.geometry.pointcloud.pointcloud import NeuralPointCloud\nfrom auto_decomp.utils.misc import EarlyTermination\nfrom auto_decomp.utils.viz_3d import PlotlySaveMode\n\ninstall(show_locals=False)\n\nPreprocessMode = Enum(\"PreprocessMode\", [\"transformer\", \"ncut\"])\n\n\n@dataclass\nclass SfMPreprocessConfig:\n    mode: PreprocessMode = PreprocessMode.transformer\n    \"\"\"whether preprocess for transformer or ncut\"\"\"\n    online: bool = False\n    \"\"\"whether preprocess online (return preprocessed data) of offline (save preprocessed data )\"\"\"\n    data_root: Path = Path(\"data/\")\n    inst_rel_dir: Optional[str] = None\n    inst_list_path: Optional[Path] = None\n    \"\"\"path to the file containing a list of instances\"\"\"\n    image_dirname: str = \"images\"\n    feat_dirname: str = \"dino_feats_307200\"\n    feat_dtype: str = \"float16\"\n    exp_dirname: str = \"sfm_preprocess\"\n    n_workers: int = 1\n    force_rerun: bool = True\n    sfm_dirname: str = \"triangulate_loftr-1920000_sequential_np-10\"\n    load_all_features: bool = True\n    \"\"\"load all features from the provided feature files\"\"\"\n    cache_name: str = \".cache.json\"\n    use_cache: bool = True\n    \"\"\"read the latest-produced sfm directory from cache\"\"\"\n    visualize: bool = True\n    \"\"\"visualize intermediate point clouds during preprocessing\"\"\"\n    vis_save_mode: PlotlySaveMode = PlotlySaveMode.html\n\n    # filtering configs\n    max_reproj_error: Optional[float] = None\n    \"\"\"if None, compute filtering threshold adaptively\"\"\"\n    min_track_length: Optional[float] = None\n    \"\"\"if None, compute filtering threshold adaptively\"\"\"\n    stat_outlier_n_neighbors: int = 30\n    \"\"\"statistical outlier removal\"\"\"\n    stat_outlier_std_ratio: float = 0.5\n    \"\"\"statistical outlier removal\"\"\"\n\n    # TODO: update other preprocess configs for NCut preprocessing\n\n\nsfm_preprocess_store = store(group=\"decomp/sfm_preprocess\")\nsfm_preprocess_store = sfm_preprocess_store(SfMPreprocessConfig, name=\"base\")\nstore.add_to_hydra_store()\n\n\nclass SfMPreprocessWorker:\n    def __init__(self, cfg: DictConfig, inst_rel_dir: str, device: str = \"cuda\"):\n        \"\"\"Preprocess a single SfM point cloud.\"\"\"\n        self.cfg = cfg\n        self.device = device\n        self._init_paths(inst_rel_dir)\n        self.rec = pycolmap.Reconstruction(self.sfm_dir)\n        self._sanity_check()\n        early_stop = self._handle_resume()\n        if early_stop:\n            return\n\n        logger.info(f\"Processing instance: {self.inst_rel_dir}\")\n        self.update_thresholds()\n\n    def _init_paths(self, inst_rel_dir: str):\n        cfg = self.cfg\n        self.inst_rel_dir = inst_rel_dir\n        inst_root = cfg.data_root / self.inst_rel_dir\n        cfg.cache_path = inst_root / cfg.cache_name  # caches storing the sfm paths (.cache.json)\n\n        if cfg.use_cache:\n            with open(cfg.cache_path, \"r\") as f:\n                cache = json.load(f)\n            sfm_dir = Path(cache[\"sfm_dir\"])\n            sfm_root = inst_root / sfm_dir.parent.relative_to(inst_root)\n            feat_dirname = cache[\"feat_dirname\"]\n            logger.info(\n                f\"Reading directories from cache: SfM:{sfm_dir.relative_to(inst_root)} | Feature:{feat_dirname}\"\n            )\n        else:\n            sfm_root = inst_root / cfg.sfm_dirname\n            sfm_dir = sfm_root / \"sfm\"\n            feat_dirname = cfg.feat_dirname\n        manhattan_sfm_dir = sfm_root / \"manhattan\"\n        if (manhattan_sfm_dir / \"points3D.bin\").exists():\n            sfm_dir = manhattan_sfm_dir\n\n        self.sfm_root, self.sfm_dir = sfm_root, sfm_dir\n        self.images_dir = inst_root / cfg.image_dirname\n        self.exp_dir = self.sfm_root / cfg.exp_dirname\n        self.feat_dir = inst_root / feat_dirname\n        self.vis_dir = self.exp_dir / \"vis_plots\"\n\n        # mkdir\n        self.exp_dir.mkdir(exist_ok=True)\n        self.vis_dir.mkdir(exist_ok=True)\n\n    def _handle_resume(self) -> bool:\n        early_stop = False\n        if not self.cfg.force_rerun:\n            # TODO: check if this instance is already processed.\n            raise NotImplementedError\n        else:\n            early_stop = False\n        return early_stop\n\n    def _sanity_check(self) -> None:\n        # check sfm model\n        _required_fns = [\"cameras.bin\", \"images.bin\", \"points3D.bin\"]\n        if not all([(self.sfm_dir / fn).exists() for fn in _required_fns]):\n            raise EarlyTermination(\n                f\"Incomplete SfM model ({self.sfm_dir}), \" f'at least one of ({\" \".join(_required_fns)}) is missing!'\n            )\n\n        # check vit features\n        if not self.feat_dir.exists():\n            raise EarlyTermination(f\"feat_dir does not exist: {self.feat_dir}\")\n        else:  # check if features are extracted for all registered images\n            for img_id in self.rec.reg_image_ids():\n                img_name = self.rec.images[img_id].name\n                feat_path = (self.feat_dir / img_name).with_suffix(\".npz\")\n                if not feat_path.exists():\n                    # logger.error(f'Cannot find the required feature file: {str(feat_path)} (for image \"{img_name}\")')\n                    raise EarlyTermination(\n                        f'Cannot find the required feature file: {str(feat_path)} (for image \"{img_name}\")'\n                    )\n\n    def update_thresholds(self):\n        \"\"\"Update preprocessing thresholds adaptively\"\"\"\n\n        # max_reproj_error & min_track_length of the SfM point cloud\n        if self.cfg.max_reproj_error is None or self.cfg.min_track_length is None:\n            # NOTE: the distri. of min_track_lengths is left-skewed (mostly a Pareto distri.)\n            #       the distri. of reproj_errors is approximately gaussian\n            bbs = self.rec.compute_bounding_box(0.001, 0.999)  # filtering extreme outliers\n            p3Ds = {\n                p3D_id: p3D\n                for p3D_id, p3D in self.rec.points3D.items()\n                if (p3D.xyz >= bbs[0]).all() and (p3D.xyz <= bbs[1]).all()\n            }\n            reproj_errors = [p3D.error for p3D in p3Ds.values()]\n            track_lengths = [p3D.track.length() for p3D in p3Ds.values()]\n            min_track_length = np.median(track_lengths)  # TODO: use a more statistically sound indicator\n            _reproj_error_std_ratio = 3.0\n            max_reproj_error = np.mean(reproj_errors) + np.std(reproj_errors) * _reproj_error_std_ratio\n            if self.cfg.max_reproj_error is None:\n                self.cfg.max_reproj_error = float(max_reproj_error)\n            if self.cfg.min_track_length is None:\n                self.cfg.min_track_length = float(min_track_length)\n            logger.info(f\"Using adaptive thresholds: {max_reproj_error=} | {min_track_length=}\")\n\n    def __call__(self) -> Optional[Dict[str, Any]]:\n        \"\"\"Perform a series of pre-processing on the SfM Point Cloud.\n\n        1. filtering w/ reproj-error & track-length\n        2. statistical outlier removal -> SfM Segmentation Transformer\n        3. downsampling w/ voxelization\n        4. filtering points behind most of the cameras\n        5. filtering part of the ground points -> NCut Segmentation\n        \"\"\"\n        data = {\"inst_name\": self.inst_rel_dir.replace(\"/\", \"_\")}\n        self.parse_poses(data)\n        self.build_neural_ptcd(data)\n        self.stat_outlier_removal(data)\n        if self.cfg.mode == PreprocessMode.transformer:\n            if self.cfg.online:\n                return data  # \"poses\", \"neural_ptcd\"\n            else:\n                self.save_transformer_inference()\n\n        self.voxel_downsample(data)\n        self.filter_pts_behind_cameras(data)\n        self.filter_ground_plane_pts(data)\n        if self.cfg.online:\n            return data\n        else:\n            self.save_ncut_inference()\n\n    def parse_poses(self, data):\n        data.update({\"poses\": colmap_utils.parse_poses(self.rec)})\n\n    def build_neural_ptcd(self, data):\n        \"\"\"Build neural point cloud with basic preprocessing based on track-length and reproj-error\"\"\"\n        neural_ptcd = NeuralPointCloud.from_pycolmap_rec(\n            self.rec,\n            self.images_dir,\n            self.feat_dir,\n            self.cfg.max_reproj_error,\n            self.cfg.min_track_length,\n            self.device,\n            feature_dtype=self.cfg.feat_dtype,\n            load_all_features=self.cfg.load_all_features,\n            vis_dir=self.vis_dir,\n            plotly_save_mode=self.cfg.vis_save_mode,\n        )\n        if self.cfg.visualize:\n            neural_ptcd.visualize_ptcd(\"step-1\")\n        data.update({\"neural_ptcd\": neural_ptcd})\n\n    def stat_outlier_removal(self, data):\n        data[\"neural_ptcd\"].statistical_outlier_removal(\n            self.cfg.stat_outlier_n_neighbors, self.cfg.stat_outlier_std_ratio\n        )\n        # TODO: vis & logging\n\n    def voxel_downsample(self, data):\n        raise NotImplementedError\n\n    def filter_pts_behind_cameras(self, data):\n        raise NotImplementedError\n\n    def filter_ground_plane_pts(self, data):\n        raise NotImplementedError\n\n    def save_transformer_inference(self):\n        \"\"\"Save preprocessed data for transformer inference\"\"\"\n        # TODO: tensor -> ndarray\n        # TODO: save feature with neural_ptcd.feature_dtype\n        raise NotImplementedError\n\n    def save_ncut_inference(self):\n        \"\"\"Save preprocessed data for transformer inference\"\"\"\n        # TODO: save feature with neural_ptcd.feature_dtype\n        raise NotImplementedError\n\n\n# TODO: Use a reusable Actor\n@ray.remote(num_cpus=1, num_gpus=1)\ndef ray_wrapper(cfg, task_id=None, **kwargs) -> Tuple[bool, str, Optional[str]]:\n    torch.cuda.empty_cache()\n    gpu_id = ray.get_gpu_ids()[0]\n    inst_rel_dir = kwargs[\"inst_rel_dir\"]\n\n    logger.configure(extra={\"gpu_id\": gpu_id, \"task_id\": task_id, \"inst\": inst_rel_dir})\n\n    try:\n        SfMPreprocessWorker(cfg, **kwargs)()\n        logger.info(\"SfM preprocessing done!\")\n        return True, inst_rel_dir, None\n    except (EarlyTermination, RuntimeError, AssertionError) as err:\n        err_str = traceback.format_exc()\n        logger.error(f\"SfM preprocessing failed: {err_str}\")\n        return False, inst_rel_dir, err_str\n\n\nclass SfMPreprocess:\n    def __init__(self, cfg: DictConfig):\n        self.cfg = cfg\n        OmegaConf.set_struct(cfg, False)\n        self.setup_logger()\n        if self.cfg.n_workers > 1:\n            ray.init(num_cpus=self.cfg.n_workers, num_gpus=self.cfg.n_workers)\n\n    def __call__(self) -> Optional[Dict[str, Any]]:\n        assert np.array([i is not None for i in [self.cfg.inst_rel_dir, self.cfg.inst_list_path]]).sum() == 1\n\n        # Run SfM preprocessing\n        if self.cfg.inst_rel_dir is not None:\n            assert self.cfg.n_workers == 1\n            torch.cuda.empty_cache()\n            logger.configure(extra={\"gpu_id\": 0, \"task_id\": 0, \"inst\": self.cfg.inst_rel_dir})\n            return SfMPreprocessWorker(self.cfg, self.cfg.inst_rel_dir, device=\"cuda\")()\n        else:\n            assert not self.cfg.online, \"Online mode is not supported for multiple sequences!\"\n            with open(self.cfg.inst_list_path, \"r\") as f:\n                inst_rel_dirs = f.read().strip().split()\n            obj_refs = [\n                ray_wrapper.remote(copy.deepcopy(self.cfg), task_id=task_id, inst_rel_dir=inst_rel_dir)  # type: ignore\n                for task_id, inst_rel_dir in enumerate(inst_rel_dirs)\n            ]\n            logger.info(f\"{len(obj_refs)} sequences to be processed!\")\n            ret_vals = ray.get(obj_refs)\n\n            # Log results\n            ret_states = np.array([s for s, _, _ in ret_vals], dtype=int)\n            insts = np.array([i for _, i, _ in ret_vals])\n            errors = np.array([e for _, _, e in ret_vals])\n            n_success = ret_states.sum()\n            failed_insts = insts[~(ret_states.astype(bool))]\n            failed_errors = errors[~(ret_states.astype(bool))]\n            logger.info(f\"Successfully executed tasks: {n_success} / {len(ret_states)}\")\n            if n_success != len(ret_states):\n                err_str = \"\\n\".join([f\"{_id}: {_err}\" for _id, _err in zip(failed_insts, failed_errors)])\n                logger.error(f\"Failed instances: \\n{err_str}\")\n\n    def setup_logger(self):\n        logger_format = (\n            \"<green>{time:YYYY-MM-DD HH:mm:ss.SSS}</green> | \"\n            \"<level>{level: <8}</level> | \"\n            \"<cyan>{name}</cyan>:<cyan>{function}</cyan>:<cyan>{line}</cyan> | \"\n            \"- <level>{message}</level>\"\n        )\n        logger.remove()\n        logger.add(sys.stderr, format=logger_format)\n\n\nif __name__ == \"__main__\":\n    cs = ConfigStore.instance()\n    cs.store(name=\"config\", node=SfMPreprocessConfig)\n    hydra.main(config_name=\"config\", version_base=None)(lambda cfg: SfMPreprocess(cfg)())()\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/decomp/transformer/__init__.py",
    "content": ""
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/decomp/transformer/dataset/__init__.py",
    "content": ""
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/decomp/transformer/dataset/ncut.py",
    "content": "\"\"\"Load the dataset built with NCut\"\"\"\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/decomp/transformer/dataset/utils.py",
    "content": "from typing import Any, Dict, Tuple, Union\n\nimport numpy as np\nimport torch\nfrom einops import repeat\nfrom torch import Tensor\nfrom torch.utils.data import default_collate\n\nfrom auto_decomp.utils.geometry.box3d import convert_box_format\nfrom auto_decomp.utils.geometry.pointcloud import NeuralPointCloud\n\nBBOX_KEYS = [\"bbox\", \"extended_bbox\", \"box_pseudo_gt_pca\", \"box_pseudo_gt_aabb\"]\n\n\ndef normalize_pointcloud(data):\n    # normalize pointcloud to a [-1, 1]^3 bbox (PointNet normalize ptcd into a unit-sphere)\n    xyz = data[\"xyz\"]\n    _max, _min = xyz.max(0), xyz.min(0)\n    scale = 1 / ((_max - _min).max() + 1e-7)\n    xyz = (xyz - _min) * scale * 2 - 1\n    assert xyz.min() >= -1 and xyz.max() <= 1\n    data[\"xyz\"] = xyz\n    if \"avg_cam_loc\" in data:  # for testing only, no other augmentation allowed\n        data[\"avg_cam_loc\"] = (data[\"avg_cam_loc\"] - _min) * scale * 2 - 1\n    data[\"normalize_min\"] = _min\n    data[\"normalize_scale\"] = scale  # for de-noramlization\n\n    for k in [\"bbox\", \"extended_bbox\"]:\n        if k in data:\n            # FIXME: normalize_pointcloud is called twice and data[k].shape == (8, 3) for the 2nd call.\n            # assert data[k].shape == (2, 3)  # (center, extent)\n            if data[k].shape == (2, 3):\n                data[k] = convert_box_format(data[k], \"center_extent\", \"vertices\")\n\n    for k in BBOX_KEYS:\n        if k in data:\n            data[k] = (data[k] - _min) * scale * 2 - 1\n            # if k != 'extended_bbox':\n            #     assert data[k].min() >= -1 and data[k].max() <= 1, f'{k} not in [-1, 1]\\n: {data[k]}'\n    return data\n\n\ndef to_numpy(obj):\n    if isinstance(obj, Tensor):\n        obj = obj.cpu().numpy()\n        if obj.dtype == np.float64:\n            obj = obj.astype(np.float32)\n        return obj\n    elif isinstance(obj, np.ndarray):\n        if obj.dtype == np.float64:\n            obj = obj.astype(np.float32)\n        return obj\n    elif isinstance(obj, dict):\n        res = {}\n        for k, v in obj.items():\n            res[k] = to_numpy(v)\n        return res\n    elif isinstance(obj, list):\n        res = []\n        for v in obj:\n            res.append(to_numpy(v))\n        return res\n    else:\n        return obj\n\n\ndef move_to(obj, device):\n    if torch.is_tensor(obj):\n        return obj.to(device)\n    elif isinstance(obj, dict):\n        res = {}\n        for k, v in obj.items():\n            res[k] = move_to(v, device)\n        return res\n    elif isinstance(obj, list):\n        res = []\n        for v in obj:\n            res.append(move_to(v, device))\n        return res\n    elif isinstance(obj, str):\n        return obj\n    else:\n        raise TypeError(f\"Invalid type for move_to: {type(obj)}\")\n\n\ndef build_inference_batch(\n    data: Dict[str, Any], facet: str = \"key\", device: str = \"cuda\", normalize_ptcd: bool = True\n) -> Dict[str, torch.Tensor]:\n    \"\"\"Build a batch for transformer inference.\n\n    Args:\n        data (Dict[str, Any]): the preprocessed sfm data\n            {\n                \"inst_name\": str\n                \"poses\": Dict: {image_name: {'T44_w2c': np.ndarray, 'K33': np.ndarray}}\n                \"neural_ptcd\": NeuralPointCloud\n            }\n    \"\"\"\n    batch = {}\n\n    inst_name, inst_dir, poses, neural_ptcd = data[\"inst_name\"], data[\"inst_dir\"], data[\"poses\"], data[\"neural_ptcd\"]\n    xyz = neural_ptcd.p3Ds  # (n_p, 3)\n    feat = neural_ptcd.pointwise_features[NeuralPointCloud.MAIN_FEATURE_KEY]  # (n_p, nc)\n    cls_feat = neural_ptcd.imagewise_features[f\"cls_{facet}\"]  # (nc,)\n\n    avg_cam_loc = compute_average_camera_position(poses)\n\n    batch = {\n        \"xyz\": xyz,\n        \"feat\": feat,\n        \"cls_feat\": cls_feat,\n        \"poses\": poses,\n        \"avg_cam_loc\": avg_cam_loc,\n        \"inst_name\": inst_name,\n        \"inst_dir\": str(inst_dir)\n    }\n    if normalize_ptcd:\n        batch = normalize_pointcloud(to_numpy(batch))\n    batch = default_collate([batch])\n    batch = move_to(batch, device)\n    return batch\n\n\ndef compute_average_camera_position(poses: Dict[str, Dict[str, np.ndarray]]) -> np.ndarray:\n    all_T44_w2c = np.stack([v[\"T44_w2c\"] for v in poses.values()], 0)\n    all_T44_c2w = repeat(np.eye(4), \"a b -> c a b\", c=len(all_T44_w2c))\n    all_T44_c2w[:, :3, :3] = all_T44_w2c[:, :3, :3].transpose(0, 2, 1)\n    all_T44_c2w[:, :3, [-1]] = -all_T44_c2w[:, :3, :3] @ all_T44_w2c[:, :3, [-1]]\n    avg_cam_loc = all_T44_c2w[:, :3, -1].mean(0)  # (3, )\n    return avg_cam_loc\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/decomp/transformer/lightning/module.py",
    "content": "from dataclasses import dataclass, field\nfrom typing import Any, List, Literal\n\nimport pytorch_lightning as pl\nfrom hydra_zen import MISSING, instantiate, make_custom_builds_fn, store\nfrom hydra_zen.typing import Partial\nfrom loguru import logger\nfrom torch.optim import Adam, Optimizer\nfrom torch.optim.lr_scheduler import MultiStepLR\n\nfrom auto_decomp.decomp.transformer.modeling import (\n    PointTransformer,\n    SegHeadConfig,\n    TokenSegHead,\n    TransformerConfig,\n)\nfrom auto_decomp.decomp.transformer.utils.postprocess import (\n    Postprocess,\n    PostprocessConfig,\n)\nfrom auto_decomp.decomp.transformer.utils.saving import (\n    SaveResults,\n    SfMTransformerSaveConfig,\n)\n\npbuilds = make_custom_builds_fn(zen_partial=True, populate_full_signature=True)\n\n\ndef if_none_then_true(x):\n    return x is None\n\n\n@dataclass\nclass SfMTransformerConfig:\n    defaults: List[Any] = field(\n        default_factory=lambda: [\n            {\"backbone\": \"base\"},\n            {\"seg_head\": \"base\"},\n            {\"postprocess_train\": \"base\"},\n            {\"postprocess_test\": \"inference\"},\n            {\"saving\": \"test_autorecon\"},\n        ]\n    )\n    # model\n    backbone: TransformerConfig = MISSING\n    seg_head: SegHeadConfig = MISSING\n    # training\n    optimizer: Partial[Optimizer] = pbuilds(Adam, lr=1e-3)\n    scheduler: Partial[MultiStepLR] = pbuilds(MultiStepLR, milestones=[5, 10, 15, 20, 25], gamma=0.1)\n    # postprocess & decomposition buiding\n    postprocess_train: PostprocessConfig = MISSING\n    postprocess_test: PostprocessConfig = MISSING  # either eval / inference\n    # saving\n    saving: SfMTransformerSaveConfig = MISSING\n\n    # TODO: vis configs\n\n\nsfm_trans_store = store(group=\"decomp/transformer\")\nsfm_trans_store(SfMTransformerConfig, name=\"base\")\nstore.add_to_hydra_store()\n\nclass SfMTransformer(pl.LightningModule):\n    def __init__(self, cfg: SfMTransformerConfig):\n        super().__init__()\n        self.cfg = cfg\n        self.transformer: PointTransformer = instantiate(cfg.backbone)\n        self.seg_head: TokenSegHead = instantiate(cfg.seg_head)\n        self.postprocess_train = Postprocess(cfg.postprocess_train)\n        self.postprocess_test = Postprocess(cfg.postprocess_test)\n        self.save_results = SaveResults(cfg.saving)\n\n    def forward(self, data):\n        xyz, feat, cls_feat = map(data.get, [\"xyz\", \"feat\", \"cls_feat\"])\n        tokens = self.transformer(xyz, feat, cls_token=cls_feat)  # (B, 1+N, C)\n        probs = self.seg_head(tokens[:, 1:], tokens[:, [0]])  # (B, N, 1)\n        return probs\n\n    def inference(self, batch):\n        return self.test_val_step(batch, -1, mode=\"test\")\n\n    def test_val_step(self, batch, batch_idx, mode=\"test\"):\n        assert mode in [\"val\", \"test\"]  # TODO: check whether \"val\" is correctly handled\n        # is_sanity_check = self.trainer.state.stage == \"sanity_check\"\n        aux_data = self.build_aux_attrs(batch, mode)\n\n        probs = self.forward(batch)\n        fg_aabb_verts_no_postprocess, fg_aabb_verts, decomp_results = self.postprocess_test(\n            batch[\"xyz\"],\n            probs,\n            avg_cam_loc=batch.get(\"avg_cam_loc\", None),\n            aux_data=aux_data,\n            rot_mat=batch.get(\"rot_mat\", None),\n            instance_names=batch[\"inst_name\"],\n        )\n\n        # save annotations\n        if mode == \"test\":\n            self.save_results.save_annotations(batch, decomp_results)\n\n        # TODO: compute losses & metrics\n        # TODO: visualization (random, fixed)\n        # TODO: return losses & metrics\n        return {}\n\n    def validation_step(self, batch, batch_idx):\n        return self.test_val_step(batch, batch_idx, mode=\"val\")\n\n    def test_step(self, batch, batch_idx):\n        return self.test_val_step(batch, batch_idx, mode=\"test\")\n\n    def build_aux_attrs(self, batch, mode: Literal[\"train\", \"test\", \"val\"]):\n        \"\"\"Build auxiliary point-wise attributs.\"\"\"\n        if mode == \"test\":\n            # TODO: build a enum shared with the dataset class\n            try:\n                aux_keys = [\"rgb_all\", \"pca_rgb_all\", \"feat\"]  # NOTE: augmentations are not applied on these fields\n                aux_data = {k: batch[k] for k in aux_keys}\n            except KeyError:\n                logger.warning(\"Missing auxiliary point-wise attributs, ignored!\")\n                aux_data = None\n        else:\n            aux_data = None\n        return aux_data\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/decomp/transformer/modeling/__init__.py",
    "content": "from hydra_zen import builds, store\n\nfrom .point_transformer import PointTransformer, TokenSegHead\n\nTransformerConfig = builds(PointTransformer, populate_full_signature=True)\nbase_transformer = TransformerConfig(\n    depth=2, embed_dim=96, linear_attention=True, pos_enc_type=\"discrete_sine\", pos_enc_merge=\"sum\"\n)\n\ntransformer_backbone_store = store(group=\"decomp/transformer/backbone\")\ntransformer_backbone_store(base_transformer, name=\"base\")\n\nSegHeadConfig = builds(TokenSegHead, populate_full_signature=True)\nbase_seg_head = SegHeadConfig(use_softmax=False, num_classes=2, temperature=1.0)\nseg_head_store = store(group=\"decomp/transformer/seg_head\")\nseg_head_store(base_seg_head, name=\"base\")\n\nstore.add_to_hydra_store()\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/decomp/transformer/modeling/encoding.py",
    "content": "# Copyright 2022 The Nerfstudio Team. All rights reserved.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\n\"\"\"\nModified from Nerfstudio.\n\"\"\"\n\nfrom abc import abstractmethod\nfrom typing import Optional\n\nimport torch\nfrom torch import nn\nfrom torchtyping import TensorType\n\n\ndef expected_sin(x_means: torch.Tensor, x_vars: torch.Tensor) -> torch.Tensor:\n    \"\"\"Computes the expected value of sin(y) where y ~ N(x_means, x_vars)\n    Args:\n        x_means: Mean values.\n        x_vars: Variance of values.\n    Returns:\n        torch.Tensor: The expected value of sin.\n    \"\"\"\n\n    return torch.exp(-0.5 * x_vars) * torch.sin(x_means)\n\n\nclass FieldComponent(nn.Module):\n    \"\"\"Field modules that can be combined to store and compute the fields.\n    Args:\n        in_dim: Input dimension to module.\n        out_dim: Ouput dimension to module.\n    \"\"\"\n\n    def __init__(self, in_dim: Optional[int] = None, out_dim: Optional[int] = None) -> None:\n        super().__init__()\n        self.in_dim = in_dim\n        self.out_dim = out_dim\n\n    def build_nn_modules(self) -> None:\n        \"\"\"Function instantiates any torch.nn members within the module.\n        If none exist, do nothing.\"\"\"\n\n    def set_in_dim(self, in_dim: int) -> None:\n        \"\"\"Sets input dimension of encoding\n        Args:\n            in_dim: input dimension\n        \"\"\"\n        if in_dim <= 0:\n            raise ValueError(\"Input dimension should be greater than zero\")\n        self.in_dim = in_dim\n\n    def get_out_dim(self) -> int:\n        \"\"\"Calculates output dimension of encoding.\"\"\"\n        if self.out_dim is None:\n            raise ValueError(\"Output dimension has not been set\")\n        return self.out_dim\n\n    @abstractmethod\n    def forward(self, in_tensor: TensorType[\"bs\":..., \"input_dim\"]) -> TensorType[\"bs\":..., \"output_dim\"]:\n        \"\"\"\n        Returns processed tensor\n        Args:\n            in_tensor: Input tensor to process\n        \"\"\"\n        raise NotImplementedError\n\n\nclass Encoding(FieldComponent):\n    \"\"\"Encode an input tensor. Intended to be subclassed\n\n    Args:\n        in_dim: Input dimension of tensor\n    \"\"\"\n\n    def __init__(self, in_dim: int) -> None:\n        if in_dim <= 0:\n            raise ValueError(\"Input dimension should be greater than zero\")\n        super().__init__(in_dim=in_dim)\n\n    @abstractmethod\n    def forward(self, in_tensor: TensorType[\"bs\":..., \"input_dim\"]) -> TensorType[\"bs\":..., \"output_dim\"]:\n        \"\"\"Call forward and returns and processed tensor\n\n        Args:\n            in_tensor: the input tensor to process\n        \"\"\"\n        raise NotImplementedError\n\n\nclass NeRFEncoding(Encoding):\n    \"\"\"Multi-scale sinousoidal encodings. Support ``integrated positional encodings`` if covariances are provided.\n    Each axis is encoded with frequencies ranging from 2^min_freq_exp to 2^max_freq_exp.\n\n    Args:\n        in_dim: Input dimension of tensor\n        num_frequencies: Number of encoded frequencies per axis\n        min_freq_exp: Minimum frequency exponent (i.e., logscale)\n        max_freq_exp: Maximum frequency exponent (i.e., logscale)\n        include_input: Append the input coordinate to the encoding\n    \"\"\"\n\n    def __init__(\n        self, in_dim: int, num_frequencies: int, min_freq_exp: float, max_freq_exp: float, include_input: bool = False\n    ) -> None:\n        super().__init__(in_dim)\n\n        self.num_frequencies = num_frequencies\n        self.min_freq = min_freq_exp\n        self.max_freq = max_freq_exp\n        self.include_input = include_input\n\n    def get_out_dim(self) -> int:\n        if self.in_dim is None:\n            raise ValueError(\"Input dimension has not been set\")\n        out_dim = self.in_dim * self.num_frequencies * 2\n        if self.include_input:\n            out_dim += self.in_dim\n        return out_dim\n\n    def forward(\n        self,\n        in_tensor: TensorType[\"bs\":..., \"input_dim\"],\n        covs: Optional[TensorType[\"bs\":..., \"input_dim\", \"input_dim\"]] = None,\n    ) -> TensorType[\"bs\":..., \"output_dim\"]:\n        \"\"\"Calculates NeRF encoding. If covariances are provided the encodings will be integrated as proposed\n            in mip-NeRF.\n\n        Args:\n            in_tensor: For best performance, the input tensor should be between 0 and 1.\n            covs: Covariances of input points.\n        Returns:\n            Output values will be between -1 and 1\n        \"\"\"\n        in_tensor = 2 * torch.pi * in_tensor  # scale to [0, 2pi]\n        freqs = 2 ** torch.linspace(self.min_freq, self.max_freq, self.num_frequencies).to(in_tensor.device)\n        scaled_inputs = in_tensor[..., None] * freqs  # [..., \"input_dim\", \"num_scales\"]\n        scaled_inputs = scaled_inputs.view(*scaled_inputs.shape[:-2], -1)  # [..., \"input_dim\" * \"num_scales\"]\n\n        if covs is None:\n            encoded_inputs = torch.sin(torch.cat([scaled_inputs, scaled_inputs + torch.pi / 2.0], dim=-1))\n        else:\n            input_var = torch.diagonal(covs, dim1=-2, dim2=-1)[..., :, None] * freqs[None, :] ** 2\n            input_var = input_var.reshape((*input_var.shape[:-2], -1))\n            encoded_inputs = expected_sin(\n                torch.cat([scaled_inputs, scaled_inputs + torch.pi / 2.0], dim=-1), torch.cat(2 * [input_var], dim=-1)\n            )\n\n        if self.include_input:\n            encoded_inputs = torch.cat([encoded_inputs, in_tensor], dim=-1)\n        return encoded_inputs\n\n\nclass RFFEncoding(Encoding):\n    \"\"\"Random Fourier Feature encoding. Supports integrated encodings.\n\n    Args:\n        in_dim: Input dimension of tensor\n        num_frequencies: Number of encoding frequencies\n        scale: Std of Gaussian to sample frequencies. Must be greater than zero\n        include_input: Append the input coordinate to the encoding\n    \"\"\"\n\n    def __init__(self, in_dim: int, num_frequencies: int, scale: float, include_input: bool = False) -> None:\n        super().__init__(in_dim)\n\n        self.num_frequencies = num_frequencies\n        if not scale > 0:\n            raise ValueError(\"RFF encoding scale should be greater than zero\")\n        self.scale = scale\n        if self.in_dim is None:\n            raise ValueError(\"Input dimension has not been set\")\n        b_matrix = torch.normal(mean=0, std=self.scale, size=(self.in_dim, self.num_frequencies))\n        self.register_buffer(name=\"b_matrix\", tensor=b_matrix)\n        self.include_input = include_input\n\n    def get_out_dim(self) -> int:\n        return self.num_frequencies * 2\n\n    def forward(\n        self,\n        in_tensor: TensorType[\"bs\":..., \"input_dim\"],\n        covs: Optional[TensorType[\"bs\":..., \"input_dim\", \"input_dim\"]] = None,\n    ) -> TensorType[\"bs\":..., \"output_dim\"]:\n        \"\"\"Calculates RFF encoding. If covariances are provided the encodings will be integrated as proposed\n            in mip-NeRF.\n\n        Args:\n            in_tensor: For best performance, the input tensor should be between 0 and 1.\n            covs: Covariances of input points.\n\n        Returns:\n            Output values will be between -1 and 1\n        \"\"\"\n        in_tensor = 2 * torch.pi * in_tensor  # scale to [0, 2pi]\n        scaled_inputs = in_tensor @ self.b_matrix  # [..., \"num_frequencies\"]\n\n        if covs is None:\n            encoded_inputs = torch.sin(torch.cat([scaled_inputs, scaled_inputs + torch.pi / 2.0], dim=-1))\n        else:\n            input_var = torch.sum((covs @ self.b_matrix) * self.b_matrix, -2)\n            encoded_inputs = expected_sin(\n                torch.cat([scaled_inputs, scaled_inputs + torch.pi / 2.0], dim=-1), torch.cat(2 * [input_var], dim=-1)\n            )\n\n        if self.include_input:\n            encoded_inputs = torch.cat([encoded_inputs, in_tensor], dim=-1)\n\n        return encoded_inputs\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/decomp/transformer/modeling/point_transformer.py",
    "content": "from typing import Optional\n\nimport torch\nfrom einops import rearrange\nfrom positional_encodings.torch_encodings import PositionalEncoding3D\nfrom torch import Tensor, nn\nfrom torch.nn import functional as F\n\nfrom .encoding import NeRFEncoding\nfrom .utils import trunc_normal_\nfrom .vision_transformer import Block, Mlp\n\n\nclass PointTransformer(nn.Module):\n    def __init__(\n        self,\n        voxel_resolution=128,\n        in_chans=384,\n        num_classes=2,\n        embed_dim=384,\n        depth=2,\n        num_heads=6,\n        mlp_ratio=4.0,\n        pos_enc_type=\"discrete_learned\",\n        pos_enc_merge=\"sum\",\n        qkv_bias=False,\n        qk_scale=None,\n        drop_rate=0.0,\n        attn_drop_rate=0.0,\n        drop_path_rate=0.0,\n        norm_layer=nn.LayerNorm,\n        linear_attention=False,\n        **kwargs,\n    ):\n        super().__init__()\n        self.voxel_resolution = voxel_resolution\n        self.num_features = self.embed_dim = embed_dim\n        self.voxel_embed = VoxelEmbedding(voxel_resolution=voxel_resolution, in_chans=in_chans, embed_dim=embed_dim)\n        max_n_voxels = self.voxel_embed.max_n_voxels\n\n        assert num_classes == 2  # otherwise, create more cls_tokens (DETR-style set-prediction)\n\n        self.cls_token = nn.Parameter(torch.zeros(1, 1, embed_dim))  # optional: if not provided\n        trunc_normal_(self.cls_token, std=0.02)\n\n        # positional embedding\n        # -- pos.enc type\n        self.pos_enc_type = pos_enc_type\n        if pos_enc_type == \"discrete_learned\":\n            self.pos_embed = nn.Parameter(torch.zeros(1, max_n_voxels + 1, embed_dim))\n            trunc_normal_(self.pos_embed, std=0.02)\n        elif pos_enc_type == \"discrete_sine\":\n            # FIXME: the ranges of sine pos.enc is incompatible w/ DINO features?\n            self.register_buffer(\n                \"pos_embed\",\n                torch.cat(\n                    [\n                        torch.zeros(1, 1, embed_dim),  # for [cls] token\n                        PositionalEncoding3D(embed_dim)(\n                            torch.zeros(\n                                1,\n                                *(\n                                    [\n                                        voxel_resolution,\n                                    ]\n                                    * 3\n                                ),\n                                embed_dim,\n                            )\n                        ).reshape(1, -1, embed_dim),\n                    ],\n                    dim=1,\n                ),\n                persistent=False,\n            )\n        elif pos_enc_type == \"continuous_sine\":\n            # use: https://github.com/nerfstudio-project/nerfstudio/blob/b8f85fb603e426309697f7590db3e2c34b9a0d66/nerfstudio/field_components/encodings.py#L1\n            # with min_freq & max_freq from logscale: https://github.com/kwea123/nerf_pl/blob/b7e44f661b9c391cf10760bf19b9243c019cfbe8/models/nerf.py\n            assert embed_dim % 6 == 0\n            n_freqs = int(embed_dim / 6)\n            min_freq_exp, max_freq_exp = 0, n_freqs - 1\n            self.pos_embed = NeRFEncoding(3, n_freqs, min_freq_exp, max_freq_exp, include_input=False)\n        elif pos_enc_type == \"RFF\":\n            raise NotImplementedError\n        elif pos_enc_type is None:\n            self.pos_embed = None\n        else:\n            raise NotImplementedError(f\"Unknown pos.enc: {pos_enc_type}\")\n        # -- pos.enc merge\n        self.pos_enc_merge = pos_enc_merge\n        if pos_enc_merge == \"sum\":\n            self.pos_feat_merger = lambda x, y: x + y\n        elif pos_enc_merge == \"mlp\":  # TODO: donot down-project pretrained DINO feature before merging\n            self.pos_feat_merger = PosFeatMerger(embed_dim, embed_dim, int(embed_dim * mlp_ratio), embed_dim)\n        else:\n            raise ValueError(f\"Unknown pos_enc_merge: {pos_enc_merge}\")\n        self.pos_drop = nn.Dropout(p=drop_rate)\n\n        dpr = [x.item() for x in torch.linspace(0, drop_path_rate, depth)]  # stochastic depth decay rule\n        self.blocks = nn.ModuleList(\n            [\n                Block(\n                    dim=embed_dim,\n                    num_heads=num_heads,\n                    mlp_ratio=mlp_ratio,\n                    qkv_bias=qkv_bias,\n                    qk_scale=qk_scale,\n                    drop=drop_rate,\n                    attn_drop=attn_drop_rate,\n                    drop_path=dpr[i],\n                    norm_layer=norm_layer,\n                    linear_attention=linear_attention,\n                )\n                for i in range(depth)\n            ]\n        )\n        self.norm = norm_layer(embed_dim)\n\n        # (optional) segmentation head\n        # self.head = nn.Linear(embed_dim, num_classes)  # num_classes - 1 for sigmoid\n\n        self.apply(self._init_weights)\n\n    def _init_weights(self, m):\n        if isinstance(m, nn.Linear):\n            trunc_normal_(m.weight, std=0.02)\n            if isinstance(m, nn.Linear) and m.bias is not None:\n                nn.init.constant_(m.bias, 0)\n        elif isinstance(m, nn.LayerNorm):\n            nn.init.constant_(m.bias, 0)\n            nn.init.constant_(m.weight, 1.0)\n\n    def interpolate_pos_encoding(self, x: Tensor):\n        \"\"\"Interpolate discrete (multi-scale) pos_enc volume w/ continuous point coordiantes.\n        Args:\n            x: (B, N, 3) input point cloud normalized to [-1, 1]^3\n        Returns:\n            pos_enc: (B, N+1, C)\n        \"\"\"\n        assert x.min() >= -1 and x.max() <= 1\n\n        vol_res = self.voxel_resolution\n        class_pos_embed = self.pos_embed[:, 0]  # (1, C)\n        patch_pos_embed = self.pos_embed[:, 1:]\n        # volume_pos_embed = patch_pos_embed.reshape(1, vol_res, vol_res, vol_res, self.embed_dim)\n        volume_pos_embed = rearrange(\n            patch_pos_embed, \"b (n0 n1 n2) c -> b c n0 n1 n2\", n0=vol_res, n1=vol_res, n2=vol_res\n        )\n        point_pos_embed = F.grid_sample(volume_pos_embed, x[:, :, None, None, :], mode=\"nearest\", align_corners=True)[\n            ..., 0, 0\n        ].permute(\n            0, 2, 1\n        )  # (B, N, C)\n\n        return torch.cat((class_pos_embed.unsqueeze(0), point_pos_embed), dim=1)\n\n    def prepare_tokens(self, xyz: Tensor, feat: Tensor, cls_token: Optional[Tensor] = None):\n        \"\"\"\n        Args:\n            xyz: (B, N, 3) point coordinates normalized to [-1, 1]^3\n            feat: (B, N, C) point features\n            cls_token: (B, C) instance-wise [cls] token\n        Returns:\n            token: (B, 1+N, C)\n        \"\"\"\n        B, n_pts, nc = feat.shape\n        feat = self.voxel_embed(xyz, feat)  # patch linear embedding\n\n        # add the [CLS] token to the embed patch tokens\n        if cls_token is not None:\n            cls_token = self.voxel_embed(None, cls_token[:, None])\n        else:\n            cls_token = self.cls_token.expand(B, -1, -1)\n\n        feat = torch.cat((cls_token, feat), dim=1)  # (B, 1+N, C)\n\n        # compute positional encoding\n        if self.pos_enc_type in [\"discrete_learned\", \"discrete_sine\"]:\n            pos_embed = self.interpolate_pos_encoding(xyz)  # (B, 1+N, C)\n            feat = self.pos_feat_merger(pos_embed, feat)\n            # feat = feat + pos_embed\n        elif self.pos_enc_type in [\"continuous_sine\"]:\n            pos_embed = torch.cat(\n                [xyz.new_zeros((B, 1, self.embed_dim)), self.pos_embed(xyz)], dim=1  # [cls]  # pyright: ignore\n            )\n            feat = self.pos_feat_merger(pos_embed, feat)\n            # feat = feat + pos_embed\n        return self.pos_drop(feat)\n\n    def forward(self, xyz: Tensor, feat: Tensor, cls_token: Optional[Tensor] = None) -> Tensor:\n        tokens = self.prepare_tokens(xyz, feat, cls_token)  # (B, 1+N, C)\n        for blk in self.blocks:\n            tokens = blk(tokens)\n        tokens = self.norm(tokens)\n        return tokens  # tokens[:, 0]\n\n\nclass VoxelEmbedding(nn.Module):\n    def __init__(self, voxel_resolution=128, in_chans=384, embed_dim=384):\n        super().__init__()\n        self.voxel_resolution = voxel_resolution\n        self.voxel_embed = nn.Linear(in_chans, embed_dim)\n        self.max_n_voxels = int(voxel_resolution**3)\n\n    def forward(self, xyz: Tensor, feat: Tensor):\n        # TODO: voxel-wise embedding\n        feat = self.voxel_embed(feat)\n        return feat\n\n\nclass PosFeatMerger(nn.Module):\n    def __init__(self, pos_dim, feat_dim, hidden_dim, out_dim, act_layer=nn.GELU, drop=0.0):\n        super().__init__()\n        self.mlp = Mlp(\n            pos_dim + feat_dim, hidden_features=hidden_dim, out_features=out_dim, act_layer=act_layer, drop=drop\n        )\n\n    def forward(self, pos, feat):\n        return self.mlp(torch.cat([pos, feat], dim=-1))\n\n\nclass TokenSegHead(nn.Module):\n    def __init__(self, use_softmax=False, temperature=1.0, num_classes=2):\n        super().__init__()\n        self.use_softmax = use_softmax\n        self.temperature = temperature\n        self.num_classes = num_classes\n\n    def forward(self, tokens: Tensor, cls_tokens: Tensor) -> Tensor:\n        \"\"\"\n        Args:\n            tokens: (B, N, C)\n            cls_tokens: (B, n_cls, C)\n        Returns:\n            probs: (B, N, n_cls)\n        \"\"\"\n        dot_prods = torch.einsum(\"bik,bjk->bij\", tokens, cls_tokens)\n        dot_prods *= self.temperature\n        if self.use_softmax:\n            assert dot_prods.shape[-1] == self.num_classes\n            probs = torch.softmax(dot_prods, -1)\n        else:  # element-wise sigmoid\n            assert dot_prods.shape[-1] == self.num_classes - 1\n            probs = torch.sigmoid(dot_prods)\n        return probs\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/decomp/transformer/modeling/utils.py",
    "content": "import math\nimport warnings\n\nimport torch\nfrom torch import Tensor, nn\nfrom torch.nn import functional as F\n\n\ndef _no_grad_trunc_normal_(tensor, mean, std, a, b):\n    # Cut & paste from PyTorch official master until it's in a few official releases - RW\n    # Method based on https://people.sc.fsu.edu/~jburkardt/presentations/truncated_normal.pdf\n    def norm_cdf(x):\n        # Computes standard normal cumulative distribution function\n        return (1. + math.erf(x / math.sqrt(2.))) / 2.\n\n    if (mean < a - 2 * std) or (mean > b + 2 * std):\n        warnings.warn(\"mean is more than 2 std from [a, b] in nn.init.trunc_normal_. \"\n                      \"The distribution of values may be incorrect.\",\n                      stacklevel=2)\n\n    with torch.no_grad():\n        # Values are generated by using a truncated uniform distribution and\n        # then using the inverse CDF for the normal distribution.\n        # Get upper and lower cdf values\n        l = norm_cdf((a - mean) / std)\n        u = norm_cdf((b - mean) / std)\n\n        # Uniformly fill tensor with values from [l, u], then translate to\n        # [2l-1, 2u-1].\n        tensor.uniform_(2 * l - 1, 2 * u - 1)\n\n        # Use inverse cdf transform for normal distribution to get truncated\n        # standard normal\n        \n        tensor.erfinv_()\n\n        # Transform to proper mean, std\n        tensor.mul_(std * math.sqrt(2.))\n        tensor.add_(mean)\n\n        # Clamp to ensure it's in the proper range\n        tensor.clamp_(min=a, max=b)\n        return tensor\n\n\ndef trunc_normal_(tensor, mean=0., std=1., a=-2., b=2.):\n    # type: (Tensor, float, float, float, float) -> Tensor\n    return _no_grad_trunc_normal_(tensor, mean, std, a, b)\n\n\ndef elu_feature_map(x):\n    return F.elu(x) + 1\n\n\nclass LinearAttention(nn.Module):\n    def __init__(self, eps=1e-6):\n        super().__init__()\n        self.feature_map = elu_feature_map\n        self.eps = eps\n\n    def forward(self, queries, keys, values):\n        \"\"\" Multi-Head linear attention proposed in \"Transformers are RNNs\"\n        Args:\n            queries: [N, H, L, D]\n            keys: [N, H, S, D]\n            values: [N, H, S, D]\n        Returns:\n            queried_values: (N, H, L, D)\n        \"\"\"\n        Q = self.feature_map(queries)\n        K = self.feature_map(keys)\n\n        v_length = values.size(2)\n        values = values / v_length  # prevent fp16 overflow\n        KV = torch.einsum(\"nhsd,nhsv->nhdv\", K, values)  # (S,D)' @ S,V\n        Z = 1 / (torch.einsum(\"nhld,nhd->nhl\", Q, K.sum(dim=2)) + self.eps)\n        queried_values = torch.einsum(\"nhld,nhdv,nhl->nhlv\", Q, KV, Z) * v_length\n\n        return queried_values.contiguous()\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/decomp/transformer/modeling/vision_transformer.py",
    "content": "# Copyright (c) Facebook, Inc. and its affiliates.\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n\"\"\"\nMostly copy-paste from timm library.\nhttps://github.com/rwightman/pytorch-image-models/blob/master/timm/models/vision_transformer.py\n\"\"\"\nimport math\nfrom functools import partial\n\nimport torch\nimport torch.nn as nn\n\nfrom .utils import LinearAttention, trunc_normal_\n\n\ndef drop_path(x, drop_prob: float = 0.0, training: bool = False):\n    if drop_prob == 0.0 or not training:\n        return x\n    keep_prob = 1 - drop_prob\n    shape = (x.shape[0],) + (1,) * (x.ndim - 1)  # work with diff dim tensors, not just 2D ConvNets\n    random_tensor = keep_prob + torch.rand(shape, dtype=x.dtype, device=x.device)\n    random_tensor.floor_()  # binarize\n    output = x.div(keep_prob) * random_tensor\n    return output\n\n\nclass DropPath(nn.Module):\n    \"\"\"Drop paths (Stochastic Depth) per sample  (when applied in main path of residual blocks).\"\"\"\n\n    def __init__(self, drop_prob=None):\n        super(DropPath, self).__init__()\n        self.drop_prob = drop_prob\n\n    def forward(self, x):\n        return drop_path(x, self.drop_prob, self.training)\n\n\nclass Mlp(nn.Module):\n    def __init__(self, in_features, hidden_features=None, out_features=None, act_layer=nn.GELU, drop=0.0):\n        super().__init__()\n        out_features = out_features or in_features\n        hidden_features = hidden_features or in_features\n        self.fc1 = nn.Linear(in_features, hidden_features)\n        self.act = act_layer()\n        self.fc2 = nn.Linear(hidden_features, out_features)\n        self.drop = nn.Dropout(drop)\n\n    def forward(self, x):\n        x = self.fc1(x)\n        x = self.act(x)\n        x = self.drop(x)\n        x = self.fc2(x)\n        x = self.drop(x)\n        return x\n\n\nclass Attention(nn.Module):\n    def __init__(\n        self, dim, num_heads=8, qkv_bias=False, qk_scale=None, attn_drop=0.0, proj_drop=0.0, linear_attention=False\n    ):\n        super().__init__()\n        self.num_heads = num_heads\n        head_dim = dim // num_heads\n        self.scale = qk_scale or head_dim**-0.5\n\n        self.qkv = nn.Linear(dim, dim * 3, bias=qkv_bias)\n        self.attn_drop = nn.Dropout(attn_drop)\n        self.proj = nn.Linear(dim, dim)\n        self.proj_drop = nn.Dropout(proj_drop)\n\n        self.linear_attention = linear_attention\n        if linear_attention:\n            self.lin_attn = LinearAttention(eps=1e-6)\n\n    def forward(self, x):\n        B, N, C = x.shape\n        qkv = self.qkv(x).reshape(B, N, 3, self.num_heads, C // self.num_heads).permute(2, 0, 3, 1, 4)\n        q, k, v = qkv[0], qkv[1], qkv[2]  # (B, N_heads, N, C)\n\n        if self.linear_attention:\n            x = self.lin_attn(q, k, v).transpose(1, 2).reshape(B, N, C)\n            attn = None\n        else:\n            attn = (q @ k.transpose(-2, -1)) * self.scale  # (B, N_heads, N, N)\n            attn = attn.softmax(dim=-1)\n            attn = self.attn_drop(attn)\n            # (b, h, n, c) => (b, n, h, c) => (b, n, (h, c))\n            x = (attn @ v).transpose(1, 2).reshape(B, N, C)\n        x = self.proj(x)\n        x = self.proj_drop(x)\n        return x, attn\n\n\nclass Block(nn.Module):\n    def __init__(\n        self,\n        dim,\n        num_heads,\n        mlp_ratio=4.0,\n        qkv_bias=False,\n        qk_scale=None,\n        drop=0.0,\n        attn_drop=0.0,\n        drop_path=0.0,\n        act_layer=nn.GELU,\n        norm_layer=nn.LayerNorm,\n        linear_attention=False,\n    ):\n        super().__init__()\n        self.norm1 = norm_layer(dim)\n        self.attn = Attention(\n            dim,\n            num_heads=num_heads,\n            qkv_bias=qkv_bias,\n            qk_scale=qk_scale,\n            attn_drop=attn_drop,\n            proj_drop=drop,\n            linear_attention=linear_attention,\n        )\n        self.drop_path = DropPath(drop_path) if drop_path > 0.0 else nn.Identity()\n        self.norm2 = norm_layer(dim)\n        mlp_hidden_dim = int(dim * mlp_ratio)\n        self.mlp = Mlp(in_features=dim, hidden_features=mlp_hidden_dim, act_layer=act_layer, drop=drop)\n\n    def forward(self, x, return_attention=False):\n        y, attn = self.attn(self.norm1(x))\n        if return_attention:\n            return attn\n        x = x + self.drop_path(y)\n        x = x + self.drop_path(self.mlp(self.norm2(x)))\n        return x\n\n\nclass PatchEmbed(nn.Module):\n    \"\"\"Image to Patch Embedding\"\"\"\n\n    def __init__(self, img_size=224, patch_size=16, in_chans=3, embed_dim=768):\n        super().__init__()\n        num_patches = (img_size // patch_size) * (img_size // patch_size)\n        self.img_size = img_size\n        self.patch_size = patch_size\n        self.num_patches = num_patches\n\n        self.proj = nn.Conv2d(in_chans, embed_dim, kernel_size=patch_size, stride=patch_size)\n\n    def forward(self, x):\n        B, C, H, W = x.shape\n        x = self.proj(x).flatten(2).transpose(1, 2)\n        return x\n\n\nclass VisionTransformer(nn.Module):\n    \"\"\"Vision Transformer\"\"\"\n\n    def __init__(\n        self,\n        img_size=[224],\n        patch_size=16,\n        in_chans=3,\n        num_classes=0,\n        embed_dim=768,\n        depth=12,\n        num_heads=12,\n        mlp_ratio=4.0,\n        qkv_bias=False,\n        qk_scale=None,\n        drop_rate=0.0,\n        attn_drop_rate=0.0,\n        drop_path_rate=0.0,\n        norm_layer=nn.LayerNorm,\n        **kwargs\n    ):\n        super().__init__()\n        self.num_features = self.embed_dim = embed_dim\n\n        self.patch_embed = PatchEmbed(\n            img_size=img_size[0], patch_size=patch_size, in_chans=in_chans, embed_dim=embed_dim\n        )\n        num_patches = self.patch_embed.num_patches\n\n        self.cls_token = nn.Parameter(torch.zeros(1, 1, embed_dim))\n        self.pos_embed = nn.Parameter(torch.zeros(1, num_patches + 1, embed_dim))\n        self.pos_drop = nn.Dropout(p=drop_rate)\n\n        dpr = [x.item() for x in torch.linspace(0, drop_path_rate, depth)]  # stochastic depth decay rule\n        self.blocks = nn.ModuleList(\n            [\n                Block(\n                    dim=embed_dim,\n                    num_heads=num_heads,\n                    mlp_ratio=mlp_ratio,\n                    qkv_bias=qkv_bias,\n                    qk_scale=qk_scale,\n                    drop=drop_rate,\n                    attn_drop=attn_drop_rate,\n                    drop_path=dpr[i],\n                    norm_layer=norm_layer,\n                )\n                for i in range(depth)\n            ]\n        )\n        self.norm = norm_layer(embed_dim)\n\n        # Classifier head\n        self.head = nn.Linear(embed_dim, num_classes) if num_classes > 0 else nn.Identity()\n\n        trunc_normal_(self.pos_embed, std=0.02)\n        trunc_normal_(self.cls_token, std=0.02)\n        self.apply(self._init_weights)\n\n    def _init_weights(self, m):\n        if isinstance(m, nn.Linear):\n            trunc_normal_(m.weight, std=0.02)\n            if isinstance(m, nn.Linear) and m.bias is not None:\n                nn.init.constant_(m.bias, 0)\n        elif isinstance(m, nn.LayerNorm):\n            nn.init.constant_(m.bias, 0)\n            nn.init.constant_(m.weight, 1.0)\n\n    def interpolate_pos_encoding(self, x, w, h):\n        npatch = x.shape[1] - 1\n        N = self.pos_embed.shape[1] - 1\n        if npatch == N and w == h:\n            return self.pos_embed\n        class_pos_embed = self.pos_embed[:, 0]\n        patch_pos_embed = self.pos_embed[:, 1:]\n        dim = x.shape[-1]\n        w0 = w // self.patch_embed.patch_size\n        h0 = h // self.patch_embed.patch_size\n        # we add a small number to avoid floating point error in the interpolation\n        # see discussion at https://github.com/facebookresearch/dino/issues/8\n        w0, h0 = w0 + 0.1, h0 + 0.1\n        patch_pos_embed = nn.functional.interpolate(\n            patch_pos_embed.reshape(1, int(math.sqrt(N)), int(math.sqrt(N)), dim).permute(0, 3, 1, 2),\n            scale_factor=(w0 / math.sqrt(N), h0 / math.sqrt(N)),\n            mode=\"bicubic\",\n        )\n        assert int(w0) == patch_pos_embed.shape[-2] and int(h0) == patch_pos_embed.shape[-1]\n        patch_pos_embed = patch_pos_embed.permute(0, 2, 3, 1).view(1, -1, dim)\n        return torch.cat((class_pos_embed.unsqueeze(0), patch_pos_embed), dim=1)\n\n    def prepare_tokens(self, x):\n        B, nc, w, h = x.shape\n        x = self.patch_embed(x)  # patch linear embedding\n\n        # add the [CLS] token to the embed patch tokens\n        cls_tokens = self.cls_token.expand(B, -1, -1)\n        x = torch.cat((cls_tokens, x), dim=1)\n\n        # add positional encoding to each token\n        x = x + self.interpolate_pos_encoding(x, w, h)\n\n        return self.pos_drop(x)\n\n    def forward(self, x):\n        x = self.prepare_tokens(x)\n        for blk in self.blocks:\n            x = blk(x)\n        x = self.norm(x)\n        return x[:, 0]\n\n    def get_last_selfattention(self, x):\n        x = self.prepare_tokens(x)\n        for i, blk in enumerate(self.blocks):\n            if i < len(self.blocks) - 1:\n                x = blk(x)\n            else:\n                # return attention of the last block\n                return blk(x, return_attention=True)\n\n    def get_intermediate_layers(self, x, n=1):\n        x = self.prepare_tokens(x)\n        # we return the output tokens from the `n` last blocks\n        output = []\n        for i, blk in enumerate(self.blocks):\n            x = blk(x)\n            if len(self.blocks) - i <= n:\n                output.append(self.norm(x))\n        return output\n\n\ndef vit_tiny(patch_size=16, **kwargs):\n    model = VisionTransformer(\n        patch_size=patch_size,\n        embed_dim=192,\n        depth=12,\n        num_heads=3,\n        mlp_ratio=4,\n        qkv_bias=True,\n        norm_layer=partial(nn.LayerNorm, eps=1e-6),\n        **kwargs\n    )\n    return model\n\n\ndef vit_small(patch_size=16, **kwargs):\n    model = VisionTransformer(\n        patch_size=patch_size,\n        embed_dim=384,\n        depth=12,\n        num_heads=6,\n        mlp_ratio=4,\n        qkv_bias=True,\n        norm_layer=partial(nn.LayerNorm, eps=1e-6),\n        **kwargs\n    )\n    return model\n\n\ndef vit_base(patch_size=16, **kwargs):\n    model = VisionTransformer(\n        patch_size=patch_size,\n        embed_dim=768,\n        depth=12,\n        num_heads=12,\n        mlp_ratio=4,\n        qkv_bias=True,\n        norm_layer=partial(nn.LayerNorm, eps=1e-6),\n        **kwargs\n    )\n    return model\n\n\nclass DINOHead(nn.Module):\n    def __init__(\n        self, in_dim, out_dim, use_bn=False, norm_last_layer=True, nlayers=3, hidden_dim=2048, bottleneck_dim=256\n    ):\n        super().__init__()\n        nlayers = max(nlayers, 1)\n        if nlayers == 1:\n            self.mlp = nn.Linear(in_dim, bottleneck_dim)\n        else:\n            layers = [nn.Linear(in_dim, hidden_dim)]\n            if use_bn:\n                layers.append(nn.BatchNorm1d(hidden_dim))\n            layers.append(nn.GELU())\n            for _ in range(nlayers - 2):\n                layers.append(nn.Linear(hidden_dim, hidden_dim))\n                if use_bn:\n                    layers.append(nn.BatchNorm1d(hidden_dim))\n                layers.append(nn.GELU())\n            layers.append(nn.Linear(hidden_dim, bottleneck_dim))\n            self.mlp = nn.Sequential(*layers)\n        self.apply(self._init_weights)\n        self.last_layer = nn.utils.weight_norm(nn.Linear(bottleneck_dim, out_dim, bias=False))\n        self.last_layer.weight_g.data.fill_(1)\n        if norm_last_layer:\n            self.last_layer.weight_g.requires_grad = False\n\n    def _init_weights(self, m):\n        if isinstance(m, nn.Linear):\n            trunc_normal_(m.weight, std=0.02)\n            if isinstance(m, nn.Linear) and m.bias is not None:\n                nn.init.constant_(m.bias, 0)\n\n    def forward(self, x):\n        x = self.mlp(x)\n        x = nn.functional.normalize(x, dim=-1, p=2)\n        x = self.last_layer(x)\n        return x\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/decomp/transformer/utils/postprocess.py",
    "content": "from dataclasses import dataclass\nfrom pathlib import Path\nfrom typing import Any, Dict, List, Literal, Optional, Tuple, Union\n\nimport numpy as np\nimport open3d as o3d\nimport torch\nfrom einops import repeat\nfrom hydra_zen import builds, store\nfrom jaxtyping import Float\nfrom loguru import logger\nfrom pytorch3d.ops import knn_points\nfrom torch import Tensor\n\nfrom auto_decomp.utils.geometry.box3d import (\n    extend_aabb,\n    min_max_to_vertices,\n    min_max_to_vertices_torch,\n)\nfrom auto_decomp.utils.geometry.pointcloud import (\n    compute_world_to_object_transformation,  # TODO: compute_oriented_aabb -> .\n)\nfrom auto_decomp.utils.geometry.pointcloud import (\n    Plane,\n    compute_knn_distance_threshold,\n    euclidean_clustering,\n    ground_plane_alignment,\n    open3d_ptcd_from_numpy,\n    point_to_plane_dist,\n)\nfrom auto_decomp.utils.geometry.pointcloud import segment_planes as segment_all_planes\n\n\n# --------------- helper functions -------------- #\ndef _to_numpy(x: Union[np.ndarray, Tensor]) -> Tuple[np.ndarray, Any]:\n    if isinstance(x, Tensor):\n        device = x.device  # pyright: ignore\n        _x = x.cpu().numpy()\n    else:\n        device = None\n        _x = x\n    return _x, device\n\n\ndef _to_tensor(x: Union[np.ndarray, Tensor], device: str) -> Tensor:\n    return torch.tensor(x, device=device) if isinstance(x, np.ndarray) else x\n\n\ndef extract_max_cluster(\n    x: Tensor,\n    n_neighbors: int = 10,\n    std_ratio: float = 2.0,\n    return_ndarray: bool = False,\n    return_inds: bool = True,\n):\n    # TODO: implement a native torch version\n    _x = x.cpu().numpy()  # type: np.ndarray\n    clusters, radius = euclidean_clustering(_x, n_neighbors=n_neighbors, std_ratio=std_ratio)\n    max_cluster_idx = int(np.argmax([len(c) for c in clusters]))\n    cluster = clusters[max_cluster_idx]  # ndarray\n    _x = _x[cluster]\n\n    ret_x = x.new_tensor(_x) if not return_ndarray else _x\n    ret_vals = [\n        ret_x,\n    ]\n    if return_inds:\n        ret_inds = x.new_tensor(cluster, dtype=torch.int32) if not return_ndarray else cluster\n        ret_vals.append(ret_inds)\n    return ret_vals if len(ret_vals) > 0 else ret_vals[0]\n\n\ndef remove_outliers(\n    x: Union[np.ndarray, torch.Tensor],\n    n_neighbors: int = 10,\n    std_ratio: float = 2.0,\n    return_ndarray: bool = False,\n    return_inds: bool = True,\n    device: Optional[str] = None,\n):\n    _x, device = _to_numpy(x)\n\n    pcd = open3d_ptcd_from_numpy(_x)\n    _, inlier_idxs = pcd.remove_statistical_outlier(nb_neighbors=n_neighbors, std_ratio=std_ratio)\n    _x = _x[inlier_idxs]\n\n    ret_x = _x if return_ndarray else torch.tensor(_x, device=device)\n    ret_vals = [\n        ret_x,\n    ]\n    if return_inds:\n        ret_inds = torch.tensor(inlier_idxs, device=device, dtype=torch.int32)\n        ret_vals.append(ret_inds)\n    return ret_vals if len(ret_vals) > 0 else ret_vals[0]\n\n\ndef segment_fg_supporting_plane(\n    fg_pts: Union[np.ndarray, torch.Tensor],  # (N0, 3)\n    bg_pts: Union[np.ndarray, torch.Tensor],  # (N1, 3)\n    device: Optional[str] = None,\n    n_point_samples: int = 6,  # number of samples for ransac\n    n_ransac_iters: int = 10000,\n    n_neighbors: int = 10,\n    std_ratio: float = 1.0,  # FIXME: the segmented plane might truncate the fg object\n    min_stop_points_ratio: float = 0.1,\n    min_n_consensus: Optional[int] = None,\n    avg_top_k_ratio: float = 0.01,\n    min_fg_plane_points_ratio: float = 0.05,\n    max_points_to_plane_dist_ratio: float = 0.2,\n    max_n_underground_points_ratio: float = 0.1,\n    max_bg_pt_dist_ratio: float = 1.0,  # ignore bg pts whose min distance to fg pts > ratio * fg extent\n    enable_euclidean_clustering: bool = True,\n    plane_ls_refinement: Literal[\"TLS\", \"OLS\"] = \"TLS\",\n):\n    \"\"\"Segment the plane supporting the fg pointcloud (if existed).\n\n    TODO:\n        - encapsulate into a class\n        - estimate gravity direction w/ camera poses.\n        - increase min_stop_points_ratio! (for faster computation)\n        - increase n_point_samples\n        - set min_n_consensus\n    \"\"\"\n    # build separate fg ptcd & bg ptcd\n    if len(bg_pts) == 0 or len(fg_pts) == 0:\n        logger.warning(f\"Invalid number of bg / fg points: #bg={len(bg_pts)} | #fg={len(fg_pts)}\")\n        return None\n\n    bg_pts_ori_inds = np.arange(len(bg_pts))\n\n    # (optional) filter bg_pts\n    filter_bg_pts = max_bg_pt_dist_ratio is not None\n    if filter_bg_pts:  # filter out bg_pts far away from the fg object\n        fg_pts, bg_pts = map(lambda x: _to_tensor(x, device), (fg_pts, bg_pts))\n        fg_extent = fg_pts.max(0).values - fg_pts.min(0).values\n        _dist_thr = fg_extent.max() * max_bg_pt_dist_ratio\n        min_bg_to_fg_dists = torch.sqrt(knn_points(bg_pts[None], fg_pts[None], K=1).dists[0, :, 0])  # (N1, )\n        _bg_kept_mask = min_bg_to_fg_dists <= _dist_thr\n        bg_pts = bg_pts[_bg_kept_mask]\n        bg_pts_ori_inds = bg_pts_ori_inds[_bg_kept_mask.cpu().numpy()]\n        logger.debug(f\"#bg_pts kept: {_bg_kept_mask.sum()}/{len(_bg_kept_mask)}\")\n        if len(bg_pts) < n_point_samples:\n            logger.warning(f\"Not enough bg_pts left after filtering: {len(bg_pts)}/{n_point_samples}\")\n            return None\n\n    fg_pts, _device = _to_numpy(fg_pts)\n    bg_pts, _device = _to_numpy(bg_pts)\n\n    # segment all planes from the bg ptcd\n    # TODO: use LO-RANSAC (since distance threshold varies in different positions)\n    distance_thr_fg, distance_thr_bg = map(\n        lambda x: compute_knn_distance_threshold(x, n_neighbors=n_neighbors, std_ratio=std_ratio),\n        (fg_pts, bg_pts),\n    )\n    planes = segment_all_planes(\n        points=bg_pts,\n        n_ransac_samples=n_point_samples,\n        n_ransac_iters=n_ransac_iters,\n        distance_threshold=distance_thr_bg if filter_bg_pts else distance_thr_fg,\n        min_points_ratio=min_stop_points_ratio,\n        min_n_consensus=min_n_consensus,\n        enable_euclidean_clustering=enable_euclidean_clustering,\n        least_square=plane_ls_refinement,\n        device=_device,\n    )\n\n    # select the supporting ground plane with heuristics\n    # -- 1. ground should be near to fg pts\n    # -- 2. ground plane shoud locate on one side of the fg pts\n    # -- 3. keep the plane w/ maximum number of pts\n    n_fg_pts = len(fg_pts)\n    max_n_underground_points = n_fg_pts * max_n_underground_points_ratio\n    _top_k_avg = int(n_fg_pts * avg_top_k_ratio)\n    min_n_plane_pts = int(n_fg_pts * min_fg_plane_points_ratio)\n    fg_max_extent = (np.max(fg_pts, 0) - np.min(fg_pts, 0)).max()\n    max_pt_to_plane_dist = fg_max_extent * max_points_to_plane_dist_ratio\n    fg_to_plane_dists, n_plane_pts, min_n_pts_both_sides = [], [], []\n    for plane in planes:  # TODO: make parallel\n        _normal = np.array(plane.params)[None, :3]\n        pts_to_plane_dists = point_to_plane_dist(fg_pts, np.array(plane.params), signed=True)\n\n        # bipartite points to two sides of the plane\n        vec_plane_to_pts = pts_to_plane_dists[:, None] * _normal\n        on_side_one = (vec_plane_to_pts * _normal).sum(-1) > 0\n        n_on_side_one = on_side_one.sum()\n        min_both_side = min(n_on_side_one, len(on_side_one) - n_on_side_one)\n        min_n_pts_both_sides.append(min_both_side)\n\n        # mean points-to-plane distances\n        abs_pts_to_plane_dists = np.abs(pts_to_plane_dists)\n        topk_inds = np.argpartition(abs_pts_to_plane_dists, _top_k_avg, axis=0)[:_top_k_avg]\n        avg_min_dist = abs_pts_to_plane_dists[topk_inds].mean(0)\n        fg_to_plane_dists.append(avg_min_dist)\n        n_plane_pts.append(len(plane.indices))\n    fg_to_plane_dists, n_plane_pts = np.array(fg_to_plane_dists), np.array(n_plane_pts)\n    min_n_pts_both_sides = np.array(min_n_pts_both_sides)\n\n    plane_inds = np.arange(len(planes))\n    _kept_mask = (\n        (n_plane_pts >= min_n_plane_pts)\n        & (fg_to_plane_dists <= max_pt_to_plane_dist)\n        & (min_n_pts_both_sides <= max_n_underground_points)\n    )\n    if not _kept_mask.any():\n        # if no plane is detected at all, keep one plane at least\n        logger.warning(\"No valid plane detected! Try keeping the plane with maximum number of points.\")\n        if len(plane_inds) > 0:\n            plane = planes[0]\n            plane = Plane(params=plane.params, indices=bg_pts_ori_inds[plane.indices])\n            return plane\n        else:\n            # return None\n            raise RuntimeError(\"No valid plane detected!\")\n    plane_ind = int(plane_inds[_kept_mask][0])\n    plane = planes[plane_ind]\n    plane = Plane(params=plane.params, indices=bg_pts_ori_inds[plane.indices])\n    return plane\n\n\ndef extract_object_centric_fg_aabb(\n    pts: Float[Tensor, \"n_pts 3\"],\n    T44_w2o: Float[Tensor, \"4 4\"],\n    support_plane: Plane,\n    align_with_plane: bool = True,\n    extend_ratio: float = 0.05,\n    extend_bottom: bool = False,\n) -> Tuple[Float[Tensor, \"2 3\"], Plane]:\n    \"\"\"Extract the foreground axis-aligned bounding box in the object-centric frame.\n\n    NOTE: we assume pts coordinate frame is already aligned with support_plane.\n    \"\"\"\n    if len(pts) == 0:\n        return pts.new_zeros((2, 3))\n\n    # apply transformation to (ground-aligned) object-centric frame\n    pts = pts @ T44_w2o[:3, :3].T + T44_w2o[:3, -1]\n    aabb_min_max = torch.stack([pts.min(0).values, pts.max(0).values], 0)\n\n    # extend aabb to align with the estimated ground plane\n    if align_with_plane:\n        old_aabb = o3d.geometry.AxisAlignedBoundingBox(\n            min_bound=aabb_min_max[0].cpu().numpy(), max_bound=aabb_min_max[1].cpu().numpy()\n        )\n        # also apply transformation to the plane\n        # only translate the plane (since we assume pts coordinates are already aligned with support_plane)\n        plane_params = np.array(support_plane.params)\n        plane_params[-1] -= T44_w2o[1, -1]\n        support_plane = Plane(support_plane.indices, plane_params)\n        new_aabb = extend_aabb(\n            old_aabb,\n            support_plane,\n            ground_dir=np.array([0.0, 1.0, 0.0]),\n            ratio=extend_ratio,\n            extend_bottom=extend_bottom,\n        )\n        new_center, new_half_extent = new_aabb.get_center(), new_aabb.get_half_extent()\n        new_min, new_max = new_center - new_half_extent, new_center + new_half_extent\n        aabb_min_max = aabb_min_max.new_tensor(np.stack([new_min, new_max], 0))\n    return aabb_min_max, support_plane\n\n\n# --------------- postprocessing -------------- #\n@dataclass\nclass PostprocessConfig:\n    threshold: float = 0.5\n    # fg ptcd euclidean clustering params\n    enable_euc_cluster: bool = False\n    euc_cluster_n_neighbors: int = 20\n    euc_cluster_std_ratio: float = 2.0\n    # fg ptcd outlier removal params\n    enable_outlier_removal: bool = False\n    outlier_removal_n_neighbors: int = 10\n    outlier_removal_std_ratio: float = 2.0\n    # fg bbox extraction params\n    enable_plane_alignment: bool = False\n    \"\"\"Estimate parameters the fg object's supporting plane, which can be used for\n    plane-aligned PCA for fg pts reorientaion.\"\"\"\n    extend_bbox_ratio: float = 0.10\n    extend_bbox_bottom_plane: bool = False\n    align_bbox_with_plane: bool = False\n    reorient_bbox_with_pca: bool = False  # TODO: rename: enable_object_centric_transform\n    return_full_decomposition: bool = False\n    \"\"\"compute and return full decomposition results (besides the fg bbox)\"\"\"\n\n\npostprocess_store_train = store(group=\"decomp/transformer/postprocess_train\")\npostprocess_store_train(PostprocessConfig, name=\"base\")\n\npostprocess_store_test = store(group=\"decomp/transformer/postprocess_test\")\npostprocess_store_test(PostprocessConfig, name=\"eval\")  # TODO: used for evaluation, consistent with GT\npostprocess_store_test(\n    PostprocessConfig,\n    name=\"inference\",\n    enable_euc_cluster=True,\n    enable_outlier_removal=True,\n    enable_plane_alignment=True,\n    extend_bbox_bottom_plane=True,\n    align_bbox_with_plane=True,\n    reorient_bbox_with_pca=True,\n    return_full_decomposition=True,\n)\npostprocess_store_test(\n    PostprocessConfig,\n    name=\"inference_cvpr\",\n    enable_euc_cluster=True,\n    enable_outlier_removal=True,\n    enable_plane_alignment=True,\n    extend_bbox_bottom_plane=True,\n    align_bbox_with_plane=True,\n    reorient_bbox_with_pca=True,\n    return_full_decomposition=True,\n    extend_bbox_ratio=0.15\n)\n\nstore.add_to_hydra_store()\n\n\nclass Postprocess:\n    def __init__(self, cfg: PostprocessConfig):\n        \"\"\"Postprocess the raw sfm segmentation results, extract the oriented aabb\n        and compute object-centric transformation.\n        \"\"\"\n        self.cfg = cfg\n\n    def __call__(\n        self,\n        x: Float[Tensor, \"batch n_pts 3\"],\n        prob: Float[Tensor, \"batch n_pts 1\"],\n        avg_cam_loc: Optional[Float[Tensor, \"3\"]] = None,\n        aux_data: Optional[Dict[str, Tensor]] = None,\n        rot_mat: Optional[Float[Tensor, \"batch 3 3\"]] = None,\n        instance_names: Optional[Tensor] = None,\n    ) -> Tuple[Float[Tensor, \"batch n_pts 3\"], Float[Tensor, \"batch n_pts 3\"], Dict[str, Dict[str, Any]]]:\n        \"\"\"Run postprocessing, extract aabb and build decomposition results for regularizing neus training.\n        Args:\n            x: the SfM pointcloud\n            prob: fg segmentation probabilities\n            avg_cam_loc: The average camera location in world space, used for determing the up-direction of the plane.\n                # FIXME: only support in testing with batch_size = 1 for now.\n            rot_mat: the random rotation matrix applied during training as random augmentation.\n                This is used for transforming fg pts to the input object-centric frame for aabb extraction.\n            aux_data: auxiliary attributes associated with points (e.g., point-wise features)\n        Returns:\n            fg_aabb_verts_no_postprocess: Float[Tensor, \"batch n_pts 3\"]\n            fg_aabb_verts: Float[Tensor, \"batch n_pts 3\"]\n            full_decomp_results: Dict[str, Dict[str, Any]]\n        \"\"\"\n        # preparation\n        _b, _dtype, _device = x.shape[0], x.dtype, x.device\n        x, prob = x.detach(), prob.detach()\n        if aux_data is not None:\n            aux_data: Dict[str, Float[Tensor, \"batch n_pts n_f\"]] = {k: v.detach() for k, v in aux_data.items()}\n\n        if (\n            rot_mat is not None\n        ):  # transform to object-centric frame (assume the input world frame during training is object-centric)\n            x = torch.einsum(\"bac,bnc->bna\", rot_mat.transpose(1, 2), x)\n        if avg_cam_loc is not None:\n            assert _b == 1\n            avg_cam_loc = avg_cam_loc.cpu().numpy()\n        if instance_names is not None:\n            instance_names = [str(n) for n in instance_names]  # type: ignore\n\n        fg_mask = (prob >= self.cfg.threshold)[..., 0]  # (B, N)\n        fg_inds = [torch.nonzero(m)[:, 0].cpu().numpy() for m in fg_mask]  # [B, (N, )]\n        fg_x = [x[m] for x, m in zip(x, fg_mask)]  # [B, (N, 3)]\n        bg_x = [x[~m] for x, m in zip(x, fg_mask)]  # [B, (N, 3)]\n        bg_inds = [torch.nonzero(~m)[:, 0].cpu().numpy() for m in fg_mask]  # [B, (N, )]\n        plane_inds = [x.copy() for x in bg_inds]  # [B, (N, )]\n\n        # register attributes\n        self.B, self.dtype, self.device = _b, _dtype, _device\n        self.x, self.prob, self.fg_x, self.bg_x = x, prob, fg_x, bg_x\n        self.fg_inds, self.bg_inds, self.plane_inds = fg_inds, bg_inds, plane_inds  # List[np.ndarray]\n        self.rot_mat, self.avg_cam_loc, self.instance_names = rot_mat, avg_cam_loc, instance_names\n        self.aux_data = aux_data\n\n        # option-1: extract bbox w/o postprocessing\n        all_fg_aabb_verts_no_postprocess = self.extract_bbox_no_postprocess(fg_x, rot_mat=rot_mat)\n        if not (self.cfg.enable_euc_cluster or self.cfg.enable_outlier_removal):\n            if self.reorient_bbox_with_pca:\n                raise NotImplementedError()\n            return all_fg_aabb_verts_no_postprocess, None, None\n\n        # option-2: extract bbox w/ postprocessing\n        # 1. euclidean clustering\n        self.run_euclidean_clustering()\n        # 2. outlier_removal\n        self.run_outlier_removal()\n        # 3. plane_alignment\n        self.run_plane_alignment()\n        # 4. re-orient bbox with pca\n        self.compute_object_centric_transformation()\n        self.fg_x = [torch.tensor(_x, dtype=_dtype, device=_device) for _x in self.fg_x]\n        # 5. extract aabb\n        self.build_fg_aabb()\n        # 6. compute alignment results for further ues\n        all_decomp_results = self.compute_full_decomposition()\n        return all_fg_aabb_verts_no_postprocess, self.all_fg_aabb_verts, all_decomp_results\n\n    def run_euclidean_clustering(self):\n        if not self.cfg.enable_euc_cluster:\n            return\n\n        if self.B > 1:\n            raise NotImplementedError  # TODO: Joblib\n        # TODO: add a wrapper for sequential processing\n        fg_x = [\n            extract_max_cluster(\n                _x,\n                n_neighbors=self.cfg.euc_cluster_n_neighbors,\n                std_ratio=self.cfg.euc_cluster_std_ratio,\n                return_ndarray=True,\n                return_inds=True,\n            )\n            if len(_x) > 0\n            else _x\n            for _x in self.fg_x\n        ]  # List[List[np.ndarray, np.ndarray]]\n        _fg_inds = [_inds for _, _inds in fg_x]\n        self.fg_inds = [old_inds[new_inds] for old_inds, new_inds in zip(self.fg_inds, _fg_inds)]\n        self.fg_x = [_x for _x, _ in fg_x]\n\n    def run_outlier_removal(self):\n        if not self.cfg.enable_outlier_removal:\n            return\n\n        if self.B > 1:\n            raise NotImplementedError  # TODO: Joblib\n        fg_x = [\n            remove_outliers(\n                _x,\n                n_neighbors=self.cfg.outlier_removal_n_neighbors,\n                std_ratio=self.cfg.outlier_removal_std_ratio,\n                return_ndarray=self.cfg.enable_plane_alignment,\n                return_inds=True,\n                device=self.device,\n            )\n            if len(_x) > 0\n            else _x\n            for _x in self.fg_x\n        ]  # List[Union[torch.Tensor, np.ndarray]]\n        _fg_inds = [_inds for _x, _inds in fg_x]\n        self.fg_inds = [old_inds[new_inds] for old_inds, new_inds in zip(self.fg_inds, _fg_inds)]\n        self.fg_x = [_x for _x, _inds in fg_x]\n\n    def run_plane_alignment(self):\n        if not self.cfg.enable_plane_alignment:\n            self.fg_x_gnd_aligned = [None for _ in self.fg_x]\n            self.planes = [None for _ in self.fg_x]\n            self.all_R44_up = [np.eye(4) for _ in self.fg_x]  # useless\n            return\n\n        if self.B > 1:\n            raise NotImplementedError  # TODO: Joblib\n\n        self._segment_support_plane()\n        self._align_world_with_plane()\n\n    def _segment_support_plane(self):\n        planes = [\n            segment_fg_supporting_plane(\n                _fg_pts,\n                _bg_pts,\n                device=self.device,\n                # instance_name=self.instance_names[_b_id]\n                # if self.instance_names is not None\n                # else None,  # pyright: ignore\n            )\n            for _b_id, (_fg_pts, _bg_pts) in enumerate(zip(self.fg_x, self.bg_x))\n        ]\n        self.planes = planes\n\n    def _align_world_with_plane(self):\n        \"\"\"Align the up-dir of world with the ground plane normal.\"\"\"\n        all_R44_up, planes = map(\n            list,\n            zip(\n                *[\n                    ground_plane_alignment(plane, rec=None, avg_camera_loc=self.avg_cam_loc)\n                    if plane is not None\n                    else (np.eye(4), None)\n                    for _b_id, plane in enumerate(self.planes)\n                ]\n            ),\n        )\n        fg_x_gnd_aligned = [fg_pts @ R_up[:3, :3].T for R_up, fg_pts in zip(all_R44_up, self.fg_x)]  # type: ignore\n        self.all_R44_up = all_R44_up\n        self.fg_x_gnd_aligned = fg_x_gnd_aligned\n        self.planes = planes  # planes in the new world frame\n\n    def compute_object_centric_transformation(self):\n        \"\"\"Transform fg point cloud to the object-centric coordinate system with\n        object intrinsic orientation estimated by PCA.\n        \"\"\"\n        if not self.cfg.reorient_bbox_with_pca:\n            self.all_T44_w2o = repeat(torch.eye(4, dtype=self.dtype, device=self.device), \"r w -> b r w\", b=self.B)\n            return\n        if not self.cfg.enable_plane_alignment:\n            # in this case, we should pass ground_dir & forward_dir to computer_world_to_object_transformation\n            raise NotImplementedError\n\n        all_fg_pts = self.fg_x_gnd_aligned if self.cfg.enable_plane_alignment else self.fg_x\n        all_pca_dirs, all_T44_w2o, _ = list(\n            zip(\n                *[\n                    compute_world_to_object_transformation(points=fg_pts)\n                    if len(fg_pts) > 3\n                    else (None, np.eye(4), None)\n                    for fg_pts in all_fg_pts\n                ]\n            )\n        )\n        all_T44_w2o = [T44_w2o @ R44_up for R44_up, T44_w2o in zip(self.all_R44_up, all_T44_w2o)]\n        self.all_T44_w2o = torch.tensor(np.stack(all_T44_w2o, 0), dtype=self.dtype, device=self.device)  # (B, 4, 4)\n\n    def build_fg_aabb(self):\n        \"\"\"Transform fg points to (plane-aligned) object-centric frame and take the fg aabb,\n        then transform the fg aabb back to the world frame.\n        \"\"\"\n        if not self.cfg.enable_plane_alignment:\n            # currently, we assume the fg points are already aligned with the supporting plane\n            raise NotImplementedError\n\n        # extract fg aabb (aligned with the supporting plane)\n        all_fg_aabb_min_max, all_fg_aabb_verts, planes_obj = self._extract_object_centric_fg_aabb()\n        self.all_fg_aabb_min_max = all_fg_aabb_min_max  # fg aabb in object-centric frame\n\n        # object frame -> world frame\n        all_R33_w2o, all_t31_w2o = self.all_T44_w2o[:, :3, :3], self.all_T44_w2o[:, :3, [-1]]\n        all_R33_o2w = all_R33_w2o.transpose(1, 2)\n        all_t31_o2w = -all_R33_o2w @ all_t31_w2o\n        all_fg_aabb_verts = torch.einsum(\"bac,bnc->bna\", all_R33_o2w, all_fg_aabb_verts) + all_t31_o2w.transpose(1, 2)\n\n        # world frame -> augmented world frame (random aug during training)\n        if self.rot_mat is not None:  # transform back to augmented world frame\n            all_fg_aabb_verts = torch.einsum(\"bac,bnc->bna\", self.rot_mat, all_fg_aabb_verts)\n        self.all_fg_aabb_verts = all_fg_aabb_verts\n\n    def _extract_object_centric_fg_aabb(self) -> Float[Tensor, \"batch 8 3\"]:\n        \"\"\"Transform fg points to (plane-aligned) object-centric frame and take the fg aabb.\"\"\"\n        all_fg_aabb_min_max, planes_obj = [], []\n        for _b_id, _pts in enumerate(self.fg_x):\n            aabb_min_max, plane_obj = extract_object_centric_fg_aabb(\n                _pts,\n                self.all_T44_w2o[_b_id],\n                self.planes[_b_id],\n                align_with_plane=self.cfg.enable_plane_alignment,\n                extend_ratio=self.cfg.extend_bbox_ratio,\n                extend_bottom=self.cfg.extend_bbox_bottom_plane,\n            )\n            all_fg_aabb_min_max.append(aabb_min_max)\n            planes_obj.append(plane_obj)  # object-centric plane\n        all_fg_aabb_verts = min_max_to_vertices_torch(torch.stack(all_fg_aabb_min_max, 0))  # (B, 8, 3)\n        return all_fg_aabb_min_max, all_fg_aabb_verts, planes_obj\n\n    def extract_bbox_no_postprocess(\n        self, fg_x: List[Float[Tensor, \"n_pts 3\"]], rot_mat: Optional[Float[Tensor, \"batch 3 3\"]] = None\n    ) -> Tuple[Float[Tensor, \"batch n_pts 3\"], None, None]:\n        fg_bbox_min_max = []\n        for _pts in fg_x:\n            if len(_pts) == 0:\n                _pts = self.x.new_zeros((2, 3))\n            fg_bbox_min_max.append(torch.stack([_pts.min(0).values, _pts.max(0).values], 0))\n        fg_bbox_verts = min_max_to_vertices_torch(torch.stack(fg_bbox_min_max, 0))\n\n        if rot_mat is not None:  # transform back to the augmented frame (random aug)\n            fg_bbox_verts = torch.einsum(\"bac,bnc->bna\", rot_mat, fg_bbox_verts)\n        return fg_bbox_verts, None, None\n\n    def compute_full_decomposition(self) -> Dict[str, Dict[str, Any]]:\n        \"\"\"Compute decomposition results for neus supervision.\n        Returns:\n            Dict[str, Dict[str, Any]]: {\n                \"{instance-name-1}\": {\n                    \"T44_w2o\": (4, 4), normalized-world => ground-aligned object-centric frame\n                    \"aabb_min_max\": (2, 3)\n                    \"fg_pts\": (n_fg, 3)\n                    \"bg_pts\": (n_bg, 3)\n                    \"plane_pts\": (n_plane, 3)\n                    \"udf_plane_to_fg\": (n_plane,)\n                    \"plane_params\": (4,)\n                    \"aux_fg\": Dict[str, (n_fg, ...)]\n                    \"aux_bg\": Dict[str, (n_bg, ...)]\n                    \"aux_plane\": Dict[str, (n_plane, ...)]\n                }\n            }\n        \"\"\"\n        # sanity check\n        assert self.cfg.enable_plane_alignment\n        # augmented_world -> original_world (cannot handle random aug during training)\n        assert self.rot_mat is None or (self.rot_mat.cpu().numpy() == np.eye(3)[None]).all()\n        assert self.instance_names is not None\n\n        all_decomp_results = {}\n        for b_id in range(self.B):\n            decomp_results = {}  # instance-name -> decomp results\n            # build decomposition results for supervising neus\n            self._build_decomposed_pts(b_id, decomp_results)\n\n            # decompose auxiliary attributes (e.g., point-wise features)\n            self._build_decomposed_aux_attrs(b_id, decomp_results)\n\n            all_decomp_results[self.instance_names[b_id]] = decomp_results\n        return all_decomp_results\n    \n    def set_bg_in_bbox_to_fg(self, fg_pts, bg_pts, fg_aabb_min_max_info):\n        '''\n        fg_aabb_min_max_info: (2, 3)\n        fg_pts: N, 3\n        bg_pts: M, 3\n        '''\n        aabb_min = fg_aabb_min_max_info.min(dim=0).values.to(bg_pts.device)\n        aabb_max = fg_aabb_min_max_info.max(dim=0).values.to(bg_pts.device)\n        eps = 1e-6\n        ge_min = bg_pts >= (aabb_min - eps)\n        le_max = bg_pts <= (aabb_max + eps)\n        inside_mask = (ge_min & le_max).all(dim=-1)  # (M,)\n\n        bg_in = bg_pts[inside_mask]\n        fg_pts_updated = torch.cat([fg_pts, bg_in], dim=0)\n        if (~inside_mask).sum() > 0:\n            bg_pts_update = bg_pts[~inside_mask]\n        else:\n            bg_pts_update = bg_pts.new_zeros((0, 3))\n\n        return fg_pts_updated, bg_pts_update\n    \n    def _build_decomposed_pts(self, b_id: int, decomp_results: Dict[str, Any]):\n        \"\"\"Build decomposed pointcloud for neus supervision.\"\"\"\n        # 1. extract pts for neus supervision (fg_pts, bg_pts, plane_pts, plane_params)\n        fg_pts, bg_pts = self.fg_x[b_id], self.bg_x[b_id]  # world-frame pts\n        if self.planes[b_id] is not None:\n            # NOTE: plane normal is already in object-centric frame (if world frame is plane-aligned), but translation hasn't yet\n            plane_params = np.array(self.planes[b_id].params)  # type: ignore\n            _plane_inds = bg_pts.new_tensor(self.planes[b_id].indices, dtype=torch.long)  # type: ignore\n            _bg_kept_mask = bg_pts.new_ones((len(bg_pts),), dtype=torch.bool)\n            _bg_kept_mask[_plane_inds] = 0\n            plane_pts = bg_pts[_plane_inds]\n            bg_pts = bg_pts[_bg_kept_mask]  # the plane is noisy, some pts around it are kept in bg_pts\n            self.plane_inds[b_id] = self.plane_inds[b_id][_plane_inds.cpu().numpy()]\n            self.bg_inds[b_id] = self.bg_inds[b_id][_bg_kept_mask.cpu().numpy()]\n        else:\n            plane_params, plane_pts = None, bg_pts.new_zeros((0, 3))\n            self.plane_inds[b_id] = np.zeros((0,), dtype=int)\n        \n        # set bg_pts in bbox to fg_pts\n        bbox_x = self.all_fg_aabb_verts[b_id][:, 0] # [N]\n        bbox_y = self.all_fg_aabb_verts[b_id][:, 1]\n        bbox_z = self.all_fg_aabb_verts[b_id][:, 2]\n        aabb_tmp = torch.tensor([[bbox_x.min(), bbox_y.min(), bbox_z.min()],\n                                [bbox_x.max(), bbox_y.max(), bbox_z.max()]])\n        fg_pts, bg_pts = self.set_bg_in_bbox_to_fg(fg_pts, bg_pts, aabb_tmp)\n        \n        logger.debug(\n            f\"Decomposition results: #fg_pts={len(fg_pts)} | #bg_pts={len(bg_pts)} | #plane_pts={len(plane_pts)}\"\n        )\n\n        # 2. transform all pts to object-centric frame\n        T44_w2o: Float[Tensor, \"4 4\"] = self.all_T44_w2o[b_id]\n        fg_pts, bg_pts, plane_pts = map(\n            lambda pts: pts @ T44_w2o[:3, :3].T + T44_w2o[:3, -1], [fg_pts, bg_pts, plane_pts]\n        )\n        T44_w2o = T44_w2o.cpu().numpy()\n        if plane_params is not None:\n            plane_params[-1] -= T44_w2o[1, -1]\n\n        # 3. compute approximate SDF for plane_pts\n        if len(plane_pts) > 0:  # TODO: consider more fg_pts for better approximation\n            udf_plane_to_fg = torch.sqrt(\n                knn_points(plane_pts[None], fg_pts[None], K=1).dists[0, :, 0]\n            )  # (n_plane_pts, )\n        else:\n            udf_plane_to_fg = bg_pts.new_zeros((0,))\n        decomp_results.update(\n            {\n                \"T44_w2o\": T44_w2o,  # (4, 4), normalized-world => ground-aligned object-centric frame\n                \"aabb_min_max\": self.all_fg_aabb_min_max[b_id].cpu().numpy(),  # (2, 3)\n                \"fg_pts\": fg_pts.cpu().numpy(),  # (n_fg, 3)\n                \"bg_pts\": bg_pts.cpu().numpy(),  # (n_bg, 3)\n                \"plane_pts\": plane_pts.cpu().numpy(),  # (n_plane, 3)\n                \"udf_plane_to_fg\": udf_plane_to_fg.cpu().numpy(),  # (n_plane,)\n                \"plane_params\": plane_params,  # (4,)\n            }\n        )\n\n    def _build_decomposed_aux_attrs(self, b_id: int, decomp_results: Dict[str, Any]):\n        \"\"\"Decompose auxiliary attributes associated with points (e.g., point-wise features)\"\"\"\n        if self.aux_data is None:\n            return\n\n        aux_data: Dict[str, Float[Tensor, \"batch n_pts n_f\"]] = self.aux_data\n        fg_inds, bg_inds, plane_inds = self.fg_inds[b_id], self.bg_inds[b_id], self.plane_inds[b_id]\n        assert len(fg_inds) == len(decomp_results[\"fg_pts\"])\n        aux_data_fg: Dict[str, Float[Tensor, \"n_pts n_f\"]] = {\n            k: v[b_id].cpu().numpy()[fg_inds] for k, v in aux_data.items()\n        }\n        aux_data_bg = {k: v[b_id].cpu().numpy()[bg_inds] for k, v in aux_data.items()}\n        aux_data_plane = {k: v[b_id].cpu().numpy()[plane_inds] for k, v in aux_data.items()}\n        decomp_results.update({\"aux_fg\": aux_data_fg, \"aux_bg\": aux_data_bg, \"aux_plane\": aux_data_plane})\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/decomp/transformer/utils/saving.py",
    "content": "import json\nfrom dataclasses import dataclass\nfrom pathlib import Path\nfrom typing import Any, Dict, Optional, Tuple\n\nimport numpy as np\nfrom hydra_zen import store\nfrom jaxtyping import Float\nfrom loguru import logger\nfrom natsort import natsorted\n\nfrom auto_decomp.utils import viz_3d\nfrom auto_decomp.utils.geometry import box3d\n\n\n@dataclass\nclass SfMTransformerSaveConfig:\n    enabled: bool = False  # only for testing\n    save_features: bool = False  # save per-pt features for fine-decomposition\n    save_dirname: str = \"auto-deocomp_sfm-transformer\"\n    sfm_dirname: str = \"triangulate_loftr-1920000_sequential_np-10\"\n    use_cache: bool = True\n    \"\"\"infer sfm_dirname from cache\"\"\"\n    cache_name: str = \".cache.json\"\n    bbox_normalize_mode: str = \"side\"\n    \"\"\"'diag' (for NeRF++) / 'side' (for MipNeRF-360 Scene Contraction w/ inf-norm)\"\"\"\n    bbox_diag_len: Optional[float] = 1.9\n    \"\"\"rescale the object bbox s.t., its diagonal length equals to bbox_diag_len\"\"\"\n    bbox_side_len: Optional[float] = 1.9\n    \"\"\"rescale the object bbox s.t., its maximum side length equals to bbox_diag_len\"\"\"\n\n\nsaving_store = store(group=\"decomp/transformer/saving\")\nsaving_store(SfMTransformerSaveConfig, name=\"train\")\nsaving_store(SfMTransformerSaveConfig, name=\"test_autorecon\", enabled=True, save_features=False)\nsaving_store(SfMTransformerSaveConfig, name=\"test_autorecon_cvpr\", enabled=True, save_features=False, bbox_side_len=2.0)\nsaving_store(SfMTransformerSaveConfig, name=\"test_autorecon++\", enabled=True, save_features=True)\nstore.add_to_hydra_store()\n\n\nclass SaveResults:\n    def __init__(self, cfg: SfMTransformerSaveConfig):\n        self.cfg = cfg\n        self._sanity_check()\n\n    def _sanity_check(self):\n        if self.cfg.bbox_diag_len is not None and self.cfg.bbox_diag_len > 2.0:\n            raise ValueError(\n                f\"Invalid normalization (bbox_diag_len={self.cfg.bbox_diag_len}),\"\n                \"we assume the foreground object is normalized into a unit sphere.\"\n            )\n        if self.cfg.bbox_side_len is not None and self.cfg.bbox_side_len > 2.0:\n            raise ValueError(\n                f\"Invalid normalization (bbox_side_len={self.cfg.bbox_side_len}),\"\n                \"we assume the foreground object is normalized into a unit cube.\"\n            )\n\n    def save_annotations(self, batch: Dict[str, Any], all_decomp_results: Dict[str, Dict[str, Any]]):\n        \"\"\"Save annotations for reconstruction & decomposition,\n        including camera poses, decomposed points clouds, etc.\n        \"\"\"\n        if not self.cfg.enabled:\n            return\n\n        bs = len(batch[\"xyz\"])\n        if bs != 1:\n            raise NotImplementedError\n\n        for b_id in range(bs):\n            inst_name = batch[\"inst_name\"][b_id]\n            decomp_results = all_decomp_results[inst_name]\n            inst_dir = Path(str(batch[\"inst_dir\"][b_id]))\n            if self.cfg.use_cache:\n                cache_path = inst_dir / self.cfg.cache_name\n                with open(cache_path, \"r\") as f:\n                    cache = json.load(f)\n                sfm_dirname = Path(cache[\"sfm_dir\"]).parent.stem\n                logger.info(f\"Parsing sfm_dirname from cache: {sfm_dirname}\")\n            else:\n                sfm_dirname = self.cfg.sfm_dirname\n            assert (inst_dir / sfm_dirname).exists()\n            save_dir = inst_dir / sfm_dirname / self.cfg.save_dirname\n            save_dir.mkdir(exist_ok=True)\n            norm_len = self.cfg.bbox_diag_len if self.cfg.bbox_normalize_mode == \"diag\" else self.cfg.bbox_side_len\n            save_name_suffix = f\"cameras_norm-obj-{self.cfg.bbox_normalize_mode}-{norm_len}\"\n\n            translation_oo2on, scale_oo2on = self._compute_transform_new_object_frame(decomp_results[\"aabb_min_max\"])\n            object_anno = self._build_object_anno(translation_oo2on, scale_oo2on, decomp_results)\n            pose_anno = self._build_pose_anno(  # build camera poses (IDR format)\n                translation_oo2on,\n                scale_oo2on,\n                batch[\"normalize_min\"][b_id].cpu().numpy(),\n                batch[\"normalize_scale\"][b_id].cpu().numpy(),\n                decomp_results[\"T44_w2o\"],\n                dict(natsorted(batch[\"poses\"].items(), key=lambda item: item[0])),  # FIXME: only support bs=1 for now\n            )\n\n            # visualize\n            self.visualize_object_anno(object_anno, save_dir / \"vis_decomposition\")\n\n            # save annotations\n            np.savez(save_dir / f\"cameras_{save_name_suffix}.npz\", **pose_anno)\n            np.savez(save_dir / f\"objects_{save_name_suffix}.npz\", **object_anno)\n            logger.info(f\"Annotations saved: {save_dir}\")\n\n    def _compute_transform_new_object_frame(\n        self, aabb_min_max: Float[np.ndarray, \"4 4\"]\n    ) -> Tuple[Float[np.ndarray, \"3\"], float]:\n        \"\"\"Compute transformation: object-centric frame (plane-aligned-pca) -> centered & rescaled object-centric frame\n\n        Retruns:\n            translation_oo2on: old object-centric frame -> new object-centric frame\n                # NOTE: not a euclidean transformation\n        \"\"\"\n        object_center = (aabb_min_max[1] + aabb_min_max[0]) / 2\n        object_extent = aabb_min_max[1] - aabb_min_max[0]\n\n        if self.cfg.bbox_normalize_mode == \"diag\":\n            aabb_diag_len = np.linalg.norm(object_extent)\n            scale_oo2on = self.cfg.bbox_diag_len / aabb_diag_len  # type: ignore\n        else:\n            assert self.cfg.bbox_normalize_mode == \"side\"\n            scale_oo2on = self.cfg.bbox_side_len / np.max(object_extent)\n        translation_oo2on = -object_center * scale_oo2on\n\n        return translation_oo2on, scale_oo2on\n\n    def _build_object_anno(\n        self, translation_oo2on: Float[np.ndarray, \"3\"], scale_oo2on: float, decomp_results: Dict[str, Any]\n    ) -> Dict[str, Any]:\n        \"\"\"Transform decomposition results into the new object-centric frame.\"\"\"\n        fg_pts, bg_pts, plane_pts = map(\n            lambda k: scale_oo2on * decomp_results[k] + translation_oo2on,\n            [\"fg_pts\", \"bg_pts\", \"plane_pts\"],\n        )\n        udf_plane_to_fg = decomp_results[\"udf_plane_to_fg\"] * scale_oo2on\n        plane_params = decomp_results.get(\"plane_params\", None)\n        if plane_params is not None:  # FIXME: debug\n            plane_params[-1] = plane_params[-1] * scale_oo2on - translation_oo2on[1]\n        aabb_min_max = decomp_results[\"aabb_min_max\"]\n        object_extent = (aabb_min_max[1] - aabb_min_max[0]) * scale_oo2on\n\n        # build decomposition results\n        # NOTE: different from camera poses, which decompose pose to (w->c & o->w), we save o->c directly here\n        # TODO: factor out the normalization matrix\n        object_scale_mat = object_scale_mat_acc = np.diag([*(object_extent / 2), 1]).astype(np.float32)\n        object_anno = {\n            \"scale_mat_0\": object_scale_mat,\n            \"scale_mat_accurate_0\": object_scale_mat_acc,\n            \"fg_pts\": fg_pts,\n            \"bg_pts\": bg_pts,\n            \"plane_pts\": plane_pts,\n            \"udf_plane_to_fg\": udf_plane_to_fg,\n            \"plane_params\": plane_params,\n        }\n        if self.cfg.save_features:\n            object_anno.update({f\"{k}_feats\": decomp_results[f\"aux_{k}\"][\"feat\"] for k in [\"fg\", \"bg\", \"plane\"]})\n        return object_anno\n\n    def _build_pose_anno(\n        self,\n        translation_oo2on: Float[np.ndarray, \"3\"],\n        scale_oo2on: float,\n        normalize_min: Float[np.ndarray, \"3\"],\n        normalize_scale: Float[np.ndarray, \"1\"],\n        T44_wn2oo: Float[np.ndarray, \"4 4\"],\n        camera_poses: Dict[str, Dict[str, Any]],\n    ) -> Dict[str, Any]:\n        \"\"\"\n        NOTE: we normalize the pointcloud to (-1, 1) for Transformer inference\n              with: x' = (x - min) * scale * 2 - 1, so we need to normalize the camera poses accordingly.\n        TODO: normalize the camera poses at the same time during data loading.\n        \"\"\"\n        # build transformation (IDR normalization matrix)\n        # (world (w) -> normalized world (wn) -> plane-aligned-pca world (oo) -> object-centric world (on))\n        T44_w2wn, T44_oo2on = np.eye(4), np.eye(4)\n        T44_w2wn[:3, :3] *= 2 * normalize_scale\n        T44_w2wn[:3, -1] = -(2 * normalize_scale * normalize_min + 1)\n        T44_oo2on[:3, -1] = translation_oo2on\n        T44_oo2on[:3, :3] *= scale_oo2on\n        T44_w2on = T44_oo2on @ T44_wn2oo @ T44_w2wn  # NOTE: not euclidean matrices\n        T44_on2w = np.linalg.inv(T44_w2on)\n\n        # build pose annotation\n        pose_anno = {}\n        for f_id, (img_name, cam_pose) in enumerate(camera_poses.items()):\n            K33, T44_w2c = cam_pose[\"K33\"][0].cpu().numpy(), cam_pose[\"T44_w2c\"][0].cpu().numpy()\n            K44 = np.eye(4)\n            K44[:3, :3] = K33\n            pose_anno[f\"image_name_{f_id}\"] = img_name\n            pose_anno[f\"scale_mat_{f_id}\"] = T44_on2w\n            pose_anno[f\"scale_mat_inv_{f_id}\"] = T44_w2on\n            pose_anno[f\"world_mat_{f_id}\"] = K44 @ T44_w2c  # KRT\n\n        return pose_anno\n\n    def visualize_object_anno(self, object_anno: Dict[str, Any], save_path: Path):\n        \"\"\"Visualize object annotation.\"\"\"\n        fig = viz_3d.init_figure()\n        # 1. visualize fg, bg, plane segmentation\n        fg_pts, bg_pts, plane_pts = map(object_anno.get, [\"fg_pts\", \"bg_pts\", \"plane_pts\"])\n        viz_3d.plot_points(fig, fg_pts, color=\"#ffb6c1\", ps=2, name=\"fg\")  # lpink\n        viz_3d.plot_points(fig, bg_pts, color=\"#ffff9e\", ps=2, name=\"bg\")  # lyellow\n        viz_3d.plot_points(fig, plane_pts, color=\"#90ee90\", ps=2, name=\"plane\")  # lgreen\n\n        # TODO: visualize the fitted plane\n\n        # 2. visualize bbox\n        obj_scale_mat = object_anno[\"scale_mat_0\"].astype(np.float32)\n        obj_bbox_min = np.array([-1.0, -1.0, -1.0, 1.0])\n        obj_bbox_max = np.array([1.0, 1.0, 1.0, 1.0])\n        obj_bbox_min = obj_scale_mat @ obj_bbox_min[:, None]\n        obj_bbox_max = obj_scale_mat @ obj_bbox_max[:, None]\n        obj_aabb = np.stack([obj_bbox_min[:3, 0], obj_bbox_max[:3, 0]], 0)\n        obj_bbox_verts = box3d.min_max_to_vertices(obj_aabb)\n\n        viz_3d.plot_cube(\n            fig,\n            vertices=obj_bbox_verts,\n            color=\"lightskyblue\",\n            opacity=0.3,\n            name=\"fg aabb\",\n            show_legend=True,\n        )\n\n        # 3. save result (html & json)\n        viz_3d.save_fig(fig, save_path.parent, save_path.stem, mode=\"both\")\n        logger.info(f\"Object anno visualization saved: {save_path}\")\n\n    def save_decomp_visualization(self):\n        \"\"\"Save decomposition results for visualization.\"\"\"\n        pass\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/feature_extraction/__init__.py",
    "content": ""
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/feature_extraction/dino_vit/__init__.py",
    "content": ""
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/feature_extraction/dino_vit/extract_features.py",
    "content": "import argparse\nimport copy\nimport json\nimport shutil\nimport subprocess\nimport time\nfrom dataclasses import dataclass, field\nfrom itertools import chain\nfrom pathlib import Path\nfrom typing import List, Optional\n\nimport cv2\nimport hydra\nimport numpy as np\nimport pycolmap\nimport ray\nimport torch\nfrom hydra.core.config_store import ConfigStore\nfrom hydra_zen import store\nfrom loguru import logger\nfrom omegaconf import DictConfig, OmegaConf\nfrom tqdm import tqdm\n\n\n@dataclass\nclass DINOExtractionConfig:\n    task: str = \"feature_extraction\"\n    \"\"\"options: 'pca', 'feature_extraction'\"\"\"  # TODO: use enum\n    facet: List[str] = field(default_factory=lambda: [\"key\"])\n    \"\"\"options: 'key', 'value', 'query', 'token'\"\"\"\n    n_workers: int = 1\n    \"\"\"number of workers for parallely feature extraction of multiple instances\"\"\"\n    data_root: Path = Path(\"data\")\n    image_dirname: Path = Path(\"images\")\n    inst_rel_dir: Optional[str] = None\n    \"\"\"relative directory to the specific instance\"\"\"\n    subsets_relpath: Optional[str] = None\n    \"\"\"path of the file listing all inst_rel_dir to be processed\"\"\"\n    max_area: int = 640 * 480  # takes about 24GB VRAM\n    registered_only: bool = True\n    \"\"\"only extract features for registered images\"\"\"\n    force_extract: bool = False\n    fp16: bool = True\n    \"\"\"store features in fp16\"\"\"\n    sfm_relpath: Optional[str] = None\n    cache_name: str = \".cache.json\"\n    use_cache: bool = True\n    \"\"\"read the sfm_relpath from cache\"\"\"\n\n    def __post_init__(self):\n        self.save_fn_stem = \"dino_feats\"\n        self.facet = \" \".join(self.facet)  # type: ignore\n\n        if self.registered_only:\n            if self.task == \"pca\":\n                raise NotImplementedError()\n            assert self.sfm_relpath is not None or self.use_cache\n\n        if self.fp16:\n            logger.info(\"Saving features w/ fp16\")\n\n\nfeature_store = store(group=\"dino_feature\")\nfeature_store(DINOExtractionConfig, name=\"base\")\nfeature_store(DINOExtractionConfig, max_area=480 * 360, name=\"low-res\")\nstore.add_to_hydra_store()\n\n\ndef resize_max_area(h, w, max_area):\n    area = h * w\n    scale = np.sqrt(max_area / area)\n    new_h, new_w = h * scale, w * scale\n    new_h, new_w = map(lambda x: int(np.floor(x)), [new_h, new_w])\n    return new_h, new_w\n\n\ndef get_sfm_dir(args, inst_rel_dir):\n    assert np.sum([args.sfm_relpath is not None, args.use_cache]) == 1\n    sfm_dir = None\n    if args.use_cache:\n        with open(args.data_root / inst_rel_dir / args.cache_name, \"r\") as f:\n            cache = json.load(f)\n        sfm_dir = Path(cache[\"sfm_dir\"])\n    else:\n        sfm_dir = args.data_root / inst_rel_dir / args.sfm_relpath\n        if not sfm_dir.exists():\n            raise FileNotFoundError(f\"sfm_dir not found! ({sfm_dir})\")\n    return sfm_dir\n\n\ndef _save_feat_dirname_to_cache(args, inst_rel_dir, feat_dirname):\n    if args.task != \"feature_extraction\":\n        return\n\n    inst_dir = args.data_root / inst_rel_dir\n    with open(inst_dir / args.cache_name, \"r\") as f:\n        cache = json.load(f)\n    cache[\"feat_dirname\"] = feat_dirname\n    with open(inst_dir / args.cache_name, \"w\") as f:\n        json.dump(cache, f)\n\n\ndef extract_single(args, inst_rel_dir):\n    task = args.task\n    max_area = args.max_area\n    cat = args.data_root.stem\n    image_dir = args.data_root / inst_rel_dir / args.image_dirname\n    if not args.registered_only:\n        image_names = [p.stem for p in image_dir.iterdir()]\n        n_images = len(image_names)\n    else:  # only extract features for registered images\n        sfm_dir = get_sfm_dir(args, inst_rel_dir)\n        if not sfm_dir.exists():\n            # TODO: add to a pending list, and wait until {sfm_dir} is created. (reconstruction done)\n            raise FileNotFoundError(f\"sfm_dir not found! ({sfm_dir})\")\n        rec = pycolmap.Reconstruction(sfm_dir)\n        image_paths = [image_dir / rec.images[img_id].name for img_id in rec.reg_image_ids()]\n        image_names = [p.stem for p in image_paths]\n        n_images = len(image_names)\n        logger.info(f\"Extracting features for registered {n_images} images by SfM: {sfm_dir}\")\n        image_paths_str = \"\\n\".join(map(str, image_paths))\n        tmp_filename = f\"{inst_rel_dir.replace('/', '-')}_reg-img-paths_{time.strftime('%Y%m%d_%H%M%S')}.txt\"\n        tmp_image_list_path = args.data_root / inst_rel_dir / tmp_filename\n        with open(tmp_image_list_path, \"w\") as f:\n            f.write(image_paths_str)\n\n    output_dirname = f\"{args.save_fn_stem}_{max_area}\" if task == \"feature_extraction\" else f\"dino_pca_{max_area}\"\n    output_path = args.data_root / inst_rel_dir / output_dirname\n    _save_feat_dirname_to_cache(args, inst_rel_dir, output_dirname)\n\n    _extracted = (\n        output_path.exists()\n        and n_images <= len(list(output_path.iterdir()))\n        and set(image_names).issubset(set([p.stem for p in output_path.iterdir()]))\n    )\n\n    if _extracted:\n        if not args.force_extract:\n            logger.info(f\"Instance {cat}/{inst_rel_dir} already processed!\")\n            return\n        else:\n            shutil.rmtree(output_path)\n            logger.info(f\"Instance {cat}/{inst_rel_dir} deleted & rerun\")\n\n    # compute dynamic load_size\n    image_path = next(iter(image_dir.iterdir()))\n    h, w, _ = cv2.imread(str(image_path)).shape\n    new_h, new_w = resize_max_area(h, w, max_area)\n    load_size = min(new_h, new_w)\n\n    if task == \"feature_extraction\":\n        cmd = f\"python {Path(__file__).parent}/vit_extractor.py \\\n                --image_path {str(image_dir) if not args.registered_only else str(tmp_image_list_path)} \\\n                --output_path {str(output_path)} \\\n                --load_size {load_size} \\\n                --facet {args.facet} \\\n                --unflatten --save_npz\"\n        cmd = cmd.split()\n        if args.fp16:\n            cmd.append(\"--fp16\")\n    else:\n        raise ValueError()\n\n    subprocess.run(cmd)\n\n\n@ray.remote(num_cpus=1, num_gpus=1)  # pyright: ignore\ndef ray_wrapper(*args, worker=None, task_id=None, **kwargs):\n    assert not (worker is None or task_id is None)\n    torch.cuda.empty_cache()\n    # gpu_id = ray.get_gpu_ids()[0]\n    # inst_rel_dir = kwargs['inst_rel_dir']\n\n    try:\n        worker(*args, **kwargs)\n    except Exception as ex:\n        return False, ex\n    return True, None\n\n\ndef main(dino_extraction: DictConfig):\n    args: DINOExtractionConfig = OmegaConf.to_object(dino_extraction)  # run __post_init__ for validation\n\n    assert np.array([i is not None for i in [args.inst_rel_dir, args.subsets_relpath]], dtype=int).sum() == 1\n    if args.inst_rel_dir is not None:\n        if args.n_workers > 1:\n            raise ValueError(\"n_workers > 1 is not supported for single instance extraction\")\n        extract_single(args, args.inst_rel_dir)\n    elif args.subsets_relpath is not None:\n        subsets_path = args.data_root / args.subsets_relpath\n        ray.init(num_cpus=1 * args.n_workers, num_gpus=args.n_workers)\n        with open(subsets_path, \"r\") as f:\n            subsets = json.load(f)\n        cat_insts = list(chain(*subsets.values()))\n        n_inst = len(cat_insts)\n        logger.info(f\"{n_inst} sequences to be extracted!\")\n        obj_refs = []\n        for task_id, cat_inst in tqdm(enumerate(cat_insts), \"Creating ray tasks\"):\n            cat, inst_rel_dir = cat_inst.split(\"/\")\n            cat_dir = args.data_root / cat\n            _args = copy.copy(args)\n            _args.data_root = cat_dir\n            obj_refs.append(\n                ray_wrapper.remote(_args, inst_rel_dir=inst_rel_dir, worker=extract_single, task_id=task_id)\n            )\n        task_rets = ray.get(obj_refs)\n        failed_errs = [str(ex) for success, ex in task_rets if not success]\n        failed_errs_str = \"\\n\".join(failed_errs)\n        logger.warning(f\"#failed_tasks={len(failed_errs)}:\\n{failed_errs_str}\")\n\n\nif __name__ == \"__main__\":\n    cs = ConfigStore.instance()\n    cs.store(name=\"config\", node=DINOExtractionConfig)\n    hydra.main(config_name=\"config\", version_base=None)(main)()\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/feature_extraction/dino_vit/vit_extractor.py",
    "content": "\"\"\"\nSource: https://github.com/ShirAmir/dino-vit-features\n\"\"\"\nimport argparse\nimport copy\nimport math\nimport shutil\nimport types\nfrom collections import defaultdict\nfrom pathlib import Path\nfrom typing import Dict, List, Tuple, Union\n\nimport numpy as np\nimport timm\nimport torch\nfrom einops import rearrange, repeat\nfrom loguru import logger\nfrom PIL import Image\nfrom torch import nn\nfrom torch.nn.modules import utils as nn_utils\nfrom torchvision import transforms\nfrom tqdm import tqdm\n\n\nclass ViTExtractor:\n    \"\"\"This class facilitates extraction of features, descriptors, and saliency maps from a ViT.\n\n    We use the following notation in the documentation of the module's methods:\n    B - batch size\n    h - number of heads. usually takes place of the channel dimension in pytorch's convention BxCxHxW\n    p - patch size of the ViT. either 8 or 16.\n    t - number of tokens. equals the number of patches + 1, e.g. HW / p**2 + 1. Where H and W are the height and width\n    of the input image.\n    d - the embedding dimension in the ViT.\n    \"\"\"\n\n    def __init__(\n        self,\n        model_type: str = \"dino_vits8\",\n        stride: int = 4,\n        model: nn.Module = None,\n        device: str = \"cuda\",\n    ):\n        \"\"\"\n        :param model_type: A string specifying the type of model to extract from.\n                          [dino_vits8 | dino_vits16 | dino_vitb8 | dino_vitb16 | vit_small_patch8_224 |\n                          vit_small_patch16_224 | vit_base_patch8_224 | vit_base_patch16_224]\n        :param stride: stride of first convolution layer. small stride -> higher resolution.\n        :param model: Optional parameter. The nn.Module to extract from instead of creating a new one in ViTExtractor.\n                      should be compatible with model_type.\n        \"\"\"\n        self.model_type = model_type\n        self.device = device\n        if model is not None:\n            self.model = model\n        else:\n            self.model = ViTExtractor.create_model(model_type)\n\n        self.model = ViTExtractor.patch_vit_resolution(self.model, stride=stride)\n        self.model.eval()\n        self.model.to(self.device)\n        self.p = self.model.patch_embed.patch_size\n        self.stride = self.model.patch_embed.proj.stride\n\n        self.mean = (0.485, 0.456, 0.406) if \"dino\" in self.model_type else (0.5, 0.5, 0.5)\n        self.std = (0.229, 0.224, 0.225) if \"dino\" in self.model_type else (0.5, 0.5, 0.5)\n\n        self._feats = []\n        self.hook_handlers = []\n        self.load_size = None\n        self.num_patches = None  # (h, w)\n\n    @staticmethod\n    def create_model(model_type: str) -> nn.Module:\n        \"\"\"\n        :param model_type: a string specifying which model to load. [dino_vits8 | dino_vits16 | dino_vitb8 |\n                           dino_vitb16 | vit_small_patch8_224 | vit_small_patch16_224 | vit_base_patch8_224 |\n                           vit_base_patch16_224]\n        :return: the model\n        \"\"\"\n        if \"dino\" in model_type:\n            model = torch.hub.load(\"facebookresearch/dino:main\", model_type)\n        else:  # model from timm -- load weights from timm to dino model (enables working on arbitrary size images).\n            temp_model = timm.create_model(model_type, pretrained=True)\n            model_type_dict = {\n                \"vit_small_patch16_224\": \"dino_vits16\",\n                \"vit_small_patch8_224\": \"dino_vits8\",\n                \"vit_base_patch16_224\": \"dino_vitb16\",\n                \"vit_base_patch8_224\": \"dino_vitb8\",\n            }\n            model = torch.hub.load(\"facebookresearch/dino:main\", model_type_dict[model_type])\n            temp_state_dict = temp_model.state_dict()\n            del temp_state_dict[\"head.weight\"]\n            del temp_state_dict[\"head.bias\"]\n            model.load_state_dict(temp_state_dict)\n        return model\n\n    @staticmethod\n    def _fix_pos_enc(patch_size: int, stride_hw: Tuple[int, int]):\n        \"\"\"\n        Creates a method for position encoding interpolation.\n        :param patch_size: patch size of the model.\n        :param stride_hw: A tuple containing the new height and width stride respectively.\n        :return: the interpolation method\n        \"\"\"\n\n        def interpolate_pos_encoding(self, x: torch.Tensor, w: int, h: int) -> torch.Tensor:\n            npatch = x.shape[1] - 1\n            N = self.pos_embed.shape[1] - 1\n            if npatch == N and w == h:\n                return self.pos_embed\n            class_pos_embed = self.pos_embed[:, 0]\n            patch_pos_embed = self.pos_embed[:, 1:]\n            dim = x.shape[-1]\n            # compute number of tokens taking stride into account\n            w0 = 1 + (w - patch_size) // stride_hw[1]\n            h0 = 1 + (h - patch_size) // stride_hw[0]\n            assert (\n                w0 * h0 == npatch\n            ), f\"\"\"got wrong grid size for {h}x{w} with patch_size {patch_size} and \n                                            stride {stride_hw} got {h0}x{w0}={h0 * w0} expecting {npatch}\"\"\"\n            # we add a small number to avoid floating point error in the interpolation\n            # see discussion at https://github.com/facebookresearch/dino/issues/8\n            w0, h0 = w0 + 0.1, h0 + 0.1\n            patch_pos_embed = nn.functional.interpolate(\n                patch_pos_embed.reshape(1, int(math.sqrt(N)), int(math.sqrt(N)), dim).permute(0, 3, 1, 2),\n                scale_factor=(w0 / math.sqrt(N), h0 / math.sqrt(N)),\n                mode=\"bicubic\",\n                align_corners=False,\n                recompute_scale_factor=False,\n            )\n            assert int(w0) == patch_pos_embed.shape[-2] and int(h0) == patch_pos_embed.shape[-1]\n            patch_pos_embed = patch_pos_embed.permute(0, 2, 3, 1).view(1, -1, dim)\n            return torch.cat((class_pos_embed.unsqueeze(0), patch_pos_embed), dim=1)\n\n        return interpolate_pos_encoding\n\n    @staticmethod\n    def patch_vit_resolution(model: nn.Module, stride: int) -> nn.Module:\n        \"\"\"\n        change resolution of model output by changing the stride of the patch extraction.\n        :param model: the model to change resolution for.\n        :param stride: the new stride parameter.\n        :return: the adjusted model\n        \"\"\"\n        patch_size = model.patch_embed.patch_size\n        if stride == patch_size:  # nothing to do\n            return model\n\n        stride = nn_utils._pair(stride)\n        assert all(\n            [(patch_size // s_) * s_ == patch_size for s_ in stride]\n        ), f\"stride {stride} should divide patch_size {patch_size}\"\n\n        # fix the stride\n        model.patch_embed.proj.stride = stride\n        # fix the positional encoding code\n        model.interpolate_pos_encoding = types.MethodType(ViTExtractor._fix_pos_enc(patch_size, stride), model)\n        return model\n\n    def preprocess(\n        self, image_path: Union[str, Path], load_size: Union[int, Tuple[int, int]] = None\n    ) -> Tuple[torch.Tensor, Image.Image]:\n        \"\"\"\n        Preprocesses an image before extraction.\n        :param image_path: path to image to be extracted.\n        :param load_size: optional. Size to resize image before the rest of preprocessing.\n        :return: a tuple containing:\n                    (1) the preprocessed image as a tensor to insert the model of shape BxCxHxW.\n                    (2) the pil image in relevant dimensions\n        \"\"\"\n        pil_image = Image.open(image_path).convert(\"RGB\")\n        if load_size is not None:\n            pil_image = transforms.Resize(load_size, interpolation=transforms.InterpolationMode.LANCZOS)(pil_image)\n        prep = transforms.Compose([transforms.ToTensor(), transforms.Normalize(mean=self.mean, std=self.std)])\n        prep_img = prep(pil_image)[None, ...]\n        return prep_img, pil_image\n\n    def _get_hook(self, facet: str):\n        \"\"\"\n        generate a hook method for a specific block and facet.\n        \"\"\"\n        facet_mapper = {\"query\": 0, \"key\": 1, \"value\": 2}\n        hook = None\n        if facet in [\"attn\", \"token\"]:\n\n            def _hook(model, input, output):\n                self._feats[facet].append(output)\n\n            hook = _hook  # return _hook\n        elif facet in [\"query\", \"key\", \"value\"]:\n            facet_idx = facet_mapper[facet]\n\n            def _inner_hook(module, input, output):\n                input = input[0]\n                B, N, C = input.shape\n                qkv = module.qkv(input).reshape(B, N, 3, module.num_heads, C // module.num_heads).permute(2, 0, 3, 1, 4)\n                self._feats[facet].append(qkv[facet_idx])  # (b, n_heads, n, c)\n\n            hook = _inner_hook\n        else:\n            raise TypeError(f\"{facet} is not a supported facet.\")\n\n        return hook\n\n    def _register_hooks(self, layers: List[int], facet: str) -> None:\n        \"\"\"\n        register hook to extract features.\n        :param layers: layers from which to extract features.\n        :param facet: facet to extract. One of the following options: ['key' | 'query' | 'value' | 'token' | 'attn']\n        \"\"\"\n        for block_idx, block in enumerate(self.model.blocks):\n            if block_idx in layers:\n                if facet in [\"token\", \"cls_token\"]:\n                    self.hook_handlers.append(block.register_forward_hook(self._get_hook(facet)))\n                elif facet == \"attn\":\n                    self.hook_handlers.append(block.attn.attn_drop.register_forward_hook(self._get_hook(facet)))\n                elif facet in [\"key\", \"query\", \"value\"]:\n                    self.hook_handlers.append(block.attn.register_forward_hook(self._get_hook(facet)))\n                else:\n                    raise TypeError(f\"{facet} is not a supported facet.\")\n\n    def _unregister_hooks(self) -> None:\n        \"\"\"\n        unregisters the hooks. should be called after feature extraction.\n        \"\"\"\n        for handle in self.hook_handlers:\n            handle.remove()\n        self.hook_handlers = []\n\n    def _extract_features(\n        self,\n        batch: torch.Tensor,\n        layers: Union[int, List[int]] = 11,\n        facets: Union[str, List[str]] = \"key\",\n    ) -> Dict[str, List[torch.Tensor]]:\n        \"\"\"\n        extract features from the model\n        :param batch: batch to extract features for. Has shape BxCxHxW.\n        :param layers: layer to extract. A number between 0 to 11.\n        :param facet: facet to extract. One of the following options: ['key' | 'query' | 'value' | 'token' | 'attn']\n        :return : tensor of features.\n                  if facet is 'key' | 'query' | 'value' has shape Bxhxtxd\n                  if facet is 'attn' has shape Bxhxtxt\n                  if facet is 'token' has shape Bxtxd\n        \"\"\"\n        B, C, H, W = batch.shape\n        self._feats = defaultdict(list)  # []\n        if isinstance(facets, str):\n            facets = [facets]\n        for facet in facets:\n            self._register_hooks(layers, facet)\n        _ = self.model(batch)\n        self._unregister_hooks()\n        self.load_size = (H, W)\n        self.num_patches = (1 + (H - self.p) // self.stride[0], 1 + (W - self.p) // self.stride[1])\n        return self._feats\n\n    def _log_bin(self, x: torch.Tensor, hierarchy: int = 2) -> torch.Tensor:\n        \"\"\"\n        create a log-binned descriptor.\n        :param x: tensor of features. Has shape Bµxhxtxd.\n        :param hierarchy: how many bin hierarchies to use.\n        \"\"\"\n        B = x.shape[0]\n        num_bins = 1 + 8 * hierarchy\n\n        bin_x = x.permute(0, 2, 3, 1).flatten(start_dim=-2, end_dim=-1)  # Bx(t-1)x(dxh)\n        bin_x = bin_x.permute(0, 2, 1)\n        bin_x = bin_x.reshape(B, bin_x.shape[1], self.num_patches[0], self.num_patches[1])\n        # Bx(dxh)xnum_patches[0]xnum_patches[1]\n        sub_desc_dim = bin_x.shape[1]\n\n        avg_pools = []\n        # compute bins of all sizes for all spatial locations.\n        for k in range(0, hierarchy):\n            # avg pooling with kernel 3**kx3**k\n            win_size = 3**k\n            avg_pool = torch.nn.AvgPool2d(win_size, stride=1, padding=win_size // 2, count_include_pad=False)\n            avg_pools.append(avg_pool(bin_x))\n\n        bin_x = torch.zeros((B, sub_desc_dim * num_bins, self.num_patches[0], self.num_patches[1])).to(self.device)\n        for y in range(self.num_patches[0]):\n            for x in range(self.num_patches[1]):\n                part_idx = 0\n                # fill all bins for a spatial location (y, x)\n                for k in range(0, hierarchy):\n                    kernel_size = 3**k\n                    for i in range(y - kernel_size, y + kernel_size + 1, kernel_size):\n                        for j in range(x - kernel_size, x + kernel_size + 1, kernel_size):\n                            if i == y and j == x and k != 0:\n                                continue\n                            if 0 <= i < self.num_patches[0] and 0 <= j < self.num_patches[1]:\n                                bin_x[:, part_idx * sub_desc_dim : (part_idx + 1) * sub_desc_dim, y, x] = avg_pools[k][\n                                    :, :, i, j\n                                ]\n                            else:  # handle padding in a more delicate way than zero padding\n                                temp_i = max(0, min(i, self.num_patches[0] - 1))\n                                temp_j = max(0, min(j, self.num_patches[1] - 1))\n                                bin_x[:, part_idx * sub_desc_dim : (part_idx + 1) * sub_desc_dim, y, x] = avg_pools[k][\n                                    :, :, temp_i, temp_j\n                                ]\n                            part_idx += 1\n        bin_x = bin_x.flatten(start_dim=-2, end_dim=-1).permute(0, 2, 1).unsqueeze(dim=1)\n        # Bx1x(t-1)x(dxh)\n        return bin_x\n\n    def extract_descriptors(\n        self,\n        batch: torch.Tensor,\n        layer: int = 11,\n        facet: Union[str, List[str]] = \"key\",\n        bin: bool = False,\n        include_cls: bool = True,\n    ) -> Dict[str, torch.Tensor]:\n        \"\"\"\n        extract descriptors from the model\n        :param batch: batch to extract descriptors for. Has shape BxCxHxW.\n        :param layers: layer to extract. A number between 0 to 11.\n        :param facet: facet to extract. One of the following options:\n            ['key' | 'query' | 'value' | 'token' | 'cls_token']\n        :param bin: apply log binning to the descriptor. default is False.\n        :return: tensor of descriptors. Bx1xtxd' where d' is the dimension of the descriptors.\n        \"\"\"\n        if isinstance(facet, str):\n            facet = [facet]\n        for _facet in facet:\n            assert _facet in [\n                \"key\",\n                \"query\",\n                \"value\",\n                \"token\",\n                \"attn\",\n            ], f\"\"\"{_facet} is not a supported facet for descriptors.\n                choose from ['key' | 'query' | 'value' | 'token' | 'attn'] \"\"\"\n\n        self._extract_features(batch, [layer], facet)\n        descs = {}\n        for _facet in facet:\n            x = self._feats[_facet][0]\n\n            if _facet == \"attn\":  # (B, h, t, t)\n                # save multi-head cls attention maps\n                cls_mh_attn_map = x[:, :, 0, 1:]  # (B, h, t-1)\n                descs[\"cls_mh_attn_map\"] = repeat(cls_mh_attn_map, \"b h t -> b c t h\", c=1)  # (B, 1, t-1, h)\n                # save saliency map\n                head_idxs = [0, 2, 4, 5]  # https://github.com/ShirAmir/dino-vit-features/issues/1\n                cls_mh_attn_map = x[:, head_idxs, 0, 1:]\n                cls_attn_map = cls_mh_attn_map.mean(dim=1)  # (B, t-1)\n                _min, _max = cls_attn_map.min(dim=1)[0], cls_attn_map.max(dim=1)[0]\n                cls_attn_map = (cls_attn_map - _min) / (_max - _min)\n                descs[\"saliency_map\"] = cls_attn_map[:, None, :, None]  # (B, 1, t-1, 1)\n            else:\n                if _facet == \"token\":\n                    x.unsqueeze_(dim=1)  # Bx1xtxd\n                    descs[\"cls_token\"] = x[:, :, [0], :]  # (B, 1, 1, d) the cls token\n\n                x_cls, x = x[:, :, [0], :], x[:, :, 1:, :]  # (b, h, 1, d), (b, h, n, d)\n                if include_cls:\n                    # assert not bin, \"bin = True and include_cls = True are not supported together, set one of them False.\"\n                    descs[f\"cls_{_facet}\"] = rearrange(x_cls, \"b h n d -> b 1 n (d h)\")  # (B, 1, n, (d, h))\n                if not bin:  # b, h, n, c => b, n, c, h => b, 1, n, (c, h)\n                    desc = x.permute(0, 2, 3, 1).flatten(start_dim=-2, end_dim=-1).unsqueeze(dim=1)  # (b, 1, n, (d, h))\n                else:\n                    desc = self._log_bin(x)\n                descs[_facet] = desc\n        return descs\n\n    def extract_saliency_maps(self, batch: torch.Tensor) -> torch.Tensor:\n        \"\"\"\n        extract saliency maps. The saliency maps are extracted by averaging several attention heads from the last layer\n        in of the CLS token. All values are then normalized to range between 0 and 1.\n        :param batch: batch to extract saliency maps for. Has shape BxCxHxW.\n        :return: a tensor of saliency maps. has shape Bxt-1\n        \"\"\"\n        assert self.model_type == \"dino_vits8\", \"saliency maps are supported only for dino_vits model_type.\"\n        self._extract_features(batch, [11], \"attn\")\n        head_idxs = [0, 2, 4, 5]\n        curr_feats = self._feats[0]  # (B, h, t, t)\n        cls_mh_attn_map = curr_feats[:, head_idxs, 0, 1:]  # (B, h, t-1)\n        cls_attn_map = cls_mh_attn_map.mean(dim=1)  # (B, t-1), excluding cls-cls attention\n        # normalize cls_attn_map\n        temp_mins, temp_maxs = cls_attn_map.min(dim=1)[0], cls_attn_map.max(dim=1)[0]\n        cls_attn_maps = (cls_attn_map - temp_mins) / (temp_maxs - temp_mins)  # (B, t-1), normalize to range [0,1]\n        # normalize_cls_mh_attn_map\n        temp_mins, temp_maxs = cls_mh_attn_map.min(dim=-1)[0], cls_mh_attn_map.max(dim=-1)[0]\n        cls_mh_attn_map = (cls_mh_attn_map - temp_mins) / (temp_maxs - temp_mins)  # (B, h, t-1)\n        return cls_attn_maps, cls_mh_attn_map\n\n    def reshape_descriptor(self, descriptor: torch.Tensor, bin: bool = False) -> torch.Tensor:\n        if bin:\n            raise NotImplementedError()\n        # descriptor: (b, 1, hxw, c)\n        # return: (h, w, c)\n        assert descriptor.shape[0] == 1\n        h, w = self.num_patches\n        descriptor = descriptor[0, 0].reshape(h, w, -1)\n        return descriptor\n\n\n@torch.no_grad()\ndef extract_single(args):\n    device = \"cuda\" if torch.cuda.is_available() else \"cpu\"\n    extractor = ViTExtractor(args.model_type, args.stride, device=device)\n    image_batch, image_pil = extractor.preprocess(args.image_path, args.load_size)\n    # print(f\"Image {args.image_path} is preprocessed to tensor of size {image_batch.shape}.\")\n\n    descriptors = {}\n    raw_descriptors = extractor.extract_descriptors(image_batch.to(device), args.layer, args.facet, args.bin)\n    for desc_name, desc in raw_descriptors.items():\n        # print(f\"{desc_name}: {desc.shape}\")\n        if \"cls_\" in desc_name:\n            desc = desc[0, 0, 0, :]  # (c, ), ((d, n_heads), )\n        else:\n            if args.unflatten:\n                desc = extractor.reshape_descriptor(desc, bin=args.bin)  # (h, w, c)\n        descriptors[desc_name] = desc.cpu().numpy()\n\n    if args.save_npz:\n        output_path = args.output_path.with_suffix(\".npz\")\n        npz_data = {}\n        _kqv = [int(k in descriptors) for k in [\"key\", \"query\", \"value\"]]\n        _sum_kqv = sum(_kqv)\n        if _sum_kqv == 0:\n            feature_key = \"token\"\n        elif _sum_kqv == 1:\n            feature_key = [\"key\", \"query\", \"value\"][np.argmax(_kqv)]\n        else:\n            raise RuntimeError(\"Unsupported configuration, only one key, query, value feature could be specified.\")\n        npz_data[\"features\"] = descriptors.pop(feature_key)  # main feature\n        npz_data.update(descriptors)\n        # cls_mh_attn_map: (h, w, n_heads) | saliency_map: (h, w, 1)\n        # token: (h, w, c) | cls_token: (c, ) | cls_{facet}: (c, )\n        if args.fp16:\n            npz_data = {k: v.astype(np.float16) for k, v in npz_data.items()}\n\n        try:\n            np.savez_compressed(output_path, **npz_data)\n        except PermissionError:\n            shutil.chown(output_path.parent, user=\"wangyuang\", group=\"wangyuang\")\n            for p in output_path.parent.iterdir():\n                shutil.chown(p, user=\"wangyuang\", group=\"wangyuang\")\n            np.savez_compressed(output_path, **npz_data)\n    else:\n        raise NotImplementedError()\n        # output_path = args.output_path.with_suffix('.pt')\n        # torch.save(descriptors.cpu(), output_path)\n    print(f\"Descriptors saved to: {output_path}\")\n\n\n\"\"\" taken from https://stackoverflow.com/questions/15008758/parsing-boolean-values-with-argparse\"\"\"\n\n\ndef str2bool(v):\n    if isinstance(v, bool):\n        return v\n    if v.lower() in (\"yes\", \"true\", \"t\", \"y\", \"1\"):\n        return True\n    elif v.lower() in (\"no\", \"false\", \"f\", \"n\", \"0\"):\n        return False\n    else:\n        raise argparse.ArgumentTypeError(\"Boolean value expected.\")\n\n\ndef parse_args():\n    parser = argparse.ArgumentParser(description=\"Facilitate ViT Descriptor extraction.\")\n    parser.add_argument(\"--image_path\", type=Path, required=True, help=\"path of the extracted image.\")\n    parser.add_argument(\n        \"--output_path\",\n        type=Path,\n        required=False,\n        help=\"path to file containing extracted descriptors.\",\n    )\n    parser.add_argument(\"--load_size\", default=224, type=int, help=\"load size of the input image.\")\n    parser.add_argument(\n        \"--stride\",\n        default=4,\n        type=int,\n        help=\"\"\"stride of first convolution layer. small stride -> higher resolution.\"\"\",\n    )\n    parser.add_argument(\n        \"--model_type\",\n        default=\"dino_vits8\",\n        type=str,\n        help=\"\"\"type of model to extract. \n                Choose from [dino_vits8 | dino_vits16 | dino_vitb8 | dino_vitb16 | vit_small_patch8_224 | \n                vit_small_patch16_224 | vit_base_patch8_224 | vit_base_patch16_224]\"\"\",\n    )\n    parser.add_argument(\n        \"--facet\",\n        default=\"key\",\n        type=str,\n        nargs=\"+\",\n        choices=[\"key\", \"query\", \"value\", \"token\", \"attn\"],\n        help=\"\"\"facet to create descriptors from.\n                                options: ['key' | 'query' | 'value' | 'token']\"\"\",\n    )\n    parser.add_argument(\"--layer\", default=11, type=int, help=\"layer to create descriptors from.\")\n    parser.add_argument(\"--bin\", default=\"False\", type=str2bool, help=\"create a binned descriptor if True.\")\n    parser.add_argument(\"--unflatten\", action=\"store_true\")\n    parser.add_argument(\"--save_npz\", action=\"store_true\")\n    parser.add_argument(\"--fp16\", action=\"store_true\")\n\n    parser.add_argument(\"--data_root\", type=Path)\n    parser.add_argument(\"--image_dir_name\", type=str, default=\"image\")\n    parser.add_argument(\"--output_dir_name\", type=str, default=\"dino_feats\")\n\n    args = parser.parse_args()\n    return args\n\n\ndef main():\n    args = parse_args()\n\n    if args.image_path.is_dir():  # extract a single sequence\n        # TODO: support parallel extraction\n        if not args.output_path.exists():\n            args.output_path.mkdir()\n        assert args.output_path.is_dir()\n        image_paths, output_paths = [], []\n        for img_path in args.image_path.iterdir():\n            image_paths.append(img_path)\n            output_paths.append(args.output_path / img_path.with_suffix(\".pt\").name)\n\n        for img_p, output_p in tqdm(zip(image_paths, output_paths), desc=\"extracting features\"):\n            _args = copy.deepcopy(args)\n            _args.image_path, _args.output_path = img_p, output_p\n            extract_single(_args)\n    elif args.image_path.is_file() and args.image_path.suffix == \".txt\":  # extract a sequence of images\n        if not args.output_path.exists():\n            args.output_path.mkdir()\n        with open(args.image_path, \"r\") as f:\n            image_paths = [Path(p) for p in f.read().strip().split()]\n        output_paths = [args.output_path / p.with_suffix(\".pt\").name for p in image_paths]\n        logger.debug(f\"{len(image_paths)} images parsed from {args.image_path}\")\n\n        for img_p, output_p in tqdm(zip(image_paths, output_paths), desc=\"extracting features\"):\n            _args = copy.deepcopy(args)\n            _args.image_path, _args.output_path = img_p, output_p\n            extract_single(_args)\n        args.image_path.unlink()\n    elif args.image_path.is_file():  # extract a single image\n        extract_single(args)\n    else:\n        raise ValueError()\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/sfm/__init__.py",
    "content": ""
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/sfm/colmap_from_co3d.py",
    "content": "\"\"\"\nBuild an empty colmap mode with camera poses from annotations in the CO3D format.\n\"\"\"\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/sfm/colmap_from_idr.py",
    "content": "\"\"\"\nBuild an empty colmap mode with camera poses from annotations in the IDR format.\n\"\"\"\nfrom dataclasses import dataclass\nfrom pathlib import Path\nfrom typing import Dict, Optional\n\nimport cv2\nimport hydra\nimport imagesize\nimport numpy as np\nfrom hloc.utils.read_write_model import Camera, Image, rotmat2qvec, write_model\nfrom hydra.core.config_store import ConfigStore\nfrom hydra_zen import store\nfrom loguru import logger\nfrom tqdm import tqdm\n\n\n@dataclass\nclass IDR2COLMAPConfig:\n    \"\"\"Convert data in the IDR format to COLMAP models.\"\"\"\n\n    data_root: Path = Path(\"data\")\n    inst_rel_dir: Optional[str] = None\n    pose_filename: str = \"cameras.npz\"\n    image_filename: str = \"images\"\n    save_dirname: str = \"sfm_from_idr\"\n\n\nidr2colmap_store = store(group=\"idr2colmap\")\nidr2colmap_store(IDR2COLMAPConfig, name=\"base\")\n\n\ndef load_K_Rt_from_P(filename, P=None):\n    if P is None:\n        lines = open(filename).read().splitlines()\n        if len(lines) == 4:\n            lines = lines[1:]\n        lines = [[x[0], x[1], x[2], x[3]] for x in (x.split(\" \") for x in lines)]\n        P = np.asarray(lines).astype(np.float32).squeeze()\n\n    out = cv2.decomposeProjectionMatrix(P)\n    K = out[0]\n    R = out[1]\n    t = out[2]\n\n    K = K / K[2, 2]\n    intrinsics = np.eye(4)\n    intrinsics[:3, :3] = K\n\n    pose = np.eye(4, dtype=np.float32)\n    pose[:3, :3] = R.transpose()\n    pose[:3, 3] = (t[:3] / t[3])[:, 0]  # merged transformation\n\n    return intrinsics, pose  # cam2world psoe\n\n\ndef parse_idr_poses(pose_path, image_dir) -> Dict[str, Dict[str, np.ndarray]]:\n    cameras = np.load(pose_path)\n    poses = {}\n    frame_ids = sorted(list(set([int(n.split(\"_\")[-1]) for n in cameras.keys() if \"bbox\" not in n])))\n    image_paths = sorted(image_dir.iterdir())\n    for f_id, image_path in zip(frame_ids, image_paths):\n        world_mat, scale_mat = cameras[f\"world_mat_{f_id}\"], cameras[f\"scale_mat_{f_id}\"]\n        world_mat = world_mat @ scale_mat\n        K44_cv, T44_c2w_cv = load_K_Rt_from_P(None, world_mat[:3, :])\n        width, height = imagesize.get(str(image_path))\n        poses[image_path.name] = {\n            \"frame_id\": f_id,\n            \"K44_cv\": K44_cv,\n            \"T44_c2w_cv\": T44_c2w_cv,\n            \"width\": width,\n            \"height\": height,\n        }\n    return poses\n\n\ndef process_instance(cfg, inst_dirname):\n    inst_dir = cfg.data_root / inst_dirname\n    logger.info(f\"Processing instance: {inst_dir}\")\n    image_dir = inst_dir / cfg.image_filename\n    pose_path = inst_dir / cfg.pose_filename\n    sfm_dir = inst_dir / cfg.save_dirname\n    sfm_dir.mkdir(parents=False, exist_ok=True)\n\n    # parse colmap poses from neus poses\n    poses = parse_idr_poses(pose_path, image_dir)\n\n    # build colmap model\n    # NOTE: assuming all intrinsics are the same\n    cameras, images = {}, {}\n    for img_name, frame in poses.items():\n        frame_id = int(frame[\"frame_id\"])\n        # create cameras\n        cam_params = frame[\"K44_cv\"][[0, 1, 0, 1], [0, 1, 2, 2]].tolist()\n        camera = Camera(id=frame_id, model=\"PINHOLE\", width=frame[\"width\"], height=frame[\"height\"], params=cam_params)\n        cameras[frame_id] = camera\n        # create images\n        R33_c2w, t3_c2w = frame[\"T44_c2w_cv\"][:3, :3], frame[\"T44_c2w_cv\"][:3, -1]\n        R33_c2w = R33_c2w.T\n        t3_w2c = -(R33_c2w @ t3_c2w)\n        image = Image(\n            id=frame_id,\n            qvec=rotmat2qvec(R33_c2w),\n            tvec=t3_w2c,\n            camera_id=frame_id,\n            name=img_name,\n            xys=np.zeros((0, 2), float),\n            point3D_ids=np.full(0, -1, int),\n        )\n        images[frame_id] = image\n    write_model(cameras, images, {}, path=str(sfm_dir), ext=\".bin\")\n\n\ndef main(idr2colmap: IDR2COLMAPConfig):\n    cfg = idr2colmap\n\n    if cfg.inst_rel_dir is not None:\n        process_instance(cfg, cfg.inst_rel_dir)\n    else:\n        for inst_dir in tqdm(cfg.data_root.iterdir(), desc=\"Converting data (in IDR format) to COLMAP models\"):\n            if not (inst_dir / cfg.pose_filename).exists():\n                continue\n            process_instance(cfg, inst_dir.stem)\n\n\nif __name__ == \"__main__\":\n    cs = ConfigStore.instance()\n    cs.store(name=\"config\", node=IDR2COLMAPConfig)\n    hydra.main(config_name=\"config\", version_base=None)(main)()\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/sfm/enums.py",
    "content": "from enum import Enum\n\nfrom hloc import extract_features, match_features\n\nMatchingMode = Enum(\"MatchingMode\", [\"sequential\", \"exhaustive\", \"vocab_tree\", \"pairs_from_poses\", \"database\"])\n\nSfMMode = Enum(\"SfMMode\", [\"sfm\", \"triangulate\"])\n\nExtractor = Enum(\"Extractor\", [*list(extract_features.confs.keys()), \"loftr\"])\n\nMatcher = Enum(\"Matcher\", [*list(match_features.confs.keys()), \"loftr\"])\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/sfm/pairs_from_sequential.py",
    "content": "import argparse\nimport collections.abc as collections\nimport copy\nimport shutil\nfrom pathlib import Path\nfrom typing import List, Literal, Optional, Tuple, Union\n\nimport natsort\nimport numpy as np\nimport torch\nfrom hloc import extract_features, pairs_from_retrieval\nfrom hloc.utils.io import list_h5_names\nfrom hloc.utils.parsers import parse_image_list\nfrom loguru import logger\n\nfrom auto_decomp.utils.cli import str2bool\n\n\ndef read_image_pairs(path):\n    with open(path, \"r\") as f:\n        pairs = [p.split() for p in f.read().rstrip(\"\\n\").split(\"\\n\")]\n    return pairs\n\n\ndef pairs_from_file(image_list: List[Path], pairs_path: Path) -> List[Tuple[Path, Path]]:\n    converted_pairs = []  # absolute paths\n    name2path = {p.name: p for p in image_list}\n    pairs = read_image_pairs(pairs_path)\n    for pair in pairs:\n        img0_name, img1_name = map(lambda x: Path(x).name, pair)\n        if img0_name in name2path and img1_name in name2path:\n            converted_pairs.append((name2path[img0_name], name2path[img1_name]))\n        else:\n            logger.warning(f\"Pairs does not exist in image_list: {img0_name}-{img1_name}\")\n    return converted_pairs\n\n\ndef build_loop_detection_pairs(\n    *,\n    pairs_path: Path,\n    image_list: List[Path],  # absolute image paths\n    num_images: int,  # number of images to be matched for loop-detection, should be significantly larger than sequential pairs\n    frequency: int,  # run loop-detection for every frequency images\n    method: Literal[\"colmap\", \"retrieval\"] = \"retrieval\",\n    retrieval_method: Literal[\"netvlad\"] = \"netvlad\",\n) -> List[Tuple[Path, Path]]:\n    if method == \"colmap\":\n        # ref: https://github.com/colmap/pycolmap/blob/743a4ac305183f96d2a4cfce7c7f6418b31b8598/pipeline/match_features.cc#L177\n        raise NotImplementedError(\"loop detection with colmap is not implemented yet.\")\n\n    if pairs_path.exists():\n        return pairs_from_file(image_list, pairs_path)\n\n    retrival_conf = extract_features.confs[retrieval_method]\n    temp_dir = pairs_path.parent / \"temp_retrival\"\n    if temp_dir.exists():\n        shutil.rmtree(temp_dir)\n    temp_dir.mkdir()\n\n    image_dir = image_list[0].parent\n    retrival_feat_path = extract_features.main(\n        retrival_conf, image_list[0].parent, temp_dir, image_list=[p.relative_to(image_dir) for p in image_list]\n    )\n    torch.cuda.empty_cache()\n\n    loop_check_images = [Path(img_path).name for img_path in image_list[::frequency]]\n    pairs_from_retrieval.main(\n        retrival_feat_path, pairs_path, num_matched=min(num_images, len(image_list)), query_list=loop_check_images\n    )\n    shutil.rmtree(temp_dir)\n    return pairs_from_file(image_list, pairs_path)\n\n\ndef main(\n    output: Path,\n    image_root_dir: Path,\n    image_list: Optional[Union[Path, List[str]]] = None,  # relative to image_root_dir\n    features: Optional[Path] = None,\n    overlap: int = 5,\n    quadratic_overlap: bool = True,\n    loop: bool = True,  # treat the image_list as a sequential loop\n    loop_detection: bool = True,\n    loop_detection_method: Literal[\"colmap\", \"retrieval\"] = \"retrieval\",\n    loop_detection_frequency: int = 10,\n    loop_detection_num_images: int = 20,\n):\n    if image_list is not None:\n        if isinstance(image_list, (str, Path)):  # parse from file\n            names_q = parse_image_list(image_list)\n        elif isinstance(image_list, collections.Iterable):\n            names_q = natsort.natsorted(list(map(str, image_list)))\n        else:\n            raise ValueError(f\"Unknown type for image list: {image_list}\")\n    elif features is not None:\n        names_q = list_h5_names(features)\n        names_q = list(sorted(list(names_q)))\n    else:\n        raise ValueError(\"Provide either a list of images or a feature file.\")\n    image_list = copy.deepcopy(names_q)\n\n    # build sequential pairs\n    idxs = np.arange(0, len(names_q))\n    dists = np.abs(idxs[None, :] - idxs[:, None]).astype(np.float32)  # (N, N)\n    if loop:\n        dists_loop = np.abs(idxs[None, :] - (idxs[:, None] - len(names_q))).astype(np.float32)  # (N, N)\n        dists = np.minimum(dists, dists_loop)\n    log2_dists = np.log2(dists, out=np.zeros_like(dists), where=(dists != 0))\n    mask_overlap = (dists > 0) & (dists <= overlap)\n    mask_quadratic_overlap = (\n        (log2_dists > 0) & (log2_dists <= overlap) & (log2_dists == log2_dists.astype(int))\n        if quadratic_overlap\n        else np.zeros_like(mask_overlap, dtype=bool)\n    )\n    idxs0, idxs1 = np.nonzero(mask_overlap | mask_quadratic_overlap)\n\n    names_ref = [names_q[i] for i in idxs0]\n    names_q = [names_q[j] for j in idxs1]\n\n    pairs = []\n    for n0, n1 in zip(names_ref, names_q):\n        pairs.append(tuple(sorted((n0, n1))))\n    pairs = set(pairs)\n    n_sequential_pairs, n_loop_det_pairs = len(pairs), 0\n\n    # build loop-detection pairs\n    if loop_detection:\n        loop_det_pairs_path = output.parent / f\"pairs_loop-det_netvlad-{loop_detection_num_images}.txt\"\n        image_list_absolute = [image_root_dir / n for n in image_list]\n        loop_det_pairs = build_loop_detection_pairs(\n            pairs_path=loop_det_pairs_path,\n            image_list=image_list_absolute,\n            num_images=loop_detection_num_images,\n            frequency=loop_detection_frequency,\n            method=loop_detection_method,\n            retrieval_method=\"netvlad\",\n        )\n        loop_det_pairs = set(\n            [tuple(sorted(map(lambda p: str(p.relative_to(image_root_dir)), (p0, p1)))) for p0, p1 in loop_det_pairs]\n        )\n        pairs |= loop_det_pairs\n        n_loop_det_pairs = len(loop_det_pairs)\n    pairs = list(pairs)\n\n    logger.info(f\"Found {len(pairs)} pairs (n_seq={n_sequential_pairs} | n_loop={n_loop_det_pairs}).\")\n    with open(output, \"w\") as f:\n        f.write(\"\\n\".join(\" \".join([i, j]) for i, j in pairs))\n\n\nif __name__ == \"__main__\":\n    parser = argparse.ArgumentParser()\n    parser.add_argument(\"--output\", required=True, type=Path, help=\"path to save the pairs\")\n    parser.add_argument(\"--image_root_dir\", required=True, type=Path)\n    parser.add_argument(\"--image_list\", type=Path)\n    parser.add_argument(\"--features\", type=Path)\n    parser.add_argument(\"--overlap\", type=int, help=\"number of overlapping image pairs\")\n    parser.add_argument(\n        \"--quadratic_overlap\", action=\"store_true\", help=\"whether to match images against their quadratic neighbors\"\n    )\n    parser.add_argument(\n        \"--loop\",\n        type=str2bool,\n        nargs=\"?\",\n        const=True,\n        default=True,\n        help=\"treat the image sequence as a loop when considering overlapping pairs\",\n    )\n    parser.add_argument(\"--loop_detection\", type=str2bool, nargs=\"?\", const=True, default=True)\n    parser.add_argument(\"--loop_detection_method\", choices=[\"colmap\", \"retrieval\"], default=\"retrieval\")\n    parser.add_argument(\n        \"--loop_detection_frequency\", type=int, default=5, help=\"perform loop detection every frequency images.\"\n    )\n    parser.add_argument(\n        \"--loop_detection_num_images\",\n        type=int,\n        default=20,\n        help=\"The number of images to retrieve in loop detection. This number should be \"\n        \"significantly bigger than the sequential matching overlap.\",\n    )\n\n    args = parser.parse_args()\n    main(**args.__dict__)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/sfm/sfm.py",
    "content": "import copy\nimport json\nimport shutil\nimport subprocess\nfrom dataclasses import dataclass, make_dataclass\nfrom pathlib import Path\nfrom typing import Optional\n\nimport hydra\nimport natsort\nimport numpy as np\nimport pycolmap\nimport ray\nfrom hloc import (\n    extract_features,\n    match_features,\n    pairs_from_exhaustive,\n    pairs_from_poses,\n    reconstruction,\n    triangulation,\n)\nfrom hydra.core.config_store import ConfigStore\nfrom hydra_zen import store\nfrom loftr.tools import hloc_match_features as loftr_match_features\nfrom loguru import logger\nfrom ray.util.queue import Queue\nfrom rich.traceback import install\nfrom typing_extensions import Literal\n\nfrom auto_decomp.sfm import pairs_from_sequential\nfrom auto_decomp.utils import viz_3d\n\ninstall(show_locals=False)\n\n\n@dataclass\nclass SfMConfig:\n    # basic configs\n    force_rerun: bool = False\n    data_root: Path = Path(\"data/\")\n    inst_rel_dir: Optional[str] = None\n    \"\"\"the relative path to the instance directory\"\"\"\n    image_dirname: str = \"images\"\n    inst_list_path: Optional[Path] = None\n    \"\"\"path to the file containing a list of instances\"\"\"\n    n_images: Optional[int] = None\n    \"\"\"evenly subsample n_images for reconstruction\"\"\"\n    make_plot: bool = True\n    delete_sfm_dir: bool = True\n    \"\"\"only keep the manhattan-aligned sfm results\"\"\"\n    cache_name: str = \".cache.json\"\n    \"\"\"save cache for further use\"\"\"\n\n    # parallel configs\n    n_feature_workers: int = 1\n    n_recon_workers: int = 1\n\n    # colmap configs\n    sfm_mode: str = \"sfm\"\n    share_intrinsics: bool = True\n    matching_mode: str = \"exhaustive\"  # TODO: make a separate config group for different matching modes\n    n_matching_neighbors: int = 10\n    \"\"\"number of matching pairs to consider for sequential matcher / viewpoint-angle based matcher\n    for sequential matcher, overlap = ceil(n_matching_neighbors / 2)\n    \"\"\"\n    loop_detection_frequency: int = 1\n    loop_detection_num_images: int = 15\n\n    # triangulation configs\n    reference_sfm_reldir: str = \"sfm\"\n    \"\"\"the reference sfm directory for triangulation\"\"\"\n    use_cache: bool = False\n    \"\"\"read ref_sfm_dir from cache for triangulation\"\"\"\n\n    # feature extractor & matcher\n    extractor: str = \"superpoint_aachen\"\n    matcher: str = \"superglue\"\n    resize_max_area: int = 1920000\n    \"\"\"resize images to have a maximum area of this number, for LoFTR matching only\"\"\"\n    \n    dens3r_model_ckpt: str = \"None\"\n\nsfm_store = store(group=\"sparse_recon\")\nsfm_store(SfMConfig, name=\"base\")\nsfm_store(\n    SfMConfig,\n    sfm_mode=\"sfm\",\n    matching_mode=\"sequential\",\n    n_matching_neighbors=10,\n    loop_detection_frequency=1,\n    loop_detection_num_images=15,\n    name=\"sequential\",\n)\ntrig_store = store(group=\"triangulation\")\ntrig_store(\n    SfMConfig,\n    sfm_mode=\"triangulate\",\n    matching_mode=\"sequential\",\n    use_cache=True,\n    extractor=\"loftr\",\n    matcher=\"loftr\",\n    resize_max_area=1920000,\n    name=\"sequential\",\n)\ntrig_store(\n    SfMConfig,\n    sfm_mode=\"triangulate\",\n    matching_mode=\"sequential\",\n    use_cache=True,\n    extractor=\"loftr\",\n    matcher=\"loftr\",\n    resize_max_area=720000,\n    name=\"sequential_low-res\",\n)\ntrig_store(\n    SfMConfig,\n    sfm_mode=\"triangulate\",\n    reference_sfm_reldir=\"sfm_from_idr\",\n    matching_mode=\"pairs_from_poses\",\n    use_cache=False,\n    extractor=\"loftr\",\n    matcher=\"loftr\",\n    resize_max_area=720000,\n    name=\"pairs_from_poses_low-res\",\n)\nstore.add_to_hydra_store()\n\n\nSparseReconTask = make_dataclass(\n    \"SparseReconTask\",\n    [\n        \"job_type\",\n        \"job_id\",\n        \"inst_id\",\n        \"futures\",\n        \"args\",\n        \"inst_root\",\n        \"output_dir\",\n        \"sfm_dir\",\n        \"manhattan_sfm_dir\",\n        \"image_dir\",\n        \"pairs_path\",\n        \"features_path\",\n        \"matches_path\",\n        \"image_list\",\n        \"ref_sfm_dir\",\n    ],\n)\n\n\nTerminateTask = make_dataclass(\n    \"TerminateTask\",\n    [\n        (\"job_type\", str, \"exit\"),\n    ],\n)\n\n\n@ray.remote(num_cpus=1)  # pyright: ignore\nclass SparseReconActor:\n    def __init__(self, task_queue, return_queue, share_intrinsics=True, make_plot=True, delete_sfm_dir=True):\n        self.task_queue = task_queue\n        self.return_queue = return_queue\n        self.share_intrinsics = share_intrinsics\n        self.make_plot = make_plot\n        self.delete_sfm_dir = delete_sfm_dir\n\n    def run(self):\n        task_inst_id = [None]\n        try:\n            self._run(task_inst_id)\n        except Exception as err:\n            self.return_queue.put_nowait((task_inst_id[0], False, f\"Unknown error: {err}\"))\n            raise err\n\n    def _run(self, task_inst_id):\n        while True:\n            task = self.task_queue.get()  # SparseReconTask\n            task_inst_id[0] = task.inst_id\n\n            if task.job_type == \"exit\":\n                return\n\n            if task.futures is not None:\n                logger.info(\"Waiting for feature extraction task done.\")\n                _ = ray.get(task.futures)  # wait untill precending tasks done\n\n            if task.job_type == \"sparse_recon\":\n                sparse_recon_succeed = self.sparse_recon(task)\n                if not sparse_recon_succeed:\n                    self.return_queue.put_nowait((task.inst_id, False, \"sparse reconstruction failed!\"))\n                    continue\n                self.manhattan_alignment(task)\n            elif task.job_type == \"sparse_recon_postprocess\":\n                self.manhattan_alignment(task)\n            elif task.job_type == \"triangulation\":\n                triangulation_succeed = self.triangulate(task)\n                if not triangulation_succeed:\n                    self.return_queue.put_nowait((task.inst_id, False, \"triangulation failed!\"))\n                    continue\n                self.manhattan_alignment(task)\n            else:\n                raise ValueError(f\"Unknown job: {task.job_type}\")\n            self.return_queue.put_nowait((task.inst_id, True))\n            logger.info(f\"[job_id:{task.job_id} | inst_id:{task.inst_id}] sparse reconstruction saved!\")\n\n    def sparse_recon(self, task):\n        rec = reconstruction.main(\n            task.sfm_dir,\n            task.image_dir,\n            task.pairs_path,\n            task.features_path,\n            task.matches_path,\n            camera_mode=pycolmap.CameraMode.SINGLE if self.share_intrinsics else pycolmap.CameraMode.AUTO,\n            image_list=task.image_list,\n        )\n        if rec is not None:\n            if self.make_plot:\n                plot_reconstruction(rec, task.output_dir, show_axes=True)\n            return True\n        else:\n            logger.warning(f\"[{task.inst_id}] Failed to reconstruct any model!\")\n            return False\n\n    def triangulate(self, task):\n        rec = triangulation.main(\n            task.sfm_dir,\n            task.ref_sfm_dir,\n            task.image_dir,\n            task.pairs_path,\n            task.features_path,\n            task.matches_path,\n            skip_geometric_verification=False,\n            min_match_score=None,\n        )\n        if rec is not None:\n            if self.make_plot:\n                plot_reconstruction(rec, task.output_dir, show_axes=True)\n            return True\n        else:\n            logger.warning(f\"[{task.inst_id}] Failed to triangulate any model!\")\n            return False\n\n    def manhattan_alignment(self, task):\n        # if (task.manhattan_sfm_dir / \"points3D.bin\").exists():\n        #     logger.info(f\"Instance {task.inst_root.stem} already manhattan-aligned!\")\n        #     return\n        rec = manhattan_alignment(task.image_dir, task.sfm_dir, task.manhattan_sfm_dir)\n        if self.make_plot:\n            plot_reconstruction(rec, task.output_dir, show_axes=True, suffix=\"manhattan\")\n        if self.delete_sfm_dir:\n            shutil.rmtree(task.sfm_dir)\n            logger.info(f\"sfm directory deleted! ({str(task.sfm_dir)})\")\n\n\n# TODO: merge fields into args\nFeatureTask = make_dataclass(\n    \"FeatureTask\",\n    [\n        \"job_type\",\n        \"job_id\",\n        \"inst_id\",\n        \"args\",\n        \"inst_root\",\n        \"image_dir\",\n        \"sfm_dir_name\",\n        \"image_list\",\n        \"features_path\",\n        \"matches_path\",\n        \"pairs_path\",\n        \"sparse_recon_task\",\n    ],\n)\n\n\n@ray.remote(num_cpus=1, num_gpus=1)  # pyright: ignore\ndef extract_and_match(task):  # FeatureTask\n    feature_conf = extract_features.confs[task.args.extractor]\n    matcher_conf = match_features.confs[task.args.matcher]\n    extract_features.main(\n        feature_conf, task.image_dir, image_list=task.image_list, feature_path=task.features_path\n    )  # TODO: set smaller dataloader num_workers if args.n_feature_workers > 1\n    match_features.main(matcher_conf, task.pairs_path, features=task.features_path, matches=task.matches_path)\n    return\n\n\n@ray.remote(num_cpus=1)  # pyright: ignore\nclass FeatureActor:\n    def __init__(self, feature_queue: Queue, recon_queue: Queue):\n        self.feature_queue = feature_queue\n        self.recon_queue = recon_queue\n\n    def run(self):\n        while True:\n            task = self.feature_queue.get()\n            if task.job_type == \"exit\":\n                return\n\n            obj_refs = self._run_task(task)\n            if obj_refs is not None and len(obj_refs) > 0:\n                _ = ray.get(obj_refs)\n            logger.info(f\"[job_id:{task.job_id} | inst_id:{task.inst_id}] features & matches saved!\")\n            self.recon_queue.put_nowait(task.sparse_recon_task)\n\n    def _run_task(self, task):\n        if task.job_type == \"extract_and_match\":\n            if task.args.matcher != \"loftr\":\n                obj_refs = self._extract_and_match(task)\n            else:\n                obj_refs = self._run_loftr(task)\n        else:\n            raise ValueError(f\"Unknown job: {task.job_type}\")\n        return obj_refs\n\n    def _extract_and_match(self, task):  # FeatureTask\n        logger.info(f\"Matching [{task.inst_id}] w/ ({task.args.extractor}, {task.args.matcher})\")\n        if task.args.n_feature_workers > 1:\n            logger.warning(\"n_feature_workers > 1 is not supported for HLoc internal matchers!\")\n        obj_ref = extract_and_match.remote(task)\n        return [obj_ref]\n\n    def _run_loftr(self, task):  # FeatureTask\n        # TODO: support batch_size > 1\n        loftr_args = loftr_match_features.get_default_args()\n        loftr_args.root_dir = task.inst_root\n        loftr_args.hloc_dirname = task.sfm_dir_name\n        loftr_args.image_dirname = task.image_dir.relative_to(task.inst_root)  # task.image_dir.stem\n        loftr_args.pairs_fn = task.pairs_path.name\n        loftr_args.features_fn = task.features_path.name\n        loftr_args.matches_fn = task.matches_path.name\n        loftr_args.force_rerun = task.args.force_rerun\n        loftr_args.max_area = task.args.resize_max_area\n        loftr_args.n_workers = task.args.n_feature_workers\n        obj_ref = loftr_match_features.process_instance(loftr_args, task.image_list, block=False)\n        logger.info(f\"Matching [{task.inst_id}] w/ LoFTR...\")\n\n        return obj_ref\n\n\ndef read_write_cache(\n    cache_path: Path,\n    current_sfm_dir: Path,\n    sfm_mode: Literal[\"sfm\", \"triangulate\", \"sfm_then_triangulate\"],\n    ref_sfm_dir: Optional[Path] = None,\n    use_cache: bool = False,\n):\n    if not cache_path.exists():\n        cache = {}\n    else:\n        with open(cache_path, \"r\") as f:\n            cache = json.load(f)\n\n    ref_sfm_dir = ref_sfm_dir  # read from cache\n    if sfm_mode == \"sfm\":\n        assert not use_cache\n        cache[\"sfm_dir_prev\"] = \"\"\n        cache[\"sfm_dir\"] = str(current_sfm_dir)\n    else:\n        if use_cache:\n            assert cache.get(\"sfm_dir\", \"\") != \"\" and cache[\"sfm_dir_prev\"] == \"\", \"cache is not valid!\"\n            ref_sfm_dir = Path(cache[\"sfm_dir\"])\n            logger.info(f\"Using cached sfm_dire as renference: {ref_sfm_dir}\")\n        else:\n            assert ref_sfm_dir is not None\n        cache[\"sfm_dir_prev\"] = str(ref_sfm_dir)\n        cache[\"sfm_dir\"] = str(current_sfm_dir)\n\n    with open(cache_path, \"w\") as f:\n        cache = json.dump(cache, f)\n    logger.info(f\"Cache updated: {cache_path}\")\n    return ref_sfm_dir\n\n\ndef evenly_sample_images(images, n_samples):\n    \"\"\"evenly sample n_samples from images and keep the start & last elements.\"\"\"\n    n_total = len(images)\n    if n_samples is None or n_samples >= n_total:\n        return images\n\n    idx = np.round(np.linspace(0, n_total - 1, n_samples)).astype(int)\n    images = [images[i] for i in idx]\n    logger.info(f\"Images subsampled: {len(images)} / {n_total}\")\n    return images\n\n\ndef parse_images_from_reference_model(sfm_ref_dir):\n    rec = pycolmap.Reconstruction(sfm_ref_dir)\n\n    img_names = [rec.images[img_id].name for img_id in rec.reg_image_ids()]\n    return img_names\n\n\ndef plot_reconstruction(rec, outputs_dir, show_axes=False, suffix=None):\n    fig = viz_3d.init_figure(show_axes=show_axes)\n    viz_3d.plot_reconstruction(\n        fig, rec, points_color=\"rgba(255,0,0,0.5)\", points_name=\"vis_sfm_points\", cameras_name=\"vis_sfm_cameras\"\n    )\n    suffix = \"\" if suffix is None else f\"_{suffix}\"\n\n    fig_path = outputs_dir / f\"vis_sfm{suffix}\"\n    viz_3d.save_fig(fig, fig_path.parent, fig_path.stem, mode=\"both\")\n    logger.info(f\"Reconstruction plot saved: {fig_path}\")\n\n\ndef manhattan_alignment(image_dir, sfm_dir, output_dir):\n    output_dir.mkdir(exist_ok=True)\n    cmd = [\n        \"colmap\",\n        \"model_orientation_aligner\",\n        \"--image_path\",\n        str(image_dir),\n        \"--input_path\",\n        str(sfm_dir),\n        \"--output_path\",\n        str(output_dir),\n    ]\n    subprocess.run(cmd, check=True, capture_output=True, text=True)\n    logger.info(f\"manhattan-aligned sfm model saved: {str(output_dir)}\")\n    rec = pycolmap.Reconstruction(output_dir)\n    return rec\n\n\ndef reconstruct_instance(\n    args, inst_rel_dir, feature_queue, sparse_recon_task_queue, sparse_recon_return_queue, task_id=None\n):\n    inst_root = args.data_root / inst_rel_dir\n    images = inst_root / args.image_dirname\n    cache_path = inst_root / args.cache_name\n\n    _out_prefix = args.sfm_mode\n    if args.extractor == \"superpoint_aachen\" and args.matcher == \"superglue\":\n        sfm_dir_name = f\"{_out_prefix}_spp-spg\"\n    elif args.extractor == \"sift\":  # NOTE: the HLoc sift impl is slow\n        sfm_dir_name = f\"{_out_prefix}_sift\"\n        assert args.matcher == \"NN-ratio\"\n    elif args.extractor == \"loftr\":\n        sfm_dir_name = f\"{_out_prefix}_loftr-{args.resize_max_area}\"\n    else:\n        raise NotImplementedError()\n\n    _match_str = args.matching_mode.replace(\"_\", \"-\")\n    if args.matching_mode in [\"sequential\", \"pairs_from_poses\"]:\n        _match_str = f\"{_match_str}_np-{args.n_matching_neighbors}\"\n    sfm_dir_name = f\"{sfm_dir_name}_{_match_str}\"\n    if args.n_images is not None:\n        sfm_dir_name = f\"{sfm_dir_name}_nimgs-{args.n_images}\"\n\n    outputs = inst_root / sfm_dir_name\n    outputs.mkdir(exist_ok=True)\n    logger.info(f\"Reconstruction directory: {sfm_dir_name}\")\n    sfm_dir = outputs / \"sfm\"\n    manhattan_sfm_dir = outputs / \"manhattan\"\n    ref_sfm_dir = None if args.sfm_mode == \"sfm\" else inst_root / args.reference_sfm_reldir\n    ref_sfm_dir = read_write_cache(\n        cache_path, manhattan_sfm_dir, args.sfm_mode, ref_sfm_dir=ref_sfm_dir, use_cache=args.use_cache\n    )\n\n    features = outputs / f\"features_{args.extractor}.h5\"\n    matches = outputs / f\"matches_{args.matcher}.h5\"\n\n    if args.sfm_mode != \"triangulate\":\n        references = natsort.natsorted([p.relative_to(images).as_posix() for p in images.iterdir()], key=str)\n        references = evenly_sample_images(references, args.n_images)\n        logger.info(f\"[{inst_rel_dir}] #mapping_images: {len(references)}\")\n    else:  # triangulate\n        references = parse_images_from_reference_model(ref_sfm_dir)\n        if args.n_images is not None:\n            logger.warning(\"Donot support image sampling in triangulation mode.\")\n        logger.info(f\"[{inst_rel_dir}] Found {len(references)} images in the reference sfm model\")\n\n    # TODO: support sfm_mode == \"sfm_then_triangulate\"\n    sparse_recon_task = SparseReconTask(\n        job_type=\"sparse_recon\" if args.sfm_mode != \"triangulate\" else \"triangulation\",\n        job_id=task_id,\n        inst_id=inst_rel_dir,\n        args=args,\n        inst_root=inst_root,\n        output_dir=outputs,\n        sfm_dir=sfm_dir,\n        manhattan_sfm_dir=manhattan_sfm_dir,\n        image_dir=images,\n        pairs_path=None,\n        features_path=features,\n        matches_path=matches,\n        image_list=references,\n        futures=None,\n        ref_sfm_dir=ref_sfm_dir,\n    )\n    feature_task = FeatureTask(\n        job_type=\"extract_and_match\",\n        job_id=task_id,\n        inst_id=inst_rel_dir,\n        args=args,\n        sfm_dir_name=sfm_dir_name,\n        inst_root=inst_root,\n        image_dir=images,\n        image_list=references,\n        features_path=features,\n        matches_path=matches,\n        pairs_path=None,\n        sparse_recon_task=None,\n    )\n\n    if not args.force_rerun and (manhattan_sfm_dir / \"points3D.bin\").exists():\n        logger.info(f\"Instance {inst_rel_dir} already reconstructed & aligned, Skipped!\")\n        sparse_recon_return_queue.put_nowait((inst_rel_dir, True))\n    elif (\n        not args.force_rerun and (sfm_dir / \"points3D.bin\").exists()\n    ):  # sparse-recon already done, only run postprocessing\n        logger.info(f\"Instance {inst_rel_dir} already reconstructed, run alignment only!\")\n        sparse_recon_task.job_type = \"sparse_recon_postprocess\"\n        sparse_recon_task_queue.put_nowait(sparse_recon_task)\n        feature_ref = None\n    else:  # extract-features & (sparse-recon / triangulation)\n        # generate matches\n        if args.matching_mode == \"sequential\":\n            sfm_pairs = outputs / f\"pairs-sfm_seq-loop-det_n{args.n_matching_neighbors}.txt\"\n            if ref_sfm_dir is not None and (ref_sfm_dir.parent / sfm_pairs.name).exists():\n                shutil.copy(ref_sfm_dir.parent / sfm_pairs.name, sfm_pairs)\n                logger.info(\"Using existing pairs in the reference model!\")\n            else:\n                pairs_from_sequential.main(\n                    sfm_pairs,\n                    image_root_dir=images,\n                    image_list=references,\n                    overlap=int(np.ceil(args.n_matching_neighbors / 2)),\n                    quadratic_overlap=True,\n                    loop=True,\n                    loop_detection=True,\n                    loop_detection_frequency=args.loop_detection_frequency,\n                    loop_detection_num_images=args.loop_detection_num_images,\n                )\n        elif args.matching_mode == \"pairs_from_poses\":\n            sfm_pairs = outputs / f\"pairs-sfm_existing-poses_n{args.n_matching_neighbors}.txt\"\n            # TODO: set rotation_threshold (default=30°)\n            pairs_from_poses.main(ref_sfm_dir, sfm_pairs, args.n_matching_neighbors)\n        elif args.matching_mode == \"exhaustive\":\n            sfm_pairs = outputs / \"pairs-sfm_exhaustive.txt\"\n            pairs_from_exhaustive.main(sfm_pairs, image_list=references)\n        elif args.matching_mode == \"vocab_tree\":\n            raise NotImplementedError\n        elif args.matching_mode == \"database\":\n            raise NotImplementedError  # TODO: use existing pairs in the database, w/ at least k matches after verification\n        else:\n            raise ValueError\n        feature_task.pairs_path = sfm_pairs\n        sparse_recon_task.pairs_path = sfm_pairs\n        feature_task.sparse_recon_task = sparse_recon_task\n        feature_queue.put_nowait(feature_task)\n\n\ndef reconstruct_instance_wrapper(cli_args, *args, **kwargs):\n    \"\"\"Handle sfm-then-triangulate mode\"\"\"\n    if cli_args.sfm_mode != \"sfm_then_triangulate\":\n        reconstruct_instance(copy.deepcopy(cli_args), *args, **kwargs)\n    else:\n        # sparse-recon\n        sfm_args = copy.deepcopy(cli_args)\n        sfm_args.sfm_mode = \"sfm\"\n        reconstruct_instance(sfm_args, *args, **{**kwargs, \"use_cache\": False})\n\n        # semi-dense triangulation\n        trig_args = copy.deepcopy(cli_args)\n        trig_args.sfm_mode = \"triangulate\"\n        trig_args.n_images = None\n        trig_args.extractor, trig_args.matcher = \"loftr\", \"loftr\"\n\n        reconstruct_instance(trig_args, *args, **{**kwargs, \"use_cache\": True})\n\n\ndef main(sfm: SfMConfig):\n    # TODO: refactor to use a class\n    args = sfm\n\n    ray.init(\n        num_cpus=args.n_feature_workers * 3 + args.n_recon_workers,\n        num_gpus=args.n_feature_workers,\n        # object_store_memory=int(1e11),  # FIXME\n        include_dashboard=False,\n        # runtime_env={\"env_vars\": {\"PYTHONPATH\": f\"{os.environ.get('PYTHONPATH', '')}:LOFTR_PATH\"}},\n    )\n    feature_task_queue = Queue()\n    sparse_recon_task_queue = Queue()\n    sparse_recon_return_queue = Queue()\n\n    # initialize reconstruction actors\n    recon_actors = [\n        SparseReconActor.remote(\n            sparse_recon_task_queue,\n            sparse_recon_return_queue,\n            share_intrinsics=args.share_intrinsics,\n            make_plot=args.make_plot,\n            delete_sfm_dir=args.delete_sfm_dir,\n        )\n        for _ in range(args.n_recon_workers)\n    ]\n    for actor in recon_actors:\n        actor.run.remote()\n\n    # initialize feature extraction actors\n    n_feature_actors = 1 if args.matcher == \"loftr\" else args.n_feature_workers\n    feature_actors = [FeatureActor.remote(feature_task_queue, sparse_recon_task_queue) for _ in range(n_feature_actors)]\n    for actor in feature_actors:\n        actor.run.remote()\n\n    n_inst = None\n    assert np.array([i is None for i in [args.inst_rel_dir, args.inst_list_path]]).sum() == 1\n    _queue_args = (feature_task_queue, sparse_recon_task_queue, sparse_recon_return_queue)\n    if args.inst_rel_dir is not None:\n        n_inst = 1\n        reconstruct_instance(copy.deepcopy(args), args.inst_rel_dir, *_queue_args, task_id=0)\n    elif args.inst_list_path is not None:\n        with open(args.inst_list_path, \"r\") as f:\n            inst_rel_dirs = f.read().strip().split()\n        n_inst = len(inst_rel_dirs)\n\n        for task_id, inst_rel_dir in enumerate(inst_rel_dirs):\n            reconstruct_instance(copy.deepcopy(args), inst_rel_dir, *_queue_args, task_id=task_id)\n    else:\n        raise ValueError('Either \"inst_rel_dir\" or \"inst_list_path\" should be provided!')\n\n    # wait untill all tasks are done\n    failed_tasks = []\n    while True:\n        state = sparse_recon_return_queue.get()\n        n_inst -= 1\n        if not state[1]:\n            failed_tasks.append((state[0], state[2]))  # (inst_rel_dir, msg)\n        if n_inst == 0:\n            break\n    if len(failed_tasks) > 0:\n        _msgs = [f\"[{inst_rel_dir}] {msg}\" for inst_rel_dir, msg in failed_tasks]\n        logger.warning(f\"{len(failed_tasks)} tasks failed!\\n\" \"\\n\".join(_msgs))\n    ray.shutdown()\n    \ndef dens3r_recon(sfm: SfMConfig):\n    import os\n    import sys\n    sys.path.append(str(Path(os.path.abspath(__file__)).resolve().parents[5]))\n    from infer.dens3r_recon import Dens3RReconstruction\n    from infer.infer_normal_pts3d import infer_imgs\n    \n    inst_root = sfm.data_root / sfm.inst_rel_dir\n    images_path = inst_root / sfm.image_dirname\n    references = natsort.natsorted([p.relative_to(images_path).as_posix() for p in images_path.iterdir()], key=str)\n    references = evenly_sample_images(references, sfm.n_images)\n    logger.info(f\"[{sfm.inst_rel_dir}] #mapping_images: {len(references)}\")\n    \n    # copy references images to a new directory\n    ref_image_dir = os.path.join(str(inst_root), \"images_ref\")\n    os.makedirs(ref_image_dir, exist_ok=True)\n    for imagename in references:\n        shutil.copy(os.path.join(str(images_path), imagename), \n                    os.path.join(str(ref_image_dir), imagename))\n    \n    sfm_dir_name = f\"dens3r_{sfm.n_images}_{sfm.matching_mode}\"\n    # run dens3r recon\n    Dens3RReconstruction(ckpt_path = sfm.dens3r_model_ckpt, \n                         img_dir = ref_image_dir, \n                         sfm_dir = os.path.join(str(inst_root), sfm_dir_name),\n                         matching_mode = sfm.matching_mode, \n                         window_size = 30, \n                         size = 512, \n                         triangulate_from_pose = None,\n                         use_mapper = \"glomap\",\n                         camera_model = \"SIMPLE_RADIAL\",\n                         conf_thr = 1.001, \n                         pixel_tol = 5, \n                         subsample = 8)\n    \n    save_normal_dir = f\"dens3r_normal\"\n    infer_imgs(model_path = sfm.dens3r_model_ckpt,\n               img_dir = ref_image_dir,\n               save_dir = os.path.join(str(inst_root), save_normal_dir),\n               size=1024, \n               device=\"cuda\",\n               seq_len=None, \n               pair_mode=\"self\", \n               save_depth=False, \n               save_normal=True, \n               save_pcd=False)\n    \n    cache_path = inst_root / sfm.cache_name\n    manhattan_sfm_dir = Path(os.path.join(str(inst_root), sfm_dir_name)) / \"manhattan\"\n    ref_sfm_dir = read_write_cache(\n        cache_path, manhattan_sfm_dir, sfm.sfm_mode, ref_sfm_dir=sfm_dir_name, use_cache=sfm.use_cache\n    )\n    import torch\n    torch.cuda.empty_cache()\n    \n    return sfm_dir_name\n\n    \ndef postprocess_dens3r(sfm: SfMConfig, sfm_dir_name: str):\n    import os\n    ws_dir = os.path.join(str(sfm.data_root), sfm.inst_rel_dir, sfm_dir_name)\n    if os.path.exists(os.path.join(ws_dir, \"hloc_sfm/models/0/images.bin\")):\n        recon_colmap_path = os.path.join(ws_dir, \"hloc_sfm/models/0\")\n    elif os.path.exists(os.path.join(ws_dir, \"hloc_sfm/0/images.bin\")):\n        recon_colmap_path = os.path.join(ws_dir, \"hloc_sfm/0\")\n    else:\n        recon_colmap_path = os.path.join(ws_dir, \"hloc_sfm\")\n    rec = manhattan_alignment(Path(os.path.join(str(sfm.data_root), sfm.inst_rel_dir, sfm.image_dirname)), \n                              Path(recon_colmap_path), \n                              Path(os.path.join(ws_dir, \"manhattan\")))\n    if sfm.make_plot:\n        plot_reconstruction(rec, Path(ws_dir), show_axes=True, suffix=\"manhattan\")\n    if sfm.delete_sfm_dir:\n        shutil.rmtree(recon_colmap_path)\n        logger.info(f\"sfm directory deleted! ({recon_colmap_path})\")\n\n\nif __name__ == \"__main__\":\n    cs = ConfigStore.instance()\n    cs.store(name=\"config\", node=SfMConfig)\n    hydra.main(config_name=\"config\", version_base=None)(main)()\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/utils/__init__.py",
    "content": "from .geometry import box3d, pointcloud\nfrom . import aggregation, cli, colmap, misc, ray, tqdm, viz_3d\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/utils/aggregation.py",
    "content": "from collections import defaultdict\nfrom typing import Dict\n\nimport numpy as np\nimport pycolmap\nimport torch\nfrom torch import Tensor\nfrom torch.nn.functional import grid_sample\n\nfrom auto_decomp.utils import tqdm as tqdm_utils\n\n\ndef multiview_feature_extraction(\n    rec,\n    mv_feats: Dict[str, Dict[int, Tensor]],\n    reproject_3d_points: bool = True,\n    interpolate=\"nearest\",\n    align_corners=None,\n    max_reproj_error=6.0,\n    min_track_length=2,\n    device=\"cpu\",\n):\n    \"\"\"Extract multi-view features with the reconstructed SfM point cloud.\n    Args:\n        mv_feats (Dict[str, Dict[int, Tensor]]): {feature_name: {image_id: (C, H, W)}} multi-view features\n    Returns:\n        p3Ds_xyz (Tensor): (L, 3)\n        p3D_mv_feats (Dict[str, List[Tensor]]): {feature_name: [L, (M, C)]}\n    \"\"\"\n    if not isinstance(rec, pycolmap.Reconstruction):\n        rec = pycolmap.Reconstruction(rec)\n\n    # filter outliers\n    bbs = rec.compute_bounding_box(0.001, 0.999)\n    p3Ds_filtered = {\n        p3D_id: p3D\n        for p3D_id, p3D in rec.points3D.items()\n        if (\n            (p3D.xyz >= bbs[0]).all()\n            and (p3D.xyz <= bbs[1]).all()\n            and p3D.error <= max_reproj_error\n            and p3D.track.length() >= min_track_length\n        )\n    }\n\n    # parse registered images\n    image_ids = rec.reg_image_ids()  # regsitered images\n\n    # interpolate mv_feats for each p3D\n    # (feat, reproj_error)\n    p3D_id_to_feats = {k: defaultdict(list) for k in mv_feats.keys()}  # {feature_name: {p3D_id: List[Tensor]}}\n    for img_id in tqdm_utils.tqdm(image_ids, desc=\"Aggregating multi-view colors/features\"):\n        img = rec.images[img_id]\n        cam = rec.cameras[img.camera_id]\n        img_h, img_w = cam.height, cam.width\n        p3D_ids = [p2D.point3D_id for p2D in img.points2D if p2D.has_point3D()]\n        if reproject_3d_points:\n            p3Ds = [rec.points3D[p3D_id] for p3D_id in p3D_ids]\n            xyzs = np.array([p3D.xyz for p3D in p3Ds])\n            p2Ds = torch.tensor(\n                np.array(cam.world_to_image(img.project(xyzs))), dtype=torch.float32, device=device\n            )  # (N, 2), <x, y>, cpix\n        else:\n            p2Ds = torch.tensor(\n                [p2D.xy for p2D in img.points2D if p2D.has_point3D()], dtype=torch.float32, device=device\n            )  # cpix\n\n        if len(p2Ds) == 0:\n            continue\n\n        p2Ds_normalized = (p2Ds / torch.tensor([[img_w, img_h]], dtype=torch.float32, device=device) - 0.5) * 2\n        p2Ds_normalized = p2Ds_normalized[None, None]  # (1, 1, N, 2)\n\n        # interpolate feature map\n        # TODO: call grid_sample() only once for all features\n        for feat_name, _p3D_id_to_feats in p3D_id_to_feats.items():\n            feats = grid_sample(\n                mv_feats[feat_name][img_id][None], p2Ds_normalized, mode=interpolate, align_corners=align_corners\n            )  # (1, C, 1, N)\n            feats = feats[0, :, 0].transpose(0, 1)  # (N, C)\n            for p3D_id, feat in zip(p3D_ids, feats):\n                _p3D_id_to_feats[p3D_id].append(feat)  # type: ignore\n    p3D_id_to_feats = {\n        feat_name: {k: torch.stack(v, 0) for k, v in _p3D_id_to_feats.items()}\n        for feat_name, _p3D_id_to_feats in p3D_id_to_feats.items()\n    }\n\n    p3Ds_filtered_xyz, p3Ds_filtered_feats = [], defaultdict(list)\n    for p3D_id, p3D in sorted(p3Ds_filtered.items(), key=lambda x: x[0]):\n        p3Ds_filtered_xyz.append(p3D.xyz)\n        for feat_name, _p3D_id_to_feats in p3D_id_to_feats.items():\n            p3Ds_filtered_feats[feat_name].append(_p3D_id_to_feats[p3D_id])  # type: ignore\n    p3Ds_filtered_xyz = torch.tensor(np.array(p3Ds_filtered_xyz), device=device)\n    return p3Ds_filtered_xyz, p3Ds_filtered_feats\n\n\ndef multiview_feature_aggregation(p3Ds_xyz, p3Ds_mv_feats, mode=\"mean\", affinity_agg_mode=\"max\", gini_agg_mode=\"max\"):\n    \"\"\"\n    Args:\n        p3Ds_xyz (Tensor): (L, 3)\n        p3Ds_mv_feats (Dict[str, List[Tensor])]: {feature_name: [L, (M, C)]}\n    Returns:\n        p3Ds_feat (Dict[str, Tensor]): {feature_name: (L, C)}\n    \"\"\"\n\n    def _aggregate_mv_feats(p3Ds_xyzm, _p3Ds_mv_feats):\n        _p3Ds_feat = []\n        for mv_feats in _p3Ds_mv_feats:\n            if mode == \"mean\":\n                feat = mv_feats.mean(dim=0)  # (C, )\n            elif mode == \"max\":\n                feat = mv_feats.max(dim=0).values  # (C, )\n            elif mode == \"gini\":\n                feat = gini_feature_aggregation(mv_feats, gini_agg_mode)\n            elif mode == \"affinity\":\n                feat = affinity_feature_aggregation(mv_feats, affinity_agg_mode)\n            else:\n                raise ValueError(f\"Unknown aggregation mode: {mode}\")\n            _p3Ds_feat.append(feat)\n        _p3Ds_feat = torch.stack(_p3Ds_feat, dim=0)  # (L, C)\n        return _p3Ds_feat\n\n    p3Ds_feat = {\n        feat_name: _aggregate_mv_feats(p3Ds_xyz, _p3Ds_mv_feats) for feat_name, _p3Ds_mv_feats in p3Ds_mv_feats.items()\n    }\n\n    return p3Ds_feat\n\n\ndef gini(array, eps=1e-7):\n    \"\"\"Calculate the Gini coefficient of a numpy array.\"\"\"\n    # based on bottom eq:\n    # http://www.statsdirect.com/help/generatedimages/equations/equation154.svg\n    # from:\n    # http://www.statsdirect.com/help/default.htm#nonparametric_methods/gini.htm\n    # All values are treated equally, arrays must be 1d:\n    array = array.flatten()\n    if np.amin(array) < 0:\n        # Values cannot be negative:\n        array -= np.amin(array)\n    # Values cannot be 0:\n    array += eps\n    # Values must be sorted:\n    array = np.sort(array)\n    # Index per array element:\n    index = np.arange(1, array.shape[0] + 1)\n    # Number of array elements:\n    n = array.shape[0]\n    # Gini coefficient:\n    return (np.sum((2 * index - n - 1) * array)) / (n * np.sum(array))\n\n\ndef gini_feature_aggregation(mv_feats, mode=\"max\"):\n    # assume salient feature has larger gini coefficients (higher sparsity)\n    _mv_feats = mv_feats.clone().numpy()\n    gini_coeffs = mv_feats.new_tensor([gini(f) for f in _mv_feats])\n    if mode == \"max\":\n        feat = mv_feats[torch.argmax(gini_coeffs)]\n    elif mode == \"weighted_mean\":\n        raise NotImplementedError()\n    else:\n        raise ValueError()\n    return feat\n\n\ndef affinity_feature_aggregation(mv_feats, mode):\n    raise NotImplementedError()\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/utils/cli.py",
    "content": "import argparse\n\n\ndef str2bool(v):\n    \"\"\" Parse a boolean argument from command line.\n    Copied from: https://stackoverflow.com/a/43357954\n    \n    Example:\n        parser.add_argument(\"--nice\", type=str2bool, nargs='?',\n                            const=True, default=False,\n                            help=\"Activate nice mode.\")\n        \n        cmdline 1: \"script --nice\"\n        cmdline 2: \"script --nice <bool>\"\n    \"\"\"\n    if v is None:  # allowing not specified\n        return None\n    if isinstance(v, bool):\n        return v\n    if v.lower() in ('yes', 'true', 't', 'y', '1'):\n        return True\n    elif v.lower() in ('no', 'false', 'f', 'n', '0'):\n        return False\n    else:\n        raise argparse.ArgumentTypeError('Boolean value expected.')\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/utils/colmap.py",
    "content": "import numpy as np\nimport pycolmap\n\n\ndef read_extrinsics(rec: pycolmap.Reconstruction):\n    all_T44_w2c = {}\n    bottom = np.array([[0.0, 0.0, 0.0, 1.0]])\n    for img_id in rec.reg_image_ids():\n        img = rec.images[img_id]\n        img_name = img.name\n        T44_w2c = np.concatenate([np.concatenate([img.rotmat(), img.tvec[:, None]], 1), bottom], 0)\n        all_T44_w2c[img_name] = T44_w2c\n    return all_T44_w2c\n\n\ndef parse_poses(rec):\n    \"\"\"Parse all registered poses from a reconstruction.\n\n    Returns:\n        Dict: {image_name: {'T44_w2c': np.ndarray, 'K33': np.ndarray}}\n    \"\"\"\n    all_poses = {}\n    all_T44_w2c = read_extrinsics(rec)\n    all_K33 = {}  # assume pinhole camera\n    for img_id in rec.reg_image_ids():\n        img = rec.images[img_id]\n        cam = rec.cameras[img.camera_id]\n        img_name = img.name\n        K33 = cam.calibration_matrix()\n        all_K33[img_name] = K33\n    for img_name in all_T44_w2c.keys():\n        all_poses[img_name] = {\"T44_w2c\": all_T44_w2c[img_name], \"K33\": all_K33[img_name]}\n    return all_poses\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/utils/geometry/__init__.py",
    "content": ""
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/utils/geometry/box3d.py",
    "content": "from typing import Literal, Tuple, Union\n\nimport numpy as np\nimport open3d as o3d\nimport torch\nfrom matplotlib.axis import Axis\nfrom open3d.geometry import AxisAlignedBoundingBox\nfrom torch import Tensor\n\nfrom auto_decomp.utils.geometry.pointcloud import Plane, point_to_plane_dist\n\ntry:\n    from pytorch3d.ops import iou_box3d\nexcept ImportError as ie:\n    print(ie)\n\n\"\"\"\nThe 'vertices' format follows PyTorch3D's definition\n\n        (4) +---------+. (5)\n            | ` .     |  ` .\n            | (0) +---+-----+ (1)\n            |     |   |     |\n        (7) +-----+---+. (6)|\n            ` .   |     ` . |\n            (3) ` +---------+ (2)\n\nOrientation of the underlying coordinate frame is arbitrary. (colmap is used here)\n(the strict order of vertices is not meaningful, only the relative order matter)\n\"\"\"\n\n\ndef min_max_to_vertices_torch(box: Tensor) -> Tensor:\n    # box: (B, 2, 3)\n    B = box.shape[0]\n    _min, _max = box[:, 0], box[:, 1]  # (B, 3)\n    assert (_max >= _min).all()\n    vertices = box.new_ones((B, 8, 3))\n    vertices[:, [0, 3, 4, 7], 0] = _min[:, 0]\n    vertices[:, [1, 2, 5, 6], 0] = _max[:, 0]\n    vertices[:, [0, 1, 4, 5], 1] = _min[:, 1]\n    vertices[:, [2, 3, 6, 7], 1] = _max[:, 1]\n    vertices[:, [0, 1, 2, 3], 2] = _min[:, 2]\n    vertices[:, [4, 5, 6, 7], 2] = _max[:, 2]\n    return vertices  # (B, 8, 3)\n\n\ndef min_max_to_vertices(box):\n    _min, _max = box[0], box[1]\n    assert (_max >= _min).all()\n    vertices = np.ones_like(box, shape=(8, 3))\n    vertices[[0, 3, 4, 7], 0] = _min[0]\n    vertices[[1, 2, 5, 6], 0] = _max[0]\n    vertices[[0, 1, 4, 5], 1] = _min[1]\n    vertices[[2, 3, 6, 7], 1] = _max[1]\n    vertices[[0, 1, 2, 3], 2] = _min[2]\n    vertices[[4, 5, 6, 7], 2] = _max[2]\n    return vertices\n\n\ndef _vertices_to_min_max(box):\n    # box: (8, 3)\n    return np.stack([box.min(0), box.max(0)])\n\n\ndef _center_extent_to_vertices(box):  # extent:=half_extent\n    box_min_max = np.stack([box[0] - box[1], box[0] + box[1]], 0)  # (2, 3)\n    return min_max_to_vertices(box_min_max)\n\n\ndef _vertices_to_center_extent(box):\n    _min, _max = box.min(0), box.max(0)\n    center = (_min + _max) / 2\n    half_extent = (_max - _min) / 2\n    return np.stack([center, half_extent], 0)\n\n\ndef _center_extent_to_min_max(box):\n    center, extent = box[0], box[1]\n    min_corner, max_corner = center - extent, center + extent\n    box = np.stack([min_corner, max_corner], 0)\n    return box\n\n\nBOX_FORMAT_CONVERTOR = {\n    \"min_max\": {\"vertices\": min_max_to_vertices},\n    \"center_extent\": {\n        \"vertices\": _center_extent_to_vertices,\n        \"min_max\": _center_extent_to_min_max,\n    },\n    \"vertices\": {\"min_max\": _vertices_to_min_max, \"center_extent\": _vertices_to_center_extent},\n}\n\n\ndef convert_box_format(box, src_format, tgt_format):\n    # TODO: implement a pytorch version\n    if src_format not in BOX_FORMAT_CONVERTOR:\n        raise ValueError(f\"Unknown {src_format=}\")\n    if tgt_format not in BOX_FORMAT_CONVERTOR:\n        raise ValueError(f\"Unknown {tgt_format=}\")\n\n    convertor = BOX_FORMAT_CONVERTOR[src_format].get(\n        tgt_format,\n        lambda x: BOX_FORMAT_CONVERTOR[\"vertices\"][tgt_format](BOX_FORMAT_CONVERTOR[src_format][\"vertices\"](x)),\n    )\n    return convertor(box)\n\n\ndef compute_box3d_iou(\n    box0: np.ndarray,\n    box1: np.ndarray,\n    box_format: str = \"min_max\",\n    eps: float = 1e-4,\n    return_volume: bool = False,\n    device: str = \"cpu\",\n) -> Union[np.ndarray, Tuple[np.ndarray, np.ndarray]]:\n    \"\"\"Compute IoU b/w two 3d boxes.\n\n    Args:\n        box{0, 1}: (2, 3) or (8, 3)\n        return_volume: return the intersection volume b/w two boxes.\n    \"\"\"\n    box0, box1 = map(lambda x: convert_box_format(x, box_format, \"vertices\"), [box0, box1])\n    _box0, _box1 = map(lambda x: torch.tensor(x, device=device, dtype=torch.float32)[None], [box0, box1])  # (1, 8, 3)\n\n    intersect_vol, iou = iou_box3d.box3d_overlap(_box0, _box1, eps=eps)\n    intersect_vol, iou = intersect_vol.cpu().numpy()[0, 0], iou.cpu().numpy()[0, 0]\n    return (iou, intersect_vol) if return_volume else iou\n\n\ndef normalize(array: np.ndarray, axis: int = -1):\n    norm = np.linalg.norm(array, ord=2, axis=axis, keepdims=True)\n    array = array / norm\n    return array\n\n\ndef extend_aabb(\n    aabb: AxisAlignedBoundingBox,\n    ground_plane: Plane,\n    ground_dir: np.ndarray = np.array([0.0, 1.0, 0.0]),\n    ratio: float = 0.05,\n    extend_bottom: bool = False,\n    extend_reference: Literal[\"before\", \"after\"] = \"after\",\n) -> AxisAlignedBoundingBox:\n    \"\"\"Extend the bottom side of an aabb to the ground_plane, and enlarge\n    spatial extents of other sides. (assume world up-direction equals to the ground_plane normal.)\n\n    Args:\n        extend_bottom (bool): if True, extend the bottom side (near to ground) of the aabb as well\n        extend_renference: when computing the enlargement of the aabb, whether use the aabb before\n            or after it is aligned with the ground_plane\n    \"\"\"\n    normal = np.array(ground_plane.params[:3])\n    normal = normal / np.linalg.norm(normal, ord=2)\n    assert np.allclose(normal, ground_dir) or np.allclose(normal, -ground_dir)\n    center, half_extent = aabb.get_center(), aabb.get_half_extent()\n    enlargement = half_extent * ratio\n    side_points = np.stack([center + normal * half_extent, center - normal * half_extent], 0)\n\n    # choose the side_point nearest to the ground plane\n    signed_dists = point_to_plane_dist(side_points, np.array(ground_plane.params), signed=True)\n    choice = int(np.abs(signed_dists).argmin())\n\n    # determine the bottom->ground direction\n    mult_signed_dists = signed_dists[0] * signed_dists[1]\n    if mult_signed_dists == 0:  # bbox collapses to ground plane\n        direction = None\n    elif mult_signed_dists > 0:  # on the same side\n        direction = side_points[choice] - side_points[1 - choice]\n    else:  # on different sides\n        direction = side_points[1 - choice] - side_points[choice]\n\n    # align the bottom plane w/ ground plane\n    direction = normalize(direction) if direction is not None else np.zeros((3,), dtype=side_points.dtype)\n    bottom_point = side_points[choice] + direction * np.abs(signed_dists[choice])\n    up_point = side_points[1 - choice]\n\n    # for some corner cases, we only got partial segmentation, then use \"after\" is more appropriate\n    if extend_reference == \"after\":\n        enlargement[1] = (ratio * np.abs(up_point - bottom_point) / 2)[1]\n    else:\n        assert extend_reference == \"before\"\n    \n    up_point = up_point + normalize(up_point - bottom_point, axis=-1) * enlargement  # only enlarge the upper plane\n    if extend_bottom:\n        bottom_point = bottom_point + normalize(bottom_point - up_point, axis=-1) * enlargement\n    center = (up_point + bottom_point) / 2\n\n    _half_extent = np.abs(up_point - bottom_point) / 2\n    half_extent = half_extent + (1 - ground_dir) * enlargement\n    half_extent = np.where(np.isclose(_half_extent, np.zeros_like(_half_extent)), half_extent, _half_extent)\n    min_bound, max_bound = center - half_extent, center + half_extent\n\n    new_aabb = AxisAlignedBoundingBox(min_bound=min_bound, max_bound=max_bound)\n    return new_aabb\n\n\nif __name__ == \"__main__\":\n    box0 = np.array([[-1, -1, -1], [1, 1, 1]], dtype=np.float32)\n    box1 = np.array([[-2, -2, -2], [3, 4, 5]], dtype=np.float32)\n\n    # test converter\n    assert (convert_box_format(convert_box_format(box0, \"min_max\", \"vertices\"), \"vertices\", \"min_max\") == box0).all()\n    assert (convert_box_format(convert_box_format(box1, \"min_max\", \"vertices\"), \"vertices\", \"min_max\") == box1).all()\n\n    # test compute_box3d_iou\n    iou, vol = compute_box3d_iou(box0, box1, box_format=\"min_max\", return_volume=True)\n    assert np.allclose(vol, 8) and np.allclose(iou, 8 / (5 * 6 * 7))\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/utils/geometry/pointcloud/__init__.py",
    "content": "from .convert import open3d_ptcd_from_numpy\nfrom .plane import Plane, fit_plane, point_to_plane_dist, ground_plane_alignment\nfrom .pointcloud import NeuralPointCloud\nfrom .segmentation import euclidean_clustering, segment_planes\nfrom .misc import compute_knn_distance_threshold, compute_world_to_object_transformation\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/utils/geometry/pointcloud/convert.py",
    "content": "from typing import Optional\n\nimport numpy as np\nimport open3d as o3d\n\n\ndef open3d_ptcd_from_numpy(\n    points: np.ndarray, colors: Optional[np.ndarray] = None, normals: Optional[np.ndarray] = None\n) -> o3d.geometry.PointCloud:\n    pcd = o3d.geometry.PointCloud()\n    pcd.points = o3d.utility.Vector3dVector(points)\n    if colors is not None:\n        assert colors.shape[0] == points.shape[0]\n        if colors.max() > 1 or colors.dtype == np.uint8:\n            colors = colors.astype(np.float32) / 255.0\n        pcd.colors = o3d.utility.Vector3dVector(colors)\n    if normals is not None:\n        assert normals.shape[0] == points.shape[0]\n        pcd.normals = o3d.utility.Vector3dVector(normals)\n    return pcd\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/utils/geometry/pointcloud/misc.py",
    "content": "from typing import Any, List, Optional, Tuple\n\nimport numpy as np\nimport open3d as o3d\nfrom open3d.geometry import PointCloud\nfrom sklearn.decomposition import PCA\n\nfrom auto_decomp.utils.geometry.transform import rotmat\n\nfrom .convert import open3d_ptcd_from_numpy\n\n\ndef compute_knn_distance_threshold(\n    points: np.ndarray, kdtree=None, n_neighbors=10, std_ratio=0.5\n):\n    \"\"\"compute threshold from global statistic of local distances\"\"\"\n    # TODO: support both points & pcd\n    if kdtree is None:\n        pcd = open3d_ptcd_from_numpy(points)\n        kdtree = o3d.geometry.KDTreeFlann(pcd)\n\n    mean_dists = []\n    for p in points:  # TODO: make parallel\n        _, inds, _ = kdtree.search_knn_vector_3d(p, n_neighbors)\n        mean_dist = np.linalg.norm(p - points[inds], axis=1, ord=2).mean(0)\n        mean_dists.append(mean_dist)\n    mean_dists = np.array(mean_dists)\n    mean = mean_dists.mean()\n    std = np.std(mean_dists)\n\n    max_dist_threshold = mean + std * std_ratio\n    return max_dist_threshold\n\n\ndef compute_world_to_object_transformation(\n    points: Optional[np.ndarray] = None,\n    pcd: Optional[PointCloud] = None,\n    ground_dir: np.ndarray = np.array([0.0, 1.0, 0.0]),\n    forward_dir: np.ndarray = np.array([1.0, 0.0, 0.0]),  # one of the two axes orthogonal to ground_dir\n    axis_length_scaling: int = 4,\n    visualize: bool = False,\n) -> Tuple[np.ndarray, np.ndarray, List[Any]]:\n    \"\"\"\n    Returns:\n        pca_dirs: object-centric forward direction\n        T44_world2object\n        traces: plotly traces for visualization\n    \"\"\"\n    assert np.sum([o is not None for o in [points, pcd]]) == 1\n    xyz = np.array(pcd.points) if pcd is not None else points\n    xyz = xyz.copy()  # type: ignore\n    pca = PCA(n_components=3)\n    center = (xyz.max(0) + xyz.min(0)) / 2\n    _ = pca.fit_transform(xyz)\n    pca_oris = np.stack(\n        [axis_length_scaling * _v * np.sqrt(_l) for _l, _v in zip(pca.explained_variance_, pca.components_)], 0\n    )  # pca orientations\n\n    # ground alignment\n    y_dirs = np.stack([ground_dir, -ground_dir], 0)  # (2, 3)\n    _pca_oris = pca_oris / np.linalg.norm(pca_oris, ord=2, axis=-1, keepdims=True)\n    cos_sims = (_pca_oris[:, None] * y_dirs[None]).sum(-1)  # (3, 2)\n    _index = np.unravel_index(cos_sims.argmax(), cos_sims.shape)\n    src_dir, tgt_dir = _pca_oris[_index[0]], y_dirs[_index[1]]\n    R_33_pca2ground = rotmat(src_dir, tgt_dir)\n    pca_oris_zero_centered = pca_oris @ R_33_pca2ground.T\n    pca_oris = pca_oris_zero_centered + center\n\n    # compute transformation: world -> object-centric\n    o_dirs = np.stack([forward_dir, -forward_dir], 0)\n    pca_dirs = pca_oris_zero_centered / np.linalg.norm(pca_oris_zero_centered, ord=2, axis=-1, keepdims=True)\n    cos_sims = (pca_dirs[:, None] * o_dirs[None]).sum(-1)  # (3, 2)\n    _index = np.unravel_index(cos_sims.argmax(), cos_sims.shape)\n    src_dir, tgt_dir = pca_dirs[_index[0]], o_dirs[_index[1]]\n    R33_world2object = rotmat(src_dir, tgt_dir)\n    # translate object center to origin, then rotate\n    T44_world2object = np.eye(4)\n    T44_world2object[:3, :3] = R33_world2object\n    T44_world2object[:3, -1] = -R33_world2object @ center\n    if visualize:\n        raise NotImplementedError\n    else:\n        traces = []  # plotly traces\n    return pca_dirs, T44_world2object, traces\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/utils/geometry/pointcloud/plane.py",
    "content": "from collections import namedtuple\nfrom typing import Literal, Optional, Tuple\n\nimport numpy as np\nimport pycolmap\nimport torch\nfrom jaxtyping import Float\nfrom loguru import logger\nfrom skspatial.objects import Plane as SKPlane\n\nfrom auto_decomp.utils.colmap import read_extrinsics\nfrom auto_decomp.utils.geometry.transform import rotmat\n\nPlane = namedtuple(\"Plane\", [\"indices\", \"params\"])\n\n\n# --------------- plane fitting -------------- #\ndef fit_plane(points: np.ndarray, method: Literal[\"OLS\", \"TLS\"] = \"OLS\", device: str = \"cuda\"):\n    logger.debug(f\"Fitting plane w/ {method} on {len(points)} inlier points.\")\n    if method == \"OLS\":\n        return fit_plane_ols(points)\n    elif method == \"TLS\":\n        # return fit_plane_tls(points)  # this is slow\n        return fit_plane_tls_torch(points, device=device)\n    else:\n        ValueError(f\"Unknown plane fitting method: {method}\")\n    logger.debug(\"Plane fitting done!\")\n\n\ndef fit_plane_ols(points: np.ndarray):\n    # http://www.ilikebigbits.com/2017_09_25_plane_from_points_2.html\n    A = np.zeros((3, 3), dtype=np.float32)\n    A[2, 2] = len(points)\n    A[[0, 1], [0, 1]] = (points**2).sum(0)[:2]\n    A[[0, 1], [1, 0]] = (points[:, 0] * points[:, 1]).sum(0)\n    A[[0, 2], [2, 0]] = points[:, 0].sum(0)\n    A[[1, 2], [2, 1]] = points[:, 1].sum(0)\n    b = np.array([(points[:, 0] * points[:, 2]).sum(0), (points[:, 1] * points[:, 2]).sum(0), points[:, 2].sum(0)])\n    _params = np.linalg.solve(A, b)  # (3, )\n    _normal = np.array([*_params[:2], -1])\n    _scale = np.linalg.norm(_normal)\n    params = np.concatenate([(_normal / _scale), _params[[-1]] / _scale], 0).astype(np.float32)\n    return params  # catersian params (ax + by + cz + d = 0)\n\n\ndef fit_plane_tls(points: np.ndarray):\n    \"\"\"Fit a plane w/ total least sqaure using SVD.\n\n    https://www.ltu.se/cms_fs/1.51590!/svd-fitting.pdf\n    https://www.cs.cmu.edu/~16385/s17/Slides/11.5_SVD.pdf\n    \"\"\"\n    plane = SKPlane.best_fit(points)\n    params = np.array(plane.cartesian())\n    _scale = np.linalg.norm(params[:3])\n    params = params / _scale\n    return params\n\n\ndef fit_plane_tls_torch(points: np.ndarray, device=\"cuda\", max_n_points=20000):\n    \"\"\"\n    ref:\n        https://github.com/ajhynes7/scikit-spatial/blob/master/src/skspatial/objects/plane.py\n        https://github.com/ajhynes7/scikit-spatial/blob/master/src/skspatial/objects/points.py\n    \"\"\"\n    if len(points) > max_n_points:  # subsample to avoid OOM\n        points = points[np.random.choice(len(points), max_n_points, replace=False)]\n\n    points = torch.tensor(points, dtype=torch.float32, device=device)\n    points_centroid = points.mean(0, keepdim=True)\n    points_centered = points - points_centroid\n    logger.debug(f\"TLS SVD input shape: {points_centered.T.shape} (large inputs might cause OOM)\")\n\n    # FIXME: limit maximum point numbers to avoid OOM caused by svd\n    U, _, _ = torch.linalg.svd(points_centered.T)\n    normal = U[:, 2].cpu().numpy()\n    centroid = points_centroid[0].cpu().numpy()\n\n    plane = SKPlane(centroid, normal)\n    params = np.array(plane.cartesian())\n    _scale = np.linalg.norm(params[:3])\n    params = params / _scale\n    return params\n\n\n# --------------- utilities -------------- #\ndef point_to_plane_dist(points: Float[np.ndarray, \"N 3\"], plane: Float[np.ndarray, \"4\"], signed: bool = False):\n    _normal = plane[None, :3]\n    dist = ((_normal * np.array(points)).sum(-1) + plane[-1]) / np.linalg.norm(_normal, ord=2)\n    if not signed:\n        dist = np.abs(dist)\n    return dist\n\n\ndef ground_plane_alignment(\n    plane: Plane,\n    rec: Optional[pycolmap.Reconstruction] = None,\n    avg_camera_loc: Optional[np.ndarray] = None,\n    source_vector: np.ndarray = np.array([0.0, 1.0, 0.0]),\n) -> Tuple[np.ndarray, Plane]:\n    \"\"\"Align the plane with the source_vector, such that the plane normal is consitent with the\n    source_vector direction. Infer the positive plane normal direction with various strategies.\n    \n    Returns:\n        R_up (np.ndarray): the rotation matrix transforming plane normal to source_vector\n        new_plane (Plane): the aligned plane\n    \"\"\"\n    if rec is None and avg_camera_loc is None:\n        return ground_plane_alignment_simple(plane, source_vector=source_vector)\n\n    if rec is not None:\n        assert avg_camera_loc is None\n        # make sure ground plane locates at source_vector(+y) direction w.r.t. cameras\n        # 1. make ground normal pointing to +y\n        # 2. make cameras locating at -y w.r.t. the ground plane\n        all_T44_w2c = read_extrinsics(rec)\n        all_T44_c2w = {k: np.linalg.inv(v) for k, v in all_T44_w2c.items()}\n        avg_camera_loc = np.stack([v[:3, -1] for v in all_T44_c2w.values()], 0).mean(0)  # (3, )\n    else:\n        avg_camera_loc = avg_camera_loc\n\n    plane_params = np.array(plane.params, dtype=np.float32)\n    plane_normal, plane_dist = plane_params[:3], plane_params[-1]\n    norm_normal = np.linalg.norm(plane_normal, ord=2)\n    plane_params, plane_normal, plane_dist = map(lambda x: x / norm_normal, [plane_params, plane_normal, plane_dist])\n\n    # make plane_normal pointed to the +y side\n    _dot_prod = (plane_normal * source_vector).sum()\n    if _dot_prod == 0:\n        raise RuntimeError(\"Direction of the plane normal w.r.t. source_vector is ambiguous.\")\n    elif _dot_prod < 0:\n        plane_params, plane_normal, plane_dist = map(lambda x: -x, [plane_params, plane_normal, plane_dist])\n\n    # make cameras locating at -y w.r.t. the ground plane\n    cam2plane_dist = point_to_plane_dist(avg_camera_loc[None], plane_params, signed=True)  # type: ignore\n\n    if cam2plane_dist == 0:\n        raise RuntimeError(\"Averaged camera position locates on the ground plane.\")\n    elif cam2plane_dist > 0:\n        target_vector = -plane_normal\n        plane_dist *= -1\n    else:\n        target_vector = plane_normal\n\n    R_up = np.pad(rotmat(target_vector, source_vector), [0, 1])  # (4, 4)\n    R_up[-1, -1] = 1\n\n    new_params = (*source_vector.tolist(), plane_dist)\n    new_plane = Plane(indices=plane.indices, params=new_params)\n    return R_up, new_plane\n\n\ndef ground_plane_alignment_simple(plane: Plane, source_vector: np.ndarray = np.array([0.0, 1.0, 0.0])):\n    \"\"\"Align the plane with the source_vector, such that the plane normal is consitent with the\n    source_vector direction.\n    \"\"\"\n    plane_params = np.array(plane.params, dtype=np.float32)\n    plane_normal = plane_params[:3]\n    norm_normal = np.linalg.norm(plane_normal, ord=2)\n    plane_normal = plane_normal / norm_normal\n\n    signs = np.array([1, -1])\n    plane_normals = np.stack([plane_normal, plane_normal], 0) * signs[:, None]\n    cos_sims = (plane_normals * source_vector[None]).sum(1)\n    choice = int(np.argmax(cos_sims))\n    target_vector = plane_normals[choice]\n    R_up = np.pad(rotmat(target_vector, source_vector), [0, 1])  # (4, 4)\n    R_up[-1, -1] = 1\n\n    new_normal = source_vector * signs[choice]\n    new_params = (*new_normal.tolist(), plane_params[-1] / norm_normal * signs[choice])\n    new_plane = Plane(indices=plane.indices, params=new_params)\n    return R_up, new_plane\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/utils/geometry/pointcloud/pointcloud.py",
    "content": "from collections import defaultdict\nfrom pathlib import Path\nfrom typing import Any, Dict, ItemsView, Optional, Tuple\n\nimport cv2\nimport numpy as np\nimport open3d as o3d\nimport pycolmap\nimport torch\nfrom jaxtyping import Float\nfrom sklearn.decomposition import PCA\nfrom torch import Tensor\n\nfrom auto_decomp.utils import tqdm as tqdm_utils\nfrom auto_decomp.utils import viz_3d\nfrom auto_decomp.utils.aggregation import (\n    multiview_feature_aggregation,\n    multiview_feature_extraction,\n)\nfrom auto_decomp.utils.misc import EarlyTermination\nfrom auto_decomp.utils.viz_3d import PlotlySaveMode\n\nfrom .convert import open3d_ptcd_from_numpy\n\n\ndef build_color_ptcd_from_colmap(\n    rec: pycolmap.Reconstruction, image_dir: Path, max_reproj_error: float, min_track_length: int, device: str\n) -> Tuple[Tensor, Tensor]:\n    imgs = dict()\n\n    for img_id in tqdm_utils.tqdm(rec.reg_image_ids(), desc=\"Loading registered images\"):\n        img_name = rec.images[img_id].name\n        img_path = image_dir / img_name\n        img_rgb = cv2.imread(str(img_path))[..., ::-1]\n        imgs[img_id] = torch.tensor(img_rgb.copy(), dtype=torch.float32, device=device).permute(2, 0, 1)\n\n    p3Ds_filtered, colors_filtered = multiview_feature_extraction(\n        rec,\n        {\"rgb\": imgs},\n        interpolate=\"bilinear\",\n        align_corners=False,\n        device=device,\n        max_reproj_error=max_reproj_error,\n        min_track_length=min_track_length,\n    )\n    colors_filtered = multiview_feature_aggregation(p3Ds_filtered, colors_filtered, mode=\"mean\")[\"rgb\"]\n\n    # p3Ds_filtered, colors_filtered = p3Ds_filtered.cpu(), colors_filtered.cpu()\n    colors_filtered = colors_filtered.round().clamp(0, 256).to(torch.uint8)\n    return p3Ds_filtered, colors_filtered\n\n\ndef build_feature_ptcd(\n    rec: pycolmap.Reconstruction,\n    feat_dir: Path,\n    max_reproj_error: float,\n    min_track_length: int,\n    device: str,\n    feature_dtype: Optional[str] = None,\n    load_all_features: bool = False,  # there might be multiple feature sources\n    main_feature_key: str = \"features\",\n) -> Tuple[Dict[str, Any], torch.dtype]:\n    # load dino features\n    all_mv_feats = defaultdict(dict)  # {feat_name: {img_id: Tensor(C, H, W)}}\n    mv_cls_feats = defaultdict(dict)  # {feat_name: {imd_id: Tensor(C,)}\n    for img_id in tqdm_utils.tqdm(rec.reg_image_ids(), desc=\"Loading DINO features\"):\n        img_name = rec.images[img_id].name\n        feat_path = (feat_dir / img_name).with_suffix(\".npz\")\n        if not feat_path.exists():\n            raise EarlyTermination(f\"Cannot find the required feature file: {str(feat_path)}\")\n\n        try:\n            vit_feats = np.load(feat_path)\n        except ValueError as ve:\n            raise EarlyTermination(f\"Invalid npz file: {str(feat_path)} ({ve})\")\n\n        if feature_dtype is None:\n            feature_dtype = next(iter(vit_feats.values())).dtype\n        elif isinstance(feature_dtype, str):\n            feature_dtype = getattr(torch, feature_dtype)\n\n        if load_all_features:\n            for feat_name, feat in vit_feats.items():\n                # feat: (h, w, c) / (c, )\n                _mv_feats = torch.tensor(feat, dtype=torch.float32, device=device)  # (h, w, c) / (c, )\n                if _mv_feats.ndim == 3:\n                    _mv_feats = _mv_feats.permute(2, 0, 1)\n                    all_mv_feats[feat_name][img_id] = _mv_feats  # type: ignore\n                else:\n                    assert \"cls_\" in feat_name\n                    mv_cls_feats[feat_name][img_id] = _mv_feats  # type: ignore\n        else:  # only load the main_feature_key\n            feat = torch.tensor(vit_feats[main_feature_key], dtype=torch.float32, device=device).permute(2, 0, 1)\n            all_mv_feats[main_feature_key][img_id] = feat  # type: ignore\n\n    # sanity check\n    for feat_name, _mv_feats in all_mv_feats.items():\n        if len(_mv_feats) != len(rec.reg_image_ids()):\n            raise EarlyTermination(\n                f\"Missing features for some frames ({len(_mv_feats)}/{len(rec.reg_image_ids())})\" f\" ({str(feat_dir)})\"\n            )\n\n    # interpolate & aggregate mv-features\n    p3Ds_filtered, feats_filtered = multiview_feature_extraction(\n        rec,\n        all_mv_feats,\n        interpolate=\"nearest\",\n        align_corners=False,\n        device=device,\n        max_reproj_error=max_reproj_error,\n        min_track_length=min_track_length,\n    )\n    feats_filtered = multiview_feature_aggregation(p3Ds_filtered, feats_filtered, mode=\"mean\")\n\n    cls_feats = (\n        {k: torch.stack(list(mv_feats.values()), 0).mean(0) for k, mv_feats in mv_cls_feats.items()}  # type: ignore\n        if len(mv_cls_feats) > 0\n        else {}\n    )\n\n    features = {\n        \"point_feats\": feats_filtered,  # Dict[str, Tensor]: {feature_name: (L, C)}\n        \"global_feats\": cls_feats,  # Dict[str, Tensor]: {'cls_{facet}': (C)}\n    }  # main feature key: \"features\"\n    return features, feature_dtype\n\n\nclass NeuralPointCloud:\n    MAIN_FEATURE_KEY = \"features\"\n\n    def __init__(\n        self,\n        p3Ds: Float[Tensor, \"n_p 3\"],\n        colors: Float[Tensor, \"n_p n_c\"],\n        pointwise_features: Dict[str, Float[Tensor, \"n_p n_f\"]],  # features from multiple sources\n        imagewise_features: Dict[str, Float[Tensor, \"n_i n_f\"]],  # global image-wise features\n        device: Optional[str] = None,\n        rec: Optional[pycolmap.Reconstruction] = None,\n        vis_dir: Optional[Path] = None,\n        plotly_save_mode: PlotlySaveMode = PlotlySaveMode.html,\n        feature_dtype: Optional[torch.dtype] = torch.float16,\n    ):\n        self.rec = rec\n        self.device = device if device is not None else p3Ds.device\n        self.vis_dir = vis_dir\n        self.plotly_save_mode = plotly_save_mode\n        self.feature_dtype = feature_dtype\n\n        # point-wise attrs\n        self.p3Ds = p3Ds\n        self.colors = colors\n        self.pointwise_features = pointwise_features\n\n        # global attrs\n        self.imagewise_features = imagewise_features\n\n    @classmethod\n    def from_pycolmap_rec(\n        cls,\n        rec: pycolmap.Reconstruction,\n        image_dir: Path,\n        feat_dir: Path,\n        max_reproj_error: float,\n        min_track_length: int,\n        device: str,\n        feature_dtype: Optional[str] = None,\n        load_all_features: bool = False,\n        **kwargs,\n    ):\n        p3Ds, colors = build_color_ptcd_from_colmap(rec, image_dir, max_reproj_error, min_track_length, device)\n        features, feature_dtype = build_feature_ptcd(\n            rec,\n            feat_dir,\n            max_reproj_error,\n            min_track_length,\n            device,\n            feature_dtype=feature_dtype,\n            load_all_features=load_all_features,\n            main_feature_key=cls.MAIN_FEATURE_KEY,\n        )  # type: ignore\n        torch.cuda.empty_cache()\n\n        return cls(\n            p3Ds,\n            colors,\n            features[\"point_feats\"],\n            features[\"global_feats\"],\n            device=device,\n            rec=rec,\n            feature_dtype=feature_dtype,\n            **kwargs,\n        )\n\n    def statistical_outlier_removal(self, n_neighbors, std_ratio):\n        o3d_pcd = self.to_open3d_ptcd()\n        _, stat_inlier_inds = o3d_pcd.remove_statistical_outlier(nb_neighbors=n_neighbors, std_ratio=std_ratio)\n        self.update_ptcd_with_indices(stat_inlier_inds)\n\n    def to_open3d_ptcd(self):  # points only, no attributes\n        return open3d_ptcd_from_numpy(self.p3Ds.cpu().numpy())\n\n    def update_ptcd_with_indices(self, inds):\n        inds = torch.tensor(inds, dtype=torch.long, device=self.device)\n        self.p3Ds = self.p3Ds[inds]\n        self.colors = self.colors[inds]\n        self.pointwise_features = {k: v[inds] for k, v in self.pointwise_features.items()}\n\n    def update_ptcd_with_mask(self):\n        raise NotImplementedError\n\n    def visualize_ptcd(self, base_name):\n        \"\"\"Visualize the pointcloud with rgb and feature pca colors.\"\"\"\n        self._draw_color_ptcd(base_name)\n        self._draw_feature_ptcd(base_name)\n\n    def _draw_color_ptcd(self, base_name):\n        fig, fig_name = viz_3d.init_figure(), f\"{base_name}_rgb-ptcd\"\n        p3Ds = self.p3Ds.cpu().numpy()\n        colors = self.colors.cpu().numpy()\n        viz_3d.plot_points(fig, p3Ds, color=colors, name=fig_name)\n        if self.rec is not None:\n            viz_3d.plot_cameras(fig, self.rec, color=\"lavender\", legendgroup=fig_name, size=1.0)\n        viz_3d.save_fig(fig, self.vis_dir, fig_name, mode=self.plotly_save_mode)\n\n    def _draw_feature_ptcd(self, base_name):\n        fig, fig_name = viz_3d.init_figure(), f\"{base_name}_feat-ptcd\"\n        p3Ds = self.p3Ds.cpu().numpy()\n        feats = self.pointwise_features[self.MAIN_FEATURE_KEY].cpu().numpy()\n\n        feats_pca = PCA(n_components=3).fit_transform(feats)\n        components = feats_pca[:, -3:]\n        _min, _max = components.min(axis=0), components.max(axis=0)\n        feats_rgb = ((components - _min) / (_max - _min) * 255).round().astype(np.uint8)\n\n        plotly_color = [f\"rgb({rgb[0]}, {rgb[1]}, {rgb[2]})\" for rgb in feats_rgb]  # FIXME\n        viz_3d.plot_points(fig, p3Ds, color=plotly_color, name=fig_name)\n        if self.rec is not None:\n            viz_3d.plot_cameras(fig, self.rec, color=\"lavender\", legendgroup=fig_name, size=1.0)\n        viz_3d.save_fig(fig, self.vis_dir, fig_name, mode=self.plotly_save_mode)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/utils/geometry/pointcloud/segmentation.py",
    "content": "\"\"\"Pointcloud segmentation methods.\"\"\"\nfrom collections import deque\nfrom typing import List, Literal, Optional, Tuple\n\nimport numpy as np\nimport open3d as o3d\nfrom loguru import logger\nfrom open3d.geometry import PointCloud\n\nfrom auto_decomp.utils import tqdm\n\nfrom .convert import open3d_ptcd_from_numpy\nfrom .plane import fit_plane, Plane\nfrom .misc import compute_knn_distance_threshold\n\n\ndef euclidean_clustering(\n    points: np.ndarray,\n    radius: Optional[float] = None,  # pre-defined clustering threshold\n    n_neighbors: Optional[int] = None,  # compute clustering threshold adaptively\n    std_ratio: Optional[float] = None,  # compute clustering threshold adaptively\n    verbose: bool = False,\n) -> Tuple[List[List[int]], float]:\n    \"\"\"\n    Returns:\n        clusters (List[List[int]): list of clusters, each represented by a list of point indices\n        raidus_threshold (float): the threshold used for clustering\n    \"\"\"\n    if points.shape[1] != 3:\n        raise NotImplementedError()\n\n    pcd = open3d_ptcd_from_numpy(points)\n    pcd_tree = o3d.geometry.KDTreeFlann(pcd)\n\n    if radius is None:\n        assert n_neighbors is not None and std_ratio is not None\n        radius = compute_knn_distance_threshold(points, kdtree=pcd_tree, n_neighbors=n_neighbors, std_ratio=std_ratio)\n    logger.debug(f\"Euclidean clustering radius threshold: {radius}\")\n\n    clusters = []\n    unprocessed = set(list(range(0, len(points))))\n    que = deque()\n\n    pbar = tqdm.tqdm(total=len(points), desc=\"Euclidean clustering\", disable=not verbose)\n    while len(unprocessed) > 0 or len(que) > 0:  # TODO: optimize (call PCL-Python?)\n        p = unprocessed.pop()\n        que.append(p)\n        cluster = []\n        while len(que) > 0:\n            p = que.popleft()\n            cluster.append(p)\n\n            _, inds, _ = pcd_tree.search_radius_vector_3d(points[p], radius)\n\n            for new_p in inds:\n                if new_p in unprocessed:\n                    que.append(new_p)\n                    unprocessed.remove(new_p)\n            pbar.update(1)\n        clusters.append(cluster)\n    pbar.close()\n    return clusters, radius\n\n\ndef segment_planes(\n    points: Optional[np.ndarray] = None,\n    pcd: Optional[PointCloud] = None,\n    distance_threshold: Optional[float] = None,\n    n_ransac_samples: float = 3,\n    n_ransac_iters: int = 1000,\n    n_neighbors: int = 10,\n    std_ratio: float = 1.0,\n    min_points_ratio: float = 0.01,\n    min_n_consensus: Optional[int] = None,\n    enable_euclidean_clustering=False,  # run euclidean clustering before computing the least-square solution.\n    least_square: Optional[Literal[\"OLS\", \"TLS\"]] = None,\n    device=\"cuda\",\n) -> List[Plane]:\n    \"\"\"Recursively segment all planes from the given pointcloud.\n    Assume the given pointcloud is already preprocessed (outlier removal & downsample).\n\n    Args:\n        min_points_ratio: recursive segment untill #pts left < len(pcd) * min_points_ratio\n\n    TODO:\n        - use LO-RANSAC / GC-RANSAC for better plane fitting\n        - current method does not consider the spatial affinity of points belonging to a plane,\n          thus points far away from the main plane might be incorrectly treated as plane points\n          and affect the plane params significantly.\n          - when euclidean_clutering is enabled, this is eased.\n    \"\"\"\n    pcd: PointCloud = open3d_ptcd_from_numpy(points) if pcd is None else pcd\n\n    if enable_euclidean_clustering:\n        assert least_square is not None\n\n    if distance_threshold is None:\n        distance_threshold = compute_knn_distance_threshold(pcd, n_neighbors=n_neighbors, std_ratio=std_ratio)\n\n    n_pts, n_segmented_pts = len(pcd.points), 0\n    ori_indices = np.arange(0, n_pts, dtype=int)\n    min_n_pts = n_pts - np.floor(n_pts * min_points_ratio)\n    planes = []  # store point indices and plane params\n\n    while n_segmented_pts < min_n_pts:\n        # TODO: update distance_threshold w/ points left unsegmented?\n        if len(pcd.points) < n_ransac_samples:\n            break\n        plane_model, inlier_inds = pcd.segment_plane(\n            distance_threshold=distance_threshold, ransac_n=n_ransac_samples, num_iterations=n_ransac_iters\n        )\n        if min_n_consensus is not None and len(inlier_inds) < min_n_consensus:\n            break\n\n        n_segmented_pts += len(inlier_inds)\n\n        # (optional) least square refinement of plane params\n        if least_square is not None and len(inlier_inds) > 0:\n            logger.debug(f\"Refining plane params w/ {least_square} on inliers.\")\n\n            plane_pts = np.array(pcd.select_by_index(inlier_inds).points)\n\n            if enable_euclidean_clustering:  # TODO: make n_neighbors & std_ratio configurable\n                clusters, _ = euclidean_clustering(plane_pts, n_neighbors=10, std_ratio=2.0)\n                max_cluster_inds = clusters[int(np.argmax([len(c) for c in clusters]))]\n                logger.debug(\n                    f\"Euclidean clustering on inlier plane points: {len(max_cluster_inds)} / {len(plane_pts)} points kept.\"\n                )\n                plane_pts = plane_pts[max_cluster_inds]\n                inlier_inds = np.array(inlier_inds)[max_cluster_inds].tolist()\n\n            plane_model = fit_plane(plane_pts, method=least_square, device=device)\n\n        planes.append(Plane(ori_indices[inlier_inds], plane_model))\n\n        ori_indices = np.delete(ori_indices, inlier_inds)\n        pcd = pcd.select_by_index(inlier_inds, invert=True)\n\n    planes = list(sorted(planes, key=lambda x: len(x.indices), reverse=True))\n\n    return planes\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/utils/geometry/transform.py",
    "content": "import numpy as np\n\n\ndef rotmat(a, b):\n    \"\"\" compute the rotation matrix transforming vector a to b \"\"\"\n    a, b = a / np.linalg.norm(a), b / np.linalg.norm(b)\n    v = np.cross(a, b)\n    c = np.dot(a, b)\n    # handle exception for the opposite direction input\n    if c < -1 + 1e-10:\n        return rotmat(a + np.random.uniform(-1e-2, 1e-2, 3), b)\n    s = np.linalg.norm(v)\n    kmat = np.array([[0, -v[2], v[1]], [v[2], 0, -v[0]], [-v[1], v[0], 0]])\n    return np.eye(3) + kmat + kmat.dot(kmat) * ((1 - c) / (s**2 + 1e-10))\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/utils/misc.py",
    "content": "\nclass EarlyTermination(Exception):\n    pass\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/utils/ray.py",
    "content": "import os\n\n\ndef is_ray_environment():\n    # FIXME: import ray set these params?\n    return \"RAY_JOB_ID\" in os.environ or \"RAY_RAYLET_PID\" in os.environ\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/utils/tqdm.py",
    "content": "import tqdm as _tqdm\nfrom ray.experimental import tqdm_ray\n\nfrom auto_decomp.utils import ray as ray_utils\n\n\ndef tqdm(*args, **kwargs):\n    pbar = None\n    if ray_utils.is_ray_environment():\n        disable = kwargs.pop(\"disable\", False)\n        if disable:\n            pbar = _tqdm.tqdm(*args, **kwargs, disable=True)\n        else:\n            pbar = tqdm_ray.tqdm(*args, **kwargs)\n    else:\n        pbar = _tqdm.tqdm(*args, **kwargs)\n    return pbar\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/auto_decomp/utils/viz_3d.py",
    "content": "\"\"\"\n3D visualization based on plotly.\n\nAdapted from hloc.utils.viz_3d.\n\"\"\"\n\nfrom enum import Enum\nfrom pathlib import Path\nfrom typing import Iterable, List, Optional, Union\n\nimport numpy as np\nimport plotly.graph_objects as go\nimport pycolmap\n\n\nPlotlySaveMode = Enum(\"PlotlySaveMode\", [\"html\", \"json\", \"both\"])\n\n\ndef to_homogeneous(points):\n    pad = np.ones((points.shape[:-1] + (1,)), dtype=points.dtype)\n    return np.concatenate([points, pad], axis=-1)\n\n\ndef init_figure(\n    height: int = 800, width: int = 800, show_axes: bool = False, template=\"plotly_dark\", projection=\"orthographic\"\n) -> go.Figure:\n    \"\"\"Initialize a 3D figure.\"\"\"\n    fig = go.Figure()\n    if not show_axes:\n        axes = dict(\n            visible=False,\n            showbackground=False,\n            showgrid=False,\n            showline=False,\n            showticklabels=True,\n            autorange=True,\n        )\n    else:\n        axes = dict(\n            visible=True,\n            showbackground=True,\n            showgrid=True,\n            showline=True,\n            showticklabels=True,\n            autorange=True,\n        )\n    fig.update_layout(\n        template=template,\n        height=height,\n        width=width,\n        scene_camera=dict(eye=dict(x=0.0, y=-0.1, z=-2), up=dict(x=0, y=-1.0, z=0), projection=dict(type=projection)),\n        scene=dict(\n            xaxis=axes,\n            yaxis=axes,\n            zaxis=axes,\n            aspectmode=\"data\",\n            dragmode=\"orbit\",\n        ),\n        margin=dict(l=0, r=0, b=0, t=0, pad=0),\n        legend=dict(orientation=\"h\", yanchor=\"top\", y=0.99, xanchor=\"left\", x=0.1),\n    )\n    return fig\n\n\ndef plot_points(\n    fig: go.Figure,\n    pts: np.ndarray,\n    color: Union[str, Iterable] = \"rgba(255, 0, 0, 1)\",\n    ps: int = 2,\n    lw: int = 0,\n    marker_symbol: Optional[Union[List[int], str]] = None,\n    colorscale: Optional[str] = None,\n    name: Optional[str] = None,\n    show_legend=True,\n    **kwargs,\n):\n    \"\"\"Plot a set of 3D points.\"\"\"\n    if not isinstance(color, str):\n        assert len(color) == len(pts)\n\n    x, y, z = pts.T\n    tr = go.Scatter3d(\n        x=x,\n        y=y,\n        z=z,\n        mode=\"markers\",\n        name=name,\n        legendgroup=name,\n        showlegend=show_legend,\n        **kwargs,\n        marker=dict(\n            size=ps, color=color, colorscale=colorscale, symbol=marker_symbol, line=dict(width=lw, color=color)\n        ),\n    )\n    fig.add_trace(tr)\n\n\ndef plot_mesh(\n    fig: go.Figure,\n    vertices: np.array,  # (N, 3)\n    faces: np.array,  # (N, 3)\n    color: str = \"lightpink\",\n    opacity: float = 0.4,\n    name: Optional[str] = None,\n    show_legend: bool = False,\n):\n    vertices, faces = vertices.T, faces.T\n    tr = go.Mesh3d(\n        x=vertices[0],\n        y=vertices[1],\n        z=vertices[2],\n        i=faces[0],\n        j=faces[1],\n        k=faces[2],\n        color=color,\n        opacity=opacity,\n        name=name,\n        legendgroup=name if show_legend else None,\n        showlegend=show_legend,\n    )\n    fig.add_trace(tr)\n\n\ndef plot_cube(\n    fig: go.Figure,\n    vertices: np.array = None,  # (8, 3)\n    center: np.array = None,  # (3,)\n    extent: np.array = None,  # (3,) NOTE: not half_extent!\n    rotation: np.array = None,  # (3, 3), represent oriented bbox (rotation: aabb => oriented)\n    color: str = \"lightpink\",\n    opacity: float = 0.4,\n    name: Optional[str] = None,\n    show_legend: bool = False,\n    hoverinfo: str = \"none\",\n    hovertext: Optional[str] = None,\n):\n    if vertices is None:\n        assert center is not None and extent is not None\n        hx, hy, hz = (extent / 2).tolist()\n        x, y, z = center.tolist()\n        vertices = np.array(\n            [\n                [x - hx, y + hy, z + hz],\n                [x + hx, y + hy, z + hz],\n                [x + hx, y + hy, z - hz],\n                [x - hx, y + hy, z - hz],\n                [x - hx, y - hy, z + hz],\n                [x + hx, y - hy, z + hz],\n                [x + hx, y - hy, z - hz],\n                [x - hx, y - hy, z - hz],\n            ]\n        )\n        if rotation is not None:\n            vertices = vertices @ rotation.T\n\n    vertices = vertices.T\n\n    if hoverinfo == \"none\":\n        pass\n    elif hoverinfo == \"text\":\n        if hovertext is None:\n            hovertext = name\n    else:\n        raise ValueError(f\"Unknown hoverinfo: {hoverinfo}\")\n\n    tr = go.Mesh3d(\n        x=vertices[0],\n        y=vertices[1],\n        z=vertices[2],\n        i=[0, 0, 0, 0, 1, 1, 0, 0, 3, 3, 4, 4],\n        j=[1, 3, 1, 4, 2, 5, 3, 4, 2, 7, 7, 5],\n        k=[2, 2, 5, 5, 6, 6, 7, 7, 6, 6, 6, 6],\n        color=color,\n        opacity=opacity,\n        flatshading=True,\n        name=name,\n        legendgroup=name if show_legend else None,\n        showlegend=show_legend,\n        hoverinfo=hoverinfo,\n        hovertext=hovertext,\n    )\n    fig.add_trace(tr)\n\n\ndef plot_sphere(\n    fig: go.Figure,\n    center: np.ndarray = np.zeros((3,)),  # (3, )\n    radius: float = 1,\n    color: str = \"lightpink\",\n    opacity: float = 0.4,\n    name: Optional[str] = None,\n    show_legend: bool = False,\n):\n    phi = np.linspace(0, 2 * np.pi)\n    theta = np.linspace(-np.pi / 2, np.pi / 2)\n    phi, theta = np.meshgrid(phi, theta)\n    x = radius * np.cos(theta) * np.sin(phi) + center[0]\n    y = radius * np.sin(theta) * np.sin(phi) + center[1]\n    z = radius * np.cos(phi) + center[2]\n\n    tr = go.Mesh3d(\n        x=x.flatten(),\n        y=y.flatten(),\n        z=z.flatten(),\n        flatshading=False,\n        alphahull=0,  # -1: delaunay triangulation | >0: alpha-shape | 0: convex hull\n        name=name,\n        color=color,\n        opacity=opacity,\n        legendgroup=name if show_legend else None,\n        showlegend=show_legend,\n    )\n    fig.add_trace(tr)\n\n\ndef plot_camera(\n    fig: go.Figure,\n    R: np.ndarray,  # c2w_33\n    t: np.ndarray,  # c2w_3\n    K: np.ndarray,\n    color: str = \"rgb(0, 0, 255)\",\n    name: Optional[str] = None,\n    legendgroup: Optional[str] = None,\n    size: float = 1.0,\n    T: Optional[np.ndarray] = None,  # T_w0=>w1_44\n):\n    \"\"\"Plot a camera frustum from pose and intrinsic matrix.\"\"\"\n    if T is not None:\n        R = T[:3, :3] @ R\n        t = T[:3, :3] @ t + T[:3, -1]\n\n    W, H = K[0, 2] * 2, K[1, 2] * 2\n    corners = np.array([[0, 0], [W, 0], [W, H], [0, H], [0, 0]])\n    if size is not None:\n        image_extent = max(size * W / 1024.0, size * H / 1024.0)\n        world_extent = max(W, H) / (K[0, 0] + K[1, 1]) / 0.5\n        scale = 0.5 * image_extent / world_extent\n    else:\n        scale = 1.0\n    corners = to_homogeneous(corners) @ np.linalg.inv(K).T\n    corners = (corners / 2 * scale) @ R.T + t\n\n    x, y, z = corners.T\n    rect = go.Scatter3d(\n        x=x,\n        y=y,\n        z=z,\n        line=dict(color=color),\n        legendgroup=legendgroup,\n        name=name,\n        marker=dict(size=0.0001),\n        showlegend=False,\n    )\n    fig.add_trace(rect)\n\n    x, y, z = np.concatenate(([t], corners)).T\n    i = [0, 0, 0, 0]\n    j = [1, 2, 3, 4]\n    k = [2, 3, 4, 1]\n\n    pyramid = go.Mesh3d(x=x, y=y, z=z, color=color, i=i, j=j, k=k, legendgroup=legendgroup, name=name, showlegend=False)\n    fig.add_trace(pyramid)\n    triangles = np.vstack((i, j, k)).T\n    vertices = np.concatenate(([t], corners))\n    tri_points = np.array([vertices[i] for i in triangles.reshape(-1)])\n\n    x, y, z = tri_points.T\n    pyramid = go.Scatter3d(\n        x=x,\n        y=y,\n        z=z,\n        mode=\"lines\",\n        legendgroup=legendgroup,\n        name=name,\n        line=dict(color=color, width=1),\n        showlegend=False,\n    )\n    fig.add_trace(pyramid)\n\n\ndef plot_camera_colmap(\n    fig: go.Figure, image: pycolmap.Image, camera: pycolmap.Camera, name: Optional[str] = None, **kwargs\n):\n    \"\"\"Plot a camera frustum from PyCOLMAP objects\"\"\"\n    plot_camera(\n        fig,\n        image.rotmat().T,\n        image.projection_center(),\n        camera.calibration_matrix(),\n        name=name or str(image.image_id),\n        **kwargs,\n    )\n\n\ndef plot_cameras(fig: go.Figure, reconstruction: pycolmap.Reconstruction, **kwargs):\n    \"\"\"Plot a camera as a cone with camera frustum.\"\"\"\n    for image_id, image in reconstruction.images.items():\n        plot_camera_colmap(fig, image, reconstruction.cameras[image.camera_id], **kwargs)\n\n\ndef plot_coordinate_frames(\n    fig: go.Figure,\n    center: np.ndarray = np.zeros((3,)),\n    length: Union[int, np.ndarray] = 1,\n    line_width: int = 8,\n    opacity: float = 0.5,\n    # name: Optional[str] = None,\n    # legendgroup: Optional[str] = None,\n):\n    # TODO: line opacity\n    dirs = np.eye(3) * length\n    trace_o0 = go.Scatter3d(\n        x=[center[0], dirs[0, 0]],\n        y=[center[1], dirs[0, 1]],\n        z=[center[2], dirs[0, 2]],\n        hoverinfo=\"skip\",\n        mode=\"lines\",\n        line=dict(color=\"red\", width=line_width),\n        name=\"x\",\n    )\n    trace_o1 = go.Scatter3d(\n        x=[center[0], dirs[1, 0]],\n        y=[center[1], dirs[1, 1]],\n        z=[center[2], dirs[1, 2]],\n        hoverinfo=\"skip\",\n        mode=\"lines\",\n        line=dict(color=\"green\", width=line_width),\n        name=\"y\",\n    )\n    trace_o2 = go.Scatter3d(\n        x=[center[0], dirs[2, 0]],\n        y=[center[1], dirs[2, 1]],\n        z=[center[2], dirs[2, 2]],\n        hoverinfo=\"skip\",\n        mode=\"lines\",\n        line=dict(color=\"blue\", width=line_width),\n        name=\"z\",\n    )\n    traces = [trace_o0, trace_o1, trace_o2]\n    # TODO: merge traces into one\n    fig.add_traces(traces)\n\n\ndef plot_reconstruction(\n    fig: go.Figure,\n    rec: pycolmap.Reconstruction,\n    max_reproj_error: float = 6.0,\n    min_track_length: int = 2,\n    points: bool = True,\n    points_color: Optional[str] = \"rgb(0, 0, 255)\",\n    points_name: Optional[str] = None,\n    points_size: int = 4,\n    cameras_color: str = \"rgb(255, 0, 0)\",\n    cameras: bool = True,\n    cameras_name: Optional[str] = \"cameras\",\n    camera_scale: float = 1.0,\n):\n    # Filter outliers\n    bbs = rec.compute_bounding_box(0.001, 0.999)\n\n    # Filter points, use original reproj error here\n    kept_p3Ds = {\n        idx: p3D.xyz\n        for idx, p3D in rec.points3D.items()\n        if (\n            (p3D.xyz >= bbs[0]).all()\n            and (p3D.xyz <= bbs[1]).all()\n            and p3D.error <= max_reproj_error\n            and p3D.track.length() >= min_track_length\n        )\n    }\n\n    if points:\n        xyzs = np.array(list(kept_p3Ds.values()))\n        if points_color is None:\n            points_color = np.array([rec.points3D[idx].color for idx in kept_p3Ds.keys()])\n        plot_points(fig, np.array(xyzs), color=points_color, ps=points_size, name=points_name)\n    if cameras:\n        plot_cameras(fig, rec, color=cameras_color, name=cameras_name, size=camera_scale)\n\n\ndef save_fig(fig, save_dir: Path, fig_name: str, mode: Union[str, PlotlySaveMode] = PlotlySaveMode.html):\n    if isinstance(mode, str):\n        mode = PlotlySaveMode[mode]\n    \n    if mode == PlotlySaveMode.html or mode == PlotlySaveMode.both:\n        fig.write_html(save_dir / f\"{fig_name}.html\", full_html=False, include_plotlyjs='cdn')\n    if mode == PlotlySaveMode.json or mode == PlotlySaveMode.both:\n        fig.write_json(save_dir / f\"{fig_name}.json\", pretty=True)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/docs/INSTALL.md",
    "content": "# Installation\n## Clone the repo\n```shell\ngit clone --recurse-submodules git@github.com:zju3dv/AutoDecomp.git\n```\n\n## Install pytorch\nThe code is teseted with torch==1.13.1.\n```shell\n# e.g., install with conda\nconda install pytorch==1.13.1 torchvision==0.14.1 torchaudio==0.13.1 pytorch-cuda=11.7 -c pytorch -c nvidia\n\n# e.g., install with pip\npip install torch==1.13.1+cu117 torchvision==0.14.1+cu117 torchaudio==0.13.1 --extra-index-url https://download.pytorch.org/whl/cu117\n```\n\n## Install pytorch3d following the [official guide](https://github.com/facebookresearch/pytorch3d/blob/main/INSTALL.md)\n```shell\n# for example\nconda install -c fvcore -c iopath -c conda-forge fvcore iopath\npip install \"git+https://github.com/facebookresearch/pytorch3d.git@stable\"\n```\n\n## Install [hloc](https://github.com/cvg/Hierarchical-Localization)\n```shell\ncd third_party/Hierarchical-Localization\npip install -e .\n```\n\n## Install LoFTR\n```shell\ncd third_party/LoFTR\npip install -e .\n```\nPlease also download the [LoFTR checkpoints](https://drive.google.com/drive/folders/1DOcOPZb3-5cWxLqn256AhwUVjBPifhuf?usp=sharing) and put them under `third_party/LoFTR/weights/`.\n\n## Install AutoDecomp\n```shell\ncd path/to/AutoDecomp\npip install -e .\n```"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/requirements.txt",
    "content": "gdown\nh5py\nopen3d>=0.17.0\nkornia\nmatplotlib\nopencv-python\nplotly\npycolmap\nscipy\ntqdm\nray\nloguru\nnatsort\nrich\nimagesize\neinops\nyacs>=0.1.8\njoblib\npytorch-lightning\ntimm\nhydra-core\nhydra-zen\njaxtyping\ntorchtyping\npositional-encodings\nscikit-image\nscikit-spatial"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/scripts/run_pipeline_demo.sh",
    "content": "\nDATA_ROOT=assets/\nINST_REL_DIR=custom_data_example/co3d_chair\nFORCE_RERUN=True\n\npython auto_decomp/cli/inference_transformer.py --config-name=config \\\n    data_root=$DATA_ROOT \\\n    inst_rel_dir=$INST_REL_DIR \\\n    sparse_recon.n_images=40 \\\n    sparse_recon.force_rerun=$FORCE_RERUN \\\n    sparse_recon.n_feature_workers=1 sparse_recon.n_recon_workers=1 \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/scripts/run_pipeline_demo_low-res.sh",
    "content": "\nDATA_ROOT=assets/\nINST_REL_DIR=custom_data_example/co3d_chair\nFORCE_RERUN=True\n\npython auto_decomp/cli/inference_transformer.py --config-name=cvpr \\\n    data_root=$DATA_ROOT \\\n    inst_rel_dir=$INST_REL_DIR \\\n    sparse_recon.n_images=40 \\\n    sparse_recon.force_rerun=$FORCE_RERUN \\\n    sparse_recon.n_feature_workers=1 sparse_recon.n_recon_workers=1 \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1 \n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/scripts/test_pipeline_bmvs/bmvs_scan1.sh",
    "content": "\nINST_REL_DIR=BlendedMVS/scan1\nFORCE_RERUN=True\n\npython auto_decomp/cli/inference_transformer.py --config-name=idr \\\n    inst_rel_dir=$INST_REL_DIR \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=True dino_feature.n_workers=1\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/scripts/test_pipeline_bmvs/bmvs_scan2.sh",
    "content": "\nINST_REL_DIR=BlendedMVS/scan2\nFORCE_RERUN=True\n\npython auto_decomp/cli/inference_transformer.py --config-name=idr \\\n    inst_rel_dir=$INST_REL_DIR \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=True dino_feature.n_workers=1\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/scripts/test_pipeline_bmvs/bmvs_scan3.sh",
    "content": "\nINST_REL_DIR=BlendedMVS/scan3\nFORCE_RERUN=True\n\npython auto_decomp/cli/inference_transformer.py --config-name=idr \\\n    inst_rel_dir=$INST_REL_DIR \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=True dino_feature.n_workers=1\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/scripts/test_pipeline_bmvs/bmvs_scan4.sh",
    "content": "\nINST_REL_DIR=BlendedMVS/scan4\nFORCE_RERUN=True\n\npython auto_decomp/cli/inference_transformer.py --config-name=idr \\\n    inst_rel_dir=$INST_REL_DIR \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=True dino_feature.n_workers=1\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/scripts/test_pipeline_bmvs/bmvs_scan5.sh",
    "content": "\nINST_REL_DIR=BlendedMVS/scan5\nFORCE_RERUN=True\n\npython auto_decomp/cli/inference_transformer.py --config-name=idr \\\n    inst_rel_dir=$INST_REL_DIR \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=True dino_feature.n_workers=1\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/scripts/test_pipeline_bmvs/bmvs_scan6.sh",
    "content": "\nINST_REL_DIR=BlendedMVS/scan6\nFORCE_RERUN=True\n\npython auto_decomp/cli/inference_transformer.py --config-name=idr \\\n    inst_rel_dir=$INST_REL_DIR \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=True dino_feature.n_workers=1\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/scripts/test_pipeline_bmvs/cvpr/README.md",
    "content": "use the same set of hyper-parameters as in the CVPR experiments"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/scripts/test_pipeline_bmvs/cvpr/bmvs_scan1.sh",
    "content": "\nINST_REL_DIR=BlendedMVS/scan1\nFORCE_RERUN=False\n\npython auto_decomp/cli/inference_transformer.py --config-name=cvpr_idr \\\n    inst_rel_dir=$INST_REL_DIR \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/scripts/test_pipeline_bmvs/cvpr/bmvs_scan2.sh",
    "content": "\nINST_REL_DIR=BlendedMVS/scan2\nFORCE_RERUN=False\n\npython auto_decomp/cli/inference_transformer.py --config-name=cvpr_idr \\\n    inst_rel_dir=$INST_REL_DIR \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/scripts/test_pipeline_bmvs/cvpr/bmvs_scan3.sh",
    "content": "\nINST_REL_DIR=BlendedMVS/scan3\nFORCE_RERUN=False\n\npython auto_decomp/cli/inference_transformer.py --config-name=cvpr_idr \\\n    inst_rel_dir=$INST_REL_DIR \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/scripts/test_pipeline_bmvs/cvpr/bmvs_scan4.sh",
    "content": "\nINST_REL_DIR=BlendedMVS/scan4\nFORCE_RERUN=False\n\npython auto_decomp/cli/inference_transformer.py --config-name=cvpr_idr \\\n    inst_rel_dir=$INST_REL_DIR \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/scripts/test_pipeline_bmvs/cvpr/bmvs_scan5.sh",
    "content": "\nINST_REL_DIR=BlendedMVS/scan5\nFORCE_RERUN=False\n\npython auto_decomp/cli/inference_transformer.py --config-name=cvpr_idr \\\n    inst_rel_dir=$INST_REL_DIR \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/scripts/test_pipeline_bmvs/cvpr/bmvs_scan6.sh",
    "content": "\nINST_REL_DIR=BlendedMVS/scan6\nFORCE_RERUN=False\n\npython auto_decomp/cli/inference_transformer.py --config-name=cvpr_idr \\\n    inst_rel_dir=$INST_REL_DIR \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/scripts/test_pipeline_bmvs/low-res/README.md",
    "content": "Run LoFTR and DINO on low-res images"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/scripts/test_pipeline_bmvs/low-res/bmvs_scan1.sh",
    "content": "\nINST_REL_DIR=BlendedMVS/scan1\nFORCE_RERUN=True\n\npython auto_decomp/cli/inference_transformer.py --config-name=low-res_idr \\\n    inst_rel_dir=$INST_REL_DIR \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=True dino_feature.n_workers=1\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/scripts/test_pipeline_co3d_manual-poses/co3d_scan1.sh",
    "content": "\nINST_REL_DIR=CO3D_DEMO/scan1\nFORCE_RERUN=True\n\npython auto_decomp/cli/inference_transformer.py --config-name=config \\\n    inst_rel_dir=$INST_REL_DIR \\\n    sparse_recon.n_images=40 \\\n    sparse_recon.force_rerun=$FORCE_RERUN \\\n    sparse_recon.n_feature_workers=1 sparse_recon.n_recon_workers=1 \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/scripts/test_pipeline_co3d_manual-poses/co3d_scan2.sh",
    "content": "\nINST_REL_DIR=CO3D_DEMO/scan2\nFORCE_RERUN=True\n\npython auto_decomp/cli/inference_transformer.py --config-name=config \\\n    inst_rel_dir=$INST_REL_DIR \\\n    sparse_recon.n_images=40 \\\n    sparse_recon.force_rerun=$FORCE_RERUN \\\n    sparse_recon.n_feature_workers=1 sparse_recon.n_recon_workers=1 \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/scripts/test_pipeline_co3d_manual-poses/co3d_scan3.sh",
    "content": "\nINST_REL_DIR=CO3D_DEMO/scan3\nFORCE_RERUN=True\n\npython auto_decomp/cli/inference_transformer.py --config-name=config \\\n    inst_rel_dir=$INST_REL_DIR \\\n    sparse_recon.n_images=40 \\\n    sparse_recon.force_rerun=$FORCE_RERUN \\\n    sparse_recon.n_feature_workers=1 sparse_recon.n_recon_workers=1 \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/scripts/test_pipeline_co3d_manual-poses/co3d_scan4.sh",
    "content": "\nINST_REL_DIR=CO3D_DEMO/scan4\nFORCE_RERUN=True\n\npython auto_decomp/cli/inference_transformer.py --config-name=config \\\n    inst_rel_dir=$INST_REL_DIR \\\n    sparse_recon.n_images=40 \\\n    sparse_recon.force_rerun=$FORCE_RERUN \\\n    sparse_recon.n_feature_workers=1 sparse_recon.n_recon_workers=1 \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/scripts/test_pipeline_co3d_manual-poses/co3d_scan5.sh",
    "content": "\nINST_REL_DIR=CO3D_DEMO/scan5\nFORCE_RERUN=True\n\npython auto_decomp/cli/inference_transformer.py --config-name=config \\\n    inst_rel_dir=$INST_REL_DIR \\\n    sparse_recon.n_images=40 \\\n    sparse_recon.force_rerun=$FORCE_RERUN \\\n    sparse_recon.n_feature_workers=1 sparse_recon.n_recon_workers=1 \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/scripts/test_pipeline_co3d_manual-poses/cvpr/co3d_scan1.sh",
    "content": "\nINST_REL_DIR=CO3D_DEMO/scan1\nFORCE_RERUN=True\n\npython auto_decomp/cli/inference_transformer.py --config-name=cvpr \\\n    inst_rel_dir=$INST_REL_DIR \\\n    sparse_recon.n_images=40 \\\n    sparse_recon.force_rerun=$FORCE_RERUN \\\n    sparse_recon.n_feature_workers=1 sparse_recon.n_recon_workers=1 \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1 \n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/scripts/test_pipeline_co3d_manual-poses/cvpr/co3d_scan2.sh",
    "content": "\nINST_REL_DIR=CO3D_DEMO/scan2\nFORCE_RERUN=True\n\npython auto_decomp/cli/inference_transformer.py --config-name=cvpr \\\n    inst_rel_dir=$INST_REL_DIR \\\n    sparse_recon.n_images=40 \\\n    sparse_recon.force_rerun=$FORCE_RERUN \\\n    sparse_recon.n_feature_workers=1 sparse_recon.n_recon_workers=1 \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1 \n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/scripts/test_pipeline_co3d_manual-poses/cvpr/co3d_scan3.sh",
    "content": "\nINST_REL_DIR=CO3D_DEMO/scan3\nFORCE_RERUN=True\n\npython auto_decomp/cli/inference_transformer.py --config-name=cvpr \\\n    inst_rel_dir=$INST_REL_DIR \\\n    sparse_recon.n_images=40 \\\n    sparse_recon.force_rerun=$FORCE_RERUN \\\n    sparse_recon.n_feature_workers=1 sparse_recon.n_recon_workers=1 \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1 \n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/scripts/test_pipeline_co3d_manual-poses/cvpr/co3d_scan4.sh",
    "content": "\nINST_REL_DIR=CO3D_DEMO/scan4\nFORCE_RERUN=True\n\npython auto_decomp/cli/inference_transformer.py --config-name=cvpr \\\n    inst_rel_dir=$INST_REL_DIR \\\n    sparse_recon.n_images=40 \\\n    sparse_recon.force_rerun=$FORCE_RERUN \\\n    sparse_recon.n_feature_workers=1 sparse_recon.n_recon_workers=1 \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1 \n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/scripts/test_pipeline_co3d_manual-poses/cvpr/co3d_scan5.sh",
    "content": "\nINST_REL_DIR=CO3D_DEMO/scan5\nFORCE_RERUN=True\n\npython auto_decomp/cli/inference_transformer.py --config-name=cvpr \\\n    inst_rel_dir=$INST_REL_DIR \\\n    sparse_recon.n_images=40 \\\n    sparse_recon.force_rerun=$FORCE_RERUN \\\n    sparse_recon.n_feature_workers=1 sparse_recon.n_recon_workers=1 \\\n    triangulation.force_rerun=$FORCE_RERUN \\\n    triangulation.n_feature_workers=1 triangulation.n_recon_workers=1 \\\n    dino_feature.force_extract=$FORCE_RERUN dino_feature.n_workers=1 \n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/setup.py",
    "content": "from pathlib import Path\n\nfrom setuptools import find_packages, setup\n\ndescription = [\"Automatic object localization from casual object-centric captures\"]\n\nroot = Path(__file__).parent\nwith open(str(root / \"README.md\"), \"r\", encoding=\"utf-8\") as f:\n    readme = f.read()\nwith open(str(root / \"auto_decomp/__init__.py\"), \"r\") as f:\n    version = eval(f.read().split(\"__version__ = \")[1].split()[0])\nwith open(str(root / \"requirements.txt\"), \"r\") as f:\n    dependencies = f.read().split(\"\\n\")\n\nsetup(\n    name=\"auto_decomp\",\n    version=version,\n    packages=find_packages(),\n    python_requires=\">=3.9\",\n    install_requires=dependencies,\n    author=\"Yuang Wang\",\n    description=description,\n    long_description=readme,\n    long_description_content_type=\"text/markdown\",\n    url=\"https://github.com/zju3dv/AutoRecon\",\n    classifiers=[\n        \"Programming Language :: Python :: 3\",\n        \"License :: OSI Approved :: Apache Software License\",\n        \"Operating System :: OS Independent\",\n    ],\n)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/.gitattributes",
    "content": "*.ipynb linguist-documentation\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/.gitignore",
    "content": "__pycache__\n*.pyc\n*.egg-info\n.ipynb_checkpoints\noutputs/\ndatasets/*\n!datasets/sacre_coeur/\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/.gitmodules",
    "content": "[submodule \"third_party/d2net\"]\n\tpath = third_party/d2net\n\turl = https://github.com/mihaidusmanu/d2-net.git\n[submodule \"third_party/SuperGluePretrainedNetwork\"]\n\tpath = third_party/SuperGluePretrainedNetwork\n\turl = https://github.com/magicleap/SuperGluePretrainedNetwork.git\n[submodule \"third_party/deep-image-retrieval\"]\n\tpath = third_party/deep-image-retrieval\n\turl = https://github.com/naver/deep-image-retrieval.git\n[submodule \"third_party/r2d2\"]\n\tpath = third_party/r2d2\n\turl = https://github.com/naver/r2d2.git\n[submodule \"third_party/disk\"]\n\tpath = third_party/disk\n\turl = https://github.com/cvlab-epfl/disk.git\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/Dockerfile",
    "content": "FROM colmap/colmap:latest\nMAINTAINER Paul-Edouard Sarlin\nARG PYTHON_VERSION=3.8\nRUN apt-get update -y\nRUN apt-get install -y unzip wget software-properties-common\nRUN add-apt-repository ppa:deadsnakes/ppa && \\\n    apt-get -y update && \\\n    apt-get install -y python${PYTHON_VERSION}\nRUN wget https://bootstrap.pypa.io/get-pip.py && python${PYTHON_VERSION} get-pip.py\nRUN update-alternatives --install /usr/bin/python3 python3 /usr/bin/python${PYTHON_VERSION} 1\nCOPY . /app\nWORKDIR app/\nRUN pip3 install --upgrade pip\nRUN pip3 install -r requirements.txt\nRUN pip3 install notebook\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/LICENSE",
    "content": "                                 Apache License\n                           Version 2.0, January 2004\n                        http://www.apache.org/licenses/\n\n   TERMS AND CONDITIONS FOR USE, REPRODUCTION, AND DISTRIBUTION\n\n   1. Definitions.\n\n      \"License\" shall mean the terms and conditions for use, reproduction,\n      and distribution as defined by Sections 1 through 9 of this document.\n\n      \"Licensor\" shall mean the copyright owner or entity authorized by\n      the copyright owner that is granting the License.\n\n      \"Legal Entity\" shall mean the union of the acting entity and all\n      other entities that control, are controlled by, or are under common\n      control with that entity. For the purposes of this definition,\n      \"control\" means (i) the power, direct or indirect, to cause the\n      direction or management of such entity, whether by contract or\n      otherwise, or (ii) ownership of fifty percent (50%) or more of the\n      outstanding shares, or (iii) beneficial ownership of such entity.\n\n      \"You\" (or \"Your\") shall mean an individual or Legal Entity\n      exercising permissions granted by this License.\n\n      \"Source\" form shall mean the preferred form for making modifications,\n      including but not limited to software source code, documentation\n      source, and configuration files.\n\n      \"Object\" form shall mean any form resulting from mechanical\n      transformation or translation of a Source form, including but\n      not limited to compiled object code, generated documentation,\n      and conversions to other media types.\n\n      \"Work\" shall mean the work of authorship, whether in Source or\n      Object form, made available under the License, as indicated by a\n      copyright notice that is included in or attached to the work\n      (an example is provided in the Appendix below).\n\n      \"Derivative Works\" shall mean any work, whether in Source or Object\n      form, that is based on (or derived from) the Work and for which the\n      editorial revisions, annotations, elaborations, or other modifications\n      represent, as a whole, an original work of authorship. For the purposes\n      of this License, Derivative Works shall not include works that remain\n      separable from, or merely link (or bind by name) to the interfaces of,\n      the Work and Derivative Works thereof.\n\n      \"Contribution\" shall mean any work of authorship, including\n      the original version of the Work and any modifications or additions\n      to that Work or Derivative Works thereof, that is intentionally\n      submitted to Licensor for inclusion in the Work by the copyright owner\n      or by an individual or Legal Entity authorized to submit on behalf of\n      the copyright owner. For the purposes of this definition, \"submitted\"\n      means any form of electronic, verbal, or written communication sent\n      to the Licensor or its representatives, including but not limited to\n      communication on electronic mailing lists, source code control systems,\n      and issue tracking systems that are managed by, or on behalf of, the\n      Licensor for the purpose of discussing and improving the Work, but\n      excluding communication that is conspicuously marked or otherwise\n      designated in writing by the copyright owner as \"Not a Contribution.\"\n\n      \"Contributor\" shall mean Licensor and any individual or Legal Entity\n      on behalf of whom a Contribution has been received by Licensor and\n      subsequently incorporated within the Work.\n\n   2. Grant of Copyright License. Subject to the terms and conditions of\n      this License, each Contributor hereby grants to You a perpetual,\n      worldwide, non-exclusive, no-charge, royalty-free, irrevocable\n      copyright license to reproduce, prepare Derivative Works of,\n      publicly display, publicly perform, sublicense, and distribute the\n      Work and such Derivative Works in Source or Object form.\n\n   3. Grant of Patent License. Subject to the terms and conditions of\n      this License, each Contributor hereby grants to You a perpetual,\n      worldwide, non-exclusive, no-charge, royalty-free, irrevocable\n      (except as stated in this section) patent license to make, have made,\n      use, offer to sell, sell, import, and otherwise transfer the Work,\n      where such license applies only to those patent claims licensable\n      by such Contributor that are necessarily infringed by their\n      Contribution(s) alone or by combination of their Contribution(s)\n      with the Work to which such Contribution(s) was submitted. 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  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/README.md",
    "content": "# hloc - the hierarchical localization toolbox\n\nThis is `hloc`, a modular toolbox for state-of-the-art 6-DoF visual localization. It implements [Hierarchical Localization](https://arxiv.org/abs/1812.03506), leveraging image retrieval and feature matching, and is fast, accurate, and scalable. This codebase won the indoor/outdoor localization challenges at [CVPR 2020](https://sites.google.com/view/vislocslamcvpr2020/home) and [ECCV 2020](https://sites.google.com/view/ltvl2020/), in combination with [SuperGlue](https://psarlin.com/superglue/), our graph neural network for feature matching.\n\nWith `hloc`, you can:\n\n- Reproduce [our CVPR 2020 winning results](https://www.visuallocalization.net/workshop/cvpr/2020/) on outdoor (Aachen) and indoor (InLoc) datasets\n- Run Structure-from-Motion with SuperPoint+SuperGlue to localize with your own datasets\n- Evaluate your own local features or image retrieval for visual localization\n- Implement new localization pipelines and debug them easily 🔥\n\n<p align=\"center\">\n  <a href=\"https://arxiv.org/abs/1812.03506\"><img src=\"doc/hloc.png\" width=\"60%\"/></a>\n  <br /><em>Hierachical Localization uses both image retrieval and feature matching</em>\n</p>\n\n##\n\n## Quick start ➡️ [![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/drive/1MrVs9b8aQYODtOGkoaGNF9Nji3sbCNMQ)\n\nBuild 3D maps with Structure-from-Motion and localize any Internet image right from your browser! **You can now run `hloc` and COLMAP in Google Colab with GPU for free.** The notebook [`demo.ipynb`](https://colab.research.google.com/drive/1MrVs9b8aQYODtOGkoaGNF9Nji3sbCNMQ) shows how to run SfM and localization in just a few steps. Try it with your own data and let us know!\n\n## Installation\n\n`hloc` requires Python >=3.7 and PyTorch >=1.1. Installing the package locally pulls the other dependencies:\n\n```bash\ngit clone --recursive https://github.com/cvg/Hierarchical-Localization/\ncd Hierarchical-Localization/\npython -m pip install -e .\n```\n\nAll dependencies are listed in `requirements.txt`. **Starting with `hloc-v1.3`, installing COLMAP is not required anymore.** This repository includes external local features as git submodules – don't forget to pull submodules with `git submodule update --init --recursive`.\n\nWe also provide a Docker image:\n```bash\ndocker build -t hloc:latest .\ndocker run -it --rm -p 8888:8888 hloc:latest  # for GPU support, add `--runtime=nvidia`\njupyter notebook --ip 0.0.0.0 --port 8888 --no-browser --allow-root\n```\n\n## General pipeline\n\nThe toolbox is composed of scripts, which roughly perform the following steps:\n\n1. Extract SuperPoint local features for all database and query images\n2. Build a reference 3D SfM model\n   1. Find covisible database images, with retrieval or a prior SfM model\n   2. Match these database pairs with SuperGlue\n   3. Triangulate a new SfM model with COLMAP\n3. Find database images relevant to each query, using retrieval\n4. Match the query images with SuperGlue\n5. Run the localization\n6. Visualize and debug\n\nThe localization can then be evaluated on [visuallocalization.net](https://www.visuallocalization.net/) for the supported datasets. When 3D Lidar scans are available, such as for the indoor dataset InLoc, step 2. can be skipped.\n\nStrcture of the toolbox:\n\n- `hloc/*.py` : top-level scripts\n- `hloc/extractors/` : interfaces for feature extractors\n- `hloc/matchers/` : interfaces for feature matchers\n- `hloc/pipelines/` : entire pipelines for multiple datasets\n\n`hloc` can be imported as an external package with `import hloc` or called from the command line with:\n```bash\npython -m hloc.name_of_script --arg1 --arg2\n```\n\n## Tasks\n\nWe provide step-by-step guides to localize with Aachen, InLoc, and to generate reference poses for your own data using SfM. Just download the datasets and you're reading to go!\n\n### Aachen – outdoor localization\n\nHave a look at [`pipeline_Aachen.ipynb`](https://nbviewer.jupyter.org/github/cvg/Hierarchical-Localization/blob/master/pipeline_Aachen.ipynb) for a step-by-step guide on localizing with Aachen. Play with the visualization, try new local features or matcher, and have fun! Don't like notebooks? You can also run all scripts from the command line.\n\n<p align=\"center\">\n  <a href=\"https://nbviewer.jupyter.org/github/cvg/Hierarchical-Localization/blob/master/pipeline_Aachen.ipynb\"><img src=\"doc/loc_aachen.svg\" width=\"70%\"/></a>\n</p>\n\n### InLoc – indoor localization\n\nThe notebook [`pipeline_InLoc.ipynb`](https://nbviewer.jupyter.org/github/cvg/Hierarchical-Localization/blob/master/pipeline_InLoc.ipynb) shows the steps for localizing with InLoc. It's much simpler since a 3D SfM model is not needed.\n\n<p align=\"center\">\n  <a href=\"https://nbviewer.jupyter.org/github/cvg/Hierarchical-Localization/blob/master/pipeline_InLoc.ipynb\"><img src=\"doc/loc_inloc.svg\" width=\"70%\"/></a>\n</p>\n\n### SfM reconstruction from scratch\n\nWe show in [`pipeline_SfM.ipynb`](https://nbviewer.jupyter.org/github/cvg/Hierarchical-Localization/blob/master/pipeline_SfM.ipynb) how to run 3D reconstruction for an unordered set of images. This generates reference poses, and a nice sparse 3D model suitable for localization with the same pipeline as Aachen.\n\n## Results\n\n- Supported local feature extractors: [SuperPoint](https://arxiv.org/abs/1712.07629), [D2-Net](https://arxiv.org/abs/1905.03561), [SIFT](https://www.cs.ubc.ca/~lowe/papers/ijcv04.pdf), and [R2D2](https://arxiv.org/abs/1906.06195).\n- Supported feature matchers: [SuperGlue](https://arxiv.org/abs/1911.11763) and nearest neighbor search with ratio test, distance test, and/or mutual check.\n- Supported image retrieval: [NetVLAD](https://arxiv.org/abs/1511.07247), [AP-GeM/DIR](https://github.com/naver/deep-image-retrieval), [OpenIBL](https://github.com/yxgeee/OpenIBL), and [CosPlace](https://github.com/gmberton/CosPlace).\n\nUsing NetVLAD for retrieval, we obtain the following best results:\n\n| Methods                                                      | Aachen day         | Aachen night       | Retrieval      |\n| ------------------------------------------------------------ | ------------------ | ------------------ | -------------- |\n| [SuperPoint + SuperGlue](https://www.visuallocalization.net/details/10931/) | 89.6 / 95.4 / 98.8 | 86.7 / 93.9 / 100  | NetVLAD top 50 |\n| [SuperPoint + NN](https://www.visuallocalization.net/details/10866/) | 85.4 / 93.3 / 97.2 | 75.5 / 86.7 / 92.9 | NetVLAD top 30 |\n| D2Net (SS) + NN                                              | 84.6 / 91.4 / 97.1 | 83.7 / 90.8 / 100  | NetVLAD top 30 |\n\n| Methods                                                      | InLoc DUC1         | InLoc DUC2         | Retrieval      |\n| ------------------------------------------------------------ | ------------------ | ------------------ | -------------- |\n| [SuperPoint + SuperGlue](https://www.visuallocalization.net/details/10936/) | 46.5 / 65.7 / 78.3 | 52.7 / 72.5 / 79.4 | NetVLAD top 40 |\n| [SuperPoint + SuperGlue (temporal)](https://www.visuallocalization.net/details/10937/) | 49.0 / 68.7 / 80.8 | 53.4 / 77.1 / 82.4 | NetVLAD top 40 |\n| [SuperPoint + NN](https://www.visuallocalization.net/details/10896/) | 39.9 / 55.6 / 67.2 | 37.4 / 57.3 / 70.2 | NetVLAD top 20 |\n| D2Net (SS) + NN                                              | 39.9 / 57.6 / 67.2 | 36.6 / 53.4 / 61.8 | NetVLAD top 20 |\n\nCheck out [visuallocalization.net/benchmark](https://www.visuallocalization.net/benchmark) for more details and additional baselines.\n\n## Supported datasets\n\nWe provide in [`hloc/pipelines/`](./hloc/pipelines) scripts to run the reconstruction and the localization on the following datasets: Aachen Day-Night (v1.0 and v1.1), InLoc, Extended CMU Seasons, RobotCar Seasons, 4Seasons, Cambridge Landmarks, and 7-Scenes. For example, after downloading the dataset [with the instructions given here](./hloc/pipelines/Aachen#installation), we can run the Aachen Day-Night pipeline with SuperPoint+SuperGlue using the command:\n```bash\npython -m hloc.pipelines.Aachen.pipeline [--outputs ./outputs/aachen]\n```\n\n## BibTex Citation\n\nIf you report any of the above results in a publication, or use any of the tools provided here, please consider citing both [Hierarchical Localization](https://arxiv.org/abs/1812.03506) and [SuperGlue](https://arxiv.org/abs/1911.11763) papers:\n\n```\n@inproceedings{sarlin2019coarse,\n  title     = {From Coarse to Fine: Robust Hierarchical Localization at Large Scale},\n  author    = {Paul-Edouard Sarlin and\n               Cesar Cadena and\n               Roland Siegwart and\n               Marcin Dymczyk},\n  booktitle = {CVPR},\n  year      = {2019}\n}\n\n@inproceedings{sarlin2020superglue,\n  title     = {{SuperGlue}: Learning Feature Matching with Graph Neural Networks},\n  author    = {Paul-Edouard Sarlin and\n               Daniel DeTone and\n               Tomasz Malisiewicz and\n               Andrew Rabinovich},\n  booktitle = {CVPR},\n  year      = {2020},\n}\n```\n\n## Going further\n\n### Debugging and Visualization\n\n<details>\n<summary>[Click to expand]</summary>\n\nEach localization run generates a pickle log file. For each query, it contains the selected database images, their matches, and information from the pose solver, such as RANSAC inliers. It can thus be parsed to gather statistics and analyze failure modes or difficult scenarios. \n\nWe also provide some visualization tools in [`hloc/visualization.py`](./hloc/visualization.py) to visualize some attributes of the 3D SfM model, such as visibility of the keypoints, their track length, or estimated sparse depth (like below).\n\n<p align=\"center\">\n  <a href=\"./pipeline_Aachen.ipynb\"><img src=\"doc/depth_aachen.svg\" width=\"60%\"/></a>\n</p>\n</details>\n\n### Using your own local features or matcher\n\n<details>\n<summary>[Click to expand]</summary>\n\nIf your code is based on PyTorch: simply add a new interface in [`hloc/extractors/`](hloc/extractors/) or [`hloc/matchers/`](hloc/matchers/). It needs to inherit from `hloc.utils.base_model.BaseModel`, take as input a data dictionary, and output a prediction dictionary. Have a look at `hloc/extractors/superpoint.py` for an example. You can additionally define a standard configuration in [`hloc/extract_features.py`](hloc/extract_features.py) or [`hloc/match_features.py`](hloc/match_features.py) - it can then be called directly from the command line.\n\nIf your code is based on TensorFlow: you will need to either modify `hloc/extract_features.py` and `hloc/match_features.py`, or export yourself the features and matches to HDF5 files, described below.\n\nIn a feature file, each key corresponds to the relative path of an image w.r.t. the dataset root (e.g. `db/1.jpg` for Aachen), and has one dataset per prediction (e.g. `keypoints` and `descriptors`, with shape Nx2 and DxN).\n\nIn a match file, each key corresponds to the string `path0.replace('/', '-')+'_'+path1.replace('/', '-')` and has a dataset `matches0` with shape N. It indicates, for each keypoint in the first image, the index of the matching keypoint in the second image, or `-1` if the keypoint is unmatched.\n</details>\n\n### Using your own image retrieval\n\n<details>\n<summary>[Click to expand]</summary>\n\n`hloc` also provides an interface for image retrieval via `hloc/extract_features.py`. As previously, simply add a new interface to [`hloc/extractors/`](hloc/extractors/). Alternatively, you will need to export the global descriptors into an HDF5 file, in which each key corresponds to the relative path of an image w.r.t. the dataset root, and contains a dataset `global_descriptor` with size D. You can then export the images pairs with [`hloc/pairs_from_retrieval.py`](hloc/pairs_from_retrieval.py).\n</details>\n\n## Versions\n\n<details>\n<summary>v1.3 (January 2022)</summary>\n\n- Demo notebook in Google Colab\n- Use the new pycolmap Reconstruction objects and pipeline API\n  - Do not require an installation of COLMAP anymore - pycolmap is enough\n  - Faster model reading and writing\n  - Fine-grained control over camera sharing via the `camera_mode` parameter\n  - Localization with unknown or inaccurate focal length\n- Modular localization API with control over all estimator parameters\n- 3D visualizations or camera frustums and points with plotly\n- Package-specific logging in the hloc namespace\n- Store the extracted features by default as fp16 instead of fp32\n- Optionally fix a long-standing bug in SuperPoint descriptor sampling\n- Add script to compute exhaustive pairs for reconstruction or localization\n- Require pycolmap>=0.1.0 and Python>=3.7\n</details>\n\n<details>\n<summary>v1.2 (December 2021)</summary>\n\n- Bug fixes and usability improvements.\n- Support PIL backend for image resizing.\n- Add `__version__` attribute to check against future releases.\n</details>\n\n<details>\n<summary>v1.1 (July 2021)</summary>\n\n- **Breaking**: improved structure of the SfM folders (triangulation and reconstruction), see [#76](https://github.com/cvg/Hierarchical-Localization/pull/76)\n- Support for image retrieval (NetVLAD, DIR) and more local features (SIFT, R2D2)\n- Support for more datasets: Aachen v1.1, Extended CMU Seasons, RobotCar Seasons, Cambridge Landmarks, 7-Scenes\n- Simplified pipeline and API\n- Spatial matcher\n</details>\n\n<details>\n<summary>v1.0 (July 2020)</summary>\n\nInitial public version.\n</details>\n\n## Contributions welcome!\n\nExternal contributions are very much welcome. Please follow the [PEP8 style guidelines](https://www.python.org/dev/peps/pep-0008/) using a linter like flake8. This is a non-exhaustive list of features that might be valuable additions:\n\n- [ ] support for GPS (extraction from EXIF + guided retrieval)\n- [ ] covisibility clustering for InLoc\n- [ ] visualization of the raw predictions (features and matches)\n- [ ] other local features or image retrieval\n\nCreated and maintained by [Paul-Edouard Sarlin](https://psarlin.com/) with the help of many contributors.\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/datasets/sacre_coeur/README.md",
    "content": "# Sacre Coeur demo\n\nWe provide here a subset of images depicting the Sacre Coeur. These images were obtained from the [Image Matching Challenge 2021](https://www.cs.ubc.ca/research/image-matching-challenge/2021/data/) and were originally collected by the [Yahoo Flickr Creative Commons 100M (YFCC) dataset](https://multimediacommons.wordpress.com/yfcc100m-core-dataset/).\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/demo.ipynb",
    "content": "{\n \"cells\": [\n  {\n   \"cell_type\": \"markdown\",\n   \"id\": \"f6fbdb5c\",\n   \"metadata\": {},\n   \"source\": [\n    \"In this notebook, we will build a 3D map of a scene from a small set of images and then localize an image downloaded from the Internet. This demo was contributed by [Philipp Lindenberger](https://github.com/Phil26AT/).\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 1,\n   \"id\": \"e663b133\",\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"%load_ext autoreload\\n\",\n    \"%autoreload 2\\n\",\n    \"import tqdm, tqdm.notebook\\n\",\n    \"tqdm.tqdm = tqdm.notebook.tqdm  # notebook-friendly progress bars\\n\",\n    \"from pathlib import Path\\n\",\n    \"\\n\",\n    \"from hloc import extract_features, match_features, reconstruction, visualization, pairs_from_exhaustive\\n\",\n    \"from hloc.visualization import plot_images, read_image\\n\",\n    \"from hloc.utils import viz_3d\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"id\": \"a72ac394\",\n   \"metadata\": {},\n   \"source\": [\n    \"# Setup\\n\",\n    \"Here we define some output paths.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 2,\n   \"id\": \"f376de7b\",\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"images = Path('datasets/sacre_coeur')\\n\",\n    \"outputs = Path('outputs/demo/')\\n\",\n    \"!rm -rf $outputs\\n\",\n    \"sfm_pairs = outputs / 'pairs-sfm.txt'\\n\",\n    \"loc_pairs = outputs / 'pairs-loc.txt'\\n\",\n    \"sfm_dir = outputs / 'sfm'\\n\",\n    \"features = outputs / 'features.h5'\\n\",\n    \"matches = outputs / 'matches.h5'\\n\",\n    \"\\n\",\n    \"feature_conf = extract_features.confs['superpoint_aachen']\\n\",\n    \"matcher_conf = match_features.confs['superglue']\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"id\": \"edc7b21e\",\n   \"metadata\": {},\n   \"source\": [\n    \"# 3D mapping\\n\",\n    \"First we list the images used for mapping. These are all day-time shots of Sacre Coeur.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 3,\n   \"id\": \"2b9e3ef3\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"10 mapping images\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/png\": 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\\n\",\n      \"text/plain\": [\n       \"<Figure size 1198.8x225 with 4 Axes>\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"references = [p.relative_to(images).as_posix() for p in (images / 'mapping/').iterdir()]\\n\",\n    \"print(len(references), \\\"mapping images\\\")\\n\",\n    \"plot_images([read_image(images / r) for r in references[:4]], dpi=50)\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"id\": \"d23739ad\",\n   \"metadata\": {},\n   \"source\": [\n    \"Then we extract features and match them across image pairs. Since we deal with few images, we simply match all pairs exhaustively. For larger scenes, we would use image retrieval, as demonstrated in the other notebooks.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 4,\n   \"id\": \"bdd2df10\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stderr\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"[2022/01/03 01:27:45 hloc INFO] Extracting local features with configuration:\\n\",\n      \"{'model': {'max_keypoints': 4096, 'name': 'superpoint', 'nms_radius': 3},\\n\",\n      \" 'output': 'feats-superpoint-n4096-r1024',\\n\",\n      \" 'preprocessing': {'grayscale': True, 'resize_max': 1024}}\\n\"\n     ]\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Loaded SuperPoint model\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"application/vnd.jupyter.widget-view+json\": {\n       \"model_id\": \"5262827e8ce1421bbf6e403efb11a84e\",\n       \"version_major\": 2,\n       \"version_minor\": 0\n      },\n      \"text/plain\": [\n       \"  0%|          | 0/10 [00:00<?, ?it/s]\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stderr\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"[2022/01/03 01:27:47 hloc INFO] Finished exporting features.\\n\",\n      \"[2022/01/03 01:27:47 hloc INFO] Matching local features with configuration:\\n\",\n      \"{'model': {'name': 'superglue',\\n\",\n      \"           'sinkhorn_iterations': 50,\\n\",\n      \"           'weights': 'outdoor'},\\n\",\n      \" 'output': 'matches-superglue'}\\n\"\n     ]\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Loaded SuperGlue model (\\\"outdoor\\\" weights)\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"application/vnd.jupyter.widget-view+json\": {\n       \"model_id\": \"854891027d2e440689a66b250419967f\",\n       \"version_major\": 2,\n       \"version_minor\": 0\n      },\n      \"text/plain\": [\n       \"  0%|          | 0/45 [00:00<?, ?it/s]\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stderr\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"[2022/01/03 01:27:51 hloc INFO] Finished exporting matches.\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"extract_features.main(feature_conf, images, image_list=references, feature_path=features)\\n\",\n    \"pairs_from_exhaustive.main(sfm_pairs, image_list=references)\\n\",\n    \"match_features.main(matcher_conf, sfm_pairs, features=features, matches=matches);\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"id\": \"edf9adf4\",\n   \"metadata\": {},\n   \"source\": [\n    \"The we run incremental Structure-From-Motion and display the reconstructed 3D model.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"id\": \"a52fe785\",\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"model = reconstruction.main(sfm_dir, images, sfm_pairs, features, matches, image_list=references)\\n\",\n    \"fig = viz_3d.init_figure()\\n\",\n    \"viz_3d.plot_reconstruction(fig, model, color='rgba(255,0,0,0.5)', name=\\\"mapping\\\")\\n\",\n    \"fig.show()\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"id\": \"5478094d\",\n   \"metadata\": {},\n   \"source\": [\n    \"We also visualize which keypoints were triangulated into the 3D model.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"id\": \"862c20e7\",\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"visualization.visualize_sfm_2d(model, images, color_by='visibility', n=2)\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"id\": \"f8b08268\",\n   \"metadata\": {},\n   \"source\": [\n    \"# Localization\\n\",\n    \"Now that we have a 3D map of the scene, we can localize any image. To demonstrate this, we download [a night-time image from Wikimedia](https://commons.wikimedia.org/wiki/File:Paris_-_Basilique_du_Sacr%C3%A9_Coeur,_Montmartre_-_panoramio.jpg).\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 7,\n   \"id\": \"74f07f86\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"data\": {\n      \"image/png\": 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ndqmmr/ZsLsxIZi8d1Wz4Zi0meVdoy+s56PMOj6qpZiCHCFzkuuS3RbzPnB7NBJdxbOHijW2uqygBpM5wu5ZnN2lzjTZLOLbSZjUDNFzVhThdY9uXTXELWlDRhyTGS/eVjbgUfPZ9XSZN61DI/poIRHl+9kMJWfUtAaebrjxzz6LBiqPMiFNRLdkzGqBTYUpllBWopp2BrNv54Sol7wZj44r1gAZFmxA4sNmHEzRq2LyZaKnMx3ZoSq9QGVjXmzo1XK0VBk03T0pfn5JQRKXO1obN+j2Qz/adaboeIaF0h4MWm1w3O7dvHSDcWmIGJlls3GHKoYIXco3WqEaXEfNQCE1q1UkFLrECLG3D9yZWerFuMEfzZ+uJK1QbwsqCPMi/LpsS4AbiiRUdMNxUJGGcQ6c4nAiLLSHgoY2yvZGOOLVf15e9+XuFzrfd4OOUtnH5KfRq5uSp3bn3XARlSC27PUPNRn7kXclFFhzRfBJDNzMKU9C/tNrjs/PDqLfuxckJczexOsTSpcJRpu/6onE2VLnY88fku4NmMYbr4MWFhNvhlupLwiMlFUa+fGvEs7aPyZ+53LrF5cc41c6qOV6wmDeeWY47RHUqejKDRqZowbRRrgHeN7dx3FA3U4GAgUCtLhf68EjBnYs1JC6cqz8npmKMKt1KcKbE2ACmIFinjqQEVkaPwVehkF7Q2cz0kxaFUpT/5BzVv1Y0xJCKxZ0u89b8pGJh+ie/UPznAaKPJltQNN5BXgOysZaK/fj5srEgRKziidRLdPF3McCbEW+9egycMsgmDqlX1RAo7RYFlHBI4Ob8nukbrXGJ8khqhGzW0VvTVy4lqvvmMCRDSfpj1W9sN/UZAInyuaj3fv4fTzQ7EpMxYv4DvuZu06qG9dNexpW2BTGHtOInLqZW57AVLoc8RTBTTrowiFyuFDhgikOKV9j4y+7zZ0pUUhRp6oBUTyf2zU5xxhmZfmW880pIt4Jr+ap/x0mOhERd7EDZdm/ee3eaAPHcfhh2iNWcd5rGYMpb4v8I8yvEKaVJzQKYoZeXAIF4+F8wBxO5PrJRalsk1sJrTWZTNi2oyMyPFyqdDSRJL2Of4d1KtIoRwgfCUla9EdDIK5X7EeBMnzfhqGrJcWYRKxsFKLrkcOeW8A7iF+9F6XIIOA7rk9Gj+IjEhoPRFsJIcIc0sVRsTP5L7lRl4J3HP9oPpJ/83kuO+P8aCgE6Oo1o5pgKtuvOZTap/14r+dM0sbRkuxPWCrrFVIFFa7XMV96OabaFO6Ruo1xEypQOE+vPxTZ9ojrMUKAAubEpz1twPX8R+LlKgoRPRb+pq8ZDCA8NEXoHzE3nn1CvqkKGeW7qi0tmoJSAnR2Pn1li4Vq6dWHrAPRB6roCk2ZBdMbbS9+QPqkNnDm+JHzUPyP8KjZWampAX+koOa+GvxjgBkEtYX5HO7a4T60c6cZKa2exLdOQVqklJHWZhSKaIizTEQ/c8uDsKYqSnVIlnfjkpDOoqTCESeEnt4EdgI9NTY+YUVdOBJSiprUdZTOA0D+5TRfxWi6lIgJyNhLOKyZbI2/cfNOTvbJ0+xI0S5mwETZRmkqsgEqXuJ+pBzfX6eYmz7Fyto6BpYXXPgDhT0No4GRLFi6ICRqNdbVNmfFbgJNRV3FtaA5c4h15mOw5/imsCWxub053Tf02ysQhSQDogFVcnnpneV+gTSr1QFVuYXRWMsHNW/scCnDTXnPFY4ktOzJhBaZaF/evjmqMm7RA6770lVOFRF07ONaJ2TLVbs395h7vmgs6uqVJ3krGvbpHaepZo+XaMcK6TO1d3xDlFH8ZPBsVeMAmMdGXuqZF/RNVogWM1c67rZ7ZCI3qSziwcXExj4M791NfWaebc2fX9M3/SHF5+fKQztCd0crRoex66IARLb/q0NUCqSZL3GWC2PS2I1SeWRcoOIxxW6d3P59UBw3DqzD6WcSe84cKWQqHJpTgyvydQSDSURkmxsBJQeJQy9RX7L6EkSnLN+4WpS3JQEqsP65otvsyfHcbEKwGnf5uS+qaiX/+lLtZIszRn6unIDFy+1+jXkHEli16GzYktZWWo0XtU9E4c4NSc3QLBK405I42eUIR0w4bx2SmjwqzEIqHVvfE7qMzzjhVtgkRlEi0tTEQrFhcgDQDMVh9Tv7zigRWggXSH9iJh86MBTHYKoX1dDiz4ek3BN7trdmT21ySbw0/+NRc+1fAn13wKEwmuAxE8WXGX0m95vqArPXQn/2TZsXp49UAtSamA5RyO3YBDRuJfyCnO5+nUOpZc54XqURe8Ht/zMgN1qRzgNbQsOWRd+OkjKjoxc2QpAsjjpqm8xBmTwb7MV3/049gKIXUVIYPOdOOywtXAZ18IqErthD7bvVSL+x+CyulmI3Snoex4pl/Gck045aAgp1UTaTQwnMH2ho0aQFnKYYCZ3dO3Bhy5Tz+QAXOen6vUiO40a3OYs70kbhTPTrVHgM+CDh97MjqnFUuKFSfSHpnPmN0WgwtDbQMGRr4qgUC6xnRooj/2ISlUUnMzLEyisfRd15QGL6I6mV1XamF6mOZMu2oC6lsqLuSZAcZ33iNmx5h1i4/FlYfUH+oG0wCus87zeWgz/clJVufKDI/YbYiTEOaqmN8GEXJqkj2HLOozMxdAgeQcfzPoKUKqcYTceBVvH8OWQVdqqiDPY9q/C+5ZGT3FyCae5PerJ3tQa2wOhPWZp1OWLH5focRthi5vton8ERyMLzmiVC3Hmk3ceok/ztBaCKPuo+GCwvucJZ+6btClLq4zpur46AIaYFI6VcRTTQS+0pHJEaZbAMq4o3mz8ngxLYJSTM/1zAghvsrJU+XIMUBSJYOlXyXcQ474azHXe3eRmtXU0GHLFTMGTPtRM54LOSxJznkB0vwvP6Ui7RGR3Ro7xqUuaD7xQ1r/ILtR4qQC5dbSGezHlcbzkb7VcG/XhLsBtygAHSPXn/JER4me4GetvzF+cbwwJwnYqsm4kGnS1G9BL8yWR8RBBfMlk2qc4epQC+iY/6OPU4Zk8HNGJQ8bgDj3APHRbiWpU7CVXtIFcaYUNfEOB/Ms+wA2AkoociU0D1zm6KtL50+21npKdgsCeBqVncV6G5htpfAnr5K1nstTccjJidSUhPzqg0MGqahnDoT84foT0yBAT/7Kzi04J2us9WlJXS0XWC33KyM8ML7uvtz8/TqyrvGIfG1yxOTkZ+hYO/5q3DQFBvjr273MJb7aK5woJKxebBSAqYr0yhYDJEw58plI66jOFKZEHiojGquorD2Ag6x4h8uTnNob+Aqtc6e/7E7jirnD8ORwABIpmj/dQgX2wIFkzJiLmQ8HxmqavOfBZexmsAA8XWM4arcexOumjFsZRDllNPFep9Swvx7A5pgVVd3BGAAE+IWrYHCYG5Gl7ur91sgw116i9CgmE3r+azEYX9cqydVWOH5LR5YpjZ4pXMCO0OZ8PTuN6/qwFH3WCQn+VoULNbBGNF0oSJXdMV8+Y/L5qGP5dg4lHap0lgGnduSA642v/xn74p9UYNWU6+o6C6er0DK/XcucNzvrvOMvri/1KpLXqJFGF9d7cpwsy/RXZueNHktDZ8loydIgneXrszPJejGnAuDgSRd7pkvqfup5Foyo/Y+KUByW7eWl/S81coba58zRa+l/2ZFIWnLU+kr0veJN96FWNQXspxRkGAv8suune7UmbZnAqrBYc2t7XLV6u7pHjT+mfI4xppB1yoeUZ+rcDca6qlXK5rhYMEaBgu23OEAuXLgUOEX6CrGS1CzjcIgxd69YzWzwisRp5ha+iMsIQNrLDe9m8qw5YMT5xcs8ikm7w/PunccCcywsl8n/8e+Sb58wumQO/clZS1or+29iVZpGW56QzyHvvIWOJ1eq2YnUfdWwVFPjb0IhMEqulqqYtSg+B0AAAW41ek35Sx0iOxzk1eSsWtWokwpXXDVY3oWLEvNpYOu3MThlt1+kojeiKXmYihqjQyPYiF95VWqBGkvFOlT6tXZ8U1tzXktPHA7JacUTdvhxoRSddl+wkH3ITLhOdtwxXZjgIaN/vOy6jltqXXXi8mj+YNkFp6U0KdBnVpKZQVTA9VFHFk4md4H8dF2trNccr3SfYRSzGeAA0AI6BqqkobN930JG3O81Z2gkYNXHNWV1BS+a74roDiavQ7R0IFByjqX3BNDUCcxs6sQf/W7KU8uRMFln5wuA1EIqv/EzQSfeRWov2cqiHDW1VR80wF7pDRi8x6hGU3ZJMyIXOJtWhwY3fr1wlwZJ1fq4/G4g5g6GxpNiTBFQpBnTIKYj/DnGBjhjwfMEtVvaTY0+4qogmE3ffwPrdhYYQ5EUp+/FNFAv3PKUo9Tgrc6Z+F5TbHtF4bwyJPK8xNvwPWmcXbDjmkfP55Glnm8wiZ8AxEG1B6usBzZDH1ATn/MYpjua40RQJof6WO4hf2NdZxmbGk7TqmsUlvTJurHUa7WtQ/5BgIVAO2daou9yMRvgws2exkO1sar927AXoql8lOWIPfGETsbfJfMx404XEgBIfUHQNplD3Yba+nnJn2sbDCh46fFqb62wTklgke+31RtMu2lbLVQ8O/Z5VaCb+zWVS0uvdnKmlZ/4HiiP8M0J+pXkrYo1mZMwGtx5oEqllBSo7Y86aHvnwadch8bzjPETbJP8ouKvmKGKK6hIvD8iGaEDaQZCJ68ss1ydNeabWCMGXlqaaSr2cCKK/BIJyoUohe+26nfZTDpiNuJDmz6rohECwGKcJssADXJRCgpyGFmrlqYLVt23UKYbKfSKwDIrf7UTnQtpM+dreM9mGtohQVMx6qTprks0pcLGer/YecO3GTEdQjSopamn0aKvItuknIkcVE1n59KWu+3Xmr7RjyKGIyyjJcANG/cfqZHpBgep3GnWAv6JgiCdCOI9ZdblSYdlerE59TAi9ofzLqnMeGOOqcb2eTGo0Hm2z2qCLCOyE9fLRsOZ1AaXCED0myqg7OfrvUhWk0IfT8iFw62JFm9aK/4Stdc0WHSWL6d36XjlNGl9TE+YqcEeELXX9iToJx0uvxfhcNGMy8Dk4b+xQhpIF0OyfUVWYgdHVmylFxUj7VGFYZh7U2RYnM41SRa5qCeBTuWA7GO+OowjmESNXXlkVoxqhpkVcZ4Si3RVyMKhR+DRYsyHxsQ82rb7IUVJHpXeG59C9+cxtHNWQl7+e0lzhuNTWG7JZJpYZrO2FYbGvG0+VRKLOeNzzZ+uN34qISNMJr0DBw2VA5hZ4qS/llLMjYIGpTnOnFfif21tKMVY83FT9qZ8qW/jMFWo1D6mUexsrKbHCwuprzFn4KXuBqBGSnaOWlKskV+k+QrJi02wKF/c01vRU9rHywfoPDUekwymf0fE4xSztiyl7zMG1vOKk1kfk86o8URDFsxowjmeru+RVjpX+c/MP1Q4xSWpkq9Ih053Z6gDGkhvcnvXYy6emmFjfWKu16nD5ft5/pWPV6gmDYBW32cyN2DAWdHmwikcKatFgMCitjASkxWi5M0wqmf0FVq8g43VVqlM2B8orJg7JAHS03RssAXHxbNzJaPK0gzQ5oDi3PS4t7LS1HAEroT+Ubmj8qeYVGGTIBySEpgUNqF4uunaxQIJnlyt3OHZfAQR3zsJyC7rH5NFIjiYXWOxyzCIBb8ay3aXUjX3HOlKYDJ3HGwc4eKIrpI2HhdSS9nFRQ953pkS1o3RiqeEKNPgw83TBodDj6u+ha/hRasRmBbmgfErZqX8QfI1AqNjKdtS6bzpUl1FuIR7ki6BaYIFIjPkr4pwUqq57E3W9zLHfAl/IFXwFkMkX6hBOGd17DubllQdzS3FtTU7qnRuoSPk2oE4S62SLGneOnMFNBLLXuadOj7Fb6we/kQwxyICn9K91k4vza12REoFe9w2AgwXxzV+NHnsj3RkBVcyONCHqh+th10iII5XelC3pySlOl+EPpqxCTCmUlkEiINAnRWpVPp5xH1NBY4/iUOtH5pc4k+oed4YFwBjSnGG8GOspuJXGsdg2XhSCdhBXGuakHqBkGLaIFoqIWWqpJX6x/LRhw2fNUvTgC9j/4TqSTazIhCepbWJUvUYV0PJwWqhxdE4RPrYqZUA9f1G7FQquE/XAqMbnq1ALdNQ1u8zvjunNdrN3aiQM6jNR6rvdSlGJEY5hSzujIDTbYdf//pDvPPhM/w333uKw1DfX5Znn9LXPk60So8mW3DskSvhNHXllDAH3tmJClicNsadWt40Vm3JCqQqZ39YQOWwix/NqWBKUTdp/tN5q0qN7+HCeNOC1THTV8v5uvM1srMnMJ2uq1ezFrP+JFe3uAKT9Ffp3+A99WeyMRNTmievsBOgz+djMgivXlFbfsttov/kbNlpWccFB5j/c65V37WmI+jNbeKY8fiao3nJb9GVmLGHCU6lGTo5Qvc/IQUpE3ZlleJBfD9IALSA1Fl4+9tgepdi4/1zhDRCoGgwooFKU6TdLGz+KkRH2nOk/ScA9cpoFNA9bXVPxRGrE+QEj+5gwxn7RcxNNYdaCjukcu46paBF8za9OeFpFSz+X3CM9jNd8+McYIUkBi9jzswlssMppAeNB0eLA9LSU/BsLP2IChqdZOg35KjxD1HdWTmfkEdYcTQpSl/0cRSdqkeFXWik3o2nouU/8RYLYHcd/FnfFkkr8d70gKRBKWT7cLZt8anbDXTc4bUbit/8qVNsukjCJXCbjW5tAsjretlKeETZlLIWhPPI/9G+c6W2NHBgTdlamCyvbqcxhlL/Ke0ZIDlS1yTqpEszdpS/9sAUrSZkWLM4FRojTmn8hloDbMAZpwCXPo+Vr1aXWA4KtNiUzH4LMAleEfArzylGbvwTXVe8fcoummBqWlXBQalhdSMhv/jfAm9UCIkq2wV9pRZWBc+8TN+W9PBaBQWdn0tQF88uH6+wZ8jRY1vOVCszAF7Cz5Oc3QNT9oPKstrKUxyKLPIrAlIX7HSrrjmDtIccsncwmnpMayC4Ey+ROxcPaO7A58OLfUmfknynb0Kqr6DoLG+rz24jEuPD1GFOaUkKAtK2ifqMnOygqRiPNPR7FJpo+c2ae8rSgdxe6Fy68sIYIKRviBQ8tHSnkELXzhxW0Ur6Gzwa4YK2eZTGuXAmKJkhJQB+h13WrWwak4Y08NDW5V+n7Go9NlmErLxnkq9N5ZOv3cGvfu0OxuMFDuMphose0lzRLau56KhiT5qh5iGIuiWgYLrj31lL3n9eKmAzPRAN0aCKpGnvmTk3tZt0q749xNr5G2NSPFCszZxYiD12T1y5NHSIbkupD37jSD2/sGqBUH86kwBTz3omFXezDvKRt3XmR9YEvibwyLeiwFKlK1NQmffZ03Fddoi2gLi/aQtIEsbNK7xnM65GZ20E8r2dlf6lfezamV8zq+sne70/neh4ud/sNrcrF2+OhpWkjhOn2E+K8zQn5Z/Lv/Ek/1pDl9ShgHKxmvwSV7fWcm0Dv2dNZa6eUgRgYKsWqYSy+WNYwk0tBAAh1pymDaNyp+jKE/15B0SgV+kGaZkXqvRg6Cz1kSp8/Srlb7HfadKYVd85nbVSzmmNXkf6IQIlSxFWzIpnhhr3UjFBNAxOfURJt3WuUuQeVHAr1eBn/FoeEeed6yINrL9ROQ34vXLer3oRj42xXrW4e/cMX/vsOf7srQ/x7qMjDsMALY64Lqao9Z/1rriIBVdNziMFocv4z4c5kQnjFgApM2yCu5l+Av4ezDKgJh5Sl/57zFV4XHaaZkM1PQVAvXliWdEZx1jBmIqYlnjMNhe2W4ca2STC8cftJ3XQuCS3eflNfUw8Dr0al2xPlsKoeb95ttNWgm8xpIsUHuBVY+UnGWnMM+3hLVMyp2Lp+8JPNfZZnwTT/qUu/lq4zM7pcbdoDv8KN92zeGkfiXU4MCMpghZiRScX6XTyZL3QZcl0i3OxaLGuvNNCByn61E0IraGeJtxkACKjdeeRn1YDgmSmzuVmvo1SEbO9K40Pbg51Z659ee7cxs4wCIasTQhlfZyUhuRYAoq0xcu6Weutn7cgA6nxxP+GrpW5jfjXMFfabUtFBc6arCjubLKKRB/RijkjDormWCaZEe8WDZDWBeUfb3YN2CdALPM59APe/fAZvvzmBpAe+2GEJBtiGYYkLegZfRSdzVLTFYxLzNOgj3tJVkR7N1Z0s1gRT+yhgscY24IDRDFRhCcaNQEK5NiNHHDR15F4mPHBEaF8dsQu/agbiFtrGox0TLi/QKz6XZxzfGUe5sZ1m/q8yexad2DTEMNcncnA9I9VduZgy49a/07Bl5SB3LFBsjzI/gLjFxxPRUHNifkRHJjBRO2MhSdimE9oXOsP+YV0vIwcvEo1aan4qmNz7z1VP9lqYNJEKzX3X+U6NYH34/s6sw3dAl61IxRLpUgwDTqBjTsBcmT16olWb5b/BuiBC0URuWy+Nozkt2CAlEWsFRCbwUZ/0T7d8iGxx6k8oFJf5WhUK9qUnHS5zGSSlK2eSBymZ+y6AM3pagEiSpXcD+uAt6d+IJVhs/FnwjwYmtx8cgWCGcfThNhJuW35z+Xd9TK3wwkrdLqVSCIOH62lDawBFOHmbCDFpmvQDQPWGKZVhBNSS9FOL8Jk6peDM3XtjF+mppRC9LEWCv6p6nNevCOo3bDZReagnSs8Eu6hmpfUNo6Ew4Dd06fJAXo7mQQ4T4aE/mUVN3BfKBriS90HBFd5oswZLmKyVqmlzZcIqYuLeCT/TLhuEm2IA/Vzerl2QGK2EzaW82xdPr5oqU0I1EzWRAsGLfyrdSNmA8SKhKhfYjavmowesUCpjDaH/7oTwpVMa1AZc32V46NXhgzM1LEwciipAvEixFuuWeKRjFClnUNPdWXn64rGTsHOk0Uwi6eEAFWqOijYVv+YjIiVc6oMLSzVORRMpEyw09gINH0v2PHGkwPhalUlEEpO2VjhHIhVFmENAbyJfqR0TTIv0hWh65dnFadCaS3laS/8tQeta+GA9ysBnhGgV+gkcc7m01jtn6/mY1YGZOl+PbtPrTirPJ+8TxuBzZiuc065XIqjlSriLt023D6BQqykElR4n8CnP3GGi90Bd2+f4CfPrnB5FX0tFn0ByfnOXZK6M2AHP8na+G0AVgOC7dbzypd57kMW855QPPhBtM9gJwDZVh1VlzEvKbwDip41BcALxVxpWBPm12dnU7WI7wpwEAZIOCbNu8/Bozx05mPeh8s+eR4UmspmrYl+rQyFZeI4QguAsI7oUKITcmgZfS1jxCl96yJmLPTvnEIY1nsDdpqpozJomgn9rtTQ5F/j0dJRj80/VRKfqV4xhGv2SIF/pZf7Lhyzku4FraTz/KBd7712nP7jiPgF8JWjw2tAJTMn/xsm6s0KQ0zsDVdLiim8fRAHfO9Ww9gBAsiciPU9zdqiRmEeaYBhisIwk3VyZsi8iGHsbsC6iCGusX6V+uLDWyfiF0CgXqGDAFNRqtDYLKkPckTsunn1aoadDM5Ai4MvCEYdJxCl0ntehzNYiAR/WIfClnjfLZfOhJNl8w7oL9gesy6Nbp91+MLDDS5ePMWzneC18wY/2vc4jO0EbHYhkO5LdDp10ieTmXNciKdRYVRtAcSfuN61fAboMVuTpV2lAah03VxDqnSvzMeZThsm1PpWIbVfLBDhsRdAjec6gy1/tW6yICDeBwly+qxhwAyNloZFTlvXVZI8s/wpHKASF6XiSz2+hiM0/XUFsM7V+wFQgpCEBnmRRrZIjKdJcP81/zU7QZUccCYMnfMhMUTnv0bwpNmhLQhEysTm6Lbc3o5X2zMUM1Ip/9coZgFoXyK74yBGk/jtGfLxBJlydX1DJaml72EIK42EXAzIkquajga0gQ4kA6cJxpDlQ4BdTnyZEwO0rGopiTFzapQ+nPHFTkyK5IUlklvEY86MT6bOsQpgV2x9hDKG6xvTyJaUzLCWDgle8NtL5u25GCdKasxxWkHDHHgDFKHjnApXO6OSzRtl7llneD9vtnFp/RWbclB355uddCpGkQnEWcJRCWcqmKnrWsFX3jhF0z9DpyNWUJytFDdPGnx4EU6Z+VU/KCGcG8OYz5aoiV19+7cOSJitAGg7JnSEx462bux+UnxUXHMVay1RanogYYOTbtp1WrYVRmRJm8vgccxK48lFQTOjj0QFOeFFdB0FeexYSgK93AO85JZyNmrpSLwnLF9wJ473ns4N2HWd5auTdROGmfzDFc2lqcC0/8c4IURZXeXJeqmS2KiJr0bbSxwmz9jGqGCofjDJ9X1RP/UQQTH9u3y8mjNUgKvclKWkpryAvY8izNrIUFJ261Iy1SwElPEUAFqKkjXJnI9mQg1Uvfj3Gr4VWXb+JBo14J2ustsKTFIC2wuhvHRFk5u9OtWJqHiQ8vxgoylIiCirLkpYOlTwTpHxiPB/BpxsbDFMGp98gOlmTtVU4EicXNpXVuuTAqaQUqzaplWHlKKe4HeiU6id9UJ6M0IBDppYJp6ay3vZxi9eDzDXat0Zk2MKXtt9oQDJqgG+/MYWD897jAOwXa8gjeByP+DTbY/jOODpFfcuYWfllL3hhaufHTOCuYVOY5YTRYDIB8nSszUcYoJ+z3KfAFk9w5F3oWL2Akl7QGzuNTrka2dlMWXBVmc7WAMruq0a1DVNubE7vDRPRBA902LaKjBs0HQlFvnM/QHwdycqOFgJyieHq0mnE0wuAEb0rymIzliXdYzhO/qVGGw2Tp5ZY83ZGTF0Q8iRMU4sHYprGR/gjMwIJH/0cheX57C85zkdH+kM3b3xbQKFGC4CiIiZV1ERLUzz0lAsu770Z29CiMcBjYBMt5T602dAKz8fH+4cfMIVENpTZnyr2vZaSm5UDIxLJBr6EFl8ialGWTkAyEgX8GqMmWX8MyBGka2AH0zMIBLfNY0ZnDVrjnVdTt0bkcVxyBizSfqg8Sejg+9leqvFfDt7K4Xfp2Zl9rOmVsSiuZLVB1zYGyP6TI8U6XThj+07Tr+kQhLE2JaWtJWe881FRoXypKP2ydNalaGTewUEeHB7hS9/cgXRHscjMPZHYFDoIBAZ8bnXNviTH+5wGJoyPCmHQZiU/UxKAZvOR5BkNmXkZKgN+M0ijjN16lOr3+Oodce2KfxeQfotG5OSnVbtEj3Ed8K/+a0vDIXhPj1wTqLJvIMSPqR9xHCzcfnEbC8QStTOHz5gNlwli6+dLVdHRKY7z2zueqcWTWrKmSz+wVEl0SESTjKFzEKzl2yJAOb4BsBSolYkmGpDCEOS4tacmbM29Z/0ydtXgFUze/G4vtErrAxD0bKBWcfsNkIQQTfdSE3n4xYKTv9NztJVgPmtNbfmNPivab5aURWgERvoAQd12imuMiWJdEoE8cWBidGWJFbmEiAZ8pi+8+0oruzm0GPwFDzkOF79GueOxrii2YgiGx2rKPC11Jcr8EsPSs/liMnHm11h4MmgJcEF5zZ7uwVoAPErtjSMH+U+Pkx7u7V4UsCUurSOGt+rs/2y4FN8jjEngxQRtC3wxde26LQHxhGyagE0QDNiO4447oBVB7z+YIO3fnIkWZPAY3Z+SmIYAr+AvzRHCyIrIdh8Rqin/+xg9awdwBwHjRk56LAAOvrjFDpD9jxzkbGqUnr66Bqd9C1EtAC36VyoXTDTxmeqmplNF6dL/fKqsprNbNxsidOvjhaGKYYXFb6blONxGdF5PS//ifZm/bzxkXRb0wzKNZSNyNOioH7qyHluY7FnSIY8L4nPlNd7KS5/8T5iQeGKnnuhqbjPnEXm8+OV0qTR1zRLfmNCxvfQVscNjYhlWvH4K3sLUBPbirXxfo89sswYGXuVpgUCe0GoPwHFCl9Kf6MaeC0/yGqaFjvzSSa2FzXKgIaWMQk4AXh06d8NhGsFI2CiUvYkOEomp6JArwJTbuwfonCrKZ/z6soefl47poln7H7M93DKdaJd1KBXwplRP66oUq43gy7zsBt9hRRaQoxl7Bm0zw+3zwiYcuo84MZ1hapII8Ec8y8UTr/50CNUGxdbJqeGuDKvwpcbJ2s8OF9ju96hUcF+6KHSQg/A0AlONyvsDwPun23xAznE7pgzJpwP3xqR5Wq8CMKmVwpFOr/hFLd95n3Oan+a+VeDTM2DsIh5iDz9taIoofaadCeknOlyKKlu2cmvcqNRF/ZO+DYG05k672BesF4BOTAQndZbXvkJ/ZK5EqgS/IhPMrsq3dqTAQXBvTg7BpPcgtlqsrzCwr16vaLfR9KYmULIHogLViRjDosKuGy4ZB3kEOuK2SxHot5XhJL60AUnmMZPU9KaEdcer1BN6qNFvwuAOv3GlUvWtiaiScCbFaOmeemRauJOjh2D+ZhaEWKFxcJqEiDOhi1URUVhvWlvH+2XMIwALQG0hZULmS6YEtj3xnkVeyzhoNR5SbPKCjM7SoqIipG4IECJbpuTz431zyTk1bbhouZAIM5P0/AUAMJPpwxJ3Sb0liCSFYr475eOuR/a1k/G7jkJcjLuSHOPVZASABbyju/GDaH/AOCTd0+waYFGG3StoF2vsOoUXTugaY+l8Rq3zlvcOhU8vrCAyrYE4MU5ddFTsnoqMkhYVH4amf9SpC1kdZodFnOCuTmngFfM9kO0shWnWwjpsDiBNFrti9JeZUVdEaBK6GWd0ckynXUORfWwb7MIpylBeXVYRUGtDaEPbB2pmCxmQdclla99imswf8pUWgAXWFXTwE7SMeI6B0GENpByX6M5W3XeeQBrdiLlSTkzhkn6k4pS7YdUl+AjXOPZ5/L0eSFjQKRsdenKdLySM3RhgQthSB1SRagBqRWOaH5iwYRYVncTIGVdahNnqDhgqWimji0kMX2iVOyxamMAua0WgkrrnNSWonFPJflUw5VMq51CgwCiU+WqU0aOS0obToH7TLwQKcwmG49m3VjMPVbnaYBUyp4sspZdIjloSd0K8ut+1O9F43EdKGm1U4jxQaTQHKREcKRuJBPjGvakTJ5RyYCSrF8CQ0tmIu9XhiZFP66giY9LRUI2V2u26oDX7wo2XY+z8zM0DTCOwKoFFEdc7A9oIOikR9sKPvf6CR7/+RWm1CXVHpMccuBd0aAA3/vnuuuOknIUpbjEi0ycX5pWoD60308qdH4uA8MFoWtrZzGxVWbon3DOrvMh2EGx82NeAHwv5NL+opQVcS7iQ/BMEcG0GCrUY8U3nuN1xxJk2dVLaUmk8cI+4muuL4g+qWCF3IHTwXijCD5VfZi9qgD2ZhEQ7jN1lkKfbf8xBGihpHwZuY2yFmtsgLLs/DvPbeGosgWLciMXc93xSmnS2aKeGFBhRQbk0ngGYUSYwf5iBaSlO4FkPNNv7EAL66p7+LJTNhUTWKpI/czSyk8cUVXG1IddpZg7trpUofQQt00og31MIZhEcbDSmBn7So85pcr24NHaTH8CWbkQyNOFH1kwExxIZM9K7kHoQnM11SDv6o6I9n+iXdAwvZyZTIgN1sfRTMQs8jBnwwDC8me6kov0/rO+S9ynVro42ba4f97gZNtAxwEnG0HX7PDOBwM6HfHp+x1+9PYVdscG6+YUn7ylaPACql1JRhQaDbhKMMHiELV3Mtr8ph/jNUbMdP+nfBd3HjFOzC2spy62Mh6L/8tc46IXdt4uHm8UdsF0+Zi+aoxWWS7kXItMIJFzSjfP2SlFAm6zxfTy40rf2YJh4/ip2CebpmX8ZNa/3H6SWxXQBhL1mxQ8erV5c8ARR6qjDTNc8CXZueZK1hxQRt+1A5h1S5MYtdQR8L6i8ngV/dfhVu10Uc2pfKkvi+zER0vklZ9NyqsFj+6Ks8skJFGWM9VMSFn9CaDq3REQVv1pOCGvBlWUjeAcFU6YUhlS9p/JKUpykEA8dUZhhRTLejER7LMrVa6TTk2KEGpg1ap1REUrrUyqj8Ev3UzJXZpw3psmkEyrTgIPW50Zsy3qpm7LNGZHPFRA0CR5E50a3ww+Z/fMkZPy6Wp8r7R9VgjgD2wHr3SY+DJPAuqqBVDeXx70REmEVFPj71HlHD0KgBunHU7WK5yfdNhuga986TaO/Q6H8QLnp1t8/gunePzkKf7kzy/x6MMd7t28hXX3BPt+euybOf2l1b9rtPNhDgBeWWhGpah0A6k6e44qxR26Hkfqrbb0dJ05V++ncoiB+/53dkVKwVT6QnuetjdbpJT4EKlgorXaa7V52WFVodPtD+LzVxrXN1cS0NjvZZbkQJiqGNuC9NpxssazrUfOoeY/X5H3bZVaRGpzqeAkb8jEfC3DYJKRgrOhgSw50Plgg8/GBR78Me1jTqV5GY9TUUFuE/BbeKy2xVEwmf1IjasLxyu86d4GmkZO0SlCGU3kUjcAMHsrAacR/UNUac6VKUPYlEahcXyi0c4r2ERCoRGK7uMBtEdkhR25+OTaQqQU1dD60gEVRa7mGIpbNCFzv2mMKkVqxUHFU0hCNnMg6v7M9lLCnBAG7CDoVyY2sp3n6kkmMml7BqHEDz4nyI+1W+brLFI0I2fFBjvYOBe/0SMIlCkszPE0UThJrrDNVMaNFiIkF41iGXMoBhX3bp7g7s0Wt843EAG++93nOPYDVBs8u7jCH//RAYoex32Ph6/dwfnJGmebBvt+6q+hsZ2Wal/EeFBwP3xIzTkJG2I7sOvnu2saz051JhSwFYbSmh51mdSOMNrN03PLrRufeXqoAXnT5GQX6SEeABFsSmaUzclf71TaKvdEjjePRNhGIE+GuzDf0LmGrqtt3mxviZPUE33OVljbZO2STedzX3X61qeRccHOc6aMnQ3xK9mzxmySlGZ7YEYDO8J6xjkUmClEpb9+wUu84SvsGXIPWR2WDDBWRUSyf84gkzjMewFUSBIXmCFI5l1BguvYxH+m4UpUKQF6qvxEz6pr/7dGbnUgmt7WkL14iiphambP3pnmbQ9BT3s1gnD0vm8lsfepTE+MGdFPtb8nSJGRO0uehwSUcdSb3iJxDYez4gYHI4Ej4MpZT0961KNOoFUFxwAxRzcHSuMuyyrT4NhjXlMAcoUzR8qJpxkYqtBslzmwWjX4hZ96gNOTHS53V9ABOByu0HWC4agAGux3RwzS4PzkBHo84tF4gq9+/h7+6X/zYerQVtaZ55J4wOl8Lkuf7Ij2BOlfpnvGvYJmdWCTj7k7W0rWsXsKx5v3EQF6c6hHc1YyRPJyIYrL2bWu2teMsbM+JSo9INL5dBZmHGnQopOy1Io4KvPyP3dUZtcAZg81QHTtWwIS+s6p5WSZyh/mFE1qoikNHxSFdOZzKv2Qqc4dZqGMCv+4L+5dlzqtqU2rbYl5WSbQ2tg1UvXLt2fwnF7iCIFXetN9TNxlqBNj0009prQszUTEklnzGPxb+U+b8l/0ZStUbj+RlODdhbbA6glk7C3sttqVETW3LJ2YVpM+t+na8H9MN/Uk017XKJPi1xVY9pffRA4R/ubp3oJT7lDjL8BPn4fNn5REUOaR9ska/4+hSxw4ssnYMYqU/5jXicOId14aiGR6Q4asM1m0gvLuxuXqqamNCuzG+UbLrQQ2rNmW2ZEHF2zMWe61o4uilqToBGhKU1E8fHATX/jkOfaHAYf9AIHgjdfv49/4h7+Cz3z6DD/1U2/iV//u57Fun+DJB48xHI/A1WN88Y0H6Bp1OkP3sgRMP/iBy0352JSUdeN0Tv/x28obRXk7ekl9IevNEqBC1NOMNacCmIX+q5/lGfyrrNSvNTCdUunTf6No4X1pVcDTtNa1SUxSRJXCsyUqFljUskf1uT6Id8V5NiD+AX7O9MbggVBzNlrWseTSEn/HZMORJ9AZshlGhDwynqivYI0PkTWLUV06jmma5sPPNgWN1iD01HoyXoT5zm04XsJNxgq/YO7QRCO4R2jQrOfqOkGk/F8m7Ve86d6mNR9NgGA0aYExwJSIy1U85ee8r8jkfbcZ+5HB0VYdVmyTlqYStkJziB0iBGctLhAegxRUBNO7/Hj+kfv3qMg8FqZ31mnpizk2KQE9qUeDGZOOjsEDAYgZQAGz9F4PMQUPwLR9tyoxGfwuDsLeTzi/f0utJV3NemAAxpdkPWEOmtOM32qdIs6yspthVvaRtq1Rz79xmZACOKH28lYAZVWe5+Wrdz/L6coa3mzPeRrm7q0zYOixu9rjl37ji1jrFc5uPMRv/M/+XTz58H+PT376F/Azv/Vv4gff/1/jG7cf4kff/xDPLlfozjY42bQ4XqnbzyT6cs+qhC4KyXHKNxjpVR7HfD9TK5W1pSyAs2C6IR9Z9czWbNb1a62Iw8lCsibURwbRWr9cUyhLwbY03zEtIwrvvJFZI7tkDxocViUR6X0wsnN6ME0lAoZsBTXlYTRNcdBz2+ARjOqUbyGu8r8LTscyL5U123ZVPqJXU8R4CXvG4Tnni825zhkvuU+jCcU0Q9/nvRFN1oU49UFuTbfwuDHgnDP5eOUn0MTOiW3GTkyu9wPtnKUAjfS8gBYHM8mzXBg9jMBcDMxBlCPpp7DYo98lqK8/19VkACLdSZWR0xXmPAsBiphlsZ7Yr8tFBXnUhjR7nugJ6OWUF4G5AULlLOqDC1Umftmeql1EqWKxaEoDhATIj1CrOWpjWCGTZlxRpGrD4FbF6ySDGlLyXDzC9TbhIetCHT4Eo48zzTOcemRvxQ2POFeyCTypkI8I8OJih4v9HvfuCH7hX/9bWLdP8eJH7+H9H/w2bp/uoI/+EOPuc/j6117DL/zWv4Xf+y//MX7/t7+HoWsw+BvFSE+syhcWnCi1WM58kKjDTAjRU+UxgRxz3t5/kmQoGZMcc4plGn3JVCp5CM9t5jSNy1leNmb9sMRqtjwcLEwV6sP4mflEQLtYHJBlwEEJjz6xUbi+22m5LgDguSUaF2dmc1pu7c7WtozSSk1Tq4y3OVBngiw7AWV0yLMQnykPEeOlYFPCMbNtGW5kZWUGCNFEPySCig4XWU2PBxTf/32V4xWcYbwNjodVRBQQyhKsjWU5k0+Wlcr0Fg6BT2QSXbUrkVZwRJUKLb+X3WzAYKUsybGbcCQLxalZUvQy+7TSu36OVqzjMyPUmdxtEaZXbgb1sb/G8DRyF/6bOE3BjclXkTKq3f5BsyKyF3xf+rroeixI8T1g+sG5E0DMlaCW2swpzmoEBUBBV9pH8GPpcwVUQnyUui++jouCqvVF+fLeB08xnn8J//Df/hTOtorN+V289U//AG//4Ae4/METvHf1Nm68/rvYv7jC+a1LfOaNc9z477+G/+P/5W0cjiMaCAbkQ50fSoU+PjLPJF1E/g9eTFOaapljXjExILFjyfBtbeMtE5keTmPZK9Jq8U20cc+x6uF3kIbTtN+vsaWKC9PYbLtTcMcqYkFf8HcB3MkiYku7cMWAViioS4Uv0T/ossxNa8wvha6ainFn6t98Rz1/m0h+G+xcnkbZkh7X/dq8HUcc54M3bPwx7wWt1LhGZr8VsGD+VtyY4YyfCKnZc51rOl7leIU33ReHZvllK8dnJ+QbskvDXgOVSgK2n+A/wS2mfL8uaJiEJf6jMFpQeS0QEQrxL+iZOVcSd7lACljOzFGkbP4PtFKW6m99RJRJoQL531A0dnmZl0aX0WraOMxUPeRo/I+Vq8nSHrY8AwSpJVurWFZesQEBzMDV839IQOwjuvPL41ngkPKl4qKBEHfqazMFNS+XQKHSZU9j1KliHmbSjWN/xNOnI9786ufw4z/6FobDMzx7/y388LtPcLq6iefPnuPht7+JD374AR597xIf/vDHeOOnX8O3f/THNNeJR/zaMTP8cQkJyYnZ/G17uILjmeiUTvo+JbG48o/eH0tc6n91cmkm5GkFXwYuWSM+TM8F5bdKN/L7PlOyf/FwbKj02eoIojoyY8zMgaSTSn1fD7I+FvEr/2irJe5vOnjZkXym3zKglc2EnYbTmtMC5GsavsB9EFsJ4aRfTMyoAkV/aYKCAoqgzu3RoNkhl/IcljbydJUT6d9rxCHifZtCU0PSFCXcv+b46GpS0wtKyzFsTG+0kFRk4gZZKMv7EXS1Liv2pDNsYlzKkZ3rzLDI0024oQn43c241yFrd2Qd47M7mOJYa2enAKSk3WbW0VTUOnfKt/LIXbHlfBmbY8QC9KpjMYYAFe+xaKI/xispkK0mGFAAu5FbiVfkJw2FiC+JpPRp6X64KGUn1a5S6otHAnsKGJKRhQsLJ2pOP1cb1hPQ9DegZ7ZP4zZJPAegEunACfKDPmAChdduXeDwfI/jcMRP3noHo5ziSp7hvBHsDsDl0KGH4uk7P8A4Ai/efRfHyyPMfgwIU6UfYURy7wYwvEKG7WPbV7Y5ArSFVSBgKzs1cvIhQH4Ye9XGQWc0rSrfQyvrlTzHr+oOlKRiKg/aWysp/NqBCeYYAeXHh+XMEc8jECaCaLo1Lqbo9nGdEscql3fqYhsglgFp/54c0NR9KXKSiWc+9RnUJBdO4+eNiDSPEth5IR/Nf8nJl59SGjh6rB1kXMBbOMlUkE+H24tg66WeK9FR9RWT9B8i63R9n6/2oO4C9JMyanI400BjTFTzXwCzPcS4VBJYojjPpc3yOg5cEthMYa0lAZX5BHbIs1590KVRIhJyv5TEqRArFhefEnUbjipI5HGWhWWpCm8jpc7ODUkirUhKAEFsf6UxjC9Bp+sLzSdgP/OJU5qJOwW1wzYkGbIzYlaEEKFCNAJiJRFQNc2ZFJsUPrhbO06rGmVZTRdZytmCCQPkDFqlH0u1lWjdHeYokGYKPJ4cWux3K6xOz7HZnmC3WWGQLVbdiFXbYhhvot28j6a9g7MHDZ6/eB+rVsI5OM9McMVOmPwy3/QYrpnqkAIyIs+4A99HJqRP0mD79ZVNZeNGEx+RVI0zdFGy/2t8b6LBtYT0j12foQa7I9Y1pVktWVqiQcI0tW4kCL7Z7wUUpHxetuRs6/aOQyDkmyyNgd24mdpl9Mk2RP3aOKT6ef85TW3GoylrNNcd1y3iQ8Q6IVnmUf3iK7b54D870TknJ5MV+p03nOzCMa71NOy1rv6jb62YjIDq18qkUxFBgrO545poYSNIP0y/zbTNup0hed2z/8djUFlDYfFYPAUbQ5QH+8rC/yVY1XzHkPpK2Jy5gYggWFq0VccJsHxfagA7IlaePKf6Vg8rlm7K7BoALaZ3PraT23LPWyc92ArIoTrrgm7fzJZ2chQGkphkLtzFjOYwFp1YHWBSFMfSGQIzLoInrTs36VF/mHiZgi0BcnrF9I1oSjfchbwaCJoCXJz9iGtHV0PXbTXapib+RKbisf7JP/kR9v1rWG3uYLU5wXp7hrPzE6xXLU42a4xyF2frM2w2d7A9v4+33ld88OTotKkA2kzMMnJ9sFngZC+nYs2lNZlXswTXk/iUHFlJo3tvbAKzvfnURaLI+QIU3o6Y7rGd3iBjYp4C05e5JNIU4T3+PF/W6VxkwtdkCG8Mx4r8mnKLjt9kRB5BtcYW6pvosluNPGUt5XeaokGBtWNNsxWfzYGQzfuKeWZrDq4tzF+mW6EsVQxM6GL/KRSjjJkvVb/219pMt5hke8DsulzIaBXuWJAkz4jvNIDzM5/MSSYuMiv/zXyKNb7embzCfYYAP4LX9qVmyuETXaYhjmAtpyts1TkxQ0qKIKrTplTkiIg0czIwVbDBhNSUVuGgEm2iU7+VOYsLxQTYTMadPIEBiNBKOY8hGIvB18YNVHmvij/ZfB3rk8BJeZIzKCoqBiBa9V3+CkOH5CFVMZVxTObC9yglQHVSWYErKZAD9MmmlF59BdMplCadgMpeAzW/ovyl1UvYhaFagboqBV/TETGmBR1lLknj6EoBLEoQAMfDAbK6g83pa7h37xzdeoNf+Pn72J4OuP/JU6xvvIHt6W2c3v4ETk4+Ae1uQDCgVq8A63KKVo4CgYyo9F7Ad+AlLumkh75KcLorw8HEHt+bfIkxC/9lGTvtOSgzukJWhdvil2U6YOEIw5yWLYWllUC0kfK3ppeRQxHK6daoIfVQvWo7puCfje2jaHw3/2Ch3uhR4DRmwwM6R/gUz87qNdSJ4r3Ceg068YxsCFnE/K5J70ubmdPjHtn5ScHGSgOCF2WuabGxcCydF79e3Kb8rzY5ciB6c4KZSdflzwvHK6ZJedg8XGzp1AUI1/UTIK4LxMUqwQCtOADK9bEembsw6JqcrKTxbHfHzpFOwQA73E529LF/0pQLJ1rSvqMZnwhE/WmrsHRlSquiodRLqF2koaY9jdlCOoVLQupn82kQdWSN0xQONIDN+BopttGDqel3o4MlU+DFnU0lTxEC7VBMi1QnXqgLLtIc0Z+BjI8oBHYafXlwQQUQjj6V/FCuUgmuxapxurHb3+iBMOBpxQ0H9rl3CZtsTDyFH23ToetuYtWs0LW3sG7ew80vfBF6PGC/W2N9p8GzD1a47B9gtT3FZnMTrYRMZwBSlNbGs3eAToUyAf/ETUQYFN7PV2G+X24ztn6yTs4mLXA66l8tpasI20rBQiUq/k1TL0oXTYdVpPptDRIt7IrG3aMd4Uhyb9MxEo0CJf2IPXafqafMg/ClEgH+fQnZfElhNsT2aH0oompYiz5WwWPsGcp1ksKSEwyMW8ZnLT8bljbJfrnATV2IzpnED+5/dPtnyS4GbGDdMKWRBSfGLYkDsUlOzTST81dKk6bBqc9a4Wmg+fNJhX6+Lk4oUQdFYRYBWvTqkbkBA9TBIGiR2fx5BWRpv6lNSQGrw6Tvb4WB2GRJlMmpF3lRfrwendnD+L2kqka/j2NLgxRZ0owNxBTgVWFAhcV0cSaqf8uc03QIioWGrabFaVBPc/t0bKSQu02B5yjlZF0E5ZwpK5kpQzDNLa81iF4q0JimYedMZ5DTXeW3Bk08UYT4FkYj6T831CLHxuUZJty1G3Sru5BR8Pa7I148OuLz3/if4unqMxjuvI7Pfu7P8Pb338LlAWiaLbbrBxApsmMeZwm5YYdNjLCVR8DACH5mTlgN62TRBw1YytvjGtcTvtTbH9fKrT5m+BPObcZlm5oqRDX4y57Grbl8K1GCWWmk//KI/J+AU332VBkU/pIGU2rSDQKkVzyG22e5zvC8/GfpxcI8ok1djrYit5WkV8D6aIFPkmbEv9nv1jsjZLRNcqa/jTGB2k18LTUjznSTxQKnPbgiXDSfYYyWPBchmpJCUsrEpZ6U0z5rMtdJHBLp3I84XvnZpBxrMhlpEF/CI1ZghSpejc2i/+whFogIhsanIiRKN0rd3L5rjq7mDwooH3Ryrhpa6PO3ebmlqACIIhbnPq1AWfpRI8XGhejbVj6i8Hc6UjpvqmKM9igOHcWp8N7eDHucLxY9ZyUS42eZYBRTRLVwkMxzUHcafr3zpkrQchcgINW6pWBW7TcxyI1OibeLaiN0nlKLdWqW9aQe0QpYPAqu4C+cLoglU/Q/6FQR/OTHf4Yeih+98wL/2f/538OPfvBDqDZ4+w8u8ejJGv3+Ba4ePUXT3JiARlFxogqtXBUj6s+Qd91RR+EliFRxh1iD2qR/cB4ECEnI3Oy2gPyI+RF0lm/kVB2IbWUuiOI577qiyWcbPOB0Ym6XPzMtgngSFWedOL1uz0y9bp/J+7JrVbwrK2Tj4jWbjzk4xvXKqoju+ZzsXYJIbepVMWEx8ZC5WesaiI81SmUull8MD5xXdBV1nvwqIvAi5KgoACIYVR+LLHmi35R0iXk0pl7Dpfp45TRpTj2Z45iDr9CnwDsTfJnOomMypzg3uvrI5sHOmHlIZiTBkGBuCCzxUpnlVKnFqYrigMic55u+SX3tVJi376eQBzfdEkNqTsmiSSXo0WUAiy96oBF9uQe3WQk4qls2uYbOS5qcFrnyy1QTSc7MKg3OQ9YsqWQf8qhkC/E9wwXuXgta3ifpIHecKo8BQMfS1hgqwcqatkrmowKXxx4/+KP/FO9960+hw4gb5zfx9P0LnGzuYcQRvd7CF7/8Ot76nf8Ix7HH/vZruBrapKFjMXRaYJBznoiZgDYnB5k2/sVSWfarAx6lSmugEIlJu3g0evCRyj+NGtCXk0o9El4Et6d+Gl+p1vv3pR2pbJhtjXrLzqR2hLXeWDUnr1Hra/MnmfGc/FoC+ozROjtno5m0Qs7qv2jh6eg8MAypg5fcK7uAzNFwCfOkMrWqPHTtkpMLE6GAOfOlrlsQhDNDwkANDKQRGbmFAF5JN4P5+WqWhafAF/TLjld7ua91WgRiDKjJvubqSmxG93x3gNMm9oNodkrUrRvy5EBktgLkpjbOlI4iMC+gkgG2ipqqPgtOhQzsugVvNfk1Ox/JG09oKLWB5Os5PVsUK/MwMQP1Eav5hs6ZoWb400gUVXFIPsf7CKbMS9kBQK9xPsBcmOHULfCIvvM1lCRg8kJH1PpiPue5AOzQK94pEDeMl2sYjbXui2ChMO3NT93Gt7/5J2j1CB0HqLToVTEMLdCs0Y9TRuMwCvpDjw++/S3cOOnwYj9WILzg8BOvjEfL+u78dIptf5T5Q22osWmHydBX62J6VfevMH8bPcdQ16VUrTiOx5y+qGOEUt8Av+Kq1q6s1ULnrkuTCWr+qeOQ6ZMNlm4nUs17mJWg7KvdbTnptc230iXbw3eJhvPhG/R9RelSfxnyzp1jRqy6Ja81y5hWB8D3ckhulzuq3J7vgwcSxdXq5+Oi2iPkz/kWLVOsuIxnaatyPhRWb7B8vOJbK8pg4cYXlXt+RRx1ZGHf6mlHHj9XiIbe5H3FCXTDEeY25XPBvFjhKgGuKZfStfBrOeCx/6Yyvmlngh8clXKBOjnyCJUna5pexRRvifDI0Npex0Biru2n+KZd4aQUQn0444mTNTqdok3hb7lWvfNwSEkRAxj5uMbVzM6YdEXKm0hsXN6ncyebe2GepCCFPoQjJwPUqArkhIOt+nIwoVWfFLMbDqQAiN1WUHr/zk385s+8jrZpgXYDbU5wHBschxZHHXF1POL55SV+8t4zfPuHH2IvW9y+cYa/+8tvoCWnEJRl0MsvE5ayqiqRuQYYTK3y7TjTVYVuUdhj/sTOp/RG3pMKCDaoybap0TTz6XowmPowh8KZHOf5pN9S9JN3xODAltzxLBBA9Z358zLwc7wyPXCaTc8yfpmO8NtExPWS9xinGgXwPrhG343ZSFpslOvm1JHcg5qaD6BfljD3unbTfHS2/2o08bWREci9ui9VotoL1qIozLY+lvEkPtgq2a1VQw6aGiNVYged9YzjeKVbKxinbfSotKJ2mDMtszv8Nhbb8lXBsOwAazgMEJxXp9pvZTxPzcbnkLoZtab/4EUXpsgoqdSmMLYhUDEj5dQHlSULyt5fBiG+cSWkFzAo5dpAnPowmUx9TPIujzWmSzTF1MQ/ojehGqa9pem/muuT6fITFSPmG7MHQnxVcrqQiIRZ4nHNbND4tXwXcwR+kj4t6L1Bu8cRJjVmfbnYv1pgA5McyuuFzDDDWXzu0/dx+2SF3aHF/tDgOCrGUTH2I47DgOM44DgecTwe8eHT5/iz776NowLf+OJDnJ+tJqkFe/wuQpQgLUCFD5NI444DOlVhTgXzU9A27VfFRENrOfAMXrImzMejkRcClVRhaLKqHIX9PnNatl/rpmDQF4VzBqJTx7aay1DPaOG6WdlQjU5LM/UcRdHdsEyjq/BRSEdc1+cDSO1KJP/nwXtFpMmWZ6miFADCbXlCplIYpMvzNZJSkECFSDbXcIzzCtXoyBKgRYs0HNV1e/M+D1dJXwMn/KT8gIkgiqzqfpVwsJrn7BaZ6ni1PUPaZIcVmCADpE0uaeCso1Cc2VNJlprP9hiq2EFf7umnPpBWNanQpKywtMxF9frYIBf9lEdaa6hLBgKbbjh0k5IpTDzFH4iCk9odMCSFCailL1x14JYXxZLNXPMg5Njn/LU2pqA8b9sjdW3zkaXqQIgJRWKp4rXojsbs7AL6uYAJpb2JBebkmVuc2k0+jUld/KxRBXit4tLUJUIXo4XB6caNc1wed1g3DVoZcLnvcXF5wO7yAvvjDpd7xf5wwO64w0o2wNkWu+M57ty+ifVqBeAwkWW2UiZaAzvDKe3CwKve/ZYL5kSBiZL2lTT/NE2XTG1d9QtrGbAZcoXkWSROV8Ht32XOTowyPDFuOMRwizFDRoeZ2vM5MVo0BT8mVb8RoOCEpS5zP9WeYXWY/Wg6ER/JdKdz1NbHoT35SaB0gTLfJmqiXpyNoHwnZ1q7myTDRGNG2zj38jm7Y3YPWqQlNqpEEENHqs9AzWGJ56mmAcX1l6+1Y6wqXl+SIQXwis6QRp8igFK9SKfm6RACF1rs4OUstXGWWyypXzLzBceorDVGVk2n4iMZFc3NmKNfU5ulqqU4V8YhgjMpkq5z0lQIHAo2zqzMqmCRraQyYSmD1vtq9YpDlfsF/B5LHpY3UzjMT7wQ6i9DZd5DiJIBKOX608oxhrJsgfPT4gXWHYlZB/whW4ydSApce01Z1G8F31YRx6OnlziMZzjuLzEceqxWHbbbFUY0ODxvoBgwDIAMgt2ww64/4P7+Lk6HNXZHDeBQpqDi6ywLYisl2+OprEgF4Gpk542mqJ3nbxyLlUH5RM45WlsBFPHbgh3JHGVQ8qKpLOK5nSvtP5eVHec4ZkVlQRh1FjWSrFPLwGwqbnO1VGkdXOQxNfXAPr7a1V2oaWhA/OA+60K7NAJCJiBWJibSyrA05QpXgJyxVNf5WBHu15jlQwmmjpVshidSWvK7ZAMFTOdqp7YkWJo81O8Xte9a9YAiN+hHp0FfwRkGIzNQlX9Ykd0Ss0e2zy+Pp2gY/lSUceJxYZxVfCbPxgXBhG/uQYCskeEQbN+qLsDxS02hLWVa7dtMP2vq32fLSxZj12xvqPDNUgumtMzbZCckk5njCyOSMkctVmDs4Jv6eR+V/Zp9V9dqWfYXjNooq8BZ+mIk8sJpx3sey1gGOsXjL1XPMiODzDCj4BEhg7Oo8jIA3Hsk7gWtpsFu5youCNI219nv/PAnePbzD3Cra7BZd9gfdjjsFEcFGhmxlhEXhz0wDlh1DZoG+OEPP8QHF2s8uzjANMeBy+mY+p9nQkaXkeGRC5rnmR7EkA0h21xiTpqbEi8Jj5Lu8wPa7TqWo8OeINCbxCKa036TWonTnuIqwwY/ocQp1KIkXZo+MJBepwHZKWRADcdTcIACgrQSwkuOMp9JZGTDBYdi/j5isVNbNRKKFJCYrHn6VxJ/J/oau86YVNtmmdLSM6JZM5LvtBVa4Ue9Rve9VoM6Hk+AuOeV0rLMIGovpA/XjOL9khGllkvHq7/p3pWVOKA8dAFz18KS69W88ZtZ+7IjBB9GWAa2gplEpjnMuJzvx0ldaFyTHFhagYVDtE69AtYVUJCwyQ3e+FGUwh2sxUVZjLXK5QfQTueTY7a0qrKSKKxSFqmvIE3t+xLRQAo6Jp43DjXBO+ZLLUlWkgJM1fjekld2fm2kU8x58/XOX5Wo0CWFXHJRPlWhztLUiUbDZlMZId31edsoJD8J47t9ssKNFXD7bIPtusXlfoUXF4pnz57hYt/hOHSQZo/VusG6a4BmxDhe4O0ffh9toxjGzFhWUdYRK+pQy9SwDIqTEG3yKtNSotT3dEWtD2nH3s9qalVa1PwlbHXRiKbrbZshricKfN+tzKF8itQmaaRq3m7wUWxlEsjLCcKE6JA0e6R+8hGpupinOQwOFMJJ1BppU6TVmuaRzAn4i7T56kKW1x4orcA0HKg3nV9axpjsx4oKeWzrp0Ik6sVFyqYTn3nMeuIFwOpXVfGWTz0WcycyNIyvmQ72NfN037Jc7fjo9xmWIRKJLsD84l9Ti+t20Kb/6CUgEpFTbMLrnA9S+iUgZ2Yu1E84IMQqhQzD96GuZ0y+8TvfmsBS5irWyGGaKSM5rFolTZOjwq+Z0RfVljpb0UWRgVSgD4jfBq0A2uwUNT5EUJGLa/KOVP5lcsSxF2hyR6HHQMIUdVosmiWX78Kfmafq7ZznGv2pR5DZ2IM++sbGSkCZ+qccqAUhbtQJaaxXWrlU0fV20+Jv/8LruLkd8fzFET94eoG3fvIEbz/a4cnzPY7DgG3b4my7xvlWcHoKnKwabNctHt4WfOYTHf7ixwOBnEDVHqXM8yhz56DMdASxhTFahE40znO+CZbKZ8tcZEdTlzjN+G29KJ0rsk6IUNndBO5Zz9x50YaQm38BRJN/o+GU8rjTZ7MhZplpAnANO+jrDCUknwuMnPOo7nLJMboX4t9LgBUpxfJrNKBQJdo7B1xf2YUZZ8v13B0vLsyhVmlb8OwENB45LFx/WFehadMcbJ8WdF4qPVUg3WPMNhkIGT3kT/b95Vt0r7AybNKE553JS74t92fb0kJiSmpHgK8lP8WPN3ImCBLIJwIpPaphGQuqymbBs6DbH2ic+phXsRbRaM2rMPXYhRlpeAPpEhx4hMw8yYrJz9i0RkoeIq8UrTeyEsx296b/tOYP98OgWZov8U8BYIxK5GsYOE/7XaeuJcCQ5TbhIkEzYsoCKN0Ze3/ZCfIdBgHMCkHjeDTZaeOpsbYF/o2/+Rl84RMr/OTDF/iTv/gA3/7+E/z40VOMozqIN42gbRqsBDg/XeN8u8K9e+f45J0VfuHzd/Dk6Qf44AUKOIWz4zdK+OyTfw9diNUr4azXtwug9oYSKmtRkhOviBOA5KIGqdqYlowyAdfEOa68nBlF2LhwL+SGTd7eZ8jLVleKcEWm4UnlzCmSrfn7Q+l3m+HS7LUAtKa2RTeKl2bZiGOPgHnIAT0ATytP/Wc4b6g/p4j4l6VRqBV3+/xD5ht1NenHdeBWXCfjMdEgpk/en9Fv1LDLs5F5uaTpXCZ1hL21PojOOjf61USv1pyJBkv7w2nIpYdl87Ha3ps10CqUWioumPZ8mO1BSEyAUMf6Sv77JbQtzqk6WecIrzkCT2iV96pHYX44lHn8Ue9tqmuUkqMVb2t7fNFBRWj5PHsYgPm5rKNpVQZaWTn55bw/cUQsBctvbKiUDtbmGn4RaHjZ9LWszfzJE86BjoOVgdo18LU0VBQxJUSpdI7YVBpQraY7Tze64uV++ksP8A9+6SF+/OMP8IfffYL3nuzR9zuIKE67FsM4olsJGmkBGdEJsJIWoyoGBdarFp94cI6ma/A7f/wY+75LYBXFHBUw8rnKWUQgFfKXatcrFb5kM0WsfFPnwUv7rFred5fI8pbxvarok9mHhUPTHzuSowhMJQcftpFmTA7KZDq1HoMSMwPhuUg9MR8va2y1l2dpVJOV26Y4f03D8jNBQ5NdLBUs8CEIa4gOtBRVBQ6GuyrOhMQ/zYd7DSclhXl13Yc9YWZuwex4CdFTtQ6opeYrlXlKk0SIwbbB2NHaRxum3jhSAfSwW/YefzlnCNpgzd44N9Y0VYuwWQkTMdSmdpFKEw1FqkecsyY76hl7ibb5kVuz05GslFTxFXsaSO3TeErVcVBMRRD5maZLb86ISsMERcuOnguHnH6NaMudlSBWzaWxV3EW65htLDDfiXtTRBG/Vg7xemfIOByujQHERO5USi0VH7DM03hA/Ct8G604hy8BBwl2cnRnk/q3e7lEcbYRfO4TG3zjc7cw7K9wcdFjpyPGXjH2Cl230P2Irpl4elQA7RHSF7uQBsNwRAug6Vo0AH7y9IgfPW1weQB6S91mb8eEO93kEyiqjixMSKoJtChyjn1qhKBmjlC8fVAhmD1akK6SWet5sGLABqONag6lADrAelG/HjauV2ipzITjg4OrOyZB3CKW5zjDDbfT+bxE4wbwuhpi5goq0XFSOJkp0eArGW6gRKO1UX8baYxpq+YKI83dOE4GcJXfc3tP07o9aRq7LpXjOWRbMk5kDmmiRukX3i9GOm8nRk7hVKMLskwSXB//W3OG6nt9ZjTmHLMbiBjEVFTKtQFQ7ExDcZ3dhFghImKfOQ4XrKTIMJNdTYOWUZNghdosucfrgMi6qZ2luvJc96g44agxkcbnx4XhmEuK6X2Lkn6uldp+DZaO6Xw4xQIUZexcYyTFERDPkwxyojKPnM0gU1dxfIHVS7AVo86au/G6OTCe1PZrKdMFuU6pyazVDYDTdYOf/swtfOMz57hx2uJqd4QOI9brDofhCto0GMYO6I8YtcPVocd+N73cdrffYSUDhqZHqy06AY59D22BVhschxF92+LJiwHffX+Px5cNRi1Vmb5CXNgBoX0W8e+Av/2FZygeu5R5hevi/eIAn3plPyaLNYkAiqWwGN4iw2eEHXPe59CWovxSXOImBtJrsooAZHZwledJlM6BveKar6RSYZK4CoE5aXRooXk6Ve/Ba2YEG0lx4HNMDf9YNV+odlVyrNaWrfQ6ZyaOjXTSKSC3S5rDR3BO4mvSUUU99doZlvPE4IQRVUA80/GFQwHo8eov6Qw39zRtohA4CoFnLlNTbh5EiDksnsI1IOg/FpNzh1kMTmZQgKrbBQlVyFptOKo6frxCXy8/vOlH8Pdlz1S1nuZOs4AcbEdGcmQPg525W/dpkOPPVYWcdKSUrtj5hjqNnnlvU8S+ZwZaG4/cDdI9gm8AHaFSHkoOJSPQWT9pPjVfFZS5yEaTLqYv7gK8WrlM1AMHQSPAZ1/b4je+dh+fvN2h69YYVXB1OELQ4+mLK8g4YnfssT8Ax/0ORwiOvUCHqc9hKI/y6wCMDVoAXadAqxhVAG3QimK9FhzHFt999xJ/9pMeh6GdCpcI8NmdQBsHCJ+wFwdVTo6NznhNMGQrMuqC9ne1yKtcRYVGL3MssiAtC2Cvd51IshdEQKDcylVWPQiy0Rhsa8jP7sQ+VdWvlTN0KCKdByIQ53xYtoLiHMiJUgdTH1VBHhcWWcsI8aQ4u3oELFwxTx+nh49MJxAyLAFI0Zt6r9R1hWSRK4/rVwgn94aZHtD1KQQxZgdw+QW8nsyaJXESsX9t14x/WWe43t5XU6NYjdnFZFxLndMWp1bN5nEIGzGBrK9Cs0iDKVX8OHPCkVZbmqoFK9kmygkfIpTmuiPNT0MWM9Wc7fFdF8cs0LuE/Avn5rc91JWt7IQRey7U2eRMivz8dwIdKs6Z+qYv5EznxE6N84qTfucSN1c39YKX+cyQ90TLbPn1QvXw7rCFdXjehh80JwLcOlvhl79yD7/41XtYNT0OwxGXl0DfDxjHEZAeYw8MesR62+Fq12M4HqBY47AfMOqIoReMsM8jdFAcAeio6KRB045AAzTNBIpd26CRAY+fjfjTHx/xznOFjoJIjE33GS5xJ+8xFYBJ5wpvdaw8R0N90RN3mLdYkmHNbE2fJX2qncI82BFPlcLlH9Opg7gJmPmmbt9GcZ9Fhul0zY/abufukpwS9TcVwZRTBXiNC+G4aRxFSTUi9SyzluHIE6t8nhWh1ZVJFsomVhCV51BNtlHqZcFZWqA5Ujp2GabYUYYTSw9PyLOCaQAxOPAaEQIsyac+b3wbBX/FlaGPNC7MNABMMOVxG80sC+UoCmCNK2OZ569ohl4rLNWsdXJ03lwW+6nfHg+iJww0VDbFkBWCLAmbO05Bg+Zf8qTwkqKdojBLDjw50aJGRaHzHCd18zj1uqIcXHNaFFn1yyefhtL38rnIVWAb3AsqWiM3g5M25b656Nv2SsOEMr2zqbD9c1qKikUCrLIjCV0MzrWt4ktv3MLf/rl7eHh7habpcHFxxP74Ajq20x5Ws0LTAsP+AG2PGLTFcTeiaY7Y7RugaXDoRzTjCJUe2iuOhwEiiov9EUdtINqgFWDVNZDVtDprATQNMOqAru3w1vtX+OPvH3DZ29tXJpo5ZcjccfBxIywtZtsCsbcIwFfnDDruUGteG9sc0hhqg47s8K5xRMXxRQ/A8psSa7mzHpbvtGeY9uAXdCjGiv1m699uNJHZFYClbP1MxY8M2ME7SU4oI0NO94XWJ7PjfoUCi4yE1Ce8cCxlmBx/yC4JioXHo4VHNJ1e3TUSr+sZpAucNqUb8xZS/gtYySu8JQTWhS8qkZq33//SK8PV9m5mvTkRE+zE5SAwSap2G0vQtew4lvx89BapOjUnDU8YkvAUtOzhACMUxcDE21vD7MxfeiRgcdWDGaQpv5ZU1uSiKv0gFvA5TmnwflG+QhcILepVUtl8Pacw6pVR6qYuE7bhWGBS5kbTr6/idHoYO3UhTQHzyQqV+TdT/uAmogXMIXg7F3nF4WUzyBPUid8NgM26wW984yF++au30MgIHVe4utqhHwdsug0GHDAOA5q2xbEHOhnRtVO6VzpFfxzQjw3aFXA8HiHjGv1wANoeQ9/heBzQtsCL50dAgRdXF5Nz7VooBqzbDlDBMAo2XYumVTx5ofhn33mK9y+LAWh5sZbyjEqa3IzUggBOMSa1IT2CXwi/1UEBSNwRFnW84jhahO2y4YrPWsvq1WEtjoXCeepp2SINjh2XUgHNNXDr9mV0lWCe7KyuWmQUY2c4r1bIs2eHlt0jnJv1Y+3mIBFXXGee2Ybpg28XhMS9R+MD90U2lJ26wji95JJYDikQl0i/Mx2MmdeESIvfwpmSzTM+KQrmZNQZ//IFNHfVnnkYT/2wiyelFdurSCuF7OOKmlVTs/igMAoG/hls43aAYkTOwzJJuv/KxVMYMdEpTgEbu0pUGGoBa6TryT8GyaGfS3aK6neaylhOCIpzA+3SKZvc8iYwR+6zcVPkOzmWkfeJHP2qOrzlJUUaFYVeG8wLe5hJTFdJYbmymjMsM0SKUKNwJR6CbUxvwIU+TCKb0VJKKfY5FmQxO4xHk37YHaY3z1r81i+/gZ/69Bl0HLA7KLpmctxDr9hu1gCOkG6Fw26HEQMOhx7DoGjbFl03YFDBvheIjDgeBxyvBowCHPs9tBcMo2LQEUM/FdfcPG8wDAMGnd50MQ49jmOLYWyw7qYytK5rcBhH/P53r/DWB0eM2ngQ4XbAxVA2S1Pt8BYVG2ifZ1b6azDIe0GysP/FzGaAre0/9hsXdV3sTYAxdv42nWGYm/DBHjtHBWa1DddjVRhokNPUF8l8H/5alarHIDqDdrbPukApwo3owT5VQX8aYzLnhE98zxX3pjkJbtkXAbxSNnMz6A54lWK3FTM0wga/eZ8cYcxkLpvAcd77XcripNmkX2oZMe//8s7w5M4EqRqR4ORE6qIPBkOhanxOtdnUbSUQzjAXiUhqzdPLkcYCQyJf4HtCLsrwmAt/lwp76FqNc9M9VWFhqTI2kUT7KsRmDl4EHGjYy0CjL3v7QJDaxOQSZ7h/G1djNUnKOXct8T2nWe39h3CD4sjbp62UEBXA3hKSH2ln52s4iTHtqTQhSvE0x8z9qe0jFh7W/pxYFMAWQRWqHuN2l0m2r907wf/4N9/Ag/MRTdNhPDTQRnB6skHbrHDsj7jcX6JrGgwqOOwHHPsjjkMP1QEyArvjgHGYCoJ0PGLVdjgOwPYEUD3gag90DXBxecBwGKBNg/VmA2kEeugnaa8GjH2Pw15wPI7oVh2aroM0AyDAn/zgAt/+cY9+bOKWJ1f+6pVdxldCUTUGIWKilL6b4UPIYvp3dicXSdfoMGindysUozAbMzKs6jx6tDrTXMFoQZZK7QxDhrMAytmQdcBfBbSwXeFv1/A9sQzIQoqWnAmPaXrodFYOrb71ij4TjEIr7ycVT2w1zLe6eJuqiCzxhR0NVZAu3Tuai2SWK4PtjGUN6rnldkL8yZqFWduqz8QcO7fkKinQUPwVbq04uavhgMpYZcPdGVQ4L+U96PYtk5Mjyhz1jOQM509NySzhnrmSShF8CsDPacAc42RraWgloYH2s+oapXbeOvnV2V6LEARz8JCcbzE0NWd2nVzKqGaA6WzM0/P7Ojff5cOcYR0p0ChexFC5E7b4xsa066tkmYE1O2ByatPcJxBukj4Zf9j85rqfbpej82w3BvQ1aFi7Tz44xb/9t9/AJ85aoBE0XYt1KxDpcOwVOgDPX+xwdbiEYI0RR2zXLVZdh2MPHHRAfzjgcLXHcRyhIjjbthgGoJEGo47oxwP6sZkKb8YeOCqk67A7HCHa42o3uYHVWrEqREsrOPQKQQcdezRti3Y14k+/f4k//EGPQVtM0b6BVJPEx3yYsiSFGWbhElapSP8QR01PipxMj1VDt9PeJMtibseWEg8HQcBC47Hoau20HzkgSqZ1TaW2AW845KDPAiSF+/ME0UY7r3UZ4axtQwTl3VepuIHEM9P4aB3jZEfGgUd2XqzX+TnGyw7DeOhbYKBgADDwn13LhUBGJy8ifDRhSfsJn4Vn7pgN3huQ0hDiVC/QVO33SsgTkL9CAc3J/codhBf2FYhxniYUKxE7arJHMpoaweoaI1ICmcp9rW0udGGjq+aldYqWDJukxe9unGbDysAdSjUjEvISS4XoUh7TfreTGTqWDN/GUGokrGh0kSuRK12Demg2Y1uxZ2wgZ0iEzFO6uYR7PrdynVrwY1II7Q8KdUq/z8DYeMR018yZczDLPT56MZJM1N87X+Ef/e3P4o37gq7psFpv0Y/AOBww9oJhGLG/OmBUYLPd4jgoehygwwiMOr2TUAaMI7DuGgzaTy/31ZINaTpAB4gecex7HAeFyojxAByPgKwVV5eXaDHtJw7jgHEYMMgRTbsFoGhE0UgDHVcYdY/NusHv/cUL/MsfDRh1esINSoVp9g501NVk7OwyelEnc41n2UShTvSZnC/ymiwcYLKydN3LSivY5tSvIxpZhxc9aGZBLkwJyliXfFOlhhfr2m7nQXBLECZg142SuRfOkPghyxxP1Z9EQVplsl/hbQnaM64zJDN66LAn5Frypj7G2UnOcE04P5GX5cz6FapD4MWl8eQMI4uXUYh7Z+fK5F2XJn2l9xkml6QsRFbG2DLVgjKJyXaXrFFcDCYpmkolIAmh096WlTB7K4v8DNwsAljwTLb/yco6B26A3ax6ahIkEPU5BJeq3qQ25QqI0y+Sm5W+G9ugL+cYUuahBn2nOfJDb6diF5NcpDdt95JQiA72rPmYmjWpKnaEJbvipn0hZx9vPA9npaqUyiyzm90jUptpOLEMtZxarSJst8OJJxMZU8bg9vkaf//XPo1PP1xjHHoMWOHixQ6rpkE/DjjtNugV6BVYrVucbLbYYHJ2l5d7DA0wag8MwKpb4dAP2Gw3gArGfkS3WuNwGLDdrDGMJ2hkj9MN8PT580kaMmB/GNCtVpChxWYjOB5bbM5a6DBiryOgI/b7ae2nMqJpJrv6G1+4hbF/jm/95FgSi4QCSw5AJr0wgEo+jxVA4DbP+9y2FeKxrBZNEnYe7KZQtCK5XRqrDnpMb6VyPEaLIlJVSGlztyXOOIjS1TalQBumx2BV0zduH9sAoZrzneuKk3G2gmJHDknfiB6mgS4iEbmMlHErPpizElnCjRBiso+FmcxSteVrPHFaF65zYC5OkbbREoYGPeYHLaPYJKfI9JM/0tANl53WqLFkDHb9K64MF/vh9/IpMCvOqGl3X1gUV/mhvAbwkmxjyveyUbHQSYFm0yh9C0dx9QOnFVE0MONznqpF2kKbxyTIfONqxQHP3YXqTYJyFwRakOa5UOoqabeI0xSFJ8Yh2uck/8bds0w8aFgoZuC9NECnys/ph2u4VdySUFjDdNvcSc51ar0uxmC74QKqiW8v199w9mTSdr3Eb7dvdPhHf+tz+NInTzFC8eJqj05W6LoW2o+4GAacrddo0KAfezSNoBPBet1gvekw9COatsPx0E+PYsMRu+O0guyPPcbjgFFaDEMPaQRt02JzspkKFXTAMPbYHY8YhxGbVYNnz6/QoMHlvkevI7brNaADDn2P3eGIlXTohxFoRqxkDTRHNAL843/5DN99z+4P5Yd06axWyt4CQCyFPQotuTF2OiTPtlPcPm/x4dOetjeUAiO7pjytRiMwme9/hT5FrM8pvSaNjVK3kO1FCuizxrMzDtlbtag5j5dqkVS2irALLfyJuoF6Xk4u6ofSZ/evzoO8LxevjqK4pLLhOfW1dZpzMXs3Xlib+rVKqa8lHyFhr9zG9nDdVoH0L+cGQiZx7RLtfDbvseoMM5f6cB6WY7gmTfrqb7onJXSiitGMUC4YTPqQRnWjIzB0oDeVUPDzPTly4b54c9ciNR5ES59ufgJArTyljBVhUDWSfY0RRol3EfplRaMCUJgiYp1omqNn5E1wCgeciIjIqSEL11OMFPkCtdsAai6mtAWKYlJkzawIdjJMCdndNWFDYk7ljSvj0DRQ0HndEUPzTGk/aGbFBP7VUKxNJ5sW/+avvYnPf3KNwzgCg6IZFes10LWKXgXbpkXbCM5OTnGyaScapMFuv0fTtDjKFTACh+O0P960Ddq2xTgWPncrdJ1iJQKMHdoO6FYttB8wDgJoi/7qOa72Bzw7TkU3TbfG9myFDkA/Ao+fXKDvR3TtBrIWtA3QoEMzAsehQbNu8Y3PnePDZ0/wdNeGrVZ6ZGKxRxCajgSIVXYh4QTFbB3A/Tun+Ie/9hr+g9/+Czy+xKQrXiRF8vCgzT4biIW8VU2u4XLS/mWpxTZazPfYKmPCjbgtwlxXU41jq9vQp7w6JAUhPSotKXCLfcjoxd5ByHkJXieDq7udfhoGrKxsK6VtCUB5c2Dm8CDl1V0UVFDWBsThqVE4cjUa061iCC+aNClnvSwr4FRbhk3zWHnFmZ2g9SrlTUnGz8Sj0tbfLUmQl1PaQDwUfLpi9g7c6niF9xkSOpKDSMblDo1YJuKLh2Y04JYSzSmgTf14A3eCqe8Z4E8U8DMyEOIlusdgMkUOttzOhsafY4keFVixCssb/MEaFll2suY8ywUkoMRSknh2CaQ8BhbefaYlu3S+1GLsCCrC6RfYECtWMQkuUfCSI61685XBKqYwm3SVVE9XzUxeQ4YAwC+3Zc5z4YTtGNveu/XYtcC//sufxtfevAHRFs0I9FCcn20wYnoazEm7wZ2zDTD2UG3xYr/HqmuwXa2xWa8xjEArpzgeFcARfX/AcJBptXfYo9UO/XBEv1fcvXOG/jjJoj+M2O32kFahY4Nuc4qTpsG4HqAAhh447PbAuptuu7ixhYwddpcDDvsDBgi2mxXaTqDaYBx7nKwbvHm/w5++M6AfuqQP5owYjhLaViDIWRWu3lYArQh+/iufwhu3V/iVr93Df/zPHwFoIuUK+P77YplDrVTUd/HUsIcv5CxMOITQENtjKwVzGu/m8NWYlfVTkY8kHavIcSynXU4JnfN21CU7lbrH+oHZ7iiE5mwDY6bxbknsioKGqAQNGsjxCoImD8xrEQQu1U7DKE+4pkFFU4KC5OuKjebnyZJu5bAgHzR+2CplFVC2YmQWwsAdsc8x0rcqnGmYHx/pDLXk5iWRl2bNZ6MVUZ5uPbD0iesGGQorrvcZ4GnqK3FZuUY88LCbE/JGW2ie6qSYU4qoXEdMdVZxUOGaoyW6yc/nZGFJVdQRflBp9VWDA6t7XolhoY0d3rLwkZ9j6ApfRZhpJVXTCSCFaXaNsVCWafY51fcTzkYuvyjxMznCSeKRvBRX5uihZAGoqtTVSCK1Zv+G6sW1U3tF0yh+9qsP8Stfvg0ZgXGc7g887HtcHC6x3a6h2uDF8RJDo7h1tsLYC6AN9vsjnjy9AEbFzRsnaJsV2nWL85Mt+nGDfhjR93v0wwbHo0JaRd8P2HYbSDdC2g7dWjAOazRNi3EYcTge0OAmPnz0GOM44qCKoZ/0vlt1aMZmeuLNSYMT2WAYjzgcjjjKiFW7hkqDTgSfuneCH3zwBE+Hdpq3NEWAJV3pVcEhlbCTkEdgl7i8wqxHXDy7wDg+wK2zFmcrxcVx+sVuFfL7GQWQ9EzbHLRlfc8ADrAj0dSG146LK66CB2kKrjrqJwMgA0TzSDlmULpcS3+ewk3Be8xvFq4lM6tdT/6kiPd4pD6u+WbbTTZ63lcLXiif4x4IH9LTsTR4Ulu3fa7rsjiOiRS15NtZUpqUi+aQCvoiKzFxdCQGJS2oKs6v+1Qfr5YmpdmH08tVVpbmsHsQa3CPzzX42S/l0wyMW0QswEopCbitaMciX84dTyea2GBVAlCeIxYEGgN4g8kx21ojDLPusr44Nu0pri3CNjuaUpdMVlZG0LSjiKjAPhljpI/owusopBVmXUZubqm+WXb6ze5DZB6ETENPBPYw50lOc3q8h1mQQasTT//EPPNBQGQBAkgHhdqJ4vWH5/h7f+MT0MMOh16w2axwOBxxuumw37e4eLHD6XaFk+0KXSt49uIKx8OArmuwWgm60w6CFVQH9P0Rx+EKY9kTHAVo0WG97tA2A0ZM+37H/oB11+Fqf4URHTbdGleXV0ALPH8x3afYtCt03Qonpw3OdAdBg4uLKxyO02Ovmk7QNYJVu0a36jBqj+NxxNgLZAXcPtvg3qng+b7HqJ0bAa2XSCdKEMO8dVZVaOYcBT7x4Ba+9uXXsLnR4ca9O/jsmz3+5DuPA3iTgTH/zQbtPEO1ws04ueol28q6VrSUIEHDrqgHr92y71DY3moC5jRUIar6IalxTK2cr5wQIkjLhyS+UzdBs/8gs98V9B5EibEDVwKxoy8LKCdqxvLZs231OBUgzm41sXS7Zd18qQyvhTB5J9qz+DI/mQbf7K40VLN0U3in0Udc9pLVKF4lTVpHDUkxJVIppughlwAzv1jK0tZ6WogvxK7xhskseDqG4TMDds6y9xBYybn1YwYqBXAzYCYulH/tzQBGY+OCIn7Xs3aqY95Z2ZIzmdtczSHWwmr2xQj8Aq0uIo+/cGTVAnyfhmZU0zWlpwDxm6UVWnL+WRMU9kbzUFvmE9FH4DPx1NaEFFRoBkreC4r3EC5MtKTpTzYt/sGvfwHbpkffC85PT7DqGuzlCFWgaYGzszM0jUDHEY0o1usTrFbT80QfPX0EjCPOtmc4PT1H07Y4lQ46NBgw4thPM+vHAatOcByOOIwjFCvsjoq2XWHoFZdDj9VqDRXB3VsbHPseTQu8eHGEYMTucofD4YD1+hRnpy1GaaHHDs8vXwBose5arFZrjHIAmgbDOKLpjrh1o8HJiwGQFhd7djskj2JnLhbicSiKfTc+T3x9/PQK/+E/eQv/87/3U/jWn3+Ab33vccjc1Uw8KTP6fuBkaxN+0v696ZfMdcz0TKgd40e0n96FGNXFqH63OZUe/TYDhZQUq1YgLEjec2ZRAGGkVH9JI9mx1T60pizPO1+fri1f7F46IDAx1+pEZazm6SBiltgz9I6sjUUQjJFa0SsSjo+2JyZt8x8yVis8dSmS0SZu/idMoGuzHlC7am4C+CKj1u76eIU9Q8AX6AmoFSmKMmFQqiwq+tWvT8K1dCMPxoIRM2L1pTVfENFjNvI4V8DZwVRgaVUof2Q3Ol0TnxlU20lw5TYOd16+QR2hkL81HqBolWlkJ7/kZsJhu/kawIuNj0Rn7jcbTl6R0xgUL+QWwcc56OS0uQGHObps8ObASHlEEKqfnfm0eS6edc0OLfZGXJkoHz+JglfE6dKpjUzro69/8SE+cWNEI2vcvrlFr0fsjkecnZ5PN773I05OWnSd4Nh3EGnQdMC26dA1DcbjTagA47jC8ThAxgFQwaoDRAa0jWC7XqNpuiLhM+z7AwadHtcm2mLoexz6Hl3b4oMnL3C23uBqv8P+sIdgC2mOODk9w2azxqptcHk5QIcR7arD2ekZdrsrXF3tofsVzs636Loew3GFBlO16kk3YKeCptHpIUHOh/ICXUthkvqkfSbNekXSxv4wYN112LYDfvrzd/DNb3+IfrSHh5O2lc6b1I/MNMr1rJKpk5BWO6xd3EfW+CWbyvksAT+8gp8yYwHVzG40Psy2HMz8wW6vpkhyNzP6MqxzGpjXebXDqyUVzlccp0WImtKwKT/E3mzQ505WEbORQLEZbCm1l3Cu7riIV2PAGNi1zeIJqfk8DcDvzOGwKLjFfS2FGfPjo/cMZ5+CucYY+3lmOq6PkjbWk4okphSTIJ206DGKUJaUPKSQgVBK/+xWchrVrtckbY1uAfAqc3EFaZGQOwOruiSjnvExHwwG82276aTxRlEy66KJb9d4AJiDT229Zx6MFS4KDGqHmwOFonypSizGThGBAFaZNldQC6Ao9UqMSDhFulO53Olfj/inC1lHIYp7d07wt77+EDIesTpZ4TDsMIwjMA7Y7Q/oWoVsOwzjiGGvON2eYn2yxe5wxH53QKOKpltj3bboVidYbwC7u3Lse0BH9L1CZcQwNmibyXS7pkOLBmPboGkVQ99hNTRoW8Frd1doO+CO3MDxcEQjAy6u9jgMI/a7BpeXO6zXK+gAaCsYmgYbrEoBj0LHAV2jkNUE6qcnHbp2j6vne0i7KqkwY6lgejtIVmP+Mn/Hpviq0AKV1+5u8Ozph9huBT/7pdv43T99SkCUrBD+hFkDytltERboSXaADDLCulWCUgnHmhzAojOKc1rGcqBXe/l4URTXNTYqs4egizNnvKqs/cQ0b6OTKQx6avyM9dx8vT7xNPYHmQMM//lvCNieUmQLFlsYML47llpQILGNMdLc63naByFcsPEiyA1y6kBoggnCk7TKLJyhQf0eRJpfPMbRqKnDjPnxCgU0FKUbwBdkqm6fiyMBFxNTkaxI4mMnKtXv7MqUvvGgoViUGzcASPuLrKrq3lhLL9P/QyGSSolANB54pVKKYkUmILe0KUU9NWvyiaJg5Qbj7J6UggDjkrvzhfQMG3s9aijb9MesAODnFjKrlilnB8nGHD3UqznOzdR7JpYOn8aVDEIi4CWN7Yvme9TEgwMpsgwI4dlP1WdNI/jNn38Dp+sR6/UGjQr6QdA2gs3JGtAWl5dHnJ1ssV636IcB/dCjf36Ftmtw8+RkeqXSOEw7v3pAv28xSI/+eIQIsGpbtE0HtNPbJkYt+90C9EORYCcYdEQ/TE/j6fse0qwmMOiARlts1x2afsDpdo2b56eQdsThoLi42mPdNWi6LZoGOB722O8btN0GqwZQHXDv1hbt2y/QNgKREW3X4nichDtL0zvom5A0wKgohD+VqBxn2xY3G8WH77/AaqX4yifX+NF7DX78oT1wnizURGnyCoQlqyWoy5vmoV1ejOPWnWItO9J+Y9HzuUurAz+/OLWP3Igk8K8dXn0zu107XzkG0i2U2jnNbg/FynIxU94Lr+HXeOBSFtvdD74s39NXZipIc5loUrcz2hKc/rrzzFcl/bI6DQk7FxDqOyHFWsnXOC4BMx5zceacA9Pf0KyXO8RXKKChjdEglaaqlSKWw5jNer0gNQZ+45ZoLiLJ1ADpmYsSDpsjh2gbTiuXlfPv5oTCQRqPp0hopPmOCA9bXmkjiPSwFDF4B6RqsyqnUHbWHIH6PUWpHQF9gEJedca5ioGkbOY0khkV31grHvNw7mizY4xdnQw9XBAxneEQRyHSIFa+ZQwBoCNzyBUoUSP5yTXOg0onLb388O4pPn9/i1ULtK0AaHHrRodDrzj2iu16gxtnAkWD3f6A05MV1t0aUMEAQa/D9BzRZiqkgbRopcW6bdCjgXQrqCiOxx46AP3xCtKsywt9AWlayDgCfQORBt1a0fcyPXzbUrzNBjoOGPWIUQccdgNUG+jxAIXgZLMC0OFw7LHbH6HosD1pcHV1BW0E202Hh3fOce/sCT543uPWdo1tB7zzVHEcAamiqBlXzQ8qgpfGUgUaAT5z/wQn7QHSdNiuW6xXLX7ta3fw29/8EE93oUuKJgUv9WozFWZZiX7SLJRzZFPJgc51EayFEm8hKd4ohhPzldkONDpKWMfma/fizTMic8i1rNgIvj5TPflg5W8+TwukAObr9aDOdmoyCzLrUDEcio3IK1fGbHvKDImBtjJo9hYYKCaZ6rR64wBDKxqdj2lVKum3xZeT85wJtFxU5nhr6F04PtoZKoOXTab8de+N7PX80ljAu4BE4C9Ql8xs8gczmllBoVkAQqGKRzy2Ie4X53mw6OEb+dY57XsJkJ9fkBgDe6SZSnlqh6KAe4BwzNFeexT0cPWb5WqVJ1s69XvpJqsJphgPjWfV7RvRDwNLHLPgoEzcng3EzxCtD3aF2W1HVJrgrYDHNKXQUFVz9JrkWi5ZpNt+l+JsKbeWJ8XEiuKnPncPN08aNI1gs+5wslqhH0dstis0hxHDYY/T0w7r1QaKFk0r2O/Ks0Axom1HaDutrobyIuLLywus2g7joGjHEd2qRX8YsGobnKzW6AE0skY/DDg5P8EwDGibFqKKYTjieXnbhbQN9lcHNO0KbbNCt96g61YY+h699uj7Bodjj0O53aLtGpy0a/THIw6HEU3TQhpgGIDN+gSf+eQDfPf9d/F0N+De/TUeDgN+/FxdLnUo5TbAqqOlqN/UU4DbN9d488Ep7t5ucHbW4HTToetanJ6s8Xd/scF/9M/ew9W+dTA18LaboMO2pPQbQCpgsGQES2HRIuTUcAvE2FHhbo7NXFONX3m3L1YuFKDPgDjTktUx3LP/SqZte3o8U9sKIRSK2VgaESEm/81Zllef9cKCOSF0wsdklrizmyZl20kJj0FfbGHCGJ6yDCD8Ln9pMrPbwxYOfvSjBws8TwH8gf68jK29e3W8Qpq09E99aDoRYJ8r1pAmNRqTOMwBF8aUvohuVgIXGlNRn6R+o5S3nnw4QY+INP9mM4lzNHHfx6gfYGTRq0AxohGJVKQ5OR4C9ugoc+iZRt4fnFaK4XQyG4pJ+aYn9ZccGZtATr8q/eyUeqlugA8b9kQ68z76D0pZncuD2Z0PBHfejHXHlCprhJWsN1r4ah34+MvKrlDc2Hb42pu30baCk+0GjTRoViu0/fTm+U0nuHnrFvpxxH6/w7pt0EiDdjVVHo6D4rg/QroOzahoV4qu22JzfgJVwXrV4TgeAJnkrwPQtiv0+z1GDOiHAc+fXqDpWgA9zk5OASjOT1ucDGuoAqv1FuMw4GR7isNwiaZZ4dnzvrz3EJCmwWYjUB1xHKxqtcN6PWK9bnF5eQltgK5pcfN8hftnG/z4yQ7vP2/xlTdu4IPvPMO+b8kRht5k/FZXL5biatXgG5+9g9fvt7h96xzbjWKzWaODYDcc8dXP3cOTwxH/+TefTA8nJ2fiepLAl0ykflyija20JvHAaW4Pc50jzS8rOS5mS9jAWZeKJ7YqZQdpTovDaH4uKM1i9okPRV41macRxzebJ6dETXq82AiTlVQ1zxaRcTnZn9oeojgvODRdmhsNXbqPB8QrOUyhtimr6LdM0LxTIJAPv2d6FqCT4zd6DRIgs2DruuOVnkCTKkLBPijChLy3lj1npBGZc0r9CjenzwvgT62j2mkiwFKlukRH3YNHYx6qlD92W4DUV5DBmLBiR8FDAQH8DRliLrJ+gJJi9kxNTxMwTIkrK6+kjGwtVZnBAoX5CAXoBUh0kVFf+szZCVM2IynLZRrHNrgRgKDX8Zxly/WEtRozC0qLksOaUnrlMXhFmWxdY+9djyo71tEo0jB4e3j3FLfOBYoBfT/gZHuC43HE6WaN1brFMLQ4Doqh77FuVwAEQw8cD0d0TYOubXF6copxVHRti3FUDMOIXhWHwxGqK6AR9Mc92rbDetNCpMWmXeG477FuGhz3A9qhgawaiB4gEIzD9GLfFxcHqCh2+0s8v7zCMADrVYN2tUIrLUY0GPsD+n6Y5t602K5H9MexFNEoNtsNRAWHvsf5Zo37twTvPQfGYcT+cIVP3FT86FGRV3kVWx0u8R67r+2LM7l/a437NxSKI6Q9YJQOq3aF9bQhi0Pf4+e/+Dr++Z88w+OLUtBWbkcy+SWNLA7FANElyHgJeNAcTlCduhpIvQNXPwvAKFwnUszJZCfBzja73NDV7OoUPH78mmZceCs2uURbaUA0+8hUse7pVLFHkbCjJp4VDrHbr0OFcIiGhsHboLH8rsk9ArWDVLrrQMPp2RVNKY6KeKTamMpeM3Sg0k+fb/mdb9NP6CP1mcX33PjxCvcZBixX4qFGSz6XVMj+cW1Tv27qcq5CS5PLvWOKRNAkJlaJNmrL86mId5oE8SaHUOVayefO24y9vhHfnn5R+KcjIvVILtc1lUw5NKYestgTq39TnIb405cbU2grjklJc0U4cMvLV3OsmOiyF+MJmZck8sL4ZntApacqEEhOtzhXccTKRE02ORV0NJweTzzKqxwB0IniC2/ewRqT2uh4RL8/4vatc4x6wDiMWK8m53V5Oe3HQUa0qwY3bpxOhq9TIcL+eCxvsp8eS9YPw1TsUhi5bk8xNg1OzzbYXR6wblscDlc4HnscBsXV4YDhSjBgQAtARp0KXEZFo4JNN91Ij6bBfr9H2zcYhgZN20LaNU66SYd2xwFd26BpBgzDiGEc0R8HDMMebQfcuNnhxvkKXXsFNILdXvHZB1u893SP3diSPArzDINmRhdpxvONAOMR29U52maN9WqDbrVC1wnGXgGscaNR3L+5xuOLfdipNgXwGJZrFzTtH8dqkv6oBV8GjKZlfNtXAV8PKGe7Wd6GX6GU3Rg7S6n4QS/2RmCJY4XZhgXabFMaJ8xFxO1XmqrRkXt1B2Dd5OcyGyeDn1Y9H90Fz2unaHMNWqvipxoHLBjmbY7Us3UcVPtLFebdJXhjXqsbdcxB6MUOaYutpFbjcXQg3MvBwNKGlx2v9gQaJYOxU8n7B7gGK2uAooMjAJEqFVuD5/zSuYM0Yw1DcRox7R1mrczaRKqTaSc6ZtFX9bvagInwUFMAZb+svppMVUGrOjMZNmE6VIqgG3CQwqZUOwjQR9sPqN/j4TS5LEzRyoVcrSnZaCZ7zmYR9y/q7LeloMpW9+m08Oq7jMUxXqqinXgwQtFSNd520+CzD26hhaJtBDfPT3GyWWMYDuVRZoLLyz0E0wt419sOgyoGEYyNQPoRm80KUMHpdo2uFewOA0bd43DcYbU+x/OLIw7HK1xeHvDi0KORFrv9DqqC3dUBkAaNKrbrSQ/ajUDQY92ucSJrKAYoVuXerwanmxPoRtEJMIyK/fGAUXW6x6+d7ndcd2u0a8XusMfVXqGNoulWGIYDBlG8dvccd89f4MW+x+VecPtmhzfvd/jz9+w1UKYQNd8TJMI0d7PpMDZrQBscDj0wjNDDiNOTFm0DrLsWzTjia5+9g+/85B2M9DaLAhkwR6AWGI2htaGBshwMse1qXY9pABhz8v5ohaOIbYIoHjHHGg8E9z4dsKtMlSDqEhhPihNt3CwnIPcmMhbybOVszjXA2yMAlCIjqV02Y08OAmjWVSDAvCKuSe6JSwkTv0HJy1KAx4na6eHZ4d34ebYicStIooW+RBVrjBn7zFI5tlhRB3XRX+CEUOvrvMp0vPrj2Ih22/R1YnluyrEFUeffSEMdle23MtWsC0EG47kjsH2nZb03bOadzBjC+5wcvYRjjcq0AOQp+hrjCtc6dkycRpirZZ1azBVm0/n0bjpWPXcy9ptVJdUztP3E0Y3UvVe0KIrakPsbs/GJjW6pW0tbEl+pQMInJLHS9upEmmUyV08fxRwnlrLOGCs0zYMDFaCsjMvvrShunG/x8NYpTjYDVpsOgnZakUqLZ5dXwDjgzq1zQDA9S7RRdNLgZN1MhS6yRj8KXlxeQUdgdzjgR+88xntPnuHt957jcg9c7A9Yi2LTAtvNGqsO00O8mxZtC3SdoEEHKSv51Vow9D26bo123WC9arDdrHC2PcHp6RZNo+jaBqMcoU0LaTqcrDZYdT0AxTD0uLzaA02D9WaLG92I58+f4jh26FoAOKDtBty80eJ4GCDS4urygC+9eQdvffgh+n56RGF+IAIqkxF3hG0DrKTH/rDD2dkp7t44xWa9ml5qfLrBqgV0HLE/Cr74+m1su7dx2SsFiSUssg0lTkeU312daK86P2Cb/7C0a1eBZJZh3mFH9ozW2sXMNbPsWbqzikuUnEngxmQnKmP0KBHOTVO34EB95KDX9u8wVdaXKmMu4qkRNhfjzSadvs0RMF/Bf5mrgU+KsWpT02QpVJsHi9nww98HmYJZotXsW6Z7eCc8NH0q23dVpq9CVIQcE3otHq9+070JA5l5zKkoylAiojSTEQ1FR2rGYBFG4Vh6fYhkR8UTrKwCoUlxvaR/s2vyFa2YA8/H5CBCydKdCFKl+jSeVcr0ZcXL+yGTc1iKbshYIVW/1AEmp68pOs6rUOajEB+MmlpSvMI0DkY4QekTKW5ayogaY/MqX11xadN8cS5B2YjRS7j5/Iyfti9r9FlaxqZsLBKgaRQP79zA7RstNuW1St2qw9V+wOFwge26w/Zsg8NwQD8IticryNjg2Pd48XSHy8sDdrsjDscRHzx7jiePnqPtWmxWLV6/e46f/sw93L13B7dur7FerdG1HdpGMfYj3vvgGV5cHLBZtXjw4A5WXYdxnIxamin1OsmgR38YcbU74uJqhw8fvcDzZzschw4DjlivBmw352i6KR07aIO2WeFs0+GoCowjDocRXbvFuhMcR0B3Pc42J2ggONl0OFmP2K46bNDjwXmHd54o2S1iRQUD7UijQxRtJ3j99Qf4177+AHfP13jx4gCRFVoZsWqn11Jt11vcaUfcODvF1z//Nn7vz54BAowqvk8XuhCpPNeXSj0cIgv+uBM1G6H0otlUzIX6KdhiOm7Fa/FgfQ6qah2d2ylH5vEC7kh98nZIYL24TlYo6tzwvdCycobtlZbrrTbA/TiybWnqzfhCJAu1rGDUFjkSRCYXFU4lh+HJAYmTRfuqRKNkLJlYUngmljHIEtBUbxCDcbqY6YjskgYXip6MC3y34xUfx0bASoyaUUiOKbFPC6yKYErvlRRCYK9fz1GGRZS+2V0Yp6AXk5brYkOcRUSGXg3GT8BYFCr3pKykoNRIcvfUQ+14giu5jmhpaztTI+lcdSzx3ubrefo6FgrPnwy/pJmTayJl88vKiS+9cQPQA77z4z0UTRQ3FEtIt1Qu3HaDUvzDE5iobXwgr8Y1ikpaPtLfNAcFrGKV3aeIomuBL71xH40O2PcN1ivBsT+iPx6w2WxwUMXxcoe2adE0DZ4/O2J3tcexH6A44HLX47A/4s7tm/ibn/sszk+nJ78cB0XTrNF2grFbYds109vt1yscd0cMGNE0R/S4wo31TaiscTiOkHYqhpFheiu9iGIYBO16jfPVGc5vAw/u7nG132O16rDf7TGMezx+comrq2fY7wWb7QptO6VPgQHtao31qWB/GHA49mjbNbYngu1lj410eIoB222LGzc2UG3w+v01fvJ05wBnf6IKuRQtka7cuX2Gn/3ipyDHAz748AXQCE6300PF23YFxYjD0KMfgPsP7+Lv/cYX8Pt//vsY7P7J4vb5HrGUvqIVAszOPDWWQ8vQMfE+rSBIqd+ApNpW4xNnKybVigrEqXeuU+QeYgYT+Q5CDPewVKvWV2qywLznhWILyv3kbIzTTilgoyjhqLWVjCwTvAZVgZp8bV4AhcORmHPh2VJ1Bd82ErzL9PoZCyq8f+KVOVEyeF7riY0VudaiY8VfCfHrmuPVX+7L4EzCiAnxbJVJhMFeTIrb0pZBuTZQt4jDFDO0LlHkRuZ0MU3m8RRzWRUHV/UVypBDD1csLqX8iCP3zZzIc4zv1ramMHr0VA0bhwLx1r4lKmpD5i/qwvG9PVlwwUUubTPiG1+6hUePPsCP3x2xOzYUHFjUoqbVCPUnsCHVTA5NeKjaBOEvLk3zSCAe81EAnYzYbhp8+rUz7PcjVqsOh/0wvXGiaXG1O6DtphX44bDHOCi2mxW22xbdoDhZ38CnHqzx7MLeVnGKURvsDsDZrTPIZottu4FKP2HxesTYj+jHEVf7S3SbFg83D3B5NeKDxy+A/oh2tYa0LdoSCUur0EExDAP6fo9utUIjPY7HAcejoJUO66bFg/vbCTBGxdXVDs8vX2C/V0gD9OMBY9sA2uH0ZIX+MODqeMR6e4L1doXLDw94fNHi7tkB7WbAFz99jm/9eI8XO3KEYB4a+0Nfv/TmJ6C7Z3j/MGK1bnHjfAs00x5r2zRo151b3tWuwc27d0KJSFieFWKzJGAxn2LOzsI0W3VNjqT0VioUiwKGbWKYNEGnopwMpAi6SvvJpsqTpUiPsxOugT0ct38TdUcx0Tr1Z3bsPC7AXbmOWNkiQjriHDGyuD2vLI1sirfQwM5m1lvgEqPRbA/O2ER/7ceZAzWH42wxENHUjx9aHLfQRYVLvmDCUgXovL7X9l89eKDigypHOevNjldMk5LQDcjc0yqV8grhkVYzpy+WHtRJiP70+DqcKZNy47CzVvnJjDYdTqA/j0oSObbypCvcJqUoX1nJ8kpnrlZLDFZ3LGEGCrXK02tkMlM6ZKaM3iDUIQpULFixAWbef2qv1VnOKabxjWZuovjKm3fw1Tfv4f3zDj9471289c5uxotIkVBQA4U7bEWp1lO+rErlEMpICUIQwBKyY4aGoBoAXQPcPNvi1qbHZr2BKrBdrTAcZaqEbHv0g+A4KG5uO2y2HU42J1BpMGIPVUXTdDgbD+hWazQ6Yr/vcX7jDJvNKY6qeLHbA8fDBHqjoBdguwJunK3xwQcXeHZ1hcMR+Owbd9CoYkSDtmnRH44YxgG99DhgcnLjcMCuP0JKBaY0PXpMSfth7DEMk8o3zRpnN+9guxmwv7rCvj9iesQNcDhMzyndrrfQ4YCuabDbDTgMI+7e2mDVKG6cNPjip07wB99h2YXMY4UzJcpFgQ8fP8X3fjSg607wmU/dQdM02O8u8b0PB3zjK2/gvcdPsem2uHtjg+Oxxz/7g59g0JAYbO8r4YjJK5xuzvAYVea0LWXJfeQ202ht6Yu0WQom2N4IzZgf2D0Hjdoao8hFs8KSfpqTj6IUgc4qQWlaZeyGMCavSONJLHCZ2MRoUepHWmQUqtjB5V/pd4JuTYud8AYprlCHUp+UvwfX5RtBQeArExBYnLaPLIOgJr/Sf+EMv9jPZOcLBKtrKETqRyxePjpNKhwPGQCFgXA04soGBsPpyK9sDP4ofeCUYSiUOT2fbpm0utDsp3wDP+hHzDWFdLiucGKm+ydTNnLAqbtiFK4YKrN+g4QqjShmjLxXtuzImmAXovpNAsMAT114Zt8iU9rUnjkcxD4lv1Giru5sG8Eb92/ibNPiyeoU7z3auSFHFJxX2BaVT78LGU6eXw4y4pF7JoWG7msy/bJouW0UqxbYroFV2+DR5QAZp2j/9dfu4cbZFpumRT82UDQ4Odlgd9wBxxGn2zXu3b2B7ckah77HcX+Y3k+igqtdj348locBjzgeDug2wKpbocGAlR4h/XRTvOqI0xu3IO3UtkOHZ48vcPPsBI+eHbHbNbh53mG9WWPVtdjvrjAqgHZKG7aNYBxajOMene5wdRiwvzxgdxxxPA449AcMPTDqiK7dQATTY+W2W6z7DkfF9CQbEQzDgGM/PS1ntRI0reL55Q7feQe4+cYpjoceX37jJv7orcvpSTqJ98Fkcx4K4PtvP8Unb5zjp9/YYLvq8OHTF7h9o8MPf/IBPvvma/ijP3sXX//q5/Dk4hJnN27gre+9B65MTPZedN5eAZfCVjNoi4XI5pLeCMKoFmwWBbsi8AzbCnyJ1DplJCu9pABMBbHOytgY7sSU1vb2hFKg89Wg8XoyYMVIKVp3KKrVvcZs48GGegqREAtnw8giTnmcd6wWm5dtUSzxR6gfGpRxx5BFqY070LjSHR2tFNKdBiT2GJ2crUmD1UP5l2sEXI5XuM/QNtBpUFJenoqms9F8UrRwkgz35hhEOcln1V6lFTlC0LV8v96Sk5I8EBLfKsqtXfaZ4QjTGReQupf0fUSYYyvc4CIWO09OMQw+E2vGUweeLmDaaPZUpEWIrtbmYFmjaqwJWCjQsQwsmPg9jMDvf+c9/J1feR1/8O3v487NU1zsL4uYXJ2JhzKj08Q6My43eri+eem5hsn6PZXlv1UH/OyX7uPrn17j7FRxednjT77/FH/81rPpOZqfuot11wKDoIVgvWpwdfUcN0+3OL97ju3JFm3b4TgeMQ7AMB4xosF+N2IcBev1Gu99+AjDIPipn/48zrbr6SHZMuKw26PfK5qumegcFUdVHI97dCK4efccm/UaTfsB3n/yFD3O0F3u0LaC/jiiaRo0XYNV02GzbnA4jthdPUMrwOF4wKrZ4vRsesPEDV3heFA8e/4cx+MBw3560W/TdGhWK8hxxDgc0a07bDeCrjvi/SdXGMYW077ugGcvLvHDpxvcPR/x2oMbuHHyLp5ckj5WsnANEeByd8SHF8ABB9y4dY5v/vkP8Wu/+Bn8wXe/ha//XIt3Hl3is8MK7777Pj7/mS26VedFdfyWAx8t6XUucAsHUgW49bGwMgvS4xEadiuO4UoOAYuOOYG5OIst01JxBvKWihTWfmHwzbATOpx1fcKKiQuNF1VpscV48W68Im8MOw/fk1jBVNmP1iTdUqVRjGI2meYMLTRSG/rdcHoOt4W3ks9bD/HMWHZX6sVOXuxSi18Wzvl+I3GZ9cb5fP3xynuGUzo02GCrQFcB1yWhfZ1cSOOX+668erQSfqNyqFxSTTNpLH3J9kP0psinCdpS2gQ5VmDnuhRDxCqJrvR0EhNoQtRoqlMHbB5CvMuqVIoX/BQ5GWKW1ON575MRKIVTsUotBAnzqFI6f51NOO7GBQXcu3MTKxnRdg1+8sEFGjRFFsaTSmaiVZAR+z9JO1MhgM4U3itGvZeJ9p/98qfwxftHnLSA6Ii7Zyf41a+f4ccfXmF/GPHmg3MM/R5QwXZzgrYZcPN8jVY6bE5OcRyPuNod0PdH6KBo2hbnZxvcunuK9arD5dURXTfdB/ju+0/w2Tdfw353hadPL3D54gIfPn6OToDtRqH6YzSyxnbT4fbtLVYnZ4A0ePx0h/54xOP3LtBiwDC2GPSAy32P8ajoxx7j2GHAFjfOW/zM1z6NOytFvx/w4vKAF1c7HIceh4Pizo2b2KwaXO0PeH65Q3+8xO7YYd1tcHJ6AugIHRu0bYvX7m3wGz9/inefXOLPfvgcowI/+uAZPvPgBJ8cR3z2tZv4w+8+L+Kf0rHF2ilYiXSdygrvPe/xmfYGHl8cge4M+17x4tigaYFnV0c8vLPFcNzh6bMXJK+MBfARlcDUip8i+BGnyxxWtsA60rX0u/WRjZjdrczPhbfDtD0y8g9g2+FZTeSL25sHmQy+EvN3WxR+zBycfgAJIi16jOsKt9hEPM1Y7c8nTKujkXKZlJr1KvjxTR5ztlUPNNPE5sAa2hhJjdRx0+89pC2QiZSZt5t6LsVX1x1zPOe+akTPxys7w+RcfNRCoGHgqIbs4KfR28NieQrMl/rjtBnK4F1+DV0EECkIN5piLFyV5SXJQsaxxExzSFLRR+zlOUWxDjOFrhFXgzzZ2DTBFK3zzAPs5864/MbVZWaUypFVngfPIvrh3i2FKjG/EiVH3BBAs902+KWv3caP3n4P+4uLeKWLAJZWc5IQe8gJwq5TZge6a34nsoNLilu3O3z2jRPsdz3a1QqCBno8Yt2N6LotzjcNVm2Hk02D8/MNNpsTPH92gaYF9scddrseDQacnZ3g/HwNNC26boWua6c05sUVzs+3OPQDcFB88599B2988ibOzld48MYtfO4z99B1LaTt0LYdpBUMuyP2hwGj9nj+YoerF3s8eHAHX/nym1i1LY79DqMqulWD/eUOx8MBTQPs9z0wKi76Ef3Q4uT0BI8+fBv/39/5Q9y5cwcP7t/DiBbnWwCjoOs22J6e4mQALi6ucLZt0O+B/REY0WIYB9y7fYZf/MoDXO6O+P57U4Dw/kWPz+16fPFTt/BH332KsbonN8RuAdtkk+8+usAJBL12aDrBUUe07YCrveL8dIv95Q7dpsOAFo+e7yvJayU7k3vsf5G6Qf1/JnS2SsMeKUHm9D29BcP7R2RuSIe0apMUTWYtkgrGK5GK21nqM3U8z6U5R1TDZ4lNU6p9ssIPx9wS4XsGaVqsmAOsp6OJd6U3tqW0qnj5Coo7DuSJwIWDC5NnvHuV+EX4zb2FjWfX/lKazKFTq+QYbc4vcYgf7QwN1ADUN9izEgCY3u3irQOamSChTW/23C50K8NWVkhJkY8LW/OMQ38lCdeEFEJXCKrKSx/fHNZ0+H5l6TylTMlP18YN+onghS+gSCy38ClQRB5p2Ly3FxuZlUeeeVOSh11jj8lK7UYHD4mQEKJA2wK/8OX7eO2swXd/+Binqx7nJ4LHlzzL2Bth0LPVb6p6o+KpWTABeKVgfr9duVZ1ehg6BF3b4OmLA05PWnSN4OLyiKtjDxmBGzdOcbZd4d6dc5yeTm+h6HvFyckWTSvoVh1u3jzDdtNht98DaNG0Dd5/dImnT56jPxxw88Y51usWx14wSoOf/dnP4RMP70J1xLEf0Lbie4rjcUC72qJreuyPL3DcA2M/4N6dG7h/7w5W6waHocXm7CZk6LE7jDg9W2NYT7dH3Owa7C6fAs93GI57fPj+c7z/zvv4hS8/hI4DPnz8Nv7FW3s8vjjg9r17eONTD/HwFiCHHW6dtGjXa8hqxHvPLtCiQ6sjDrse4zi9zWK7bnG+XuH77zzHVz99H1948yG2qx/i8pg0k0xP4i+AR0+ucGuzwTAAq67B8dhh062wu9zjZH2KFweFdIIRaxz6MNAJP0y8Wo0UFeGZCtIjBVVRh55MIL9QkbDsE4tdZQj3lSdYi50BC13VrXgufE1x5RrBYThQQItD4yrZyQnOcTalMSGZQg3MAOLO5Iib8xyY00Yl/+57oxXe5xpOwyXMeB14XzJUCLr86nm8XhCNxqCVvbGkXt3y/dQuVfYHUyNnxvWu8JVWhlTa7GRy9B+jitYsD3eYH/tVmGQREZ13p7NQ4lvW9PBokQpFoKAET7lOgv7Yd5ZrWcJ7efEyUwk8GLME04srYKtPwF55Y7RNfDNpiu8xRGGLjZqgCMlLSNRNWbo6Bx01HIQTJWJAnZSPk4SUQlO3W9hrqUZII/jGlx/gV37mAZ4+foxnF0ccDwM+cVvwdDdAxzaFPvPK3vKXFHy2pwvacC9CqwN9AxZ+R90Hjy7x1YenWLeCphWc31zhz//0CYZB8I3PPcTr90+x2XQ4HhX9VY9m1WO1WuHs9Az9MN2rp2hxuevxg7ffw+7FFe7fO8PnP/sJ3Lp5jn4QPH30DO882mF9ssH2ZAvpOjx7dsCqEby42OFb332Er33lIZ4+fYr/x2//Hv6Hv/VLeP32GsNxj3EcINKgH0b8yV+8g//r/+tf4H/7v/wfYNPs8X/7f/5X+Ad/91dw93zAf/q738Jv/OrP4bXzE2xOgO3Nc9y4ecTV5RUe3LuFs/MT7A6X+OH338XxuMNbb7+Lv/j22/iunOH+vVv40uceYNNfopEW59tTHEeFyoj1usMbr51htRpx7Efsu+lewLfeu8I3vtDg7nmHq8e9B5yuTb6sj8rPXkccemDfA6erNfoDcLZdY3884Ob5Gh/sezSyRtspVp0h2aS/9fs8Q/8QThcxViAhtQOQbk9yMuN7djzJUxQzyPYVNzEonQtd9gSl+Qg/4yVqsyvsaJTtIYJQpY1LD35pntnd1o584XHTaYVl1xhOVk2JPuEL6OBbmNwcE7cKjouhMY9PVAtLoi4QJFuHyU0p+NJoWvlhKQzjZ6TW9zT6032E9PolKdZXSpN6lENOLzpmhOVPBK0eGgXhk3DtHNwYAo5LT2nJrphzptQ+ljHMSbLDywK3fpGYa73GCjWgeWoSe2h+w2kjab75i6u+K4AJ2wtv7LK6sgCVUL3vot5isdzEuzC0IiNazsY9msbccIyTDGoDnto15BxbAb702Xv4H/3mZ4FxQHfzDMP9Hj88HrDqFD95MuDJFdMx9etbiFiq6DOeTkodKZvCWxdatmSbmpd8C9D0ezx7OmBz+xY+eH6BR09fYNOs8Pd//afxqz/7SYx9jxf7I45Hxdlph9PtKQ6HAc+eXWG9bfDOux/i4ukV7j+4ia9/5VM4WW9wGAZsNitMN8rv8fT5Dq32U/p11eK7P3of/4d/7z/Hv/vv/BYunr6D/9P//Z/gf/e/+YfAcIX/zz/9Y/z6b/4i3nzQ4XAccNj3GIYep2crHFrBi6fPcDgM2Jzu8eTDH+Mnjx7h/MZt/Pv/yX+NQ3MT/+jXP4UW0wPAVUbcvXMLPTp8550jPvfGbdx/KDg7W+PNz34GP/rROxj2O+z2RzzfCd59Ady5oXj+7AkOR8X61jke3r2BtTzFz33xAR4/ewcXuwHrzRqnssdhv8Ptm1u8/eTCrYs5b9xvKMAbZcTx0OP8ZI1x7PHa/XNc7Hu8+akOb3/vgLY7Q4cRJ6sWggFWYWwCM9CXJFTTiGm00JH6Q/mi4lkGrVJ8VtTC5yzjk9zxrHw04wsDtVVBB2+SKyfORQVuWFCgQN4+iPCRTLh8joBhAfKm3xz8xbmW+hGAkAJTwQ/ZH+1jOlvBuBV9Rys6WxYn3h994jfGxG+EqOycLEOYOqqWBuQXUeRb+XgPKIxO1qr/VqpJTTCiDGiFWVIGIollR2hfssLl/G9epy2xll1KrOt4ciU2oVLea6ddUm/cIIw+tCGldEqU6r67GBVvr7tTJ5LVjJIRxgMCBcqeYVSNwfdAwqGVdbUiz9v39HLFncdepEEMakpGGkSJXynGR58rcOfWFv+L3/oqvvDGTewu9nh+scXZyQk2W8XjJ5f48MWAZ/sB49CCD96ET4qhRUZFobXk++fxrs2Yyq01VoUCYLMSPLzZ4o3XbmGzXmHVbdDqEYdxg5/76usYhxGXhyO6Bnj44Ca6dYvHz17g/t3buHF2A48eX+D22Ql+5qufgbTTS2rHQbBpOnz4dI93PnyBb3zhPlpRXF0dcdKeQMcBu90VLi8ucXYi2AxrNKLYnN/FrdUanYx4sVcchhVEVug2Aw7PLvDW209weRjRDD20WeHZxYDHlw3Obt7Hi51iQIMvf+UNnN3ucLg4oh+ARltsT7b47g8f4T/4j7+J/9W/8w/wg++/j0eXDf7Oz7+Oh/c/hc2mhY57fPi8xx++/Rd455HgvQ8usdms8PpwxB/+4Xfw2msPce/GLfyNLwI/ePcJfvThJd5+ssMHT1/g5sn1z/ANrQoAHAbFYX/AarPGi4tLtI3isLvC2XaLw9UVVt0n0OCI7aapAB6Yovd47RjKDfEMfkFBcl2ZNtPvCnAiI5HnY44t2WqJfOOJOPzSM0nDejafbm2oUS39pWBO0w4jEC6KeFvotgVjPWMjKbZWFGgElGiJZuRV+PF08QYiLThY7HyhKMnkXocK9tfkec1rz6+LYuZnGGeDFCjJeAaJdK3zW4M6L9uRqsgIQHJi1fEKK0OKB7hgJscUldpWLBQkoTFTBfnksjMs31PVSvRSXFV2lmVlYr8llhjQo2LUbGRx1LVVT6Rk6sjE3JAUg2cUILJN8ZResCo2D7u3jhI2ZFQcROSnXBTzkjwGD8xyyTDRBK/ExphkLGU/4xe+/ibeuLOF9oLnV5e4fHGJFxcXuLoasTsOuHsquLUFHl9G7GBOd8mYYPRWSDYzrJkDJf6J4lN3N/jlr93Al18/xaoVHA/TS3QfPryJzeoET58+wqprce/uTdy7fTIBb7vCkycj3vj0bWg7vaz202+8jvV2g0EFF5cH/M4//x7+5s99Eb/3x9/Cd354hZ/64kNI0+O4v8LJ+RlEBJt2wGcervD733oH581jXOxf4B//s2/jdNXjyfMr/Gf/+PdxZ/PTeO28RdMI1t0GP3nvMb739nM8utjjP/xP/ivcu9Nhf7HDN7/5R7hx7wbe++AR/vkffAf3Tz+DeycNVs0AKPDiSrE+2eD2nRM8uH+Cd99f43f+f3+KX/3ZT+Pf/y/+BJ9584v4Oz9zGw9vH/E3f/4L+K//4F/iB++8hfefKSBrvH7vBh49ewuPLo743Gtn+MqnbuHO2Qp/9pOn+O1/ofiNb3wCP3l0ge+9bxsNwJRGl0WNOfYjnjx6isPzF/jEeYOf/8JdnN68hfs3WvyNz/foRLFer3B6uoViD79P0FBSWtgeobmLCJFpTznZ2IK1Mlm2unjJ/RvhI4rzv97jONRYQtZH94A29UhzKMhg4F1pPSMHV6cv3dJVz1WJkFi1xkvnmB2RHCp4VDsTrrDkrQuicp6x0brFS94PeH3Bi/dSsCLfQ8r7x4QgYlWnRHuJIupCI2h24tb42iCjHK+0Zxh/OOqhrkMuAcw0HTsvmoWeb+5kSrMCex6deYD8mVXR2to3u7E3T6sqFNa4qAo+JuYqt85RTLS1SM0ghCMudV5EGEHFAQkMyigiyZhZwmrWIQwopZGmpnSkd0Fng+ZhSLRtK/jaFx7gxo0tDsOAZhyhGKFjD9HBX4l047TB48sBQJt0NXNs6lx8lmZYS9QGEZYattObleDnv3gf/71ffAjoBVq0WLUtbp6d4NnlAcd+QN8fIc1UdffuhwdcHk4g3Qneefsxvva516CHPbDpMIw9pLmBP/zzR7jYt3hwusPvfPNb+Lmf/gxOVy2e7QcMg+KoLaRrMeoe3//eu/jdb7+DP/6LR9CzH+PWdsDV5RHvf/AB1nKEDkc8v7jAiyfP8HhQSK/QccDx0OD5iz3efnKBh08v8YvfeANvPbiB57sLbPpbGEfB7/3hn+Jv/cJnIactJqDr8ezFM/y///G38O6HL/D2Bxf43g8e4+tf+RRe/+RN3Lh7hu+++z7+Fm5gGEa0qxVOb93CvZu30HU9/uLHz/D7Ty5x52yFe6eCP/mLS9y9cwuiI77y6Vt4/9El/uV3H+Pv/9pn8R/8F9/Hu8+GohtJ2YodTTra94oP3n0XP/fle/jSp29ju20hCjx/fomvfu4hRBqMzYg3XruJP/ruE8Bu6vftAdYAAkIDR3aItuWh5axMFaT+xgMGGUKFkuMoneaVmP9b0oRKqyd7LdRo3kM4yA0d1tSbW2zYsaf+uCay8t90VV3Ckm7LEntqU/3asun3OojkLYTZjfq0VEpzYBiw+RHganQ4w0iiOmhI84vf7dzIF4S/C0fHbqc4dQ5K1OlcqDtxnRKHOapGuPZ42bsOg1IVlvfkMybriClqpRbs1K/ry3+TQmh2giYQGyrOle9Cbe3zUmn1kpOtm0luKrl1Fv5sCDK1yet7B0kPTYuMZRij5FhiF8U4IeYEnDYF3cdA5Gji45LExf+3OKNQNCtTL/x97bU7+LmvfgLbkxVWTYcGQD8MOBxG7Psd1p1g1fVYNf3cyulrQ//FLJfjNCFDF8CrWkWA125v8G/9+mfwW7/0GtaiOFudYd02gDToR0EjLdar6UHa4wgMxyOOux0eP3qKd378Y3zqE7dx7xP3cNkfMQ4DoCPG8Qrf/MNv49CP2Kx6KIC3P3iBD57t8K1v/Rn+9NtvQwdMzhXA0xcXePTsgEeXexyOPR4/3+PDFwPGscXQK3oVbDcdGhlxPIz45BsP0axaNGOPfuihA3B+tsXq5BwPPvUlPH/RQ4bd5PrGaT+u7xXDMGIcFA16nK4bDIcjfvjuFf7lt7+HH3z/HfzuH/8E/+R338In755CGsGh3+Px0yf4/g/ex2Fc4fsfXOEw9OiaAY8udnjrwwPefb7Hn//4A/zkyQ7Pn13i0w/vAIcj/vw7T/A/+de+iJN1yCEcRZFYcUifeHAbv/lLX8RPf+kTuHXjDKfbc9y4cRufev0BTs+2/3/S/vvbsuTK78Q+YY677t1n8r30WVlZWVUoC9doAA20JbubnGFPD4caDkcjMxKXlqSR/U0/66/QkllySzNLa5EyS60emiGbTbIBNhrdABoooIBCmfSZz7933XERoR+Oi3PfK3RxdAp4ee8950Ts2BF7f/fesSOCJAkZDwb8+pfusjGsw1WthbZudTWjt9YfdVJEC5e+lY1sFRxC4L3WjuxGctpahC+dXstcIwOe5djTE50iFRd/bpATV+cpdHV0i+HderFtEY1x7jo95mzdXm8O1DWS0xTSKdQm8a3tp7pmW/OwN5e61gAraj3ZetO+ooJqrWkXceus4wp4hOvkuDtTp0+PT5fHdZ+Na73i/SrW7q6hrEAgXdfjF0vqsKizXy5Gqtavz3hqRUOH76rSwTRrn/Hu+z/1wpxd6X5W4Xo6fSWLXqeuAanv/LbeEv7Y6YQMQZf80ps870PDBdnAGw+s/Ssatd7RUPFJ9elo/HjZz8ZqZNG67pG1vl+jzOGHNS5kANZfGoD1iRXNsUfi8oNM1g0EIRzvvLrHlUlAIAzRhmY8vM7uIuP8/JyHj0MevTghXpXEqkBgLymjmY9pW4yvgLq5nIYBTZax3wuCKIS3X5rw1c9tMh5Wp7knYUCgBUWpyQvHfJEhtGM4TBDWopwk0AonHMu0QAvN7PSU7//lKVGccPvGdSbDCCEEN3YkDx8+Z2c45cXxKf/8Ox/wgx+9j3OW+dkRiYhYLOacz5YgFGm2oMwNr9+5Qjo/4/7NKb/7zdfQ9oxpnPGNX36daxuS88Uck2WEOuDu7S1u3dzkN79+n93dLcYRzG7Al958k7s3I559/BrjzV224xyTWYQsUfWK5Z2dbZ7sn/L06T6jJODB0wM+er7g4dMD/vT7n7A3VAwTxwc/f8jB8Sk/fTzj8DQnDgXGOrR2GGtJ04qXgbKI3KFOT9mZDrEuI1tmfPOtHf7JXxzQ7nniJ7w5RxRqfvXL9wllSrqSaBkTJAlhJLFW46TFYjGl4/behHfuXeFf/WCfCsjsBRFqLH7nfa60mKVLhGsFzbuqY9N6GOGlz3ehs3Vp7kZ+c/JN630icK0X5lcmW8OtU67Q7jNMM+/XT7JpAaStucs99RPXupNamsKbF8SaDHu6SzRARQt6vVCpo/cZ6LzENSXTYWX3Y7cMws+Zbb7XTfgUfdVQ3JTh/7amOjtaL6FnnedezLZX47qOdN4UWe9J0e3kc9n1b7EDDXQ70LhLO68Rm/VOWCuFNpzohyrXcbKXgu8lUPApmYneb00Kb5Ng4g8i71v7vr+kpm/N+EB78T3PgWnb3a1puXi1Xhf13JyX4Sa7EeAjKJXQNyDoF9Y97Pxh5xsLztWC3ig2j9o1w8LSWXmNatgaJ/zOL99lHGtUkOCcxRQGJwKSUDMeT9i5csp7P/mQp2dPUXXTG2BrFGjHY3dx0Le/ebR7vBACrm5G/Oa7u7xyM6wWdRMQhwFSCkrrKAsQUqK1IS8MZ+dzpHAMk1G1TRmOrY0YiyVblZSlZbk4ZnG2IBkOCYOQcTTg+88eokLJzz454HNvvEYQSHJr2d7eYmsoWM6WHM7mvPrqq9x95Rp/69de59b1K2gp+I9/7x2CIAIx4ktv3CbPMkyRkaWaLMvI8wytI+7fu00yTFgt5xR5wde//DZ5uqQsCv7+3/tVVqsVlHN+/jRjZxKCKRgPxtzeLfnun2coV6ClIrNQlAUIx7ODI54cjDk9OSRPC54e5eyf5OAE1jiKUhJJcLYKaQsEi9QSqAApFSZPGYyHrJbHXB1HbI8FR7O+Mq30siUKA1azQ/bDCKFiFqtzRmnBeDIgLwqEc1hnCJUCIRgOE1Qt74gKvPpbn61JVaPEhS8QHWx00uZt3uiN48YrE0J6GY2d0dnuyiSaNJ6qlCYZcF0z9zfHpjMQPGO61WHtUq9LRLWDW6A6tNvPMehI8eClobVnCPjhZddXNU1ba4LX1X6zw5ZrANQr09dwrY5qch8a3jhaxbEOgutxnlbVeKT7tTQ1dXSvAXp9y/YroUMM0QPk9b7oFio03HINWz71+qvBcC1GXA3YtRZ2D6/9WxPYJt7YS57qOr7NeKo1d5MK3BzL0pvlqzum3wmu7QVRD7IeyPng5SW59BxWX1l784TrYLIO9G1G3OV2Ag1VzbLSdmB9Wmpx+6XZxaYBl67Eqk2+7ay6vvKBx5fvSiP051BFfXxmk/RSg9Ct61PuXBsgcJwdn2KKkizNyUpHlmYss4Lj8wWTjRFbG2MCdU7RTgZ0WXRV31+0/rwEsEpQfYQWjigQvHNvyq+9vckkFqyyjNEwQYoqKcUJKPOS0hrKslKw1lqUCJBKE0YapEJIV5375wSjUcQqy3BOYkxGvhJkWYqQ8PKNEfPlGVJp9qYBR5OY29evMowMQRCiAgiEIIkV16/vEcYRZZ4h0EjlKI2tMi2NIisVz/fPOT9NGY80hYU41Dx9dli10ZQoVW0CUI0egywqJaWkpEhnlKMpwjmeH55z+9oO/6v/4d8izVac3Rsx+M4H3J5KXrk+5ZODGT/56BEUOau04MH+HFsrw6w+ad5UVaK1YDTUbEWORapIAkVeGOR8yTCaIIoFb9we8SfvzTqwENTLqQRpZvjBj59wcGVA8VLGK7evM92cInXl3RRFgXCCLC8wQvN8/6zp4J4MXrSU1yZJmvG75s30k3qgnTdylSx0hmln1rZi0FqvXbu6q97w/sJysT7gtMuj/HJ7/16cn2z/dV2p3fKo2r919TKR3jSPP+PYNw7qgCjrV+vDiTpDwHWt8UG53SDd07nusnLWQLDho5/k4gOlzxev2RcuT80DtTHu0yA646ejv8uPaOhoCmggutH7/ZZ0Ff0CLPxsnmFvrWyjwH1LqSG3CRMIukWl7UjxBplYf7MDGH8dn59p2VbffBLd237DuzVG3ijA9Z9sqquBwUeGTmk39PUFqqV4bfD0mdy86wmVa+Ltag0tRW8grif69FjIWrNFv6j+i82SDK9AL+Wql67s9YXfZql0dfK6K3E2R4oSS06W5pycnXNwMud8kbFa5ghrGA0kq1NfwETTdE+1XEJqf2IVKRx7mwm//s4er95KsDbFCcEwGaJDQaBihFBgDVmZ1uBdhVcl4IylNIb9w3OkVMRJwDDQCGEoSomWAVfGCUiDFBLrHD9+ckJhoEzP+f1ff51/5+v3+Nu/9gphoDg7nmFdSU5JOBwhw5jFImf/KOPFwQn7R0v2D844PjzjfDXHlgXOGoStTpXY3b1CVqwwRiBlgFQSpQRREBOFEh2EhFowiGEwHJJEActSo1SEsee82H+BDhXXtzZQDqbjIf/h736VwuT893//y/yDf/pdlDE8O1ny+HBFmldJMG1iiHOUZSWYcRyjneHaluaTJ3POV0MmiSWMEp48P+Pl+zf5jdc2eO+TH3O8qPqkU8aCsrScpoarUvNof8HTw4+JR49JwoA4CJmOEgZJzHAQkwQF79zf4r2PTrC2HnSulkbnb1XYyXc3CIUXLvcNZG8sNwq5VUfdCGtEu5c12VXVw8PuDc8gq/XGhWN/Wp76A7j70IByr7I67tLZAd3sfSN/F5YN+DT1CejfF4JqvrH7za0920tWuYRXPr39GRjheZBdoorzeN7uMQyfsoaxbzS0tTaJfzV/pfD42jHqQuvF2t9ON3Z91nve160+MZdcn207tg6ruLiDvLjkW7fFl8+szsLAI7wblc3YbYWv6QS39kB7dbbORWXbIUYHqn2K/azX5o5/ekTbBo/P/tIK//IzVvt5qh14tktToDMqeuVeKmEI+kcCr93uWCH8W7KttxGpfmikaZsnEA1uUw3SBw+POFs4thONUREfP5xz/UbCyVGBCkdsTwRZ5jhO5xyfpZg6puFHeqr1Qn1utPR6l5Tw1q0tdjYc05HijTu7JKEkNTlJFIOowsVaKkxZUpQ5zpREyYDBIERKKgVrLcY5pNOUriQvcg5PZ8wKGA4iolAThYrcWmzpKO2K0jqWq4JVmvH6S7f4la++hsaBlBgL1hnSwvAXPz4mXWZ8/OCEQAuiUJPEiuk04YuvbxDpKUGkEcIR6IAoGqO0QwiNVAJnJVIq8jwljCNsaVFasCoKbGFZLVZkeckqLdkehZyfn1MWC4piyezsjHkSo7UmiQMkgjI3nM/OGISO58cpnxzmFEVtjIhOkbtaqVsLaVYQa8Uw0bx+e8TDg4LjVOFkTuEsP3z/OSIc8rmXd/jWDw9pfaB6OYJQDluk/PTnj7h64zo3tkMII0QQglKUZcwiDxBaobTmV794n4+fnPNn7x2Qm0b5deB20evpvkvRgGd/0LTfRX+s9cGn85D6Bnm/pp43uBb+7Gnx3tXppuZ+U9fFBL4uCmN9etuQaqMTGlldh44G6NZ55bW5BR7nTSm5Pu8uMbLbZRetAhJ0uFjHdXyPkH6zvWb073vVrX/vzKpGL1dEitpI8mu7VBu2GOKnLYle+S1uNMqMrn9+0fUZFt1fsJ3qCpuB45HsgUeLXdA2sX8Q5mVNborxAVP0GXHZYHB0FqRPiOvKF9677VPrwH4BLGphFHjhW78E70mf6ayFfNobwgOb3gvVk17aeSVgLecu2fm9R+UlQtisProsnVhcaHs/oahqUGEMy7Tkpx8dc+3qhB9/dMjO1Xv84CdHfOH1Tc6Xc2arHKRglglmKfRS0b0SHb7A0vGhaZYQfO0r93nnpiBPM1bpApxiazpmtVwihUZJS1EUlKUlCiJUEIFQ5HnJMk8JRUBelKAcRVoAgul4yJ2ruyxWKz55vE8YR2xPS8pS4ZxkmCSMEs14UHB2nrF/dM6LFzM2RgJrLPPzguOTU8I44JtfusXelQ2iKGJjMkXpgLJYslrlaB1jhMMUgjQvSOKIsnQUZYZ1JcIKVBQhnWC1koTJACNXYAVlXjCMI+IgpLSVBR7GGmMtj58eMs9ygijGSMAVnJ6nCKVxJTx9eoIt4NHhkrwwLb+ldN2ctKVdmlKWOYWNUSpmXqyQgWIkU/IMCiN4epYiPzzh7vUNYB9vp0ukcMSqOlvRSsnp6YzVKmfr+ITru7tgCmbxGePRkNOzhCwriQeO3/7aW+xMn/CP/80HZHknjz0FdmHE0N5tvah6rrF9znUz3WswuRaIco2QtGO702iuFsvOaBXN+z5hjbj6rgb0De1OsYATrVfihKzly+JaRb7WUtdM+XTLiDpjvSagUhz0E1o8eptkpzZC14G1fwnvQ6tjfG/W0S6jWQfT3gIzz851PiCvs6Ot0+sldwnwi6bNol94+5To+VJrGqzlW+uD1w/Ipm/dBVb0rs+QTboOGLQZgg2BPlh6NHQLMn3avEnZ9sfe+FpbEOuPmAvrIS6rdZ2HvmJuWX2BsAZ0/M4VXht7p6y3Gan0M2v9zr7EJOqE3fWfac0WL436glXcNKyxqDzAb2htaXEtTT4velZXMwfZAq9nOHhV5qsV87MVk+1NfvLknHczyfc+eMo3vvYq/+TPPuTaZERRzlmVjrKUHgl9JdGOo5bsxrKTIKojh/7pt37K9b/xMtNQsjEaI5RCa410DmNK5qs5gQpI4og0NZSimp8aRJppMiSKJYtlhrACtCPLq6UKq1mKlJL7d3b55PE+53PYng4RtiDNobQRSgoWS8uZnPHg8QFvvXqNOAmYjAfcurODEwFKWySCw4Mz5nKJNRXty3mGsSlZCUo2a+5WVfukBGdwVlCeLFBK4xzMliuczRFCkGcVKNpmyzPniJMAqSWL0wXjOGG6vcGVnQ0EIYEWlKZkOT/nS+++TCEc7z2dM89KrK2yhgVUdQtTjWBRDRkpIS0KDlJBEGvKVDAcKp4fzXh8YlgVAh4/o5idoCRY28wjO5LQMgkNe9sDXru7x+1rm2yMYgZJhFICZw0Wi5YxUZhUzqRwOCf5xjs32UzgX/7gMQ/3lxgrcK4+WNdTtH5eTZOX3YEKNHOIF4y39lszhqUnnHX5XgJJXyabsd8Kf1vgGiSsfe8sun5yeiN4XulrhrTzqRXNLx6tHuXtLGQrO53+8RrePuOc86qv+efrB58rotPhl9jn3SttHd3dLoO++SvaVqzrU3/e11st1iurM2C6jNW23/tAsKbRu97rnVzR2Tq/EASb6zMc7rum3Bvr44Iybu7XjG/HVTfAmhCjz2AB9BP9O1b2Tiuoq76wo3tdZjX53Fg1XVH+QoZu2cMlQuThS/Wua8imawz++PeEs4XJdfZ5QOeJUDth52OoL2Ke2+/3pKDL8PL7pTfQm4GwvoS0nreo+wsvOahXhtc+UxoMgrPCcXCWMUtzZouceWoQQcSDpyt0lvHgxTnLnJagJuTTSZBr09j76ySbCqv2Pnx+yofPS75wJ+ZsmREEBUpKjDEsVgWRilAo5oscHUgCJdBaUxQ5R2dnzJcrnCm4vneNW9e2ydKMs2VZzQUaSBG8fPsGHzx4xjwsmSQBeZaSlQWDUDEdV1mI+4cLxFtDBrHEIVhlOZBT5AWlq7yvxbIkDAKEECTDBK011hhUqBHGYQUEYYjSGmtSnFUYYxFCVBmd0iFVhFCSsihYzpetAhUI0qIgTwvCMODwMCOarzh0ColEqeZQYEVWSJAhr97cYPHhCYtlXodHXSt7QlZWs9JV6NEZx08fnBJJh5EhWgXcf3mPp3/+DGMdUjruvbzDo9PnzFZV/41jx2vXh7x57wqbGzHG5ZzPliyWKcloCDgCpxkOhkhpOTo+IoojZLU2hDAK+Povv8ZXf/k13vvgKf/vf/ZjHh6svNC9BNsZiY2ya4Z1NX/YmnIXZM21T/vGHZ0SbkVR9OStM/+8MtuiRU8ucJfrn2YqoKVWdHOAvQSWnkyueaft377ivjiRI7rf63BoP83PdZnptS7s6++uuC7pyNNF3mO+voN6ccxlUy01PZUa6RRpw7aKlvXlUi0Bvpro6T3ntb8LJ1clt1nDHXdrLOnqrj6sZ318Oix+hjnDhvndiGob6fqPdRlCHVB2g9J5Hegtv+g10bdYLgEsr56m8J5n2gChP/ibDvW8pYv8qOPsa8BzGdvWE1zWmd0v3nk0dZ3eGo7rMu2DeLNmynX0CXeRJ841YZPmfe+ZdSSFLhziDcAG+NcS2SitRWiNcSVP9w8Iw4D5Yo6QUNqcNF1hS43FMU8FVEn0Xp944t7+aarv25gCh7WCwkqm44SiTKtnrCBPLbGOQBQssiWuPo3h4OCM2XnOclkgpWNrFLG7PaRYzvj444zpxpjJQJLlK0KtyHLDCsvVnQnH5xmboyGhduQOilKyt7XB04MlR0eHfPDhU167c6XypkKLDiJG0ZAw1kgZYAqLtZZVWpClK/IsJy9yhJCY3FDU3mAUhpSlIStzorDydMvSILVEOI0pDXlRHTxcWggCTTQYEMeaZBTz/kfP+fmTA64sLW++dYWdrZh0mZKlK9K84MGLfR4+OeLB/orlytB6Uq4vZc5VG65XzppjucxYWIEThtUqZTwIKaxDSdgZR+SrJdc3B3yUrhgNBK9cHxA7y/d/8oIrV8ZsTmKiQLJ1JaAobBXmlSFFKapDjaOA5TJnYxhT5I7ZbFVlmuqQ+y/d5H/537nCf/GH3+fPfvIcU+X6d8sYGrir578EtOFJR2d4u7Wx1Bm6/SU8fi5fp0x7UtGXG1+C26iLFwZsl1s047ufZNSqubqCX5TO32RcC4SXPHi5Yd3Kv4Bm2VSn7NaWqYm137paesbGpcS1OrPhUAM0fSBs1Zrr40PzrTGA2xa1kTa/GN8IWYuY0dHZRZo8w6CXni4aO4R2ad2F2n5BR/BZ1xnWneQnDffArP7SdaPHZC923hNPj69irdALgLNGTIu1a5ZLR2x/MLYmUtNRa3W0HdA3ybw+6tjae+ey9z6d7PbNLiGoo6U9r6wB+rqBTef2eeKtNarr79KkGwFeJ7AW1F52KZ2y6RMJgFQKJSMGScjDo1Mmg5in+ycEQcBillOUtbXuFEV9dl3zn1+a82loLej+5YREOsvB0TnLtEoukRKWZYkRDjA469AKjDM8fnTM4cExSoaMhgNeuX+DV1++RhSG5HmOyQ2rLEU4wa2rMR89OMI5Q2ZzBoMYIRxWOHSoES6oEkvihFCfowLJ+fKceHSLQVQBVpoXrPKSMi/JywVBrKskG2cII4EIYmIxJEsdS1lgy4Iyy8lXBbaszohUylEUeTVPmFqkCmrDIkAr0CrHFinz04w0kPz8wyf84CfPsUKyWj5hWTq++uU3mIyHbE+GWGOJB48JQ0VZZCjlcKVoNzloxkgjtdZV6/2krO4a49ChI00tRyuLCjU3xiOubYaINGdnOubodIYSBUfnjiSI2NwIuHt7m8Aqbu0O2dmakOWG4SgmDkOEAK0lWgfkhSEZJDhbMl+klGVORshsXjBfpfyNX32Z0ln+/Kf7YAROdPPclcg2ENPTLOsjh85DaMZ1B6rNr92m+nbNEGtkxlcYa0LdKFpo58Y6nBAX33I+yPVsQK8O/1OFPJ3iX39sTTrbZVOuBoBmbV4HKuvvuPbfi4s1WHum3QPANbq0K6v1ItdZ1EuM8kzhWuU05w76hottFbXf4AuNx19V0I0ID3AuVcIeSIgOiC+kVnjXXwmG3aJH94tLclVNF2BjrX2ioU9c+no3yPwb/lfflxa0zGlZ1EufpN/tTSVrA6WhqSmnfzzIhVnTC4T3/VzX++j8B3sdbPGzYGVrWHWCTENXGx7yaW6ekK3X2Ha4ox0EfdK8dgnPa21NKkG7/F5AGCh0UBJIyelpdabe8emcrY0hB0enSGFIjSUvqzm/jupm7Vcr3i391DR3POkIdALmizmPX0jGscQKQZ4XCCVQQiBQhFHC/vkxriy4e2ubyXiEU5rhKOJnHz4jCDQKwXQ6ZnNrk7OjUxSOrWnE8WnOcKgwBkbDCIdCK4UrSoQ0WOvY3ZmAi/j8Kzcw2YKZUcRxxHhjRGEhT1es5nPOZxXYBRqCICSIAqJQE0qBTgxhEuKIqr4oJTrUUJYYW/WBsRYnFWWZc3Y8Y7VYsFjlnMxWWCM4nqU8erFPiSHUGgLDfHbIv/7Wd7l9fY84jjk6XXF4bti8ssPtRQrMOF4U5IXD2UZxudYYrfSRqEOhdTfUiR0ffbTP3pUhg0FAojXLWcqz8yMCWbI1Sbh3a49r2xG3r22wMRriUOBgmRUYq5CLksXSVMk/oUAJhXWwWBZIaZFSkAynTJKAG7uaorDsH7zgd796n/lsxQdPZjVY9xVbb+T44SfXSXHTzr527ytV4RuhnoC6Nqmluee6170pHncRoeqR7Y1fr4h2d5z2p8tMaQGu2cWm+dV/rlmX3SxDcZ6xLGhRyzWtanSGqEGor4u69y9pCtT6uzd76lHcAJlo3xPCg6dGl7iunGZu162V41cvEGs7JncE+9qyeaMNha+1oQPZtbpa/XYZ/Pevz7QdW9W+LtuJ9jc6y8Q1A1J4tHfLGvxTFvo0XT4M2ju+sdM2e22oi/pX54PlZTlXzZhw9bP06G0YaltiOmUt2t+a4rysth5NAt/7anfZ8UFNeLTQzC+41kJtB0TDMo9fHTh69bS0es81PPGTaTokxGGxoqFb9IWsprNK4TfIIGB+lvHStZiHT47Z2RxwcnaKK3L2TwXLQtVldV5JFXUWHWlCePXbvpHUNkkQRwFOGJyUGOuwFrTUSCFxwjJfVPNU13Y2mW4OmWeWFy8WFPkhsXaczwxn8xweal65e507t68xm50zjBLOwwLjDKWVKB1QZCVCl+S5rZJNDEwmQ772lbfZ2txgNp8zny1ZzjMEC6S0bG4N2bsyREkwpsQYiROavIRlliNLyfbWNj/++VMyC3u7W1zfivjODz5kdZ5z++5dblyP+dPv/BRbWG7cvMb25oRHLxaEUcKdezsoZ/jjP30fJRWbGwlSOrSuQq6hspzPzvnkyRGHZ3OO5znHJzMG8Yi3XtslCBzPD+Z8/OSIs3mKdd2ZBo290/SJEI6y0UQWnh+scMToG2M+eXBIRsg7r1znrfu7jKIQ50pms4yzWc5gEBGHEUEQMxqFpGlOqKp1jIvlkulkgpWSIi8JowBTwNlsTpwrSiNRImC6sckXNjbY2Qz5h//4R/yb9w8pTZPI0YBe49953twF27MPSf6qu06MGlkQ9HeVkW09vXdEo467JQ+9J5pcgUYxOKhO++526/T1o6BrV6dR1sOYddHCD/Q57//Unumah+zR4GriG120vqC+AbCe/mjVjevPcfaq6LRd86rrCmxvdJFcT8d5+q7lZKtmXH12qgcLXsXtO14b+nQ1vF+b++zV2UMtPu36zIf7NoU1ZLe2lOgT13vJByPRMaYtz3WILTxym6uDorVihaiNWtdp+Dp0IMGLY/epB+93L8W5h7pUp1NbHM0+qf3KaQWwR2hrefRDyb3B3j5SU+bPPbRjStRy1swDemuH2t8bw4O+pddU0wxMHN12buv+q2zfbUOxDZH1g+NhDKUh1JBlhliVrNIleVGwWGgWGYBlWXhlNaxqB2enfCxdmKS2YFpeNNmtSSKJtCKJIvIsoyghjC1ZWeCQ6ECztzNmNEw4PJ4zWy159eWbbG0OOJ0tePDwKeeLlNki5TQt2dq9wsZ0i8cPn4EApRKckEyTkCzNKI0DJXCmREjI0pxnzw5J5yl7VzfY3rqKLS1F6cjyktQoJsOAn3/4kA8/eQbhBv/+7/0K/4f/4x/w4OOHvPTam/zHf+dV/uCf/5fMj/f5nb/xOyRuzL/4Fz9g/+CAv/G3r3P95pR/9i+/B0XKf/B3/w4iSviDP/pLSmf5O3/7d3j+8YecnC6J4mrbOyEUgZRVKDWoEm60XPHo8RM+2l/hnGac5ExWOYvlnDBMeOPeS2gteHF8zKPHRyzzvNc/lYIRSAHWuWonHOFI5zMePw+wIuBXPneVSWx58vQY4WBvb4PRMEFLRTKIKQuLLQRiWRBpw2qVIaRjNNpgkcL2dsTcCoq8ZLK5w8nhAUI64iBgtsiwKVinmI63+Pv/wVfZ/aMf8gff+oTc1Aq/mTcXdKHfNbHryVsth77E95ZzOQ8MWrtvTcYbnKgL9Ocbe7UKX9rdBT3Yz7j3i/eXhnTvNSqkChU3ZLi1d7rPzSxew4H+/LDrAmBOdNmb9XoRXwf7+4fifRZ4ONe05cIcZKePGl3nOdOVpDfA7Be4jrQ9UBY9xPX539Ll8aLGwd77jR7zcaMzQC5FK+DfAgxF71utzP3wwS8KodIQ2XBqPUeqKbcbANVz/h3vSc/1bi2eDk36XmQLDB1edZlPXlU9gfNueIO+o6Ortf2lia83g6M3selxrcPMLjPN78wGGHtzrevS6pUh/DJrD6CXKSpp0o+pByc1L5rDkLukpi5ZAOGYjiOGIVwZJfz2L90k1o7Xrw/43vvPeHSeU9qSNNdk1t/VtCNOeHS2IfRL0LsBSyFgazNhMoiJg4TVKicvHWHhsAacMERRzHg6ICtLZosleb7k2eE5aZ7zdP+IMs1QOGIdYdIV//rb3+GtN98iTmJ0lhKFEW6ZkWYFhSlQdY8JW4GD1iF3715jGEcYoXn4+JTda1fJijn/u//LH7FYrvjP/sd/h8fPnvMXP/gpt2/d5uDZAZOg4GtfusNorHHZKW/cHjB+/W1e3lWcnD7j3ZcnJO/e5ouvjth//pAvvn6DW9c2eeXmkIcPHnFjS3H9+g1m+w94/nyfWCtCBcYakjBEC4dSAi00Tgu24jE3r29zuHhOVsIsy3lxOqMwEIc5x/MFysFoY8IXXr9HWix48uyIw9kSayvjwzrHaBizN0l4cnBKVjiU0jw9mrE11vz5z55wc2fMdJRwdW/IYDCisCWDWLI4XzBMBuzuJJR5xnRjBGwAhuEwIS8EYeCINgZIGTCcRARqm3Q5I44jisJinWUwisiXhuWq5G/++jukJuMfffspthdm7CNgEy3ttu8SrQz1jOee0F28urkzH268QtpiL8p7A0v96GmzEf66EbymaOr3exDW6q3mgOH+vN46Bb7ZLcAzRj29I9ZBuoPYBpv8qwUt1kHPdbzwjYX1dvrYsF5yMyfay1nwNZNbewdP9/p86Nrco7ttfX+ZhWh/b6r8dJz6zOcZdvNLPd3rEePa5xqvoDcw1+CrHyqsPvWf92vvf+ktnWixuJYQ11lt65cf93f+v62H2WRtdrvI+4aAaKjsJajQH1UeKDX3OkOoDoW6tc70Gt4JRyeRncUlujK8l9uU5bZTvASKXgZnS0gHQICSsDGRnJyVNAKtlOBXvvAy13YmCGt56/51VmlOFGs2hyEfPdrnhx8fk+a28hCE6jYGaEjzJeiihrpwCSkY6irhYraYkecOLS2h1ixLKiWOAyEJlGY4jDEmQzmHtI5yNacsHKWB58crojhgNAr58JOH3Ll2HWcdeb6iRCJNtS5yOApRpSAzy9oStXzyfMZXvniH//3/6f/L408+4m/9/r9DmB9ydeK4cv86mpKXr2/z8u9/g+nmJpOB5Qtv3eXWK7cwecF0OubrX3kblODK1SsMozvs7uxyPiuYToZs70QEpWYwGjGKAzaikF/9+ruoUPPdP3ufLFsyHiVMxjHOgZKiSjACwgCsMAgkr9/d4fsfHPDsYMFgEDNKAk6XJU7AydmK0grizHB4cIrWAbdvXueuLPn4+SGHJ3OEg+Uy5VBIPv+5W/zs4+fMlxlZLlhmBXeubZJs7hKQsbOxTaAd40CzuzlCSskgDhgOI4qiyq41zuGcYzY7QzhHmQcgIYpCbCmJopDJZBclJckgxriSosgxeUESJxRZwW/90ud49GTBDx+ctwq/NdicoN3Ts7F9vcz1auh78QfX3roIKo0huD4WRSvla2q30RgdhF7UMY2FuiZs/pM9I7bnJ3ohxnVteVGfrSepdZ9sD0QunE/jRdN6u1p5+sWzLdrmtIY6rZq9YNdWesujyJ82W5uz69p3GZh2+OE/3+FEB3Hr+NH80LG/vltHDOwvcNo+296kdZk+eS3JngJuzJtu2PjN7j76QNjeai0jH+kup6VlhYBm/8K2LK8jxYWXREMijYnZdGAlWI295gH+WlkSUQ+GblD1B4Vr5wr8wd18auYY/Ezh9cyshncNTy6b1u6w5SIvG8NA9jjhWJ/TaHh87+aUt18K+Uffec4yrSzTW3tTvvbOFTSGwliwElManNCEUcggGXBn1/DgxRyRi14b10aj97lL8unmMrt3tZSEgSA3llCrKtsxiAnjECNKFoslpTFABYzPn5+xWi0J1QzhMkojMBacE5ycZ2QnKTqOuBNn6FAy1mOCeIiWEOpquYQwlvkqZ75KccJiy4x/8S/+jLu3bvL23SFfeefL7G5JbLnBF9++y/bVLSaDgNHLd8nLDBUGxMmAl197jUIJ4lCQZpab9+4hlCIJY3ApV25c45pKELbEFIJX3tjE2oDCpVy9eYUb4Q5/9r2fk2Upo2HMxjQhCpK6e211YJGzDAcDhHTVei/neOnGFX72eMbLu1uYfMH+6TnGwDTRzHLLalWydJYoLPnpJ49RAm7dvsrnXr7FRw8ecjbLyLKM9x8eE0YStwKpBRsjxY3dDXZGks/dvMrOdIiT4EpL4QTSOhZZSeEMWkpsKRDSoVWAEyUqdORFjs0EIDGnZzgRUCQhQRhUW+YhkdYyiiUiUSwWEqm2+d1feYMPnn2bNJdesmGznLovLD0V2+gPIXoGZ2PQrst0T5LaUGBlQDZzUR3W9lRu91utV4SHDo2MNwlLPpw2CSieOvLudtB1mcn4aWsOmzrbBLr1tvXq6Cjxf/GVkKAxol2n2unY66tmPxXO/1e0f7okTOlNieDqOVTP+OjM/8uo7+Y/+7+u8crX4S3jXTfH+SmGOHzWvUmbItaNjAs33MX7fjFr6NQ1wnkMX3eXxdqv3YDrllY0ITm/Q0UbUe8qb7wqb9A48BeD9gbp2r3mb+U9epZiF3/t2u7xrU3aa8vtrJVWFlvcEG2SQ98C7c+rVlbO2sBp+sKJ7mnh21myB7IgmE5C3nopYnMQkoQRq9QiBFzdHhOLOhXBGApTnYiwXBmOTws+fHrM2TyjsKIOR1T1NllnnW0kOuBrDJDWtGwEsmqjVgJd7b9NTk6WL1A6pEhLTOmIQ8VyVZJEJWEsQJToQHC2WvLaG6/x7hc2OJ8v+fHPPsE+mKFETpoZHBoZJVzb2aCdU3IWhcSYgpNVhkNgsAwHY/7uN94hJOWVe3dAO7au3CBJJFt7e6hogioLclEyHY8xQkEh0EGIChTKSaBAo6oDdxdnOGdYznM2t6Nq/i+OKnATAp1L9DBhmRU8erSPCCAKNBqJEtVcntZRveeqQAUxQWDrULjiq2/d5Ns/fIQTgv3TlMI64kjz9v0r/OmPn5AZgdaCwjhyYxlEjidPn/Mczf17t3gjcTx+8IJHJ3OOlyVxoLm2E/GFV7Z56eo2g1BTlinH54IoTNBSEIYSpTWjYcL5fMXGcMBoMmaVnTGdTJkvM3RgGG+OWM5XXL22xcnJgiBUlCbAlSXj0ZC0yMmyKrM00JYogigMeOdz1/mdr9zhD7/1kNLKNTPQ0cx99fYb8cb0+tK5XiRFNApUetMUXfZjI56Ndrp41JEvgW3t3l1vhVvPGvZTcCrgbb/VOqynP/pNwDnpebP9kwIvhP5c85SrPSGvXi8z3T+1sNaObZsFniHQKsVGt7iW544a2MADK8+wqFuOW/P0GrJ6Ga/NZ3fB63QCmg0CLub3+xC6/s2rS/R/X78+2xFOUA8YPzNynZiqEdWthlk1WX7H957n0ob10299QPD8Iw+EL+aXunYSuRMk1/an8AZBA6b+EOkHQPoA1FJf7ybRLMlAdIOmm+Su5wW88ALQhpKbQhsv0zUPOeoJEeHxEc9m8Png8arldzcAOiD1eO51obWWzWlCmc64d23A6fkMC5wuc5wMKMuc5WrFwdmMJwcLHj444C8/PuJklkINlpX1q7oQc1NnayN1dVfzqb09/KtfBVzZGrI1DCBfcjI/IQwU0lqEE4wGmrOFJS8MSMl8kVebXbscJ2CyM2VzcwOpQjZ3b1Daj4m1ItEKJRSUGWW+otpQrVr4XqQz4liwXKZYWwICFYzY3btJEFZzXGgQIiIvCmQwZjgaY9I5gR1WJ1A4QTAOMbasE1IU1jqU1uAsTlnOjxckoykIiQ5DoNqyTUoFLkTrKR8+/Yjzs3OiICAZhITaoajOHxwlEUVhKMpqWEShoswsQsKt3TFffuMmj/ZPUMIiBQRhxBe/8Bbf/9lz5tYySgLmqxLpoCiqnYW2RjGffPQQHQ14894NHp28Tyg1925M+Nob10kCyXI1Y5UarIPpRkQ2n7GzPSGJYlZFitCS0WhMYQ0bsUIEG+RWcGXvCgcHB2xECYgYK0I2toaURco4GnF8dIwMYwI0OiiQoqTIqzGwnM/QwvHv/+Y7HJ4VfPtHz6iSvda1wiVrnps/rUw0UnhBnOtM8m5MNo+3kQtXm2i9pBFXy5TA9UDGyxFoC/XGvKOzdj3l359d+RTd2nwXvvfkaytagOt0jt/Uvn719W9FVt8R6BJvalW0rufbbNZKa/o78vT2R16PWHmA1LS30X2t4eHpz9a48ctsEoN6bemYJP2mNuq1LsNToZ96re/ZdeFqeOO74BfDrlU3NYxuLYkG+akzCtfByeNOr2E9aO8P7u6/dozQwJlr6RAd2LRt8JWz14E42rPBRPd0f0Suc1K0bzZxHB9u/PmKC5doPD9fYFsKK+unDfM0PLI1la5n2bUhl7WB1xqkF8yr7v+NJXxlc8R0MiEIhpzXXqEQjptXJkhbsExTnp1kPHi24sNnC56dGVJjyI2jtIKynl+9zFarwFy06eAVQIo1Dnd/X7uzQcI5W+OQ23ubvHR9j9fuX+fe7V2m4ylFaRkNIrKyIDeSIBxjSw0Gjo7OEEqBlIySiNFAg3PEUUggINC63hA7ZP9wxh/+8Uds7e7hXMiTF2dIXVAWKVYqwtEGKtCoICKKNjCmZLVYIgAZSMIkRAYKoQ1REoNUqDBBqur8RB1GWCSrZYohIbOa589PyBcr5mcLZqdnGJOxmp9zcnBEmZc8fnKKsIJREjKMFYESSC2RQhCFA8IoIUoihsOIOAoYjEIGoxCl4EuvX+Xazojr2yP2NocoZfneTx9U/akkyWiEc9UJHNNEo5TjdJGSlY6yWPCv/+JnGKf5wqvXuXd1k48eHvJ0f0FeKs6WgigZM4gTxoOI0gochu3NDRaLgtFIkyQhs/MFsZaUxQqTLQkVFOmCQQT5MmM4iHBOIHXJcGuCMY4oiVAqRCjFeLpBkRvCOKm2vzPw3/69d7m9l9SRB0kTg2iMDn/gNQdnC6pVeY2+6Yue8AZePzQHjZFYP9AYt34xzv/novz25KzRDaJ7qQFX6pbI9rZrwbfVW+vE9XRsv+41jVhzQbTcaD73C/TLaF6tuVc33ApBddSW/45rebc+a/oLclM6te5oqWn1Zr2srFve1ZAmau3XN2maVq9h30W1vUaTF4i79PpsO9B4oNI4Qp0SW58CdbUB1dkwAmoLou/htc97b1fPrv/eEHFJna1V5CfFeJZeR3VXvvAa1T3IBVatxdH7ZHjw3UxsrFl1oq2v675mnqGdH/V4639wa2EFfyujllzfchIXhqZnnvRYUP9TH8mDQ9pqbd7jwzkWwc405q//0h6Pn+zz8YPn/PThMT9/esr+yYqsLLGusqKkECipqsXSNOGavunWAHoV1m4SG0TLh4YkAbz/ySl/8yuvsbMxxFGtgQvimChQnGXnKKHZmm6wf3KIkzE3b+5ydW/MwwdP+OBnT7h5+w5KgxKOwgkK6zhbrNguYgorUHGCdZZlfs7+4XNW5m3yMmcca8JkgKQkDEKicIiu5xStcwyjTfJ0ThACFpxTIEIQYFztxBuLsyADS2kc1lhUFOHKEqUM+fIMFWwhpKAsCsyqBBzxIK62tpsfE4YKB8xWOVlRkKZnZKVEyzlpnmKc43P3bnJjd4RUEEoYjyJu7o74Vz9Y4oRid3eIkIqPP35OEgcscsPhyYLCCWItefdzN/mT731EbgxCCNJCEqiAl25s8fxwxqN9wc5YsXtlTFkUTDfHTEcbZGnO9d1NjCtR0hJJQTAKUeWKQAfIEIRZMgoV1qzYGIb17j4lYaAw6SmDwCAtTOKA5WKFJGYQa/JiQBhFTLemlFYgtOT06ByXG/69b77K/+b/+QPyUrKubRtZbgwvX0D9jHJEa7p60tHJtvPe7F+uBTZRr0dsl3M1v4tm7qtR7Z189uS3fqc3DSK6NaDrz3a44FHqybvwqPZ8q778AV2azBrvXBOb6ZZytPGxVjQbZeS9vh6Dbgv0jIpL7rVZo93kXQ/Y/bnJTtd2+RcdWOO91TcN6B5b68tuLcBlS9Ga6zNlkzaZOJcl+15Wdkeo67I8aSyCLvDZzzgV+AvmXYMYXrjz4iqXrp7W8vAY0dP/7bKJ/jBdtzDwWupxoFfV+nNdTNqruQ2vdANxvfP9QbNuCK5vUu4D+yV47DW03+F9kG04X7V6cxLyhftjPvjkgNUiZ28SEO7E/LWv3YYi44cfH/P+oyMePJ9xcDyvljcAOIdBYHCUreFiQcg2YaDxmlu21GzwE54aYWwiCUenKbNiyGa2YjLd5MH+nNtDh7MlpXMMBhOkUpyflei4ZDqMieMhyWjM2dmcR0+eMhmEpNmKb3zxNn/5l59wdDhH6ZC335TY0lIGCqFiNjc1qzTHGcVoGHFwdM7OxhC7nPOj7/2E+2/eZxAX9TF+kmyVcXJScvfVLZwUqCDC2mrQFXkO1iHqXVdcPWEvpCbLlpiiwJYpZSnQgUIph7HVGBFKkecF88WSOA4JQ0WRV/N+w2hEEgUEkSKKtrG2RGlBUS5xpcSWmmQQsrWdMByMyW3J2bJkvjonz0DqiO1hwHxhSKQBLAfzgnkuUBKkclhjyErHzx8eEEUR2xsJ13cHqFDgCsvmYMD2KCaOB4yHIc5IlAwweU4YB0hZrVVUWuKsJYiqLdmkDMBppK522bFpigpjnK28umQwxJSWOFRgV2gyhoOAohBEeoskTHj69DEv39zkc3e2+MGHpzS+ThvJbLO6uzmqvmHbJaq16tA1j1ymLtf1i5cPcJmQudpw743nrrzmb0Nf87kH1IC/lVk1B1fLervkybaPC6iXcYle+PUyzXgRMjyNKGxLsz8Ld4Evnp6qsLgfzm142tQkhLfWsKvgU2lr8L2buunwonmgM+ZrfnRo6WnYCxC8Vlstb7/gmc9wnuFaS9bWxl0cBHT3HX2PhvVUX986cxeY1uOlZy3582Gtw97S083TVTLRldJZW7TA2LavV/dF66vV5l49XRvXC6jfF929Nuu2EaKm/HpgN4Lj5565PotaWn1jqcd/5/fFWtZor3mWrY2It2+PODk4ZbbIcK7gxmbIl966zuL8jG99+IDFPMU62B4VaAJmC8cyLclL19mTprI8Na7eyLdqU2f0OBCyXTXmGkXUrtURbbuzvOT9x+d8+TdvcnQ85w/+xXv8p//h13GrOWfn5wRxdcqDDEMKozleOV7e1UxGG2xuBKTnC4plRhJEvH73NpujkH/8xz/hdF7gpAAMWkXoQLA5HhAIwcJYwjjC5HOUHhBqw+nhE97//ilhOOH67atMJgOENThXt9HZSg6sxYkqfCeC6l/rHNiyaqsTCAlBFBIlA6IkAUylzJzFGXDWUeYWaRxRPGAUS9xAoRVgDQ5JGAaoICBdWaJIopRhscjIhKSwJVES8dW3b/N//6c/ZZFZlAqIA4FwIVkWEZkhGzslUpzx3s+fUSeiskgdgQKBZRCHjCdVeHm6MWBrHHNlY8D2dMQgCjGlxRpXRwVqQ8e6akmNUoBDKQlOo5WkKB2hBpRCSY3Jq6Ou4kRhVISOEpR0SA06jkkXK+JAgVmhhcAGjvFwQCAUX3nzKu99ckxp6jCpB4h9IfB/rP7tkk7odFcNNv564haomgeo5wXXY3++OInujbWfO0n19FWbZdqzZgXWX6x4ATj8EKiny7wlVNAEHu36y/ThrWuLa+9dhIdO6122Hrz/YBN6rprWRwMhelBevdJzjromty7Dp3mea01oNPcvmufz+6Gbcvp0OPxMRzj5RKyvA7jUOfEmk4X3ewN7HjRdfNdRZ1m2Qca1pzqrpG9A+IPS0fevXct5P+OpNRvrDrrMNrzEVmqHZwtSDdBdwhTXe7PPt36oUNSGguvxrBMiDz9qYW4yI5t7F8WyqbUeEqJSfBvDgK+/uUGxOGZ2JnA2B+FYrXJOF5a3XrnOxkbCbLbkbJlznuZs7Qjy1HF8mvLg2SFpbmqwrpJotBAUTnvbE/u8bMShNlrqmXknuuUfSjleuz3m3tSSZznz1YqNgQFRkhtBnguiSDEZhagAzo/mLNOUr37hCzw5fEA4cIwnQ5QQHJ8t2NmYsrm1RTJSpLkjiAKUgjIvMJlFSyjNCmMqr+4kU0SzFYvTM+6+HHLjxg5KF3zys/cJwpgklohwo1oS7QTWlVgnwBksDltYnLNYY5HCoYIAKSrQLLISU1ZqQWJxKJxzKBWwyOb86Xd+VHlJg5CtzSnL1YIr2xMCFbDKSqaTEUbmnJ9EhDGEQ8e0XGCRHB9nnJ4VvP7SHtPJRxw8OkPIgEBprHFMB5sgJxwdPUQEOUpLkgSEsDhrq4QfJ0kGmskg5PU7E+7uDNiaxGBKsuUMTEGcDClctSWcKR2ly3EoyAzb4ynz+Qm7u9sssxK0wzmDtYJID8hLSRApzs6PGQzHOKUpbIlWEavlgigOcIBxisFkynx2RKgkW5MRZ8Lx2kvb7E0jHh8XNJmk7c4ktYgL1zdd1zVCm/HoG7OeNK7LZqOlu8mNzkj136lsXXchkuPvxOIV2vtNNLquLcm1beljn+wV0nmi6/pqfaFDW6QX3fNb3TkT6zq982S7H32j2yvgwuXav7LXdOeFlP1nm9BxswayBeEGbOnuNeUJr5jWhPGSPddJ/SsgFvisc4ZegX62UuvSeh7WBSusgbR2wFwMKeB/F/33qwHcDOj6VjOYahDyAdC1RPSb31h83a/Oq4vubgOyrZHWs2t6/6yX33mLngQ01mBNsKMZmF7l9ToR6QmAN8Po1deYUa7pjE542mHd0OgLaAecVzcjfvWtLUJZcOQEBoOSkiAQSCn56MPHFKs5i9WS/eM55yvD2TxjkVpWeVFtX+YbBDXAtaFSJ+q9IYXXhrUMN88AAMcwEfzOl27w7p2QUZCR5wWLNGMYj9HEZGRYC+ezJVJklGnO8+dPuP3q59jcvsJ58QmJi7l9Yw+MJYxCzs9L0lWOFgFp4SgLgw3riIEribUkUpa5MyRRyDB27D97SlnmHB8O+e73ct56+2X29jbI85zTkzmWkv1HY8bTMUpLpNZIpeusz+r4KmtyFrMVs9MztBZ1nwrAYoqMvDCEyYAwiFisVvyrf/ldzo6PGA5GbGzEYAXj0QhTwGg4IE4cOtBYYxmNImQgmW4OyeWAxXLFnorJUpjPc+7f3OH9h8cUJawKgxQhq/MDlDtFyBxnLNZVSRpaV0tYpIOd6ZBbV0e8fmPK1kBRlobT83MSVWW/CmEIIzg9O+LWjRuoJGGxOCZUEefLjCydMxiOOTsvGG8knB6fMhxpSluFYwUBZVmyfeUKprSMJyMW8yVBGFCaCKckyXjCcrbAYVAyrNY0SsN0OkVJyd/8lZf4P//hz8jLTnFW8rbmG3Q6s/2hy1y8qOQbSVyDsk5mL9xrxKszMNtT3tt1dM1LdTmuyT7tCXOXa9DKS1OhZ8Bf0DWu9+zlWagNgNRar56b9I2ERq9Uc57NFFJTnWgdhH6b+/RDM7XlOwKdFqo3tWzfac65bfR5C1S9ejwcER3etEZ0j0c+Xf2ruXtxHeSnw+Jf7RkK0SO2c7hE6+67+kY7IHoDrm6O9OPS3aBswK7R8bXebgePcJ2V4Df0UovGVWFYb+FEBw7Q78fWqvKTavzL9RJCrGjoa4SQrvEeOvctQs/KaXiD17HtiPY503GtpqL6dmHm13ufZpBVFYu1tClR0xJH8CtvXWFvYljmlvEgpHQrihxwtnpPwsMnByRJyOYwZGskOIk1J/MVmdEcneWkRYl1lYckmjVfQqClQ1rIqY4LagDRH5KN7AgESjhu7cb8tc/vcGsLtkcDtq5s4KSjLApGgQFy0jQjkJaC6ozAIA5JS4iGE8bTETvbIa/duwE4kuGI1/c2+elPH7F/UC2ZSDOJjsYEOquyIY1Dy6jqVAsOy8ZAYQvF3miKYsl7P/6QJNGMkpCt3SuMx0PyvOThhz+DIOLGnTvsXt2rBNsarCkxRZU4kyQDokhxfnLC8cmSINCYosAUOWGUEEQBzhhsmaPMgt3pmCCKWaQFahQRhwphq/xhKRRN5NVYDSbAuQHjwZjpGJazBQeHC8z8nJdv7hCpDzGmAgwrciwlZSlRzoIzdaYlmFIgnEQHIS/tbXD/ekyZLVmIgCTS5JlEjgcUVuGcZigEG+Mh5/MlN17eJivmzGZzJpMhi1XOtc0JJycpRVEQJAmlyxmN4+oYp1CysorReEKa5SgpiKIEYx1xMiTPq2UyeW5IZ4fY3GBsdRByaatEn298/mW+9ZdPee/BHGnBImmyrC/O+6+LSqdQXZut6Wqjs0ORTqPUwtSKkWelNgDXGradCK5HzVrF3tbTybaob7R6zqtlvYwKl9ah2fX/9q3mnvG9Du6epU8zddPXQF2iXx9k+1cDwu2uQJc+6pct2gd6uPpp9fSckj57LyWrBdl+n/bx4NOvz7Y3aZuxWA88r0Q/2Vfgegu6e+v56ocqUOmGnT+QW49JdDNOvrXTNLV/vlafMbINeTY3Gu67tRecB25cGPhuDR27XSm63rw47L0hVxfaAJS3qp5+7691U014b3mKEK331+tO33v2PrTw21TrQGv4zS9c5+U9TZFLTLnEOANWVevTNBjnUGGJLCRvvn6bu3sj0jxlsXQsc0FezDk6zvn42THPj854fpKSl7bmial6XEKII7cO41Tbb/7CLgkMQ8FX39zil18dsj3U1Rl4ieKTo3PeuncbhyJQUCwWrBYpxhpSJ9mQGuc0xmmw1c6it69sMRlEIByLxYq8KNnejMlubvOTD8a8OFkQRBIVCgIZ4igprKEoDbYwpGbJ5ihhksRkqzlCwKsv32AYCX72s4+5Msu4cXUEUjNJJM4ZHn/4Ec8ePOHqzasY6zg+WxInI/a2hwwSh9Ih481t0lRSZEsGwxiLQIUxRZ7x0cMjfvSTBwgRM9CWZZ5SFAZbRpQlSCdZpRlKSSQagSQIFFJrytKSLSGKIgI15Mp2yPn5gisbAXubQx4cLqu0eOmQwmCtoSxBSVtbmlW0Q0nFm/d2CEXK48cl42FIHGrOU8V4lBAmE5CGYaw4Pzll7+oOTkYsjw+JtYAQwkAwHAxJYk18bYoKQEpJaQrK3NUetGQyTXCuIAigSFdoGQICHSpwAQLLcDzA5EOEzslyg8KxOl8SaM0ojvi9X3+VD/9v3yUrZKU3XOftuEZGBKwvlBetPHUGt6/216zknmx5FmsnraJ/x/W+rOkbXz+26kN4qknQd648GXfd22tatm5jn26BD+C0yT8dlxp6+sayr41Zf7LNZ+h428vWFD5VogafXk0eH/vTOtWHytm66Fz253Rd87ZY43tdtKDLm70MKGWHHnza9Zl2oOkK71tgl2584K3vaQ9Taf1vh1xLge4bIH3r50JMvAv4e881Ibt6qrZDpV5JzuvQ6nY3WBu86sIAftbRWoGuMg7aAIDfHNcO8/Z5H4O7Zruar17mVUNf0/LLkNYTiY7yus7WbHItnxr6JIKXb2zwhVemFMU5SmsGYQjGYUtHmtd0CoNwCoCfffCY5XxMmhUcHaeczDJOZimp0UglUfGQODa4ZV4ljTQtcA6JJahDM9Z5XqEQSOG4sRvzu1/e5damYzoMGQxH/MlffML9+wN2t4dYazBFjtQKZG3dKYE2mkCHOFcdxZQtTvjuv3mPq7sDhoMYHYbEccnp0RllbhiNRmxvTRD7BmNddcp8USKERGsIpG6VqJKSZBSxuZmQpSV5Nuf8dMZLN29y/caU7//oIxZpzhffvcM8Lbi2OcK6FT/70V9yfp7z9PCYB4/PGG7s8Hf/o9/j7rUQITU7exsc7Ru0UgyGQ9I05x/+wXf4w3/6bZZZyluvv8LX3toGW5IbhxWaIAjAOaRUTKZDTF6SpiVahaAc1hpsoXDSkecGHcDW5garZcndG5s8OJzVidgOYQUKB9JV3qE1CCnQUrAzHbN/WPFqOIi4P45Ixpu4LGM6HjI7n3Ht6gZxqBnoiCiwqFAyGWuCIMS5CTqs6FU6QukQoaqzG0VuyNNzlNJYERIGCiEEAQ4VRBhjUCoEZdHGYYoC4QyDQUi2soyTEYvlEh1FlMucorDcu7HH9Z0hHz9PEdaXiDVR8fX9ekSlmZPykK0NxbXy7ZXdt39bkGwScBz0I2eePvFI6WTAQ852nqx5svVWu3Y4/MK67Nlu3nBdUXRTMa1h71G3zrVPT5K57D065njv9UvtA5hfXpdQWJVjvfcuA7B1V2FNE/fe69/rT8V12qnfqvXrr84mvZxTtdfRDzX64NKQYaF1o3t3XLfSrfHS+oxdnxxuUKMerU70vCdHYx2uT5RXrPGPS/L3MpV49dZt7Yco1ygQa8PEec81IdQG530DrO21jrBevuc6j1th8oC1eb0Wmn5Gnedl14DdVBqG8I13r6BFRm7Ammr7MScECIFSGikcTmgcDgMsFjlPni0JhwGZhdkyRUeS4izj6LjAunblEHUxbXKSdRYlwLmSUmhcvWA6DARfur/FX/viDoPAMBloskIgdEKWO+anp9y5tsFskZKlDh2ETDdHHJ9kpIVD2hKcZWM8ZDKMWS1TxsOI7e0NlFaVB4lgOEk4P0opyoxlViC1IFSGcrViMU9ZzFOE1MTDmGiWUBpFECnCMCQIDGEQkUcBeZpSmiXGDfnca3ukWc7DF0e89/4hf+Ob75AVhu3tMZOR4ca1EffvLvn5Rwf86be+z/Xf/xqhAGsczqasljlCwB9956f8v/7wj1nmGQbJbJmR5ZIyMyzzgi1lEEqhhSAZRPzJ9x+R5iFff2unOpvQgLCO+XLF2QomMUg0g0iR5Y50VeAa2bH1fG1tpAVKEAWSsrAYJ9k/qTYS2NsccXVrxN7uFudnJ1zdGjOJNaNwg40kIYoFg2iMCiQiAEdAaRVhoJFIgniMkBqpqDbsNhZTVlmtUmhwBmclxhqEDCitQQUhKhriMGhXoLSizItqGY0QlNkKCUTxEGssRaERqxWv39nk4+fP6gxM0U/JbxDQy9ru1vM23oeXtd2gnWd8NtGpVuIu09CtMqAtqxctc/4jnZHrz082NFd6yy/cecqih+ptZnp/VqUp2+Fp1B6Q9UHA9//8mX+Hb5D7Wse1nz8dCLsy6s+Ozqt0fbZ1jkGti+tIYJsKIZo8E4+nfl95ZfmX5xr0ALpP56eD4V+5A03XTL/AGowadgloQqhNCmuTNNEkQ0vWGFcV0YJH10y/6/y/zXuifb8psz9eu1T9tvnNZHtDel2O3/HNDggC0d6TAs8SupwvDXdapeO6TNOeddc0pAnLej3aZk2JlrV09kzzHy1fKznuuNUKdv1/ITqBlwJeub3F6zdGCOEIlEIHmuE4ZDiSDAeaMHAEuj4vTzmUgEBpDk9yRknIbJZyY3dKIBWTccgwkXXegj9auz7R0hFIh5YlShqkhKtbEb//K9f47S+N2Uwcu1tTShHy4Ok557Nzfu1LL/G5l3fZGEYI61DKMhjFhNEAITVhoAl0fRyVgCvbE/YPX/D0bMlgNKIsDbZ0ZOmSPM1QYUSal+yfL5AiRFhDnltMWVKWK+IwQGmNUprxKEIIR2lypIVACqRUiNrbmc0yJuMp13evcHtrym/+0i2K4pxv/5vvcXS4pLSOyWTA1e0hX3rnJje3cl48fkCeLtsMU2NL8tzxJ9/+SxZ5jgJiYVmenZPmljTPibWmzHJMmpKnGcvlin/yrQ/48w8PMUgCZdDOIJHsn2b85/+fv2S+yMBawiDkaFGwuTlmHGlwAmkFkVAkgSKJNEkMgZQkgazHrOXKlQmToWRzFOAQXNmbcmNvh73dLTY3xwzGI8IwBFHJhZIKrQK0hiI35NZQFJYsW2GsJS9zpJYUpWE83QQk8WBAUUAUJxRFSRBIlKpC3FWmZLVrT5iMCAZjouGEINRokRNIQxJHqECRxDEv3dhGSuvtSloLUCMX7qKybI1I/OHq6QRX3bfePahOAu2e66nxNoTXzn60+sOTh/r3Sv/UoCWqqaJW9wnft7tohK+vGW7t/57m9mhr9Ifr3uqDXvNbr8T6W/PZ37VmLUrm+oFlnzPNenoL7bK13m89DrLW9sqirnhWY0g95vB0dRuCXQNYX182PVjp5M5or97/dH3+GfYmha7azsaB/uBZB6R1r85Hamrl7w3HPsPXzIJqAIj+d0RtWTT3vFBH+7dO/vEzj8R6MLY3bjo49hrkW3L9N9waR1pUb99ZTyWumtfNCbaDu00L7rp2vduaxJPOThNdmaLf8oZyKR1ffvM6USAQSYISJZFzRIFiFsc4sUIHKVhFZkqKMq2JtkyjmHdfv8pLu1PyPGNZrPjkyQk3poInBxkvzjOyAgpTBY2dq8BXAkpYtHbEEl67u8Vvff4mQ10wHCiMlfzgp894561bvHQTtjcGRFGEkKADRVGklIZ6dxJLUe96E6gq9KiUxJQWU2acnJdYKarwrijAVVuYKQWmyMhWJUk0QNsSJQCpsTJASyolnqdopZAStIQojnFCoBAoWxkGWgWkuSGOIvauXgNhmJ3N+OoX7xOFkn/0xz/kG1/7IjvTiK1pwmBQcrr/iNPDQzammwTSkq8yzo5PWK2WlPX5jxbLeWYxaJ7sLxhNpmxsSFx9tqIpq4XsWZFjjMVRkKYFYRSjA0Va5AyHmqKY42TE9z444sGzOa/c2eH7P3lOaWFZlmCqPUtHo2qHG2eqI7ocUBY5t25usr055vqVAVenE3Sgq2xUqRCi3gxNQLrKmEQhZ/OM6TTBKUmeFQQ6xTpBMhxW6xBVzGAcIgNJ4IaIQKKcwDiBjkJWuWNze8BqviQZDlnO59UxTw4kIdFIV6FWKSjTFWVRMhwMUE5xY3dIpGHZaNdG1hrxqdP3KwOxVsa9hfN+skdnmFYGsq92LpNA/6ofvqBEPH3VFtGBtSfNeJkRdBDsldG07xKahHP4etfPKHcNMkNjafdBqC2lOe6q4wx0iZGdFrtQu3fHtc85nw+NfhMdx5tpqO4RT6fXBfZPNGrgs59g2erd9kefp9Xf5lTITvWvc+Di9RkSaLpgXtN9bWPWk1Xa5zsGtS1dSwftmtm3VTqGdgzvTwBTM811HOx1U9/zakIYDSN9g6qFNC/u0Bebi0Bc8b8ThKauNhwjunK7frjEXFh7yPWY2Ajymj3XJA71vNWLw7JuNULAdBzz9kubxKogVAHOrlimK5ZpwSorKUqDcRolVDXXpyMCBYu0xBYlT58uwGWYwmGs4urOBoJt3no14Xg558NHhzx9PuPgLKcwDueqheelgysbmq+/e403bm8SKctkY4sSy/7ROaPRkCSM2Ht5giksQkqqXTEcFsMyy3BCUJq8WtiuHMZZiqxAoDDOoJQjjINqcboEJyQ4iQ4Fpc0pCsMig8mGxgFRklCikTrEuhCJQEhLWVqQjlDHIATWVuF2TeUJBWHEYDBAyQCnJFJYNrdjRuMJi3TJV96+TSRyvvWnP+f63nVeu7fFYChxZc7Z8QuEUGAdp/svGEW6PvexyuYsjcVS8ctYcGhAYq1DGMtwEJDbahF7DgipENKihKhQTQicqfZefe3uJt/5wcfcfOdlouAFWVrNoUspuBc1sQABAABJREFUCAJFnhoWxpKEEiUt4+GQz9+9xivXQ67tbVEUJWnm0GXOYABCBZwvM0y2YDKNmZ0vGGxsMBxvkeYrJhtjTo+OMGWJtYKz4zMmW3ucHC/Z3BqzXC4ZjkbMTlOmO9s8evCU/+3/9Q8QesR/6+/9Dle3B4SxqQygLCeME2ZnM3QksaZEBREAypREArSMuX/rCq/f3uJ7H55iqadFRGvCdrLva8I62aTzkPrGuS/z/rmobai1fsjPrG+M8DZ3sRXJHnp5SmPt+5pWu3T5mEekcK7LaL8g/T7Q+omL9RYnvWQej090+tKvrp1+wv/X4f980WQXvTY2tbi1H3trKNdZsn55OrX5t8nVsGL9Ua9fqBf69wr1Qfby6zOvM/SNqxammoHYIlg30NY9wz5kdUNhnbx+CZdwDb+z/up77RRdS7tXa/ObENQ7a/XG7Bq/2wY4HEI2XuelRtSFsS8aGnpo2yWG+/OYVQaoN+o6aezu9yq5rPLKO/r6u7e4Mgk4Pl3xwYN9zs4W5PkMLMRxwiAJOD2dkeclUiqigSbRklDrKqHDWc5mKa40HJ3OyZ3l6dGKxaIkM4pAa+IoJoktLi3AWSSSeze2+LUvX2VjoJmMh4wGAz5+esxqVfDW524wGY2Zbg0pC4MrC1arDK0qr84UYHNLOBZkywqsnDMIacAajDWUFrTQjIcjpA4QIgdn0IFA6wCzXJJnVeLJlT0NShJEMSIrwUmiUJAXK5wRCCmrRCOlqZaISJxWSKfRWqODgCDQvQ40DqSOGQwUr70+xTrL8WyXzfGYH/zoGedZwNc/f5VkWPVwnluMdbzz+h4Pnx3x/OCczDhCJwikJtAK6wxOKIRWCGcJ4ohVAVZboigmkAIbFOhQVideECDUCEUBTvDGnW1CDfNZxu5GwjKdYy1YB7k1hFoiZWV9KxUxjARFsWJ/JjnLTkiiiL2tgtFQc7Z/xub2BkVeooVBqITRwHBweMzV6xFZUXJ68gKtFbPZnI2NIWkBjowyXbA8K8hyQSArbVHkZ/zBf/Utvvv9j/jv/b3fIj18QJ7cYGYThoOYlV1iXTW/6wBnLfPjOUgDTiB1td4xDiK+/MYNfvDhcb28Yu38E+fJ2ppcNOrwglx7Vxfp8Uz/1slq5HQ9uaTTVcJ/s9UNXS5D91rfQbiwyN1/1AsvtRmirgGHmuZLsl9B1oDe6dpmK7eGuC6g2IQT6XmZfjJeU0Zfu7u1+017qh+la4xUqukbz+j3d6PB67fL5kR7Zdd/m7KqxEnX1ttlnXYrnH9RnzfXZwDDLgPqsnBop92bz52l0RDeRCq7JRfrYOHaf/2SLgPK5tceqF3yuUfep1xtGbbabLn93bMAe8+140y0giF6T3lDpMGv5rd2WUpjSPStSeEN8F559bjttblnHvZt3cbskMLxhdf2+PW3dzg9m3N4ckokMm5dHxBHIzCO4XCDwWCEUI8oiurg3OUqZ5VlGBeCFUTDbeYHObt7CQ+PUharHKU0q6IkK0vOljnVYr0KBCcDxS+9tssb9zYZJorRIObwPOVoVrJ3ZYISIbtXtgjCEGsc+aqkMGW1z6crCOMx8SBGKU0yHBNFCqkkaW4wtqCQEh0EhFpglCBOajBzIQhDGFQC74xlVZTkBobDIVrK6tim3JIulsRaEIUSpKM0ZZURKTTO2WqbMWswxpCWGYusJE2X1X6bWCbDEKkkWWmJ4iFIRRIHvP3WKwgrmJ3NiAeS0/OUT54c8MabLzFIqjmyd169ySs39/jRh4/4R3/8M5YGlG5OtNckYYjSEqxFhRFWOYwtEMJgsZhSY61GSkNuDGE8QJUp1liGYcAoCjg6OSM3WbXu1hisqTYUzzJDEAjCQOKcpcxSvvfhY1bvVedISqkZJiGv3LvHr33hLoXJkEogCHjxdJ+ru1PyLGe5OEZHCVEQEUcxNlaEcUyiNC5fMp0oVKCIE40QknAAMhAcnJwzmW7w0ks7nC5X3I0k8SAgTxcVYKYpQajJ8qKan4wcq8WSvFwhZMwgSBgMBrzz6hXGA83JogOsSq9WSqaVjt7GH6IWu0YRXVQMTYJKTwf4Clv4usrXDX2F62uC9l8pcK4Ch26tcqcL1sts6W1xy/Xk3K+kspelt6SkD7QdMLgWaSofRvhKrQYiX6dfhP3u82VrO31gFH2Po6nD1SDYgLRXXR8DKy74lABtkk1LWz2l45p5Y4+UDgjlL8SB5vpMYdL+eo81H2+twe35WE2HV2fDs06Nv5uBH/XzoRXwljx0at9njw+c3V3X9wQ7XOnohN7bPShzbq0ufzA2BfR9254l6FtVTec50YJnJbxNKz1A7VkaHcHrxsP6t6b+hi4hLLevjvi9r99gPjtmscpIs4JhpBlFCYNRhMur8/CQFkRBHAqM0URKYWVEUWpOZynf/dHP+MpbN/nRz/fZnA4psoIwGbIaghSSp0fVyepKSV67s8Vf/6WbBC5jc2OEkAEqVBwen3Lr6gY3rl5hNEpqwDGUpiTPl63XJYKQeJAg5II4CdnanAASKRTDeARmSZ6vECqpjmSKu42xpazO/lPSkhUryrIkzUtKZ4ljgZWglaxOojASKUOcDRCu8sLK3GLCEiks1loW84yDszmn50t2dnbITQI243wJX3j7FQ729xFUh+2GQUBe1AljUvHWW/fIypL3P3jEfD5ndb7ge5/s8+r9e+xtDxiM4JcGinEc8pOf76PcgiBQBGEMotqmLYgESgq++cYNgnhQne3oqt1hhJAM44DdjQRblkQywIgCawWlMTw7PMLYJkRWjQ9bK3IhK8NPCcHJoqAwAmctuXEgDFmW8+d/8R7TyYj/9G+9xnK+wmQFWsWMxyO2r2jigQJbe2tS40rBKhUYl2HqvWpNOa/uO4MONMloShSFmCzDEDFIqjEslUBGAdbkmKKE0iBtFd6NwoR8nhKKkDzLOVukqEBzdWvKta0hp8t5JauukT3ReiSV4dl5Rd2UQ+OVdIr1Mq+hNxUhvGTBNTF0HuD6ny7Mqnk41ToWTTjWq7OFn156uU95ravW1my1m5i0enUNmKhBoU3ZdPQ253Ci1UtdeHNdb68n3vQo6tPYwEPXId7VBy1vnUsP7Pog2fSb8QC6AkJ8IGzwyMMX52wP1D/t+kye4XrDq198O4jus/Df8pjnu+r4A8NrQ/usaBnUhAguNqWxHPyOb+YEbMsUAZ8ysLqwQEOM8BkqfIZ7b3vS4/tkvlHm+4uIPqeqoqWXwt3xVXSMW+tbV89T9g2HpmmiZXtVxsYw5N/7xm1cMWc6GTKMAgZxiA4UQRAwSEJWaYYpLOerHAnVomxRzcs5IwCDsIJ37l/jpeubKOs4W6Zc2xzy/kfPuLM34OnhGeNEEAUxX3nzFu++MkViGA02sAj+4kcPuHXrKl959xW2NkeEgcY5MFRZrQiFVBprDVpWp6cXJSyXBcZUWajLNGO1WhHU3mCRlqgAsgxcCYujOU0ssErg0eAKnh8cUxQGZ2AYhUQqQEpHlqUcnmXsXJ3ikFghSbOCJBKcz86YjAdIYTk+nbG5vc329g6ni5JnJzmv3BxRupLNrQl5UXJ6fIo1lVdSZDmmLACBDiKCUPHqy9d45aVdzk5T5mdnLBen/OVByt7OVRLpCIOA1+7sEiqBEpIwCIjjGK1DgqCa6/utr32OoF4OYa0GqhPv9zZG/Df/5ttol1OWBU44tBJoZan+q0JoVlQbQTciEChQOIqi3lu1mVyp5cXVu6fOFylah0TasXPzFqcH+5wvFUfPz1iuUhazBeezFUmomYwHDKdThoFlNEwIQoFQMNDVZg9FukQIw3/jt9/g1pUtNsYjpnpGkkRIKaudd6REqQgdag6f7vP+e495/XPXSYaKIh9QlimSlHS+QkrD1kR3570LT6ZFJ9nNsqcmiaOTKIe/cUcnqk3Ep/E7PMPbT4jpr51oy6RXYk+j0aF0ozO85LlW3a+B47o+aIHUJ9q1RsC6jqzaw/qvNeDZtt/FGg2dxyXq/3latrb4Rbu0bY3epnUOL6/Dp8nTwJ6ea/Squ8A+R7d/axWBavW7g14D2y52/Y79jNdfvR0b4K/t99N0u6UR1S/Se6Kjza6VJhBrwNjealC9frmbRHb4nO+c5/4u7S1sum4ewc/c7D/ZlSYaAWislPVZah+dRJ+OHv1eLWuRzK4ueiZiC6jV4JTd4PbxtE2c8TlW09SAragGoMTylbeuc2c7JImH1Q4mThEGAePJAK2DahlBWS1fyGf1/GEUY60hL1KKLKMwEgXMZhk4wa2rm+wVBiEdN66MWcxTnh8PODya8eXPv0qkKs9rnAQ8enHG7rUtdveGvHJnh6u7G4RhhHMS50q0rDIFKSyBDsGVKOWIIk0Qa7TSmBJU3e48K0iznCQJyUtFElmQGVlmefr0KS/2rzIKI6yrNvU+X2Y8evwCawwIS6QTpNDoKCGMcl5++Tp37kwJByHTrSnGHFXeUW45OJoxnkQUQnFtbwcl4PiDB2xPxkwGE6LAslymhDpgNBywsTFCCrBljtQBSIGxjuUyRThJGERs7Wh+45tvk6Ylf/bdn3C6OyfNUpxMuLY5RAjBtSsjhnGAtRZchrGK0mhiHVGWluUiI88K8twRBCu0BCkUAokSVZZoEERsjsYcnBUUxlEqgzWuOliE6phXLUW1aL/KOOrS/itUqcaRFNy5ucswCnG54enpgv/8v/jnDOIBt29NuH1rmxu7UwbxdQZJRDIcECUDpJAgBEWR4pxgY2urDmGXOOCjB8/ZP16izAIZBSznOZuDLcIoI1+ucDLAUrBczvjun3+fZ+cl/+6v3UWKFGc0swKUkBgrmCQxEofx5tFF3UoaZd5qWE8ue7qJHtg0iSidTNfPulq5XwZWbTGOJj2vNxe2rgvaRft+OZesa+ypoMa18J9b06GtK9aV6kffOmBbd2zWk44a/VMZDM1yM9eAUlONaLbk7wyRhpW+huwjuZdx2nZI93sPvxpdJyyV+exqIHQeEPaKvnhd9tsvuD7DEU4+fZ011TlPfj6oZ+G078jeO37ftN0pmidFK5NtS30LwRvIQnQg3Dr1wmeq8/56FQmap2nPT6wZ38vo8gelZ5H1u5a+ddPrlXWrSLQWy0WoXePgRYOq1/7ul45OUdMiteSt166ysxMQByFCGg6Pc0QgsUBR5lhTgaGxJfN5jrPVXKaOFIENAUe+yNCB4Ox8n//qTxe8cXuTojRkeUm6rJJBXrp5lS+/eZcsWzIcjHBIjucLzucLbrLJN7/yueqE9ihBBwH5ao51ljiISXNLWQicMKhqQSfOVRtqL5Yr8rIgjjRpXlIYR2EsYSjJjECVjiK3COUoyjmH+weUwyFn53NOz1PGY40yllXusE5w9eoGQmme75+xygq2tgbMTs84Pigp8hwnDIMwwSBQWrO5OWSRK5CCdFUwjgc4C0IpyGGxzEiCsOo3ZyhLg7ElzkqwCgkEWhKEIUIFaF2FcM/PFty/vY2Tmj/7i6fcvrVDrAW7W2O2NwYUZcYqFRRFUG1GgEaqBViLEIYiz4nCiDg3hKXBUZAVBZiSMNAIacgs5KXDWUeoFCqWnM2LylASlbfZjTboJcCJSvlMRgPuXBuBy9Da8PLuiP/Bf/JbhLEkSkKCKACqcw2VUggZVOFqFKV1oAKWs3NOP36MKXNMWc1dCqX43W++wt7OgDAZkWdLVvMj4tGEZDCpPOwy4+69u/zP/udXefLgKWfnc4axIkwUAxtzXpzxh//8h+yfprz7+h5nRyc8PMrITT8BrVk0IGoDt58IQxsOXMMGT+QFso1KrVu2NaC1maxrIHupY/KLXRWv1HW4rgBeuN7vop0f9eGnNuR7CsbLn3ddHc0PLR+6R1oOONFstVjT1W5c0HFlHcQq1e3zxbVPtughum9edX0qhKOObeAwVadZ7/megbH27/rny75fcn3GbNIO/X1Q6NsFHTD0jZvaq+ytu6kebJ9z/vP+yhe/9O6Jjo19q6YJi1y0vbrF6g3VnYXiccmbKG/Bq63Hs2zoBK8hoN2wunlVeKZDa6V2xfvffL62rzTCXINE4yW3y4doEng8eJaOV+9s8+r1CdtbAa4wLHODkNXG2VmeEUhJnpcorQnCiNwFFNZQLiEIJcLaat9IaShNxsFpyf7hGadnJW++OuTF4ZwbV6Zc250iXElpCjY3Nnl+cMrDRy949dU7fPnt15huDRmPhwilcE6QZzlCaJZpydMXxzx88Jw7t6pdcYZJQBAqjAkobMp8lnIyMwynY9RixWic8PGjFxgLZZFSupAXp0u2hhKlJZGOOTo+ZzQM2d1OOJuvUFpTLgy7Ozu8dHNKdWZfxGgYkiyWBFJhHJR5zs8fPkXLCCUUgyRGy4RIZ1UaJoZVtiQtJclRQhJqsJW3ZoylyEqcK8HVC/URSGlxShIlEUIGSCsQocTYU5J4xGpV8vm3bjIZBhyenmG3hlVoWmqkFCAk167fJh7cIJ+/TxxJggBMmaFViIoCokhVG4Q7A0qQFwVlWRIHiul4yNHxOakBY6w39JrZ+zqs5joZaqawHZbrN/aYH73g/GzAZGOANbDM4HyZI7UlCEoCHaBViSkLhHBoHVSnn0QRAkcSS6Yb2wRh5anlaY6zlsrzDFE6wC5gscgYTENMntcHIRvCKCYZDrh607GazTHOslotq2ScJOHZ6RyjBvxP/+4vMRJL/h9//BP+wR89qL3dqp0KLwmumU/ryZ2nB2oA6Sv2eimDZ/o2EZrG87sIkX5aiSeXFwDq4iVao6T9oaf3Gj2wvteFqEGrdzzBZUs7EF2SUQ92esq3p5mla/RLozjbQdMzxNc54dqmdPqyjx4+n72kQqBZXlV5g/V8YBMDXu/AXvs+4++/wCb5jCfd141o+OYhe7trC5W14k+9dn6k8ObUak55E8+yVf7NnjL1Z99z6zVsbXD5X2uP8UIbaNKeO6a06wVp+NxkVNVc97wu/98LXG7XHnVhjJYH7aJX1+uIdQr9IdKGml1/OK0Lgf+uFI5hrPh7f/NdXr+zjRSQZSusVEzGkrywZGmOiCtFmhcG5apF11qKalG3rebySmEpneFoafj5kxmJrjbpjoIdNoYhb716jbPzFUmUkBbw7GjJYBxz+/ZVbt3cZjQaEYYaiyJfFURBQFk6gnDEJ4dPcGnKvfu3efDgKWdnx7x+/xZXhzGECaYQvPHWS7zx1j2K3GGcZGd7k/PlktUqZbBRhVU3RgHDJGBzus3Z6QwpBOPRkEW24PCTI4wzLNOU1WLFPBfc3NnAmRKUIE4SpFQ4V2ItPH5xjLFlfYiFwFqLKQ1ns0WthCRbwwhlSlzpKNKMYKAJAkW6yinKot5pJ0IpgZAl0gU4Z8GUGOsojaEsC/KyRIcwHQfEScye1ijhKKxCS8XO5pQwlERjgZBnBKOYwaCaKyxyiZKKKIoJBwESx/HJOWXp2JiMOHk85/U7V8nNEccn59XGBM2coKCNwFR7BkscFmsdWVkdzKukQGD58MEzvvHF10miCGtLFvM543FIGEdQVu9IaQgDhVIBOoxBQJZVS46KfEmWa+bzFYFWOCkZDAdEUYhSChUOkFKRDEd89NMP2H+2Tzwas31lh0A7lucvKIqqf4JoQBgGJMmQssxZzM+4eX2HF2dnjOMBAyH40uu3+UfffszZynoyVEvNWla4a+S0W6V/qUx+GtB1oCrojmCq//Y2zugb8r18HB+ofUDpexE9GW/0bPvFR6OmLtEBdq0VuHD1dJr/fqePRWsciI52B7Tg6NGM65XVJN/0Iderfo2xrUYWzVSRoc0O9UHQ48ulbfq3BL7Lrs+0UXfL0s58rGirO707q7A/wLolGT5DqyLazK8Goi5YQtSDS3ZFusa6qKytZo6vutVZT30bz7eCRA2Cbg1cO9vlglHVTKo31LXeWd+OhK5jXf2eH1boW4hdyLNvSTafGle3KXh9NIjGxgDX7PwJ3/j8LX75zSuESYyzBdoqzLI6xsg5wXsfPuGPvveE/+w/+iZDWW0/lqUZhVX85YeHvHZ7m1FiUbpKKnn0YsGqKNmaTPjrv/I6W4MBya2A5WzJOInQYcCf/ein7E5H3Ll5m+mdpNodJQrQWrNcpVgHg8kGP//wGUoWPPrkCV/5la/y5ht3+JMf/ENGCBbLgmUqcHm1AXegJFEUYCxoabCloCwMoQoYxjHHswxbOkpnyOZLloOQK9sbBEHM6vycMs9Z5QWrdAkC4niEkxqtK89NDWKUFjgnMMYx3ZpyeDhjGFaenNKSK9tDDILSSG7fusYgrJ5FOPI8ZTZPCSQIVXmEG5OIIE4qj0nLavpXSBDVQb7GZdXaQCERWLQOyHJHFMdYJ2vjwQEFSsUIN8dkJ7VCGCFltYWZrLOFlQRRly2dIIwSpkONlIogFPXcZZVbJDxQaIZNc5B0HILSYKxFIri2O+HXv/wqr93aIh6FSCHJ87wKWacrXGGQWuOsIy2XGHStyApMDsPxkHgwJgoCCDRJMkaHAlOKao5TmGp9oIVkqHn3l79EtpoxOzvn+MnHnB0dkwxH3Hj5Jcp8RpnNOHiREyUjBqMhm4Mx/6P/7u/x7T/5IdqWhIOQd+5f442Xt/nWjw8qGXGu4vPlDtKaId0Hpb4+6KDugjYR0KaPuw7s1qNYrH2rRHYdtC9ejb5r3raiA0M/QXN92VVTi780o6Gxeq/fosbzdeuRu7Y9LQ56uor23cqvaZRiHxbXAVd45fhcqjzbGgid+XSm+JeP9esMuKhSP1OZfyUYylqQ3LoF5TGtr7zF2jOeV9PwrB6V7ebZuNqrrMqR3rKDitn4L651XF1HnUDit94JUaelNMrAs368AjrvS9ad0nm4Yh01GzzzS2j/uO6fC4tg63ebdT4NT9qn1pN/mxEMl+84U7VJUIU/xoOAv/UbrxBiKKwFW3JytmI+W5BlOU4ojhYpi0IwHA6Iy4xlnlM6QWHh8dGcl65PSUpHmhlWecjZrGQYD/h3v/kmd2/ucHR0Ql5aokHAo6f7xKMRX3jzFtsbE6bThDiOwVUnU5iiOgpjlRnSQvL5r7wLWKyrjmUKg5Bbtzax546bN/dASqYbGwgtcdaglaY0EARbrNwJjkdEoWT/cMX3fvyISGlsLnhxfEYQOJyFxWLFex9+wvPnz8hTweGiIF2VrJYF8WCjnjcryVYlOLClpCwKxoMB2ciRr3LyrGSVVgCnEdVGAFqRG4u1lQGnkAQaolCjdXXSvVARQTRCYirQkiVOCoSQnJ/PefT4gNkspSzBWocpHUGkCLQizx2VH10vincWYQzSVjJhDQhXVHuvliUA4VCjlSCKQ4aJRgeSvZ0xQRhgbYHEdnZrs1C7HbGVhXt9c4TE8vxkQRRI3rp3na++dZ1xLPnk4wdIU7A9lQwHIQiFxTIcjYkHEclogtYSqUKc1CgpMWVZhUmFwJQZKkyI4yGLRYqU1RmYx4dzNrf3CHU1dx0kG8ggpjAR460drl6/wvx8wfOHH7FYrIjjmOn2FpPtbbJVWm8+HvDumzc4PzpmOBmBzRlNApr8hEbdV8ZvZwj0LPJLvYZ19d1Y/X1HrM0iF53Me3ZuW5Rr6/RlvYecfXu3Kd83oL0kwUY3geg3q6G7LWQ9jXGtsY6qXCE7yHL9eVWf6Fbf+XrYyY4Ov8Ftpmr/8ilop/5EMydoaxBcq79rzsVmiEt+64i9+PkzXJ9xaYVvUDn4NOUM+AdzdF3iWQ7Cy02tixKuS7KpmFo/L/xSqofbnRpaGvpnJor6N1dPOPuBgiY84ocu/MX1XSJOPcCcP6Q8EPNaXIsFnXD41uHFyfBq0HVD9oK91W7D1tC4ZvMJ3+bqIvqv3N3i9k7IMjMYsUQbw2yR4mxlJRtjmC1LhlFAkS2QttqdJS9S0iIHIA5LlHbM04wXx+eE2vDu/SsEgeS9nzxhMHBIGXL92g4WQRKH3Li2RRwpolBVc2VWEQQxebEiCmOOz5Y8f7KPdY7dG1cwKIZasZyfo03B1pVNdna2KIFABkilcaJacB6iCKMIjgqOzpYIY/jBz55wdLIkSUKCE8tb4zHnp3PSeU4QCDYGA7bvv0ISBeg4YTQacmNLsDw/J1tllGXGbJ5hbUmeWebzjCAUhEHAYn6OMZLDs5zpdMgoDqpFCvUuLs7Z2umQSF2PZacqo8sq8jRHCsdimVZzmyVkWclstmB//4SzeUpWVFEGrRTjicYKy4vjGfdu7FCWOauVZrkoCKIAY6sEBns0B5NRWstgMKAsS6zLCIKQKAjQgaxO4YhjNibD9nijarx0s92iXuvqhGRzELPKSuaLgp3NMV994wrXt0do4fjhT/eRgym/+dfvsjeNUVojpUUEIdYKtBKAYrbMmE4ilvM5nxyccuP2TczinBePn2KjbW5eN6xOD3n0eMn9t19jefQRTx8/I5pcIwpddWKxcwRxyF987z2u37jBzeubDIItRtNNynLB8uyMhx9+SPT8jO1r19jc2kBSItjg9HxBWjoCFZKvQOMwrpb6xhN2/bwLann15a+76zo707vTyHL1WB0IbLIga4DoJYT0PJK+Luj5mL6dLC7qlg4F/PNtvLa04N7ke3aA1JTZ90j8Yrr5VYSXvX6JPuxWD4hWjbfJh37ZTX3NLuKeA3PB9hCOal7Q1HPzzu+gTrmy9vkyr4+13/4tQbC5Pls2qfBVdkep76U2tFTWUZVifblb3SjwBuxELyMTaDvmgoXGJeDgDx1RWSzNIGh9zZ7VJXoA2JXZmnJdfd6z3VDufLiWvtZ66XvQF3vFszyd67WlK7cRg15qTE1eDZ6NbVELpRCON1+5ijSScJSwygVZtkAHCqRCB4rzeeUlbW+MGSaaSMWkLiUOQw7PVygJYb1dUm4EUaj57a/eY5xEHOyfYkzG5uaQpwfHKBnxzlv3CMMAJQRxWJ0ogVQUVoLUKBUhRRX+e/7snI0rU/afHmDKnKcvzhlNNK/dvcmV3QipNJEe1F6lxDpBOEgqNeAs2pVsjWMCWfC7v3KfzekWSRxU+3yGimEcoENNmllsacnzFOMcJq9OoH/+5Cl5kWENKKUR1BuC55ZAGLRULJYZgdIoLXFGkWcCG1XgUZbVQcBlIXAUrKxgleWURQ5IXOmQSoKQhLFGixIhINQSoTQbGxOu7m5wcDTnkyeHlKYKSQpnefjwBVvbE4o8Y7wxQElQgWQwCMjSJVlqqQ6hsOSrHIj4+NFTgmSb+3eGaC0oc4usT4K4dWMTqE6JVzj2toa8dG3E/tGcj58t2jF9tshQUvPmy1f4/CtThqEiLeC9T/Z545W7bE8kebZCEOJsyfOn+zx48IStq2/y6mubnB094b0PDvm13/gmZX6ELBac7p9y8+YWt+8FfPzRc9J0g+l0h+t6yen+KaPxBjo6YHY2ZxJLrFPVXLJSbG6N2YgKHn74Ec+eLvnl3/gljp6tmG7scO/1kHyVcvj4x/z8hznj7evsXtvilTdexxmD1or/xd//bT78X/8Dnr5YeJJZfZQOL95TS1ZthPcltNFJnbT60NDTUc0Tl+YoXAaml7k2tQw3C+B7pvMlSNBTCBWA+M5TQ7yfgkjbZlrE7cDNc2IaJ2Et0a8xLET9TOWf9rhy4eoSdapSOvqaREsHwtCuGfTb9VmAbJ3dlwHjf43rM2aTus5b8xU6FWsueIoNAokLpaz9/bS2r1to7lOf7XtZtNZIYy9BQ54Pmx61bUi23yrvAa/ZXS7Uev+1YOku0tpYcb1MsItrJ6pS3BqVF3jomR51wo5Wgp1pgtSaKFQkgePFsmQ8GmCKGIHldHnOfFGye2NCqCNwlmVegnWYUhJEIcl4QBIIVkXE19/dRrmCLC8whWOVLdnemXDz6jbTacLZ6Yq8WDBMAuSVDXQUIJRGB3VWZZCgteKV165y7UYGWObzc6KBJU4ikiRmc2uEEhKcrfb6FILCmmqj7LygLEqW8xmyWPDua7dYLJYUhUUqSZEuOM00Vlry0YgkDLEWSpOjtGIQavRAYkw1fzeSg+rUCqtQgUCFCmernWuk0Pzopw9Is4zz5Yo0F8RBwPEQstxSmmqOMtQRcaTRQkCoiKOAOBoQBRGmLIgiTZyEVcjQufpMP0cQhARBwM6VkIPTGWleIqwlkI6b13YQ2pGbnNPznEfznOFwzBff2WU0GnB6NkNWW6YSjS07OxNu3Njig58/49t/9gmxjrl+dYfbL99gNB6wu7sDUtRzi5K//s3Psz0Q/Jff/glSzXGmWqs1HQ/42tu3eGUvQEeK9z8+A6H5+hdeYTHPWMxS0uWKbFXtg7q1NWA4vMZHj5+SFjtMd7a5b0pePH7E1s6EPaVZLFLyrMChmW5tEUeSfLVCWctkZ4IKJHvXbrFaZgiX9I5gu3ZlhyiyPPqLH3Dvc+9SpjP+1T//U979/LvcvLHB4eMVe7fvsXN1wfGLIx6+95CfZiV6vMtrn3uVN954hfu3dni6v2xzFRql3Rjbrv3SXN5h4MKXfE8OKxToC7ToFgz0DXbPuO0rh/aL8J5uZVr4gOFrM9fqnwb/Ou3SRYWabePW5ys7t0X0mtBGCfAAsXFMuORq9XnnKQqazbJd0wj8DUZoKfR1VsOYam7QYTunt6TfF+uEXPZ93e/4/xMUP8Oie3/tn9+h63Ncja3SB8vGHuuvpfP9q7X6vFCja98QXmP7YVgpYH1funUbq6PE/+TDipdefqH9niHW8oE6vO1amsUlPeHfv0CE6//kZ+E2Hl8rT5elZgtHlaUBt69v8sXXtqrz/0JJtVxeooMEk8+AaoeZOBC8emuI0g5XQpFnlMaQ5iWDJETpEKkhkAWBMKRFyTwVRIFmc3uT0jo2xpr9ozOyvETrgFfv7pEMBqggQjhRbTZtqknwElDGMNoYEMYx051Ndq9dpSxyysxUa/dCSZ5lPH/2AqUDitxQFg6lBcvlnNn5GfkqRTiBDiVxFBEnEUpMUFqBhMlkA3BkadF6/kpWp8U7QChXJbHYSmkoKSmdqcKdgUYrySBJ+Ojjp2hVMplM2ZyOCDQMYodSIySKJAoRstorVdQnQYRBSBwn5HnOoN5RRUqFMSVZmYOxaA1KKybDMYEOKXKHDiLCQGCdw7pqZ5xr010+d2+LQRIRD0NwIXtJjFTVPKoxhjLPCLTilVeu8Or9PcIo4vjwjJ/86H32Z4Lb928jqObdh0nES9em/PjHH3ByMiMOBDoQvHZ3j2+8cZ1xqNk/X/Dxzw64c2OHzemQk0XBn79/xNde3SBPwTmJEBKlQxId8PIdSAKBKQSTjSlRMkAAyXBIMkqwRYmONNPNGCkMSgaEscbYAmmHREHA89kZxsRVXxkDROzduIEQBV//rV8lCAe8ePacrSTk5l7Me9//CenK8crbL/Otf/YBW1d22b01JJCG5XzBj77zr3k8cwS67CnSVme5Rl7o7jdfBRemqsB5C+drDSDW7jeRndbmbwzvTn+JmgbpmuUGnjfYwqcv/WtK4jJ91BTq0VL949bmGj1vruaDT1mVedrd73ujfvG+O1KXWvPQ19QtTjSfWvbVzolo9kQydQKRx/RfBGIX9N4veKcPAxfv/RVg+V9jzlD0b3mK3l1GZLO7C/1Bc6Gs1vOqh4hYa5uk7ZimnCZ71M/0xK0nFPvo01HgfNOtGevryTLNm2uyIKAXCuiBrPBA0OOP8/5cBpxduNi1GVeyZkKzr6Krw194JUjh+Mrbt7mzt0GShOhogJC2Ot2hWGBNQRzH3Lwy4n/yn/wGSSQIQ0WW51gsSgteujZle5JiyoxSKpZphpSOFwdLtJZsb20zHsZIIUhTgzMFCEcUVun9rixwViFEgJQKpepQtQxYzOcoQIchzgl0UM0LhlGAEJbFfMHs5BQlKhBPYo0JDUoJgmDAZBzjyhIlq7muMIjQgcYYg46qOawo1KR5gRAZQmnyvCBSEYUtcM6hpaQoc5TUlK4g0ALlQqwpq8xPqxgkkutXtxDSEOoIpQK2tidYW1Zn8RmJ1gIhdLMVP4M4ZjydEGhFmq4Iw+oorNJAaUqKvNo5phoROTrISPOcLMuYFRl3buywXC3QWjJONlksC6i9ytV8SZYtKUtbb1qgMCalyAriMCIZRgilCKKEazdDdq+O+dGPn3FwcMogjKvs0yBgNEz4wQfPKMuCq1sxX/v8XV69OWU0nvDtP/+Qpy9OeWlvg+3phE+OLNevRSyzAikVVmsGGwME1UHHg+GIkTWk6QqEIdABJiuAEiEU1tn6rEmDq6crZKiAatlOWWZILZjPVuSrJUpqlAywpUYIhVABk50BSkmS0YitrQlBEKKE4fU37vLJ+++Tzk8Z3n2JRXbG7Cjl1VdfYrRxytNvvYcSuoOBeplBt2tKnd3t6QlfN3z6YoBPWyzmA2H/6U7HNUDnK35HE2XrpHi97g6AmpCuh0ZrH9wFgG+tdye6eb6ermnClaJ1S3xD3H+ynwDUKcJufWKt34Xf2sbb7LfJuTo06uvZ9Q3K1gHtswDlpwHg+nN/xfWZd6BxXsdV65QuDp4GUGxvaUX3VlfeZQOv48Rl7b+Q1dk857oB020K61rryUtFaYdXewxKM6w9L6+jtbN7utr63qerG1mtirzomV6y3LFtXY9/ntXSLVERl2Cz9NpX1T0cBPz6V24RBAIZVNt52TIlCCyB/v9R959Bt2Vnfh/2W2HHk958c+ic0AAaaAwwERPIAaOYNBRHLBUp2RRtyZaz9cVV/mKXqpw+yOVSmbJFkZJdNE2LHJpDDmcwmEDODDLQQDc63A435zec94SdVvCHdfY5+7z3NroxQ8ml3dX3vOfsvddae+21nv+TH4VVEc47RqM+UZJTzCaURUPdeMZTg0fT72kGfY0UHqkSbj3cZ3NguXxhD0EAPW8987JGKNAqBilJkoQklqhYLNKDGnSSIKNokQQ8wboa783KmVeIRU0+Fs49mmQwIBMKrSTOGaQCrWOcddRlgXU2OEY4g5IaIRVe1Uipl1yps0FSllIgpcRhEc7hvaSxhrqxNE1FUdXMlMY5j2kayqbBW4cUjjzLUULivEEISxJFeKcRAqo6SJh4sM7SNGBEQVEbqrKhKCucFzRNTVHM8BhME4K/kzwiT3N6ac2T57bAS37w/h3uHRXBhhuHeEHrJE3dkGqJcQ4hNWBwPhT8bRoHQuOEYlKVZGlEM28Y9kcIodjaHnLzvX2eenKX7125RVWX/D/+8W9zfzznk0+f59Xntzi/t8XhrOZ3fvt7KGs5t5ci0gHPPHuWf/q3f4u3rjjiZEAUq4U9OkJ4H0De1DhjqOdFSKqtJHGcESUKZxp8balrh1CKNM2XpbFCdZJZWLfSUpRzvG0I1qcGIX3ILWsFHhn2gNAMd87i6jmvfO5TKK040CXnL19A2Sn/8rde4/M/8QrDzU2i0xuY33uXLM9YKTBBtBmpltusDXc6QahPEvyOpmnd1ca3m3jBEJ/wPxDLfxbtLSSk5U+La5eAeOLW5RBaB6AVVVljxkWXNrQM/frYvO94eooVrXw8dW17PumD2gbzLyCz0weLWenmF1t7hiWFXMCjN+tA2JFFHoEDeeI7J76fBMx/RcfHrmfYTtQyG8pi1v2JSWjLEK3WxUneo/sk3VfdQYROq6t1tBTf1q8R7Z1idXXHI2cJvt4tx71kcjpsYkd+67R/8vkfZVpW/a42VEgi4Fgms+04y4hOe490uTzfaa+d93aVd28QnjOnR1w6O6K3MWQ6rSlmE0bDhN3tIXfvjbl3b0xjLPkg2PCm0ynGerIk5eHDMbMyxL8pHQAN6Ylj2BolRElCogXlfBaq2TtBlMUIrQFBmqQonTKbG6JYM+rntDvQO3A2ZCjxtqYpq1CXUEV4LE1tiaOE0cYQ5wV6UVXd2DkKhVAab11QRyqF9iHEAEJqr7qweFVSNYZj01CUNd4aPJ6qqrHOY41aqNEbhFZoIUmziCxR1LXFRhG6hnJeM5nXVGUTVLXGkPVzDg/mzKs587JmOg3ljNIoRkeQCIWKQ2LwJInJE0Ga5libYG0cVG9OIKRkNitoqpLb44LGSYr5nNsHUzY3JGe3Rzw4fEBVG3rZECUFFotMUlKtkUOFimK0Au8zlEwDsxB5rKtQKsIZg44zzp2N+f47D3jmmYvUv/pNytLx8Kjki6+e54nTm/TyHl997RaT6YzdoaI/3Oazn36Gv/MPvsrTV7e4dCrmjXfvsHe6j1Yx80lJOW+QwqAaT2wj5tMCjyAfDYLmQmisNXgnUHFEGkdBul3ktrVNhRCCKJbUlUE6hXcKGcWBlniPs8GDuikneASx7xHsSg7vHFGSIRVsnzrF9u4pjDW8+Pwhp7YHeBdKeo22ewzvp3RVdC1vvO6gt2B+F2rQLjR0d/hKfbpi38OfK+rdiWRYx8D26xJkWxBcphbvErZ2VCuK47uixwn68IgDoOuM0bOMBe8A85IPZcVHd8jV4s4V6LfNtMwDLOZrybEHMA/arFW4R4A9twRg36aL9+3/JxkHHv9d0mZie7y0+KMcP8J9H0syXLfwrQPGGsdywltp7aqluvSklryd5E4PvjPpS86ne61j3di7amP1fTU+TwfA27MnpcEWuADRuc6v/bEaUsiQswqeXc7N2oQsfu0AYnc+VxtmHXjX5yfcK7t2x6V9wLO1MaCfZ4yPK65fvYtwjjzbZVo0PHg4oahnxGmGkI4sSxhu7JJEMSrOuHL7CKUISaqrUCkiMjWjPCVNB6RpwnxyjLP1IiOExBgJokSpiMl0yvVbhs1RymiwiWk8VVlQG4M3jroBJyzCGbSUCC1Joogo0WR5RpL0EUIEyVMIhA9/W1dTl55yVlLXJaapKcuaqmqo6yo4gXiB1B7rXJCKRQj+Vjqm389pGhe8FWvDZGYxTQXWIqYe2zTMi4bdU9s4azg+Lnj3xgOGuWI8LhgOIzw1kYxDJQgaRn3JYLTNsJ/gjaU2jums5Oi4Al9hkDg/RmGJI40TQY3ayzMmlaNyEbH2XD63w837hzw9HOIX2V2SOCZSEaONnOHmCC0tSgX7pJJytYadBGERCKI4xc4bZpMZznvyPCcb5Jze2+KwAoTjpafP8upzIzZ7isNpwzdfe5dhP2Zvd5OnL5/iy1/7gE99UnH53AZF43jy3DavvfOAqnJMi4JyOsObCuNKVE8zm1cgQuYY0wT7j5AhPEJJT1UZnBBEOgLhefhwzHQ+ZWtzm0G/R5JFlPMZSR4TZz0EHqkzlE6xzoRqJoswDuc9pioQApwNoNtuQi0jfvaP/wSmmVNVNcZI0l5MGq88rbsEfxlDB6zK0QnWnE66QNcm9Ohs6+Xe7NCR1R4NTmB+cb5rHqHz94oxX9CAtS0dEGiNqi2Hs1gBS/q0ookrE8o6fRbLK1fSnBfd606y9quru1LzKnctqyQiHSe/pY3Ut3C4oJ++zSlq10HwcUd3SPLE98cB4Ye8m86Df/j3H3J8LAeatQiZJVFuR7leODFIj91xLKZHrF5P+Gxfy8nsq6LzAI9hu+gshsXrc48A4Unp81HlgIClEflk+/6knN7dL4vNIDr/gli4Rj/qFCTa8a4t5EV7nqUqpzuKR1Socn0W2jYkku1+jKln4OD2/SOU0gweHBAnmtNnNlH6FEmWUJUN/UG6CAHQlI1DxzmDkQuB6LXB1o5qXjNKJTdvhQD7VDmslRjb4J0BZxBzzcawTxIJsiwl7fURcYjJy/spo0hQVQ1NERJYGytBRGxs90nTBKUTBBZrBQ8fPKQxFcYDxmOaEoVCCUltDc4Y8BatFFmiiLMRtqmZT0sa2zCrauTUY73HOGjqUAGjn+ckSU6SCrZGCUQ5/ThGRwLrLEXdEOmUxtQMN0Zcf3DEtTsPGaQ5lTPcvn+Ir8GIGmMVtbHAbTaGPeJF8u1Tp3YRWZ80UTiryfIIrR2vv36FWVGSbV/iF587w5f/3j/naFpQNZr/4N/9S/z6P/wq12894Knzp/jFLzzF1qgX6i+WjrpWCO3RSi65aesbmtqhZBwkRxNWQ5qljLaGCKEwdcPxpOTyE7v8+n/xFayBLI+JIsH3rxxQlSVnd4fs7Gxy5eaUP/0nL/PW+3d458p9Pv/CGZyH792o8Q7mVUFtKmrncAiiOAshJo2nP4hp6gqpPA/uHfDmm9epreDFTz7PxfMbAJRFyXe+e4Xb197n7v0Drtwu+Sv/9l/jpz+9C3WBd5K6tmganIUmjpAKsrwPQnD71gNGG320AKUzhHYU05I0j4mzGGOKRaKDFK0tUZSwPdgkVrdWACdauuRhsc89XTr/qKan9dz0nf261Mg8hp53pcVVXuaVGWYdNBe72q9oDyyFrG5jS5qy2vBd6XElta3G0XIAi8ZaU4tvHVdkR7DoPH/b9/KX9f5XILug5CsC1OH7W0nbrZ52aRt8DBCeJMTdYXlCNrbuuZPXftzjJBx8DFD8mCWcToDJmthPByC7I+nM3IIjaVOmrSTClRdSt78AEh/i5ru4yi8/xQnoWp+FR2GwdSteXbfaKGJ16/LJ/WrFLte3XPa/7qO1WEK+y4Eu5qd1jOnELfolEArArVK4daewO6S1GVj1XRQ1uzu7bIyGSOk4dWaH4+OKPEuI4xgVK5rGk6Q53oX2jWkQ3qLFIkWY8GjpsFpxPC8pygpT15QKhNBYBHkekyQRmxubvPrpp9nc7oNURFLjhQ+2yLpCa4EnQkmPNTWVqcizIRubO6iFLaqYzZgeT7B1DTikdJRVRVWU1BaqyjEZzxDC4L0nTXOqaobSGToSZLEk0TEkimwzRwtHpKGsg8NQFkcYJ9BKUZclHqiNQUYpxkGsBEmS4PEUdcnTl8/xjdev008beGBBCPqRpHIW5wVpPuTVl8/z3dfeZV4ZGqP465//Kb71jW/xxhsfUNeOL/zMT3L2dMStO7fY7vdIzZy33rnFqKc5t7eHkynffe019h/eI88kl87tcub0JrH0HB1OKBuD0iCVxJoaL0VgHJzCuzAPKlPB2cRLnPPUhUXHAqkVeT/BRZpvvfE+1sHt+we4esLesMep7U3uHwt+7JXneO2t3+R3v/EeLz21xcawz4P797i3P+PUXp9BL6E0FidjvDCoRViI9ZY0z3FeoSLL8dGYH7zxfb75nQ+4efeQ//Iff53/0//xP+R0PmN8+ID3P/iA3//WW9y8N+PhUYH+ld/mM0//GYR1eFMHhlMQJAgbwml0knDt1lX+1n/yX/EXf+nP88KTGzjp0SpiYzfHu4p7dw/Y3t0GU+J9Q1OWNKlikCvSJEOFHb7OYHaY867K1MG62tF/OP1dQsNJwtrpQKxJXr7L3q/aOQmsS+m126vsaLLaZ+lmoune+Oj35R8dZ51wY8u4L8Yn/DLhySpxwIL7XnS0EnC7T7JiEFpnJQAnHB4Drs0m05UiTkxE93gEAE6c7wLaD5MEPY+d248DhPAj2AyXE9UR+VsuBUJ+xLUFeGLgskvZ15bMulQXpK+OR9JaU12AW0l8YhEY2lWFPgLIy+vFov32cKtA+TWPl04Q/PKltgulBfL1p1jdesKY7Jc/Lw/fzmVrrBfrb87LAJAt7LXbohumIRW88NQOiYI4FVw4NWR7b4CUUVA1ueDkIHVMkoSN7HxI0lxUBmctSlq8VSipkFrhkwah5pw5vcn29gAhBFItUl0JGAwyPvWJJ9k9cwq9sA+1FbtDAVZBFCVI3UBiMC4mdjlp3CNKUzwC2xjG4zlf+8ZbXLq4SZ4llGVNnmbs7Oyh45CYuixq4jgiiTRKC6bFHDO3SOVonCOSeZhH6ajrisnBBOMNUmrwEi9DSSjvHDoKqfa8Ewx6CcW8Bi+Io4Re7LGp4fKZ07zzwQeUVcMnXvoEp7c0X/32d3FGIiYK82LCZDpHC8sgyXn9+6/z8ME9nrnQ45knLiDlnOvvTHjxyYtsDIecP3sGEcfE7hyndrZJE0VRVrzy4ml6Sc6lMyNiHVFVc0CHmEQtcK5G6xgZJyRZzvj4GAQ09RxtJJGOcbZGqJQoj/HOYqoy1BN0NVoppHDcfTBm1D/H+TNbfPZzL/Cf/73f5F98821eff4MT5/tE/mGqzfvczTzfP7VZ/j2a1eYzAt0PkAqhfehSHDTlBQV9PoqpHoTICLF73z7Gm++f8inn97g2uu3+MGVO2y/NKA/HPJrX3uX7791L6x9B+PjCc4KIhyRMhgDkvBuojSoSvFwsH/IweGYwwf3mGzU9Ibb6Fhx/94R86Lm13/7D/iZn/8Sz1+IsHWNMUGUkJEgijRKCoyDrkRyMlXGcvevxeat9t5y54qWQe5Q2S7YnKDQvnNre8WSgrUMMevHI98fQcuTjH5XL+bXSEfLiHcBcgl83SEvHWP8OtO+Iui00uzSEdGvBIMlAizaDlZLFyRC1xbgXZuaxz9s93iEwehc353mk+c+qt2TzMsPOT5W1YoVX9CK6eGFyC7rs3aHeOxgV0zKut1wXTw/GRixPqPr7sid72LdUaeryOwej1dkdj5X6WTWQLjroNPm3vOPnek2vqgDoo+8wJatOrEQO5eEW+T69XS2g4ThMOMTT2+jdYS3gt6wT9LrU84apsczjKlJmgRdBRXcfFaECvI64t69AyaTKVo6pAhB904GW2RjFZujHkoEsFNqxSyc2tli2MuJkhipI4RQ2MYELr0uKYuKuqmxpqCuaowNGgEv90mVQkiH1oosTfjCF54hWwTrOwcYR20cpgqOMKYJ0uus8uSRxtrgtFJXM0QU4T3oRDOZjNEC+nmKShQehxQCpQVJnGKsDdXjTYMSGoTG2TmVgKpqqGYVB4czdjYiPnAWEUmuvv8ud25HPLEzYFpZKjPlrdff4MzWiDNnd3nmiV0i1ePMKGOUK/Z2t7He8eJLT7G/f8iFi2dpjEXrhDwL8ZFxnHH71k0u7G0RqYRBL6GuK5omVLWoGoM1BmHBeENvNOL/8v/8l7z+5nX+R3/tj3PpVIYgVK6XOqTYs3Xwvo2ieBHaEJHn2ZJ+H07n6EixuX2BX/iJl/AWLuxkXLuxj/eG63fH/PzPfIbD+3doGsK7Mg5nwHpNnGYkyiFjSLIYZ2qc81y9f8xXvn4NlOJnBmfZ3cwRzmKNxamUuw9nGLcyAW1ubdDa+iWWurRINacpDckiPtN7Sb+XcXQ04dZRxZOzCVUNpy/s8A/+4a/za7/1Go03DE6/wBNnnka6oHlwxpBHKWdPpURaUDerrDNLeiDWd/MKVhbM8YlY5RYUWsa+C3dLp0rfflnt3XWmuA39OkEtWhDu3LCkF2txf2uNfThN96wc9E6MpytQLJ9iKQ3KE3x4+8fCKUes2mkjVNpwlSVjIRxOGLAOrFsPX1kN/dEJ+jAAWyeAj/7+uGNdnlq/53F9f8jx0WrShTG5NQyvZ1ZoiXp7bXfgKwDtFpDsSu2rRdkNTBBLdWIX+FYCkWelslzz9WIdZB83Qy1Ars/KUi3b+flRkF7QF7He47pOvO1TchLoTkL1yeNRfnBthIuL2gXvEAKev7zL5bMDsjhiPjtmMBwhhGRyPA3qyiSU+xFSEscOJSSNCUH2VVmRZSpUQjeOyfEMJzRKGGrjKKqGLI4C8FeLQHYtmU0Lrl29xY1bB1hfo4VEeoWSoLVDRxFxEpFkio3BBirSIBR1U9NUDfPJnMmkZF5ZNje3KauGxtR4q4mloDGG+bxCCI/zljRJoCxovCeKLB5J3s9xXpKlPaxp2ByNmM/mRP1k4UwnkDImTSK0hqaxJEmEKBVShRhGZzNq4zGqZlxaSm/JY8upvYTd7R1EJNne2GJnkJOnCUVVMxyMiJRkcycnijKyJOfieYtUIZwDqZlMC7b3tmnqhiRJMc6zd+o0SRIRxRFVXXN+XiCEJlFRCKZvDJNZxbyyGOtRziG8YTqZ8NVvfp9b+zOmjULHSdhPXiK1RCgAg60biJKQaScfsLc9wnMT8FjrqGtDXVZ8+tlzXL16m3/x9de5ePECmZK8+PRZqCZkac6bV48YzxwbkUUrT6QEKkpR2pNEnijSOBESFlQGZuWcvN/HOs+pUY9ePydONd5asliAtxhC9Yg333mfJuqT6xB6UTWGZKG9CMTW423N9tY2Mulz8/YhzTM5RVmx6z237hxw6+4DVOz5p7/y/+VnXv2fcXZrgJCH2HJOlvR44uIuSayYlSGZeZsHGLEIDaVDfJYSlG83KEv60cYud4lVh84tnUhWgtjazu4Kd6t46aDVcf5RitUFYrFGRNcRRXT6F6ufF3y1XwH04t5VC4uxdQhcVz28IlXdbGKthykr6XgxX1249fiQW9QF1qNbMH2NoPkTnyfJ8+PA7MPA63GE8iQIftTfjzl+hNyknXmCkxrFJbFnTV264Lp+yChOyHfh2yOsRfvdr6+Etfig9Wtbrs8/9oIFYK01s6jxFsS6sHgXHqbL7hbuxK0z86MpmESHo1z3wH1c8MbymZYLUyw50e4hu+zN4kVc3O3xb/3pl9nZ3MQLRRQlCC0YHxVcee82g9QzK6GpDEI7pEqJlMJZQ6xC0deybBhPpkhC7GAUh9ygw57i2rVbFNsDhv0ezz1xju2NmDhLiKKINNEopUizPhKJMYKqqSmqhmJWYY8L6mLGrPIUpWWYJMhIUFqHmZeoVLO9cw7XBKlUeoHSiqwfo6qKLM8p6oI8jUjihIHthcw23uI8mMaRxCkCQVFXmKpGygC4tnHEaUregyhWRBF4ZxFoslzgXXC5wpdcuTZmfDDm4Xif0eYmUkkunD/FxTNnieKEOMpQwhFHktHGCIEki2MiGaS8LNUoHeO8pSorFIpBL0fJIA9JEbL3+AYaGowNVTsUEVVVIyMLPqIsa+qmxrUMmVQgVAjw96EUU9FYnGkAj9IJWLUCYZWgdIQ1NVKnHEzq5dKyxuNcSCaepAnf/8FNPvHSS0TMmU4L8J79o4Kts2d47+aYykkcwY5cl3NMVaCFQKBQagHGDi6eGbEx6tNYSZ4PwD3k7Xdv8dlnnyaOBXkvDdqyhWPH0cE+N26P0XuW2hlm0xmbuSbN9QIkHBJNYwXv3brHy5+FoigwThElPbbPbHJcey7t7vGTn34GbQus0WgdcXh0zPFMsr29x85mzsHx8Yl9uWJAlxaP1uHkxF7rurOFDDMtDeh4Una9KTt7u0vV23uWW5a1f5YDazPZ+OVY1qnlGl4sBZJWnDtB35YfKz1WC7Nd+r1UWK31u36IDh1fc5dgJcQEet/O46KnlrS24RGPA7zHkePu3yfBsfsgj7v/w9paPsxHnF8cH1NN2rbT5VrC/y1g+AVLtBSh1zw1V0GfH9bFikPq/t7htpasVvuxgqKTib5X0CrX52HJ6C1f5dJs1+rWu4tgxeLJxbWhxzVw6lzb9WvtvsMuMLccIr5VIa18dR8Pl61KA9qk3LtbPf4Xf/1n+cJLZ3BOcuWDW2SxYntnkw/eu8kLz56mnyc4oUO2FmexzoITFPMiqLL8MVma0EsTpAw5OKfllKOpwVjP7mZGrAOR2h8fodQGumpoKkgyhY5T0jiin8WgY6wXeCcZbvYZzwVNLfGy4vkXdnjjym2uvnMV4yx/8k/8HK/94H2+/7U3+Tf+1Gew3hE8S2smU0skQGtDL4/p9zZQcURdTANhtAqtBFEsiNIIbEMaxxg8sdLYJCVwtx684979hzjrGY16JMKHyvAGnHNIobHekgwUT462mBcx+fAUGyN46tIOURyT6BDfF+xnUFeWPE+w3tOYgtmsxhqPkMGObGxNkgiMBy1C1fckgThSNLaimBccHR+Ht2w9RJrGgHUqrAsX3MGkCom/4zhic2PA/aMZdVlQFYL+aAAyBOdHWYrHLcIwIqQEmYWYPL8g0tZbHIbZfEot5myePsUgMUzngkkVkqyfOnWW9+8ccjAvAXCupmpCXKdzAoUKhQWcDavYwd5owLm9EVdvT8jyHoNBwmvf+T5/4RdfZpgVbA77C6kw0AFnG778la/z5/7sqzhSrK2RMkcoiVAqaAKc4+vfuUJZ1kgk/bzPbFrSlDPOnt7FIahKz8ykwV6NRUeaSGvyUY84V3z2k09w5fpr+E6ML13HtA6NWOqVHkOXltJaSwMWnqbLsIuOd2ZLpVYg0WlzSSrEEhjXfusy9l2zyqL5dZxaea0uY5dXyLb8e406LWleVyrszMOayrZFy5VEvRrOSte2BGDhF/roRVmX7thPVnE6CWRdItn9/sOA8nHfP87xMe/5mGDYjadb54KWorRgCQYBV7pwsALL1Zf29AICVojEksNgUdTy5ESK7px2ZvDEZPplPB5LwG0Hu2LE2jx5j0qiAbgWcPaIG1l7WWckgjWDe7uguhurkx2qfcS1sS9DU8TCT3bRZZ4oXnxqkxt3xvzyLz7Pqy9u4ZG8+/4ttPIMN4a89/5NPv3KM1y/epc71+8gpSKJPaU15L0BUksaY4iIODo4ppzXxFHgrtM0ZjDKKSvDW1dukmuJMQ1eRoznhstPjrh48TzDQcbbV24RRTFI2L14il/5x/+SWzfvsL21zV/963+Ov/+f/goPrr7FmbOnOH/pF3jtB7c5uHmV5588xZV33uMPvvEOURRRuwrlLHs7e1jfEEeKsCQ9ztmQk1N46sbhbHh7zSInalM2WFOCkFRViY9idJQsJMSKJFLsbG4xn8+4/+CI7e1gp3R24QIuQUlDlKRoarx1jAYZ/WGPjY0BzktcU+G8ZDZtkFKQZTmHxxVNPUcpRy+Ngwe5zlBKEkUhJ6x3FqEFzlmsheOiIE0V48mE1964ytZgSKYFxhr84n0LJ9no98jSCLxE64gozhkXBcdlQW0tQklQIBwU85KydESxJu9rpAqefFIuUt8tai866zC1wyJwVc2nnj/LvVv3uPTiM/yt/+j/xec+/Rznnkw4PDzC2yAFKxpq5zB1STGviKQmzhJMUzGbzsj7m0Rxj0F/gBJjjiYlB5OCGw/e5f3rR7z6wpDhcBSAUCxMHNYxP56TRDkRDutASBUcsES0TJv25a98nVgLjA1zXpdzvKk5ODjGWcvxdJ9/+htf5tTlS/zlL71IFDfkvQ0ejucY4fndr78XpNcFEC534zLGd0WPVokw1qnlI7RzmdQa8HJpl1te16EzSxK03ORtfDXLz8d24v1J8vX4sbR05HHnliAqlu2d4AA+pNHFjR/y+1KqbpuHzm8LUHzsgH7Ew7Peyclxf+j4P+L3j3l8TG/SVuo5WVp4gVRLaWpl2zuxXBZgdMI1uYsGyzfXthu+y7WX+eiMtyqDbujGsiURDLzLcXcwr8MnLT4XhUHbR1rB/Krvk5Mtun5q60Eja4xAl8N7XBhKZ1Ct/2j73QuPxPPTrz7Nv/eXnucf/sZb/ImffgLrKt557x790YgXX3qaN964wbPPXqSczTgeHxHK+EDVQCQ1SickaUzSNNTOU7kCsCAUztXYUtA0mnnVMJmWDM8OuXZrzMsvbPDN197jW69dZXt3j//l//yv8I9+/RtU+/d46omL8MUfZ3ZccG4n5qknhnzvO98masb82T/7RU7vDbl3+xY9Zfjin/k5Tp3eIO7nPHgw5onze2wOe1y/uU+aNfSyUEne2Rqlwzqq6oLjwwLpQQsR0rc5S1k54igiijKU8pgqRkmF0gprPVKmeAFl0yCUJI9i7ty6T5xE9PMM7yVRDN4ZoihCeUscCaQPdQmd00Ra4VDMZnOSLMIaw+2795BRj1gqpNBIYuZ1yXDYxznHZFISRTG9YQ/pGkzTMG/mKBWxvz/hxo2HxInm1r37nNoZkXoFDqyFKE64fPEMwoeiqwgZnICEAq9oFuBhTXBS0SpCxwohGuZTC/M5SkfIpCRWwWbtvKcxDY1zVLVjO02pxjPOPXGJb795i5v3D9m7e0RtDGkaEWtBURm8y6jLGtuPMMRI6VFKEemMyfQAIQqyQUovT6nqhv3jEmc8NBMmxxOcGLG52aMlsB6PcZ7j4zHl8QGDYQ8nE9LeCGsbdJKgkwTnGvrDFC8s0/mMJO+xu+c5nhR8+XdfRxA8RY+Px/yDv/9P+Lmf/AQ72jPev0szs2ycPcV/79/8ef7Pf/s3eHBUB81Lu58XDOkqVq4jVXV1MquNuhR+wp0duUisPpZMs+dRf4JFP60zymN4+hYv1z5X5KP1Hu86pYiTA11vtaWjXWBctfBhdy2GupISRUeK8B3pU6yJfH79GU42+DggPnnuETx4zO8f5/ijAjE/AhiuRfMtozXDxLTS07o6fcVprOmcRdteN0Si21P74ta5n3XfztURFrdbcH5dMGwHItfntYO37WLpAmObzmkFbScWKSyS0nbgfiEF+5YDRIBYV5ku2/arwsNteMUjzNCSDQ13JbHkp145Qz2f8sKFPoNYcvXGQ/JswIsvPQtecvnCJrUpaaqKXj9DDVKyfoZSOUmskVGMUpq6mFM3Nf28j3KOpnHBw1SCNQ5TNUhb8+6VGzir+eCDe+wOcjb7EUo6fuuffYUn9jSf/YWfRQlH5A557qldXv7EE/RHKUmS0k97PPP0eZIo4/ITNU89eYHhcEgUa5z1/KU/9zM4K0n7KWdPVWQRxHGCkJ4Gi44101nJgwf7SCEYDQYhS07dEMURddnwcHzMBzfuUMwNrqmJk4gz5/bY2xixOUjwHuIopaqnSA27e1u8+c5V+r0+vUTT72fYRpD2IyIyVO2J4pg0SdAq2Itm8zlCCObzOXVhQ2LyCPI4FNj9xhvXuXX7LkhFEsU0TR0kxKTP9vYWzz1zhkEqGB8ecOvuQ+6OpzQOskxx78GYzY0+sVRMioaLly+yu9dfEh5XN5i65vTmiFu3DkiTnP5wEMJlPEE9GEWUlUMqQRJnIDRSqFDtfrEXrfNYJxFWsDEY8c7tA04/f44v/xdfxgLGVCgEWxs98sQyqw3jwmKMD5mA6oKmkfgZuDzsNWdDMoC2+kASC8oYrBPsP3hAXWyTD1kk5go7qawb9scznJPoNON4XNE0NaaucMYR532iJGZ7e0gxN5STOeiEOqqZTQzvvH+LhQM/FsndW+/zd/7el/l3/8qn+OrX3+TCmVOU1Zw/+ZMvcvfeQ/7W3/8qTacskCcYTdySbgVa4RZmnWVe4y796nzt0paWtD3K4K5o2TrJeDSEo5Vc29u9b3d7uHsFLh0AXzS6atcvx9rNoLUkImJFWZbU9CRAdQSSFtTX0N4LVrUWO5UMF+P31odaTt2YwnXCfaKvzsR0n+tx4HjyPk78/a/4+GgwXHAJj4Bcx/C6Ap4AAmtPswTCrlm3PbFufmZ5HfhOOc5Wvbi+1GDltRkW10pyPWkt7I6lbd0vQ0Q+jAVZvtfOfcu/lwPytC7Kq4XiH3237WJdM1Cs2wnXfE2XvsywtTngled2mRw85Mc+e4lrd47Qcc7Ln3meW7f32dnMFnawiMFWHx0NEFIgRABe7wTeeBrbgJBYL7FVTRqpRZo3jSfklywkDPKYvc0ejbGMNgdkeUKeRvTyHp//3HPM5gUXL5zDWEeWpTz5vKDfGyETz/howsVLZ3EOZrOCtJdy8dKTy0rxOo7QWqN1gpCO2cN9ojwCFTKreOuZzyuuvHOdwSAjyWMmszGx1jwYF3zje1d56633eXBwiDOOUU8Ra8nGqM/rr7+OcQkvvfAML7/4FGdP9Wlqi9Ix83nBpXM7XL2xT6IzqtIzLWs2TINWgjSLqcqSuElpGsF8XpElCQeTAgnESYZzhsY2/NbX3uLdD+5wZmeDZy6f5YnL5xgNMmzTEEWauqoYH8/54IMrVCYmiyW37x4gsojxtKAPmMYynsyIIkWvN+TpJ3bJewm2MuhYh1jDWHM4LZjWDc4rhIzAObywOCxeOJJM09QV5WxClA4Bx+dfeYpf/8o3aeO9sjxBiIY8TanqOUmSsbuzhVY3OX/uDImSeJkQxyCkYVJUGFtjncbUNbg4rG9fobVHxzFCeHp5Dh6cggfHlsPCMq093sEwypEiAKYHnLfgDM55GiSmLogiTRRJpIpRcYSzDXubfYx1FMZS1g5vBHECsVbMF84JxhmksPyTf/KrPHFKYw7HnNrq00tjZoeWX/4Tr7B/cMT/5zfepDGrcLCl5+iCl1+y1msAs+6UsqQQC8nyJB1vD0eXDrZ7fwWg61jQObMU6Frt1qMdrPV1Eojbn5eNnaCx+I7g0RLjldPOcnSiZc4XNt5FbmVYgDUdegcrZqjNOfqjANZJafBxEuSHSYsfdTzuvo95fIzQitWErPWxFs+ymHTxaOSdEyEgv5sjb8nNLF+cXxaKFMtV2lnEftXL4kfaK5ajeMwieszTLBfl48CyK8V1+xPLP05c3BmFaA3s3UtFpz2xbmI/+a7E2o0LBmB5wiN0zBOXznP73gFpovjkp1/gztX7CGVI8m1EFPI9SpUwn17HNSV1bRGE6gfWWJxxiAiOi4aiqNGyIYoinBAIpZFeoYuGNEsZDnOcEyBiYp0ileLMuT2qyvDUE08ioowsligVETtBUzdQQi8b0MsGgKGal8znBfNZxdbeJmma4BEopRAKvIX5vAaO8VqGpNqN4+qt+6SxIo1DDON0MuN7Vx7yla9+l2o6YdTzbA9gOoXjY0uWCLR2xFpQVjO++vVvc+3mPX7qC8+ytxGTJym2LknShCT2HB7PEYOM2bzGGMBZ8jgnzQSj4QbCN2S5ZDotmc8sgzwCaSlrzz/+ze+At/z4q5/g5afOkWUJSRYRZylNXSNcg5SaJNlktDng9XducP32EU1dIvDUxmNlCFMpS0Ov1+Pl5y8xSDUCibEVGIMUDmdqtvoRT5wdEmEwlVlQJhsyXTmPUqFUk9CKKJFIEfPFzz/HfzxMOTyq8F4gpMI0NTqRzIoaJTyfeuE8v/cH3+fW3SMGgxh1UCE8KGSoOicg0aCERcpF7KaPiVB4b9A6o5enOAff/e5V7t0f0+9pisbhvWNz2EOp4L0b9pLD+wqZpCQejs09alMhnEcqUCoOnsyDHo0neCaXnkw0WBxKq0VowALMHJhqzre/8W1+/IUzNM2c8XGFjioy0+Ov/fnP8oMP7vPG2/uY7sZ9DJJ0nWtW3p2dbb7EkZUEtCb8iHZfr5jxbnzhao+v7npsfi35KNPf5jldB2hY2hhPuviLzr3tHUuJsus0+Hi0WNoAl4dbOSMJH9KuLRKos0y7ttbA+tEFp5MA+ENp9Q9p83HHx23rhxwfu57hqs9HOadlIurl9HcWwNKRZh2yw78r/fMyDghOPNgJL0ux+r37PsUCbNbUGY9ho9Zg6MQ5sbbYOKF2OMm0yA4nuFxtLX/X+X3Vb8ggw0KoFp0zLMCvjelsmQaBEp4vvHyJTMONB0eYpuGVz77IzZv7KO84c/Y8UmVE0pCkfeazKcXsGC0hSbJQOUFFGFOAcGR5n8NiEoLmF31FUoX0bBK0UqS9lMFwEyU9WsWkWZ8k8vSynMHGBvPKEkvL0d0xkdbUtcHaEqlESC3oCOENWZ/t3SF1NePae1cZbGxz7sJeyGjjQ77TxhqsUygviWPFB3cOkUTs7m7R1AX3H074ta++x1e/+QO2+4qtviLSjrIyeANJJPFIpPMURYN1kvnccPPGu3x5PufHPvMMe9t9Rv0eZVmxMRpw9/4RHkllarwQ1LUl7wdNhPMW3wTHlumsZNhLUUpx994+X/vOu1zY2+QzL11ie3NAlmrG04I33rvFpJiTRhmnTu2xt5Uhbc3R0YxES/KoZuY8TsPsqAShyFOFVAlPPnGJva0cKSXGeXSUgXQ0dUFZ7PPLX/okeZ4yHCXYpkRogRQqSDbOglqE+9ga7xMQMOqlfOblJ/jK770diJUQCKso5w0beYb0ni/94uf5O3//N/nBlff59nsv8/DeAc4LpBAYLyhrhxQxOs5JeimhpmFElOWoKAIvSLOExlnevXGf06OUs5s5pq7RScLF86fY7qUczsrgyOM8cyOYzip6Yk5tKqTSCFEjcYQyX5KNrTQUdqoNpq6Ih/D+jbtUjQUVGO5W6bc1yji/PWCj12OU9+iPhqRphk5SEJ7/8N/5Y/xP/6N/yL1xvQDl1V4NJCswn11v9KWtTHSu8R3paEkpuurLFW06SS0f1Xx1aMhJAYOgcVz2215zIqZxKZzRlWMFqzzHaxcsMXJl/3zccdL0s7hvabP0eGEI6dbcKmzicULISuJ49Hz3+w+T4n5Uye4PIQmePD46zlA8TopZyThAx8nlhGWv5ag8+K7zzRI7Vld34cO169GvS3/tyxd+1Xa72Fqlass1rT9E5w+xame1Ij14uVotArou1esA3uW2Wrmv46a9bLL71rtc2mpxrY9x8SSLBsTCrri31eev/6XP8ODBffCOT37qWQ4ejpFVwebpHeK8jxcRsU6w1mONRcgIFSmQEQ/2j8g3dsn7ParZEcbUHE/mwVtT6oULf4owFUpqnK0Y9YZE0hHK69RU5TE4jasLZkfHFLIg62VMp3O2NoKrvyTk1NRCUZYVxazAGUdRzEniiCeeOs+tG/e4dqXgyeeexuMwTb3gMDXCC47GFbPZnDM7mxTTGbOi4je+8QH/4vdfI408ppY0wrEzyCkqj44FaeoAzTCPUFFGWVWc3pA4AXce3uG7b8R84rkLNLXFOEscSYqyYlZXzMuG6bTANXOGG320dBwdPSRLIsrCM+z1MaZiVlV89bU3OX96j0++eJmNfsZsPudbP3jAt157n6apGOTwYGyYlo7dnV1+8nMv0dczDsdTkjiibCyNqalNQ1VWjKeCF547zYUz/ZDZBQle0zhBrBxSKqT2nD2zQ5ymRJHA2xpIFmpvR2lLKFOkBOcahJjDqEdVVPzcj7/A73z1TbyAunHM5jMGG+dDKIrxKOXItORhMebd6w85u5EQK5BSBIZfJGidBBulBGc8ComOdNiXQtLLNWpBEfcnFb00pRgfUlUVZ3ZTvvS5C/zT37/CtAkbpihKaiPJ8xTrBWVhULZGao/UKVI7Rr2MSAhM1TCdV4x6nu+9doWirBemkLDTdSR55twGe1sjpI4BvSh2nJDkKSjFK59+nj/7pU/xt//B13G+DY1gndFdbtMO+LX7mA44LiiYigWxCAkJokhQN47jYtXOGv3jEVa+0/L6L2vU4kM8S7tAuBxXRwjxJxz6Qu5RsRRYHsGLlsSxDvRiMR8nYBq/LMf0mMGdBL021tCzfv1JEPxXAGKPHD8MZH/I8TETda8fntViWmKHh1ZNECZzwVGdEMRaet+mHzopLXc5mPblt9lhxPqKWXI9S3tmZ0EuhSvfmZM2TILuooGVdNuOZT3LwgruOg/TZe1YAXv7ftu1FFSodAax6POEHbSDrd0OQAoeHI2Rs4bPfe45JrMKW9QMNzfojUZIKambRfFcJE1VEqlgl7t6c5/f/J1v8pVv3+A//t/+dxjFIbbueHIciuYqgVQZjTForRFCIpTAe0FtLXGswNXUjUNFmqo2IDQ6SnAOBv0+/e0NrANnGqrak2hFnGYoqXDW0lQl5aSgPIaNUc7h0Zj33n6PJ597AmsrjLWhBJMW3Lt+zPZoRJYl3Lt3n29f2ed3fu+75HHDqVFEVQTp4e5hybwWIAXNPKhXtXDkvYQk0WRxqJ+XpxbjCor5mLqn8QgqPE56DidTyqJkMj1kPp8x2t5heyOiKGoUkrL0GFsyGPR46833OX1qj+efucRoNGBe1/z211/nxq2H4IOO4O5BxZ3DBmMVD49v8MGte/zYp57i3JZGAbEW6I1NkknN4dExKu5xaqtPXdRMJYznniRLUc5S+AqtAO/wPgpm+KZB4JCmxhlFnIQwEp0EL9o46XF0eID3mlnTsLc3Ynejz8NxiXEGY2uieMDu3ohB4pm5CbEqACiqmiTJEUKiBQhCajh8SOOHVwgpcDisE1gjSHOPEJZ+pKidx3k4nBYcz0KcqhSGM6cynjk/4PtXpwDMxkeU8zlz7akWWWKkkgtvzxA+MxpuEUWKeT2nqGrK2vHGD94NoCwkcrHvE63pZylJrNjYHNAfpiRaIBc5Il1jQXr+8p9+lX/8m69xb79ZMqOr4t4sM6ashU6tNu+KdntBnkX867/wAqf6hlgJ4ljx/p0j/u6vv49FPZIXe0VJ1pOKrPb3CQBaQ4zgDS79KrxqmTGmIwQsYykX952A8kAjF0TppCPO+mgkq2obPEKvgOBtvc7jP/pIna6Xt38YcP6wo3vNyck7Of6P2/7jwKxzfOxK96Lzb/eEW0p4rTdTeJEnM9Ss7umcOOH22765VUZOsQS8dlbb+lqt+N7NrtTqILt9L1Ugy9+WcuHyx1UQ7cdlJlbjXnmYdVnDlX5glSxArG0Wvyyrsr58w5eFE5KA/YM5v/P7N/gP/s1XsdZwdP+Yc2d36W1vYozFlWUIBh+kSBWAKstzrLVMi5LbD46YVw1RKpFOI4XENJIkjhf9gPeWuhI4GhpnyJMEpUCKCITAS7DWcu/BMUnap58b8v6AN69cZ/rN73P08BAtFcY5er0EFedcvHyZp58+j4wIOUobRzOBrc0Rd+4cMp9UQQ0nFciQwLoxhry3ybyaczRr+Ob33mOQCgapppdYcq2YV577Y4uUksZZtJZAxXEB0VHF7mYPMYrYyHKef3YXrQTojDhSKB2qVPTSnLJxKOdxwlI3JbPZFEHEsDfgeDqhqqAvFUfHJYcHEz7/2ZfZHiU46fj262+TS8MwjZhXjsY7vvi5F/i1r37A/mEZbJ+m4Ltvvcfgs8/Sl2G8OhVsnR1ytF/w/AtnMXXBvX2JPXR8/+4x2zsbPL094MmdbbJeGqQwKYNaWTqkFCFusKzRiSaKM2QUIUSwHUZxQl3WzMuGetbw+U8+wa/93g8QzlNXJVVdoAZb7E8akAXGhAVZVTVZthmAfcGsNo1FxRGoBCH1In4xxTYG0xiEShnEcGoj4e64DH6GwlI1Nc5HJFmfNEnRWoR3gEfhmB/eZzvNiYTFq5BLFLdwgBOaVAt6eYRzhum8ZjIzHOxPCWnWg0ocL8nzPjs7fYa9HC0De6sjTQhLAaUFxjjOb+/ws597hv/3r72xiIJud2WHEWYFMoHMeFqzxUpCdAgh+exnXuJcMgERikhn/Zz4Kx9QNF3d0KPU+vEpNVZS2aN3dUW5llNfR7OVBLj47QSWLbV3ottm69shluSn2+cq9ATWNWxi0aLEC9f9aWXt6qaV/rgg+Ie55nFA/GHHRwBg9/hYQfdLB5nlZK5erOyKe3Sgxq+4odZd17Xgtbp8aSBu57QFwC53JTqLom2rzZkqF4tCerG6/yRbseR4HrHULc93N8XasQDK1dZ5lJ+jsyjXFnO7Ojuiq3AigJC3SwB/3Ptq7SLOOa7vF9goZvrgLhubQ0Y7GzgRIaIIIRVJElJl6TTFHk5pjMNZy2Q8pWoqRsM+sSA4U+go5AYtK/JegpYaKSVOeEwtsMYR9RaqMm/Is4zGScq6xjQVt+8f4qzjrbf/JZuDlM++8hyvvHiW7d1dbONp6pJ5VXF4MOFr//IbnL18lq2+oq4NppwRScGZvU1uvf8B26eHCCGJI83B0ZRRP6Qymxl47/YhD+/eZxAJtnJNLwVjIu6OQzmmjRyOCk9jJUpYkIKyMZRVwfHcsnd6jywfkEpJLQg5U+MI7wVRXFJWDVIoFJqqsjSN4WhS08v6zGeeKNboOOHB4YQze7sMezFCwttXD7l164jdgadoDP1cs7uzQV3XXNrNUN6QJeCsYm4cD8Yl/d0E3xhsUeKVINkckm5tsLeRoIXjzcNjKm2w2lBGEdlwgzQWqEgv7G0CKaMFr1cjVIQQIRVbSHDd0NSGm3cLnh04Lp87w/juA37+J57j977+VkjjJjVREqNRmKIg34g5s7PNYDMm8hbwFLUDuaBo1iE8NFWBt5sYW+OsR0hHMZ+wKUak+SDUO1SLpe41u7vbmHlJ0Xi+9/YR3sa8eHmXrD/i8sVLfO5TZ8mlYbL/kLJoSLKgdvPGoCJNP0340hc/w1dfu0U1L6gmJfO6QklBE2ougYKNPKYXJaSxJu+lDDZ6RHFMnG8QpzEsUvfV84qf/fEX+ZUvv0HVdJhpVpLSkq61McuLGLE1aiAkTWOYzBpkJpFSIFJJnpUkkaRoFo43iz29ol0tw91FnXVQ7sLk0lTS3ncCyJbXiXUKtPQQXbayok0d98V1IaBNiOBbjZZfthWukat5EAvka9XJXeB7nOTW/u5PfHbPn7z3w645eXxcIHxcXz/k3o8Gw8VkiUd+fLRPsTzT7o71K5eC4xqidNyPW+yADrAseJxl3J3En2y7VQEs82OLtaQIqzF0pcLubycW64kJE4hlhpxHAbPltLpu1O1n13we/pYCVoWOT4xDdEe6WtYbeYZrKtKkz+6ZHarKohOP1Ao8mMaQ9CXeC6qyxLvgfj6ezBhPSra2z6ClQscaneXkgyE66aO0XvShECq47CsV0e8NKIuKKIkoKktZhUD4LI355nfeQdk5T1w+y2c/9SI7uwPSXk7eG9A0DUkckfUHnDp9igvnjnnv/dvslzn9NMPbhvF4TpZlQeJxkPdypFY0jSWKFE1TMT2e8Nb799mfTtk8NWSUSY6LhoPCcW/acGYzZpB5Gu84nFn6PU3dGKRVpFqQKsF4PGa6uYHqp6ASsrRHHIMXll4d4VzEs5dPkeWS8XhOWTviWHB4eMzxvGEjSjCN5GgMz1zeJY4kQiq+9+Y1pGh4OK7Z2tnk85+4wLtXHzCvNadPbZFnGiVhf1yiK0Esgq1SSAmFQfdizjyzyVEx5aAfcaGfsJVHXNtvkKdSDsc1xxszTKqII41tACnRWhDFCrxDCIdtPAfllP37Y4SryHPJa28f8OxzT7K12eP5T3+G++//gP/kf/PvMBwM2D2zR55FnPmxT1DOpvQ3t/kv//OXmBclv/O73+bo6D7Olmil8AiaqkEgUEIglcS5hWymFGkWM5uMGR/Nee6Z8/QTzajfI803+GO/+Bl6maCcG/7H//5fJcsSdBRsyt5BmkU0ZbHIaGMQqcUah4ryYCdVmv/hf/cvEP+n/wgpakofAvYj6SlN2ENOeHr9nFM7W2xu9snyIXHaR0hHlOTEaQYihHNIlfDJFy6yu5Vz834RmNHlbl1R6q5XZqt1Wok94Zz1jsN5SZzGCKMQWLaGI7ZGGeOiwK+pw3zn84eJJ62g4Zeao2UY1hL7AtC5Jd1cSR4nKUyXCouutqozjkc0YUsh9BFqTXCcWbWz1G6tY3P3UVZ/tzDgTlznWXeuaY+ujfFxU/mHPT6mdPjRatJFkOpy8Tym4TY7zWp6VzC2Xi9rkRV9md5IrEmAK7SkszjaEAtWoLdu4Fslh/Enmuq09ui31YO0jmZdqXWluliFeLRtrLzP/HLM7dAXflcde6BfSX9tTOQSLrt+p8sViRCSVSiGYHdnQFNWbG9u4r3EOYFpDLev73PpyfMIgidoOS2wpgkqHRlTVQ3H85InLw1DjUEnwcHnPvMU7757jYOb94kjSZIl5L2cprYBXK1BLxwtmtrgafBC8fXv3aAXGZ579gLDfMDB4TGD0Qa37t2nKG4w2Bhy6lSopm7mBVmvz1NPn+P27SOKqgxOEj6o4Lb2NnHWIheVKqqqZrA9QggfqtqLhjzS7IxSogyaueX2YRM8EL2n8jHGOcZFxcG8xjofKmikm2Q5aBxNY1BRRJpHDHoSoSPKosA5SCJFvtEH4dnYGGGtZzavUEoznk0Z9GNwmlGuyTMZMrlYz7wqcUVDWcPnnj6DV30uXUqpS8XuVobxNd974wNGmyPu7x+TRjoUUNYC4zR51mdqKqQwXD8ek8S7bPY3aapjrl+9z2eeexGpQ2UI00AsNFpL1KKAr6kbtA71Hqv5jFu3H7C7l/Gdb9zguEqQOiRROHP2FAd3r/KFH3sBvMZag5AKnfXwMkFGKW+98QFOZ3zx53+cf/Hlr7DZyziYNQg8tWtCRp+qxDkf9i6h7mXeS5jPC37uCy/xF770hVBHUGlm8wIdazwK5wRCesqiZL4/x1oQOAaDFO9KRnmCbI4oZ4Gh8zKklCuncyIFf+Ov/UmUFNy7fY0Xn7vM/eO3mDaO2ip6EQwHm2R5jtQSlMO6BuEF8+kM7yVKa2QESkl2dkZcPLfBrQfz5SbXwqOkIFISKTyT0na0fQtnGbXwro4ESRSRRHA8rpBkOG8R3pMo2B5oPrjb0rgVXepqk5Y/iNWZ7s+eRZq3ZTyjWEqxodmFr7yAVVJ/36F76xqmNYeZ1tbYjkjQgdCucODXh7aQKAShcC90YgofB4Inga97XVfQaHkMTpz7YcfHkRg/7J6P+m1xfCwHmtaK5xaZV5bZGjocR1BZsuRq1kCLhZQkVkmnO+zIogW54tSWDM7jvKpaCWrFRqxHLJ4YfcfrCtH5bK/2i7CODiAGu97jpLdFq8txtw+66iIkim7nijUJtfvsfonwnUW6vKRV/YanPHNmFNRI2iOURkeKg7v7HD3c5+LlU0gF1dxw69otIlkhFoH1xbRgXjpO725ia4NtHEJJhnnKpz79LF/7/W/hfcPk+JCj8T5xnAKKsoxQUYJvPHVjSfKE965dZ5RInn36AlkUkSQJb1+/w3/1z/+ApiioytBvb5Dw/Cde5F/7079AXzuUjtkc9pjM5pT1DCLN8TTh7MaAydGUsjIIAY3xSKlgkRczzTTDfsyZUwO8AzmumDWGUxuKPPbcuD/n4VzQWI3HAoLKO67cOeL8uctcOr9HkijMIjfnZFLgVY1pLLFWaCEpy4LGOISwRDrDOEGkdCDuRNTGs7XVZ9DvI6RHecXOKOH9w5qzZ8/xxLkz3Lpzj8PjCZ944QW2NmLeu3aLwUZOYQ27Yps8yzmzmXPnwT4ijhZFmxX9XkxtHO9MDrl/dZ+yrimZ8jvf+gY/eHvA009uEfUyduOcp06fQkcRTV3hGhPmQ0rGxzXffecev/zy57j6G99gsPd0eI6mYjZ1DDbOBrV3DO+/e4t+P2P/4Q8oCsXemT7/u//9/5X3b0344s/9FD/1SvA0VWUo15REEicsQjaoSCJ8gjOO2XjGdDplPis4OphijUBFoBdMzWCkUTKm10+JkmxRS3GElIrGQpYlRImimc+xjSNJFAhQcQ8dpUSJoWkqmtpRexhkORcv7SG+/Rb9xFMZi/cJWlims2MePJA0xrGx2aPXy0m1BKfwLsZWEmcrIhHz9IVTfO27d3CAjhRf+oknOJ178iwGIfjelYfEsWKQKgZZhtYiJKLPNf08JNVINFy9f8DNe1DNxhS1IUlzNvJ4yeh27Xprpp6l+rX93qVorcZKrJ84cfgTbS+Z6jUUbH0mOuLVCcLY9RXqAmFoq0WwIBH6JQg6QvpGd/LGR8Hvw8DQ88hY1h/wQ859XLD8MCn1h/3WOT4aDD0dPFmJ4KuH68hPrcxN2+nq5Z+UArv8iPCyk+WmBauurNxdQV1w64RdiA7eAYgWXFtnlNVidcJ3MkqI5advH/hDZ79tpzOktfN+FaC/vEN2hdj1+fuww/uQFGChojq3u0ExDdUmfFFhnOT61Xtsb6ZoJWis4vjogDwTCFKiPGE8a0AKqspx9tQOWkqsCHkvpdR89pNP8+D+jNe+9W2ksEhlMEbhgCjJqcuaprZEkWReNPSTnCfObIWcoEnCV7/3Hq+9+R6psCSxpvGOpoLSVHz5y1/ljSt3+B/8zV9iOw6VHoSwlPshgbX3lmo+B2C0MaCqgtu8XtjI+oMRSZqTxAoVx+SJYMf0kFdnXNztY8ycg3uG0oISHtwqw4ZzDhn1Gfb7xFGM8ZqyEchYEClBkqb0VFhvzuYYUzO9Omc8n9DLE5CazY0BQSUo0HEKQgdCZi2DLMVFI77w6ktcfuIMxpacPXOKvJ9hhWNzc0BRFdipx2cpP/0TryCbGdO6ZH9a4K1Ba4VUMa6Y0ctiSCSxTtg+s0kSw/X37tKbpjy1M2IribFVhVWLWDwhwAVXEKkVR7OGrY1dPv/5V7h9r0RKiVKe8vg+22c2mE33ieuIa/eOeGn3NKXZZ2I1Z5MUkBTFlN//1hv89I89gRCCWCpODTSpdCgdhXJlLhDypi7xriGNYmQPvHfkWUxjDUpJBJqtvTPEcURVTgGFVCHNn/CA9ERxD60VLmpwdYEXEoHEWRCZJs4HxAzQ0Yx6XuDiLS5fOEskNJE0SB3YZqkkWZ5y+tQWg0GKjqIQRiD1YpuHvSq8xzUVf+FPfJJ/8lvf52BqQ45bC4kK8bKRjPirv/gppLAoGRg4AcyLhqKYU9uaYlYxmTmu37pLpAzSTqkbQ96bMS7KddLgP8QHYUEbuiLCRxODR5tYhVU8/oqWBK2lwTwxhkdFrUV2Ld+CoMfjQFhC+ZKF1KpWpH0N9E6O54f9fXJQf1Rp7+S5DwPVj+jn4+Um7Uzssk+/eNldEb3zkOtljsSa2rCVkJduyAub2wpgH11EAehOSI7d87ScUqsA6HIwXYANLsJraNYFNi/WMHddzPcdtqprpIYlZ7X2b+ev5UboSrPri3L9znA+0oJBXwYVqDXcvHOPSaX44L077Pz0ZzHGM58U2AaiJMUagxKCpqmYlBV149kYJdi6xItAKJrGgPP82Gee4eaNW5SzB3hhwGnqug6efJM5tTEkqWIyqbhweoN+nqK14ptv3eL1t94jVYZeGlHXQfpKopinzvd5//YRh/du8PVvvcO/9sUX0aIBIFIVSZLiXROqwC/A73gyA++YzyucM7jGMOjnDIcR9w5KPvnsGTZNRCwPyOKYh0VFWYd0Ua7lthdMtRAwHI5I8piiqHHO4aVBaEFIewN1XSAFGO+ZTKe8d+cAJfvs7eyipGBzOKKXhJRxRQ1H4ylCNCAUm7sjtu6XHIyPqe05nn7mKSIt2B+XmLpBRX129xRl/YD7D+5z86jh2d2MLEqJdYWLoiDZKYFKFCrXnD0/omkUG3ubSAyTrRmzyjGZzRG9QSDqUiJFqP1njEfqIL2lsQIM24OYLBngTRMSmLtj3n/nJvPZGE1NJBcxZ0Ljm4Zr125SllOcBCXhzbffxTrB9jACKdnsJwjnGE8ajA0g4awj1pqynmPrMcJJnCckO1ehHUmIVXRO4KxBWkNTO5w1mKahKoIqdXa4TzU9RkVQFCXCR5y6eIk0z4mzHjqKaXRNkua88PwFNoY55nCCMRKdZbz8yRd56sIm3tWYOiJOM7SOkTLCI3DeINEh5lZ6zu/2OLvbYzw9xjuPJWXUlySRRyDZPxhTVhXW2gUJMtS1wRHKfiFAa8G5rR7zoiDTDi8kk3nJdNYstmyrYuoSjhWNWUtYsvTeaWnAihqEZtpF7dfpE0tquwwL6fbhT9DONYG1Q4NXHqhiSZs8Di/baq0LadCtp1tbS8h9UhL8sOMkgP0o4Nd5tsceP0x2+RGPjweGYvEiF5zDowS//daK1bLzjlYQtRZAL6AV6VtQFdBNN7rgUlY9tOWcxBJ5xVLCa/ti2Y9f9dMZ63IxsADstcnsiMGdx1o+S1fybRfvShSluzLahb/uYbqCweDBFoB3czPmeFaFTedXsIiAPE0YZYpmKqiKhqMHDxjsbHNnf5/9oyN2tlNms1ko71MprHM0dcXR/oQzW0P+5l/+GZ47lVLWDcOtXqh84CQYw6if8OlPP8k3v3YENsQQbY4GlFVFYwlOH16ws5GRJzECxb3jkjffvkY/EgyyCOsh7mtU4aiN4tZRQz/P2OrFHNy5heWlkOlGgpCeYlqQ5wmT4wnWuFDUVXhO7W2SphrvQjqwurH0syHnz24hpcBYidIO4yVWqOX8074DPCEJOuxtD5nOqsAYKM90UlA3hiO3j0MhgEh7Zk2B9DHT4wmHxTFaay6dGbGzMSSKYnQUcTCdE0UCpeB41vD2tUOMmTEvFUmSkyWeeTHlzu37JFmPJy/sUTeWN9+/R6+fcvfBIVtRyqwoiZKErXOnuHHrFnXl2D21hbElPo6YlY4b1w/JM8XmxiYPDwqIM0ocm2rlkGabGu8bTCmQvqafB2/gJFGgYhBgnSNNMhwH3D2Oef78Bnd+8A7m2WCPldR8cOMexbwi1pJPPjng7TdeDyrNfsonnr/EmZ0eeSxQgFRBlSyVCRU2oojBcIOiPKIuK6TWSK2pior6+gekWcLReAIOsiTCeo9OJFrEJDKGpgDXkA8ylDJga4wVYAx1MacsS0wD3jXIfsre3g6ff/V5/vmXv4VXgp3tTRJ7zLUPSk6d2SaKBUJG6CwGBbaskFmM0DFCKLz0HFee8bRZ2tzG04Io2SaNJdLDaDhAeIeQBikkzjmqOsRMFtWcsqqxWHRluTutOT8CtbAHJXEHyBYLciUoLF7dwuOkm6yE7ulWt9Fl1Fmw3K2EdyIrzcL9Iph5Wp6wjaM8ASBLU5IPlG/VcaDZThiW6dXwS9vfGvgJCCmmOqTOd859nOPDQO2HAd4PO/+4fj+qrQ85PlZuUteJh2s5itbho+VkwpeOV1YLbu0SEeB8J3dN67LrWboEd72WlmupFQaXUqNbqmvFos/2ljY+qPUobSXOrkWxlUaXc9gB1tDdSs3AAqg7zNPyuhMGgQWwr6D/UYbhURZKCsFoGPPv/dJn+M/+0Tc4c/ksb791i2Jil7C+OeqTp32qdMzDo5LZvKRvK6Ry9AcxTR2Cl6NQGg6tJLN5w+5Wzhd/+rMIScg2I8A2FZ4IRIRQCoXkpecu8+6V60yPHjBvaqbjCiUkSIeSAuegl+dEUUim/e6N+1hbMxgojLOkSYzzEtkXXNzcIM1SPvfp58gixc37E44P75MqudjQQZJwXtPLMqRQON8ghCDL04Xq0nH78B5f/d4H7AwTjqclDx4cU9YVvSyililZbhBivJzSNjekFwIlBVkcg7AY61FR6FN5gUFzOD1iPLPEicLWHk9J0Vi2Rj2O51OGw7NI4TiezUljRSQKxofQ62dUjeParfvsbvTobWzQG6SU8xnHRyWbo4RTZ88QRZqqmvHEmQG3Dhpu3L7B/h1DUTXsbkRM9vfxviJXOQ5JHOUIW5GIAqkUcRyTxJ7Z/kNMcRa9BVp12HLviZTCe0+/F5H3I5RWjEYD6lIAoRbi5t4uT6kYKSc886kLfPMb36QpZ1BNMMWMt966SW0sg1Rz/er74AQvP3uec6dH7G72qecl+4dHJGXC/r1jJCXOGrx3SBRCiFBFJNKYpqE/yIl6CTqJUJFn1I9waOIkx7mQI7cxHmMqZCTJBjlNVZP2+6T9DRARcdZDSY1SiqIoaSrH8eEYgePc6REocAge3HvI11//gFefvczFvMdgY4Ok32dWzLEzyyD1KBujtQARgTIcFQ1H02ppazuaViA1zloElsn4iFlZU9QVjfV4V2G8oN/vgzFY42hcg1KS2M0Qso8K8Uc8cbrPa1eLUBGjFRg6WLhksAUrD8y18IsuLfItRq3HS7dM9jIz1hqp7PS1khy7QOGXIRLtL61vgwtaIb9Is9buqZPkyp/47B5/VCD8o5z7sGv/EID4kWDo1h60K6gH4FmPG2wLPS3yIbbONJ0WuuHoy/G3b+mka/IJ+1x7rWABnCdDPpZgulpJqwTaXW5rNVcnpTYI4C9ZKVxFm/JIrK+Q1XyvS7Br6pDus6516oljxZ/7ued58fKQzX6KiqpgFxSri/d2Bjgb1El3Hk65fX/MYGuDOM4ZRAJrDG7h6Wc9uNpg6gahI4qqoqpKpHTYrEfZTFFCYdA4Z6iqoLoyLlQUwHvqco41Em8FLoJIqhCH6MGYhqaakkaeNNJ4mZIPR4zyhMFwwN7ODr1enxdeuMT+4YzPXbxA7A1CCKwNCcCNDTYIpYJ0hxVUtcMTVE1N3XAwntM0hneuHzI77hFJx8Npzf4MfurMFh+8Pw4ef627OX5pI4q1QmuFEJJxMSGzoJTmYFxw86Dmyu193r91yAtP7dHXljRLub5vePXUiHNnNtnd6CMJUnGUCoRWOFHxwd0HVFZxZjtHJzkvPf8sR4eHaCUYbgyIK83NB4ec3tmkMYZzZ3aohOf9u+8ydR7hI7b7iqOb98lPjXDAdF4CjlgJhqOYqvJ4aTgYV+ydGnKpl9MzLEILwv7QsUYKUFIiiIijHiDI4ohULnagCCre3dM75P0BeW/EmTPnsNZzeHCf6zcOufLuNaJIkSnJub1NLp8/i/ANs1nB/QcPuHfniOHGBq++cppYSaKoj1g4TxgbaiUONiBOIlCaNMkpi2OsqRAiIo4T4iQh64+wNqjeTFWjkzSU8jJzZkfHqCjGGYOONFqrwHQJiZ+Fcli9Xg54fvonXuUf/eo3uLN/TNUU3Niv+VysscZQFhPqaso3XrvCzoWX+eyLu1hrmM8ni3ANwVZ/QKoExWJHHo2nSBnRixUqCmvIyYg815S1BZegIxj1M4RTSKmZFgVVXfP8U6eDQ5tQCO1QCShxf5WdBbFIEtDSrDY2uwWyblDHgq4s6dpi73fkgiVVOUFLH0OI2g7XwHZJXrsXCXDCAibYBBdp1rxn5en5OBG2SzxPXiNOnHsEqf9rPB4l5o8eHwHaH7ue4cmeu5LV8vmX3NC69ym06kwWf3ebXUlQazCzONfNztCR2+gup/XnXnyXfold3XnqCp9O+CBlttLlQvxcCX0OSbs2Hpc6TizPnJyh7ii9WCiOO4kIEIJIC86eyfnm96/z2U/u0vQHHB8J3n3nDs6F9k9tbWLnFWmi2T++z43bD/nEc5d5/qk9qqqkKitcYzFZjG18SKmmJU01wdY1yoFQDi1BquC5p30dKoxbGNcN9+/fxdUzJAl5EhGpCCMEUkGsI7RQWOdBSLYGfebDOf1Rj3llmBeO0TBFyAQpYTjoo6OUqjxk0E9BCXCCKBuQDILN0lQNh/tjvA8pspSMmM4KsAYdC5Sd8YVPnkcpydOnRjgv+f23brD/+k3SXJEkoaSQWUiFq4BpMM5hjKHxNZN5gxeaQaLp9TSnleK9ew5rg5Ty1OUtDiZVANW6JBIKhCJNFLXTpDFYabl/cMx337nNwaTi089fYmuYkkcl1aRm6kJ2GYFFuSmzsSdN+xzPLIM859LuBkkUM5kVaAWmsiiriYcpx5Xh7OkBzlVMj2smZY1BUM6mbOQpB8WE3X6P1AXGQSgFQmOMQ8oY4y1NU+GdDUyf9njX4JzE+aDWzrKUpizY3ewRJxH3J3O+9f03ODzaZ2d7xHNP7SKM4YMPrnFczCjnIIRlsz/kqSee4se/8DxJ6ogSMLVHSY2OFdY60mxI1g+VSLROSeYa01TBFuwEQseoKEHokD/W+wodJQjlsZXDOUNdWJQQOCkRUuOFxplmUd8yFGu21rI9GvGTP/5J/tGv/i5WOMqq5uHDfW7Ekgf3ItJM4UrP5TN9qnqOFAQiv/BgT2XMxijDuJrJvKJqDBefvsylUShD5oyl9V6fT+dY24CCJArONKbxQcKVAisaEqWw1lLWc37zOzfWsWgN0Fopbp1KiLXPhWGnxbA1grYilmuJQjhxTTe9peyoYv2Kioam3ULusAhh8AsmeE0d+rjPkwD4OLD5MPD8b+L4KOn0Y0ivHxMMWXEaS2nsJHwt+ZwlY9GNp1u7WnTPhR/WkxmdZDdYLqjguNM6wbRHB6hEAN51oVIsRcpHwKxVXTyiWejm3Wlz23jahN7+xDjF6rblONonWz5jV3r0gkhrzpzaZZwn/MFv/4BkKLl+9QFRrGkKixBw5kyfoizJewmz8ZyLp3OyXkqeQRxZtIgpvSNSAikcUguUiqhrUINF2RvnyLIEL4LH3aw09HoarS13x3PyOONgNgdbsr21tXABN0girAW7UF9aD1mWk6U529u75E3NlasP2bGKV155gShRpHHGZHzM4f6Es+fP0utrhBVYK+gN+5i6opRTrLEcHEzJ+z3+2e++wcsvP8/x0QHDLObajbuMhkOevnSRmIayLIi14txmSkRwXFhmgfUiZGNBIKUgjUOh3dFgg5vfvcG5MyOS2IQUdDqin6QI6ell6aLwrWNzqDGmZDKZUMxnWCNI0h51JcA7hEzZ3d5CqCP6/ZTtzQH79+6SRJJZUbG3u4u1gjTJybM+Otbs7GziHo7ZGG1g6oZ+6okiEEriJyW2abj0/BP0+5piPmV8VOKqmqNpzWQ6QW5rru1POb8r2dIhJVsr5VhRI5Qm8po4yQBFHEc463C2QckeOumBitBCI6oxKo4w1Yzf/r03uHPvkJeeucjGUHH//gMOx1PK0qFFSIX21MWzvPTc0zx16RSxKPA2wjaKsrDEcUqcx6g4wVoFMka15giVEasYoUCggkrcgdIJQkXoKMU7j5CgVEqaDRAyqFylCs4vOIFSGhdF2LrAuwgdCd68eY/vf/cKSSxwlaWcz3n3g6toKbh0boftPOfy5QFbOzl5GuO8oymnQavhYEsr/vu//McYbg35n/yv/28cTx7y3t2SV565QKQlzliEBGsNSZ7jnMF7i7cGYwwIQ91IhNYIFxIweFszKwp+cOXugtFdpXkM0ljHR8KH749IcS09ECtAPCEtdChcl3a11K31P1hppzrKpw5dXURACw/CEapPmLVwj0cqUawhfGc4J//mxHX/TR2PG8fj5vdjACH8KGDYyVPXit1LVmYJAI+T4MRKZdm9ZvlPG3u4eIqWk+mCl2gX2qryRWtfXILwciWsUFC093XYpNa9ZgnGfj1OtK1+cRI2u3+u2bg7L2Pt+dqxtwkGlhesRh0rwXZfsv9gStk4TDVnsJmw2c957519lBCcOzWimBumwjLIE5rC8mB/Qh5Ldk6lOCeRKsQfJkmK1MEmWDVTxEIqQzpUlCF1htCK169d5+zOiJ3tIfvjO8RJjFaSeV0jtcF7gZIQR5K6tiy9lpzDC0+cRKhIop3gpafPcPHsaYaDARcun2U6njM+PGJnZ8h4XLExymhMg3eGyfgQXFC3RnGKlgl37x/x+ns3eTBp+FM//jT7Dw/YP5pz6fJp+rnm9p0xb165wTvv3efFp0/RT1M8CinUYlOL5X+RlkF9KCVaOT7zwmmKeYmWMdbX1LVH65hEC9I4qBKlm5MskpRPi5JZWeFRCDkjSVLSNGMwULz84rMcPrzN7vYWkZaYpsIbT5SkFKWlbgy9Xp/GQhrnNNYxGA5IHuyDVxSVQSFCQVsd0yQx9yclDQoznyF0xOZ2H3S1YNAkpbHcn844m6Y464O042WIIzUGhCeWEiki4iwHEyQwgUDoBC8UuCCcnz6zxRvffRuahicu7FKVBW/fO6aqaqQUJEpx8cIen375SZ6+cI401pTzKYcHx5w6exahUrKBJs17qDhHRXEoetj6Yji7KNgsaYu+eu+xpkZIiZARUgistUghiNIhUinqokAohcDjnEHJQJK01mB18BatSr769e9y58EdmgYEkkQ5nrx8kRefucTWZsz9BxP2Lp1FK8dsMkYIF4LvF0HESiq+9DMvcWyO2RxFFPen/N2/96u88NTf4KmtAilC3U+pNF4LaBRSa7ySuMoRxRrrS6SEJNGYokZi2BgknN1N+f71hhXT/bj46BW5WNNUtTRIdM+u6NU6BRKPnmtBcAmE617uK7fFVcgEwoW9Y/wK/Lr/f9hxUkb5UYHvD3PPR43lJKn+I7T/scBQdHTcK8eX9mWcFN8fk5R2YShcWwBi9RyrdyBWJ9tWRcg7uoYl3TsXoBe+t/eJNS5MnOC0RBj2CtRpm1pfRK4r0baSo1+lTeqaEFdP3i6wACCrANggDYrFfJ47NeR/9Td+BjuZ8ODGAbsbiiqK6PUl48k83C4l/VGfX/3ad3npfI9h3uPtGw/5e7/xz/iFn/w0Z85v09QGgcRaQZwnoR6ejsjRwevQWJx1SJUiZYSTcOPuQ77/vbf51Eunee+9a6good/PiGLF5mgEViG0QkqBloZRv48Qihv3j3jjyj1Ob/WYTOac3ttlNiuojcFaF2wwoxFVaXn4cIyYjLn2wYQ8S0nTOBSJ9Z44ivBeMdreYt4UZIkOadryGLDkcYKoDOV0yo17BxwXFUkk2d0YhLSuTga6L+SSN/YA1iOdQAhPU9fB1V9HKBGBqHEYpCjZGiac2YjI0phellO5EuODl21jDcdTQ9UYtpRG9SKiWLAzGjBIDYnOME2InUzTBOs1g17OrGzY3NhhPq9I4h5KZaioJE5mVPUUpTVRDLGWKGVx/YQoUpSVwQmF1iBUTO40cZphjGU0SHhwMKbZ3qKuGhAuPB8h9k8lKd56mrogioJtUQmFtwZXV6ECiQNnLbu7p9jZu42Tmm+9eQNBxNbAo4Rne6PPC0+e5clnnuSFZy9jjePg4UOquaO/u83mucvIhWcxQuB8hNQJQoYwBOdFGD8eZIhJDBKqDACpJF6EMBqxMKypKMG6iqKyDIYR0lmwhtlsijWOOI0QYuG6KIKXp3MShyfSkifObnFmZwctPdeu75PuPMGF83toNcDHjoNbd8hHQ1CSKMlx1lLMS+IoZm/Y5/6DKfcf7HM4acjOJMGhygDCInWC0cHLualCAgglA4MYHMDEItVYUEcnWQJispawo81E1aVWLdFoPSuWngVdtdIa4YTHxz375f2tw+KqtQ6tXtI/FkBoQYZ59vZETcIPkwJ/mAT4owLPv0qpsTuuP6QkePL42JXuW+K+Du7dGRP4RV54v/ylFSBdR6rr3C9kV+BcnVugVbuA1haLZymNBo4oLC7RGcsS8lYi6MkeFuC6Sq4tlrO6GvkyQGTJda3LjCuMbX9vHW26vbnlNRD4gp1Ryl/9xeeQxQPeuHqfm3duk4x67M9qdOYpH85ASqJYcv3+Hb73/l3eeL/g2bPbfPUbb1MXFYWH19+6zsODkheeOUee19TGE6UNUZRgmzazS4NxDqHm1OUxXsHrb3+AcCXqjYc8uFeytb1Fng9JY0ua5BjjMM4zm5dIFLOiRiAwTc3B0ZydrQ2yfICMNAbB0XjG+HhOUzXEWYaUERsbfe7cucfXfu8qX/qFn+BsJkJarwVz4L2lKAqMhePxlLNn+hTzhqJoiJUiy6IQJK/h5ecuIKkxVUVBSN0WXm9wLw9KU4mWkMWCJBKhurv1GNfQWI3UCdI1pHHMxTMZu5tJCO0Qjl4e451FiZClx3lojKOxU6xLMCLUGMzznH5vQKxC1pK8PyBO+ygZkzaGNEnQqUdJSTmdc1yUHJUxniFZbkkij1QeKRr6WUIdaypLqC3va5JYIkcpB/sTsixma2vI9Lhi6iD3Din1gri5kKxbSmKlQYU6lHVVEWcNziiK2YysF4c1bhuE1PR6fSqvuDeuGWaG83mfZy9d4BMvXOTs3hBrHXfu3CPWCc5JojTBeY2QCXiLUBqpVBAshMTToFSob+hNjbV2YdcEXOs5TCi7ZE2wZS3sbsvt5kAh8RhsUxFFlno+5eFhA1ic88QxZCrGeAnekaQJqRYI3/C9N68g+xf4Cz/3FFGiFtU9NFtnd3l4/4BenoY5jyKyXsrBwztsb2ncu2CdZTYvUPkAYUOOYakE3rlQ3aUq8Y1BL0JbIh0hlMB6h9I59WwGYqEa9kv2fXm06ssVMnXogmiZb/8YKaer5VoJAn69iRYOO1RNLB0UQ0rIlajhhQNpgp1wybB3/u+SR/GYz5PHhwHbh13/X9fxYWN7nLT4EZLpx1ST+oXKsQ1V6EpRbeshk0QrLi3Ts7Fw6vDr4wgg2b4J2RHnO2NuOZvlOUHIkwpSBNcW8QhEdTIpEDbtcpzLnGsL8GvT1izAr7N0gEUWmCXM+eWCFH4h5bWEncWzdjNDtJKkWN0rBOSp5m/+0mf4iecGPNifkEQKoWLOPvEkt797De0KhoOIYmwY9CIiaREaHjw84vq1uzRFySBSnD69zenzO/Q3DI13JEmEdZbx8QRhxyGTjAqJnR2hGoVwksIY5tOKU1spsVYcjQ/Y3d7Ce0ESZ2iZYmWNQpDGjn4ecfv+fQ4Op+Dh/Kmc86d3GPUiBIIsSYijHsW8ZDqdIudTpPRYaZmVE86dHTCfF5SlQ+kQNN54TdNYxuNjJuMjlGi4sLeBVBIQyCioBI2zWB/TSxPOnx6xPRgCEGf7SNkSGrHQ4i6SGXtPVTfM6gZjIY40aRRT1B5nK6S35OkIIRdqVg9KaITy9POMLI+xFoxxHM8qdDLBC8nG3mmk0uT5BkkcY40myftEscJZhSLCKRk8JZuaJM/oeUfWO8Y2FtPUNNKTxYAtiNJtJtUUmURUZcHB/Rmnz+6SJookKVFaMJnOGPZiHkyP2BwMiYxHYPELl36PIhINwnukCtILXiCUxNQzfLpg8bzH4Xjjjff5pT/xGcZHM3ZHET/xykXOnd6m18uIIk1ThTJaPoamqZkcV2yckvimRkRRCEXwAtsUCGMBy5KbFQvGz4MQOnhWeoGzDcKFzEBCgalrpNJLmjLaHAKO2bxCIBCuxJqaNJXUpadqGmaTObEGJRyl85SNoJzP+do3v0+Un+bf/mufQPsCbyIqWwKgZMzGaMDh/X1sT9Eb9sB5Du4eMMj6WA/WGW48OEbrc3hbgrB4F1S5ztQ01QxT1URJCiIkHcA4rAv/G9vgvVlogDqOgazW5Qrv/IpEdYSG7tHSii7TL/y6yrWNdV4F5S+6a4WHLggsssiE/4PX6CPxj93jcb//KED4r+r4wwDqR0mzJ8895viRvElb9WNX4FpleA8y9yrnZgttHYlQ+CW35Bf3djO9i9XKWXFVtKDZro8FRImW82lRJ1j73HJgCxBr23rsDK1YBrH8LjpqVcL4AvouxuVbvQOdolNrzS1zs3ZaF0CkBP/6H/80P//KOapyzqCfs7XRY9iLKOYF5bymqkqEcGQDxWiUc/r0Dt5b5rMy5JmMgoPC1saQndGILDLUdYn1Du8gksHhBWODR6oIuh3pIcsTxocNZdmgvMJWjq2NjH4u2L9fEvUkwgf7Xgg8tmiVc/NhQVOUGOvp9+IQ04jDWxj2cja3Nrhwfpc8TxdMjgjONCqiqQqsdcExQkQgQWtFXTfB7oWitpIsy/HOIKRlMBiGGn5eo2UANyFy0jynqRvSNArZSAUhY4ZjWXxWe0k9n5DEIqQIkxF4gXWGKNLB4UPHKDROgdAShaAxAiK1sjMLQVHPGE8nVFaTjws20j5JOgIEvdGAxno0EqUFh5MQP6cjR1MXfPCgZJAFL9bpJNik4jhF6xjhE7yPOXX2LGU5pjw8YjprqOaG7V6CjkRIBO0EaZJyfzLlcn9AXBviRFLXFb4p0W6EVxWmqYi0xjuLtRWRT4iiBCFTpI6RscVrzbmz28h6wp//Yy+wPcoY9BTOGCbjKUIklEXB/njK/sEY6yVf+lO/yFPPXkTnOYhQR9DjgwciHofBuWaxx2SI2ZPgqbBNE+iFNRilqcsyeKE2NhB5JcjyHkhJPR9zPL7H9GjG1s42USQRIiLtKarGgpdsDDSxdpQ11MZRNQ1S9filv/gn2eh5yskxuBgpY5xrECKoWTd2dpgeTylKjakrrFWc2dsINMh73nnnKk3zPL42ONsgkSAs1lQ4Y/BCYkwAE2eCM42O0kUiCIt1cO/BbAGGKxrTkhDXpqv0osM3BC/2VSm8IJUG3m49KN93rmkZ/baVlth8GH33C4nQsYgj9G390k4THwZ8jyB15/ePkLD+SMcftt3HkffuuY8BsB8dZ0gbc9e22YLPGgywpg7sZkpox/E4VYFfXb9UMSwHvp7o9jF3PzLWVkJbQFr4bRlz2AVJVtLa8nlW+oI1qbdzOgiCnQwP7bw8bpydBScIWPrMpR3+jS89h5QGpWK8sFivQpD38YQodhzPLCKRXHyyT5w0/INf/QpHx8cYG3P56R0Go5zjB/tsbQ5Ik5SyLOilKVEiKObB/du5GrA44/BCYKynbgxlXTKdg7AlkUxpvCOOM6TzOG9CgD4GgcFbifOhAkKqNU88eZ6HD4+5cHGLLMqQQqCEJ8sz+r0eEGMMWG/BQV16pjNDrCIi7Ul7OXVV44zBOoUxIc+mQ3F6a4vTWwnOGFioO5EaKT2xdmRa0Us1vbyPz5rgmSgFIIPdSrbJ/xRSquAIIRwChXOORjUBNH1QvQ3TDC0kjTdIIdAqorEW13iaxuNtA4vAcqUz6gqOxw3ltGJjS7O5mSOVJNaCorK88cFt3rz2gLmAwTDjzsGYKwcFo57g0zsJu6kjEpJI6UAUXYTwEaNsi1TAvSanau7z8PCYnZ2cYaJ5cH9KNohojOXuvTH1uXNL6UsrSW0d3lVITci+EsVEWQXC46whyns471lZVQWbOxvcu1Hy2Vee487NW0wnhqqpGI+POdqfMy8KJkWBivr8qT//F3nxE8+BtwgEzllsU2HqElvPUSoOjLH3GBNse3VZYK0P+9nZoB1SgqKo0bEkNQnOgLEl1gapMtKKyXifH7z5HpaI3fPnEF7QG26AgLQ3YHJwwKw5S5rmVHWFxWJcxE//7B/jmSc3cfUM6vmCFQ7mAW+bED4kYWt3xNHBGKEiLj17kdM37iFFMOt867Xv8datn2bTTxmmnrqqFzGwDu80URS0Xc4pyqrAe9CxII4ikiyjqgxPX9zj935wFKrdswDAjiPfkg61X1vTT4dudLI8LkhLVxg4QegEnbe6khC7IggLIPTByN4VE1ZEKjzm4+MKTwLHxwWpk4D6o0p4P+r1j7u/C/Yn2/0hz/GRYCg7LXarOaz3H2Bl2Y/wjx3H8vORlGdilWpoMYELbcB6ohf8EtyWMYEdmW414jYycOXi3OW33ELf2RaoFItI01byXYZltM8bxJ0lqC7nQCwxcfWEC1fl4NMjFo/nSSLBX/nTr7LV05jGYxqL9I5YezY2UvRwyP1JwayJaKxnZ2dEMZkS5SlbO5ZeL6b2cPfOhJeeO8/Z0yPiOMa6AiU9tgklZzygdIS1EidEKHpsTVBEiwgVBe9QLz1VZZDWM5+XCKXJkhQpU6QSGOyiirom0pIkijm9t0WsUsCTZxnGNGRJgqQBYfDWoiOF0IEJzfKIpqioyxqlJot8kQKrWQCipapLeqkiUYL5vKSq6hCb5lzIbCNCQuos0kRK4ImQMqjhBH5ZfysAa0tDQjIBJUWQilFEqiGJInq9nFg76hqquqGaW0pl0NITJZI4Flgb463Ci4ZIZ0SRQqs+Hs28qsjqhDj2JHnGd966xR9cuUney0DCxFtu4RGbPQppMGmPfFNiSocgBu9QziOkQFqNqzWmyRgMTjHcjJFxjCxirn1wxO6eIe3FWGoeTKeMRiNoDJGQKNlDqAhvNcbUWCtQUgdbV1MRmRrvHLgs7Dfr2D59nrdev43qRVx57z6uqZkUE6qioGlgVhRImfATP/mTfOqTz9AGYtumxtky5I21Daapcd4zm1Y0VYkQhqYsyQY5aZohVczR8SHXrt0hygds9mNuXL3HC88+SRpJ5sfHfPNbb3D38CG9wQ6Rrnn77WvUasBw8xR5InjxE7sc799DJxmDrRGnHYwGQybTBzgH5596lpef3cCbGk9I3G0teGPxBEcjRIOzjmom0CLYJfPNHV75wvMk//dfp5pbiumc7/3gFp+5lJOqIFWCQ2mJ1J55WfH623e5dPksAyVw3oWkFviwzozj9OleSHtrWxrRpXy+QyMDM7MCQr8CsRUvviA+XZa81UataKRob+pw3ks2X6xUo97bJT2EVROPqERPKszEh5z7b8PxOED9GM/wsUo4dRtcT03W7WfFBnRcWB4Zwyr0dOFR1bbZAuKa99TJzO8rVUQrpbXcsnjk2uUdQJvXNPiILgHWS1a8VMdmuMivGrroepR2jdLBZrnO/PhllgixYt8QQvDME2f42c+cJ46Dw09TB0cCqQREER7Jzt421of4uyTqMTo74tvfeRcRW544t8vDhxOyjYwnL11gmPmQRNjWaK2Jsph51eBdUGN563HWghNUdYHwkkRp5rOayPtQ78+FKhK1C7YSnMGaIBX6BddeNk2I61OWSOsghWpJFEdUZVCdZmlEEsdESYS1jrooqaoSU1XUdQnO4ZzDWR+IzGJ7hpp3miQPHPV4OkNIiCNFb1HcVkcZURRRCE/dNEjhkSpIHU4E1scv8jQ6b9EqIo5iIqVwtVkwXoo0HrK1NaS0D5kcT4hzTX9jG4vnaN4snjN4FDbG07gG58BYjfEK40JlDiE9YImiDC8i3r93QNobkeQ5URzje5odtcW8saTac3o3J0scLioCU+I8vmlwOEpbUSHobWxyf1yE2EcExxPDB9fvMp/vsLnT58LeDmmSMtjtM90/hkgR5xqhAV9QTMdEood3nqSXgNAE+/1ibqRHSkG/v8F3r97nd//ur/D8uT6bA0lVGZrKUTc11gt++me+yC/8/OfQaiVneN9g6hrvHYf7+9y5cYvBaIvt7Q2ssniv2Dl7hv2HB6Hsk/b8s9/+Jm9d3+ff/xv/Fqd7nvevXeOr3/k2e9vb3L77kLlxfOPKB3xw/bscz2vKedhL3/z+ezx38TxfePeQ/Xs32Nk7x8//1HO8++5NNI48lvS2z/OLP/dpskRQFnPiOENFQR2O99R1jcAFVT5xYNSMojcc4JoKbQyDJGIya8iyGIzFCpjUhoHWgbUXCikdX3/jLf4P/9nX+OW//Gf5M6/0AYs1JXUNOhI0xnP57CapBmPDjEnfKdfXIYJLv4cTkkubf/Rk+NoqBaVYAt/KF3WlnWrDOVqP0QCCZkFrA3PuVjWKPxzkWmK2JISPENPH3/f/r+PDJM/u/P4IY/1YNsM1OPohHT1Osj4JUqu5XkBoa9ujlRhb1WP3bfjFxl7Jn0FVKZf9tGsjgJZYLkpged+yNcHiXLs8/WrxASxdZ9YVD90J6K6b1eSvv51WNawE/MyrzzBMFNaUWGoaWwaO2xhc7dkv5tw/nnB8VFL+/8j7r+dbsuy+E/tsk+6Yn7v+3vLd1V1t0QB64AESBB1oxjCGjNBIEwpFKEYv+gMUetKTHvQiPYwUEwqFNIzRUBwNOUMCJECQbKDh0Y221V3VXVVd5t6q683PHJNmOz3sdOf8fvfWrUaDgxll963fOSczd+7M3Ht911p7re9a1bz33k1+5qdf5jOvXOabr76LI3D1mfM8uHufu3dPKGtDqiXGWEJRUFsivVq31uEl3hmC94hgqaqGsi65e79GyJjH1TRNTHA2DhFi5J4LDV4o8J6mcRFQbUVVaSbZnOADi2VNllqMdTFfMMlJtI5MLoBzBmcNRarASprGY5oKaxxGglYZKkmwpsI0NYlMODw6oWo8CIVOJah2zU8EpPRkSUKaxnUx3VqMRMLT1uqNYiJLJUpHqjZj4jFaQpLkTPOC+XRKYyKn6nQeA2DUo4e8f3uNdwHjbYygJFrFlc0x1lPZirIJ1MZyslyh0wIhPXm+y8HeBVSRI3SGSzR2amiERwVLVhTszBTN8hhnT3CmxAGlk2TBsTqu+OCDY+qFw5YZxSXN3dtHqFRz4VJBcI7zezvspQqPIi0KdCLRWsc8UqWASKdnSotKKvJZHhVXH60XIVI8CqUFL7xwlX/xGxWrdYImeiiEiBRvn/2xL/CXfuEnSBOBlAlKi941ujo5YnGy4satd7l/UvFTzz5HMZvhV4FHD4/ZPX+Jmw8Oee3695gl8NVvvofVe3zjG6/yE598kYuXLvN//n/8Q6raIpXi9oMFxwvLznyHo5MFZRmjSt8o73Lj1kN+5yuvYz28+MILzHY1i0e3kdpx4VzBheeucXFvitJEN7gxZEWObPNgla/xQiB8hhAJWgZELmOAlggES1RcxIq6blisSorJObJgybMEqQKEmK86ncywxnH/0QLUfkztIRKXB1KCt1w8N2NeJKwqG+FnHAhzxjasFQ4ysf8wNi5bGTVEvffouGFuRFkYCMoRgsG3rDKd7Ou3U9YnGyL2zGPG20cFwT+ry/OjtP8jAOgPr3R/5tXDxpscglQ2jxxrN7JvTGy0FANyRq+2jaCK2lDr7txA4GHExEHTHRP3h1Y7HAfNbL+TvvpEz3/UroqOA3UYW7Gcamej5bF/f3RMp9TlmeZnPnuttWgEqciQocT7EPPEKsP9wxUXnrnEbLLDm9+7gRSO9967zWQa+PyPPwOJYnF/TV2X3PjgBsuTL7IzS6jXDWZiaNY1zluUiP0OzkU2Kh+iliw9Oi2wZsXOrCDPpqzXFqTCNmuaOqBVihQa19FYCUmQMZlfC8ksT0l1gpISFyINmRbR7SNkiAnSxpBlMRS/tJbgRRQ8REGBiJb3YrWiqRyr9RrrPcv1iiTJEVpjG4tNPI1wGBMo1yuMAWcMPsDaGLpF3J5AI8SyQQKFaxyNkNHybllbtJZoLQbN2muyNEOJwMF8yv3DE9JMI3WCTDTBJagGkqQgcQahAjKJ0aJSSkRSoLMpk53L+GyXdKqYn8spFVxLBUhBWZVomTDNC9IkxzUzTHmESWKye+1TVDGhcYHnX3wWraGua9Zlyac/9Qz37z/g6pVnqZqKTMwJVYVWPlr9dBXiI0VbIKa+2DZwJQps0b9HKTw2JPzqL/8U737/Td753newJiqTUglefuXH+Ku//O8RzAn1Os4fnczxPnD7/ZvotODSM1d57f23+Op3v4OczHn+ykVeff1t7j445P7932VZL/j6997mY5fO873v32Gyex7PIf/8X32J83u7WCt5690T0kQjtaNa1RwdH1FWMaDEBo9owBlPCA0CeOOtd/g//ef3yJXhwrldrp4vePet7/P62z/GT31mB6VAhAaBxDoDIiHPdlCJRmmJNbEaQ3wUFh8gyxKkihHsjTGclBUaWJWeTFuoLVIm6Czh3EHOzm7C0bIkyadIVwGaLI8yY1VZkkSyN0u5c+QG0fg4qwV6QpFOkoReJsFQ6GAbKjv1fLzgE/p/QfpoFXqL8GETBM/a/Ifs///D7Sksw7GaEk79LrpoyxEwbWztW+nWc4bWRu7G0AVrig3GoiDk5lAYDaDOFRE2jug+jXWo7oKy9yoMQN5paPEHyfgOo9AcD8FO6EYzdKTCdVYKp9kfICY1P3NlAkGyWlu8cyxOKk5WDaUJCJ3wcz/3cZaN5MatR8z3Uw4f3efu/UOEgtXSkklFkefsny/4/MsvEuoaPy16pcHZmJTtvMO2LPvWhBgE42N19CQPnCxXZDo+5+AUeztzKu2xvozBN1bS2Ohu9XjqBjwKj0SlKdZb8lTivcJYz8OjR7x98w7T6T4///NfIFctVbv3KK3IpwWNbZBIgg9IIQnec/39O3hnaBpHqhQIiVIqBn0oGYsAC4vQAR8UOomavalq1rXBBTai90KIwi1JUlKtkAKEc3H9xEmyNCHNpyTJAuEdaQK5AitSdqZT8hbAY2HWgCdGnqI0QZhYF08TC7/qHCGnhDAhn8zwBym753OKvYJ5oWO5KyGoTIWpLUom5ImmWsWKDKoOCLHEeE/IU0IqeFhW7IiM3XSGlwk3PrhLVTU89+wV0mQZE5dCBHgfYrqSUoG92S6z3QNm84JytcL7CmdqyLJIJyYB5SMNmgCtPX//P/p5/q8fvIl0BiEkV64+w+c/8zGWJwvCdE6aOgiG1fFDbr9/i8XqkP2Lz/DV177ON773fc7vT/gn/+JfYu2MW3fvc/fRQ+p1gjfgsLz/7hEEUIuSD+68AxqCAaTANiEqaSK0hN+unexd/dHo3Gz1JtZlwzu3HnKwP+Xllw4QYcmiPOG9u0f85CdnCAKJgmDi0obWAqljpGZo6ekIUWGTPka81uWaZy7ssF9MQEK9avAyo8G00kAShEKpjL2986zXltv3HkGSkAgXAZYEgUcFSaoE+3ua8MEgHtph+UTrZSwtNqvpnF7yEXSA2blLt5r07RKSb899kotwu3/jv/9j2x7nyu32fQTX7oeDYWtp9NbUBnV6V0W+c4duK0ObvzzuHYxfLqeGwdlbj0NBblqOrauyo1ULI7KAzrIc8gNHtGxto7092QJcZ++F0N5h39cwuu8Wkjtquk67EyCl5NMfu8w0VZFZI0lYNwGtI2jUjaX2moNiyvXbd1mUC0SqSJRk5WqWJxaCIJsqfLBU5ZpvvXGdF65e4aenU6xZszxxVHWD0LGCuzWB4LqnqQhCkBQpu3t7LJdv42WgMTVVUyLlFImKZZoyTfDgnMBrTbAW5xvSxOMNnByfsL+3E3k485SHi5p//Sev8t7N+yxrz++99j7/u//130HZFcIH0iynrI6wdYWUCuMCSjlMbTk6WZKngbIsSVEQAkmiqZoYyYmXOO8R1kKSkuUJs8mUxhhWyxLdjSEBQsZ36kKIeZtA8B5jLEmakiQpmZaIEOnK0gTyNCWEmFw9zSbsFRMmRUFR5OAzLDMKFLN5QU0gn+RoJwmyICv2SCdTglJMDzT5lSk7B3OmsykHWcZcpiigCYaFb7DWkqg60qOZgK0MIngSV9Ikmun+LsrD4aLkE9k+tpYcnjg+98qnuHAxpzmpAYnSbeV4b+M49B6JjUNVKvLZFCklztTU1SoeHzxCTOI8cJ5Uap67do2/9/f/A/7ZP/51Znt7/PJf/Su89MIVskmBTiYIAevlCQ/u3OXcxT0evXeb/+d/+//hu+++y7oMvHM9cplmScK6bDANcY0qhDZgI7ojTRMIRiBoKdqI1SuECAQnRjyIW+kE/SSLa/TOwcmJ4a0bdzg5eYhUKR/cvMPx0QGuPqGY7TCdNJHUIWi8CCgl24hoA84QRML5q8/gbMUsn/K//9/8LbRS3Lh7xL/5ym3qEFNshNAti0509+eJ4Lkru5RlyeFJxYFaUZYlq0WC1h5rK6qq4PK5fTZYaHp51/mY6EXhICvHR3Qy7TTp/ymv00iAdrLGE9pnPALCcUOSWIvwLFfpeDvLmv2LDJJPArvHWOaP257CMhyzqoxfsRi93AEsN034s3vT2WOn7yP019vg2Bu8kBtHDo1t9Wv0ixCb8Cr7kdrD3tDahnYknjAGZKvJxvWBLVbw/roCmBea/9nf+THyTJOmUxpTI+Qa8Kwrz7k9BxcOuH5vwft3HuA7d1yxQ1ofkluQKPbPTzl8sCCzOYtmxX//u1/n8kFGHixV5fEhkMgCnaQIDI5O6/a42iGkpSorqrJmkmUxtDw4gvPUVUOapQgkXrR0UxHJsb4hURnOO7Jsyu58l8YYXPB84607vPbOXayLLtDvvvZ97p/8DQ6yJtJxBcfx4Um7tjZFSRDCU9saKSVpovGskb4hkZM2pcISLFijaKzFo1jXK7xPWWYZq7JmsXb9nPa+NdLbotCqpXwTxLSRtEjJU43SmnW5omqOCVKR5gV5MW37EphNpkySglRlBJ3jvWaSSaZZgvMTLp/bxXjFdLbLfOeANE0JqWJyYUqxN2F3d5er6YQDUpI24dqLjAPlOZQljzwoG9BlSlrNQRhsbRHCkaaa5y4c8NZb71MUU4TIyNMply/uo5VHJQqdRlIF26Z9SOERiSCgovJjA0ppQuvPCN7gDEBbmYAWsDyEIPmZn/ox3n7rPb7whR/nxecvkuUTlM6QWnH04JCjhw85f+kiWZ5x8cqzfOP1f8633nzILJ9zdNwQrGAdHAMd4xCI1iV2d4ZMGLP/hph6MMgLuTmZe0W1PVd4RAhUjeG7P7iLTgR51nD3cM384lUKuctrbz7gXLkmBI9tGYTyPEdJ1UZYCwIWayxSRZ7SP/7WB7z44lUac4Krl6yWS0JVsVcIsqSIgI0j1YAM3L17RFkDsxZ0hKc0gTQtQAmuXpqO1OJB0e5Sznr3Zhg9qY6cu/19Q1r2Sy9hpPgPYiqKsHi2ly6Cvm/JGM6yRofqCacBka19/64A8fEQ8dG3J/VZPGb/1vYU0aRjy66zgLqnOVyl83W3Y5mBMabTgcLwErf6yvh3Idq6k12E1eljt236MWz1rs4WkUSHTAS2IDYOHDlmjugG6HDH8XZHcNoRiPfBPl2Lw2juXRoCkkSxM0lJkpzGxHWSarlmcXLEarXiuKlZFwU7u3lcuSxrsiKhVJAVGaaWSCHRs4xsUVOuHd4veOYT15hPEuxRjcMQRMBZja0tVd1AW627aQwhuEg9lWSsy4p5NolJ+gKEdAjpsN5ince4lmtSOqRyKOEp0hRnDakGYwzeOaoQeOf2fVa1jUEuIj58pSJXqlJpH9atVbQMrLVIESLbiBQIlWKEJEuj9eocWOMoJjFdYN3Eax2vV4SiYblMOVksWVclJnThce37bMdM1lqCkhgUlCqJTkSs2hECWmqEzsmylDTL8dJTqAk7ew0ygHUWlaY4A0JKTNPgPSQ6YXe2y3xnhyzPEIlCpJqDg33ynTlX0innSUhGo1whKFBIMaFMAye5J5kXWOtRywn4mlTUYC1KCerjNfUCjlaOi5fPsbcjqeqKfd3mu0mBM5ClGiHjWNdEarggHNYGlFaxSgSernJ5cG06DaCTBNdYJPBzP/FpXv/eG5y7cIHL8wKpNUcP7nJyWPHsi8+xWCz43d/5Gn/63Vd58GhFU8Gj9TIW6Ra0lkgHfoPE3pgr4y2087r97Fs9cljv35zovSwJrTVJwFqogue3f+9P+L/sTvmbv/ACb3z3HT73iavsz3JkiPUr8QLrbcy1lRIpJXVVkqYBtOOTn7zCd964z89+4Rqf/rhgtXBMpEUwAeGxziK9BCn5+S98jI/dMyhncF5SFDPe++B9fu/bD/jbf+ll7t06xpgawZh2MrK/eElM8+hl0oAAncdtoIQUw52PZM5GEKIYcyZ3EaQ+VqDwYXh+igH0HgdkY7Bg67ht4bz925N+f9ptfP725x8VUI6hYhM2Tm0fiYGmB8Kw3Vtx1uF9yHvvDmh9AVGr8RsURhvQNk5QHS3knXkv7UQSbU7UMHS6HMOuJbH5TLoJ2P7QjdMz0ij7a0Ty7G3apZFSMFoY9+0AX65q3r+74spMYY1pl0g9TWVZlxUhz0lmU+68f0i1tIRgmExSTPBtEVeBVJoim1PPLNXxCu/gsy+/gDCWdVWR5ClCJdS1QxJw1lDWFVpIpBSxFiEZ1qc0xtMRe1snMDHKhjRJEUqRCAE+VjAXKkEIT5YmJJOc3d05EBBBonCUZax+LmUssptmOUWaxvXB4HFNSWM9UkV3nVYa52G1stRlg8TTVAvEdMK6sjS+ZLGuUDIlVYF1aTGNpCwNeaZxwRF8wDoX1wSHJx8rawlIsiy+Ux8i8fjODCkBH7kxjXVkOgEfaKoyAkSasTedkyUJUiSsbcokTzDAfL7D6miN84oknaJV1oq8gFCSTGUcZGMg7IbLkDubIbmgClRuWZRNVMDIgJxUxpp507xAy0Dw8O//0o/zxvU347qsh0SlpFkarRwfCdSDiAxDHodzFjwkSWTX0WmOrZcxUjeL4zTWslR417BeHCOU4K337nLu4n7Mg53tsVw84uhwyXMvvoDSKfO9hM985mWMO+Z7773Ne/dPsFWc18GP5ldgWKoY/xnPk36ODBZPrAjvh/1h4AqG8XSSfVJ6CCHyxtqaf/Ibv81bb+3x4NDyN5af5aXLuzx7ZZ+dHLwwOG/QedYG7ymsceQJyOC5dn6Hqi557fv3mBQpx+WK9fo+3uzy4rN7LBcVUkjyXPH3f/VncVRc/+CQ7z+s+OQnXmBdl9y4u+De6oT/+6/9MbcfVBhb4aXaHJgyrrmLIKPaPIqxGOTQsA1Be6GXO50SsQ0YAQgygHIxx3FDXo2O3QaDs4DurM9jq+XPwzLs2v4QkNo47qNsH/H4j1DPcPMJbvdtWKWDrueiy8sTnUbY5uGFOEr6dci+tQHQBkSNrfbFgcXgZugvRetuGYcsh21tqz1OhAhUPu6RgZ5q7RSVzOhu6Pre3svpmOU4kbuQn44vU0nJrBAEau7dP+Rw0VBWjoNpLGUUhCZLBPfvH5EWgZOlh9WSPFUYm2Bsxe4kpanWFNOU9eESlUgun9vHWU9RpDhASoFEYm1DogWmVoQgcT7SRsngWa6PQThUBkhPmkbN1wXZBriAd7YXOIoEH0BphU6yFlQgCImxZRS2AmS78j+bpIRgMbZuKdgcSZKTFxOcszgfWJUVZd3gMTHRe2XYm4BwDukdxjgOj4/ZmU1Y1kucgeV6RZYq8mTNcrXANAZCDKzp6fF8GxkpFEoE8kwiVRZBXYLOEggxItUpj7MOpwTWByoWFFlCkuQkyQSalFXtkUKR6oQ8yQle4lxM2RBCtHlo8VqZUOjeLTCMNzECxBzFRCaslUYq2kAijTeBFIX0cO7CLi4YPn7lHOeKj/PdD+6RkOCbGmsqbCMIzmDrNd4rlBI0dc3yZMGsiKk0UseUkCBShLD0C3MiKklSK7JJhtBwb1Hzyc9+lp1CUy4ecvPt6zzzwvNIXVA1C06OjkmzwPF6zZtvHxLpOwXe01OHeRGQfb5uGMgzOkuv/TzYQsNK/YZh0s6XjfnaAe0gHQZpEWC1rvnmG/coiimvvXOLW3fu86nFBX78Y9eYFlOkVDjjWa6WZNmEer4mSwTHh4c0fsJPfeET/O6Xv44qJEfrmi9/9Xs4C+fmmrtHji9+7gWuHOTM9zS/9eVvcPOR5fik4m/+NU9er3jn1i3+j/+393n3zhLn2/sLdlDQJQRk9CzFSCbow/LOMsRCTMsIg/HQFgoZGGr6p9nRX3qCdRv6Rr+Na9MNDovNbfu3x31m6/enAbCn2cb21Ha72yDzOBB/XB+fdL0ztqcKoBnYV+JVhv4OmrDofP8dWHVqz4AgrVIYeqtsuMQYdIYXPQyacLbFdoaqEzqicDoL9GyAi1RS7aT0oeUjFRutitEI6qdpCBsjU3RhYL1GN+qagKJImGhPua54+/od/uRbbxCc5Mc+fZW68pRpyqVnA6FxFFmDqWq0TDBC0IRAYzw60VRry2Sa4ELAGMeX/+hr/Ic/+ymKLFDWNQKLNS6CvXOYyiET2U9SUQuOjIm5hMZjg4EkRtwlUiGFRYlYdcAFBVicbXBmBaHAeKiqJgJm8CyNY93EZOXQPoMkyyDEXMdgPUKJWN/OB+qqoSzXrKuGuq5RQiGlJDiHCgHblAQci9UJfpqwJ2YoD15INJEL1RPi/buYsA/DWBKtK202TZlmMaWibAzOeJIswTaOw5MTVsuaZD6HNicSpdrcSJhOCpK8wElF42uESEFIJpOCJC0wNioMcUk1jh0tRAy8GM2HjWHQC7e2posAIWLEZPS0O5JUcuv2fS49e8DxcsHhZMK5nTmauyivSWVULIKL6SwIRT6doFPNfJaRFwVpUVBVFmENoeWXddYSMOgEgtd0ozQEQaImfObTn+bac9dw5Qnvv/suV597DqUEPtQcH93m6995i1/70pf5/W++xYOHDSHIzQhuHZApuJUfTcGzpG7oQS2M5tOYwaOXAa0V1OfpBehyjDfncMB7wWod0Mpx8eIeDw7vcvdwzjt3jnnuYmCSpgTAO9myG1UEOWdvb4/DozWPHtznyqU96rrmy7//Le49OOLO8QmL44ajCl6/cZ/nryU064q37zT89Oc+xqPDB/zzf/sHLI8X3LhTtZU5BqqzQey16Q3et2++JUIggPAxwhYf6flkiLUhfWtKji3A0yOKwbSMBkfwg6HQi0/PqVdwqpnhUW7+9thrn3Hcj3o7qy/d9x/GOvwI24eDYRgG7cD0Mo7BHLskB/Vk05XY/qXD1OGOeyHSawXj9IzNN9KtIYZT+7vBMYB2r3C00aYxsrSfhq0l2bfMeJpuriwGOuOjvy/hN6/bW7/dYI/nSwE//smrHMw1D+49YneaM53M+fwnL9E0jgfLhyxkwmWpmM4S7l937OxMSWcTypvH1KUnlSkiaIRwaB9ItKBqHK+/9w4Xdgp+5hOXWl0lUGQp1jd4pUnSaAk1NvY7y1JcWRKaNbZKqayHJKOuLc47dJrHSLoQEMKRSAFCkiUZiZboVKJUAsJjnMfayHkaRGSrEUEyLyYools2hEBVrmiqFUoYGuNb5SMSBqdZRpZqkA7jXKRJy3MePjrGlhYTHMY6fGggCFKVkilNQOGFR8oRxZ6IOXVCSmZFRm1iRQTnQKpIBrBYrjg+WlHXJ+i9KcZWnJSGNJuwuztDAFIpnI8KW55myGzC7k5Os7DMJjlOKISSLRlAXNMWLjL5eJWgRsJ7e4QaYtoL3uMQlEmKLTKqSrF/YUpdrgmhZmea0mCprEVJHy15KaM7OghEC0jdmnCaS9IsJyl2SCqPFjGX9eT4hCTVJEiQMcIW73AuClzvAjrN8F5z/84DJsUBWZuOQaj51ve/zj//7T/iD775Lo8OfW95D9NaEIwA7SEN0LSSOIxz3KLi2L2pTrns7aLO0mlJ7/vsimHGD+20ciO0xw/xC3C8WPHf/dbX2duZc+nSy1w+v4PzhkcLy7nzB6Q5BGsRgZYTOGM+VzSh5NUfvIfwng/u3eGDB4fcetjgXQx7uX7rPouywNYVyyrwm3/43cjSFBYQogIVurW9TjaNhPYwFAL0tRlb0AsBpCdIT/Txx5ze6Dpug6DEIJG6SHXfrs/7Tl0Isf1RvM3mQzwL1J4EKNt6zI/KAnzctg1wZykCYuvvWef9CLaniibdNmX759N36PEANm5jc5AHWp9bP2i6vLE4uLqKECPe0m4ytBXshlz3YSJuLEIK6LKy+3RVMfCa9iHcHZ6FLvprDKhDn3pXbejwb6haHCmVOts2nvPKi5f43/4nP0eRGI4JXL18gCwesFh4rl6aIBE8coHb95aoVHL75pqf/4WX2Tk/5+H9huOT+wQXEMpgq5Ibt4/JC48QgcZUvHb9Dj/x0iUyHbVL5zzegpRgiOs6polk1DJPqcoKrURb/TswzQpMs8RYi3OOOliCV1hno+wTkqZNtUhlfBe+JWFuqipaHj70DoBJltKsVjRViQgO5xqCi0TPUgaSTJFkEw5PllivkDolzydMi3ZNTEr2dvcjfRgB4yxNvWRRrpjVOXotWK/WkdpNSAYOXIGUbRExEaMJszQCuJAS4wK1dRyvSsrKoVSMzjRlzUm5wktBIiVJtkZJCCJB64z5LEMrgccikwggEEHWNx5ST9k0pBNDo1LyDSbfbo5ElsiVtzSNxdQG7QPzVIEs8Log5A3MA742KAeJh/W6YTqBfJLj1w1SpdG1KlT86zyuJcleLU44ODcnOE9QgRAMx4dHzGdT0vmcodisjFUmWj/n5f0EEdYcnqz47AvP4mxJIPA7f/zb/Lf/+kv87p/c5PhIEKwE6fGyTYkI7dhv1zgZB4i0kcih954MDtH4y0BheIrnuAOOuDg/msRbSQgtf3Cf8iUCVd1w9+Eh//YPv41vPsFPfnyfb7/6Pi9+8hqZdLz43PP4w5pzlwVVWfHaG9d5tF7z3fdu86U/+AHOCpa1oTGh5+IIIXD/4Xqk0ZhBjo2V8rbLdIbuqOc9QLa/+hD7LG0gqCgDBbTrNWLk6dh8ML2MpIPHSMIdySxG+lcrVhkD48aAfMxv4jGf/zyBsLvW9udt6zA8Yd/TtP+U9/D0a4aIrcHbmUvdv8c/+VOhvqLTE7vJ0lW86O570/qU/SAhAk5LYtslqUZNOZwaAKef1wgIW/ftmIKttef6Zvp3MJiZ/QVGvR5dZzSCBPziF1/ioIhV3x8+WHDtmYxf+smX+K/+yR+yP2l49to+RmUcS8U7H9xjtVpz6+YRs4vnUZki2EC1brh/54QLFydUZc3u7gQbVngClaljIVrTlkLyTeyBDxjfViH3HiUTmrrhwYMTYlKzp7GGHWmxxEKxqYquRYNEEdci6irmyBnvUOUKU1WE9tw79x8NlScESCGYzicETGtdSmJdO4HznmAtSmmk1BTZhMYERHDEOkoiuuB8ZEORqq3F6DVapbhQElxJ3TgW1QrjDJ3k6dafo9YMO9OC+WyCDdDUVXSutlF2UjuETmPlcy+oTM3J2qJ0QMuEPN8hzwOTIkclSVtKiGgFekNTR0Ug+oZjvmTdWMq6pk4nBDwFkpFpBESrsDYG0zRI4ykCUUkIlsYHmgbyJCeZZLimIU1S9nY1NceUqyVXprsUswkQcC6yo8T6mZ40yfAmlv0iNNhGoFJHMZUxiCbVWKPjem/wBNcx08De/j4nDx/w7DOXo3WtNDduvs0//Bf/kq+8eZtyJcDoOIETj94NmEcBmja3NwRCM0yWLuClA8JN+TV4gXp466ypDlm6ybYlL6LiObrAaG521lFc7hDcvn2f/+Y3HvKvphkFgZ/OZvzs566yaCQvPrtH8IbDk4f8o9/8Kn/8+m0a62jMiDmmBZ5opW4p2PS69bZY2di/oUAL6NYKoxUZq0j4IKAtKBykR3jVsjgN0B9bkP0lNkwCEd//RlmmXhhyRic/wnYW4Px5g+KT+jH+/FFA8CNuT1HpfjS3O/zrzanuIL818IdF4riN9neg1rkzA707YLiHAQpHY4vehGuP7UKzN6BY0B+zWSuxHUS00zEwfGbk2hk1tq2MdPfWUcvFWqota44YnSwkiYIr+xl3b9/n3fdv8vyVC8x3C2yo+Zu/8jn+63/6Zd6/85C9ixd59mf28CEwLwSFVlTLhqYsIXisbTh+5KI2jyVJJxzMJMI7EiHJEg1ex4oCNobQd9qnIBI0axUf1LKsSNpiwrVpsNZjGodONDLJY1lyXFzn6ng/g8AZSzbdQSBi6oFUGBc1dyni21bA3rRA+DYpXEls8CRtjp9KBhJz7y3OWax3KN8Q/AytY+SqJ7pcg3dY69C5IE1kWxg4EhdIBFrJaG22BXUnacpkknKwOwEpSIREqzlZmtEYg7UW6wRKKwQW52qaumRdLUnSQCpi8E9olQOlEtI0Us9JAUpJpIrrsfHa0e354OEJVsFeNmM31RgCU2QfUGMI3G8qVusVomk4yFJOKoMVAi9qqqqiWtec2BpjDU1lqUvD7fs3OdhLePZqim8rMYjWTSpaUzx4jxIhVrIXql3v85GPVqiWuxSEjOw9wcXgDp2kqCRjuVhw9OiEvYsz/st/8s94+4N7vHf9IV957R5rH92A3SJp8OBWIFwLFrRRNF3wTM80NUBKp9TS7+mU3ygRZCsANm3H0WxrTbANcvz2ty6OYKAxg86kM9ZzuKg4EvCbv/NV3njzIgd7+/yn/+Ev8uJFycOF4caDBcu6aYNZR14i+sy/oe1tIHiSoO2U/RYJO7IOLwbS7DBy8wYvoj9BtkGAkqhsjRrsk/TDcInYCQVohGh6ZWSjj2dZetvbtmX2JNDb3v8RrK6PtG0/348KhE/T5hnbU9OxCTGOFoWY2DUmtBb90WNoG0Ncr/R1zu0wuAU2XvpoanR/x2C3Ga4gWzBugynCuAdD70aqJ32V6G4Sj17q2N0ZwgDrYaPFLmVEjAJo4tlBxLt4+bl9zk8NP3jvARfnBUomeKeYTnKu7U342S9+hj/52rc5OVoig0BKyVRbcuEp1ydMM8G1qzNu4VitGo4OVzgbmE4ydBpYnlheeP4ZZrMpi8UaEBhrURqsi+tG1lga79jbmaO1oC7XsQ6gh+AsqY5LPY0NcX3OmbjOFqcvDtCJwvmADyIG5jiHD4HF2gzvOoBDMS3S9n3EKNUQRKwNJxRBxIrgOI91HqXAOIVKJyiV4AIoFHlW4H1cJ5tMFTLJUEhqq9jfn3MwX/FLn3meJE3Z2U24sD+jSHKSJCFJFJcvzCgmEmMltJU7fAgkeUaiFFp4Ui3I8wKtUpQI1LahNA2Hx8fklWS1jlGpxU7JbJKxPKlYTaeYkGJMTZoqvAu42nBydIJIJO/oR7x4cJ6pFiyFJUUyQXKrXPNgvSBbr/GrmkerNScry8N7K5J8TfAniFAhqciEZG8vR8wT0Ht849vv8tyFA+qqpqkmJInGE3PKXJvSYr3BhQJnXSwtJAXeQZFNML7GG4OpS2Re4In0fD4A1nDzg/vk+YTj8gEn5i1+6/e/ya1b4L2EoHr3ZxAekXtcHRBebQjAsK1Fdm7SjZk8kgH9VOvS0TdVzW3FtqMgi5fxI2V3tPbYTVaGoDjv4vmrsuGdm/fZOdilVpaHD1f8l7/+x7xx42FfyWFT2nTtjxdMRps4/TFsnT4IitB7L0QIG7nYgU64CFCSgEYExeDv7NSJ0RNqDZFNFV+2pkY4HTTTbS2X+2OB7CywOQs8/oewDuHJfXkagHxKEH2KABqgJdPuQER0UZhbVxrgrEs+7TSsFgU7U64jxhbjCaOG43vdrG13PAA7pWsEwHEBOhCEo5+KYRh04wkp8P2ic9ga2J12GE7dWWuBimFw9tfvg2kgRhh6ruwX/K9+9RWqkxWXL+xyfn+OUAofPFprtBL89Oeu8N6tBxzevc/iwZJgaySBJE2pjeaVj7/E7RuvcXhYU+QCmQpkmqCVB1KUELx4dR/nLKvlEmssVVWhMxVdLSLORaUTJtMJFkltJbvzDJFovEpiOSIpSKRCy4Dr7lkIIEXYwHRWxPw24UlaCw0hMdb2NQVTHZ/Dwbk9lE5Ik6JNBG4wxiGlJTgfa84hqJqAlhGAAzH1I5iapTEEa2MCfzFjkubIBLJkiVQFqS7Yne0xnxumk4zd+Zz5ZI6SCTqJ+V1FHlNMTGlobCxqKqTG22jJJIkiUYL16gRja4QQSGnj82k8tanYFRMaW3PveM3uzpzj0pOnDxDZjOAux9QOETAIVg8afF2ydg84WZdMsgkuhUkiuCIz1uUasS4pl2tYWFzjuXL5gJ39lMTFSEdvKzSWhIB2AlevCUGzUwTeun6PL37iCtYGJhNJCJH03LkaKTMSlSB0rEGpEoU1USJmRRHvWcbx6X0LgiFakgHFpXMZv/PNL/P//rXf49XvP2S9hGDlKBCjnQmqdRpICLp1O8d8/n4exLkzzIVx6sQQNdpJ65GKuYUkYwtoY8+GQAttlK5oleMwOibQJ6yH6LVZryq++a23WB2t+cInDvjqt6736Y2ngKz7uoF0w21sHPdUAnkEtV0KVys/EbTkHa0C6SXC98lZdMA3DuaP679xMcfjCUKC0CDMqf72Ijhw6h77Po/zVT4M7AZ74vS1/l1vH8UqHff7Cec8RWrFaG0vbO+Ko2mw6LaHNcNEGIVZnToGMYws0QdVty7UEaAOXaIjVB4HssiuWm/XN0Lf516LHOUiilP+Dz+w3vTs8d15cX9f5xCx6Rptr7AzSfhP//Znka5hb2/CxQt7eCdJ0hQpE6yzZHlCEwx/95c/z3/z618ndHlq3rNuDEYe8v5Jwsc/fpV337uJ99FNtbOXkCSe0knO7cx55eoOWa5IUs1itSLRrc4hBV2g0O58SqI0awdCePIkR4SAVgkISVl7poXGOBuraFgBKkBwOBtIlMB5otYqO3eN4GRd4kN03VUmUBQKJaCslpi6QgpFWcUaeAEQMpJxCxVomgojPYeLJU1VkcgCYyxHjxaUpiZPFVonrCuDdJbSNsxVQAmYzuYo6dpcPU3T2Di0ak9ja/SiJk01RSLQUqJ1Qlk31E1NYxu8N6zXTVxTbUlahG9JAqwnzwTex0LFTWmoU0XTSJrakkqLCG4YS96TrT3ONaytpcqXHE0Tsv2C6XxCkQbsoqI5LqmXNb4x0QXWWHaUIQ02uoMJJDpHASiD0Al3HwYOpjlvvfcBrzx/gUlZMpmmSBFFISJtg6sEri03pJIMQk2s0iDRWYoQHpkkSJ2DazBNu+5b17x15w1+82u/y2v3H7Coie7pQB91radgSxCqnYu2VQZVO5/7yNFWiewiqbYlayfRu7ki/DCvNrbuyYbHyDrRz+2h9ulo9oXROYKeOUoESVk1vP72dX5w4wPqGGI9mt8jeQODZ4jTALh93qnPp45rFWYfKRxj9QxJkDH/MJJrK0QXfNUCXxfRHggx9aILLhzrELRuc6HbqFQ3rBnKrX5sg8FZQP44C3EbBM9q79/Fdta1xr89SSl5in5+hKoVg7Wxsa9NZxhCXqKm0yse/emdtjbmJJWb0NiCS/9Oem0ojN7HKKyazlUyjmbd7n23xsFIixyvR3Ym5AB+G4NyuMVRWDuMqMDj3QrIU80/+Ouf4cqOZqLhwrlZtH6cRVmNMWV7Ocm8mJErwy/+3Kf51q33WR0dYWvBg4cnuMxw+MGSX/prX2R3ZwZ4Eq04fyFDZ4LCWH7hE1eY6Ji0HYJCqRSwaKlQCNbWxc8ywVlL1Vhs3SBFgQ8SJTR4hTcN63DEJJ9DiKkF3kdqqcOThvlkgvWeLI3gb21MyD88Xsd6cq6zDiXKNayO1jEIRgqEkoiQRKYU7wkh0BgX6bw8mMaTpTlpllJXlqYxLVsOWF8TRI2WOWXjufPwiJPFCiRoEdA6IUlPEDJFCYlUAoFikidMJ1OynQkheKwLnCxOMI1FK4n3IrpkdY5SHiEbvGkLAUtHKhuCjQE61kcr1RhHXZXUFg4fPmA6NSTFBIekWlVQC0IV1+iOXcmiqHnDHfLXXjmHtmvM2hOMQ3hPsAEZDBPlUEHSOFAqsqM475HSIILjYKdA0JAV8M7tIyY6kqNr5UjSBOFjIJRH05QL6nJJs16itMK6SCpQrdYgYjkunwW8a3j1B9+icZZHy0f8wfe/xtfvHrEWIApiRKNxSA2+BlkIQt0CQw1Yie+is/tIEjF8F92M2JjQbKYijc47BXmn1eR+oXkEsBuW2+j48bzdMBZbS1Iqxc58zuHRId6Da9ns+yDxsf57xjbWfT9Utm4jtPBD/F0IrchqlxMGKOxvd+PJjNLFNrk+WgKIEK3DyEbjOdO/Owa1bSvwcSC4/XncqbMA8s97277eaQvso7cx2p4umnQLL+L49wOkdDydHZCcGqmtHjPWJsT4KN9/OeudbSe/c2pA9FC7tfVoOvwRoo/P8h34+tBfMHSDsZ2A0T08Kuc0AuwIbPFGpPD86s+/zM9/6hyLoyWXL53DOdtW3ZYI1SCFwrsaHwKmaXDWM9eWYB1laQDD/n7OrQc1yqxwleHg3C6Hx4f89E+8TJLW3H5wwt5swv4sZ1XWCBEj+1SiKZIJ82nCyboipWE+n8dq8VrgSkdtarw3WOup6orFElblmjxPMCZtK0VAYxq0lizLmiLVGMB6A17gnKOsG5blGlwcA0qARqC8oVyUZIVGpRPqqo5E2gi89Ujlaawj+AYXoKrWzItZLNkkbATAEAhCIYjCQ2rJ1Qu7zKczlEiYTRK0FqRJjtIKtAbnWoVJAR4pBGXtY9Rl5agrh1cggyRLErQirr0R0DJDCckkz9iZaIpEEaQkqJzae6Z5wdG6RAhPVa05WTyibhoKswcqA1uTSsVq4XAuUNWCO01NISXFp8+TpApUDIJJtSCEmiwpEb4m+IAL4EOIEbfGIIMF0UBwfOyZCyAlr//gPV5+9oDF8YLdvaKHBB88OslxdXSzL48fUUxmyCTBNCvu37tFluZIAbUx3D66ya995V/y+gcPefRQcO9hydI4XAmqIAbp62hgBAnNIsSSQLatOtGvy40kYRjy4DZnfRTUXfpDZ8k8boqOST02D3sSNJ1hO44AretmEAEZAsZalsslhUppTL1xzOO2zgDo5VIY4fOHdXHjmDCSa55hSWmc0yw2mtr2t/WW6kZCYScfVdynbFSAzgK+bRCEaEFuM9V0x34Y+Py7tArP2sTW3ycd9yOxDDce0tDqAHqjXMCx5djhJPF192pR7zZtD2vziTaUKDG+7LCCFz91y8Wyv87wjrr/DiE4oaWE6+Nq6OzIMXG42GhrQOouo3GwJcdu+PFLUFrx2RcOSCXszXOOljXCW9ZNDVYwmxm0hspGpn+sxwrJ1966w4ktaaqafFIg8kBoVsyKgk9dvcDRxyv+8JsnnD9/wKeePeAf/vrv82MfuwD4CHLGkSYJdWUAH92dAYTQmMaycp7ZNONkVSIQOOtZVg1lbVisPItliVYZprGIIGhctP6kBNs0GD/FI2iqGhEi60dVNlRVTOuQQqAUJHmOEAqd5FjvsLWhXFWkWQoiCnshPM5ZiiKnMQ0IBUpG0JJppJRTilRlJDoBFInKuHxhQp5E3Xk6mSCUINUSKTUegXUxytQ4T/CCxjusa1CixllBbSymcazrBuMCVRmtsLqqaEyFaxTT6TQG1LR1FJ3w7dKWIU89Wjn28gwl1gjA1ZpsKvjMKwcURSydlGUpx4ua/+q33iGdFSTSkSDRCayXDT44tKhRQuCtiWTitC67luotUeBcA8B8PkNxh6IQ3Lhf8uyOpJik6CREYgMXq464KlqzQSRReQsW7yJNlxUVlRF86U+/xL969VW+/v0T6lpgjwShlohEEkSbjO8DwUKo4nztLaXRotVG6kBvsY3FuNiYf3HPtpnRTf4nKLDdMU8UYptSru/OtpBsu7+3M0UrwbPnLvDq29ejAnJmS7H6yXymcNZSN7GhxrhefD2VfD0DUGIfB7M14pojIOlLv41bH6WTDHrDpgnbrSMKWjkn3abcflze4VnW31lW4v8Utqe4n6dIrdg0l3pNScjBvdBPCDH6xgCIoguDHmk+bUMdmfewBhdb7AZS/24CcbH4VFI8MVRZjN9i9691ZfbWXGtjtkVP+4ktxmNha0AG+hBwL0bB4WPlmIB18PuvXuflZ55nMskIQcQ6gcWcyXSGlBIfHGm55v5xyfGqYW0bwlQTHgWuXNhFacXR4Ypm7bl2/oC5a/iZT57j++/MeeeDO7x0qcBawSSfxJQH67l/fBKTwH2gMoHDZeQADVhOFlAUOVrvcvfeUUysN5bFoiLRGXXrDswmRZsDKMEpQqiRWiN1m0JgAnVpY7K+TFjVa5z3KC3BCxSBSZaQT3LStEEIxWpdtVRwMgpmPMYGjAWt0ihYQizjJKTAe4N3niJJ0YkmUSkhBFKlSdIUrQLOC9aVRapASAQhGLyHyhqssTgPWicgLN4LLAHrNY33EYhUfOnGN2ilWgacAq0Eu/MCawxra8gLz/vHd7lfQpgY9DTl+/dOeOWlq7x/9IBPvfgCN+/fZhZOSLIZTgaUzri7XHC8dsipZbZneO/WPT757D6J9Ci5RIYGhEWELPK5Bo8QklRLmsTH/FDXYIMDoVAi4ePPXSW7/ZA7H9zg2R/7BIulIUtjBXcpPME3eG8xTWTb8Q5UFvlJdZoSqPjWW9/nvfuP+OYPTlivwB0LRKXo1qNCQcx584JgBxASTrRkKHEejJPRh7QlyTiRPs6GETB2VuEppdpvCeew9X00wcc/9bj8GCg6A3w6aCmrkiJP+fbb72FMTBnple3RfI7Gl8M7gfXg2pzdTj757lhBjNL8YbYQ47WFC/E5K4FXA7FfvNfOeIhycxxa09uNPa52KSuagAdh6ZMit4Fw28I7s3+jz3+RrME/x+1DwTCMkCICSQwRDtujhxYGx4BG6EdQNwe2FZAB8MbTKQLo4B4d5eW019mIVhsR/HZ0akPzcvTuW001Mui2e7rJOrJexzcl2GitT9/o0jPaiekJJEnKvNgB77EeYshadF8Y5zCNZd1YvvaD2zxarRBpQKSB569eoFBJa0k2PLpzwvlLuxR5wu5kyudeucpb79/hBzdvI5XHGY9PJGUd1wKdszGvTAqU0ijp8Cgq21CbilWTc7hsQEWWz1XVMMkFdV3T+EAaA0RjQIkPSBmTzaXOEUhUqlBJFNrWBWwQuLYcUxDgEOzMCvIEBApnA955qsZEZ7oArQJKKYLxlHXFuq6p6qajG8Y6i5OCyjqmSuCIROYVAWNNrL4RHypJIqmVaHkhBY3zJK3AcMGRJJIkUVin0algKjVKFaRKoqQgnymESpAuljQS0pFmCVJnMVAmk7z+nbt85XrDZ593HB0f8cHSc+6tu1y7uEuyM+Xe4RE/+N6avf191pVHyITlKnDngUeQcfOW5+13r/Nzr5znV37qYxRpm3QvBM42WB8gOFyIo1ulmrj+nKPQZM5wdLthf2fGyaMj1quSB4cN2V4AEetRSgm5aiBJWJe2LVvUkGJJEslkMsP4wOt3fsD/93e+x+KRwJsAFoIKyCzAridYcEfE4ClAJOA7jm87sCydCqDbnMlnGEJDbuEpubC9nSVkT/3Wyp0nGZTj87aA0VhPKBusi+PIb91Xd3iSCJwLGCcQUsUgsEE/792/Z4UqbCxxCs56KKN9kdwizhEXo00R3URs77VDf9H6xGQMRqNbZ+xAsb0X2vXDEIgvmk036HZ/HhduMRbUf9GA8M/Jen2Keobxvz0kCXpNsEO4zezA0Tb2TXbHdxGo4ow76izJ/n+0Lo7uuoMjdPNa4zc3zs0ZA+OQtdOFvXQ3Eclotlpso9W2x/R4AbsDaNE63vdmmnJdYZ2hblysWxck4dERVeNxwXNcVuxOc3bnkyjonSVNEhLrmeUJFsG9+ytev3GfKxcv8pnnd3jmwoxvfK/k979ynQsX9rh2bo5bNzTGoJWM1GYqWtoiGEIIOGLSurOeO/fvc3h8QpbFEkrOBYpM8ugorh8GHzCNw9uG2gYCDovEWUdjIkOL87HCgzENZRV693a07AVaaVaLFaU3eO/w3iNFiFyZUqFkHCdlVWNdg6lrNIGqNJRlhTOOiU6pnMdj8CEhSIe1Fq1zvBV4HHmaxOeeJCRSYYxjb5LgvWM2nSKkQitNmrdk3i3F3iQvECLWWfTKUZeG3d0MoSUy0WgdWVpKs+a1927x/q17nDwSfLMMNCU0CI4PLbcOS27cWjCfFays5/h796IFZhSh1shGIdAE65FaYBePKHTDZ16cME8U09mcLEuwxOfmESgpCcGASBCkWNsQXIOThyiZsHdul0fHC77x6pvs/+ynaGqHFJEraDaZIrzB+ihAnfWkXiCVRCnFiXV8580VJ8uAt5DMBIYAjce5uMpqV0Ct4rjXo3nZSfWwPf7HHqBNk2MjDjSc3n/qlA+zUB63bWvVY9289V51v3VSYX8vZ7GoYjDXuA0RS6V1wVveReuvaWxrBW9eV7R4tb1JKUgSifWuJSw4o5+c/h6B1SKsa7PPQi9oxtmYkQ83bdctJQTZp3v1IYwx32Vofvu6TwKQsyzGwQL5i7ON+/QjBMSnS61oH4Tvo8P6//Tw0nsuxPDbcCyjY7vfOk0mjqy47jgsGff3u6FdDa99AN/t/54BymNA7BQt/OD97Sf2ZmfHfemBNKphp9qVIjBNoVqXlMZQ17HKQAiCxgUqG/BaYJxEioBMBaFqcOuSUipKa1iuE1a1xZuaQji+9Eff4L1bF9g9d4CrApcvZcynOZn0PCzXJC5tAc8QvMR7F6sV+BiUYa3FB4fwCet1yW4haKzH+oag5ljfoEQUAi6Aj4ygsRai1VSV5YiGc3u7MfrTeJwH0zRY65BEHtRpIinSlIBHyuisiSWbDFXjCUGy9o51VVJWsTrFJNfMru4jlWBdLoHAwU6O1gqVKFIpSYsJk7xgOp3ivMPZmiRRQEqSK7SEujLkRUHdGPZ2d1FaIKUmzRJEq107G0i1JslypBDoNEcm8a3W1pCnE5JU8eq73+D6/Tu8/r01r77xAJdkVCuHZo4QCV5a1usVNxJPkkcSWOklwVbIoBBSI4WMDHMuoEXgplryj37zHq88d8Av/eQLfOYTOakq8N4ig4zLx8FCsFGQtTGiSIlKBN4LDnYOuJU94MrOmgd3b5KLy1y8MAcpSbIJslzHclqpBpngjEVqwXJ9xD/+3X/Gn3znBgB6ImhOQPh2cBuBO4RQtaqnDJF8u60NGkKHKvSAOIz7s82egfyCTTNpLGTF5hmD1ntq4g7H9+eO0GVbaHd7zhCSgcDde6uNWTs+Oc001rp2jLfRCaO1vf6SgYFoYKsh7wN14x4P8GcCYwARl3k6S3Az6GjzHmKCp4zvq/OIjV5TVFgkovd7ja477tc2mP9Fs/7+B9ieLppUwFB6Kf5wpqIjRp9P7exOHUPM6LwwfB7bcgOsDtpo/N5Fsw4XGRNv9x3f6G83gEYAKsJG52Xb8mBj+vHRbRMi5smGwfbUSnB+HsGprqPbzxuobI33jsZ53nxvwUlTkWawOClJBUgNISbNkWUZ94+W3Lx5zIXdgkw5vv3WDao33uP5a8/yiRcvcOODNetVSeVqmqaNhEVgbMBZ2lSjWDg5SIU3AZ0mNLUjJAneCEzjaZyhbgKqDWKJmq5HK0WeZQiZMJ1ZJklgmisyHd2waMW1CxP+8heeJ01gUqRM84QiTbl39xbBECnYEsnJYoGWnqqqYu3B+NhIC0kIDq1SdCLIkxjR2VhBlmZMZxO0VFjfsLM7I8smseIDFikkUqYkSRKtzz1QScpquUIpQaJTpEzJsxzvHEE4CAaZpqA0UgpMqJAhAS+xVU1N4N7JMe/cfMCvfflb3LzTUJsMESDJFdaDdFOUTUF4QtNgjUelCbYSyCCwUiITiRUalADr8d5z6AVeBT64teDdG/e58GzOz/z4C/zc515mJ9HUTYXULem4cCRJZCMKNroYfasoXjjYoS5LFotjVru7WDcjERIhoSsTJVBtzcmAt3G9b17sEALY4xbwzGg+eEFYj6ZAV8ostMe182IcKNNNgmh9tSriKeG/ra53C/RnSdqzgaX/TZxx7PalzrISzvj+ODkfCKxLMzQ3siif2LdTXRGjlJMz+nnW99BdsGtzQ9qcvmZwETClJqgkXnW0fgtEJVC0bDYyDM9n/G/j+lt9Osva+mEt+B/lNu73tmLxNBbih/T/qcAwPi9Bb1a1QS+P7WhnPYnRZOn7spkNGrFxiAztBkTPVxoGOOzg6fFaadvHsQs2jMbYyHztfOzdfjE6fqg+Efpb2bjUxnph/DvLMp69sseqXLFYLGlsSVNHJh5PXBu4di7hwvwcOsmZAPM0anheBpSQ1N7xnbdvsF6WvHPriMv7U/IEyjLw/o0HHB0d8/yVZ7CmidUZXHRHIiTOxtIzwYV2jSP2vmkcKIfAkRUpmZLszDJ2EonYyZE6YZ4rpmlK8BapFcFLVJLgfYyAzbTCGYEXAi1hmu/y3IV9ujQGnYZWW5WIVJLoFEtgPpuRp4qqqRFSYr3HNg4XOd/QaYZOcqRU7EwLpNSIJGF3t0CR0DQV00mOyvJYzb21NJSUoBWutkRHo8c6R6Y13pnI9uMczhu8c60bHIxpkInmUfmQ9+7eBhJmqebwxPL1N17n5sMldx9YjpcOMEjvcJVA4luuUYlQCThPaAzOmJaFRYIU8W8iEI1AWom30SqOAQ2BN68vubnUNE3Ne2/e4j/+W7/Ig0dvc/XyNfZmSVQQvES3a1LTSUaa5JzcfcB0UjCfTFBKc3Ky5ninQiiiFSMdxntUyKMVnAp8ENx5eJ/rtxbsZxnMHevGxqoTTVuXsdc6W4nYYZbt5uow6DfW6Alb8ntghOnXufqdGxOnlwKbv8GZplDrOZJC4oNHCnAh8u12VGrDNjr/TOARm8ec0YW+yxsfttp7gkA9O73rMeedAutwtgU3Ple012jZIkRQffzDQO8siDSZAURCkGZ4H+6Mth8H0n9Rt1Oy+COc+yHHPkVqRQserSbYPfkuz3Cw3YYJMABW93drJPQvdxgAXZRabECO2jlj/H0IX1OMemutz45EvEXl0H/sLNPO4mw/iXY9sd9HWxFguMzAQxMtRwRcOJhQpJJ7D1c4XwOSJIFlaWL6ggisrGEymTHJJIXWbViaRweNUAlaQL2SzDLBhYMp791ZUCSCLJFYs8RWkhcvXcUaTyJSnA9IrWJkp4rrRH1OJ5rGWBKdUJuaL7x8ASkDynv2pns459i/tkPdgAiBySSlaRR5lmBrR1IkeK9JdYrWCqcNlljKKdGyDSKIieBKg1Y5UkG5qmK9PylJkwQtJY01MaWhrjGNiQwgUrC7M8HYCODGRfaMSZIgRQKyzc8T4J0FBKnSOBPZVbx3OG/RShGCIEsSpFYQHLYp8TpB+MgZZqxjYRbcenSfnekO//Kbf8C9Bw94sLLISnF4qChXlpN1fJ4hJFHni7Wa+lhJLz2aKZIiPmYfBX8kNVdgJUpIHIFgaCnLAiiB9HHNc9UYvvHwfdYv7PEbyb/h/Qc3+czHn+O558/x8ouXOJjso5IJrqk4OH8erTWHdx7QNHDuYJdyVbIojzDmgCQ7R5FqJtMdBPG5nCyq2Fvl2Znt8VOf/RjffPM2eNcxIcbljnZed5yfoUsED9DzeIW2VFoHja0FOjbHTinFY0V1rAmfmsljk677c3rGdwFxSghkiCtoAx/qGZcebxsKejj72LGl9Dgs+1FZRGeB0Pi62wB4hqUmWrBDqO5bz4TVSbQ2vwLQUVaLJt5/lxcmR9f4H9P25wzUT+km7QBxcEV2IS49edoI1DYGevvAT82LofG+jbjG41uQlGwQgAc6xGybPEsNHHzo9GePQW8AcIHscxAHjau73mYiLKM2O8UgfovHZUrwS5+/xuL4JN6JSFoFLRB8Q5Zq0lRy527gIJ2ig8S1NeWkjGTWQoDwjkmRkqUXeOaC5IufyrDWk+aKaaIJzvPclQsoIUilQogQq7k7h0CjpSAoifUWLQX1sUOLQNMY8lwiEdgmYTKRpFmkY8NDmhTs7haYxpNnOTJI0klBcJ4k0VjbYKxDKQk+1lM0TSArMrI0AlOWZ0gpUVqRKImzoHTAuoBrAsY4nPE4LymyKVkeK24EX6NVEhlrJEAbxk5AyUh4oLrx4GOiueyK9mJavcmRZBopAt7G5OqmKQnBs6jWnJwc8727b/IH336Po4XjYVNyME+4+7Bm9UCAz/r37KwnSIHQccAKGRUWHwIKi8NiQ4OyColq61MohIpr0KkVlKnDqBDzn71ASNmSazc4b2nqhuMSfv233+bOo0O+/q2bfOITc86fm/H85Sv85Z/7Ipf29kh1inWWpEh4dHjMc9eucv2d99mZ2qh0oMmLOU1ZxTVIFciLjKbyJAEuHZznk/ZjpNkfYUrHMJ1ci4VjQBQDII2UxmF+0gNKCKNAti41KmxLb8EpAHqc5P8Qoex9G/m5icOP386yqp503JOAkI9wzNOee5Y1dlafH3eOEC294fC8Owu9l8MICCpKKOEIXT7ruEwkgB19Hj/fcZ/+LPf+57E9zgPwZ9yekoGmA4zuSYcIWh0X6OjhjXOAxq6VMPw82gYbcngHcnM1cKQ4ijCsH3ZXGICvs+66NHn6/MO+bdEZlR3ADp0ezuso4rZGp9h07/a9EILnLs144QIcHR9TVU17RnSBFpOcCZ7aBSpToUWsZeZsFD4yla33Ikb3XdgpMAZMY3n22gXK2mFszYvPtBah0rGqg3cx/UQLgoivUYuAUgki0QgBewexxNLxSUlVl+SpQPjIYZmlGUmaomRb7klKqrIhz7P4WJXAmlhoRwpNmsT7d0KiBThpUBqCFGQ6RwrZumo6AmXR6kKBxviYVqATirTNZwuA8BSJRgpFYwOqDRl31iF1AOfwBhpT461ACoGxJgYI2YBt6tZJGjheVAganHO4tsitcQ1v3b/BSbnm3dt3eeeGJQSFC57FoxJXKbyNrDXxpkW7ZiYJTkR+z7bavAsGFxzOO2yoUUGhRIYkQwSFQiGEopYJxtu45udjaR1cLBDsfUVwNSjL9954GNenveOD9X1u37vLpfP73HzxEauy4e//nV/m0s4cZx1Ka3bOzWnqwDPPX+LejQ9oVkc4FxP5Ax7voxtZBIlUDu8D61XNu7du4fIKhMfXAtF0btsW9DYsMkb66wgEtw02ITZx7ixBeSrcshMSo8bGQvmxDW3/PpbWW/s+CqCdZYV9GHD+MKCwDSrbbX6Uc4SInKatbOlMku3GokgUbcQ3BHSU2V0y/nbNw7NA72kViv8JbU+RdD8M/HGsZ+TDG5hn2gOGrQfGsxrtPnR5SJ0tEGKABCPWiu02GazEgB/t6p0E9Fpuh3V0a5dtgrAIG6DYFSodtzC+45jsf4pSAJAUqeAXPr2Hb9bcvX+CkjK67xIwIVZQ0BqcAdUyaQdvsTicFwibEQQoIWhsrAqfpAqpICtSpoWGMEVKmM0KcCBEhhBxYWeatMwtItKNyaQgzTK8NwgCdVNHBg0fItWX1ngXwUmgCGkL/3ZwD4MHH+m0lFQE70h0ZHnRyJiOISRSqui+Ut1akaQxKsZDOtrcQENlGkpjUbZd53QO7x15pmlcXFetSkPwliSJrlrjPM44aidwoUYKj6kDaZ7F2oJS0hjPbJLhnWFdWiYThVCaIkuwNDyyj3jn8D3efNdg1mCtikFGXkZ+1FF9vMFKasWME6AC83yCR3K8riIlmbcQBA6FFCUIjUShgkY6TVW2AQ3Bx+je4PDCgnQEHME6gmkX7IYSLCgC767ucOfRXZ65+Bwf3LnH/uxSJAqQmjTXrE7WXJzM0Vrz/AuXySYZzsQ1IdVWVnLBoaXANBVKafYnGTvnNeFhTbDEdeVW1xunSYznV/+b2EpI3wo2YzQjOktxmEKjOfi4iXx6uj3BGhFnt3UKUJ9yO+u8pwHEp9m2bvUjb4+xgIXUhKiBxvm3mSkdjwmbj1AGgZeqbziO4XbnWF856z1s931stfyw93bW9lHf4Y/YIuy2p0i6H/UhDFZXZ2+fjuikvzkB4/+0+0coOV5wCB7hLOjosurBqptTgY1rdVbixtpfR7vWnzqOgB25UAMtkI6IwsUAdCK01ab6pkJ3hX6/EAIpAj/58nk+cWWOFJIL5ySTXJDkKVmq0CJaaEII7i9rbq/v41y0MoP3iOBobIUICSrAsqzxQZCnKSIJ4DU6USQ6Q8qENMtxjUEKRzCOoFKSJAUE3jUEPC5YfEhisrCL1G9ZljGbJO2DjABQ14blcoE98UwnM5SK0Y/ILFqDxNBy0a7reh+fj5ACY2rKqiFLI2vG8bLEGoO1jrK0aC2pKosQFmNKlmVNY+LMyzOFbithLEuFFBLjPQFHlmp8sCAUqYJlE5DBM8lSVCJY0bB3MGc2KQCwDiZZinEVxgXOn9+LFrcz3D66xzdevck7bzsOH4DQAu883knyJIvclP1g7f6MPR0BicSJhsUyVriIpCnd2HR4YRBC4BAgFRaBsJIuZ8cTXYhFEpjOPPXasPJgTcztFKFjZgLXXnN1ZPnvf/1LfOf11/nrv/xL/L2//peAgBMSpyxl2XDpygXmB+dQSRrJ03EQUsChVYgvS3qOqiN+5/vf4r131pgTwLaYP2aCghH35rCC3j2HXgHuuDXDWCEc6v9ExaJ3vZwWcL3S/AQJugECHSBvnxJON/E4y2u8jfaJuLR89rWfZvuwYz8KSAz2xYeAzJhxJhBaRQsZjRKB2KRzG/FiijaFBxKQhi51ZuPfcJnNv2d3ZbP/H2V7nBLyZ92eZgx8yPbUqRXjMTi2FgeNOtCHlojOgB8l4bbndNg4aKDxTkRweNHxkRCFdqf39IDaAlp/8SjYw1kDaQRu3RsQXTDQ2AbcKDkzWKPdEd0Z40fROSjO7eX87V/4GJemsFo37O9PIQTSLLLOrKuAdxbvHE3dMJ8lkTYsBKC13IRAukAmBWVd8uhRw7VLExDw6PCYPFWcO7eLDAnOWbx37fqU6B9kCCFSnwmJ8Bbr6pjv533MYcPiiSWWfFvjz7uGLEtIklgx3jYV1kmO7QnWRXfKurGIYKnqhrpu8CK6KsFS1w3vfuAp0jRWfk8U3jqUCgQU1gl2pynGChKtyNNIszaZTElViEEyBJROCVLgjCXLJEmSoKXCh4BerCPReStn84lmZzJjVdtoCQXPyWKJTBLWTcXhO3cItuakvs8fvnadb75xSFVFQS1s6MdmnmQEZ6k76jEBSoF1YSTQA5lKKFe2pSiLg0JJBwqcj1R0oZ0PrmUpIYg2j68dU1Iw2Q9cviYIC7h+3bF0kb6PNmilx+TgEU5xcmi59f4J1ljqsgRShHR4VWOcY74zQ2dZm6wfNTffMpUEbwnes7Il/+i3/yX//I/foNGBsJZg1NCvxwjecOpbOwfHGCcYBbGEzWN7JfaMC5xlfWxvYevD9vcfZtsS8BIIso1f29AKzj5XCoH3W/0ZC9/H3cuHWZrj87f7cAqgAnhDCHa0u50YUiNaS7Eb4x2FWydnoycviV4waWipj0btn9GPsWg8C8R+mFfStTn++6PcntTPD7nWU1iGg8AYlL7AkFArhuu07sR+HI9BNGz2KI6BLksvhrJHYi8BnSbTly7xG2OkX70TI0rgNrimp0oCxqWkhgDUQKynJjYNUwaWnXh866oVsFkTpdOEA0qCchVVnUQFDags7VKqpa5s1N68Q2jF3rk5IcSq7yKEGJSRZiiZkCmBWgrSBCQpPkRXZPCyTc52WAvOeIKXhJZcNZY9aq260K7lliU+SHCepm4o1yVOeGxjWK9rfGioqyYm50pQEoLzWNveqYwlo6SIBOTWW+oqkGUp2SRFqYw8T2MKhg5kOiNJBd5JUq3I8gxrA1mRoJMEU5ZUpiLRKYt1jdAa5yW2cRRZgZKWd2/cYz5JqGrH4XLFZz/5Am98cB9TlVzeLVCJR6icsiy5/fCEV166wnJRIZTg6LjkcHGMk4rV6hF3l9d5uKypmtCuG3evMKacPFoct+NVABKlostdivhOQpAoKTm3U7Aol1gTx7SUngv7cxbrFevax2dMF/4VWn7PgbMXIPhAvdBkdsoDcYKfWUItoBFDAneLhiIQXRIycP/Bglsf1CTZDNvUrFYOne2SSUFo699Z6wlYmmYNXpKkGaBwvuFr33+V3/vqu6weAFrG6FYrWvAdz6dtqbu51redY9jL93Z+9lHm46oTvcwYI+jo70fdngZUnrRt6rlMpjl1FT0Zvtt/1vXac0IAqSLH7nb/ZVvG7NT5H6Xv26D8xOMGEPOtXJLOEBD4NvVHiM4t2i7t9LIuIIJu65K6tvBzp7gJYvgzm2uK475tg4pke7g83fYY4+WH3raf3XabT9n2U9CxjVyjG42GjZvqQWgcVdaD2ZgzZpg08ZsnhIoQKnCCoGyMxmzN/qiBDix8YjyxRvfd5z72C5ydFbl5Pz3tWvu305w611E48wGK0T/fa14ny4bDtSPXYH10V3kHzsG00BS5xrmY62aNpWxWsZqCjBUXhBZ463B4tNYcrQwiQFXXhCDwNNgkJTkuUdqihWK5sjjnoobYahsuBAgK0VKhRbddXC8I0XlH8I7j4xXCW7yIwSyJysnzlDRLCV4w0QpCjIpM0pQiTckSTeMsVQNJkpFnxLUKH5NrJLBYW1wVXaK1jtyvtRf87rd/gLAVtq5RKuGXf+ELvHH9NprA0ckht24v+fgrn+D5qzt89bvv8dOfe5brtx/w4KgknUxYVCtODkvO70147tIF7h/X/PbX3uZzn3mR+XzKbDYnTRRHb97mcOH55Mcvs/exq/zpG57rt6+TpIG6ZHNMnhq/Di0k1nmUpJUHMUThwdG6V6ATpfj4M/tYL6nWK5wJKBnJ2zu+TEEYpSeEnuHo+LDhu99tkJkhZBLXhKjQ+JHq3UdwRsJubzz//a/9BlI4/u5f/TRZOmFv7wBVPqKuYxStK+tIpi4kXsX6i0IE/u3Xv8wb79/k2YuXWK7vsVibaLlKOwjUjbF9hjwJY27gTtkN7VLn6Jx2DEohW5ANQ/udlT3G2KexqLa3Jx3ztEJ0eMwsFxXnzu3x/JUZ3/juB/G5t+9Ktpq2Hwt50er57W+dpai1GFhqntTvsyy/p7mXMWCcabXFZ917zkQAupQL2T7eVvqGaGQoIQghgmUsGhxameja9+k2uUzP6uPYYhzrQB9lG5931r097fZRrvshxz6Fm3RcgOVxkOvbHMTNuxhHk/ZA2FuYAYLD2xOsXcXn60FJjUh26J74uFqJGK1Tbgfn9LXTxNg9O+5l95RVfx8bz11037sPnb4/mvg9IXg8v8g00yLBe4uQgiAcSktMbaIV52Nko/GSqjHgPYmWdLlTmgSFIktSEhnddIvjI4yvmRQp3hBL/QiHx5HI2PdcJ1gReSWDDyRCIYVCpSnOGYyFVGuUCAThkDLF+hADgXyIGqWIJOKTPMOjSAuNVhJXG1CwKD2Hxyd46zlcVuzvzznYFfybr77BuWnK4vCItZH85Z/7PN979w537xzymWcnXLq8j3EFN+6XfPv7N5gow+58ysVzCV959U3uH9d89qWL7M8nPH9NUnrJv/3D10iLnGeuXeRTLz+LC4Hf+uM3OTef8slPX+XaxSl5JkmTGQ+f81w52CV4ye7uLgh45vKc/VnCxXPnyDLFr/7ML1AUe7x/7w9jaasAvUuJIUyoGwD78znrek2WaUxtWKwdxkUWIaEU8zxhWRnefP8RxrUVTzwY31YuF914YciV7Qd+tDZXS2AVx3/wnffCD8pe6O3LbkqxKtd8+ztv8Xd/5d+jqSuuv3ubl67MsL6kKg1SKhAgpY5EBErwvfff5V/87td48401OsuoS4c37dxMfBSAph/svUwdz9rh8QySr1Nmt3XEzl3qidyoG82M2Fg2cG/85WmAYnzsn8VCbNsKAo5PltwIcd5KBPt7c46OT8gTDcJFy78H8Ejp1zfRKt5aK6yNKSsboHiWpbItMs+yRn/YWxqBYwgOaCkfw9ajbrWzvkpQLwc7GzPKi806dVt9PKuff5Z38rix8KPYTut8T9yeiqh7UKxbYGgb7llctq/UHt9pl2J0TudUcqHGN8c4U8ZAjRbCfLNAqxQhJ+31B810yCHcBLjulZ4mAeiRt++X6PIURWdpdus+4753gqm78dMBzILA7iSj0DHB3DUBZ3yrWXoeHK9idYK65tgKjFJkaQoqEKTEhUDaruMlwdHUgkzCheevsDOfkqYJyidoLWPSPw5rAy54JllGQKIElLVBqgAu5gDiBTIxHJ3UaOFbTs810709vEx4/9ZDLu4rhDBkWYGxklsPjvjEi1epFiXz+YTD9ZqbDw5ZHa9xpub2YcXVyxe59eCE2/dXJM6is5yXr+3wB19/k9nuhC/82Et8/MqMWaF48/2HfOe1G/yVn/o453anPH/tIlIovvy1t7hyUHBhf5+Dvd22yG5gXgiUUBzs7DCZZFhr+YXPP0/dVOxM56RpCtKT5oLPv3yNPMsheBbLVVyHzCdMiwlpmrFar/jqazeQqWSSFByGWKYK32fEElpmJNoKHSfLiiSR7BRTPvGJF/jjV1/nuIoBNsE5TtbRreia1lvhQw+svRzyA2uSgFYwtWNXiN6b0A2inocyiGFMxkk1BEm0mv9sNme1rPj9L/0uV/+T/wgta+7efcgzz11FKomx0R3xwd2H/B/+8/8XP7jxkOMHAR8WdBNWSEFIGCpStHQzm0n0A7htzrGuv6JXGvtjxhbKcNK4gR6AzhSam5cfzvuIguxDt602rbE8Olq10fCBo+MF3kPjbA+CSkUvT9/P7mPbn6qxp/aduuZZVtSHbY97Tl2b28fEAdeO60DvQWOQcS3UtctJDO7tHhhlpHBDxwLB0Vg8+55+lMrJ+J62P3/UNj6sLx/S9tNFk4pNK49TWtDoKq2WLEamW2cJxc3jQ4WtDwm2GTXlIzA5i68W6CIjsiy0I1PIVvsUp8ZY999BcYlRkF3oeBD+1LPop/gGEw29bz16eLo8nTaqEjFiYhMc7BfkmaSuwHqBUCoClxBUVYNtShoXsAKcCAQd1wKdkBAcKNWmRUhynTDdnZPnitlsghQJi2VFaGqgjonw+YR37xyxOFwhhGeSSM5fmPPWzZuYMuOV5w9iiSBvuHn3iBefvcjdO4fszlLuHzpiNfmG8xeuMc1ypJL86Ws3yLOC2XTKNJ+yM5/wB7/3LW7efsSv/MwnuHIwRyWa2w+O+Z0/fYOf/NQ1Xn7uAvPZDpNcUUzvkGjP5XMzduc7KOm4fLDH3/ylPRIl2NuZM51kOBf42c+9SFlX7O5MCC3npiRw9cIFZpMMATRNg040B3t7SC3QStE0to2aBU3MrwxCYGqDC5aTdU2uNCKUPDpZ8p033+V7N25yeFiBj+Hnnczv1JwuU8v7wLoxaKdY3DqistepXM04rWA7BWGw/qKy5dsxJMJ4NNJbSh2Hy0B4PwCMGLUV6LT52FEv4L3r1/nKt97hJ17Zp8gVi1XJ5VnG8eIhi8WK/XP7SC1xLvCdt97kysUp3/3OXURQLdi1fXcCpMB3eDyaowO7FAPPqejuJIyEZmcdDgroWSrohuB/GmF5lvXY/XDGcR9ZCJ/VjohUdp3L07dyxth4uA+bh591/qBdsWk1bd3/qe4+Cew+bDsLVDttXkTSjc7n272Vjo5w2/0ZX7FAtSkakTqyTdcQ9rQ1223ba4U/KlDs7uWsa5513IcdI57yuHZ7qqoVnRbbtz26QHzuob/oYESGkUXZaY0O3BpbHROc6W98GFceESTOlIhkiUjmyNAlc7dHjh78NmfpxrsLA2t7zB3rmUZHZ4rNATPSfkUYpY6MyMWDaN1sAuaFYrWq8M5TO4t0ccQJwJgaFzxSxST1KjhCVWJdXGlLk4SQQZCSEATWG9547zba1ngkP/vFV3jn9iG3rl/nmasTinTOzp7nvdsPOX5wRJ5rrl3Y5fUf3KUJlmcvXOGZa1dIE82v/d63mSjNzmyXvZenTCcZ33zjFt+/cZ+f/OQF9nf3mM12YokabnPhYIdUS4ppglCBn3j5Es9fnHHp3AHTaYEQgSv7gl/54seZTSfMp3MIjqb2XDooUElCkSYsFhXTac5sPsMvbbSEETTGorUiKwqQKVIIVusSn0qci2sw1jqCF1EoNY6mjsVJszTFBo+18VlKETh+tGQ6z3l0tObBiSMRgiKDql4idMLt+w9wtsZ6107uVgp0ikz7mkObK4sPGB/Xgj+4+7B9553bfbxOFvMQJZGSzvkQ61ZuqGT9oBuNxXZuSMgKhfMGU4q2S22/uiCt0JUXikCzKiusXfDWm4/42EtXee1P/xT92U9QpBmLkxU7ezMIAYXmV3/+Z5mkCT/4QcUbb9+Od+6AoPAS9Exg6hArUwyzcmvbZpTp5pygA7/uuO5jvw4/aKfD97O27d/F8Hq2f3uq85903hMsGSmJck3GHVKAG3O2Pu09PAYE0zTWQpQqUNcf0u+z+n7WvsdZUSKAlAg0gwdNsJFGsxU5343aTnaKIBBC4UnxUoIY8Zr2wpR+WPzQADimgztrLHzY9rhnf9ZxTwmE8JSpFbILLumlSacWjOnYZL9/ePjd34AUDtwKUx+Dc4i+vU6bbD+L+NnVK7TOCTIK1E2rrh28o3vuBIsQYtxqe67YyBfugLDf187EHjCDbOkARDuAIiWYVC1HogCpPHszxaqsqBtLWZdY7/tx4oNo0x0cJhE47SOrSZBIAcEJtFYkSqAD1M5TyMC5c1MW64Y/+NobTPOcT770PM8/exFjHF997Qbaef7ST3+Si+cOyBLNl77yJs/tH/DCMxfY390heMvzV/cQri3wmu0gReBj186xO1Xs7UzQUuObBukEP/7yZZAK4wI0AaU9RT7l2cmEIhUsFscU+QSQzIo5RZayLku8rcnSlCzVsUagEDjnWVc2KgxCxDJONmCtQMkE4z2mMVgTi/+SKJSOrtLGBry1WBfrPk6KnLqqaWx0Ra2rmrRI26hXx6NHJXt7M2RiuHowp6yWTOeX+MH7j6gax+FxTaBLJeg0t2FiR+XH91p1HwTjJV4EhGgjkXVoo2sFucpZLhuEFggtcVXkDhoDRx/LvBE93blO49QRoU1+DnIYt52yGeL8Eq3WWdua/+7Xv8R/9r/4K+RSsHMh4/69h3z8pRdZrtcsjo6Rvq1UEiyfff4Zvvj5ayxXx+yey3nnrUPWa49OPWjfyzfRAnAQo/naT5vRyvjY3Gvn5oZVNGimm4InbP09a9sW7I8752kF5ke0uIpMxdqGQnN+b0JZrzk+tthtADirj9tbu08p2RahhqZxaCWwfarNE9o7ywo7a1/3WYrRvgh6UuheoomtggjdsdtJ+d2FOgtfBJConm834IhJmW545+MGxiD9Ye9tfM+yW3Lwp+91u4PboPm0AHeWIvSEcz98zbDVortOdY+tmxhB+MHdQqdx0p8gACkt2GPqchlTAOg0T0ZHjv8j8K7GNSeo/ABQg4YNfVWJbn2+U1wHBfYsKoDNdb8hrWPoexj/7bVVz4WDjJ/4+JTpxCFdDDxJtGBnUnP3UYW34IIlSNBCRN7MljRbJCCkwLvYj1Sr6JYQKoKuDzgBtanYn2XMZxlZkmHdCedmOZfO7zLJp4iJ5PMvOx49eshskpFoQXA1X3hpD+8lOgROlksUgecv7IOARCfxN+GRWnHhwh7TYkLdxKK+iU7I8hylNN5ZKmehatfEvGO5qqiqkuPFmuWyYlk2HOxOaFxDpkGJjN39cyyqCryjyHKCgKap2kAhhbUGYyVJCkfHFQcHU5yvqaqGxjj29qYEPE6KVouOuXNNU2GsAeGRUlNM2nqJWjBJJyyrhp15gZYJwnvKsmFnLji3m7Ozs4O984jI7hbYzq0TrUToFad2f+s47cenAIIFmcTvsh8pAlPZ1t05zNQYnyCG8deuo8k2/UtLqEszhPN3ViABKWNFhk5gATFfUcJ7Nz7g/PkXaB69zWQy5dvffY8rV64wyzX1qiRNM6T0KCnI04z/5d/4y/zP/9ovcm+15L/4r3+dt+/d52ThKUsBdVT2hqC3QVqcTYAd+snQu0e3FwAfJwR/WBD7MMF3lvA9yzrbPrb9LFV8P4lWaCTGaxSSsvRt4nr48D485h46IOyuFQhopWIJsse1ud3+NuB0f3sAFDGno8s1bkFMtOTd0I2hTXkch1f3bSBM6FJkxr4ziWw9arKle4zEGF08BXL8/lul0nG632dtbUpTGFszj3seT9PemdfY+v4kpazdnirP8Mx3GIB+5WX0mxhegRAeLWpcfUJTV/juoZ1qb7T4HjqaNYFr1kidQTKDoIZ31505AsVu4MVdnTtHDOqt2AyH6XMl+6sPpN2Elpum/Sqc57mLBZM8YGuDJkHq6FbpNCpndVw7ElHAeUcU4EpiDWQahJRoqSLJrqIlPvc44zG1pzI1U6sBwaVzE3amOWmmWK+WpGlGngQO9nKUhMXyhCKTTDKNlAlKOar1iiLPmE4mNE3NqlqyWNRoDQhJkijKsMYYiQgO50usdwgp0ASkVBgfq8nfvv8IGxwiWN688YgXrl3EOsvdB8foVMBEoVQKUqDaBOYkAWdrRAis1mssMSJvVuRUK0eWpzjXsFpV6CRBhMgAJENAucjBWRsbhVQiSdOUsqlomgpBivUOhEBSM9/dQUlFljqcK0nbtRKlooUURCQH386Ti+NF0FUIH36MLvBAtNxEy7XarbW4IDipa0KQ2KYrDO1HbbTeh7bCSUf1JkS02g5mM0xZUwbb9se3wzKOSNdngA8JSF4E8jzmQf7T3/jXvPhiw0vnX+Di/gQpBGk+Jc8V4GLglMyQyjHNZyitmc8P+I9/5af40qt/xHdvHPP2GyU4QVf0OM7VMQhum2enJdRmNm43+cbPkdObOGPftrB6nNUVtj5vAdtjj9tuvo0AjvnAgUme8LFre1SLBe8fWq7fOdw8fxAWTyVIT91j+917YujDkwB/+/sZgl8IidBpKxm71IlO2A5/BSMgbN9vZzVE8Sp6Ja1XcXpMjNK+sxD7GRJCzGEUKu4PbZEDojEU00E5bdsAAMS9SURBVLxincWNFJr+PjpB2o0hBaLNJRfQL2ZuD7+znuuTtrOUoG0l6QntPMWa4eiBtj9sA2AHQkN6A0gckhpTHbWBMkMvus+hP19stdVq6d7i6mOUyvBCbRn+o7vqBsRGbs2Ag/HwQUvqNPxRL9omYt6YRNCReAshWJUO6zJ2JzliSizHYx0yBecsVVVTewNtEnt0ualYOFek5LnA66iRW+cwwTDVCVY4UqXQImC8Y3c+R2mJkB6IVdODr+KTNJ3GmeJMQGpNWToEimA9IjQEL2ncihBiJQljatZ1iWhczEVzgbqukSohTVOU1CSJinmPqe7Xfhpj2ZnnPDxZUGQpP/7pa+xOdzg8KdkpMpqmxrhAmiicrdFColKJadaUtcXYgLE1WmekeYJUCq0TZkWGTiRa5iSJRklDBIUE24TIySoCOlU01iKlIk81Fk9ZlSil0SojyDgKFYFJkYHQZLmjKBIQM17+2GW+84MPNkdLP7lDS2A8JJ7HlxZgPG5Cm3kVYsVEpWTL8hIjMCOYdEpX2BhjY1dKl1R/eLKMv3dLg71mF8d7tChb7lw6OkCBaRyLuuQ3f+sP+Vt/9ccpqiM+9cxzvPrN7/LZz/8YV67sEFxL/u4bnPHRExEceImwDqklh6sSKSFY0QeLjPN44/fQKwp0IHnKy7IlnR4HSN2+beG2vT0J1B5n/W3/fgZuZ6mgbuKz11oynyuOjkx/SJZrLu5Pef3BMcu1eXL/zrrmVh/7/ES3+XsIUNVus/+Pu8bjvkMsaSaiV2lQS4ZPG9gxAqFe1vYBUwJEl8oT8akLiQiDfcBothBVu9AbIsNiQOvqF5KYxN8MONF1ROposYqBAEV2imcIeCUjG04QCOE3b30bELvPY4WoO+4s5eqs7497BzxlakWHKmPqwb5DrTWHGPqWaIu0S9br4xgY0c357uWIkTbaz60wetDdPQq8sYh6ichTCHJr/bJ9e0HQlZcai6ezlLVeHrUSr+uGF51WNWi+Xah8mipyHfoBVFYlwTiUk1gajPUYE3DWkU8FUraJrUITpMcAtgSBx7XRpl4oglXt4NOYOlpXzvs2CDFgnSGQcXi4Ji88eZZSNg1FlqNswAeH1pJV1WAbA8LRGI9OUhSGB4drkCn7c4mQJrKU6AQXAkI7pBKsq5q69kxnU3Z3Moy14CXFJCVTCoHGlAabWqypWclI52Zc7G9a1AQvWZc166pGaYHUKfPdPWaTGVJ6nJN4YzDOYb1pq084HNH16IVHEFivLfNpFi3IdYOSAdd40qQgSz21ibUhz5+bkyqJDQ4sFIXABTBNgzOWSVYghSTSD4yqmPR/4/V6TwB+KMASunHTpUYI8CEmtIdBi5ZESyPIERy2A2zDGhUB4UGlxOCpoFpFPfTjsZtYXWA8hN4b5YPAA1VteesHj/gPfukXmUjL8ckJQUmUTnDCIX3roRCRjBwd7zMl4/OXX+bogeIP3n8fMya396dRRIjx7Nvcxsrj1o+ntfDtY84CsO3P27JlfN7jgPExn12AySSuZ1+7uMPx4ohJ0SonAnangj969QZlNciAje3smz99TCc/4hJ4n4P62L4+7bZ9v84hhI8R66OHvSnj2/+GQR/rDZT2BzkyXvr7GqPgKMI4tti99c2rtq31Ef6ho4Ebl4hq85/jMtcAhhvpbsQIfOEDATW4gsN4UEQAiUZWlDtn6i6PU2gEm+PzMdtTBNDIvvPRLB7B1TbaBge+pKqOaep1u6Yi+2TPnikhdOb46V6H7RkgPL5ZonUBarqZbN/5zFv3lmwlku9BOwwaGsMLpn+Yov2/2Hw//T0FEDGYI0kFxjU471lXa4QLSBurBFijsI1FaoEzUFuw1rEUFarQMM2xxuGcRSiQKmF9EvBOQhb5JFfrFal2uASsiVawTS1SZUymCav1mjTRJFojFZiW47RsSqrKI4InTeKy+SxLkSJh/6UL1E1DXa1Jkrg+GVx0T0ghcNTkk+haW9Vr7KEhEYo0CxwvPYIssswkgkVVg4znLk4iQ06SJkgx4Wh5jHEOYyyXDy6ilCZRCVIEynVFYzzeeqy1JDomBgchYr3CIDAmqtbOOLIswZaGuGwZYt1HHxfaJ1mOlJaHD0/QMiF4hdaCCoGXoKRnVa1JVEOepRhXbkyqQW9rB0JUWHn+8owPHi2xxoOVPZj11qRvFSMxCrkP0ZISvlXuukGzNY46IWSNx4dWuIxTF9rjo8LY5oj1Y7+bNLEKyKc+8zmuXjvHu6+/zu7ejMnODCk8vkNOERDS4ZwhkZoqCO4vLOeme/zUJ5/BGs8ff/MmxndzMQz6ZBct2gN5N8+HhZ3BIti+ydM/ndr3uP3dtg2OjwMjccZvbO4TAvCCSwcTkmTKf/YPfol/+E9/B+tWgKCqal556SK//+B9jPOPz4H8KFuIaRk/FPB1fX+cJdQ+j7h81PE+jdK+Nk4a0sW6/f1LhiGebAOsOwAUvbIwXLob2WdrO9GX0dkknT+4lfstCA4zrhtXYnR+OzNFd06syDEoZb49wqHbJQjhNpcnN57VcOPDb/0/yZNe0FNUumf08Nob6SYStCHqjuBqXLXA2jUEO2gffTJufCECIjuCEmgJmRZUjaeyok+A3748wWHrY5JJCiSn7keEzZG0ke81eihDNOxIdequs/E1vtBUC15+fpdnz+X4xnBibCTsDS5SpllLCNA4IoeoAb/2WATWBJraUuxN0KbGmsEfnxUeFwRCwtqAMw5rKyZZQggKZzwewbI02NsP2ZtPaZqG2mgCsF431E0TSwQJwTTTUfMSAiUz8jxBqwStUwSeptbgVRy2KpZWmuQp3muMBVOX7E0mCCE5PFmiGki0xtqarAW1LJFtFKImoCgmEu8aHh0dslo7duZTLuwX5FmGJ1Cva9brirJckk9yrDfcuHWHw0cPqSrbg0qaJcyme1w+P0cIz2ynoK4dRaqRWhMcJElcLzYBtNZM8oyHD084d7BDlu1hrSHJEoxpcI1nqjIunstZrku6nMJNB8yQGO89fHB3GavTj5a0wzB8e2E5jGkxEvIi/ut0xl6x7dYf2+9uJBBGXRn0yU3EGJ/bpTr82y/9Gwp5zE+8conzV59lf66iJwGBMwapNAiFE6ADKCF5786Cn3jlIj//2WeYzgq++f1bWNv1QbSu8Q4IO2E13rbJJ8PGn6GzW7+Nf38S2HzY7x9moZ1lIQpBkmhu312idcV/8Y+/jK1KXnn+PO/evIfVki9/5X2qxg3NnZbzp4F8bKU+ru9PC6pnPZNTINX9E1ERle27EUSFCrE9Ys74zObnDhTFEOE8/Bl96fU68Zh3MQLEEE3CIBJCX19BxN83iCY6c6czYiBqpI6xPy/akJ0lGYExunOHZQfRKXRPUsJGH8dK3uO2p6hnOOgGm3yesUfBGXyzwjZLQrBIAkoJtJbkaYJWgiwNzDLF7iwlV5okiQS5ihhS/9bNJcdrT20im38nSKDDrYC1JbI5RqX7vbbR7R9rRl3Az8bL7jWd9sUKsfEgw9aDg7hWmGrB1ZkgC8e8f8thraGuYjkf4xyelp8S8E6SJRCshESSaE0+0aR5iMV4ZZSWUWttEEJ0NdJZmyaGxhMwK0NjPEorVBMom0CRKKyrMUayWDSs1zGtoSgyslyQZ4q6igPNBU9jDMZacsD52J7T0XKKVrDGe4ExgnySUOQpy2XNyqy5cHGH23eXWNPEwBof6wpqpShXhrxIsQ6USki1iuuLu3vszaZ4H8mPXWP7skzv3/6AR8dL7LoiTyT784LJTOBdwHrH8aLElWuUjSQA6/WSCxcukSQzykXFJM0QOrKFKp1SG0uaFQjdsKwqJvMGZwNKSqra4pDMdmZUpSXRgqZp0xhG46kfwy5OSOPoAS2mDYnRWPGDItUqUaIncWhHnoy/xzD0oQzUQPvWQ+zwtxuAG4N0M6G970I7MA9PTvjTb3+bF679DfayBiUSVAbBaaxQKKWRXuHvH0f2dSmZFAWZLJjuTHn79l1ar1VUrduo2tBqJn1+oXic8DgDxR8n0LdveXsbA8uTAORxoHjWMf3XQFk1CKCxDTfvnvD3/sbPMuEhb12/Q1W6TSBs2+iDM8dNboP5h/XjcXg0bu/DtvG1pGz/aUQbRyD6vOnBzuqYdE43M1Juwni89ZjV91W0a3njm4/HhFO3FTqjo110FC3d4XCt+OAGJpyuL2etC4r2+m1q3CjALeqdIRYU910pufa0Dxtbo9seFIjHD7anK+HUdbZtKtGBeRGwdUUxsewWGfvzHXbnOftzxe5MUyQCpRzOxhB62ziscayamrJ21JWgruFkVSER7E00YKlMYFF3QmycFOGx9QIhE6SeItrq7meOrdHLG57oIIA2BvqmQt7KxMh8s64dX33ziJ/95ISDqULrFBcUQTi0iuHHApCpABKc9ygRfedKgJWS0riW6SJm80aSbaKkdBovBauyQUiJsTHAJslj2U4hFbay3HnwiAvnznG8clSVJS80e/MJeTFhXZZUFSxOyphCoUCLaPGtlg11qGnWDV4K5lMd1zOEwPuMJClQMqNaVxR5FpO0jeD5a+d45/odpLFI4ciLBKE0QtaU5QIhQlscV1DMd0l1gRdgg2B1vKBIM67fvMmde7cpEsGleQ6FxBqLrS22jtUwFiuDt55pofCmJFFTElnx8N4N7t+bsHfuAPA4lzCbz2lsQ8eUMptl3LxzhNKKSZbivaSqGxpjuffoOHLCus0RMraCutm0oUi1zybuegKA0cmduMaWaUFtOkCMZcwGuRQiSI6Ut8iINFqk7GaW6Po0cru2SmiaavZmOS9dvMgb33mT2ec+zboRTGlwNnpmbGPj2qa3MVLXRcKDxjqsFeS5Zn8vYVU1sWklsE0Ysk82n9ZoQp0Bik9hufVPaxs4P0yjP+u4xwHN446F1msFTWN48OgYbUqOlqavrbl93cfh+lMD2FnG2PZzehxInvU8ggDRAqFIkKFLoRgHeoWNoTq4SIcG+y705w0PK/TjbmQg9CtjLdhtvNMw/B0Bawt9ozX3zgZsZa8M6CTgDX0tyV4xFbKNwg79JUX3lyhLgw89sf2ZpAjbY2pbh2uf+9lEE3F7yuK+AygJEe2yly7t8g/+2qfZm0ikly3wWawzrMoGY2C5XmCUwrsGKywGiZDxZqRsCNKDhCKLoeXGCiapRGtHlUYBU1vwLj7q4D22OiYpJOhp1DNEaM3x0XPp5monXDbep2D0/k8NzEBosVOAUNRWsHfuAlcPHErEfEcbAlLquFYTYqBFsJ4gHIS4vlNZQWUNdWUIQcTAmXYg+1ZoBmINx7Jq0CojTyxVY5jIBKEi3+lq3TDdyVk3JcuVZZJCnmWQJNTWcLxYEIyjbAzrdcnhyZLVsqKqLTKAzgQyQJZoducZO/OMvMgo5rtMJgLWkXk/1QU21MjgWS9LdiYJ9w9XaD9Ba4VEkSc5nhicUFnHfDZlPtmlqtaUxiAV1Di+8+r3qFdH7M4kB/8/0v4r2LbkzO/Efpm5zLbHn+tdFW5VoYAqmEYDbdCew26ym25IPnBGIc3IvSk0ERMKhR4Uo1AoFHIvCin6QQ/UAzkzHGrIaZrmsJtotkMbNEwBZYCy19vjt102Mz895Fp773PqXlRN9Kqoe7ZZe5lcmZ/9f/9vrcN8OqeqhElWcTiugxfdVdSVZ9hLyEc5dWXZXI/YtoISS2zm7M2O2Tx/nWRrg3mWY4yh3+uAWLJ5QTcxTGdzjFJkzjMrKqo6ZzSeYp1bAJFOT+Yz1vNi0YcJ0YbYTwvWZsGfmiutC6GoalnhqBaWtYqK1tNcfKvg9KRbIg4WoVKRpm9kOGeSaHa21vlP/t6v8OrVdb733VvsPX3M7bsP+ez1LbyvkJYw2jucr/GSoA10k4iyrqjygr/y2lfRts+/+rPvMegM2T8aMx4FA8P55aI5BW5bvJYzY8LHBdDqZ4rnC63nbT/OkzpjtH7svM+TcQLOWt549yOczXHumVnPU0oqoKRDrKadGnJ2v+cJ3jPHeu59Pet6V8au/T7w6TeekoBq82q0ikktp6I0IL/2/bNO26JIadXV8vm2AMSlVgzKTS8OdloBnr65do2oxTxqFaYoSLsO7yp8ZVCYJW1ccCeaew4czCE02irCsJ6ckyZF9Qzw5dnxa62g9oOPPcBnb5+sDNVS6yPBirQe3n+YcXev4idvRhjTAzGgBXEeozsULgetqUuPNMlUZ6vQkV2gqMDVMEwUqTaUhaeMDfPCYZQi0WBiIYmhtJ66VoGH2tfU+YikF4Hp0E6Jxfw7pQib627fqraGJqACvWoBCyxYUxQhpxlrUNrQ78JaL3Qe8D78PqQNQ+slIfQJ9B5QvmGugcIrKucb77apLVOhUDY4BgYVaYqiDD30vMXVjjgGLx7vFHUNpDEYx2gyw3lNN4moq5rSThp2C8ujJ/scHI8py4IoUkRa0ERorYgJ97LWi+l2FBEV9aSkmuVUw3V6/TXSbkLWmGtaKfIqJ44NW5tDjo/L8DvNgtfSWkfaSTE6ovYVpS2xdcEky7l1+w5dKta6ECthMi45mTr2DzOmpccKREYoJKAerXgwoQFwcRgK/JU4NocJ5zdSnt57H+Em/f6AwWANxGO9J04inK3Jy4rpvGQ4SIi0Yy6Wp8cjxrOC2GicB2v9QmbI6uRYlVoLHag4HW5aLqrT9Xgtz786s9BkeTi1wIY+43jt1rIWtVaxWpm7YS7ubm3xP/0Hf5Ovf/lF/PwpX379Ok8e7zM7eoy7tE6SpngTeu6JEtTBCG1CqcULl9bx5ZyqKljrDviVn/giH320z/ntlPHFDb7/3h7Ho4x5YZdXfsoTOGNDPFMRPsfV+ySP6nlK5HlK8fly7NmbEOaAeM7vbrI7HPJH33t4+jArCkipMP9xPqzJ9nutggX4467j4w7Z6c8/aX915m+zBerHJjTalrycPUkj+xcAmPZSVfsFi9+t2mJtlKV5g2qQoas7taSWH3MoaLPxsvLJik+4sqwUkMYai1BLAyQzywe9PF1z7UoW4VGUxVu3KFmRxT6nx+60A/TxgQwlbz9++3SlFc1FqJVkaFEJ/+oPHnF+/RqX1j3OeZSOKGzJpCgpqorSQuWEslZUtsThKWpFbWuiKECEjdNE2qMlQlkwWihrTw7ktUbjSWKaWjyFt4KXmro4JupsoEyXJbIKTvHvBS238lBUg6T0nN9OuLgZE+NJE0WUCP00IjGaSAX6LbzCRBrqnMJKoCxTEAqqHUrBPK/p9+Km1kuT5TVJ1yBpjHgXhFTT+VdcsIKMgUgrRBkm8xrvA7NKqCkPSt/hKGqII0U+9zjfAG6KgsIKJorIa8Wt+w/Ii5LYeHpp4EEVFPNacKKafAOcTCtQEdY4lLOIzDk4HrO5tc7OufPMM8Vav0dZNWw6TmG0IU5UaD+lPMpo6tIhRtMbdDBRxHQ+xleW0XzKRx/cphvVbAwUtVUcjy2PjyuKUgWBYgzKO5wIdW4RESpbgw7XHZmCstZYp8hKS1E4drcS7t66zYsvvYLWOVorhmsdYhNT5jVJ7IOBVHnSNOba5i5fevUancTw+OmU2w+PgzJcTBBWXq8smFPGZFticFYDrP7m43RXQQic9qA+rlyXs7Gdp1rpUMfofRDGCvCatGPQ2vPaq6/xn/zHfx8/e8Kj+wWekl5niC3mjCZzzp/fDOhaBGUEUQZRBl/XJEZTaoX3QZpFJsLWmrXeOl977RJXr8z5l7/7J1g3DT057dKt+5gcP6vHTw/mx2/teduzhpXnHPvHHeeMQHzW7yKjiUxEmVdkkSeJIqw9TUKddhQazaAT0UkTjo4yHA7fRu78We/iOedbVWjP8w7/B92z4HWIVujIYbTCu6Zxr1/58cKQk0XkYWnkt9/LmcjG2VvSi32kOdaqI3HW0UKd9izbf1unY+FCNSfIZ444kgD597JU0u06a0LCqiGfUASMg3eCa+r5z66tFt18apgVoYtPq9NFIR46naBbZtkzxrvZPl1pxXK0F4tbBMa5ZVJHnJeQk8iritoFwY02OGvBW6x4ppUP9U86tM3xjiZRatACWnsiLXivSSONMUJkg/IsK6gILrOOAtu8SIErj9HpGtoMUC1l2+rwrBg6p+C8WvjqKxu8dMHha3BSgzEYFSHeU5ZCbR3e2aAcKkVkFGVdBYovkkB/pRT3HmXcvDYkjiErHb/3vfu8/MpFrl0M7VCMFoyOAuxYg1Em9BnEY53DWkdsNHGkUJEgYvAerLOkCaEvolIYHYH2FHWFz4WjyYj9kxmJhk4cWCGUaCalo6igqMPMtd6FXokiHGUVsVIYwESBxSIrjiiKnEtXLnEyrojilCiJQUKN385ml4dPxqz1OsSdFOeF9WGKJsKWFZESno4n3L/1kLUUup2I2noeHlbsj0JoPO6AKz1GGZLIsN5P2NoYcO3CFrubfbbXO0yzih999ICPHh6TFxVTElDCYD0i1cKTe3e4/tKr1LXHO0NRObTWREajjKZynk5swGleu3GDmxfP8a033mE+nfLw2BFHwYBzbY6llSMruqoN8bRRFrUy11UjEdoFudh31ZVZsHu0dYJqqWSbr4OAavJ0KJLIsLO5zS9//Qu8d+sJl87tMjre5+n+MV/92k9w48Yuv/DTP8NaL2VSdAL/pFbkxZzhoINSgq0rdKwAg3eB11R8mL9JpCm9oy4tLsmp65oYT12W2MLx17/6MkdPDjjK5jg15ve/9QixreXPp/PIVgX9j9v/rLI4+3m7fZrzPcu+WP2u+euAn/nKy/zkKxfYe3KP92+PKJQjTRS9VDHJHJd21/npL7zC9Z2IqGO4fW/C3cdPeeuDQ2aF/bEKbHEpz/MAV6+vnSrPOt4zvB0ExHtM4klThy8FX4f5Lipa1smuoMJaBdB+vCiFa4GQjUbUjV5p8+iKADRrsZxhun/8d62GXeYdl8pwkTNUq+MiDZlDs4dqDcBQN4lSOBF8Y8SHxeJQRqG8x9kmurYK3lzMt1VFHNakUopexxBF4XdFqfFW6KZCrISqev4j+pRF92ppVSiaAROGvYjtdUH7YOXH2mJtqA+rKgnd0L0in5UoPHXtgoMQxYj1QbGpiNoqnHg8rtHsishrukYRKSHRnrISMquwLjwYUUAUo0wcGEVkdY7JysWvvGj+OFFMsohzu9v4SnACumnUmUYxeVnyYO+YrKzQWjDG4JRCiW86Xtc4L8wsPB7N2N7sM+jVzAvopinDQUJWOeoqNFO1tqasMlwVlL1G4XzGcNihtIKJPc6XGOtxPqZyQTla5zFxKJmonIBT2AruPTnClhX9WEILKK2YFzDJK+raUTsFShFphfYB7OJVAEsYwPuQux2kCnGedDznqXrK+vYuHoOJIuIkIuloxFqiKKLGI66gk4YcYpbNQusb77h16z4dapIIbAVHk4LHxw5URDfgolCi2Fjv8AtfepGffOUc/X4f7wPH68NHeyhT8ZndLqqMGSWwN4O8cJxMCzaHKd3Icni4R5QYRmPo90Pus3YO74QkTRuqLY+vK7L5lM9e3WCnL7zz4IjLG0O+8d3HjMrAy+r80mwSFFpDbIS8VouQSwjJCKBZdn6nERArUqu1ckVWLPFnSL6W1WixrkLo3Qv8/b/9Nzi/nVDkBcU859vfeZ8v/Oxr/PLP/FSAlDehO3QMcWDo2dg+x87uJjqKQxQjjrHW4kVh6xLnQ7NplGZeWnZ31yjsjCQJ3pEzEd3Y8HM/cY3xdMa/f3uvuaMg0ZY1ZyvaboVd59Rye56gP7MEP+bJrTrgP+53q+d6nnI6+11z7Z2ow7WtHi+uX2F8POeND4/Y2lnj/Lri3hH8jZ97jRs7fTYHXYbDlC9fh9/5C/jg/jHz4hOc3ODQLAvtP0nhP+9gbeng2R6C4hFfUxQelxNo95TC9ECIGvlUU2UukP/3Y5zVaGl5tlh4i6cO2157GwiV9nWL4nyGZkYtlNLy/pfHXa1RXO0XZVRo/FwWTfmSdzjrMBpQLXI0rJ1F4YUXqoZUXj5W3vMcW6oZ/6B4mzSGCyuuqiHuQMc8e/jh09YZhrtuyiyaGacUW2s91pLQASEvLUJN5Tzj6RyjwXmLKMv6ekJVanqR5XBSIwpq35LBBkqfeeHIqzAfTKKbIJRB4VBKk0RgjGCdYl5H1HRR8QClEpYmUVObsjSUTq3RYCmFfdbWBmgVU9kcLwSaI/E4V+J8xfFkGpqhGPA65BOjyGAd1HXwTk/GM/L5jKzssrme4OeOG1e36HU0lQhvvPsEJULtBe9sUxsTcoGDfsLrGz2iRDBGo6PwOMrKo3SIr3tviBvvRDmYz2ue7h9SlSWJ9qSxp3Sa0QyyQnBOiCNFmkDbBUErGHQS1oc9dte7iNMcT+fMioJJ5gKwJxNqN0LHXbrril4/bWL8hryq2d0aUPqaMrekgwTxnqryeC/cv/eQxFesrxmixPHkuOZwagMBgHYYMQy7mo1OwpVzQ1Q14c4Dz+7WOiZO2N1eo6hz3nnvLv1eh1Qrhp1QTL8/rjg88fSHA5K0Q52PybI1IpM0qF1FKH3QxB2Dt5ayqDDKQTVjGMOVm5e5cfE8d+7vc+NcQjpY4+6jCSezmjTSDOKYuycF3ivKBW5bLcJFSxm2ZJZZoD3PWPSLaokFi8eKV7kSSGqBze3Ho9ER//j/92/53/9n/zE3zm9jTMT62hY7l7ZCtAIBZVFKcNZilCY2KcO0Hwg7FCgTKPjAo3QwTq33lJUj6faYzHKcFeI4JkkMG+t9Bt2YKFL0IgWDPrPMExmom67uyzzR6kisCoWwNXbAxxXi837ySV7Uxw7+jPdnPz+jZFbEN3fuPeT3fcav/NRL/K1f/hJf/3IORvHD926xu7nN+UHMjz56wM2bL7E+1Dht6SSGsqFRW4zDqo3d3INucSBxMDZP3d8Zj1lJQFFHkaIoT3ucOtHEnYg6t/hqpf+qIkhpA8qCVGFOmVhwdfC6VOQRH1Dq3b4mmwlYRctDujo/WzzpgqHmmcO6sAaXHmE7p5tfLCk0l3ND0dKs0a4QBMF7H0gnWkBbcP4Cb6siuKkNSkeURryn9stzrlzV6drC9hIWb8NNKgxrHUNpLXlzV9YpKoEo5bnbp+ImbU/ZJmlVM0aXzvdRonA6Zm0QU1TCOMtYH8aBpcRZIq249/SALIsYDoReosjrRnsbwVvH8dxyNC1Z5NO8IkkC3tIrjdHSUPYoNIZcUpRZAwz4JnfToK1YWBcfZzpob8coYb2nqYqcrJzhrKKOErx3KO0oa8e5zZSiEJwLPI/eVSEkVXqcCyVqx9MCJ5BXoWqyqBy9vkYboRdrLpzr4WtLGgtR1MMQo2KNijTDbpfttS73sjniA4KqqEOdYBx7rDWkscKJwpZCWQl7h2NsWdE1jjhW5JXhaCYUFXRjz9ogrLhIRbjaszXs8LVXL/HSlfMMe33Whx2yecbJ5IRpVnH38YSn04r3HxwRGc98dsz61oBpUaEijZIaoyxFFSZn0k2Jo5DLK2vH4dEIYcb6ekKaaCaZIS8czisiZVDi6ceKNBKiCLqdkIOsrOPx02NG0xylDaPxiIf7GbEpKavA0hNauwhZ5jkaOS7tdOj3YJJVpL2aygppogK9nHdBOeokKO0sRztLtyOUhTCd1hR5zqvXNhj0ehwcVvSjGI9w9yBf0jtJQ93WotzELyzf5TJQTXSEpXndSLqFbFOgpEGRKrVYN8sDtUIqSFknwnQ+5/69h3SjS6yvd7l2dQNnTLNrCEsp0wktserAMlJWJfm8pDNQCwCY9w6FJ8trup2Y41nJpd11Dg7v8PRkjbVuMFKPxnPmswJb1igTYWrPr3/5y2Qn3+Wdu5NFt/ePezJL4XpWTDxr12duq8Lsk5TnWecEVklxnnueVkTX1lJZ4ZVXrrAx7NOJYH1tg2ye03/9c5zMKv7bb3yXt++MePHGlP/if/lrxHIS6O7Eo/XpRr+rm9aKF6/vYssCoeLBXrFIhy2VCfR7KZH2zHPLjeuX+Tu/fIN/9N/9OQejeqFLlEnwJJjEE0UV2ApbBV7VzfUOWVWQ1aGONYDYm/pmr3AFSAPuS2NNqTS+RYyoUNm3xGUtb2bJ9gXL3N1S4aHa2/ANvddq3eBpA+ljSNTmpcfhXY20HVrOGjDNdPK6eaFkwVj2sQd71iZb2VoP2GhFd0GfqRAJSFRjgrdszDPKaprtU5ZWnLaG2rDS7naCd55EGWbZhP2jMdO5ZW1giGKDjjvUVUacdjl8MqWyHXY2BetKijK0kIkSzSgLwjYUhYOgsTb0AatcGAHdom+VRkyCIkK1zVnPLKYlS0642uAVBs92ZzPhhUs9BknOdFZSuQpndQgv+QbJKR4nGieE76nRaKLYoIwmjTXzymFrj9JC7TVKRcyLOfNJzo3+Fh2jePnyOlqBEo2gQxxcK5SJSOOYsrJEWhNpgECkrYzG2jCxDQIqYl4Kh4djfFmy3g/fTeeeeRVTOU838fRTwSA4pymt0DUQ25rxwZiTbkKR15RFn16qSKKEQS/i3KZjey2lLjLun0yprWc2HqM7jkRHdDoGUR6hxlsYrPdARzgsqJrp+IQ4qljfWacsHJNsSlVZjNZYJyRauHJhnd3NlE5HU80tdx9mbG0qRuMRZW3RxkBVk8YReydZY1w06F0JtYtP9o65fuUCly6t8fRkDtQNK0UTW2qUktFhMWBCy6raCzqJmOc5+MAxe3A8xdaWyxtdKrE8GmVUXpqwabvYF90sl+vvzCIWtRI2XVikslwjK0CuU2bZGT4sr0L84/s/eIsPfvGn+cyNXeoqxjqB2OAlcMGGBLjD1hWiDVFAYaGUx1U+UP1pELGIt6GNVtzDAx/df8yVc+cZj6esre1QVsL+4ZTpFWE2mXFyMuV4XHDz6i5/7Wde487T7zDP67bsa3mPq4JoRZGFKBBtyvQ5mvE527MUYftRe/xIc+nCgMdPJ42HLktC7GdtamnPbGz0qG1BnjvwQXlEUaD86nX6xBHoOBi89x895uHYMnl0l2+++RhlIvpdT1l7rA2CtXVW4kjR6XT58msv09UVibF88zsfMXewsz5gNi+5df8IATqdDn/3176Arqa8/8Dz+c+c57WbQ/74+8cBRyEEjes1OtKkPYWdWWxTu/qZyy/g82PeuPMYF4FUUGcetFsyvqiQljp8XKJMpyEOX7rrS99qOUinH9PSC1u1MVSrZVoyhlXdufK7drdWEfrmdegZumJZnZkby04xEBmwTs7gzeRj00kB0nSrUiu8bCFXLhSlZaQd1jVukQp3pZQsqE+ftX2qMKlanGmpZNLEcHm7T2JCGcTWxhoP9ud8/90HXL005Px2KLcwOmYydzwa1ZB02NIG5RXdjsPaQDJdOY8xCvAkCWhvKeuIvKJBcoW8WBK3KzBqrPhVMbMyXCuKcPVGBM+F7ZSXL3hmJwcUJlgKeR2Src6FHnW2FpIk5Wiak+UFiIT4tmgmZTCSyio0ou3EivNbCShNUVTUVlBOUDZA3bWotuoMlCfSCVpptBDIvSUmVh7nNco4YhNKTrxApQTnK4rMURU5vX4AgpRVRCmeyglGCb04hHmrCjpG6CVCVniOvKK6f8KtJycMOjHrvZS1tQSlNGmcUlYWT41YT1eleK+ZTubs9NYpsgokbtqmxXhfUJdzsrnCoZhOp6RxaNKclwVlqQLa14cVs97XHI9hXhSck4RenKISuHahy8ZGn3NbXe4+PsQKlHjwjtIHJHFVq8CfSShXx2cczOa8qrYZpl2UGCbTGWkSMxnvAx287yFK45zHOljvr9HpdJhMC6ytSdJAUzaaZgwTCQpxq8/2q11+9OiYW/vlghtjUVv1TKl+Fpm69PCC5RwU4Cqq7+N6YWmpK4QbV67yG7/wZS5sdlhfH2IIln9RlbiqDAXHTrB1jfWOqiqZTOdEaY8oiUO9rg8Uh6qphfXOUVnheJJzMi64eCFic82QxjFJFIyj0bxERYHCrbY1WVFxeWeNfscwL2twyyiZUk1USEMnjYi0p7aaqrYMkpiidiiEssnHntqe4dUt+oNrtWDAWYxr65g3r+NYc+7cea6e3+Tdj54ynZfPyCKFfQNJvrC52WdzYHjpMy9y8+Ian7+yhfaeonBorQKxPYqs1Hzm2g5vfnBIVZX8k3/9B2z2od/r8Nmb16mKY967P0WscDjOcSL0uyndbszP/9RX+Pkv3+D6dsrhyT5PnxwwriN+4vXP8/qLHf4f//D3+PDeiN3tXX75J19jqHK+NqrY6NZM5n5xn1qpIBMiQ9SB/lqHg8Mc8NTO89HtJ2yuK2zRIM4FRDm0bzqUtEhBkdDBxpdIqlGNnFkAwRbz9jStw2L4RK2K+FNlGjQMM23rMfmY5A0u8Wp4tLWmZGWvj23txy6U7C1KKs7sImcuVinQUQi1ru7uRchKh9MecQFN7JXQ7QhxQ5TyvO1T0LG1l6No45DawM2rPQZxgbNdjrI5iKeyNeNSeCE1aG3xEtCSw66gItCx4HxJoEZ0xIkBa7CicVYYdCDW4LymdNB2PjEEGjHrJCyeBjm64CBVyzzMypUvr7sVTkrzo9tjtPT4mVd79JIIpWHNCkSB4SBMAOFgVDKanuBURS9NUEbQ3rCRBsWDpNx9XBIlMcMuZHlFVVaYtKl9FI+vo1CmgGrql6DWDpN6vEqpnMW6CqcV1oU+ftBwEDaAjSybM59kdCPLWkdROU1WBuTXsCNY66krRe41g0Rzfhge/GimyEqo8cxzhceSVzXTssP+uCIrPco7rAT6I9Gg0j69XoS1BVlZE0ddktgwd0KURk2/wxqlIyajKcoWrG/2sBbGM4urAhlBqh3zzJHXwp1Hc3aHA7ydM89LdjYHVFVFEqVcPn+O9X5MUVccjTM65oij6ZRpBraGWgTrBbQwPhlTO0UvNYwnc7qdDqkxxHE35GRF8C54sMZ7nHiUiokiT7dvEBLGoxItsDVImM1rBMVGN+bL19ZZ788ZZYJ3EXcPxqHOrA2ByuqMWv57armqVV9y5c+Kl6KAuAG0KHFEOqF2jiiK+Y1f/UUGSYXUHjEGYwidKIxu6sdqTJQgCCYGTOi8oU2Ecy6UZUgc0HqNx+zqikgL1XzKR7f3+NrrV6iKGtX0rUwjT17MsbakKGuOJjm9tS672yknWYU3wZpubo+d9R4vnNvl/NXz7B8+4u7TI8Ro1pNtvnLzHHtHI966/ZS9o2IpwBrDQpsguAb9mCwPofBgua+M13Os9jTt8IWXrnF5SzMbzXl7Wq46MqeE4fXL5zg+GTHs9vkHv/5luiRcv7hBbBzihMjEjWcZUVYVlXV88eZFfvTeU27vzXjrhx+hFaSdDv/R3/kJHtz6Lk9PPNd3Y77znsU6YXdnnd3NdV64vMXVzW7Ii3fW+YWf/RJ7J4rXX9xks2f4tZ+6ye373yWbZxgdE2nLxW2NaIerV5SRiSCOGF6ImB3P2b8zBdvoN+Dw5ITjcdseyi8UlogOtpkOaMsFwtl7lLgwD1aUi1oIyGe446vgl5X5rpoPVrlDT09xf2rP9ncRoY6bBiB2Sr09w39ZLeFdpalY9WsWtYvNmhK78vt2fwHfdP7xXnDOIwK1VY1j95dQhu0jW/hgjaX21c/tsJ6A1jVrg4RZZlkfxFzc2SBVKREO0Z5CWdI0Cr9TFsSSRBE1BidwMq84npQM0ggEnAvgGus81gdLL9KC1h7fZpLRhCa6K+UUi0WxCvQ5NUxAQJJ6E7OzvUbkhHlRNvR/NlgaLkZrzTQt+ewLWxilQHSDRQ4NLhE4zmuqB2PWhzE6CqhMJ9BPNCIVSAcaEmUdtVZZ6B6tncFEGtcU8taiMJFBaY8tFWXtSVOoK4u1lm6qiCNAxTgC32ikPYPU45zhZCaMioqsgmGS0EsiLm4HcgFtFLWPmGaO6azi5GjOKHN4NIZAGN4aOgOvGK6vBaizDz2ayrJmMs4ZbgypPXhvMFqIIkecRHQ6PabzmtpWzLKcyiqiBMo61EXNCuHeXsb5DcP6IGUyzQFFNwXrDd0U5nmJeEjTCD0NS7f0rvF8AfHMJ1MqYoapQFU0XexB6yiEk0OCglhBlGhOTsbkRQijl2XwWPMiJ0XR76ZMpxXzwrE5iNjo99nspxyOa55OK5x0eDouQj+8xUxatVeXC19YBpwWWAOBThJRWhu4JBUkccSv/sLXeeFqSjZT3H90hzjd4vHTPa5cvkpqDFtrQ2xdABHScN62xpl4jxPLkSv4ix++x8A17Exeh5yzQF1WAelsFXEUGik7V3JS5nxup0+kA8jGUVM5zc72eYwSNgZdigK2d84zy2b87Oducvn8jHnlefv92wyj0FkkshZlOvyn/+GvcOuDH/H7b77DzRsv8ZmdmLoW5sUmWjn+PH/ENPcL4nOjYdgzdLrrvPzCkNE4Y+9gysGswFanhvNj1r8oOL+7y1dfv0YqGWkS8forF/jRh09bKgtWl3rtPX//N77Cg/tPSeIOL5wbgDhEAkUGXmO0ITKK3AtJHBNHmn/wV17md7/zgG++/RTnFVlR8K237/OzL7/A5s4ux0d7eBVTlY4Xb5yj199luwvTuaMTVRgMl9e7PN6fBXq+0vKFly6zPXyHvCyoJEZHJcoofnjrKfcezxHX3K51SJFTTBw2d9B20mhUkAe8/biRtdAgDSnAKQ/MeZRa9Z8bAbkyYMLKMZBFrnNpoMgyqnXqN4tfrCirlYegBN2UU4RjrmjX0wvntJZcnmb5SOX0z9pKP7Er17JiSAkCHqoqpEyatDvOC9aGUrPnbZ+Sm5SFQaAAZz2jaQW7ParSYmJFXtZYr5nVhjhVWBGMAVSMV+BEMxzEJHEclICyOAuzPIQm0xh6aUBe1l7jVGB6iVRYTEIAkzhvGqXYFtovSy+X7n3r6zfx6DbU09xBP43I5hnae8oq9F1RZcNdrGoQhascWkVoFY4eygg8OnAiUZYznK3oJR0QobCeygvDjkFMFK4nCg9GtQJNESx+rRFv8VUd2gsowUjwTJ2EWkqPkJchZBvFQtrthILbusQoR9LReBdKTqZ5jXhP7uH+uCIxsOYj0kSR6ojNQcqga9nsag5HsNYx5NbhraKoFUoLkfHEBOWbW4tCMSsUutZEcSAVqPKKMvd4VZHEhkFvG0iI4pgkzlDi8RJRVMFribVgInhyNCPRPSLtMNoxn5YU84RpCaIH4EJbq82NDaZZwcF0zrTyWN+m5QXqjLyu2B4mmFkN3lLXgeMzwiE+kBcAxNqRVxXrGzHzuqCua+aznNgYfKSIIkWaxuSlJe1s0DFQFmN21zukqebGbofHRxO+e3fGtGpWnKyu2uXia5P9SsNw0AfvmWcFX3z1JT64fZ/z53a5eG6N0mb8vV/9Jb72uXPUXvi9b36b/rDL2mCD/eM9vCsQ38fVdVNXpbCAs3UoRHaWw5OM/+v/81/w6PE+X3z1Or/4H3RQERhMiEQ4QcdRQGgr3ywBx3ovZXRyzGz3IsO0Jtahj6b3JeiUSMfM82OuDwY8OTzh5pUrfO4Fz1u3H/HgdkIq4LQQKcX4+JiDE8cXbl5ne73PyUR46dI6gY/Cs552ebw/4s7jKfNSNfJLsTtY46//6i/zhRdjjkYn/PF33uUb33mAa9bT2tBgK8HVwZJvW9sVNawNBvSTLp0ILuysc+3GJR48PObi5V3u3H9CUfu2xyyTWc7N65/hp1/axVlPXRegNJFWeOfxXlMT1rxzGlvlGB2RpimXz3UCXaQDnPDGWx/yN7/+G1wl40OJuX5RsbXWDXST3nBhfYDxJWI1Xgtx0sPaKSrqQD1nc9jnCy/v8s239rn7ZMruNciKEf/1b7/JzFt0B6QC5T3ihWpS4UuH8qqpIZSQE3wWmKlRWkpA6tNKDpFAfSa2yauz/L79q1Y+WwTsaUonms+8tM7lIu0nDZCm7Syx8B0XhKIQayFWfpH39xLqpWVl3bB66tU1ddY7VcvLBSAhPJ965TerWxTGKzKafiecN4o0RglVrTBn1/GZn37itkDCNbEeoxVrfUVdVSAebQXrLLl1JDF0YkcUNQlLDLNcY4hIjaEuHc5rnCTULpB4G6NDrlB7ItHgDKXViDgiWgtDt2KxUVAN1H2RbZXF9TWB0eaKV1GmEGvPegrFrELwVHVQAEhombS9OcBEaegsL45ah5Ak0LQf92hlmGdFKJjXhiKrmY5KfGkxEQh6gSoT74L1DuioadzrLLWtybMMhaBMsOIqG0A7RguIb2o3NVGk0TrBiaOoa5QJAIK61hzNywXISIkwLjwPJxUXnGNrLcW6gnlR0e0JeWWpHdR1yNMMU0U3DkQASaIxqSJS0EkMlTVoExMZg3WB0cRKhdJlyPdIgvUm8GA6qHxJ7qF2sjAYNB5tFJUVJnlFJ47Y6iuq0oI2lLVmPi0oqwplOpRFhVYh5DmrPbadcj4wUxSFR1wAOuEVcRIiBcYEcFJZho7lxsDVSxfo9PuYUnOUwMR7ytIioigrS2w0tbPkRYnT4KwiSWG7ozGRxtgOT9cr7ozKhpmFhWGlFMSxYq2TcDi2KAWbQ4OQh/Igo/i5n/s6aaz41V/6eb702W3+9b/9JtX8hLhzg1g7Xv7sRQbDAVd2LuHdDaq8QOuApg4uQ4QWj9QF3lZ47ynzGePRCba27B3M+Re/+2/4zu4l/t5f+0X6cQBgQVAKzlkUQu1Cfmw8KTBRSpIo4iii3+mQmlAiU1Se8bwCErbW1qiqY/7ZH/2AOw/mVAV4E5Rr7RVlnvH0eMb1tZjt9XV21g1pJ8KLA19z/couL1+9xsHRe2RVaEUWaYiU4tqFDa6d73P13AY7W0Mejxzff/cRKMXnXnqBo/1DTo7GaFEUeFQMVuDNd97j//SbR2xu9Nle7/LmO7dBJfztX/tp/ulvfYN7TyboTmDssTOHVz06icdGRSD38A5vDcY0gA4CE0+3G3Jkta0RidnY6JDGUDTOw/HJMftTz7WBcP3iTqBjVIrNYR9tNEb7APhQgdhfAfgpeVGRSoXX8NL1Df7w+4/44Yf3ubm1wcH+Q4oqI4maCFgUBLs4wc4si1hEq7daR+ZsoGv17Vn5rppjKAHV1i+0MlwvhOEiBdZM7NNh1LCGTRw6RlS1LBHGWkJUTtow7ApATEEnsSSEFIcTmmjWUqF+/Aaada7C3G2dtxUuARZSvcGSPXNbuQjraNjGoPaKynu0FrDP+S2fKme48D8bxR08q81BhFIQxYayKtBKUVSGrPLklQ9xa63Ic8s4d6RJvGgREpmAfJpZoa4jEqNIY78Y2KZCDq08URSg4rUDFQla13hxjfcXWFROUeyxGtBqrZbwatjVfO5KyrlBTVWFHlqhXs7jFNzdn7K5luDR2KYoVEEotm8gyjSWzrwMcIs0CU+uKELosZ90sFYwyjXQXsFJHfodesFEEkpOogjnhap0xF0DxocSDmVCzLt2eG9DqEOrgHZ1kOcQqyDQp3NHXi1XiWpiKscZ9GNDtwrpiLr2ODyzmWNaaSJY1DKKCkaWd5qodCgd0U0iKm/D8hYhqCVNVQneR2hqHB6FRTXIvnkWlCzSUDqJwjchZVEeExu6vZg4hrIQoiRGY7DArHTYasI0qxjNC0aFMLcGFxvirieqHMZHmChpwAag4xgTJ3hfEyUG5zRaO7RSxKaDjixpHONF6A77cDTDetXAq4VuL6KeWYoKTCIorYiVIysr6lJxPHes9w2XOz2eTkrcPICFlIJeovjMuTUGUcpoeowHzq312dnd5fvv3kOc5+rFHb7893+R9eEmV9b7/PrXf4LtzSGg+Pff+pD/y2/+IwbDNf5f/8f/nMsbQhyHym1f18viNWUCAllA8OxsG77w2g3+8E9+yP1Hj7n/W4/QRMzrhP/0178UEq0KqtqG+eo8iUmoy5JHpUfHEVo5TBRT2RlCQhxHVKI4GI3x3uIVfPOte3z3RwdUpSWKDOs3B7h+zXSvIp4L89kcYYtYRyhtcC6sUUQz6K6xu70RwsM6FIJrbTBxhDKhq8bT+Zhv3Tmgd2mIuaUxxHzh9ZcoJxv8u298HyueykJVqEDObGtu3XsM9yDuaTSGr37+JqmyXLuyxb0nM6g0Pm7kR+vIBx2OR1GUFZ3Y4KVEqRAqFe1QWgUSEOOYlTOiGCjCmqrqmodPj9i8pKltHbp/OIevQy7KlhVz5yitpaoqnFV8cH+fjx6MiHSBqxQn4xEozx/92bc5eLKN9orh2mWuMeLu0ZTa20WVjY5Da7NWaZyKIrZvzoYWn7dJE75v5lKbK1OiF8eR5Y5nwp2NpFce8bppHq1ROgiYtoRi4ZmqUwzQOB8RpUJfG6zzjCt3KgT63Etu9Pciortyz4tyOWFBgBHypCy6YNA8cyRE5GqrkIbiM04UYhp2tOdsn8IzbLwOGsWoYNiPWetqIiWUdYH1Fq1VyP0lkESGOIopKxfap5xM6KQuXJxzaBUS/lUJlVcYE0onkGAJlg07eaQDUbEAxgQrzkkHwbCK4Gtj154lSmoxoguv1nNtN+Wl84JRFteWZehQTjGvPSeZpXQlUlvEV6GMwykUUShiFheCcr4mnzsUmlgn1M6TVRa0pXY52iWIDr/xAs478szhbY02BhM54jhCVENDZAKVN8aE8IMIde0DZF0cYgLazNeC846irBHRzOvgMUPrjQlGK2ovZHXoa9iNO9TOMpt5CmdCuYoPuTjrI5x4NocRs3nJvC7Z8LAWEZSwqBDG0h6jaoqGacjEClU1eVxpCn9F8MphtFmQHEcqtF/xynCSWV64ss7aRsxsUiHKYJxj76ji4DBHK2Fee+alMKuFwgq2dlQIgyiEXY1JKOoc70P9mHXBE3SVa1hApGleDJ1OQqfToaoEVykSZdBG0+2l9Lc6MK04zEaIeKx3RMZhRZMXFaO5I680gzThqLD0z3fwxwVShQU6PJ+gEsX2oId8cABK84WXX2TY7XLr3j7zGtb7Hb50Ywdra6Io5TOfuYarLTpS/Nkbb7K/f0hZeipbYm0dmi8rMFGE4LF1hY/SBavHn37vPf7xf/c73Hn4dMHeD2C6nh+8/wYffn6HK9sDBv1BUxsXeF9FCVmWYzoSEKa+IDaKqiyZFDXaJKyvd/naFz+DUXPW+j0ubG7hrQUVhP7DhwVrlzvM85oumrIqG7q3UHMbG1BNsbQoSxp5mmKiIDmUwVvPPKuYVIp/8kc/4o++eQsrDmUMtqr5L//5NwOoSIIsKK3G1yuSTgKSNe5o6szxnbc/4oM7j4NX58FVYb7EsWY6nZKpgtpltMT6zoN1GutrJlmOdUI2z5hOauYVHM8nfPf9J8yzpfHsxfPbv/enfG8zRYlDRKOMJ45T4kiT6BJjIh4d5phOj04nZX9U0t8yvPLiVTqxoy4HfPD4hLTb5Re+9jJdJcSp5mR6yD/65rs8fjjBlkGCRZ2UNFWYxDM/rPCL8OdSKZwSy88S1atvGhdLmZZQu4Xytn+Csb7wLtva2FbWE4xZjEe51lFpjxEsDtU0KJBGNygJbC+6a4h0FUSsDYd6pkd3VjfpM/uteHsioB2LiKAynALRtLctisbjFzoG4tgtDPQ0+Uspw9UwrqDRXNjpoJyldA4wVHWFc7B/XLLVjVDOYxUUVcS0MhydlFw9n7A3KqhLxaVdg3OerKkn66WhpZEVsE4tcn5GN7HoNtgsBlEp4bHopb6TpZu+bCFyunWTKE1dhwcoEnoMRnGCtwHo8+Qwo67swuJJOwkohReNtwSvQwSNw3pH7XLiVNFNFZExOK+JEhPyYgo8dWBn9xpxgf09Sgxaa7RS2NrjnAOxKG2QukmSKA1E4cErSNLg3isNKvJEscdVQlF5rLQQfUHp8FprQTnFvPZMnCbViijylBUcZzVlFepuQk1eyE1lRyWV9cFDVAZ0jImENNFEUYwoiCLQyiI65DS1anOfgklCvZN3DVmCC5ab1k1uwcK8dBTWUNsQCsrLiiyvOR4XHGcuGEXKoY0hs46kpzj/wjpbL6WUj8bM7sT0uzFeF0QRxEngrnLegURob1E0XnBkcF5RliVxDChLUees9zs8nBb47pBqOqfzuQ3KRyX9bkISKYoCZpWmcEKcaEqEwyOLSyP6gwEMFfG6Ixlqjg4d11RJEmtKC0Z3OZ7MOJrMAc2fv/EBr139CljBSYmJE+4fTfiL73zIH37rB4gI8yznN//xf8/f/JUv8nOv30B86FYiCkyiKOqgKPOi4P/+m/+UN9/5KIBSGtdBSQh5/vDdD/lf/R/u8fLNq/xv/xd/hxhPWZRo5RDvKL0l8Y55mdPvBEVZFDlP9o/4zIUe9x4e8d13fsisNnzuxZt86ZWL/O5fdHm8lyEIrq6oZgopBRtbnFbo2CCENWGtRSsT1hY1cRxySy1BB+JQzuFKy/c+fMQP3rmNViWxdlRFEPhlHrSQ1kIUB8S6iXwoM6rD6tYx1JmFyGCtpbI1G+sRJ2O/QP1bqfmdP/gz1mLPLMsovGCtI4l7bAxi0shTe0fSSRHrsUXB/f0x3vT40s2r/Nlb9ygqv3CQev0+v/LTN1E2wyshwpAYgxWY58d89GDK1774KttbHfYnmtdvbvHk6Zz33n/MhXPrXDnXY2uYcjydY70hjguwEf0kxjRrX2sBFdaa95puD8q+o5rZ07mx9v+2nOCTFKIsdxLaPN/qLuH7Bc5GLU+yWuKgvWqajy8vRZq4ptfhPEpCyEw1VJnOmVD2of0C93HKKXvGtbdRW8WKV9ju28ZMdfBxvYMlgmrlb/M7L6Fu0cSC12BEo7xedOF41vbJYdIFtVQ4i1bCuTWDK2ucBMRgVjoe7U95epBx47NDal8hpWI8rfj+RyP2xwXXL/Q4nNb0UxXChhLCqdZJQHNKqMlDQh2bl0YBKPBNSDQway7J5YKOPM1b3vqximXIDhQRnt2tGKianJnCO4sohbiIk3EJ2CDUJWpQo3UgXtDgm1a+SjyVVVjr6cQpOtLUDqrKkXQSojgFGo/Jt7F3oT9IggJRoc9c7TyT42Nqa0Mi3wWkrUfAKeqysbi1xhPKIADWOgm5FU7mjtIqUhPYIbRaprOVVhQ1ZKViNgtWfFYL1oHHL5BeRaWpJISZUxVyZR7Ph0+OqChIOlukbi0YCMpR2gqlIkys8SYwvhgNtc2onVCLQWppJn/ovmFiQVmhsnB0MKLrgyFTOeF4klFaR163iMsQxhAMUaKQ2JGdGF75hdeRL0zo9nJspukP1uh2OiRRStGEvaQtimtqNqs6GDWVd1TeglaBZafyTMuYzEfspOu4ZB9b17imVrKw4JSmkyreezRlOnfoAjrdFJ0oEpWAK5keWdTOJufWMx4dz7l29TKXLvT4nW+9ixfNa599EeVrdBTqx44zy3/x//7nfHj3Kb7OAlK3KPjGv/8mtz56wOf+b/9rNtMqNI9umE9EAifqk8OMW3ceh5zgKWdBmI2KBmqekTxKKSqLlgAmUkqhvKFyEbELYW7d04iq8Uoxy3KUCornXnHCo0cFj44rXnzl61z7yiajN+rg4UUxdi64Egpfcev+Hv6r14mi4HHVtgxlaM1078VB9GoViDW8wKjIeXS4z/c/eo/xfo4rl+TLNDWlrTAr82YhJ8FZaWsyvYX1jTWuXBhQ5iWDQTBmtZosmjiIeI4mU3aubrE7SNCdDrvbPY6ejlkfdLiw3QWxCDEdKn509yk/+NDS61vuPjwI/K9qKUsm0zmRTjBxK6U9tbPcfXBCKYqbL15hrauY5Qc8emC5caXHzvYGr14dcDga8d6dI8rKkWWWSebZXnPECrJiQj7PcXWgIFMafO2bJFdMFEdUeJRpE2eyDG2uhkzbTUODC1qRhSpQQLaUcau/kbYgPijiFXei+bdRnE1067QHp06/hfAspe05CNPCExuwSrCN8j5Fa/cMB23x3XO2MPwSCu5bT7Mtuj9zvHCsNlKoaKXjX6q0og3ithM3joSNNSjLjNp6srLi/Xszvvf+HpPSc3F9hhHL48OKJyclx/PQz/BHd0ZU3nFtt7doEJvVjrKyjGea1CgSBaVTOK9wNoBXYq2bhyGE4MsSSXrqsa1aBiujF+aAsLYWcXEjwtYF4h2119QSeE/nWUGe58SdHnHaQWqLt3UIBYnHunANRpkQpqygrjTdQQCiFNaT24qNZA2HIdYhP4gOaMdgeoVxcHiUMdTOYyIDBVivG6PMo30oFvUOaiWgHMaHYmqHxZiISBsqNwt9/bRqPNaA2vO+jWAorA/UW86G0GlkoGrupXZC4YLRYYzgGkvvYDzjzVuHpJuQDuDGWgSSEvmINO6RZyUnWUXlPbEuEQ0z75kjVJ7Qaipq2HA8JOhAzo4wnRdMO4YoSjjJLPPCh1Cvksab0NRWQhjPG6qy5PjtHJn3+dJfu8AonjGshogyOC+UVUFWlHTSLkpCCKyyFVYihiQIAXm8sXGO46cH2CojNpr5CHqbl3HMA8OO8yjxZAUUNjTTnVnPwSSgZsRVTI8UyVqCzYSt6ylK53z3R4/oRwG4dOfefZTdDIhFQg9FrTWxibHO8+13PuL9j+7iXbN6BcAhznHn/m3+8Dvv8bd+5hp4F0J7NtSjias5GuUhNLkKX2/aDrQ96bwIk/GU3/q3f8or1y/x2atrDR9ugbgIvEETSONVA5YwLuShe72IbFZRZDUH1QEfPh1RVIpIR0wPS6SqUAI6CTm8b//gbd7+ystsxDnzbMZkNKOqC+alZ5Jb7tx7wjh3WB/aU1UOjoqKb3zrLQa9Hv04InM1pZVTqPskVsRKsBJiXWXDw6laiL/A5155gb/5sxfIx3Pu7lWkXeGdD/cXlGkC7B+O+PLnrvHalQ4f7BVsrG1xY61PUc55/94eVe3ZXN/g2m6Hl6+eJ02HmMZ7+eG9x7x5a7LAIUzmc0qdsBV5rPPsH825/eSE69fOs91XxFpQYoh0l163op9E7I08Wqdc3NpiZzDA2pp//c07/PG338V86QKXtmNOsiwQSygBEyrO68yj4ojZsQ0RD6+W5ReNkFNnhb4i5CJacMgpipimg4oLaNsF46kssoKNkFy+a/3BVdBl62AEb1mtqoXwWjUfqNZgEKrKsW/D+zhaGjTAEiGrVk7Q/JXVz5+xKUUwklqv8Oy+rd4TKCtFpA3aNGVKXv/YY38KBhq1tEgAUY47dx5yt8rYG5U8Pi4YZQGlKAjffLvAe4f1ulm8AQV6kpcoFLefzskK6GjPaB7KCcrKczgOwhoRnNcNGbQ0HJUq1PLpKMSsV3hIT1VrNgp7BfNDG+m+utvHOsvRSYnWJUoZojTQqFlCjeAL2z2oQh6kVWLOearKhTCQcdQ+sGzU3tHtdYljjapcEyIMdYQeE8AwArrxnn3TXUIrhYpi6rxEK0+c1AQxZUB0QF+WFgvENMpFqaZsQYCgFH2TyLYCXd3mV4MVrlWo1yxrmBTShPGksWo1tTRoK8LnvjHJ1ocdHu5PKeaOsvC8MzshfrXLpfUEay1KFHldMJqWWBuANVbFjFWE3x7gj0dENeE5ROArAprRg9aG0gcqOueFo7HDiWFehQhAYX0Dw1ZoEwyHNO4xqcbs3X7EvTc79H9qyEY54lyygbECceg/p4wi0Qmx1uSTjOPJDN/ponRC0jEUlebSCy/y4MOPGGUVB0eP6fQ2ufL5NeoUVKkpc8W8LKnFkGrDk8OCTtpBU1LU4HNH5Qp8qpk+MRiJmM5LOhvDkJNyJW+9+z6uQW48ePiA6VVDJ+mSlTXf+MPv4X2AyusEfNFwJyI4X/Ct777DX//qC2ifhxY9Ljx715K8K78MFbEUOq0FDDCdzfhv/s0f8tpnP8v/5n/yV4nEMssCxV2SakwiZM7hGgL2h/uHvPHhPcbTIyYnFluDtZZ/9dt/wcloTt2SSTd5e1eHGt7j42N+87/8N3zp5iWiyJEkHeLYsBYbNgeQX94i+eARtfMhxYCwZuCFy5u8uLuBeuUF7h/v8/vf/xBnZWHd26bEqkMwHZ2waLnTOB5UpUW7iDiOyasJa8MuUWRwtQvyVcA5j5OINOowPjlhbU2zOVD0OjFffPkq42LMm+/ts3eQcO3SNhe2OigpqGvHII2CTA+BJcqi5MnRDNWref/WAVs763z58zeItacomty3tsRxh1gc2qSUxZii8kQq9NK7srtOYhSzrObJyZQHBzXzvKBucpBS0dSTOnztMd0urvKIbYzpptRGtWTWq4K/VWTKIMYF0MXqpggkHqiGrqVhSTKqaVqwoqVWFOWid6AKIcc2vKgb17RFvCoVSpmiADFvKC0D365pQt5lFT6XM9e1IqSf/xnLz9oxUKopf3lGDrLt24AN+e7SahId+Enr6iy3zentUxF1L2wMJUyzjN//7j4t8aq0AV5jQujHNkhPpFGGDUWPhHBm7TxPR2HgKtsOsae0UFqFIiThQ5GsonYhDm2a5sHP6xjQhkuDjFgNdQSU6uFxzpde6HFhezegG5VBa4VzwtEk5927Gb2uIasdEvo0oSSQ98RJuCelNalSFFWO4Oj1QhyntoIXTZSkOGupXB3ceRXi5eKTgMQyChM5vPWUuaOqNIo2Bwq2DZGiCNnhkH8EwfmQxK5rR01g7wjDGkaw9RBa7j0nPoRTcxcmROJYi6G2ntKrkJ+VQO6sCT0RdzfXiWPFoydzBj3DxppiMhF2+hZnHM6FMonCVjinGM9hPPUc15pLP/ECw6tTHn/nI7wVSgQnOnDQ+uC56Nrz8ESYZiWzQlP5xpp0gnWBLm2w06EcldRFzfGdCWKF2mcc3RszfrVHOcvZ3lrnjQ/u8+h4xi999XOsxcGDTpMI7QPwJY4i4jiitBUf3HqEtUKSbnJ7/xaTDMaMmB4N6X75PNtqgjJQe0tMgq2E40lFXipc4714caEWtVKMCouOfNhvPgeErLYcjgK5syjFex/e4+hzl4hdxqPxIe8/+IDXPn+JR4+ecjIuoDEWo1gRxcLjJ08RbTAmIEhFK5StqG3B4yePsS70f5N2QZ5ij249zWAQfnTnDv/k3/4pifHcefSUJwdTnpwYTv5FyPE9PTjicDLHqoT49n1OZhOyKhhv4mH/aEIniakNRJGiqv0SVa6CQixdwU9/+WW2u8HSjxTga8R5uvGIngp0glWzED1wcFTxS1++zGbX8OSNpyGZsWysFwxjC0kT9jcLwRv+VcDJOKPwJhiI1uPqmghFscKSJyJ8dPuAn7y5zc5Gj24aAzkQftdPumysr3Hz4jpP9ma89XBMt5dyYS0O6645UJAlnh++d4fJesyVy1usdQwun1Epi68dVmniOKLTAW08cSdFqLC+CjlBJexu9NkapkwmGa+9+pNoe8Qff39CPnLhzpq1rBq5WVdFAM+0oUrVytPTeku1bpAGjEZHgrerRpMCpYNQ8ArwiPaNt93UaTfE2Msi/6XrtPA1TsU39anvQwupUB2wKLIHkggio4ii4HFnBaH9XvvD9nCt/F79/NQFLP8qacRigxJu9czq71qjqb1ca4W0C8ot+Y6ft31KZRhwmjhw1Rzr68YT1QvYt2pU/yrNa6CRWrLDKKShy2nuUflArMzy4kWphk5o8WnoACAaxYoyZOUZnRrEFet5JRhgm8WEl+BVSTs4wigLqMQ0MuA8trZUXlBm2aTVaR/OrqAoA6wwiRy188zywGtpjEVrE9oXSQOECY2qwhjp8ERVFMAvVe7RcYO2EovXitIJRemgDt6Vdi4oPNeEBpo6m7rpZG90yM205qw0/6EUtdOUNpAVFM5gVMjRtmHq2i8n9rndIWli0NqRJoaq9vQGfdY2Yipf04ljRFm0gdJ6xjMH85rJzFKRMBnVbF/dYPvFS8TTHKkzypMSVwardV4K/Ri2B4aqAGdC2CWKgleuvCBGM8oVVaXBOhwuzDOlsEXOeH9G5Go+uvuQf/tH75JVFVsbG1zZjIhMB+01ZT3nsy9cJNGK2ipipYiinKPRlGQS8dq5Du8+zhmVlk49YfKhUO8mlGUAFw16UDlHXnkqB1uDDnlZkzVKHYJVGkfQ7ahAAq4U41yopbOYi8NhF29L+oOU43sz8mzOvYcl1RykBUUgOOvxVjg6OuIv3noT73KKInDLzsuSJI744N5BY+EvjZ924gfhT5hXzZwvypI7j47427/4Crvbmr3jgvnM8XNfeY2NtODP3kz49lsV57Z79Dc8792fBLR2s3YEqJzlpWsXyKoZD/emYT2vrLXReMatvQmbLwwR5xBl8U3oKhIPRoWaUR1KBWoUm+tD1gY9jPac39klUvdwuhEGzdh6paia0KBrjVsli+jf0ckJReXp6Ioim/P77z1meqYdkgB7h0fMCgdScpKVrA8DglopH0J2EkKHu9spg84aR5M5tx/kPJ2Up6TI1voar1zf5vI6aOUbogdAOZyEFR5KszxWC6VLURJKtSQKKYJO2uPihSFvfjTi0eGMC72KtX5AzVpLo5xCuFIZRWxivLKNTBRWb+6MCYRC0HGC6BjlK6Bcij4dvE1de9ARYtTCWpaGy1S18ee2gHaxtZG2sJ9flbsr32stpMaHTkQqeJCmxTAotbg/t0r84k8daPFS5OOftzfaagmREHFaKufTP5GmvrDd3wvkWQPgIXT9eN72KZr7tgtE8NUcV85YhGdW6X5OuaxCO3vbcHIb85ZF7yqNaQZOfACooFs+yACIaMkQlPYIEaiYFsXUUgUtGEoa88HhcbbA25LIRJikiyKi31E4V1O4UC/mnMJ5jTaBpgzjQJfMC8X7D6c82JuxMejypZc2SYwhbTglvfJUNRhj6CShe0BZ10TGoBvlhA6J67xy3Hk0ZtAVLpzrkupQw+itZe9gxtPHc5KuYnvTMBz08caHnFJj2VVVCJsq3YSpfKiJtBDKLYwE5SYKGrBCCz4ShNq11loQZE6Cjm2t5xB6VcG4jA2DHswLz/p6h/2jjIdHsDc75oXNmFeuXyIvNEezgof7BdO5DWjSSIMuefr2LU7eV0Qe1nueFAEbDAGlgmdtracqK0Q0pWic8vRMaOllTOAyLLISceHJejRae3SkqOuC6dGMvBDi4wlFWeKd8PY773GvG/NLP/069/cfM0yHdNIE6yzzIuf2g8fYvCYVSFXNcE1z7xDqOOXyhYRtEaCith6PQUdQlB5jNLu9lNevb/HnP3qK4BfeN0B/0OOFywkfPBiROXiyf8zmEHSsUSYiL2f8yY9uExvF3XuPSOiRmBSikiJ0q1ys4OtXr/HrP/85Htx5QBwpep0evX6Xze11rly6wLWrO/z3//6PQ9Tl1CqThRxrv2hkHFXt2Fpbx1Zzbrx+g6qq0CIkUUKSWEhK9ifHfPC4YDSpEdcIRzz4QHP3137lq7x3+12OZjnZvGFqaueP93RM1JAkKHTUxXuHSI1KBdc6I82mAVvnOCkRpxjGMemgEwqzJ36JkHSKuFHMJtbUtpEDjQwrbc04y7n35Am3D454NMpPCen2dRRF6EihjCfPZzA0mAYdbsTSTTugIpSUGBV4V9c7joPJ9NQYX7+yw8VhqBOuXUBsiBJMHBHpYMRZb8EKvnbMygJtdMAUJAorGcpE3Li0wRvvHXDn4ZhLn+0hRYcLa0Mej6ZUwWYPz9NrnG3rTBsrYfWCVnNqigY9H5TuQtk17o/pNjRulW4FKS3htm7nj25o89oI0wqY5pQTpViS0LfzTwRvoZRQDRBrSMyK0aSEug6NCrRaIdJpH9QZA2Yhxk99ePrB+prTumbFNmydozZ9uTQmFJUFcc38fs72qblJra2pymPawo7V61aL1+3eK6HMM253oIFSWBuEeRLRuPxBMIfSsVDE2xbWB7RVjGjdKEhpBLqjLseIrzBxgo7XAI+1Y1wxxylDoreJkyHDXuNB4dFa4ZXHlo5UhxZJaZwQqYjMCrefZsxzi9c5WdlDJwk6AtEW66AsK0wUcnnjGdx+NMWL42TsuNjropTFa82HD465/+gYlMdxiReuDADFZOZ5vJ8zzQoGSiN0A0BCh/CjOIUtIVIhBCuq8abrEL4trUVrjzIQxaG+0qMWDBGaZX0mCsQLTgTpRcjMIi1wQUlQVhom2YT9POX2nTGzvIRYEw0SpgdjHrsaYx5TzD13HuYcj0pay1DVHhMRymvmkJgoMBJpIVYGoySghLVCjKZwNTOrmFuhn4Rn6UXjCcTs3gVLW0SQmobDVTM6yPHvnjBIE17avshgWJJlE7Z2tjk3jNkaRJTbQxI9AC9M5zmPD05484d36RmHcw6JPRPrGWVCb3vI5vU1Tt49ITbCSeaZVJ4600wyy7DbJdbCw8NJqHtVKysPKKqK4zFsDvtURcGDJ3s83G9kurO88c4HXD/3VXb6Xc5vr/Of/8/+LufXFb/5T/+QN96bszAzlWK4tsbPfe01OtVs0ameOEI6MWU55TtvvE+/k5LlNc6v1IW1a1QW9iGIsLm5wX/wM5/DKMd4VvHHP/g+O5sxL15/ga3+ILAdKc90MiPLPHpRriELIaLwJMmAzeEWOy+c8Pj2CXYezO6gDEN5hXdNyMp5xIR1vXdQUroAaW9XvweKUlFVlihWoCtMlJD2UvJ8glQViMGiiJuwa+38UoQ09rXWwv1Hh5zb2uHl68LB8R7jeX1KJgmwtblGasColNmswJ9Pcd7hJZAbOOeobXDNrPdgBEvoq9qS/guwfzhmUmyxu94JudsmzqSjCKUSosiC0iij6ZkKbw29bkzpDFp7RAwozcWtDSINb//oNgO5wMULF/gfvXiR/89vfZujrFw8RBUHVqel99QYw6vKY+EpNaO70iZEmeV+viaEFBdlEfpjZWiCAb1MZSkXjDRpyywapRY8t4a4fTHKIc+vtGYQCbZ5Xoqgj1Ujk1yj/XQ7R3/Mtjj6aii13TSoiBBZOasQm/1b/6w9j3dQBq7As0v4Y9unUIYhF6cRtJdT17CqDNs3rWZe1fBt8YOopj5ENeUUzci1JQFaC874hdWimzFXcupwi/i2q+fUxUlo2Bh38boTuu561xShh4ejgbV+yEd6H5La1lt8JVijyOY53TjUBkZRTK+bkuUVKBVYIbQNpM1GKJ2irIU4ibA4vv3+E54eZygNJ9MS63a4uJvilXB0HNqwRBF0Uk9tbVNnaElTTx5LQ1hvSBMdKM8ST1WAsQqUwyuFisFXIV9nvGKUWaKoqaVJFFI346sDLyAioWawDoWp2ijMoINZ65BGOeVJziKw3qz68VR47+ER0he0NZgYpkdjfCEcVhZfT7Cl4mRcLUJabQ2o8yrMJBWaNXs0Ng3CMFYNUZVXeBvo4k4KRS2QNkTcYfE0IRXf5h3C5HAhuYktLN1OzSyteWvvLqPpnM3NIToSjrOCuDPg1etdTiZziroA7/nM9XM82LvP4eNDigzoKu4eBkBMfTznR29VuOmcg6lQ22CkjbIQOldoxKScnBTUzp0SRGhFL+3wi5+7gqsrfnv8kHFW4VHoONzD8fGIH75/n7UvvsjGULPRjZhNZtx7dNggs5er/dHjJ8zy4I0Sx0QqeERvv/eYOOnzCz/7Bf7dH/0A8bMgjFuDsBUA7b/NWA77PbbXYuo8p65nJLoizx1HJxnZRszJpKSoLRqHltA+rRYJUbVmwRiTkKjQa3J2WKFNoFxr0xfDfo+7d++iqz7Xzq0RWcvxqODe0xGjWUYnNmHcAEHhRVEWJdPMYro1dVVSzQu8Dz0bFzkrCftHEYF1qkm1AOChm3YZrvW4dn4dn03p9xLU8Rwh5DdDL1BQOCbjKVosvnTYOkLroMydV/QioS5zYp0QJ7B3NObdu8ecTJv6hCZBZ0zM4STjw/t7XNhc58rFPhqPr8Arj9ZJAK8oD2lEXZb0Y5hPC+puQDNLXZN0HL3UMBpP2Tj/Ouc2BajpJZpjRVMqoFA6AiWIWyrERXF5q5/OumziQ7stBGWCZ9jguFbmhwatg7KsV2fNci4KqonOwbIN/Yqb03qPNHWFgIkVGwMoMh868yymYoj4RSaEYo0JYCjbXlOrT1eVXqtDnqGwRBEcEtU6Wys7tYqu4SVtKezOHieIledrw09Whm1I0pbI4omsKidp6pwkKBoJCfYk0aGFhl3W+rUudrugFCEs2spkpKk7N0vJ0yZKxVpMbEElizylc1mITRuFKIUmRsQ3iWiNTgKFV6Q1qRZmWQESqJi0EUxqyEphnhdc3u5hIoNTjt2tmIMjQcTgVYxXIXdlRJNXlspWdNIUVzvSTmibY5JAqnxwnHFuM8K3M1EUu5sJwy5UWU7S66DE0U09IxVi+VFqiFNDZQXlHVpHRAnEqaCjwDnptSMyQlEJXgzeGXwEes1gxMIs9FB0EsKk1gcUp4r1whPOJhkq86RJSuEKdBImrZuHcEo+9axdTZhOC+yoCa96gzXCvveoWi1i8qdmmAS0mDZCrTyl89RFeO6RaZq/2kDiZh3kzTovTQj5TqsAvHJeL2vP2nXYhMiUCNNJRtxR5LNQHzWfV+wdTtnfH9PtrPN3f+Emg06PSGuG/SG9QcqV80P290+wtsbXUFmPVSHpH/c0GyiurqdkuWVWauIkXMvBzPN0Mse5kHdo9ZdSCp1qTGSovOfhwWjZ3Xyl7qkWy/GsoBNHvPXRCZVLmU1zJnl12jpVMMvnHE4qBpsO8cLDo2Peu33Eq1/6DF94+SpVVvJLP/sFfu9PfsCjvaOPr1FYehYE1PJoPCXd7DKaVzw9mbK9NeTD+7fIinUqZUlpSBt0EIBKB4Hb2khJEhOpwIhsZ3PKSUv8DVEU8wtfe42f+ewmDx4f8sa7jyiqktEMfvrzl7hYZ3zvnfuIt035W8NQJBYRT1YWZKXlyvl1DvKMrM3DNbIkeCaC0mE+iFcLi//K7hp1OeGPv7NPoj1R0yE9UooLOwMePZ2iFDx8tMc/G0/4yutXqLwnELa2AArH2ppB64q8sDzey3g6KqmNCRGU5rko4GQ0YTzpYhAOxlOOphmDbsqFHUMnrqgFlBi0A6UV46yis5FwMp1yru5isBwcTrj9ZER/kDA7qijrGkSTxCmDboJSOSrSgbQ7VAI31Get8gnebEsK0/JrqlYpKRfC7j6U1UtCoxzD2gkAHUfgOw7sXarpjqtWFvPijIoAIgwhABZaVdqEVKMgm44sRjeoEhXqlKUNeatQplTUkMaCOMG18mPFuDzlO61GOVZlQDPFpWKp5c46XXqp6xb29FmF+JfxDGs/x+UzpA4IysWwrWpYWeA60I3Xd3Grx2hWMp7ZhfrUmmBBQchR0MB8UZgmSa7QC4WqkJWOzQ5cBVG3Ob8mTgY4V4QxM320Nw07Rg9w6CgCXRAnBiMKseGcnpBbe3w05/17J0xnJS9d2aQoI249mXDnyQiUpvSetx+NODcQzg1iEq3IcqidJSuE9+/lVEXDmeeC5zmfO6rak0SOC+dSPridk+WawyPLzkaEFmF/ZHl6UGNrYZZ7HhyWnN/2pCogNstciLSipw1Z7oOBYAWtYvbGM+aFRZxGx5rsBLTRrHUFZh6cpvKGWhQqUjS0NHSHCeUkRytLXgYLUktLB0cgCFAEUE8S4Ol4jWpyjqJB6uANLnubNVR5KHAKHwXUqBiFijxGNFFkiBrWnTgOrDVoHYwW3dQ72pYz0C8BVz7MMdXkI9BgKwktf1DgYT6fc+dOhkbx7Tc/5PqVNb5y/TxRHIXwjKvYXltjc/Mc4/2HTEvIm9zY1s6QC+c1T96bs58Jg9ggVjA64njmOZq4pRW7+CcIaVc5irrg/Yd7XF4fcn7DMc5CVl8ZDVYwRnP50kUuntug23F4Mfzp929R13a5PpthDAQQwmQy541373Lp/Dl+9sufIeomYMFox3/0N34CJyX/1W/9SVNis1x7LWBAidDr9viVn/kCh0cPeXTgOD4pmM4dxHP6nS1uXrrM0fgp7xDRWxdk4MjHIafrdQA6KBTD4YB+IqRRQtv4oOWDvLC7wxdvXiAxOYNEcVAGdK2JHMejnGG3aaSqwjPGhcGzdcWjR0/5/b+4zeGkIOnGATLqlgPSplhcU1VAOxcCyoST6Zxeb5Ob1zZ478PHuIZXZbg2YG3Q5ZGaApBXNflxze9/+xYv37xCXlWBaN4HA9vVjr3JjPtPS86d2+YzV1PeeH+vsSkUyoSQvaC5+cJVNpOsYccS9icFP7y1x+7OGlfOaYa9FMHT73rGRU0nMeT5jHwGD/dGeB3z6qtXKG3J4/19Dk4qPrvbQYujn5hw160CkRVEPM38l5WxWBX+AeYcyr50iAKh4tDIQDs6W1DNhHq6BH8p7wPNJE0dY6sMhTOruvUA/akQelsv3RKd1FY4nlq8E5xzGJr1KgorAUOAFypAm2VK86xOagv7Fc/elAEVN/N9FZUqSwdWrY7P2RN8QngWPg2ApjoI8fwFJlWWMOsoXJhq2Cd04wl0kijwcZZNtleFMgNvYAH1FRUS7MZjVtFKWgV0oQRW+DZ2o3WEUXFI0uPxvgBfoLRDRXEIVTQBXaUDND1wJ2Z0OsGCqWoIpeklYg1vfnTI8ThDKc3Dozl7o4zRvAY0JtWYjQ7HlWV8pJkXFTd3Eso6dKGw3jOeWrI8AAik8XZG05x3PhS2hobHxyVlKTx6UrC3X/G5m9soXfH+/TG2FvAGlwnHUmKt5fJWitSe/YMpRR0Yc7ppTK+rKArhZFoyK4N1LSJIFpSaigSrJLR+8SEkZVFI1DwzE/hRfe0CbD+XxQKTFontFWI1+bjCxKDjEH6lwfN4pxYLdGmShRUUwisNSi8Geg2dVg2xkgYRKsSpohPHJIUjrxTaGCLl0E2dp2/2Y+U0raeo/Mo8X1EGDY8G8yzjG997m25P+Oy5C0SRoF1MkgyIzRFKC06Hcg4FdDoxUtak2jCvLLMqsGWczD17U4drlLCCRU+0WpaKMYo0X/vMZSJdcziZ8cGTZiUbBVaRxAmfvXER7UNXl3M7a7xwcZNvv9mifYEG2FTbmu+//S47fc+NK5e4em4djFC7gqrOwQbl/6s//0V+5w/e5OB4sojkNZGtJp9m+Bt/5et84foWB0PL8eyEW/f2mMwyku6A125cYKufcniksLUw2ndUjkAFKO2zFNBw8dwWkXKkKhhBqkmkKaVY68XY/IR37u5zNHa8dvMSnY6jqi3jmeOtdx8yLyvatj5awpq2tuLPfnCXR8cZooRy7thY69G6fe05RATb1KeqFQMaIM9rpPZEGC5trsMrfR7vj6nrmijq0ktDOU8wraCuLUVZkOWeVNlgtFeWRwdzCkl46cVNIimw3nNjt8OtBxNAMejFTKYlWZZxNK3Y2o2aGe+5uN1jd73LrLT86KOnxL0hn7k8JBZFPs8xdo3DJ4dMjlM++/I5dnpdbDVnp5+iEe4+2ONLVy7TTRzDgUaHmwxGjaNhVFKL+W1M8KiC4bTihzSemy8FYtUAQg0+Vqxd6lHOAro97tXUhW0YsVjUbuNBNXJYtUbuIgzZrjdDC7cJBvNKfSKaJBYubRlsZTmaOhKj8eLxHuZV8NiTJES48B5XC4VdXv6pF62SXBEvq6FTqVgyzqxs7W7GNdiKT6H4nrV9ojK0ZWh+G0eaQScMy7yGooL26SklGAkT1xjDue114iQizebUUiKxR8ehAJeiQTQpFe5LAB06Hzgfao0W4yONcHfBq6yrEV5pRFuUlA1Vmg+ueX5MZCwq7iC+aMKxKtQU6grvEjAJOgodzmvnmwLvYOu89/AYGjJnnURgQsFzy7X3+BC2u5qsDGUlcQTFzDDPA6w7nCsgJPdGGftH6tRDc9bz/t1j0J7aKbRTeBsmu53VVLnlZK8MqMom6Z0XMOx1SKOEh7Mx++MMsbqx2KC1pGkg2tqrJhylcB5UZCAG04tDeUcZ+F8XE60BP7QCSGoHOnhfqm5MONUggJvtlOWmAjWSqEBa7p3CoLCVIkkbUjylUF5Y63b4iddfZ2d3g6e/802KakbbsLxd+Kfmv2qt0/Z9gxs+tVAaLQB46zh4Mue3v/MDvmEjrp87z5duXuLcRkRhHaPKMq9CPlMpRaQVZV6RO2ErMXhfcTwTxlmTK1GQGMPFjYTNgSKvLR89rRbXEwFFdoISoR/rBTuUjkIAQ5uIjlG42oKvmGfTwLUrsIS9hXH33tEbDPiZL55HiUVrhxCD6eJ1QNRiIzb6Ha5c3ObweEk/thAgwJXLl/mNn/88s5OnnEzG3Ht4QKyFThxDabj98CGXtzVWHNPCUdRtzGo1LqUxMdx99IiPnlyl5VBoM3EgPNk74NvvdHn92g4vXu4GBHXcJYo13Y6wvT7g1t6Yk70Tlgw5BEaaxASPX4Wio8++dI43PrpPlQVPZVGORbAr4kFCXleBhB2I45jBoIOvLEYLnRgunB9w98GYKFmj31GU1UK3s73RQbtQ+hWlMfvHGU+O5ly/vMNaqvFisaUC0Qz6HdI4hPUunV9jNjtAvHBwNOfFc9s4XwBQN6xKvQSunO/w7r0ZTw72ib1wOLWcnHSYVYqvf+EykTgm04zx9ARRGmMUe/sHvHULtC15fFA2YfbwDMTa0CWitWMThUnB1bIIj8pKYK4Rn6S9QD6hiIj6OvRtnIMvQpu9BRJUQmi1SVI1ik6v6B/FomVdc4YFYl9C9KGNgwoBx3D3adBAoY6wAes0iPZyQaTtVg95Wp89T3mthjnP9uQ9qxCDk/xsrOjqvs9zPfk0dYZeow10IkIzWScUtcK7EKDVSqFsYzX6ECZ7uj8GpbBKoxONNyFUR9MJIRTptwMfgBPehvi1atpjKx1gsF6FMJL1Jc41BEJNTtE3tD5SgrgKl8wRLNh68UC8ha6WUFcQhfyD8x6jhM21lNEsX0kag2jddGJQYEFHGuU8Vea4/aig23GhNxcJeZ43Voiwiho6zYDTvFY0nc/Dbr4RMEEWeZzTOKfQdThAZEKRf68bg9JMpjWuogETtQaDx9Uh7KvFkzYIUusUtlbEccTGzjrTbB6awHYM1cQuQgpiWSSyg3z2UEv4vBWSCnSqIPb40FM3hL1Wwhrh/7A4jCYcQ4eQmvVBSe9unec/+9/9n6m047f/8A2Op1OcVUslt2qNtiGh1bnbmHsKTqHNNSA6dNIoi4L9e47+OeHOd0741vfu8Ve//ir3n46ZlTb0zHQeMKRJRF1bjKrJqhCuncw94gzaOEzs6XVibpzvMxpneG+4sJ7wZBQUotFRYJNxno6uG3L2MJhRCsZoalfh0cxyIV3X3H5ysAhp+oVBE+7tzv1HlK9t0YlCuYzSCqxHGY33nlp7xMLli2u89W74bDEIKsyIL7/2KqkpeW/vmB/e2eOlq+fQCA/2Mwb9mI1Bh+k84/a9UQhnCwtluJA7yqOUZnM9ZVZYOnF30T3GN4rNxB1eeeEKm0MBZXBK0UkUzhpEORJlWOslgZuyrWv1YK3jxrke95+McB6M1uxub9G9+5hK+cY+CGvTqCa/Z9UpJOVkNucH7+3x8rVzbA06MJnx5ZfOce/hBPGGKzsdRpN5aNQNxFHEbD7j6WjAbFKys77Gq9cHRFFg2/G1I88DlaCgG+9KAaEdmFOKw/GUB/sKRYlymsorlLdMZjPevn3AydQSRZrNtT6KiCTpYIo5B4cZw25EJ9XEnS0Gm8L21h57xxVb5y9zbbtmffuIe4cPqW3jyxqFiTTiBKls6FRTn/F2VpRJCDAI1bwOcUg8qcTEOihCb10wePVKDbIQFJ4ntMPDfVxBrSy+U47omfM7wNXLnVb1119qaw9yttvFjzn4xzlUz7z/hAv7ZACN91hRTNzyaC0sP4yKaiy6pRKoGyhrW1OoJLAstOFLaV3Cph1HyO22BTRNyARZKClhaemBnGoSKUDzLPHKILamDSqLCx0cevEaxhisDYg9i+LWwylPDybUTT9ApULJBTi0NuhYBUZ5I1xdjzmwJcfjkkEZijcrFwBCsERWgYBr+ARXleNy5BBaKrkWWLT8pp1kisDWYIjpdxLyqmBrXVN6hbOBQSJYeMGAENuEheMwMNYGM8nWNYcPDxF8CDeWTawxCSdpKY2ktfiUavKEzVUZCSFtY1CRkPQDkKkcQ+vWKx/idEFBCCbRRLHgKsE1ba6V1Dw6POK//of/kH6qyOcZddUik5s7FpqakPD/aQ+UhfcKzferukArkrXQd6069qiTCNPxJImjlJwogZ1BjBNLXkEBmKRDWRjW+wmdWJhkgpYSJ0IviRj2NKXTfHhY0jcRN3YiiqJm7ySQqUc6oaoSxJUUPgrlJaWnHId2Y1mV8y9/95v8/E99ketbfcQrjsezRRg4iQyxhqwKOcQ3f/g+l7e7vHhlnZuX1onisO5wFdQKby1ehCiK2Vxb53A0WgINmhk2mY7413/0BlfOrfPFly4iTkjSpn431sRpwpULm7x9+yHWNVEF1TBFqdYA0jgLt+4fUql3+OK184ioQCnYGIxaK4wCJxYseKWwVYT3qklBeGITWlIp3eQARZgUlv3jeeN/Qrfb4YUrm7z1Tsx4VKEkGFOmsRKsF+pJtVzvAqPJnD974w7fe+chl3aGvHh5h8/cGLA+jHlyMKWcF8GJaBbd46djjNEcje6yPhzgxPN0FGO0p8wzOiagw72KUZFrg1YkcZeNYcbhpKAoSja3+kRqQKxBJ5pIJxzuH/Knbz1BEOrakXR6vHRjh9df3uC9Dx5y48qQobEUtmY6yZnNSjqxxjnL9394l0eDmvG4wjW9SkMOUCF14KBTLZhnxRhYCr1m2TRLx1cO1bhPlThEJ6F7jAk5eKmX65TGEGrZWp67ndK4n2I/VgIMn3Z7zn194r7P+74xpJVWxOsGMeAyh1SyBPY8Z/tEZdg2Q2xwGKHuy4Ywx+LhLTDerYIMdyS+Kbz1DSLMsHgYqoXo2RASXHhnTSuiNn6Na/42ynEBRWqV6MJPAvCItc1+4X+jDcO+JooUtYfKOvazgrdujbC2TQwriASMDRDmTowQhaSt0mz0YeNGj794Y05eBmaNmVsSJy/HVy2vps1xrXo4jUKX9j6acWu9ywXhA2EsDo5LdncqZpMy1BA2XQyU+OU9N3RW1hM8WQIVW3CZgrURdYJAdJWgO+ANKLt8VC1jTWMyLsKbopsHT0D1eStEcaB9EpEAgmqUpzJgOhGDq5skfc3s0QF+YkPNZC3sjWb8V7/1z9AIo7IMnJvN6MnHJv/KfNKgEoUUjVHVDqIi1C8CaE0UJZh1Sy4O33T3vvbikFdvbLL36IBZGcLPFo/XCh8JdS10Yw020AEqDcp7rI+ZlQm2hjxXVB1NN3VUuW1jhhyMJ/z7H85wLvDUVg0ASTdGnnUltx4cklVv8z//Wz+Fs5rptKBF5J3b2eLCzpDvvXMLIYTkP//yNbKTPb797oztzZRL1y9RFHPyqcUWBZ1+l6qqSNIUDQz7A375p17jm2+8y/HJmI9uP+DX/8e/RsKU+/fmlFWOuCTMbx+iDfeeTvjo8THSxMulWbNL70vwLmSN8rLkzpP9hncYFoXxIsSdHkkaJnlT0o1WDmsdTixxbBqyE1koXGuFj+6PWtuGeZ7xO3/wNocnOaqZ11trfeazeeiG4QIxeGtstgaxKCiqmrtPTtBRQqQtW2spHz1cKZhf8VSc9/jSMzMVL3/2s2z1g7F9dJizPkippnOs91Q4Prh7hNOaS1td7DTlcFwwzzOeHoxxZUFdOIq6Iq+FybzCrYi8R/v7HBwe8q3vBqL23//WfZSEoFRLhNEa9z96/xE/osGJwdIAXdlk9e+qQlJnvlSnX9rS4o4cSnRAlrby0C9LEtRqbu15CuyTlE+7tdfzaff/ccc5e/5nxj2fsR8EA70FvUWGwbkBEgNWmD3JsFnNM4TNYvtkz3AFxuqEMDkhKK2F2bKyqBol2Jp/Sxbyps/dys2plRm7aDNi2g+WZLDSJNLRnIIitUq4FZBibYN+ohE6ik5qSPEcj6dkhQSwzGEWvDoNShph3haQAli/XMhagJi9w7Kp3xFqkUA/xIqAbrybNgy2WgOmIlhbi8nmFu88JlZUZTi+iiXUEeYsZmeUKGwlFGXN2+8eBAqolQXQAhPa2L8ScHZZw7NIxgshDFkp4qHG9+og8FuSG7WcwwvvdrGwfDBgJChvkwaN6z2BOu2MSSloXK2Zjx1VDXURhWfRkKrZqiYr60YwtpmFFUWogxIO1xKuI0o0qgfVxKMaZGubb5PFGCtME95CQ2dTU00ErTUHo4xplpOXFbbpFegaEEiLKdbeMXM1pQ81gpEJqEdb2YaZQ+FrjV1f4/7JbJGry6qa2mhcHVC3raWNInjUEgTOPMs5yQpuPXrQtOkKdznoD7l8/hxvvH0LpWBrY52EiouXtrFKc+fJAW+984j6JeHSbo9YN0ajOI6OD0HB1SsX+MqrV1FK+L0/e5OnTw/54e1DvnpzA6egsm2nF0OihLpyVEqTZXUY/3YpLYRss6YbEIctFXcmB8QajFcNqEjw4hjnY4yKQ4NlL+R5CNPZ3JFVc+ZFTWVb2RTmTSsK2tN58Xxwd2/xoQLO767xIMtCzrs1qlflxMqc88DO9hpbuyk/+ODRx0rIzsrnLMv4oz97j24ERWWZZaHtl63qhtxbyOswZ7/x57cWHvPRaMxv/+H4lC5a/L8iW531ZA2Dz8qQnl5Xsvx8xa4/rfAUp+4lGNDtSU4fb3GjZxSiNESzykkALopfoHrPjuNzPbFnff4sL/FZSvp529l9zir2H3c9n2Zr5VrtyA5LVBdwEmj4YqB8/k8/RZ3h0mpRulF0BGCLWjx1wTecf9J2fGj4dxbPN1WID13bVXtgaZK1WqN0Q6/WJJIX1mojkEQvVM5KMLWxcpp/xdsg6ISgJJSi00lDEbgLsym3wsEosLCEMFHLdNMoVevwsxKlFOmGaUI2hr2DOd1OYMVwDUBlqZ1YPsCmNKBF2IIiNrCz2eXBfEbIhAbJqXTIh5iEwLfXTFZxS0u4qpvZ71uexnD3Shrh0oY8mjFfFiiHfKlSCm+EaubAqMBKIc1iUQuMzEIJLUK3qxPUebz1ofmsV8EqagwO8KHGSDxiHdVkhq00lA4pNUhog9UmuFeIaoFQ6B2EZJM/FQVaka5FAXE4sSgbSOBlsYpXrq81hJCQmFIK8aHuERsTKR+KxQkCvRubgKC0mjRSFLOavZEjKzUmTYh6GrGObgyjw1APZr3jydEI51wYTxRRrLny6joP3hphmzzvAvkqNDnEwMzzB3/xHju767x04zx7R1NAMxwMuHRubYHMvrS7RWIaZR0pbl49Rx3H5IXwzb+4wwuXNrl4LkZqsE2y9+DomHHu+NWf+xy37j3i7Q8f8i//3Z/w4uVfJzIBPIb2ePFgYDQ+4cne0cIQPFspJYthFYxJ+flf++v87m/9t9SlDR03mt2zvOCHHz5he31AGmliVaJ0Si8NaauN9ZS1YUykQjG/V039cINNkgY6sPo422m3NuxjjA6hw1WpeFZAqjD/vvv2R3zv7eB1nvVwFg5La6SKcPfRCW3QqX1WtNNyZcr7M1OsDUeqM69XMFyLlAMrny2Uk5zRA+29n1Vq7V95xnfPUzRnFe7i41B7LKuOxDP2/x+0Pe8a1Jm/P277tMr3ee/bsdEr71f/NvKgOMlhDEprTCxEXVDx87X1p+h03/xYB69QS1sYHURYo7aABtbahDWVeMSErg9KAN1AdCPCIq3DjPG6Cbk2ZIatc6OioBi9BIktTSsXmlrQVYtMmtkZrKA25xgUh3OWTmqY1xYdaSbTgnleLRb9oujUSwMiDPfm8hLf6WBr4aPpHJyw1tfsjzzOn1bGi5WsWB5vZXVZG4qY2wLYltC41UJu2g5nUKR2EWJtwlAp+EJWEEMrRoBqfodDalBxGF/VjIk0npjyEgyVqglrtwOoG4TZyu2cffZCM+9WF2TrlS/qDsNac7VAVIP34XoM4ZojFQ7SkOyKl0CW0C7QRirp2NBdT7G1oyrqRpA00lMtwgyL6xMCsEuJadiNwv2LCwZUnlvyuXAyC55hZBSx0dQ2IxaLVQnWViAObWK6awOSXszOpQ1m33yfKrf0hxFGCz2tKB3kHi5ePYdJXKhFW1mECh3SA3F4tmVV8cM7j4gfPCGOTBgvUXSSiFjHQbmKBAo8bUKe0AIGlNdcvbbJuXN97t494Lf/8F2eHM8CuQXCcLDGsN/h8HDKxrCHAmazGb/7p2+x1anI84LjkxllWXI4yplOM7LCIUqR9jWu9DgrH4Ojm6YH2Pf/9G12NvrUypMXllEepmkcp/zUF1/ixZ0OD/ZGbA4NeSHMyoqyrPA2dPeorMJJqBVOuppq5j+2dtXKnPIIf/qdD5cyoEl1rEzFU49fCF1Ynj13z8ziFV3Z5rVWQ5OnAh1q6cU+65xnKb8WS/2MwmqjFSgWuIZTHuKzlMLq7bb7LLQ6K4vxzOfPOQ4QGGfMyv6ftD3v2jjz+Y9TfJ9wf8895upzbpV4e6y2UQFwqs+7hwVi6uw5fZAf1im0b+XRs7dP0el+eRLlg+fRPuSFtdjMqgWrvwR2cCGULyiAvPHAJITfQqorPEkvhIJ43yhGWIZXF9ZMQ9LWKA3U0spUyyM116ybvJwniTV54SlLweNCh4lWmSwGLigh3R67IQzPjzNqo+gMYm5c6nI4Dl3FRTjFF9jOsZZGjnYNN9pKEaD8qvGEaMK+StP0MjuzOFr9EDXzIG7C/nkTGlUr+69OLlHNsZsDtsnkxgxtF+OylM8vrn9xammuq/lEkAByMxqJfehQXocdF01X2+vwgWhcKpAsoEi1UZg43EsFjVETkLLd3Zj5fkmkFXEXfGyIuxHFpAoh9UUdZBNQX5E6p6O0ocUVtWCUQarwNDpdg+CpK2mowULLLkNEmZdUuWc+F7odw2aqOS5K5kcVs2PF6GCONwEYVjvN9osblE9PqA8qtMDJ0wndImHn2gYez8mDSTAEWObGlzJLqKyldhZjDM56ZrM5R6MZWhvEOw4OD/n+O/foxkJBTCkWp2PW+kOUK6lmcx4dj3n3o4esD7vMpgUomGQFRpdcu7JF9Kbhr/7KT/Mnf/59/srPvcbNa4anByPuH2Ts7qxzeDIL61Fphusd8klBPveLSdxGBjbWOoznJQ/vv0enY3CFbzqyh2cwnWf8f//5H2OA2bwi0mBdYLQJMkGWaNVmcvnFM1x5aiuC/Kxxv1zVy+mlaObDGXvz1FxYaNJT0+PU+8Z+/Pj2Mc/q479bgLfa6169n/YaV7yWU9wkZ9fraj7sxymO1e9Wi++f9f3q8WRljNtrWi1ReJbCepZCed72SYr1ed9/0nW3fw1LZQhBWzUkaKrp8d5GD3+sAm8mnv8xIdL28J+8rSg61YSDXJNPUpx+wgv2ggY9I4TksbIt+D5oMYEGLCMNCGcZhgmOiywmi6z8q9p/V8I2C0SdocnXtNaiZtjXTLJ5KEHwHotbhGjCr2S5ONoDuiDQdKrQCl662keJZ+/EhJIHBVYpxAhShgteZg7D+CgEYlCx4CrFrTsn2Kq5IR9CYekGFCOPL86skvbaGiYMBYF9nsVzfbaBpWRhRCwsoNaQUQEAhZGQn1y4le3zWu7eQpRX65lQESbRuKpuwmkN0Ka5FmUg7oFrlGebPBVRxJGCKKD22gMn3ZTrX7rE4x/ex00s8XqXorZko5qFZGbFUFis7OUm7fwTArl3Ga7D20AHuLad0uunxEm8CP/GiaKjPNP9KbH2rPcVWeVJkgg19w360WHzGaAwaUBJnhxrdq5eZDJ7iCo8VoIiWb+YcPSgaKwbH5iTovCMW+GjWoNDweVzmzx+esyFnT4bvYoLWwOIE/7Dv3qT9SRhrb9G3I0DaUCvx+ULu0hdUZUl//z3v4eKDVcvnePhwz2SyKCkZDodURUZcaR5+mQf5/7/7b1bryQ5kh74GT3inLxWVU/PTO82djXQmx4E6EX/X4AE6E0PK0BazGIkrUYzPbXT3XXJrDx5IsKdtg9mRhrNSXePrJrFQn1YyDoe7rwYjaR9RtJonPFv/v3/iV9/dcanp2f8+GnGx7/5B9xu6kaAM/7w909tR3JA8IcPz8LX5YLLs6lFhevIGWIZa4qg749eoSP9mSE+Zu1z6L8cH8r0zb1mrJZWh8K8F6zrDT4Bta8XQHMfndvN4ukkGw0+U0JYtXJxOgrvJs2jusVyLd+4cOIruKA5srRiRARqn9ZrIz7tKE2P9iPfKDzrhMH6C00ATrUPgSGrXRHge3U4QNexWyv8bEKPBMgM0e1RFVlFVaMiZwkGdjTpTIzJLdFUDhMYpyRn1Mo+kU5RGWqxZ2XWTyKPHggJBL4Qzg8PeH2axOm2Ll8hi5VbbF/f6ASA0oTp8YSUZ9xustQzLzd1nUWgx4zTK7F4o5udF9QlxwQB5pMscTIzns3tgtYzYcJECWm6YXHlEwHpAeZKENPDhPMrwvJhLmkLqX6AWUVSW4+C9Jo3EcAnOQJx+1yXR9fCiTUvOXd2vWQ5mnEVdYzJdnSoFP/q1SPw9oanP9xkn1cNMpYsDoJ//c9e47v/8hn5E7BcF3z8uwWv3z0C717hx++ueP5RzWHFNUZZQqVMxVjGG+5YGzIBt58AemTgcRYfiJ8Tpvk9np5mzHnWWWYCz3Lw+fXlhtNDxuVC+HgRbyiXz4zp8QQ+q4C3Pdy84NMfvsPTHwHKwJv3r/HwmnD5uOCrv3iH7//wAVN+wHLTtk+2/8llZYOU0K/evMX/Qx/w6uGEHz5+wsPDCd99eML/8R9/h+t1xrwkXBbWZ+n/t8sVz9crfny64Dov+E9//T/AzPjxb/4r/vpv/hvY/fcf/tP/BYBBzxd8/7H2cHNhRY6HUW6U7VzbswfcAGn7R5TLtTHaiEVOX+0w9vp7N4xmPn7griowyix83wHF8mMALNyhxwMp0Opt7Gc3sU4eoIDqYUXBoKHFWyBFAR+BEeG7fZuwPTuM9MW8YvwtQBzxMJY1ymeu79NEamSnYzND+OGPS4zqcjBQtApcRbBDP64TGlon9660jz5QIpxeJcyXpTnfwaiaVZkC+2MDVq4d8nUjiE6qHcwIHUK9nTwksR6aCbgRzo9nvHsg5Dnj118TXp0Yf/fHKz48z+AkxaYiJAAmdVxLAKUTpscJ+TbjV+8nXJ8WPF9EGViYkV4T8rRg/gDQQsDEIvwzgLPUjdR5L2y/rhxTIUznCeevJ1yeLrh+lDoaX06vkghWBoAEOyBrSkPTYlT/2REHSgX/ZOBONSqYkG+E9AjcPosGs+rv5CDOzGO1oU1QphPwaE6zIc7A6cR4/Bp4/gFyrokYCSSzrRNj+krKm7+TjvPm69d4/ednfPj9M+brov1GXJzL7miWK4IuAqwRsMX7DmN6TcCFxHvQ+wXLZ4CWCe9+84i3OeHbb38So6RM2gaEc8o4JeAGxhUJ4AmJAXqYwOrUoZwXXUQZYs5ID+KUgC/iyeb9b9/hwh/w9K32gzOAUxK1jYHi23GWos9JXBWK8mgS1BS9UivYIZ2yH09V6SvLhx0w8TN8azp75malpRP2hBdq3jHZKv1au2oFbEafEL8M6F1vRWFJ7p3l28uzJ2Q9AI0q48ZV5EvJ0q6vAsxpUZNFAd0I4D0aY/meTnu3qDJrvOml6dXJv1ezg0JHjw97SkaHJ5vve6Gn6MRv1peN7qTKnH3LaoB5lJ/6jZf++YrDy6QVxbj8LmKUIXt0ClSkqtAyZ6QJWBIAPeJB2hiU9J4uPSErS4uVePbrFPV0sQj9M9T1gcWXXsuQAW9+LK+3C75/lrQ0Tfj1+xM+fYY4Uz7LPW4p1/LIDv1AmDw/L0hnwh8/XmQpkxMeHhiUMuaLWGbKxjhXQJqA86MYNuYLCe2JMZ2h/khlYZZvwPzhCjqr4DtLPrSIZSllAs4MXhYx3dcymmawfQkrG25Q6m0Exj6oMORZ/t6e16OSk/KDATsPV/c8nJMABl49yhVWdU1IZnKXTwDfBAxkdijGL7wAywcGJvGn+s1fvAEeE7773afawZK1O2OB7jnNZqQFRL3N9jPzlWWf90bgT1Lv9AC8+/qEf/3P/xf8u3/7X/HhwyxnJfU4yi0zbnr2zni7AKDbonuO4kaOHiQ/u3psubAoW8zIYHz87iPSK+iFxOqzMRf7WJQ9ZOXdbRFNrq60WGWCBIABJIqQYf+dB0ewbEgWprlWTq48Cmm8ggrUWUgsZKmg+vB2wu269PfpPDLctB9NAL0GaCIsH7m4F1sF2xuKgBoFqN8Di55KfLoeQFua0bf4PoKU+93sPzr+VqHdocsH43UPmCPwwSm5PWD1tPq2trg+r1jmFuhtAc6I7lEYamP9/Bgi0+3wQj1h5TW/Qflb7RjCMTAsxNWB6IELEI/pjRNZFezQK3z4TKAHiGkrE5aPpGb9rkVFissSXA4cMX+OmfXuPKBYb9iAVyA08/zSk4hxPp/w/dMsTsCprsbZcl5mMfhgu+gSjPTqJPR+ZLmGaMlye3zSYwuZKgtyLlrb/OT6EIur2/OZMevBbvZWcpB3JC49YMtYREA6i4GKVxhQfCpT2QM03qcsU0Ii8wgkPGTicq5MtCm4JW7pSUzikPp8Bi4XKs1RO5wIdjmQLzd3LBPLGYLiRJjk4mC9PbukN5ogvmu/+sv3ePp8xeVbYZQZI1kbwnQfj4CxE7vOna+E9KAZPCc8vhd+/P1ff8C3//kn5GUp2rAutNTLRwsIC0Blk2Asy3pZrZgTaZ/SeKJZJOR5wTlNjhjTWKAm+KrLFuTjYZXsXZ2My0ArM0KzoLOuHQc9laYCf4bu09cxSScGXtf4bqhKOR0gLf1Af9OppuGzuMFbrrzKqwSz9NPVH+SEXC6j7XCAXXyg3lEXAYXRLKOtwBPuW/xt79wdgStyBsKTlKYEbWpqk/jzu0cE8AqsY3s6MIpieDccLd/K8+EImPX45nk+AtA98OyAL/sORgdZ0OPrzwJD0xbN6MwzgmoL6fE3kN5aTiSdZdKP6TWBEvTOSNKzRtLiZgtKQCmg3F4QzYgzisk++5paullyxOkEYgLlBa9fJ7x7c8L/+PYi2zizCAo7W6UF1oPIxMBMIHWztdCscknN0BX0bUYhJ010aYwggEoQAxtdKhWH1XI9Uoac/zEgIZDeJSdSsHDFtHAdGDLrc5aVeu0R9GoUsjOc6s6MUioCNZEe6bCLL4MjPwLwMCV89Y7wj5cFZdYfze5IIPF6JdArRnrNWD5RdS48i2ERnVmAhAm0yDGKt9+c8erdGT/88Yr5+artncEG9CZcctV95H86y+ppqMorZKlTJsLzpwwkObQ/z7l607GjFw6MZmflaEZipRBXFjPLxb2LGOtYRg8pYTolyIEuMdIy5+kAy6wym8KhfTS5rK1trd3smwcRizpBPGpQTSq0oYwVho0BlGM1xsFifm7DVvldjMc8+NlfHW8e4MEAZfGyotfj1a0Po92AFSiAxjkDFxYHG2f9FpdCe+88IPqlUJMNoxCFrH9/FFB8n3P1Y192BAOfNALsCHQ6oOsXC3xbb+HUF4eRZrYiKnyn8Ds+b4FjL9/eGN/7PSozKozAJvMOzQw9ABK0I8hoKxSwzcigA+Mso4wX2YdbrpC9Mz0rVxeRZBSR4xgRQA+1InKgGsCNqoWpCXVCSctsLrokv8dHwjUDD68IHy+fcTOTKj0IXCpXBpigvdU3P1/kaAvLApj48xCjmNtz7ZVMUCfggDm4Jv29MCFfgcsNICTwLAYyC4ATJ8wXkfzS8WWETSc2nwRCz8lGLxXNs7R8JvBV0G86Q7zGnLSxWPdSpwyaCNdLDssrrZb19u0D3r4HTt9nOcSs5eUks3vd6pJ9NAb4Aiwn4z9XgM4A3mjbLAAS4f2vXmN6nfDH3z0p6Oc6sHNplvZojTGXHTCGwVWEhPUHm2LO4tZTZn+5CmuuybVnoSCk9zDRjGAxiElTwrKwHvWQkm9zxu07b9kgaTKrcrSUTiwxTgAe5RXpERsT8nyqXRKAuiqs7/zxm9IFTPFRVpkXJ7mjEi5oP38GoEBkRzcbAWvgbMDIkhegcQMgeb7Csy85egnl4DfrGhcjAacMemDwc9BQvMAy4+ITmllYV2juCdIjKBKBjzufOfxz+fMoaaRjRLtjg4+3MsgZ5f1LhSPg6N8N+DWkbaRMjJ6P5NmLN6KrE/bB0K3FkwptOgGsbtkoy7JmOXvn1E7S0cm252eCElQ6NikA+c1+TMD0Gsif1ZHNK8gZkZs720cQQXACMLPuNSl9yOBlQZ5lyfPDD7PsMxbhQOXYB9IiexmL83DDwOmRsNCi+UN8lkLLK0tFOvpPQDpDvLsoes4Xawed5uheIbICMWfxXMICsr4FsxrhnN5MWOYF+RPpzdekQtRscw0QAYZczpomFofjJu10STc/QzzcnBmYufJCmyslwvs3j5hSBqUbQIssYWu71Imk5AlwFeSs+4Ncvf9gkT3h0yPh69+8wfM84+O3FxAz0iR7d4ZBsoxoaFGqqW3tluA6Wmb5xsoIpHKcgfXMKAjNEr4ABuH0WpSRvBghhjiWYemREN+ui/QFG8nqsAAzNXsYXBC+tGgBL0oKLjcAVyfYCGUfvJxj82xhB0TkvmUUBacoELZsbVkbIOkxHZYrO8UYzfgS9sFKcEZu5UiSm9WVA+iOJrhV4wKcvosrYhLJUv8yAgfLw+oWBe/PDVvljn5b2KBlBZgxXnxnfI0GQKGvd99/KRD26n7P9xjnXjq+JN29IHhnf9k/dK8zlHSS/SAQxIBgqoO/lOfQXlwvyQteuF77Y2kS4/wWmJ91JjhV4w0mgK+6hzcp6E4qOGyFygryWmqWxJxESlwvjGlJsv+4MKYTY9FzjSIgcmEcTyx3+KmJLC+soI86yEGYMxf/dmXpLgsQClZwcddUB4RloErADXIGkWTJtFYAkOVagJixzABfUxGkNaZTMLQgO2+HxGp0UpWDDAY9yFUrOQN1Wlzbb0oJ3394wi0x8oOmNqOns5SVbygdiwCxEp2twZRvCpicE169Ibz/i0f89Mcbrk/qFSdBgNBmCKXjtidWZakatWOjzjqG45Rrm4o7PgCJ5BokNe0vR30W4PY54/RIyLNYi06PjNsTo05BtL9PwMO7hNsnXQK1b1Md0VzarxLH9UHpln6YFug1WdJ3MAF8UqCcIf3Q19APag8OhGZC1Qhg0508o8wJg/7Nzozf89aXyebHVh0n8E3fK7AXNlFLKjzAWsZ+7y8t4IWwPLu+7/95Q56wXNwVdr6eow4SwWkkXCNwUXj2efTy6dFC4bdPb99Mvm2Fe8Bji0ebA2kj3T20/Jy0Pze+T9d07HHYB8NFHBi/f/eIH7+/AGCnpdUzS2T7EUk0PhEAKph0WlHpEq8kPANp1iVFPwAI6npHBeRnFUoPKPseZBddFjzTRVdO1SsNoRijlHFgZ1VIzjKag5tsVla6H2AXP0yQiZRdFFy0dxPQpKBmQgqoW6msAnkynqkgJpmQWtxGkILlDsgFyB9VgFJ2igeVBH6cEWU9oE9yQTJPKtMn0APj4auE+foEPFnL1t7FkP2fn64EenQKgArN0/mEN79+wE//+Iz5qkA2oWr1kxgJzerCnxLh/a/f4NV74Pt/eEJ+lktkWVvJXPXX8Uiy9ApdgnTn4LyQHfbnUhWvJemSvFn7xqgsS/i3z9rsGWVJDuCy6sB6VGU2Z+kTq6NyrJ0mNwOW6yfDVwZ4JpA/36n9hmaf0iGcr7QapBWg81XW69D83p03hCGSvVvL12aJtpzJmneZidpqkOWxQG+Jce+NRps1OnY0rDCaorQhbs/VeV72ZoIRKCg8e5qOhgh0o+/xufC12+z9PHSsrG5r97T75cOe0dCojF6I4Lf1PdKxlW4URoA7yify858yHMj/kG/SPAMffnhu3rEtEZJTfrLMYsoexCRg1NKh6HFm5Iv6Bp1JlvN0/wOLgLANNMoieLPuO9jgapZM2xLqTRd2Pk33alIG8pMQTWcWpzUJuD0DSzIjHimAF0Z6LeXnG4MyqZGqAOxiS8i6V9guXibd30t4eJMwvcq4/LgomHMdSKw/VXNmApZnrSKbCiEqdrMUBQERL3R5ARYkEJLOwkj2Mhfg+knWxYhnodIsExtBzOoDlUA5KbjL1U/XKyE9TEjzIm2/AOkxYb4uoDOw3BYQCKdXhG9++w7XK+MP//dHaVujHblc3WWzxHpXhVVFgTDXV6YsNLLA8a+ZzpT1d2Vo5U7bQayjFo2EkG8uDkOXvLVs1do97jZk2+uSpdbb5xfqFhP3Tj/5c4N++RQU4uuwIijdJnCNRr0GvLBLWWX5lrq5ehXAm4x++WuryaV4D9KVvNbgydPqjUm9sGyWUsO/FWNC2qMh5mX59N6P0rk6rU7E9IL/FtoFvpt6euzbkbptxbuHR3txRtpoBPbetxHQDjXcA+l/4bB76H46J8ZJ4yTVDhcV/kkFcbEztiU9N1KY1WpUCwQBU0Z6w8ifqcwomdQXpVpXkhOMpWzblDetkTvtYP9LXD3lQwZm2Z+56cNJzkHaoOcTdK+PkIhktnUizFpQfobc1mHWomdgOpF4cllQl0crNTAplU6yF5isXslLOSCdRRjLxccGpOTAWcdMmTWJlC7+tklmZEhJl6fVNDHJUQcQIz/dqsNz26dVTTURgR71hm1mmSUZXxJw+uqE+fNSlvA4Mc5vEt7+ZsLzhxsu3zHevH3Er//qHX7/7U/4/MMMLFkFJ5f9JtK2JPtBEBdmTrCUmanSl85AOqEu730m3H7y0rjtKg37/W9/oNu+21Lerc1ndXaMKm7abMnAKIJIj57RmC+gkdCcryvZmcJisy/z12iKEdXvANqxkR1hjDprNLr9b78qY/X3ZfiwJdS2xEkEgpjWtwncO0vjZ4uxfUbtfxRMtkIU2j0hfgRIejQa73s89c+Rb0fDVt3uVSJGdf4SZeRomh4YHuH9Rr05f+Gh+3ItjQ1ClbGYWS0snYqZ5OA1sdxGYEKiWqNKi6ZH0VJJbqIBQ5adyA0WBqrZN1Xt1bQxP0Y8f6sHGQAT5OA7U1lCosmEKFcTaQIe3gEPXwM//o7AN7s9g0C3Cvxk+QJiMHJj8IkKsET8LnW2/Tbllz8+4GcXr/7shAzG9Y+sl68qDy1zlzdRbRuJJ4yhrLfaW+TM4GkRQJqtYKlzAtTYRH7wtfKNMzeWhnxbwHNWhwqS/fwMfPr9gnwDfvWb93h4M+Hbv/2I+Tq7tuTa9NofjFHSdnX53GYdxACdgOktMJ3FqbdlwouuIFQZXwcq+/w12Fq39V+NbzpTmUjaLH/B+jC4dZlUkpcHbxG7Nb5X3xw4kbHJhpItR7o9t5LexoEHLwfUcOlMESlFOv2hvI1CzvezHj/jd8tjq9IdxaI8j77F8vbKGpW9FXrKVC//Hp2j/Ho8O0pPjzafXy/fUboRbSM698Ae6LfnveHnpN2q2y8QDp0zTAQkd+A3m+a+SO8lNj+UDLvNgnSwy0qUuRoj4CQutkwmZ1tGZSDr8inf6tVK9q0Zn9yQF4J85Cw0l8PmpkLn2vqnh4TzNwnLrKb3t0VcdBnN7Ao20/1CjNQp3+xMIYo9jkTUeBR6mUNMM8op2Px8xtvfvsXEH/HpH68q0MxCkzW5aQdQYc4VGG2/jQBCLjoKM8uBfi3PzvSZQObEdX+WazuX9FpPmczW9UteFixPE/78n32D20z4/d/+JAeqE5U2tzN13nWYf7bDNeV4BcSSOL2VpXFzSwaS2+DzldUYqxyo6Sggkpe5xfPX19jxAK46Qe02uiRvWRZZ4cHGCw8quo7vesPBSRPkfJ16AWpI1/IrwFt/dfzyQordb6qvrL0s49KmlqUpbbbl4PNygVcPnfpFARr3u3rt0gtb/PN1VF2um74HbDFEgInfRum2BPgWT0bxe4C/xZujQOjz8nn2ykP4doQfvfJX2tUvHH4O0G3xtRP2DWjKPp4uD6r3F34A+CpCaXpFanZeOShLXFyuoJMZgHomUWDJJpTLHgLX5apgOtgTpCtaFSSIuIyd9AgVoAIYetoAIEbOEy5PZ6RXQDoxfvr9RVyhMSM6My7ywoQqq9DJlZr2DB+F1BYnSi77lnC9LDh/NAeEVr5EbOvMqz+FXWr+K74sVdHIKFaB7mRdAatqis8yKyxLqbU4u3DYv3z86hF/9r+/xYffP+Hp+5seO8jq2UMsWMmWoe1mEjurFhhrx3amN7pPq1KdlTd5FmtYzqqM9SSjkXZCBUItgxhl1meg5kGGfF1Dq7XtGmSJdbQjwmCCGDeB6llNn9AbVoQZ3Sp0QIoY4tX/AfXuN61bId8Ly55Q7JXRE8a+3lEgxrxHcUbl9uiIS4lbPB8BY6QjPm/NPEaCtcfLGHqg4tN5QIq0r0XIfhgB4ZYysFWGrz+HdzHvSMOo3Udl/JLhTiDdnxmqYCdGde+kI2w6y3mxlBIWnRXanl9xrEwm2NTcQ03JQajXc9xMMBHskt1SmU5nnk5yaaiBKqlJZ5kVsQJjZpzfyWULAEAnpSsDYMKCBFyBTCc8vDkD6QrOSylypYQa4DCK8xc79FxCM9Xwf+P7+sgAMmdQXpBww+0yhxQm7SJBLk5BRBbGOs8qQAKrLX85m2arncVReTHvwPSgAnUC8k9Ant1tESQmL9/85i3e/sV7/P7vPmD5SaY6DIinFgCUCGkyN2xJljZZTIyyKQEObZiA6RVjemXFEGwJNc9yzrSsFkd08Hw567+T1L2ZCUajkt7g0/5jrKt9kWpLOPAsp0q8UUgvEPSsalLLWdR9Y3fwvgm9rhMFmftdPN8Q6uy/R1IEuT1vKl4YehD0/3z8SGfq5MOdeBYn6pHxe0cROBx6ILw1K9sCQh9GYDCib0tBiHn+fwUSsbxeneLzllIzGF+7cWL8o/X/mYB6yAMNQ1xKkZ1RI5EYjAxKwHLVS2e9dSWpj5nUjqnitg0oBjEJKlBgxx6cIhhmYgzIxa+ePmdiZwfFAQbOemt8Jpg1DQH1UDAARgZfr/jp75/lDAWqkLTy0ySWpQxgOicst+wzKMuJFsilbUJPwyr5EDBnPP34hPlTHrdrTxi67KvG4SSX1iudZEnYQL3gZ8lAfvAs7vLokeU4izoHADGmhwm/+u17nB4S/uG//YA8L5CbGSohBUQYoEVc0aVJ8sgAEmdgqfALEKZXQHrNjU9VAiFfWB1nG9BDHCgkrjMfVcIwQQ6Em/DV2RExGutUah46jKb6p/ZBe+mZV+u64uU6O33Opc+Ak5xVVMcADbD4sNHmTf6qYLLxrls5V47la92lJ5QNLHvl9wCrB6ZGG1CNdnpx/O8IpH7cZKx5EmmzPPZAbEuYR1q20sfn3m/LyysWo3jx/RFBH+nt9Sf/LT7vteMRcO/xoJe+p2TE9PeCW8z7znDXrRU2cxPNE6CJ5HA8A+DqSLp4ADGCCkgSzO0VJ9T47jB32aey+iQUS7lun1QEYPc7IYH0ih4CcCFSAExIRJjeALdnOY9HZnSyzKulUQB1P051AK4eqEUQY9DWBqhbQsSlIxKtYLlyMaBo2nSrE8EJYgMh0oMeKn0oMTLJrG+51vzsaEIzDphBC8kRlEkakkB49e6MX/1v7/HhuwuefndTQ50F3oNOBWQuBlLE0lfMXydzkjRLAkjczcntHdD9Z8kjP4vlqBgoscRV61IGgEXigCBLkAWAUYUmBCjt3Uiu+SMMhdWFIa6FtRBZSne6B1bNWvMGqoGOvij73osYm+mh2DaREbQl5DRZmakuSfOzggJh8XkLDKxTJPc8Cj0Q8wNZ02vX6INWpOWoQPsSMOnxNMbd4sm9wGdxtsBzL71/30s/ormn6MR4UbH5mcCySacvp0fD6PfR8IXp9sFQvZVUQxQFRULdL1NhmiYgnyH7SyZ4VBiK+bhaUi4QYXK1/NoKFMWJRNDYpeGrUKU3CFRmoTkxEifMzxnnRzl+8PAq4frMSDnhfMq4ZqGfy1XJXI5vmFVh2WcyYaP/Xn9NuD7rzRUTqiNjX40G0bE5sMoW4Q31uhu0Mrhbb59V6HjlDKYSweqWlR6A6Y0uO9oSqRmYxDvSbD34RPjV//oGb7854dv//gnL53K4sig3AnIeQFDaluxFglggs5jN+CMFsq+YwOrEPd8S8oVAXN2P0FnoB9DMDphqXaKwib40V/2NHDsDX+sKgSpD1tF9MU7QDwWILV1qenbEmIGU8a9Xh0Ptb2lu3uF9OOO7JSQi+PpyF7Rl2nNc1u0O0g6NvbI9D3uCu/c90hOBJ36LZfrvvW/x+ZcC6aNhVJ+e9r3XtiNA9iG2cY+Hozhb9PboGylW/v3P5d+dYf9ohTNNsyt/GFAtnVXgUNHq04mBr4H8iWWPkdSKMQF4UPm5qOCclX/k6m0arv2PyrhuQLLr+cHM+DPkKMQJuF4AnoHL50X2Byfg80eZlVDOwLTI7GfWyeMJSG8T5k9ZjkPcfBli+PDwijBf9cqfYDXX9A9afzNNmx3wmPcaZWv1lrbOYh16Qthm0x4YSd4tF9RLkrXtTGhS4z9LhWoi/OVf/QrpPOHb//IdlpuAHxe3IxwOvrvmAJCg+8qZwJPcXIJF9wMTy4xYjUpMmVmeE/KNQFjE6w9QZo/CMAXzrEd4FJPLEv3AUrKwqsPQ0Xuf0IOY6QoNKPaeDWz1oKvPo1toT3gcFCTsp1wRoHcCuZkcqQempmifT29/1J79kmpP8EYhuSeko3Acgdiovj0wiyH23x6/94T7zwmR7tHszsrdirulcIzy3qJr71tPUeuB5l6eW2Nv1Ad+4bAPhnaAysaulwBlUiVafr5y2X8oF+UyitCkky5rcash+9uEaNDpvMDl5MYcG3kVLVkccorgJ6kD6Z2AGVlAfDY7dtYbzVUA3ID5KYNPwOkNMH8vdaz7UISfvuc6Y5w9DS3NBbBdY7ICORlbIr9jvbuNYlLL8co9+9McTfmTLpdeAR+DzfGB7gHL8h/h8c2Eb/7qPT788IzPf3sVAxDm5hxjaRfXbqUKJO0ilpPiI5b1DGqeNfIJIN3/45mxLHK0pgA4AfTAxTk0LWJQw+pcu9jhOCMNBuq5VK60NIqJU6Z8Ffr8BtpT6I63o+DbNpGbFXH4Q8bwNtMtINsSzGWcrt9v0kgCguV40Kj8EZNMGbG0e0C8BdY9unveaXwd4j5iFMi9MkcCvfct5jui/Q4FZEXX1vcY7x6laUsBOQqmsc4jmveUhh6Qj/qAl2kxasxnr+4HwgFrUpsJSsakNxbI0olJFAaYin9HAhWLxWJIYRe/ZlTXZY7g8shVmDfAaAyhtk2LFxDzTlOja36a+QI17Sc8nOVaJXZCqLk1XgfWkiH+KYuTcYgwv1ghA063MlPqpzIPGe1yUWw0P9hGgVxFw9IUmacWxsrTP50Szq+BKxZxb3dB44aLzsD0IPV7/f4Bb//yEX/8uyfcPi96tCJrc3ti659yEN61lcXnRW6L54XBSy6ASwzgzJhIrVaztAuZNaTeEkLKu7zIP/a8ZzRLvEVJCvX3EaLcLHJya1C1ByTbvzE+oe6Vl32Cmqj+4nFbHxGsvUr06BoFa8LQL7uz3p4gjOBtxjjRi4yPE/PthQhaO0uwzdGLXtvsjalYdi9stfkeUG3lG+Nu8WnUBlFBiEpLDwD3+LEFMhuvufwv0DwC3k1NNJBr8tqn3wPTg2HXHRudnOQ100+gOVTfePL3ppVmeGLpH1j21+QQXDVJH2hYzrFNeUdAWSZd3QzlmaP/fD+RV3LfX14IiRh84mafqzGZXwBca5ZlWseuXonr91xxqpBMKvoYYtTSNBIVHnk3WruDxr6nyhN7Ryfg9BZAIsyfuOxn2v4cVUbobQCSQXoF0IOYIr5++xoPryZ8+MMT8iWrM3SpnM2i/UBZnXRQNqVT9XKTF+eVyNoBkIuPz+z6kRnLQM4pniu4ZT1nyJ0ywRBFrLFSdZ+V1V5hKrSvRrKvTPi70nQ24ur+c2EVe8a5PLwwHQ3H+F2zKq9yJ+6XBHJjoCds4oCK7w20bKk6CuotAXaAtt103Pl3Dwh9aYgg44X7iO6jisvo+wjgR8rKKO8jfPVlBp6aTLY8Glkc035Bud5TkyXlXtse7Ftf7I5tnVM7FsgklY1tp1LWupJ6yafqZYNqXpE0uzaK2kwKABftIFbeL4vZ/6gCQTHcmQE79gGC/NW4DSn240TOr6IVINKVEsAn8ZaSn2rCcr2TI5BRy3BvysApvOgNYDPs8Z2QK+9IG4MALBeWmzKUNi8oG4MS4+dpEiv/6YRf//YNfvrhgg/fPonlLBjFjd6JkNWauOF/L/jOO6EcTSnp7BxqZtmXTSi+bkGQ2eBU4/MV4BsVxwmefTYTFh5yaabCqiTAzLeOG0hq/qyWU9dtUWm0/rlig7Wl75/NoOV1+/ZCBD8fJthtY3Dbt41i5Ki9L3is3+DFat+ewj+fLubjheEeL3rg8kuEL1EaegDXCMTOe2sbRqOMFZbsgUKkMf6O9Rg9xxAVgdhGvTIPAK0dlWP74RX9LfridxOPnXYqDkOS64f+rG7EhgMD4eChe8BPefq4WqOXujhCiKEealS1H1io+f0u21srmoHvPTbL0nKKlxMAq3syzpIkL8EfMaFepqq/DUQLcwER2FxSoUod4cXppDdNmEGJF0ZxwNMARDbel7+p6hpGf7MCxwBu6sCMc2Wvq1ccAEnPpZ1owrs/m/Dh98+4/HQVJ+W5jc4zV16bwPc0unyJdFCoxyLc2vHmha3VpxhanbXNVNDnWYAMiwKrFZPRLGs3VQw0NTdFdMJKqHvB1mkXr5Q1MymudWoUs6ag0NijARtR3wdrm+j0YZxiLfz8e69U6fe4CxCtm5vs7JveewhIuzUWypaojKvwrQeme4DZ7VQtnZsgujXmRt+PpOsAXOxjqyijPLfo7n0/CvJfolR0yvK6TZTfxTo/0tejswe4Plk470q20qXyRhy+oCofRp/DiS0F/sDMkGqunmArKNSjma2UVE46UKeXkMuWUSzbiubrgMcireQGoP450Z67IpSLVBOHBDMKUPiz1IWsINSavTpz7ZbEUEeWI+2aJa6tEqV+w5cQTLDHEB1EO7a0AknfXgmcEnCqxk9+P88nzmBgYSxPC3787wtwsrsFoUuo2WN/SdcFQaCcKwR0jmYdOJEKxgACvhKE5mopsAKhecyx2aR1bsF8TGr9yE35jiYvgOH44KrQtnOHuT2BOgKX3qBmoPqrDXnsCm2Ptm3cuHV6V+gATaOY+DyPCM5JgJBOrmntZEwPKAK4Atjfa4zt0jPaGbUFY11uj2n3MnLUN4YDvfN6FH+PFl//L6Gv970ngyKAxbZzY7IUYzeuAOsVl70Q+WFKslf+GG6rh5v8C2RZ+bzNIuDgfYal9sQl4+7skF2fTCVJYCSX/RsgMM+jviUjOZvmAdAPVP/PElJ81ggmj3xIj7IXZZej+sYtcakd4E3hV6ydLnuG+Ir1hEAAp/iu2eML9WxmoCUZg+1mjlK8W7b1+ZHVUZcWF8EsPrHOtmrDMaPcWMKND81QH3uVGWz3MA7cp3lDKZsV0qnSl9WNWuQmDNw0XdwH7I27wI4Cfrz62K9TFAKbILEpCLktq5dm1dE69NkY9MpJL2wBSewPVmLoPpsgM9WI9CC8pSxne3PicmHwJhha/axdff69dD6Nf+4Jaf9ta3Xg3naM49bTE0GG1686xsnjRoy86tE3Shv54J9H+W4BF3W+e94/QKzOCbLVEa8ki6EH5iO+K/hxouJVSkw4uDhmKcuzQHO8DPZ+AxGPzQytxYrwBNrNqloBK7DsYbgKEaHe9BwEYqxzATEAWUGYYufxJMYMAvkxrgnD5aJ5Dhqg3CdPqMtyEFA4vwWuTxDr0mEIIto11moQuehmhGLv/KSiIdF1aFNS5AyhHGXh4uZUAJHMU8tcM2LKyCw+RKVjcTkH2Swt2LEZ1xcaeqx85x+TwOog211+3HYZgPTMobtdwvyJFtAyQen3H4wnM+ToBaF472GgUbiaybrRPRIwo7YZCfWYticgfegIy376VWdsv3uBFsvp9XtPP7k/XolxdWnIiOlZ29kAUL8RUpFIhCz7wDbmR8HXBdh2/9ar74aAa8KIT76cHuBHheJocDyLXnd8/9wEXZ+gV/4WgG597+V7BFB7eVLbj2xbihW8vPI5zKfTN5uQDdwIWJKcjyaUc8iSTgRC45h+RHMnHLrCSe5w4jJAiiFKKIThBPiKmmplDnOppXsKTccIefXGfQUUc0atv7zgtnz09/CAtB0RWaEstXXKVfmh8pXw+BXw/APXmx66zIiFhrAxSE2p4B6JLp6BSplJEiFNJNdTWVtpPQA0lo7WAMVv5lILavjJbTsVD2LWMArE5UC/Rs6LZJQ7FWBA+pb5i7XZoAPAMhONfcoEjV86qTpHyx8Kabi+t2X1HcPqNSC4/HcBcCvvUTc5IoQNhKLA6QFYB4QbsPOPW/mVY0h2KFUcsnPRdi2NapD+sseRwNuqX++51xaj4ON4vxJ75R3N1wRCFFQ7eZXPB+J+MY33hNhXDtBVjs5ZXG99j1Ymlz1EoE6IYpmxfZz8NldkxfgREEPBUhhVWcYQX9kzDveTfTBMOtImlUx22a1SyZF5gYm9M3U0WEL1fkmND5MygohKnYrBEPNY67DivJbQM0jwjLRjDozqao4hDTe5hgSATLj9BDC4+sWOobdQfWfHT6F+vaSlCAU9WgA6i3Sn6PNyaUkqQKA/vLcfH7FbLrXvSR1l+wRcwKzDCyvjVNMY8JV08ehNFDRUZa4fmLasCxed3I9mEPfy3Qo9gOoM4M30PQAk934EGjEfV2azxz2qy4hGA1Urk9ft28uLWe8zBWRWWNLr8njmvseae0KUIfcCoQcpoBW4e212RCGxYySzizcC8R7d/38BwiP5h37rl8AbHdGJUiLtAgl1Wb23UhDxI2yRkGbC5tw+y74NJXXHWQw/zF5hIHMGYf8+Q9P4bGToWTE26k3oJF4NJADrjVNSYm9crRU9+lOln62+mswLaVIBzy7f8hw6XPUEw+NOinpjRtMYpIxlRwMLCFKgu2Dt1pmvHnAq46ioUI68Fe/QCPOmziWKLO7mKwuvvXAM2NhyYMUS/6ekLXxyNFEi8RRjSo4mlOVOO4naECl/J1dlu+HdzwY3ApEeafHlobCzsdWikC5U8f6wBzYWbMmvZ1XZ0c1W+fRA09EQl982w6gcR0fzc5Sv9YvGeMD5v7NGBMv9kf7sp/V/K6hpGJf/FgDt1XfE215ZvTJj2FGY6AG17+7VZyOfXzxEIB8pEEfpiPn5fmPPfoXH8laZzm7RoDkqFvt4r22g/S1nECe9qk3ljVqVGAg05pXudpu9cGCZ1LxfW0G9nBUatWIDe4kSNRpUeCMaRsUsbwHJPl5kmAl5OGCyzHOk1ktIrzbW/KdH+Tt/sg6uEOOPg0Rc9V76fbYD4GsisoK7419J1sEPr4k1Y8q9L0udtkTqNqojSe3sEOugCZKrc0NPAnCSpTKAaz8A9CB8yNv+qkEOlL5mefQI0EyiLNlstxz7cNH9IPTGOMkGsB/IWwYWUThHRtg73/6E9cHGnjDqCcaj8Xph1cCD/AblrIqI9PvfdsbR1VNWcarRljdE2xTKW+He+EZ3FKxb+fdAq0dDAAVKaF0c9vKIfPslgXAE1nvKT5RXW/2rB6z2HHn7YCKT1qQxu20PL4tdUYz1JMrTb0qY3NKuR9pQlDNzx4niOewYs/d9k2aTMK63lLMLAdSgy3qdOjau12hNXmM1Tm26CATF9J/qu6Yjc/MHLSWR4vqJdCaYbyxeXC4oSx8RnCLmlZcNMgX08JU1VO99TxXY2UUXBYFKHs0xCQ+EZowyd0DICX/vSWYkr42O5p37wbpHWPZVqabjGcA1tcyCZmhLJhbfGcc0E/jRoJhQzl12BY3rQ3rXce2yvRWJXjFRcMRyRiDWa1OfJ8L3nvDaE97eu8tIiK8acoceS7MltBtlQ634bOlLnT5UAymS7ZWF+2fNekDVo/MoEMa0o/r2ANmPo6jU7LQLMcHf4FPy6/3+JcOIT95Jvf/WA7SYx8orBfp9olNPBkAzkE4kR7TSqXyTO08hMinbOagOUyLfYhtBlt/pltTXsgIskyrUGbTYBe73MX1/mZTNhZjL2GYAJ6z2y3RM1I1TdoLdCcqmLbjS3RxgJldseeamcdiVU7QCuILKA68b3n0u1pvMwAzcPmty72wA67oGchC+rjSneA4zxK6zr1AF1hTFqyV1+pJ2yDRVy82hdkWoOg21dWhWv0J7NILiVIGQlDpAr2haCHwlBd8gKCjkGyxEfX2av1aunmcDo155pe3Hrj4lyWLM4XKHJYB2j3owwJu/ka6eQA9po+OCJkQB3CsrxvW/Y3mRf3t5jOL0nnvAocINiWQfx/onA3JfCYsXI7+kEPOK+f0cukYhmu9vAPyKnzFdB3Abhw6xLvfIYy8Ut9IdqfMe2I/e98bBnX2CrwBNCUwZhASeqdzbWY3zQmd1ZfrxuDrrbdGWDHwW0OXEoCWp/2R/lOsXBkMuVDlKmatxglsHJqD653RAWHCBAb/Z5bMsjHTFNUKKnZst2wdzAl/84Zl6Qg4hm8q0wQSWBysby7b05kBHx3h7fgUBKAL4xeAFsD0XflHNwtNXfsQT875eVheGgJGld5289DfDUw/svo4NwZ1nQr0GinRbrCxVQDr+TYGwt0lqP6Obpq2yfRZ2mHd20TwPjcfWB5eKWIVzI4FzZPwM+lFPyG8qpzR43itrJJy2Quw2WwJ7T9i6+jJYAHEp6heGDBnRGmmJ5Y88mIzq02vbLaVji6c94Pa8ZCDfwlgEnAzayCuGHdnR5NGrR4+HPZ5v8SHmFfMb5ev7hPl0fmTwzCC9FCGPBvzKGe5+mQRUF4+JdC/RovQ60X7YnxlmUh9wOrJZ76KjLAIRJFNf4tL+Ze9GBW4jDkOFe6hf8NdrdGwrEQSfpByybJwz2t9Oh7QswgBI7rdlMb1OmC9Z3Lz5i4zJtU8UMrERQ0M2n3zjEmQPzFlFimakx0c6PXXV5AwQErK7jC4uP9cKu3ZCaAe/VBIFRVIQ9A7bkYqigoWqReiWGWFPEHdwPgYiVGMUAzufVXg3RHcDzh5NpbAxHeV7FJyxb20BwCj0xnJPCI4EncXrjSug9Un4pQqBL88Owdq4i/Rv5dej0+c9oqsnKLfqcoRvWwDToycqdU3b7zCxxycM3sUQwHhI31baI/F73z3dHSWikHZbxDXUTW66Yb9UGDOMIGhfTAb6T15eWd/zxkujgX+gTx8woBEANP+chjF0VoDILNY97kYGVqMGAMVLQAER1zlXfcY1VLNPxgBrBqTaKK82ekIvGnVIL7Bgwrx+S4U2Aj0mAckrIV/rGTwDy7astvims2p5BQBNaSCIAYkZjuRKj/Sb0BtLXtoWnYHEth/n69oZYMFXQkNzyddjmbYrnVRxMP7Bbq6XpVHz5FNsjo8IW0/ESIADTZsZkFlbDPu6daBOeauxMxLiUQD4sCf090CvFzwvRukZxfn8MI+j9Ix4H8sb5RP7mP99BFi3QC4+b6XtXfMU63YP0MdyBgDQlDNKF9/1nu9ReEbAPeozPQVt1KZb9MV2Pa/jlRUC59hjjWSugB5PGautmm6oANHmfaRPh7C/TJpYTKMXk+YEUFaPAKQHunO1KgMaryWFpqDJdJePQgUM7eUvw3xTlsObjLBkGaRq7CidgcFQQJrQXNSbE2N5XoBngG8VIMoZy16H7AlKzwcvxPVvg3cra0brVsnVUTIdyjSueTdOnFVwVhdGHZK1WsX6E45tCdJb1CX9ar9ygR67cUu0I9Dr8W0U1/Ub857jVx12O30PWKi+GgqWnvDAIG78FsveitcD0xHw9vLZOkS+BXwjeo6E2N9HwnXViQZlHgVNX6bPZ8QnT1/PMGSrDEafr/coPCMgiWn2+NcrJyrbvXQRvPbANeY1GpOeFj2DXY12qH4vt7Yf8JLfUwTc765TjJKOnPDbLmqrDxyYGToOsgMjc7rsmFyORDigBqH6nLwNQLBH7NZANiF/QjmYXQ6LeymvNx9QxnqGXlyLEU6vCTxl5I9USUgMXFlv2vD7IYHOHv2O9qYa1OlfqtmvDrBbVqR1KlNIVLZ3BgITr885mnf3VNOWMnrVivQrEJLyqxhIuTpwdmfJ4sAvGcfKH3jnfjcWye4dj/Lq5dkDmi1A3KJrS4iP8jxC4z3fR0A4ouloeb00e2ELmPby9UL2SNscpaf3vPe7p6x4Pnt69kAeWPP9KPj3FL2tdHvKz1HFIb7f63uNsEflSyOgXCYxz4SWl+ZsIxRV0Co6fy+WgD8v7IOhAQm0cMrQVdECyv5cnBeSBCfkZ1eBkRCMmr6BrNPkmzq7KztMIHohWbDDNVgLMgBNhPOrEzLNmF8DeCZQYuQTi89RyzgOyK1OVepIZTm3RDe9wvWbItCpFuWtaKu094rJmk+AGojYnYM+TrgJvrCk0/lXsscbyrTVUCBE6w3IAe/GsdTAq1ho5732n9KeyZXX61c94It5bwkI/83/5c7fEe0jARUF614Y1W8v/ZaMiHWz/HpAZW06ch7QA4oYb0RPT3HaorvHu5h+S0mhTpzYvrGs+Htr/O8pgj3Aie97CsHeOPF1642rLVDrtflWmV26uU1n562izIplJgCTE34mN3xc825FECy5xvx4u8+M6uDCgfsMZV3Nu7iKRwyb3+Tkj1bM9k7ZvdvVUjtCKJHjteZRlszsLkHoFUQJ4jDWDsQ6y0MDaQA4nRKWBQBPmE6E5QGgiZEmlmm+nllp+sVIMFr9fecY1ctFaQDd5Wl86/Zjp4QYoE7nhAW5nZlHfkfBZ6+5pcFukbCD8YVnmo5ZgbA0hqv/VMtYzcj3BEPvnaO9YV/0YMHheSv/0cA+QmdPcG8JtCPlHQl7wLYFjCOwiYrEljCNcXsAuNXWvuyRQuHjEECJ8Pqb13j67qnNZ0uBiWX34u6dpxvJqBHw98ZYDHttfm/7bvW9rfy22mWkvG2lHfHJXQTeVULsrx69qO9aebJSQE5Q5/+DOnxh6G05rwtABR8Q4IwV6z/7hrauGe5uXAs7goHcA7m/pIBoV97Z7JQA8Y5PqAfyGeAb5OA3A4RUrCDL/h8RMmXMn29YPmfwZwaZM1hK5fiAXSJZziL6TtMDmY2qFtrssTeAyjuC+NlzKMX2r8kOAOHNN1/j8c2rMoUjrg3CDJ3BtW1ZqmI8sXy17ilVJcT3BZ4JvKQ1HdSyZxi2BmrkMVDq5I+ANMpVzHOPAO78i/TF/HrAMVAu7qKlV0aP1q34przY/s2WUrDVZ3sCxQbyyEXeiOZRvL083HNKE/7Fv/qXIOuEvXjdsdOhaRS3R7NfuttKtweAo/xH3/cUmqP9KrZpVD72gLKXfks5imPiHsUsM7Bk9WPLfRoWAFcCbpr4jMYnfJfWPX5HslZ3zYWQponZJGH0/KLPhQ9KAAF1JhiJ3GrAHiiq7J8MjNDmz3ACckuoZTmcCYRLfklAUY5WJJH+RGBaAMrAzc0Mjf5EACfdn8wFKKKj8cI249GG5kZAs3RqTwyqEy8G4mI6Wf5EwFnUXUIus3i5dBhoBoKjrTdIeALS1GKy0CJM55mQsybyfULTp1RBl215/Ojg8HzqCL1m/zcOqhiODoaegNnqqyPQ+6cMPZ7E+pmWmAHcBvmMhGnk6UjBGI2xSOde2bGM0D9rmxNOp9eY56d13iM6ojA9Alien72+1RPQoxD7R2f8babbi3OkX8bQ6y+Rpr269eIdzaMHwAd9hjZlE4kANxOKqKDtATEAzt3L247dZ0iKcuyI8v7jimC1wiIQGpUx4jpGV5srM7kmZtijih7OHS1WJMXlTtf5FnuRFxS30oJ59YYDkAJWEvAphXNDH/n8Cc0qIrv3hXeRp1Z4w4u+qsPuiWa9k0lpTueE+ebA2iUoDsmNZk/8VORQiWT+/lj9/ZEy3FhQPNmQA0Lf2bcG49EBwRsKDzrvj4aegNkTnJbOC7q9dJbmSLw9+lZ1JdGqT2jBJdLsf0faR3kfEDDdfI/E9WX26siM+frU7ysRRCNgOQWvS2MsC533ns5D7TAIR+KN6Orxste2W8rGnrK4BWKRhq2xEsfCVl+4p19Z0HOFzVnj5vud+blw6GhFkdquw5hgLa+5fOqHLe2RnPBVjLGri5p2ZhsP7qyf3b7uaFldmgmgOKwO4NTSw5oPgxPpLJHlRo4sxjB1yZJhqg0r7U3/7ADhiib/mlFmvgC0rMCsngZGtc66YwoggZeM5XOOOXTqHAI1LCv14wxgSRWNIpiTS+P8jA4F8hYI7g3+vTrcOyCiwPwSYb43sEd97ih4RBA9yteRgBwBSI+mnjDslXFUkI/ClvDea9NwJhbAeBMo5jWy/N8CgC2FYSTrtngx6t9HlDTfllv98Gi77SlSI9riuy0FY1TWXjjSn74QEPc90NiyC1BvZrCpqQcAhs5qepwMXAkVKntx9qxxTEYVh9VWjs+DgSROYkreZUZC5VX3KsMC4I0DVMtfN8uA4pu1Lil7E9s1YHva7lHWGC5bDzaFzkEiB4hgtLNhn6RnNMA1D/tHnseMcg1T44RR00SL5uJwe8tfYwxbitIo/b0a+pEB3RNmo/gjQX9vnqNyfOiB1qr++sGWxTv9fEVfr5weHXu8jh73/IC4t+32lBLqxLO+m8P3e8FnK9wTP9Z5D8DuKe8eBaOXx17a2GajPLbGyChf+97rK3v8/dK+ekfYBcPpgbBc3OWJrkCGgGV1tuyQzBO5cQYkzgYt/zieEP6W/bssE5YonDkLeFNCe1N6r1EKIx1HbZPSgMjWfj1SqwBqxm+o+kj4lEfLqsciajC3xCvZdQBPnCNzAdIm38hMr0AQ6vlNq7OCGvvCXIWbZjUQDopIrM9upx6FkZa5N/hWbRye92gJfOqW3Rvc/vcRoN4ChKOg1ONRbO8eX3rPkaY4e+rRsvXuCB9iul5bjZSlUT57cXrx72mzSGNsx618RnF7dB/l4xbI3qOobSlNR0D2SB++h1cxzdExsVVmCLtgeH5NyFdqTehLRyBMbxLm58Vt2HtUYkfImgq7ZcADYomuyU2++rsNI0O8f9By4asdCSCAzjpZuUEuG2U0njsai04i1DscWYW7a00Dd3eQURTSgVcYw9NOIxjwMEL92b13YTVWDPi5r2+sihx1FP1XeGzV7dDQBbOeU4NRiJ0+DojYcY+CZRRKo0HfExb+/dFwJO6WQDkCxPeWNyon1m0k/GL6o8J81GZbbRJpjGVH8O6V7dtyCyy3gpcFPR71lJSeUjni25e229Fy7snvyHuvhMQ26LVP73eUBSOgj9/vUZgs3ShPHw7muQuG6QzgxHINhzPVRyZgYiy3LC7KSkUihQNKKETXYMDXczDtQYDRWoXG28u95SkYmM7A6a1e2Pu5A7oFFLgCYWzU1TJj6wvLg16pfa/6ruM0AOg+O9K66ZrggLToK8ZDn9nWMhJX+hu3rxsCrWwf9jr/iF4evPffe78p/O2VFd/1fsd8jgj7oyHWu0fzveCyJfC2QO2ePKIgi8KwBzY7/fpQ2T1a7glbfI2gHN/FuL1wFCBHAr6Xx0gpGvHzCJ2RltgHtsZbj/6tMbjV7jFery9s1fPIeNvq1/emD2EXDJcs9xZiVi43CCaWptnui/Po0+XOmrCobPUuWvVCHvZMoc3dTfNmvJIYQCLQAwS8r8D5DeM2sxw5CGX4Aure3YB7ZMUZIfdKzqD0McosspFFgR8EtJag3LJ8qFw1ha3r4gfRpt9Yn5f9HIFeL62B8ijvkXDYGtAxj0jDnpAdNd29wnkvHO0iPQE6Aq34HPm3VQcOz9avRgpIDxTvAZwjwnmvnXthTyHaUkpGtEYBvWWMswcSkdaj/XJPYdvKZzTb7QG5L2cETPfUcURTfH+/yOyXeVSx3uH3oZvu08RYsh2wZgELzThf4KxX2DVQy9mGl46oZpxzm8WWcPd4AEI9TpBDpAzkGyElAi4ERgad9SZk9aDSyAD9nwATBWRoe6fQ7lGkQ6hL2VUoDdipH693EbCP1FxzwttjcyVUtzSyFSGD517cWKavQE+g3gNaPZDYi7f17ki594YjguBo6NU5Pn+Jhtyj6SiA0k6cGHezU3bKZ4zBZwsg9oTylqAfxe3RPQK0rb7ZU1hGdPa+jejZG3ej/rIHfPE5ph0pQSOFp8dHn6cXwlv9ZOvblkK8lxaHzhlCfERzluMFpVBWDX9Qg8AMbyW5uoLHvnPNuinfMZl9HLvCIBmNqM6oLT8G6KrLuMTgZ5cukAtGcYxN5PcA652CbAgLKr/KUQ8jq8P0wjdX91IewvtOsPRBx6jfDTR5PfHqCrC9TtUDrVHcFaGdfDg8HxWoo7K2BnJP6BwB0Zh3L+0o7i8JqD3+b4H+SFgfVRR8uj26LI9RmlEe9wA0MLZQHSlQW/WKN91v9b0olEdxY7kRvOM4/SX6xwiARnF7wLLXPqMxs5XHSFb0wG8PII/IqKNj984+tz8z5KmeN2uI2FGZInMjE/Tfil5LroLfAwWA5gwhg4sTaT0O2BRROoNeHmhn97wRTlduGPCWn3aukV0UroDmSd9owFV/IRTjl+i9ppc+5lNodjwr8nFvII6EeG/AbYURKMX8fPyRsO99G4XeoDkKeL0+OcprUzv5Jwqe9i1A+LnAE3k+ihPzPpL/EYF9T/hSfkfhuAeEW7/3ytgDkhGvjyhUeyDRGzdbIB5DuYJpg04fekrvVuj1g9E4PFL2qO9u9eMdGg9c4QRQSqC0yI32hjylBF9IQCNqf9rshpsX7jm7VzrrLPUlbm6vKOkmIYfc2TYBOy0oO0tYYs2HmiNzJV9Hr4GmAIt5nuF6+a7nEdf4q3q10Tb76qqtaPDTAJhq2Qasq7ClxW397mn/owGwVW7vW09AxbxGAuIeDXYr9Oq3FSeGEaDHtFt8GAmHPZ7F+EbLVp16PO/FG6Xf+3aP4P054SjIjgbbvcrePWEEcnvvjio5Mc2eEnik//bK36PPA+Yoz/h+BOZbyu8WgO0p4aP4G2HXN+lLeAkv4SW8hJfwP3vYv7XiJbyEl/ASXsJL+J88vIDhS3gJL+ElvIQ/+fAChi/hJbyEl/AS/uTDCxi+hJfwEl7CS/iTDy9g+BJewkt4CS/hTz68gOFLeAkv4SW8hD/58AKGL+ElvISX8BL+5MP/Cz1Zp3jFQrJmAAAAAElFTkSuQmCC\\n\",\n      \"text/plain\": [\n       \"<Figure size 450x337.5 with 1 Axes>\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"url = \\\"https://upload.wikimedia.org/wikipedia/commons/5/53/Paris_-_Basilique_du_Sacr%C3%A9_Coeur%2C_Montmartre_-_panoramio.jpg\\\"\\n\",\n    \"# try other queries by uncommenting their url\\n\",\n    \"# url = \\\"https://upload.wikimedia.org/wikipedia/commons/5/59/Basilique_du_Sacr%C3%A9-C%C5%93ur_%285430392880%29.jpg\\\"\\n\",\n    \"# url = \\\"https://upload.wikimedia.org/wikipedia/commons/8/8e/Sacr%C3%A9_C%C5%93ur_at_night%21_%285865355326%29.jpg\\\"\\n\",\n    \"query = 'query/night.jpg'\\n\",\n    \"!mkdir -p $images/query && wget $url -O $images/$query -q\\n\",\n    \"plot_images([read_image(images / query)], dpi=75)\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"id\": \"4a035ca4\",\n   \"metadata\": {},\n   \"source\": [\n    \"Again, we extract features for the query and match them exhaustively.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 8,\n   \"id\": \"7626a984\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stderr\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"[2022/01/03 01:27:56 hloc INFO] Extracting local features with configuration:\\n\",\n      \"{'model': {'max_keypoints': 4096, 'name': 'superpoint', 'nms_radius': 3},\\n\",\n      \" 'output': 'feats-superpoint-n4096-r1024',\\n\",\n      \" 'preprocessing': {'grayscale': True, 'resize_max': 1024}}\\n\"\n     ]\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Loaded SuperPoint model\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"application/vnd.jupyter.widget-view+json\": {\n       \"model_id\": \"8fcb68a4460f4562bd1dd02d723558dc\",\n       \"version_major\": 2,\n       \"version_minor\": 0\n      },\n      \"text/plain\": [\n       \"  0%|          | 0/1 [00:00<?, ?it/s]\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stderr\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"[2022/01/03 01:27:56 hloc INFO] Finished exporting features.\\n\",\n      \"[2022/01/03 01:27:56 hloc INFO] Matching local features with configuration:\\n\",\n      \"{'model': {'name': 'superglue',\\n\",\n      \"           'sinkhorn_iterations': 50,\\n\",\n      \"           'weights': 'outdoor'},\\n\",\n      \" 'output': 'matches-superglue'}\\n\"\n     ]\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Loaded SuperGlue model (\\\"outdoor\\\" weights)\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"application/vnd.jupyter.widget-view+json\": {\n       \"model_id\": \"744ee0df1ac149159d4ec7903619daad\",\n       \"version_major\": 2,\n       \"version_minor\": 0\n      },\n      \"text/plain\": [\n       \"  0%|          | 0/10 [00:00<?, ?it/s]\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stderr\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"[2022/01/03 01:27:58 hloc INFO] Finished exporting matches.\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"extract_features.main(feature_conf, images, image_list=[query], feature_path=features, overwrite=True)\\n\",\n    \"pairs_from_exhaustive.main(loc_pairs, image_list=[query], ref_list=references)\\n\",\n    \"match_features.main(matcher_conf, loc_pairs, features=features, matches=matches, overwrite=True);\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"id\": \"3b037419\",\n   \"metadata\": {},\n   \"source\": [\n    \"We read the EXIF data of the query to infer a rough initial estimate of camera parameters like the focal length. Then we estimate the absolute camera pose using PnP+RANSAC and refine the camera parameters.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 9,\n   \"id\": \"0bd559ad\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"found 489/1173 inlier correspondences.\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/png\": 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\\n\",\n      \"text/plain\": [\n       \"<Figure size 697.648x337.5 with 2 Axes>\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"data\": {\n      \"image/png\": 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\\n\",\n      \"text/plain\": [\n       \"<Figure size 900x337.5 with 2 Axes>\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"import pycolmap\\n\",\n    \"from hloc.localize_sfm import QueryLocalizer, pose_from_cluster\\n\",\n    \"\\n\",\n    \"camera = pycolmap.infer_camera_from_image(images / query)\\n\",\n    \"ref_ids = [model.find_image_with_name(r).image_id for r in references]\\n\",\n    \"conf = {\\n\",\n    \"    'estimation': {'ransac': {'max_error': 12}},\\n\",\n    \"    'refinement': {'refine_focal_length': True, 'refine_extra_params': True},\\n\",\n    \"}\\n\",\n    \"localizer = QueryLocalizer(model, conf)\\n\",\n    \"ret, log = pose_from_cluster(localizer, query, camera, ref_ids, features, matches)\\n\",\n    \"\\n\",\n    \"print(f'found {ret[\\\"num_inliers\\\"]}/{len(ret[\\\"inliers\\\"])} inlier correspondences.')\\n\",\n    \"visualization.visualize_loc_from_log(images, query, log, model)\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"id\": \"791e5518\",\n   \"metadata\": {},\n   \"source\": [\n    \"We visualize the correspondences between the query images a few mapping images. We can also visualize the estimated camera pose in the 3D map.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 11,\n   \"id\": \"71ab5306\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"data\": {\n      \"application/vnd.plotly.v1+json\": {\n       \"config\": {\n        \"plotlyServerURL\": \"https://plot.ly\"\n       },\n       \"data\": [\n        {\n         \"legendgroup\": \"mapping\",\n         \"marker\": {\n          \"color\": \"rgba(255,0,0,0.5)\",\n          \"line\": {\n           \"width\": 0\n          },\n          \"size\": 1\n         },\n         \"mode\": \"markers\",\n         \"name\": \"mapping\",\n         \"type\": \"scatter3d\",\n         \"x\": [\n          0.921886372671709,\n          0.37579743578832336,\n          -0.11127842181089562,\n          0.7033409270266268,\n          0.4027180273756952,\n          1.2105718846275995,\n          0.17010589538593507,\n          0.14442755768074494,\n          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  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/__init__.py",
    "content": "import logging\nfrom packaging import version\n\n__version__ = '1.3'\n\nformatter = logging.Formatter(\n    fmt='[%(asctime)s %(name)s %(levelname)s] %(message)s',\n    datefmt='%Y/%m/%d %H:%M:%S')\nhandler = logging.StreamHandler()\nhandler.setFormatter(formatter)\nhandler.setLevel(logging.INFO)\n\nlogger = logging.getLogger(\"hloc\")\nlogger.setLevel(logging.INFO)\nlogger.addHandler(handler)\nlogger.propagate = False\n\ntry:\n    import pycolmap\nexcept ImportError:\n    logger.warning('pycolmap is not installed, some features may not work.')\nelse:\n    minimal_version = version.parse('0.3.0')\n    found_version = version.parse(getattr(pycolmap, '__version__'))\n    if found_version < minimal_version:\n        logger.warning(\n            'hloc now requires pycolmap>=%s but found pycolmap==%s, '\n            'please upgrade with `pip install --upgrade pycolmap`',\n            minimal_version, found_version)\n"
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  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/colmap_from_nvm.py",
    "content": "import argparse\nimport sqlite3\nfrom tqdm import tqdm\nfrom collections import defaultdict\nimport numpy as np\nfrom pathlib import Path\n\nfrom . import logger\nfrom .utils.read_write_model import Camera, Image, Point3D, CAMERA_MODEL_NAMES\nfrom .utils.read_write_model import write_model\n\n\ndef recover_database_images_and_ids(database_path):\n    images = {}\n    cameras = {}\n    db = sqlite3.connect(str(database_path))\n    ret = db.execute(\"SELECT name, image_id, camera_id FROM images;\")\n    for name, image_id, camera_id in ret:\n        images[name] = image_id\n        cameras[name] = camera_id\n    db.close()\n    logger.info(\n        f'Found {len(images)} images and {len(cameras)} cameras in database.')\n    return images, cameras\n\n\ndef quaternion_to_rotation_matrix(qvec):\n    qvec = qvec / np.linalg.norm(qvec)\n    w, x, y, z = qvec\n    R = np.array([\n        [1 - 2 * y * y - 2 * z * z, 2 * x * y - 2 * z * w, 2 * x * z + 2 * y * w],\n        [2 * x * y + 2 * z * w, 1 - 2 * x * x - 2 * z * z, 2 * y * z - 2 * x * w],\n        [2 * x * z - 2 * y * w, 2 * y * z + 2 * x * w, 1 - 2 * x * x - 2 * y * y]])\n    return R\n\n\ndef camera_center_to_translation(c, qvec):\n    R = quaternion_to_rotation_matrix(qvec)\n    return (-1) * np.matmul(R, c)\n\n\ndef read_nvm_model(\n        nvm_path, intrinsics_path, image_ids, camera_ids, skip_points=False):\n\n    with open(intrinsics_path, 'r') as f:\n        raw_intrinsics = f.readlines()\n\n    logger.info(f'Reading {len(raw_intrinsics)} cameras...')\n    cameras = {}\n    for intrinsics in raw_intrinsics:\n        intrinsics = intrinsics.strip('\\n').split(' ')\n        name, camera_model, width, height = intrinsics[:4]\n        params = [float(p) for p in intrinsics[4:]]\n        camera_model = CAMERA_MODEL_NAMES[camera_model]\n        assert len(params) == camera_model.num_params\n        camera_id = camera_ids[name]\n        camera = Camera(\n            id=camera_id, model=camera_model.model_name,\n            width=int(width), height=int(height), params=params)\n        cameras[camera_id] = camera\n\n    nvm_f = open(nvm_path, 'r')\n    line = nvm_f.readline()\n    while line == '\\n' or line.startswith('NVM_V3'):\n        line = nvm_f.readline()\n    num_images = int(line)\n    assert num_images == len(cameras)\n\n    logger.info(f'Reading {num_images} images...')\n    image_idx_to_db_image_id = []\n    image_data = []\n    i = 0\n    while i < num_images:\n        line = nvm_f.readline()\n        if line == '\\n':\n            continue\n        data = line.strip('\\n').split(' ')\n        image_data.append(data)\n        image_idx_to_db_image_id.append(image_ids[data[0]])\n        i += 1\n\n    line = nvm_f.readline()\n    while line == '\\n':\n        line = nvm_f.readline()\n    num_points = int(line)\n\n    if skip_points:\n        logger.info(f'Skipping {num_points} points.')\n        num_points = 0\n    else:\n        logger.info(f'Reading {num_points} points...')\n    points3D = {}\n    image_idx_to_keypoints = defaultdict(list)\n    i = 0\n    pbar = tqdm(total=num_points, unit='pts')\n    while i < num_points:\n        line = nvm_f.readline()\n        if line == '\\n':\n            continue\n\n        data = line.strip('\\n').split(' ')\n        x, y, z, r, g, b, num_observations = data[:7]\n        obs_image_ids, point2D_idxs = [], []\n        for j in range(int(num_observations)):\n            s = 7 + 4*j\n            img_index, kp_index, kx, ky = data[s:s+4]\n            image_idx_to_keypoints[int(img_index)].append(\n                (int(kp_index), float(kx), float(ky), i))\n            db_image_id = image_idx_to_db_image_id[int(img_index)]\n            obs_image_ids.append(db_image_id)\n            point2D_idxs.append(kp_index)\n\n        point = Point3D(\n            id=i,\n            xyz=np.array([x, y, z], float),\n            rgb=np.array([r, g, b], int),\n            error=1.,  # fake\n            image_ids=np.array(obs_image_ids, int),\n            point2D_idxs=np.array(point2D_idxs, int))\n        points3D[i] = point\n\n        i += 1\n        pbar.update(1)\n    pbar.close()\n\n    logger.info('Parsing image data...')\n    images = {}\n    for i, data in enumerate(image_data):\n        # Skip the focal length. Skip the distortion and terminal 0.\n        name, _, qw, qx, qy, qz, cx, cy, cz, _, _ = data\n        qvec = np.array([qw, qx, qy, qz], float)\n        c = np.array([cx, cy, cz], float)\n        t = camera_center_to_translation(c, qvec)\n\n        if i in image_idx_to_keypoints:\n            # NVM only stores triangulated 2D keypoints: add dummy ones\n            keypoints = image_idx_to_keypoints[i]\n            point2D_idxs = np.array([d[0] for d in keypoints])\n            tri_xys = np.array([[x, y] for _, x, y, _ in keypoints])\n            tri_ids = np.array([i for _, _, _, i in keypoints])\n\n            num_2Dpoints = max(point2D_idxs) + 1\n            xys = np.zeros((num_2Dpoints, 2), float)\n            point3D_ids = np.full(num_2Dpoints, -1, int)\n            xys[point2D_idxs] = tri_xys\n            point3D_ids[point2D_idxs] = tri_ids\n        else:\n            xys = np.zeros((0, 2), float)\n            point3D_ids = np.full(0, -1, int)\n\n        image_id = image_ids[name]\n        image = Image(\n            id=image_id,\n            qvec=qvec,\n            tvec=t,\n            camera_id=camera_ids[name],\n            name=name,\n            xys=xys,\n            point3D_ids=point3D_ids)\n        images[image_id] = image\n\n    return cameras, images, points3D\n\n\ndef main(nvm, intrinsics, database, output, skip_points=False):\n    assert nvm.exists(), nvm\n    assert intrinsics.exists(), intrinsics\n    assert database.exists(), database\n\n    image_ids, camera_ids = recover_database_images_and_ids(database)\n\n    logger.info('Reading the NVM model...')\n    model = read_nvm_model(\n        nvm, intrinsics, image_ids, camera_ids, skip_points=skip_points)\n\n    logger.info('Writing the COLMAP model...')\n    output.mkdir(exist_ok=True, parents=True)\n    write_model(*model, path=str(output), ext='.bin')\n    logger.info('Done.')\n\n\nif __name__ == '__main__':\n    parser = argparse.ArgumentParser()\n    parser.add_argument('--nvm', required=True, type=Path)\n    parser.add_argument('--intrinsics', required=True, type=Path)\n    parser.add_argument('--database', required=True, type=Path)\n    parser.add_argument('--output', required=True, type=Path)\n    parser.add_argument('--skip_points', action='store_true')\n    args = parser.parse_args()\n    main(**args.__dict__)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/extract_features.py",
    "content": "import argparse\nimport torch\nfrom pathlib import Path\nfrom typing import Dict, List, Union, Optional\nimport h5py\nfrom types import SimpleNamespace\nimport cv2\nimport numpy as np\nfrom tqdm import tqdm\nimport pprint\nimport collections.abc as collections\nimport PIL.Image\n\nfrom . import extractors, logger\nfrom .utils.base_model import dynamic_load\nfrom .utils.parsers import parse_image_lists\nfrom .utils.io import read_image, list_h5_names\n\n\n'''\nA set of standard configurations that can be directly selected from the command\nline using their name. Each is a dictionary with the following entries:\n    - output: the name of the feature file that will be generated.\n    - model: the model configuration, as passed to a feature extractor.\n    - preprocessing: how to preprocess the images read from disk.\n'''\nconfs = {\n    'superpoint_aachen': {\n        'output': 'feats-superpoint-n4096-r1024',\n        'model': {\n            'name': 'superpoint',\n            'nms_radius': 3,\n            'max_keypoints': 4096,\n        },\n        'preprocessing': {\n            'grayscale': True,\n            'resize_max': 1024,\n        },\n    },\n    # Resize images to 1600px even if they are originally smaller.\n    # Improves the keypoint localization if the images are of good quality.\n    'superpoint_max': {\n        'output': 'feats-superpoint-n4096-rmax1600',\n        'model': {\n            'name': 'superpoint',\n            'nms_radius': 3,\n            'max_keypoints': 4096,\n        },\n        'preprocessing': {\n            'grayscale': True,\n            'resize_max': 1600,\n            'resize_force': True,\n        },\n    },\n    'superpoint_inloc': {\n        'output': 'feats-superpoint-n4096-r1600',\n        'model': {\n            'name': 'superpoint',\n            'nms_radius': 4,\n            'max_keypoints': 4096,\n        },\n        'preprocessing': {\n            'grayscale': True,\n            'resize_max': 1600,\n        },\n    },\n    'r2d2': {\n        'output': 'feats-r2d2-n5000-r1024',\n        'model': {\n            'name': 'r2d2',\n            'max_keypoints': 5000,\n        },\n        'preprocessing': {\n            'grayscale': False,\n            'resize_max': 1024,\n        },\n    },\n    'd2net-ss': {\n        'output': 'feats-d2net-ss',\n        'model': {\n            'name': 'd2net',\n            'multiscale': False,\n        },\n        'preprocessing': {\n            'grayscale': False,\n            'resize_max': 1600,\n        },\n    },\n    'sift': {\n        'output': 'feats-sift',\n        'model': {\n            'name': 'dog'\n        },\n        'preprocessing': {\n            'grayscale': True,\n            'resize_max': 1600,\n        },\n    },\n    'sosnet': {\n        'output': 'feats-sosnet',\n        'model': {\n            'name': 'dog',\n            'descriptor': 'sosnet'\n        },\n        'preprocessing': {\n            'grayscale': True,\n            'resize_max': 1600,\n        },\n    },\n    'disk': {\n        'output': 'feats-disk',\n        'model': {\n            'name': 'disk',\n            'max_keypoints': 5000,\n        },\n        'preprocessing': {\n            'grayscale': False,\n            'resize_max': 1600,\n        },\n    },\n    # Global descriptors\n    'dir': {\n        'output': 'global-feats-dir',\n        'model': {'name': 'dir'},\n        'preprocessing': {'resize_max': 1024},\n    },\n    'netvlad': {\n        'output': 'global-feats-netvlad',\n        'model': {'name': 'netvlad'},\n        'preprocessing': {'resize_max': 1024},\n    },\n    'openibl': {\n        'output': 'global-feats-openibl',\n        'model': {'name': 'openibl'},\n        'preprocessing': {'resize_max': 1024},\n    },\n    'cosplace': {\n        'output': 'global-feats-cosplace',\n        'model': {'name': 'cosplace'},\n        'preprocessing': {'resize_max': 1024},\n    }\n}\n\n\ndef resize_image(image, size, interp):\n    if interp.startswith('cv2_'):\n        interp = getattr(cv2, 'INTER_'+interp[len('cv2_'):].upper())\n        h, w = image.shape[:2]\n        if interp == cv2.INTER_AREA and (w < size[0] or h < size[1]):\n            interp = cv2.INTER_LINEAR\n        resized = cv2.resize(image, size, interpolation=interp)\n    elif interp.startswith('pil_'):\n        interp = getattr(PIL.Image, interp[len('pil_'):].upper())\n        resized = PIL.Image.fromarray(image.astype(np.uint8))\n        resized = resized.resize(size, resample=interp)\n        resized = np.asarray(resized, dtype=image.dtype)\n    else:\n        raise ValueError(\n            f'Unknown interpolation {interp}.')\n    return resized\n\n\nclass ImageDataset(torch.utils.data.Dataset):\n    default_conf = {\n        'globs': ['*.jpg', '*.png', '*.jpeg', '*.JPG', '*.PNG'],\n        'grayscale': False,\n        'resize_max': None,\n        'resize_force': False,\n        'interpolation': 'cv2_area',  # pil_linear is more accurate but slower\n    }\n\n    def __init__(self, root, conf, paths=None):\n        self.conf = conf = SimpleNamespace(**{**self.default_conf, **conf})\n        self.root = root\n\n        if paths is None:\n            paths = []\n            for g in conf.globs:\n                paths += list(Path(root).glob('**/'+g))\n            if len(paths) == 0:\n                raise ValueError(f'Could not find any image in root: {root}.')\n            paths = sorted(list(set(paths)))\n            self.names = [i.relative_to(root).as_posix() for i in paths]\n            logger.info(f'Found {len(self.names)} images in root {root}.')\n        else:\n            if isinstance(paths, (Path, str)):\n                self.names = parse_image_lists(paths)\n            elif isinstance(paths, collections.Iterable):\n                self.names = [p.as_posix() if isinstance(p, Path) else p\n                              for p in paths]\n            else:\n                raise ValueError(f'Unknown format for path argument {paths}.')\n\n            for name in self.names:\n                if not (root / name).exists():\n                    raise ValueError(\n                        f'Image {name} does not exists in root: {root}.')\n\n    def __getitem__(self, idx):\n        name = self.names[idx]\n        image = read_image(self.root / name, self.conf.grayscale)\n        image = image.astype(np.float32)\n        size = image.shape[:2][::-1]\n\n        if self.conf.resize_max and (self.conf.resize_force\n                                     or max(size) > self.conf.resize_max):\n            scale = self.conf.resize_max / max(size)\n            size_new = tuple(int(round(x*scale)) for x in size)\n            image = resize_image(image, size_new, self.conf.interpolation)\n\n        if self.conf.grayscale:\n            image = image[None]\n        else:\n            image = image.transpose((2, 0, 1))  # HxWxC to CxHxW\n        image = image / 255.\n\n        data = {\n            'image': image,\n            'original_size': np.array(size),\n        }\n        return data\n\n    def __len__(self):\n        return len(self.names)\n\n\n@torch.no_grad()\ndef main(conf: Dict,\n         image_dir: Path,\n         export_dir: Optional[Path] = None,\n         as_half: bool = True,\n         image_list: Optional[Union[Path, List[str]]] = None,\n         feature_path: Optional[Path] = None,\n         overwrite: bool = False) -> Path:\n    logger.info('Extracting local features with configuration:'\n                f'\\n{pprint.pformat(conf)}')\n\n    dataset = ImageDataset(image_dir, conf['preprocessing'], image_list)\n    if feature_path is None:\n        feature_path = Path(export_dir, conf['output']+'.h5')\n    feature_path.parent.mkdir(exist_ok=True, parents=True)\n    skip_names = set(list_h5_names(feature_path)\n                     if feature_path.exists() and not overwrite else ())\n    dataset.names = [n for n in dataset.names if n not in skip_names]\n    if len(dataset.names) == 0:\n        logger.info('Skipping the extraction.')\n        return feature_path\n\n    device = 'cuda' if torch.cuda.is_available() else 'cpu'\n    Model = dynamic_load(extractors, conf['model']['name'])\n    model = Model(conf['model']).eval().to(device)\n\n    loader = torch.utils.data.DataLoader(\n        dataset, num_workers=1, shuffle=False, pin_memory=True)\n    for idx, data in enumerate(tqdm(loader)):\n        name = dataset.names[idx]\n        pred = model({'image': data['image'].to(device, non_blocking=True)})\n        pred = {k: v[0].cpu().numpy() for k, v in pred.items()}\n\n        pred['image_size'] = original_size = data['original_size'][0].numpy()\n        if 'keypoints' in pred:\n            size = np.array(data['image'].shape[-2:][::-1])\n            scales = (original_size / size).astype(np.float32)\n            pred['keypoints'] = (pred['keypoints'] + .5) * scales[None] - .5\n            if 'scales' in pred:\n                pred['scales'] *= scales.mean()\n            # add keypoint uncertainties scaled to the original resolution\n            uncertainty = getattr(model, 'detection_noise', 1) * scales.mean()\n\n        if as_half:\n            for k in pred:\n                dt = pred[k].dtype\n                if (dt == np.float32) and (dt != np.float16):\n                    pred[k] = pred[k].astype(np.float16)\n\n        with h5py.File(str(feature_path), 'a', libver='latest') as fd:\n            try:\n                if name in fd:\n                    del fd[name]\n                grp = fd.create_group(name)\n                for k, v in pred.items():\n                    grp.create_dataset(k, data=v)\n                if 'keypoints' in pred:\n                    grp['keypoints'].attrs['uncertainty'] = uncertainty\n            except OSError as error:\n                if 'No space left on device' in error.args[0]:\n                    logger.error(\n                        'Out of disk space: storing features on disk can take '\n                        'significant space, did you enable the as_half flag?')\n                    del grp, fd[name]\n                raise error\n\n        del pred\n\n    logger.info('Finished exporting features.')\n    return feature_path\n\n\nif __name__ == '__main__':\n    parser = argparse.ArgumentParser()\n    parser.add_argument('--image_dir', type=Path, required=True)\n    parser.add_argument('--export_dir', type=Path, required=True)\n    parser.add_argument('--conf', type=str, default='superpoint_aachen',\n                        choices=list(confs.keys()))\n    parser.add_argument('--as_half', action='store_true')\n    parser.add_argument('--image_list', type=Path)\n    parser.add_argument('--feature_path', type=Path)\n    args = parser.parse_args()\n    main(confs[args.conf], args.image_dir, args.export_dir, args.as_half)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/extractors/__init__.py",
    "content": ""
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/extractors/cosplace.py",
    "content": "'''\nCode for loading models trained with CosPlace as a global features extractor\nfor geolocalization through image retrieval.\nMultiple models are available with different backbones. Below is a summary of\nmodels available (backbone : list of available output descriptors\ndimensionality). For example you can use a model based on a ResNet50 with\ndescriptors dimensionality 1024.\n    ResNet18:  [32, 64, 128, 256, 512]\n    ResNet50:  [32, 64, 128, 256, 512, 1024, 2048]\n    ResNet101: [32, 64, 128, 256, 512, 1024, 2048]\n    ResNet152: [32, 64, 128, 256, 512, 1024, 2048]\n    VGG16:     [    64, 128, 256, 512]\n\nCosPlace paper: https://arxiv.org/abs/2204.02287\n'''\n\nimport torch\nimport torchvision.transforms as tvf\n\nfrom ..utils.base_model import BaseModel\n\n\nclass CosPlace(BaseModel):\n    default_conf = {\n        'backbone': 'ResNet50',\n        'fc_output_dim' : 2048\n    }\n    required_inputs = ['image']\n    def _init(self, conf):\n        self.net = torch.hub.load(\n            'gmberton/CosPlace',\n            'get_trained_model',\n            backbone=conf['backbone'],\n            fc_output_dim=conf['fc_output_dim']\n        ).eval()\n        \n        mean = [0.485, 0.456, 0.406]\n        std = [0.229, 0.224, 0.225]\n        self.norm_rgb = tvf.Normalize(mean=mean, std=std)\n\n    def _forward(self, data):\n        image = self.norm_rgb(data['image'])\n        desc = self.net(image)\n        return {\n            'global_descriptor': desc,\n        }\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/extractors/d2net.py",
    "content": "import sys\nfrom pathlib import Path\nimport subprocess\nimport torch\n\nfrom ..utils.base_model import BaseModel\n\nd2net_path = Path(__file__).parent / '../../third_party/d2net'\nsys.path.append(str(d2net_path))\nfrom lib.model_test import D2Net as _D2Net\nfrom lib.pyramid import process_multiscale\n\n\nclass D2Net(BaseModel):\n    default_conf = {\n        'model_name': 'd2_tf.pth',\n        'checkpoint_dir': d2net_path / 'models',\n        'use_relu': True,\n        'multiscale': False,\n    }\n    required_inputs = ['image']\n\n    def _init(self, conf):\n        model_file = conf['checkpoint_dir'] / conf['model_name']\n        if not model_file.exists():\n            model_file.parent.mkdir(exist_ok=True)\n            cmd = ['wget', 'https://dsmn.ml/files/d2-net/'+conf['model_name'],\n                   '-O', str(model_file)]\n            subprocess.run(cmd, check=True)\n\n        self.net = _D2Net(\n            model_file=model_file,\n            use_relu=conf['use_relu'],\n            use_cuda=False)\n\n    def _forward(self, data):\n        image = data['image']\n        image = image.flip(1)  # RGB -> BGR\n        norm = image.new_tensor([103.939, 116.779, 123.68])\n        image = (image * 255 - norm.view(1, 3, 1, 1))  # caffe normalization\n\n        if self.conf['multiscale']:\n            keypoints, scores, descriptors = process_multiscale(\n                image, self.net)\n        else:\n            keypoints, scores, descriptors = process_multiscale(\n                image, self.net, scales=[1])\n        keypoints = keypoints[:, [1, 0]]  # (x, y) and remove the scale\n\n        return {\n            'keypoints': torch.from_numpy(keypoints)[None],\n            'scores': torch.from_numpy(scores)[None],\n            'descriptors': torch.from_numpy(descriptors.T)[None],\n        }\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/extractors/dir.py",
    "content": "import sys\nfrom pathlib import Path\nimport torch\nfrom zipfile import ZipFile\nimport os\nimport sklearn\nimport gdown\n\nfrom ..utils.base_model import BaseModel\n\nsys.path.append(str(\n    Path(__file__).parent / '../../third_party/deep-image-retrieval'))\nos.environ['DB_ROOT'] = ''  # required by dirtorch\n\nfrom dirtorch.utils import common  # noqa: E402\nfrom dirtorch.extract_features import load_model  # noqa: E402\n\n# The DIR model checkpoints (pickle files) include sklearn.decomposition.pca,\n# which has been deprecated in sklearn v0.24\n# and must be explicitly imported with `from sklearn.decomposition import PCA`.\n# This is a hacky workaround to maintain forward compatibility.\nsys.modules['sklearn.decomposition.pca'] = sklearn.decomposition._pca\n\n\nclass DIR(BaseModel):\n    default_conf = {\n        'model_name': 'Resnet-101-AP-GeM',\n        'whiten_name': 'Landmarks_clean',\n        'whiten_params': {\n            'whitenp': 0.25,\n            'whitenv': None,\n            'whitenm': 1.0,\n        },\n        'pooling': 'gem',\n        'gemp': 3,\n    }\n    required_inputs = ['image']\n\n    dir_models = {\n        'Resnet-101-AP-GeM': 'https://docs.google.com/uc?export=download&id=1UWJGDuHtzaQdFhSMojoYVQjmCXhIwVvy',\n    }\n\n    def _init(self, conf):\n        checkpoint = Path(\n            torch.hub.get_dir(), 'dirtorch', conf['model_name'] + '.pt')\n        if not checkpoint.exists():\n            checkpoint.parent.mkdir(exist_ok=True, parents=True)\n            link = self.dir_models[conf['model_name']]\n            gdown.download(str(link), str(checkpoint)+'.zip', quiet=False)\n            zf = ZipFile(str(checkpoint)+'.zip', 'r')\n            zf.extractall(checkpoint.parent)\n            zf.close()\n            os.remove(str(checkpoint)+'.zip')\n\n        self.net = load_model(checkpoint, False)  # first load on CPU\n        if conf['whiten_name']:\n            assert conf['whiten_name'] in self.net.pca\n\n    def _forward(self, data):\n        image = data['image']\n        assert image.shape[1] == 3\n        mean = self.net.preprocess['mean']\n        std = self.net.preprocess['std']\n        image = image - image.new_tensor(mean)[:, None, None]\n        image = image / image.new_tensor(std)[:, None, None]\n\n        desc = self.net(image)\n        desc = desc.unsqueeze(0)  # batch dimension\n        if self.conf['whiten_name']:\n            pca = self.net.pca[self.conf['whiten_name']]\n            desc = common.whiten_features(\n                    desc.cpu().numpy(), pca, **self.conf['whiten_params'])\n            desc = torch.from_numpy(desc)\n\n        return {\n            'global_descriptor': desc,\n        }\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/extractors/disk.py",
    "content": "import sys\nfrom pathlib import Path\nfrom functools import partial\nimport torch\nimport torch.nn.functional as F\n\nfrom ..utils.base_model import BaseModel\n\ndisk_path = Path(__file__).parent / \"../../third_party/disk\"\nsys.path.append(str(disk_path))\nfrom disk import DISK as _DISK  # noqa E402\n\n\nclass DISK(BaseModel):\n    default_conf = {\n        'model_name': 'depth-save.pth',\n        'max_keypoints': None,\n        'desc_dim': 128,\n        'mode': 'nms',\n        'nms_window_size': 5,\n    }\n    required_inputs = ['image']\n\n    def _init(self, conf):\n        self.model = _DISK(window=8, desc_dim=conf['desc_dim'])\n\n        state_dict = torch.load(\n            disk_path / conf['model_name'], map_location='cpu')\n        if 'extractor' in state_dict:\n            weights = state_dict['extractor']\n        elif 'disk' in state_dict:\n            weights = state_dict['disk']\n        else:\n            raise KeyError('Incompatible weight file!')\n        self.model.load_state_dict(weights)\n\n        if conf['mode'] == 'nms':\n            self.extract = partial(\n                self.model.features,\n                kind='nms',\n                window_size=conf['nms_window_size'],\n                cutoff=0.,\n                n=conf['max_keypoints']\n            )\n        elif conf['mode'] == 'rng':\n            self.extract = partial(self.model.features, kind='rng')\n        else:\n            raise KeyError(\n                f'mode must be `nms` or `rng`, got `{conf[\"mode\"]}`')\n\n    def _forward(self, data):\n        image = data['image']\n        # make sure that the dimensions of the image are multiple of 16\n        orig_h, orig_w = image.shape[-2:]\n        new_h = round(orig_h / 16) * 16\n        new_w = round(orig_w / 16) * 16\n        image = F.pad(image, (0, new_w - orig_w, 0, new_h - orig_h))\n\n        batched_features = self.extract(image)\n\n        assert(len(batched_features) == 1)\n        features = batched_features[0]\n\n        # filter points detected in the padded areas\n        kpts = features.kp\n        valid = torch.all(kpts <= kpts.new_tensor([orig_w, orig_h]) - 1, 1)\n        kpts = kpts[valid]\n        descriptors = features.desc[valid]\n        scores = features.kp_logp[valid]\n\n        # order the keypoints\n        indices = torch.argsort(scores, descending=True)\n        kpts = kpts[indices]\n        descriptors = descriptors[indices]\n        scores = scores[indices]\n\n        return {\n            'keypoints': kpts[None],\n            'descriptors': descriptors.t()[None],\n            'scores': scores[None],\n        }\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/extractors/dog.py",
    "content": "import kornia\nfrom kornia.feature.laf import (\n    laf_from_center_scale_ori, extract_patches_from_pyramid)\nimport numpy as np\nimport torch\nimport pycolmap\n\nfrom ..utils.base_model import BaseModel\n\n\nEPS = 1e-6\n\n\ndef sift_to_rootsift(x):\n    x = x / (np.linalg.norm(x, ord=1, axis=-1, keepdims=True) + EPS)\n    x = np.sqrt(x.clip(min=EPS))\n    x = x / (np.linalg.norm(x, axis=-1, keepdims=True) + EPS)\n    return x\n\n\nclass DoG(BaseModel):\n    default_conf = {\n        'options': {\n            'first_octave': 0,\n            'peak_threshold': 0.01,\n        },\n        'descriptor': 'rootsift',\n        'max_keypoints': -1,\n        'patch_size': 32,\n        'mr_size': 12,\n    }\n    required_inputs = ['image']\n    detection_noise = 1.0\n    max_batch_size = 1024\n\n    def _init(self, conf):\n        if conf['descriptor'] == 'sosnet':\n            self.describe = kornia.feature.SOSNet(pretrained=True)\n        elif conf['descriptor'] == 'hardnet':\n            self.describe = kornia.feature.HardNet(pretrained=True)\n        elif conf['descriptor'] not in ['sift', 'rootsift']:\n            raise ValueError(f'Unknown descriptor: {conf[\"descriptor\"]}')\n\n        self.sift = None  # lazily instantiated on the first image\n        self.device = torch.device('cpu')\n\n    def to(self, *args, **kwargs):\n        device = kwargs.get('device')\n        if device is None:\n            match = [a for a in args if isinstance(a, (torch.device, str))]\n            if len(match) > 0:\n                device = match[0]\n        if device is not None:\n            self.device = torch.device(device)\n        return super().to(*args, **kwargs)\n\n    def _forward(self, data):\n        image = data['image']\n        image_np = image.cpu().numpy()[0, 0]\n        assert image.shape[1] == 1\n        assert image_np.min() >= -EPS and image_np.max() <= 1 + EPS\n\n        if self.sift is None:\n            use_gpu = pycolmap.has_cuda and self.device.type == 'cuda'\n            options = {**self.conf['options']}\n            if self.conf['descriptor'] == 'rootsift':\n                options['normalization'] = pycolmap.Normalization.L1_ROOT\n            else:\n                options['normalization'] = pycolmap.Normalization.L2\n            self.sift = pycolmap.Sift(\n                options=pycolmap.SiftExtractionOptions(options),\n                device=getattr(pycolmap.Device, 'cuda' if use_gpu else 'cpu'))\n\n        keypoints, scores, descriptors = self.sift.extract(image_np)\n        scales = keypoints[:, 2]\n        oris = np.rad2deg(keypoints[:, 3])\n\n        if self.conf['descriptor'] in ['sift', 'rootsift']:\n            # We still renormalize because COLMAP does not normalize well,\n            # maybe due to numerical errors\n            if self.conf['descriptor'] == 'rootsift':\n                descriptors = sift_to_rootsift(descriptors)\n            descriptors = torch.from_numpy(descriptors)\n        elif self.conf['descriptor'] in ('sosnet', 'hardnet'):\n            center = keypoints[:, :2] + 0.5\n            laf_scale = scales * self.conf['mr_size'] / 2\n            laf_ori = -oris\n            lafs = laf_from_center_scale_ori(\n                torch.from_numpy(center)[None],\n                torch.from_numpy(laf_scale)[None, :, None, None],\n                torch.from_numpy(laf_ori)[None, :, None]).to(image.device)\n            patches = extract_patches_from_pyramid(\n                    image, lafs, PS=self.conf['patch_size'])[0]\n            descriptors = patches.new_zeros((len(patches), 128))\n            if len(patches) > 0:\n                for start_idx in range(0, len(patches), self.max_batch_size):\n                    end_idx = min(len(patches), start_idx+self.max_batch_size)\n                    descriptors[start_idx:end_idx] = self.describe(\n                        patches[start_idx:end_idx])\n        else:\n            raise ValueError(f'Unknown descriptor: {self.conf[\"descriptor\"]}')\n\n        keypoints = torch.from_numpy(keypoints[:, :2])  # keep only x, y\n        scales = torch.from_numpy(scales)\n        oris = torch.from_numpy(oris)\n        scores = torch.from_numpy(scores)\n\n        if self.conf['max_keypoints'] != -1:\n            # TODO: check that the scores from PyCOLMAP are 100% correct,\n            # follow https://github.com/mihaidusmanu/pycolmap/issues/8\n            indices = torch.topk(scores, self.conf['max_keypoints'])\n            keypoints = keypoints[indices]\n            scales = scales[indices]\n            oris = oris[indices]\n            scores = scores[indices]\n            descriptors = descriptors[indices]\n\n        return {\n            'keypoints': keypoints[None],\n            'scales': scales[None],\n            'oris': oris[None],\n            'scores': scores[None],\n            'descriptors': descriptors.T[None],\n        }\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/extractors/netvlad.py",
    "content": "from pathlib import Path\nimport subprocess\nimport logging\nimport numpy as np\nimport torch\nimport torch.nn as nn\nimport torch.nn.functional as F\nimport torchvision.models as models\nfrom scipy.io import loadmat\n\nfrom ..utils.base_model import BaseModel\n\nlogger = logging.getLogger(__name__)\n\nEPS = 1e-6\n\n\nclass NetVLADLayer(nn.Module):\n    def __init__(self, input_dim=512, K=64, score_bias=False, intranorm=True):\n        super().__init__()\n        self.score_proj = nn.Conv1d(\n            input_dim, K, kernel_size=1, bias=score_bias)\n        centers = nn.parameter.Parameter(torch.empty([input_dim, K]))\n        nn.init.xavier_uniform_(centers)\n        self.register_parameter('centers', centers)\n        self.intranorm = intranorm\n        self.output_dim = input_dim * K\n\n    def forward(self, x):\n        b = x.size(0)\n        scores = self.score_proj(x)\n        scores = F.softmax(scores, dim=1)\n        diff = (x.unsqueeze(2) - self.centers.unsqueeze(0).unsqueeze(-1))\n        desc = (scores.unsqueeze(1) * diff).sum(dim=-1)\n        if self.intranorm:\n            # From the official MATLAB implementation.\n            desc = F.normalize(desc, dim=1)\n        desc = desc.view(b, -1)\n        desc = F.normalize(desc, dim=1)\n        return desc\n\n\nclass NetVLAD(BaseModel):\n    default_conf = {\n        'model_name': 'VGG16-NetVLAD-Pitts30K',\n        'whiten': True\n    }\n    required_inputs = ['image']\n\n    # Models exported using\n    # https://github.com/uzh-rpg/netvlad_tf_open/blob/master/matlab/net_class2struct.m.\n    dir_models = {\n        'VGG16-NetVLAD-Pitts30K': 'https://cvg-data.inf.ethz.ch/hloc/netvlad/Pitts30K_struct.mat',\n        'VGG16-NetVLAD-TokyoTM': 'https://cvg-data.inf.ethz.ch/hloc/netvlad/TokyoTM_struct.mat'\n    }\n\n    def _init(self, conf):\n        assert conf['model_name'] in self.dir_models.keys()\n\n        # Download the checkpoint.\n        checkpoint = Path(\n            torch.hub.get_dir(), 'netvlad', conf['model_name'] + '.mat')\n        if not checkpoint.exists():\n            checkpoint.parent.mkdir(exist_ok=True, parents=True)\n            link = self.dir_models[conf['model_name']]\n            cmd = ['wget', link, '-O', str(checkpoint)]\n            logger.info(f'Downloading the NetVLAD model with `{cmd}`.')\n            subprocess.run(cmd, check=True)\n\n        # Create the network.\n        # Remove classification head.\n        backbone = list(models.vgg16().children())[0]\n        # Remove last ReLU + MaxPool2d.\n        self.backbone = nn.Sequential(*list(backbone.children())[: -2])\n\n        self.netvlad = NetVLADLayer()\n\n        if conf['whiten']:\n            self.whiten = nn.Linear(self.netvlad.output_dim, 4096)\n\n        # Parse MATLAB weights using https://github.com/uzh-rpg/netvlad_tf_open\n        mat = loadmat(checkpoint, struct_as_record=False, squeeze_me=True)\n\n        # CNN weights.\n        for layer, mat_layer in zip(self.backbone.children(),\n                                    mat['net'].layers):\n            if isinstance(layer, nn.Conv2d):\n                w = mat_layer.weights[0]  # Shape: S x S x IN x OUT\n                b = mat_layer.weights[1]  # Shape: OUT\n                # Prepare for PyTorch - enforce float32 and right shape.\n                # w should have shape: OUT x IN x S x S\n                # b should have shape: OUT\n                w = torch.tensor(w).float().permute([3, 2, 0, 1])\n                b = torch.tensor(b).float()\n                # Update layer weights.\n                layer.weight = nn.Parameter(w)\n                layer.bias = nn.Parameter(b)\n\n        # NetVLAD weights.\n        score_w = mat['net'].layers[30].weights[0]  # D x K\n        # centers are stored as opposite in official MATLAB code\n        center_w = -mat['net'].layers[30].weights[1]  # D x K\n        # Prepare for PyTorch - make sure it is float32 and has right shape.\n        # score_w should have shape K x D x 1\n        # center_w should have shape D x K\n        score_w = torch.tensor(score_w).float().permute([1, 0]).unsqueeze(-1)\n        center_w = torch.tensor(center_w).float()\n        # Update layer weights.\n        self.netvlad.score_proj.weight = nn.Parameter(score_w)\n        self.netvlad.centers = nn.Parameter(center_w)\n\n        # Whitening weights.\n        if conf['whiten']:\n            w = mat['net'].layers[33].weights[0]  # Shape: 1 x 1 x IN x OUT\n            b = mat['net'].layers[33].weights[1]  # Shape: OUT\n            # Prepare for PyTorch - make sure it is float32 and has right shape\n            w = torch.tensor(w).float().squeeze().permute([1, 0])  # OUT x IN\n            b = torch.tensor(b.squeeze()).float()  # Shape: OUT\n            # Update layer weights.\n            self.whiten.weight = nn.Parameter(w)\n            self.whiten.bias = nn.Parameter(b)\n\n        # Preprocessing parameters.\n        self.preprocess = {\n            'mean': mat['net'].meta.normalization.averageImage[0, 0],\n            'std': np.array([1, 1, 1], dtype=np.float32)\n        }\n\n    def _forward(self, data):\n        image = data['image']\n        assert image.shape[1] == 3\n        assert image.min() >= -EPS and image.max() <= 1 + EPS\n        image = torch.clamp(image * 255, 0.0, 255.0)  # Input should be 0-255.\n        mean = self.preprocess['mean']\n        std = self.preprocess['std']\n        image = image - image.new_tensor(mean).view(1, -1, 1, 1)\n        image = image / image.new_tensor(std).view(1, -1, 1, 1)\n\n        # Feature extraction.\n        descriptors = self.backbone(image)\n        b, c, _, _ = descriptors.size()\n        descriptors = descriptors.view(b, c, -1)\n\n        # NetVLAD layer.\n        descriptors = F.normalize(descriptors, dim=1)  # Pre-normalization.\n        desc = self.netvlad(descriptors)\n\n        # Whiten if needed.\n        if hasattr(self, 'whiten'):\n            desc = self.whiten(desc)\n            desc = F.normalize(desc, dim=1)  # Final L2 normalization.\n\n        return {\n            'global_descriptor': desc\n        }\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/extractors/openibl.py",
    "content": "import torch\nimport torchvision.transforms as tvf\n\nfrom ..utils.base_model import BaseModel\n\n\nclass OpenIBL(BaseModel):\n    default_conf = {\n        'model_name': 'vgg16_netvlad',\n    }\n    required_inputs = ['image']\n\n    def _init(self, conf):\n        self.net = torch.hub.load(\n            'yxgeee/OpenIBL', conf['model_name'], pretrained=True).eval()\n        mean = [0.48501960784313836, 0.4579568627450961, 0.4076039215686255]\n        std = [0.00392156862745098, 0.00392156862745098, 0.00392156862745098]\n        self.norm_rgb = tvf.Normalize(mean=mean, std=std)\n\n    def _forward(self, data):\n        image = self.norm_rgb(data['image'])\n        desc = self.net(image)\n        return {\n            'global_descriptor': desc,\n        }\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/extractors/r2d2.py",
    "content": "import sys\nfrom pathlib import Path\nimport torchvision.transforms as tvf\n\nfrom ..utils.base_model import BaseModel\n\nr2d2_path = Path(__file__).parent / \"../../third_party/r2d2\"\nsys.path.append(str(r2d2_path))\nfrom extract import load_network, NonMaxSuppression, extract_multiscale\n\n\nclass R2D2(BaseModel):\n    default_conf = {\n        'model_name': 'r2d2_WASF_N16.pt',\n        'max_keypoints': 5000,\n        'scale_factor': 2**0.25,\n        'min_size': 256,\n        'max_size': 1024,\n        'min_scale': 0,\n        'max_scale': 1,\n        'reliability_threshold': 0.7,\n        'repetability_threshold': 0.7,\n    }\n    required_inputs = ['image']\n\n    def _init(self, conf):\n        model_fn = r2d2_path / \"models\" / conf['model_name']\n        self.norm_rgb = tvf.Normalize(mean=[0.485, 0.456, 0.406],\n                                      std=[0.229, 0.224, 0.225])\n        self.net = load_network(model_fn)\n        self.detector = NonMaxSuppression(\n            rel_thr=conf['reliability_threshold'],\n            rep_thr=conf['repetability_threshold']\n        )\n\n    def _forward(self, data):\n        img = data['image']\n        img = self.norm_rgb(img)\n\n        xys, desc, scores = extract_multiscale(\n            self.net, img, self.detector,\n            scale_f=self.conf['scale_factor'],\n            min_size=self.conf['min_size'],\n            max_size=self.conf['max_size'],\n            min_scale=self.conf['min_scale'],\n            max_scale=self.conf['max_scale'],\n        )\n        idxs = scores.argsort()[-self.conf['max_keypoints'] or None:]\n        xy = xys[idxs, :2]\n        desc = desc[idxs].t()\n        scores = scores[idxs]\n\n        pred = {'keypoints': xy[None],\n                'descriptors': desc[None],\n                'scores': scores[None]}\n        return pred\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/extractors/superpoint.py",
    "content": "import sys\nfrom pathlib import Path\nimport torch\n\nfrom ..utils.base_model import BaseModel\n\nsys.path.append(str(Path(__file__).parent / '../../third_party'))\nfrom SuperGluePretrainedNetwork.models import superpoint  # noqa E402\n\n\n# The original keypoint sampling is incorrect. We patch it here but\n# we don't fix it upstream to not impact exisiting evaluations.\ndef sample_descriptors_fix_sampling(keypoints, descriptors, s: int = 8):\n    \"\"\" Interpolate descriptors at keypoint locations \"\"\"\n    b, c, h, w = descriptors.shape\n    keypoints = (keypoints + 0.5) / (keypoints.new_tensor([w, h]) * s)\n    keypoints = keypoints * 2 - 1  # normalize to (-1, 1)\n    descriptors = torch.nn.functional.grid_sample(\n        descriptors, keypoints.view(b, 1, -1, 2),\n        mode='bilinear', align_corners=False)\n    descriptors = torch.nn.functional.normalize(\n        descriptors.reshape(b, c, -1), p=2, dim=1)\n    return descriptors\n\n\nclass SuperPoint(BaseModel):\n    default_conf = {\n        'nms_radius': 4,\n        'keypoint_threshold': 0.005,\n        'max_keypoints': -1,\n        'remove_borders': 4,\n        'fix_sampling': False,\n    }\n    required_inputs = ['image']\n    detection_noise = 2.0\n\n    def _init(self, conf):\n        if conf['fix_sampling']:\n            superpoint.sample_descriptors = sample_descriptors_fix_sampling\n        self.net = superpoint.SuperPoint(conf)\n\n    def _forward(self, data):\n        return self.net(data)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/localize_inloc.py",
    "content": "import argparse\nfrom pathlib import Path\nimport numpy as np\nimport h5py\nfrom scipy.io import loadmat\nimport torch\nfrom tqdm import tqdm\nimport pickle\nimport cv2\nimport pycolmap\n\nfrom . import logger\nfrom .utils.parsers import parse_retrieval, names_to_pair\n\n\ndef interpolate_scan(scan, kp):\n    h, w, c = scan.shape\n    kp = kp / np.array([[w-1, h-1]]) * 2 - 1\n    assert np.all(kp > -1) and np.all(kp < 1)\n    scan = torch.from_numpy(scan).permute(2, 0, 1)[None]\n    kp = torch.from_numpy(kp)[None, None]\n    grid_sample = torch.nn.functional.grid_sample\n\n    # To maximize the number of points that have depth:\n    # do bilinear interpolation first and then nearest for the remaining points\n    interp_lin = grid_sample(\n        scan, kp, align_corners=True, mode='bilinear')[0, :, 0]\n    interp_nn = torch.nn.functional.grid_sample(\n        scan, kp, align_corners=True, mode='nearest')[0, :, 0]\n    interp = torch.where(torch.isnan(interp_lin), interp_nn, interp_lin)\n    valid = ~torch.any(torch.isnan(interp), 0)\n\n    kp3d = interp.T.numpy()\n    valid = valid.numpy()\n    return kp3d, valid\n\n\ndef get_scan_pose(dataset_dir, rpath):\n    split_image_rpath = rpath.split('/')\n    floor_name = split_image_rpath[-3]\n    scan_id = split_image_rpath[-2]\n    image_name = split_image_rpath[-1]\n    building_name = image_name[:3]\n\n    path = Path(\n        dataset_dir, 'database/alignments', floor_name,\n        f'transformations/{building_name}_trans_{scan_id}.txt')\n    with open(path) as f:\n        raw_lines = f.readlines()\n\n    P_after_GICP = np.array([\n        np.fromstring(raw_lines[7], sep=' '),\n        np.fromstring(raw_lines[8], sep=' '),\n        np.fromstring(raw_lines[9], sep=' '),\n        np.fromstring(raw_lines[10], sep=' ')\n    ])\n\n    return P_after_GICP\n\n\ndef pose_from_cluster(dataset_dir, q, retrieved, feature_file, match_file,\n                      skip=None):\n    height, width = cv2.imread(str(dataset_dir / q)).shape[:2]\n    cx = .5 * width\n    cy = .5 * height\n    focal_length = 4032. * 28. / 36.\n\n    all_mkpq = []\n    all_mkpr = []\n    all_mkp3d = []\n    all_indices = []\n    kpq = feature_file[q]['keypoints'].__array__()\n    num_matches = 0\n\n    for i, r in enumerate(retrieved):\n        kpr = feature_file[r]['keypoints'].__array__()\n        pair = names_to_pair(q, r)\n        m = match_file[pair]['matches0'].__array__()\n        v = (m > -1)\n\n        if skip and (np.count_nonzero(v) < skip):\n            continue\n\n        mkpq, mkpr = kpq[v], kpr[m[v]]\n        num_matches += len(mkpq)\n\n        scan_r = loadmat(Path(dataset_dir, r + '.mat'))[\"XYZcut\"]\n        mkp3d, valid = interpolate_scan(scan_r, mkpr)\n        Tr = get_scan_pose(dataset_dir, r)\n        mkp3d = (Tr[:3, :3] @ mkp3d.T + Tr[:3, -1:]).T\n\n        all_mkpq.append(mkpq[valid])\n        all_mkpr.append(mkpr[valid])\n        all_mkp3d.append(mkp3d[valid])\n        all_indices.append(np.full(np.count_nonzero(valid), i))\n\n    all_mkpq = np.concatenate(all_mkpq, 0)\n    all_mkpr = np.concatenate(all_mkpr, 0)\n    all_mkp3d = np.concatenate(all_mkp3d, 0)\n    all_indices = np.concatenate(all_indices, 0)\n\n    cfg = {\n        'model': 'SIMPLE_PINHOLE',\n        'width': width,\n        'height': height,\n        'params': [focal_length, cx, cy]\n    }\n    ret = pycolmap.absolute_pose_estimation(\n        all_mkpq, all_mkp3d, cfg, 48.00)\n    ret['cfg'] = cfg\n    return ret, all_mkpq, all_mkpr, all_mkp3d, all_indices, num_matches\n\n\ndef main(dataset_dir, retrieval, features, matches, results,\n         skip_matches=None):\n\n    assert retrieval.exists(), retrieval\n    assert features.exists(), features\n    assert matches.exists(), matches\n\n    retrieval_dict = parse_retrieval(retrieval)\n    queries = list(retrieval_dict.keys())\n\n    feature_file = h5py.File(features, 'r', libver='latest')\n    match_file = h5py.File(matches, 'r', libver='latest')\n\n    poses = {}\n    logs = {\n        'features': features,\n        'matches': matches,\n        'retrieval': retrieval,\n        'loc': {},\n    }\n    logger.info('Starting localization...')\n    for q in tqdm(queries):\n        db = retrieval_dict[q]\n        ret, mkpq, mkpr, mkp3d, indices, num_matches = pose_from_cluster(\n            dataset_dir, q, db, feature_file, match_file, skip_matches)\n\n        poses[q] = (ret['qvec'], ret['tvec'])\n        logs['loc'][q] = {\n            'db': db,\n            'PnP_ret': ret,\n            'keypoints_query': mkpq,\n            'keypoints_db': mkpr,\n            '3d_points': mkp3d,\n            'indices_db': indices,\n            'num_matches': num_matches,\n        }\n\n    logger.info(f'Writing poses to {results}...')\n    with open(results, 'w') as f:\n        for q in queries:\n            qvec, tvec = poses[q]\n            qvec = ' '.join(map(str, qvec))\n            tvec = ' '.join(map(str, tvec))\n            name = q.split(\"/\")[-1]\n            f.write(f'{name} {qvec} {tvec}\\n')\n\n    logs_path = f'{results}_logs.pkl'\n    logger.info(f'Writing logs to {logs_path}...')\n    with open(logs_path, 'wb') as f:\n        pickle.dump(logs, f)\n    logger.info('Done!')\n\n\nif __name__ == '__main__':\n    parser = argparse.ArgumentParser()\n    parser.add_argument('--dataset_dir', type=Path, required=True)\n    parser.add_argument('--retrieval', type=Path, required=True)\n    parser.add_argument('--features', type=Path, required=True)\n    parser.add_argument('--matches', type=Path, required=True)\n    parser.add_argument('--results', type=Path, required=True)\n    parser.add_argument('--skip_matches', type=int)\n    args = parser.parse_args()\n    main(**args.__dict__)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/localize_sfm.py",
    "content": "import argparse\nimport numpy as np\nfrom pathlib import Path\nfrom collections import defaultdict\nfrom typing import Dict, List, Union\nfrom tqdm import tqdm\nimport pickle\nimport pycolmap\n\nfrom . import logger\nfrom .utils.io import get_keypoints, get_matches\nfrom .utils.parsers import parse_image_lists, parse_retrieval\n\n\ndef do_covisibility_clustering(frame_ids: List[int],\n                               reconstruction: pycolmap.Reconstruction):\n    clusters = []\n    visited = set()\n    for frame_id in frame_ids:\n        # Check if already labeled\n        if frame_id in visited:\n            continue\n\n        # New component\n        clusters.append([])\n        queue = {frame_id}\n        while len(queue):\n            exploration_frame = queue.pop()\n\n            # Already part of the component\n            if exploration_frame in visited:\n                continue\n            visited.add(exploration_frame)\n            clusters[-1].append(exploration_frame)\n\n            observed = reconstruction.images[exploration_frame].points2D\n            connected_frames = {\n                obs.image_id\n                for p2D in observed if p2D.has_point3D()\n                for obs in\n                reconstruction.points3D[p2D.point3D_id].track.elements\n            }\n            connected_frames &= set(frame_ids)\n            connected_frames -= visited\n            queue |= connected_frames\n\n    clusters = sorted(clusters, key=len, reverse=True)\n    return clusters\n\n\nclass QueryLocalizer:\n    def __init__(self, reconstruction, config=None):\n        self.reconstruction = reconstruction\n        self.config = config or {}\n\n    def localize(self, points2D_all, points2D_idxs, points3D_id, query_camera):\n        points2D = points2D_all[points2D_idxs]\n        points3D = [self.reconstruction.points3D[j].xyz for j in points3D_id]\n        ret = pycolmap.absolute_pose_estimation(\n            points2D, points3D, query_camera,\n            estimation_options=self.config.get('estimation', {}),\n            refinement_options=self.config.get('refinement', {}),\n        )\n        return ret\n\n\ndef pose_from_cluster(\n        localizer: QueryLocalizer,\n        qname: str,\n        query_camera: pycolmap.Camera,\n        db_ids: List[int],\n        features_path: Path,\n        matches_path: Path,\n        **kwargs):\n\n    kpq = get_keypoints(features_path, qname)\n    kpq += 0.5  # COLMAP coordinates\n\n    kp_idx_to_3D = defaultdict(list)\n    kp_idx_to_3D_to_db = defaultdict(lambda: defaultdict(list))\n    num_matches = 0\n    for i, db_id in enumerate(db_ids):\n        image = localizer.reconstruction.images[db_id]\n        if image.num_points3D() == 0:\n            logger.debug(f'No 3D points found for {image.name}.')\n            continue\n        points3D_ids = np.array([p.point3D_id if p.has_point3D() else -1\n                                 for p in image.points2D])\n\n        matches, _ = get_matches(matches_path, qname, image.name)\n        matches = matches[points3D_ids[matches[:, 1]] != -1]\n        num_matches += len(matches)\n        for idx, m in matches:\n            id_3D = points3D_ids[m]\n            kp_idx_to_3D_to_db[idx][id_3D].append(i)\n            # avoid duplicate observations\n            if id_3D not in kp_idx_to_3D[idx]:\n                kp_idx_to_3D[idx].append(id_3D)\n\n    idxs = list(kp_idx_to_3D.keys())\n    mkp_idxs = [i for i in idxs for _ in kp_idx_to_3D[i]]\n    mp3d_ids = [j for i in idxs for j in kp_idx_to_3D[i]]\n    ret = localizer.localize(kpq, mkp_idxs, mp3d_ids, query_camera, **kwargs)\n    ret['camera'] = {\n        'model': query_camera.model_name,\n        'width': query_camera.width,\n        'height': query_camera.height,\n        'params': query_camera.params,\n    }\n\n    # mostly for logging and post-processing\n    mkp_to_3D_to_db = [(j, kp_idx_to_3D_to_db[i][j])\n                       for i in idxs for j in kp_idx_to_3D[i]]\n    log = {\n        'db': db_ids,\n        'PnP_ret': ret,\n        'keypoints_query': kpq[mkp_idxs],\n        'points3D_ids': mp3d_ids,\n        'points3D_xyz': None,  # we don't log xyz anymore because of file size\n        'num_matches': num_matches,\n        'keypoint_index_to_db': (mkp_idxs, mkp_to_3D_to_db),\n    }\n    return ret, log\n\n\ndef main(reference_sfm: Union[Path, pycolmap.Reconstruction],\n         queries: Path,\n         retrieval: Path,\n         features: Path,\n         matches: Path,\n         results: Path,\n         ransac_thresh: int = 12,\n         covisibility_clustering: bool = False,\n         prepend_camera_name: bool = False,\n         config: Dict = None):\n\n    assert retrieval.exists(), retrieval\n    assert features.exists(), features\n    assert matches.exists(), matches\n\n    queries = parse_image_lists(queries, with_intrinsics=True)\n    retrieval_dict = parse_retrieval(retrieval)\n\n    logger.info('Reading the 3D model...')\n    if not isinstance(reference_sfm, pycolmap.Reconstruction):\n        reference_sfm = pycolmap.Reconstruction(reference_sfm)\n    db_name_to_id = {img.name: i for i, img in reference_sfm.images.items()}\n\n    config = {\"estimation\": {\"ransac\": {\"max_error\": ransac_thresh}},\n              **(config or {})}\n    localizer = QueryLocalizer(reference_sfm, config)\n\n    poses = {}\n    logs = {\n        'features': features,\n        'matches': matches,\n        'retrieval': retrieval,\n        'loc': {},\n    }\n    logger.info('Starting localization...')\n    for qname, qcam in tqdm(queries):\n        if qname not in retrieval_dict:\n            logger.warning(\n                f'No images retrieved for query image {qname}. Skipping...')\n            continue\n        db_names = retrieval_dict[qname]\n        db_ids = []\n        for n in db_names:\n            if n not in db_name_to_id:\n                logger.warning(f'Image {n} was retrieved but not in database')\n                continue\n            db_ids.append(db_name_to_id[n])\n\n        if covisibility_clustering:\n            clusters = do_covisibility_clustering(db_ids, reference_sfm)\n            best_inliers = 0\n            best_cluster = None\n            logs_clusters = []\n            for i, cluster_ids in enumerate(clusters):\n                ret, log = pose_from_cluster(\n                        localizer, qname, qcam, cluster_ids, features, matches)\n                if ret['success'] and ret['num_inliers'] > best_inliers:\n                    best_cluster = i\n                    best_inliers = ret['num_inliers']\n                logs_clusters.append(log)\n            if best_cluster is not None:\n                ret = logs_clusters[best_cluster]['PnP_ret']\n                poses[qname] = (ret['qvec'], ret['tvec'])\n            logs['loc'][qname] = {\n                'db': db_ids,\n                'best_cluster': best_cluster,\n                'log_clusters': logs_clusters,\n                'covisibility_clustering': covisibility_clustering,\n            }\n        else:\n            ret, log = pose_from_cluster(\n                    localizer, qname, qcam, db_ids, features, matches)\n            if ret['success']:\n                poses[qname] = (ret['qvec'], ret['tvec'])\n            else:\n                closest = reference_sfm.images[db_ids[0]]\n                poses[qname] = (closest.qvec, closest.tvec)\n            log['covisibility_clustering'] = covisibility_clustering\n            logs['loc'][qname] = log\n\n    logger.info(f'Localized {len(poses)} / {len(queries)} images.')\n    logger.info(f'Writing poses to {results}...')\n    with open(results, 'w') as f:\n        for q in poses:\n            qvec, tvec = poses[q]\n            qvec = ' '.join(map(str, qvec))\n            tvec = ' '.join(map(str, tvec))\n            name = q.split('/')[-1]\n            if prepend_camera_name:\n                name = q.split('/')[-2] + '/' + name\n            f.write(f'{name} {qvec} {tvec}\\n')\n\n    logs_path = f'{results}_logs.pkl'\n    logger.info(f'Writing logs to {logs_path}...')\n    with open(logs_path, 'wb') as f:\n        pickle.dump(logs, f)\n    logger.info('Done!')\n\n\nif __name__ == '__main__':\n    parser = argparse.ArgumentParser()\n    parser.add_argument('--reference_sfm', type=Path, required=True)\n    parser.add_argument('--queries', type=Path, required=True)\n    parser.add_argument('--features', type=Path, required=True)\n    parser.add_argument('--matches', type=Path, required=True)\n    parser.add_argument('--retrieval', type=Path, required=True)\n    parser.add_argument('--results', type=Path, required=True)\n    parser.add_argument('--ransac_thresh', type=float, default=12.0)\n    parser.add_argument('--covisibility_clustering', action='store_true')\n    parser.add_argument('--prepend_camera_name', action='store_true')\n    args = parser.parse_args()\n    main(**args.__dict__)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/match_dense.py",
    "content": "from tqdm import tqdm\nimport numpy as np\nimport h5py\nimport torch\nfrom pathlib import Path\nfrom typing import Dict, Iterable, Optional, List, Tuple, Union, Set\nimport pprint\nimport argparse\nimport torchvision.transforms.functional as F\nfrom types import SimpleNamespace\nfrom collections import defaultdict\nfrom scipy.spatial import KDTree\nfrom collections import Counter\nfrom itertools import chain\n\nfrom . import matchers, logger\nfrom .utils.base_model import dynamic_load\nfrom .utils.parsers import parse_retrieval, names_to_pair\nfrom .match_features import find_unique_new_pairs\nfrom .extract_features import read_image, resize_image\nfrom .utils.io import list_h5_names\n\n\n# Default usage:\n# dense_conf = confs['loftr']\n# features, matches = main(dense_conf, pairs, images, export_dir=outputs)\n\n# Use SuperPoint keypoints as anchors:\n# feature_conf = extract_features.confs['superpoint_aachen']\n# features_sp = extract_features.main(feature_conf, images)\n# features, matches = main(dense_conf, pairs, images,\n#                           export_dir=outputs,\n#                          features_ref=features_sp)\n\n# Localization:\n# loc_features, loc_matches = main(matcher_conf, loc_pairs,\n#      images, export_dir=outputs, features_ref=features, max_kps=None)\n\nconfs = {\n    # Best quality but loads of points. Only use for small scenes\n    'loftr': {\n        'output': 'matches-loftr',\n        'model': {\n            'name': 'loftr',\n            'weights': 'outdoor'\n        },\n        'preprocessing': {\n            'grayscale': True,\n            'resize_max': 1024,\n            'dfactor': 8\n        },\n        'max_error': 1,  # max error for assigned keypoints (in px)\n        'cell_size': 1,  # size of quantization patch (max 1 kp/patch)\n    },\n    # Semi-scalable loftr which limits detected keypoints\n    'loftr_aachen': {\n        'output': 'matches-loftr_aachen',\n        'model': {\n            'name': 'loftr',\n            'weights': 'outdoor'\n        },\n        'preprocessing': {\n            'grayscale': True,\n            'resize_max': 1024,\n            'dfactor': 8\n        },\n        'max_error': 2,  # max error for assigned keypoints (in px)\n        'cell_size': 8,  # size of quantization patch (max 1 kp/patch)\n    },\n    # Use for matching superpoint feats with loftr\n    'loftr_superpoint': {\n        'output': 'matches-loftr_aachen',\n        'model': {\n            'name': 'loftr',\n            'weights': 'outdoor'\n        },\n        'preprocessing': {\n            'grayscale': True,\n            'resize_max': 1024,\n            'dfactor': 8\n        },\n        'max_error': 4,  # max error for assigned keypoints (in px)\n        'cell_size': 4,  # size of quantization patch (max 1 kp/patch)\n    },\n}\n\n\ndef to_cpts(kpts, ps):\n    if ps > 0.0:\n        kpts = np.round(np.round((kpts + 0.5) / ps) * ps - 0.5, 2)\n    return [tuple(cpt) for cpt in kpts]\n\n\ndef assign_keypoints(kpts: np.ndarray,\n                     other_cpts: Union[List[Tuple], np.ndarray],\n                     max_error: float,\n                     update: bool = False,\n                     ref_bins: Optional[List[Counter]] = None,\n                     scores: Optional[np.ndarray] = None,\n                     cell_size: Optional[int] = None):\n    if not update:\n        # Without update this is just a NN search\n        dist, kpt_ids = KDTree(np.array(other_cpts)).query(kpts)\n        valid = (dist <= max_error)\n        kpt_ids[~valid] = -1\n        return kpt_ids\n    else:\n        ps = cell_size if cell_size is not None else max_error\n        ps = max(ps, max_error)\n        # With update we quantize and bin (optionally)\n        assert isinstance(other_cpts, list)\n        kpt_ids = []\n        cpts = to_cpts(kpts, ps)\n        bpts = to_cpts(kpts, int(max_error))\n        cp_to_id = {val: i for i, val in enumerate(other_cpts)}\n        for i, (cpt, bpt) in enumerate(zip(cpts, bpts)):\n            try:\n                kid = cp_to_id[cpt]\n            except KeyError:\n                kid = len(cp_to_id)\n                cp_to_id[cpt] = kid\n                other_cpts.append(cpt)\n                if ref_bins is not None:\n                    ref_bins.append(Counter())\n            if ref_bins is not None:\n                score = scores[i] if scores is not None else 1\n                ref_bins[cp_to_id[cpt]][bpt] += score\n            kpt_ids.append(kid)\n        return np.array(kpt_ids)\n\n\ndef get_grouped_ids(array):\n    # Group array indices based on its values\n    # all duplicates are grouped as a set\n    idx_sort = np.argsort(array)\n    sorted_array = array[idx_sort]\n    _, ids, _ = np.unique(sorted_array, return_counts=True,\n                          return_index=True)\n    res = np.split(idx_sort, ids[1:])\n    return res\n\n\ndef get_unique_matches(match_ids, scores):\n    if len(match_ids.shape) == 1:\n        return [0]\n\n    isets1 = get_grouped_ids(match_ids[:, 0])\n    isets2 = get_grouped_ids(match_ids[:, 0])\n    uid1s = [ids[scores[ids].argmax()] for ids in isets1 if len(ids) > 0]\n    uid2s = [ids[scores[ids].argmax()] for ids in isets2 if len(ids) > 0]\n    uids = list(set(uid1s).intersection(uid2s))\n    return match_ids[uids], scores[uids]\n\n\ndef matches_to_matches0(matches, scores):\n    if len(matches) == 0:\n        return np.zeros(0, dtype=np.int32), np.zeros(0, dtype=np.float16)\n    n_kps0 = np.max(matches[:, 0]) + 1\n    matches0 = -np.ones((n_kps0,))\n    scores0 = np.zeros((n_kps0,))\n    matches0[matches[:, 0]] = matches[:, 1]\n    scores0[matches[:, 0]] = scores\n    return matches0.astype(np.int32), scores0.astype(np.float16)\n\n\ndef kpids_to_matches0(kpt_ids0, kpt_ids1, scores):\n    valid = (kpt_ids0 != -1) & (kpt_ids1 != -1)\n    matches = np.dstack([kpt_ids0[valid], kpt_ids1[valid]])\n    matches = matches.reshape(-1, 2)\n    scores = scores[valid]\n\n    # Remove n-to-1 matches\n    matches, scores = get_unique_matches(matches, scores)\n    return matches_to_matches0(matches, scores)\n\n\ndef scale_keypoints(kpts, scale):\n    if np.any(scale != 1.0):\n        kpts *= kpts.new_tensor(scale)\n    return kpts\n\n\nclass ImagePairDataset(torch.utils.data.Dataset):\n    default_conf = {\n        'grayscale': True,\n        'resize_max': 1024,\n        'dfactor': 8,\n        'cache_images': False,\n    }\n\n    def __init__(self, image_dir, conf, pairs):\n        self.image_dir = image_dir\n        self.conf = conf = SimpleNamespace(**{**self.default_conf, **conf})\n        self.pairs = pairs\n        if self.conf.cache_images:\n            image_names = set(sum(pairs, ()))  # unique image names in pairs\n            logger.info(\n                f'Loading and caching {len(image_names)} unique images.')\n            self.images = {}\n            self.scales = {}\n            for name in tqdm(image_names):\n                image = read_image(self.image_dir / name, self.conf.grayscale)\n                self.images[name], self.scales[name] = self.preprocess(image)\n\n    def preprocess(self, image: np.ndarray):\n        image = image.astype(np.float32, copy=False)\n        size = image.shape[:2][::-1]\n        scale = np.array([1.0, 1.0])\n\n        if self.conf.resize_max:\n            scale = self.conf.resize_max / max(size)\n            if scale < 1.0:\n                size_new = tuple(int(round(x*scale)) for x in size)\n                image = resize_image(image, size_new, 'cv2_area')\n                scale = np.array(size) / np.array(size_new)\n\n        if self.conf.grayscale:\n            assert image.ndim == 2, image.shape\n            image = image[None]\n        else:\n            image = image.transpose((2, 0, 1))  # HxWxC to CxHxW\n        image = torch.from_numpy(image / 255.0).float()\n\n        # assure that the size is divisible by dfactor\n        size_new = tuple(map(\n                lambda x: int(x // self.conf.dfactor * self.conf.dfactor),\n                image.shape[-2:]))\n        image = F.resize(image, size=size_new)\n        scale = np.array(size) / np.array(size_new)[::-1]\n        return image, scale\n\n    def __len__(self):\n        return len(self.pairs)\n\n    def __getitem__(self, idx):\n        name0, name1 = self.pairs[idx]\n        if self.conf.cache_images:\n            image0, scale0 = self.images[name0], self.scales[name0]\n            image1, scale1 = self.images[name1], self.scales[name1]\n        else:\n            image0 = read_image(self.image_dir / name0, self.conf.grayscale)\n            image1 = read_image(self.image_dir / name1, self.conf.grayscale)\n            image0, scale0 = self.preprocess(image0)\n            image1, scale1 = self.preprocess(image1)\n        return image0, image1, scale0, scale1, name0, name1\n\n\n@torch.no_grad()\ndef match_dense(conf: Dict,\n                pairs: List[Tuple[str, str]],\n                image_dir: Path,\n                match_path: Path,  # out\n                existing_refs: Optional[List] = []):\n\n    device = 'cuda' if torch.cuda.is_available() else 'cpu'\n    Model = dynamic_load(matchers, conf['model']['name'])\n    model = Model(conf['model']).eval().to(device)\n\n    dataset = ImagePairDataset(image_dir, conf[\"preprocessing\"], pairs)\n    loader = torch.utils.data.DataLoader(\n            dataset, num_workers=16, batch_size=1, shuffle=False)\n\n    logger.info(\"Performing dense matching...\")\n    with h5py.File(str(match_path), 'a') as fd:\n        for data in tqdm(loader, smoothing=.1):\n            # load image-pair data\n            image0, image1, scale0, scale1, (name0,), (name1,) = data\n            scale0, scale1 = scale0[0].numpy(), scale1[0].numpy()\n            image0, image1 = image0.to(device), image1.to(device)\n\n            # match semi-dense\n            # for consistency with pairs_from_*: refine kpts of image0\n            if name0 in existing_refs:\n                # special case: flip to enable refinement in query image\n                pred = model({'image0': image1, 'image1': image0})\n                pred = {**pred,\n                        'keypoints0': pred['keypoints1'],\n                        'keypoints1': pred['keypoints0']}\n            else:\n                # usual case\n                pred = model({'image0': image0, 'image1': image1})\n\n            # Rescale keypoints and move to cpu\n            kpts0, kpts1 = pred['keypoints0'], pred['keypoints1']\n            kpts0 = scale_keypoints(kpts0 + 0.5, scale0) - 0.5\n            kpts1 = scale_keypoints(kpts1 + 0.5, scale1) - 0.5\n            kpts0 = kpts0.cpu().numpy()\n            kpts1 = kpts1.cpu().numpy()\n            scores = pred['scores'].cpu().numpy()\n\n            # Write matches and matching scores in hloc format\n            pair = names_to_pair(name0, name1)\n            if pair in fd:\n                del fd[pair]\n            grp = fd.create_group(pair)\n\n            # Write dense matching output\n            grp.create_dataset('keypoints0', data=kpts0)\n            grp.create_dataset('keypoints1', data=kpts1)\n            grp.create_dataset('scores', data=scores)\n    del model, loader\n\n\n# default: quantize all!\ndef load_keypoints(conf: Dict,\n                   feature_paths_refs: List[Path],\n                   quantize: Optional[set] = None):\n    name2ref = {n: i for i, p in enumerate(feature_paths_refs)\n                for n in list_h5_names(p)}\n\n    existing_refs = set(name2ref.keys())\n    if quantize is None:\n        quantize = existing_refs  # quantize all\n    if len(existing_refs) > 0:\n        logger.info(f'Loading keypoints from {len(existing_refs)} images.')\n\n    # Load query keypoints\n    cpdict = defaultdict(list)\n    bindict = defaultdict(list)\n    for name in existing_refs:\n        with h5py.File(str(feature_paths_refs[name2ref[name]]), 'r') as fd:\n            kps = fd[name]['keypoints'].__array__()\n            if name not in quantize:\n                cpdict[name] = kps\n            else:\n                if 'scores' in fd[name].keys():\n                    kp_scores = fd[name]['scores'].__array__()\n                else:\n                    # we set the score to 1.0 if not provided\n                    # increase for more weight on reference keypoints for\n                    # stronger anchoring\n                    kp_scores = \\\n                        [1.0 for _ in range(kps.shape[0])]\n                # bin existing keypoints of reference images for association\n                assign_keypoints(\n                    kps, cpdict[name], conf['max_error'], True, bindict[name],\n                    kp_scores, conf['cell_size'])\n    return cpdict, bindict\n\n\ndef aggregate_matches(\n        conf: Dict,\n        pairs: List[Tuple[str, str]],\n        match_path: Path,\n        feature_path: Path,\n        required_queries: Optional[Set[str]] = None,\n        max_kps: Optional[int] = None,\n        cpdict: Dict[str, Iterable] = defaultdict(list),\n        bindict: Dict[str, List[Counter]] = defaultdict(list)):\n    if required_queries is None:\n        required_queries = set(sum(pairs, ()))\n        # default: do not overwrite existing features in feature_path!\n        required_queries -= set(list_h5_names(feature_path))\n\n    # if an entry in cpdict is provided as np.ndarray we assume it is fixed\n    required_queries -= set(\n        [k for k, v in cpdict.items() if isinstance(v, np.ndarray)])\n\n    # sort pairs for reduced RAM\n    pairs_per_q = Counter(list(chain(*pairs)))\n    pairs_score = [min(pairs_per_q[i], pairs_per_q[j]) for i, j in pairs]\n    pairs = [p for _, p in sorted(zip(pairs_score, pairs))]\n\n    if len(required_queries) > 0:\n        logger.info(f'Aggregating keypoints for {len(required_queries)} images.')\n    n_kps = 0\n    with h5py.File(str(match_path), 'a') as fd:\n        for name0, name1 in tqdm(pairs, smoothing=.1):\n            pair = names_to_pair(name0, name1)\n            grp = fd[pair]\n            kpts0 = grp['keypoints0'].__array__()\n            kpts1 = grp['keypoints1'].__array__()\n            scores = grp['scores'].__array__()\n\n            # Aggregate local features\n            update0 = name0 in required_queries\n            update1 = name1 in required_queries\n\n            # in localization we do not want to bin the query kp\n            # assumes that the query is name0!\n            if update0 and not update1 and max_kps is None:\n                max_error0 = cell_size0 = 0.0\n            else:\n                max_error0 = conf['max_error']\n                cell_size0 = conf['cell_size']\n\n            # Get match ids and extend query keypoints (cpdict)\n            mkp_ids0 = assign_keypoints(kpts0, cpdict[name0], max_error0,\n                                        update0, bindict[name0], scores,\n                                        cell_size0)\n            mkp_ids1 = assign_keypoints(kpts1, cpdict[name1], conf['max_error'],\n                                        update1, bindict[name1], scores,\n                                        conf['cell_size'])\n\n            # Build matches from assignments\n            matches0, scores0 = kpids_to_matches0(mkp_ids0, mkp_ids1, scores)\n\n            assert kpts0.shape[0] == scores.shape[0]\n            grp.create_dataset('matches0', data=matches0)\n            grp.create_dataset('matching_scores0', data=scores0)\n\n            # Convert bins to kps if finished, and store them\n            for name in (name0, name1):\n                pairs_per_q[name] -= 1\n                if pairs_per_q[name] > 0 or name not in required_queries:\n                    continue\n                kp_score = [c.most_common(1)[0][1] for c in bindict[name]]\n                cpdict[name] = [c.most_common(1)[0][0] for c in bindict[name]]\n                cpdict[name] = np.array(cpdict[name], dtype=np.float32)\n\n                # Select top-k query kps by score (reassign matches later)\n                if max_kps:\n                    top_k = min(max_kps, cpdict[name].shape[0])\n                    top_k = np.argsort(kp_score)[::-1][:top_k]\n                    cpdict[name] = cpdict[name][top_k]\n                    kp_score = np.array(kp_score)[top_k]\n\n                # Write query keypoints\n                with h5py.File(feature_path, 'a') as kfd:\n                    if name in kfd:\n                        del kfd[name]\n                    kgrp = kfd.create_group(name)\n                    kgrp.create_dataset('keypoints', data=cpdict[name])\n                    kgrp.create_dataset('score', data=kp_score)\n                    n_kps += cpdict[name].shape[0]\n                del bindict[name]\n\n    if len(required_queries) > 0:\n        avg_kp_per_image = round(n_kps / len(required_queries), 1)\n        logger.info(f'Finished assignment, found {avg_kp_per_image} '\n                    f'keypoints/image (avg.), total {n_kps}.')\n    return cpdict\n\n\ndef assign_matches(\n        pairs: List[Tuple[str, str]],\n        match_path: Path,\n        keypoints: Union[List[Path], Dict[str, np.array]],\n        max_error: float):\n    if isinstance(keypoints, list):\n        keypoints = load_keypoints({}, keypoints, kpts_as_bin=set([]))\n    assert len(set(sum(pairs, ())) - set(keypoints.keys())) == 0\n    with h5py.File(str(match_path), 'a') as fd:\n        for name0, name1 in tqdm(pairs):\n            pair = names_to_pair(name0, name1)\n            grp = fd[pair]\n            kpts0 = grp['keypoints0'].__array__()\n            kpts1 = grp['keypoints1'].__array__()\n            scores = grp['scores'].__array__()\n\n            # NN search across cell boundaries\n            mkp_ids0 = assign_keypoints(kpts0, keypoints[name0], max_error)\n            mkp_ids1 = assign_keypoints(kpts1, keypoints[name1], max_error)\n\n            matches0, scores0 = kpids_to_matches0(mkp_ids0, mkp_ids1,\n                                                  scores)\n\n            # overwrite matches0 and matching_scores0\n            del grp['matches0'], grp['matching_scores0']\n            grp.create_dataset('matches0', data=matches0)\n            grp.create_dataset('matching_scores0', data=scores0)\n\n\n@torch.no_grad()\ndef match_and_assign(conf: Dict,\n                     pairs_path: Path,\n                     image_dir: Path,\n                     match_path: Path,  # out\n                     feature_path_q: Path,  # out\n                     feature_paths_refs: Optional[List[Path]] = [],\n                     max_kps: Optional[int] = 8192,\n                     overwrite: bool = False) -> Path:\n    for path in feature_paths_refs:\n        if not path.exists():\n            raise FileNotFoundError(f'Reference feature file {path}.')\n    pairs = parse_retrieval(pairs_path)\n    pairs = [(q, r) for q, rs in pairs.items() for r in rs]\n    pairs = find_unique_new_pairs(pairs, None if overwrite else match_path)\n    required_queries = set(sum(pairs, ()))\n\n    name2ref = {n: i for i, p in enumerate(feature_paths_refs)\n                for n in list_h5_names(p)}\n    existing_refs = required_queries.intersection(set(name2ref.keys()))\n\n    # images which require feature extraction\n    required_queries = required_queries - existing_refs\n\n    if feature_path_q.exists():\n        existing_queries = set(list_h5_names(feature_path_q))\n        feature_paths_refs.append(feature_path_q)\n        existing_refs = set.union(existing_refs, existing_queries)\n        if not overwrite:\n            required_queries = required_queries - existing_queries\n\n    if len(pairs) == 0 and len(required_queries) == 0:\n        logger.info(\"All pairs exist. Skipping dense matching.\")\n        return\n\n    # extract semi-dense matches\n    match_dense(conf, pairs, image_dir, match_path,\n                existing_refs=existing_refs)\n\n    logger.info(\"Assigning matches...\")\n\n    # Pre-load existing keypoints\n    cpdict, bindict = load_keypoints(\n        conf, feature_paths_refs,\n        quantize=required_queries)\n\n    # Reassign matches by aggregation\n    cpdict = aggregate_matches(\n        conf, pairs, match_path, feature_path=feature_path_q,\n        required_queries=required_queries, max_kps=max_kps, cpdict=cpdict,\n        bindict=bindict)\n\n    # Invalidate matches that are far from selected bin by reassignment\n    if max_kps is not None:\n        logger.info(f'Reassign matches with max_error={conf[\"max_error\"]}.')\n        assign_matches(pairs, match_path, cpdict,\n                       max_error=conf['max_error'])\n\n\n@torch.no_grad()\ndef main(conf: Dict,\n         pairs: Path,\n         image_dir: Path,\n         export_dir: Optional[Path] = None,\n         matches: Optional[Path] = None,  # out\n         features: Optional[Path] = None,  # out\n         features_ref: Optional[Path] = None,\n         max_kps: Optional[int] = 8192,\n         overwrite: bool = False) -> Path:\n    logger.info('Extracting semi-dense features with configuration:'\n                f'\\n{pprint.pformat(conf)}')\n\n    if features is None:\n        features = 'feats_'\n\n    if isinstance(features, Path):\n        features_q = features\n        if matches is None:\n            raise ValueError('Either provide both features and matches as Path'\n                             ' or both as names.')\n    else:\n        if export_dir is None:\n            raise ValueError('Provide an export_dir if features and matches'\n                             f' are not file paths: {features}, {matches}.')\n        features_q = Path(export_dir,\n                          f'{features}{conf[\"output\"]}.h5')\n        if matches is None:\n            matches = Path(\n                export_dir, f'{conf[\"output\"]}_{pairs.stem}.h5')\n\n    if features_ref is None:\n        features_ref = []\n    elif isinstance(features_ref, list):\n        features_ref = list(features_ref)\n    elif isinstance(features_ref, Path):\n        features_ref = [features_ref]\n    else:\n        raise TypeError(str(features_ref))\n\n    match_and_assign(conf, pairs, image_dir, matches,\n                     features_q, features_ref,\n                     max_kps, overwrite)\n\n    return features_q, matches\n\n\nif __name__ == '__main__':\n    parser = argparse.ArgumentParser()\n    parser.add_argument('--pairs', type=Path, required=True)\n    parser.add_argument('--image_dir', type=Path, required=True)\n    parser.add_argument('--export_dir', type=Path, required=True)\n    parser.add_argument('--matches', type=Path,\n                        default=confs['loftr']['output'])\n    parser.add_argument('--features', type=str,\n                        default='feats_' + confs['loftr']['output'])\n    parser.add_argument('--conf', type=str, default='loftr',\n                        choices=list(confs.keys()))\n    args = parser.parse_args()\n    main(confs[args.conf], args.pairs, args.image_dir, args.export_dir,\n         args.matches, args.features)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/match_features.py",
    "content": "import argparse\nfrom typing import Union, Optional, Dict, List, Tuple\nfrom pathlib import Path\nimport pprint\nfrom queue import Queue\nfrom threading import Thread\nfrom functools import partial\nfrom tqdm import tqdm\nimport h5py\nimport torch\n\nfrom . import matchers, logger\nfrom .utils.base_model import dynamic_load\nfrom .utils.parsers import names_to_pair, names_to_pair_old, parse_retrieval\n\n\n'''\nA set of standard configurations that can be directly selected from the command\nline using their name. Each is a dictionary with the following entries:\n    - output: the name of the match file that will be generated.\n    - model: the model configuration, as passed to a feature matcher.\n'''\nconfs = {\n    'superglue': {\n        'output': 'matches-superglue',\n        'model': {\n            'name': 'superglue',\n            'weights': 'outdoor',\n            'sinkhorn_iterations': 50,\n        },\n    },\n    'superglue-fast': {\n        'output': 'matches-superglue-it5',\n        'model': {\n            'name': 'superglue',\n            'weights': 'outdoor',\n            'sinkhorn_iterations': 5,\n        },\n    },\n    'NN-superpoint': {\n        'output': 'matches-NN-mutual-dist.7',\n        'model': {\n            'name': 'nearest_neighbor',\n            'do_mutual_check': True,\n            'distance_threshold': 0.7,\n        },\n    },\n    'NN-ratio': {\n        'output': 'matches-NN-mutual-ratio.8',\n        'model': {\n            'name': 'nearest_neighbor',\n            'do_mutual_check': True,\n            'ratio_threshold': 0.8,\n        }\n    },\n    'NN-mutual': {\n        'output': 'matches-NN-mutual',\n        'model': {\n            'name': 'nearest_neighbor',\n            'do_mutual_check': True,\n        },\n    },\n    'adalam': {\n        'output': 'matches-adalam',\n        'model': {\n            'name': 'adalam'\n        },\n    }\n}\n\n\nclass WorkQueue():\n    def __init__(self, work_fn, num_threads=1):\n        self.queue = Queue(num_threads)\n        self.threads = [\n            Thread(target=self.thread_fn, args=(work_fn,))\n            for _ in range(num_threads)\n        ]\n        for thread in self.threads:\n            thread.start()\n\n    def join(self):\n        for thread in self.threads:\n            self.queue.put(None)\n        for thread in self.threads:\n            thread.join()\n\n    def thread_fn(self, work_fn):\n        item = self.queue.get()\n        while item is not None:\n            work_fn(item)\n            item = self.queue.get()\n\n    def put(self, data):\n        self.queue.put(data)\n\n\nclass FeaturePairsDataset(torch.utils.data.Dataset):\n    def __init__(self, pairs, feature_path_q, feature_path_r):\n        self.pairs = pairs\n        self.feature_path_q = feature_path_q\n        self.feature_path_r = feature_path_r\n\n    def __getitem__(self, idx):\n        name0, name1 = self.pairs[idx]\n        data = {}\n        with h5py.File(self.feature_path_q, 'r') as fd:\n            grp = fd[name0]\n            for k, v in grp.items():\n                data[k+'0'] = torch.from_numpy(v.__array__()).float()\n            # some matchers might expect an image but only use its size\n            data['image0'] = torch.empty((1,)+tuple(grp['image_size'])[::-1])\n        with h5py.File(self.feature_path_r, 'r') as fd:\n            grp = fd[name1]\n            for k, v in grp.items():\n                data[k+'1'] = torch.from_numpy(v.__array__()).float()\n            data['image1'] = torch.empty((1,)+tuple(grp['image_size'])[::-1])\n        return data\n\n    def __len__(self):\n        return len(self.pairs)\n\n\ndef writer_fn(inp, match_path):\n    pair, pred = inp\n    with h5py.File(str(match_path), 'a', libver='latest') as fd:\n        if pair in fd:\n            del fd[pair]\n        grp = fd.create_group(pair)\n        matches = pred['matches0'][0].cpu().short().numpy()\n        grp.create_dataset('matches0', data=matches)\n        if 'matching_scores0' in pred:\n            scores = pred['matching_scores0'][0].cpu().half().numpy()\n            grp.create_dataset('matching_scores0', data=scores)\n\n\ndef main(conf: Dict,\n         pairs: Path, features: Union[Path, str],\n         export_dir: Optional[Path] = None,\n         matches: Optional[Path] = None,\n         features_ref: Optional[Path] = None,\n         overwrite: bool = False) -> Path:\n\n    if isinstance(features, Path) or Path(features).exists():\n        features_q = features\n        if matches is None:\n            raise ValueError('Either provide both features and matches as Path'\n                             ' or both as names.')\n    else:\n        if export_dir is None:\n            raise ValueError('Provide an export_dir if features is not'\n                             f' a file path: {features}.')\n        features_q = Path(export_dir, features+'.h5')\n        if matches is None:\n            matches = Path(\n                export_dir, f'{features}_{conf[\"output\"]}_{pairs.stem}.h5')\n\n    if features_ref is None:\n        features_ref = features_q\n    match_from_paths(conf, pairs, matches, features_q, features_ref, overwrite)\n\n    return matches\n\n\ndef find_unique_new_pairs(pairs_all: List[Tuple[str]], match_path: Path = None):\n    '''Avoid to recompute duplicates to save time.'''\n    pairs = set()\n    for i, j in pairs_all:\n        if (j, i) not in pairs:\n            pairs.add((i, j))\n    pairs = list(pairs)\n    if match_path is not None and match_path.exists():\n        with h5py.File(str(match_path), 'r', libver='latest') as fd:\n            pairs_filtered = []\n            for i, j in pairs:\n                if (names_to_pair(i, j) in fd or\n                        names_to_pair(j, i) in fd or\n                        names_to_pair_old(i, j) in fd or\n                        names_to_pair_old(j, i) in fd):\n                    continue\n                pairs_filtered.append((i, j))\n        return pairs_filtered\n    return pairs\n\n\n@torch.no_grad()\ndef match_from_paths(conf: Dict,\n                     pairs_path: Path,\n                     match_path: Path,\n                     feature_path_q: Path,\n                     feature_path_ref: Path,\n                     overwrite: bool = False) -> Path:\n    logger.info('Matching local features with configuration:'\n                f'\\n{pprint.pformat(conf)}')\n\n    if not feature_path_q.exists():\n        raise FileNotFoundError(f'Query feature file {feature_path_q}.')\n    if not feature_path_ref.exists():\n        raise FileNotFoundError(f'Reference feature file {feature_path_ref}.')\n    match_path.parent.mkdir(exist_ok=True, parents=True)\n\n    assert pairs_path.exists(), pairs_path\n    pairs = parse_retrieval(pairs_path)\n    pairs = [(q, r) for q, rs in pairs.items() for r in rs]\n    pairs = find_unique_new_pairs(pairs, None if overwrite else match_path)\n    if len(pairs) == 0:\n        logger.info('Skipping the matching.')\n        return\n\n    device = 'cuda' if torch.cuda.is_available() else 'cpu'\n    Model = dynamic_load(matchers, conf['model']['name'])\n    model = Model(conf['model']).eval().to(device)\n\n    dataset = FeaturePairsDataset(pairs, feature_path_q, feature_path_ref)\n    loader = torch.utils.data.DataLoader(\n        dataset, num_workers=5, batch_size=1, shuffle=False, pin_memory=True)\n    writer_queue = WorkQueue(partial(writer_fn, match_path=match_path), 5)\n\n    for idx, data in enumerate(tqdm(loader, smoothing=.1)):\n        data = {k: v if k.startswith('image')\n                else v.to(device, non_blocking=True) for k, v in data.items()}\n        pred = model(data)\n        pair = names_to_pair(*pairs[idx])\n        writer_queue.put((pair, pred))\n    writer_queue.join()\n    logger.info('Finished exporting matches.')\n\n\nif __name__ == '__main__':\n    parser = argparse.ArgumentParser()\n    parser.add_argument('--pairs', type=Path, required=True)\n    parser.add_argument('--export_dir', type=Path)\n    parser.add_argument('--features', type=str,\n                        default='feats-superpoint-n4096-r1024')\n    parser.add_argument('--matches', type=Path)\n    parser.add_argument('--conf', type=str, default='superglue',\n                        choices=list(confs.keys()))\n    args = parser.parse_args()\n    main(confs[args.conf], args.pairs, args.features, args.export_dir)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/matchers/__init__.py",
    "content": "def get_matcher(matcher):\n    mod = __import__(f'{__name__}.{matcher}', fromlist=[''])\n    return getattr(mod, 'Model')\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/matchers/adalam.py",
    "content": "import torch\n\nfrom ..utils.base_model import BaseModel\n\nfrom kornia.feature.adalam import AdalamFilter\nfrom kornia.utils.helpers import get_cuda_device_if_available\n\n\nclass AdaLAM(BaseModel):\n    # See https://kornia.readthedocs.io/en/latest/_modules/kornia/feature/adalam/adalam.html.\n    default_conf = {\n        'area_ratio': 100,\n        'search_expansion': 4,\n        'ransac_iters': 128,\n        'min_inliers': 6,\n        'min_confidence': 200,\n        'orientation_difference_threshold': 30,\n        'scale_rate_threshold': 1.5,\n        'detected_scale_rate_threshold': 5,\n        'refit': True,\n        'force_seed_mnn': True,\n        'device': get_cuda_device_if_available()\n    }\n    required_inputs = [\n        'image0', 'image1',\n        'descriptors0', 'descriptors1',\n        'keypoints0', 'keypoints1',\n        'scales0', 'scales1',\n        'oris0', 'oris1']\n\n    def _init(self, conf):\n        self.adalam = AdalamFilter(conf)\n\n    def _forward(self, data):\n        assert data['keypoints0'].size(0) == 1\n        if data['keypoints0'].size(1) < 2 or data['keypoints1'].size(1) < 2:\n            matches = torch.zeros(\n                (0, 2), dtype=torch.int64,\n                device=data['keypoints0'].device)\n        else:\n            matches = self.adalam.match_and_filter(\n                data['keypoints0'][0], data['keypoints1'][0],\n                data['descriptors0'][0].T, data['descriptors1'][0].T,\n                data['image0'].shape[2:], data['image1'].shape[2:],\n                data['oris0'][0], data['oris1'][0],\n                data['scales0'][0], data['scales1'][0]\n            )\n        matches_new = torch.full(\n            (data['keypoints0'].size(1),), -1,\n            dtype=torch.int64, device=data['keypoints0'].device)\n        matches_new[matches[:, 0]] = matches[:, 1]\n        return {\n            'matches0': matches_new.unsqueeze(0),\n            'matching_scores0': torch.zeros(matches_new.size(0)).unsqueeze(0)\n        }\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/matchers/loftr.py",
    "content": "import torch\nimport warnings\nfrom kornia.feature.loftr.loftr import default_cfg\nfrom kornia.feature import LoFTR as LoFTR_\n\nfrom ..utils.base_model import BaseModel\n\n\nclass LoFTR(BaseModel):\n    default_conf = {\n        'weights': 'outdoor',\n        'match_threshold': 0.2,\n        'max_num_matches': None,\n    }\n    required_inputs = [\n        'image0',\n        'image1'\n    ]\n\n    def _init(self, conf):\n        cfg = default_cfg\n        cfg['match_coarse']['thr'] = conf['match_threshold']\n        self.net = LoFTR_(pretrained=conf['weights'], config=cfg)\n\n    def _forward(self, data):\n        # For consistency with hloc pairs, we refine kpts in image0!\n        rename = {\n            'keypoints0': 'keypoints1',\n            'keypoints1': 'keypoints0',\n            'image0': 'image1',\n            'image1': 'image0',\n            'mask0': 'mask1',\n            'mask1': 'mask0',\n        }\n        data_ = {rename[k]: v for k, v in data.items()}\n        with warnings.catch_warnings():\n            warnings.simplefilter(\"ignore\")\n            pred = self.net(data_)\n\n        scores = pred['confidence']\n\n        top_k = self.conf['max_num_matches']\n        if top_k is not None and len(scores) > top_k:\n            keep = torch.argsort(scores, descending=True)[:top_k]\n            pred['keypoints0'], pred['keypoints1'] =\\\n                pred['keypoints0'][keep], pred['keypoints1'][keep]\n            scores = scores[keep]\n\n        # Switch back indices\n        pred = {(rename[k] if k in rename else k): v for k, v in pred.items()}\n        pred['scores'] = scores\n        del pred['confidence']\n        return pred\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/matchers/nearest_neighbor.py",
    "content": "import torch\n\nfrom ..utils.base_model import BaseModel\n\n\ndef find_nn(sim, ratio_thresh, distance_thresh):\n    sim_nn, ind_nn = sim.topk(2 if ratio_thresh else 1, dim=-1, largest=True)\n    dist_nn = 2 * (1 - sim_nn)\n    mask = torch.ones(ind_nn.shape[:-1], dtype=torch.bool, device=sim.device)\n    if ratio_thresh:\n        mask = mask & (dist_nn[..., 0] <= (ratio_thresh**2)*dist_nn[..., 1])\n    if distance_thresh:\n        mask = mask & (dist_nn[..., 0] <= distance_thresh**2)\n    matches = torch.where(mask, ind_nn[..., 0], ind_nn.new_tensor(-1))\n    scores = torch.where(mask, (sim_nn[..., 0]+1)/2, sim_nn.new_tensor(0))\n    return matches, scores\n\n\ndef mutual_check(m0, m1):\n    inds0 = torch.arange(m0.shape[-1], device=m0.device)\n    loop = torch.gather(m1, -1, torch.where(m0 > -1, m0, m0.new_tensor(0)))\n    ok = (m0 > -1) & (inds0 == loop)\n    m0_new = torch.where(ok, m0, m0.new_tensor(-1))\n    return m0_new\n\n\nclass NearestNeighbor(BaseModel):\n    default_conf = {\n        'ratio_threshold': None,\n        'distance_threshold': None,\n        'do_mutual_check': True,\n    }\n    required_inputs = ['descriptors0', 'descriptors1']\n\n    def _init(self, conf):\n        pass\n\n    def _forward(self, data):\n        if data['descriptors0'].size(-1) == 0 or data['descriptors1'].size(-1) == 0:\n            matches0 = torch.full(\n                data['descriptors0'].shape[:2], -1,\n                device=data['descriptors0'].device)\n            return {\n                'matches0': matches0,\n                'matching_scores0': torch.zeros_like(matches0)\n            }\n        ratio_threshold = self.conf['ratio_threshold']\n        if data['descriptors0'].size(-1) == 1 or data['descriptors1'].size(-1) == 1:\n            ratio_threshold = None\n        sim = torch.einsum(\n            'bdn,bdm->bnm', data['descriptors0'], data['descriptors1'])\n        matches0, scores0 = find_nn(\n            sim, ratio_threshold, self.conf['distance_threshold'])\n        if self.conf['do_mutual_check']:\n            matches1, scores1 = find_nn(\n                sim.transpose(1, 2), ratio_threshold,\n                self.conf['distance_threshold'])\n            matches0 = mutual_check(matches0, matches1)\n        return {\n            'matches0': matches0,\n            'matching_scores0': scores0,\n        }\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/matchers/superglue.py",
    "content": "import sys\nfrom pathlib import Path\n\nfrom ..utils.base_model import BaseModel\n\nsys.path.append(str(Path(__file__).parent / '../../third_party'))\nfrom SuperGluePretrainedNetwork.models.superglue import SuperGlue as SG\n\n\nclass SuperGlue(BaseModel):\n    default_conf = {\n        'weights': 'outdoor',\n        'sinkhorn_iterations': 100,\n        'match_threshold': 0.2,\n    }\n    required_inputs = [\n        'image0', 'keypoints0', 'scores0', 'descriptors0',\n        'image1', 'keypoints1', 'scores1', 'descriptors1',\n    ]\n\n    def _init(self, conf):\n        self.net = SG(conf)\n\n    def _forward(self, data):\n        return self.net(data)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pairs_from_covisibility.py",
    "content": "import argparse\nfrom pathlib import Path\nimport numpy as np\nfrom tqdm import tqdm\nfrom collections import defaultdict\n\nfrom . import logger\nfrom .utils.read_write_model import read_model\n\n\ndef main(model, output, num_matched):\n    logger.info('Reading the COLMAP model...')\n    cameras, images, points3D = read_model(model)\n\n    logger.info('Extracting image pairs from covisibility info...')\n    pairs = []\n    for image_id, image in tqdm(images.items()):\n        matched = image.point3D_ids != -1\n        points3D_covis = image.point3D_ids[matched]\n\n        covis = defaultdict(int)\n        for point_id in points3D_covis:\n            for image_covis_id in points3D[point_id].image_ids:\n                if image_covis_id != image_id:\n                    covis[image_covis_id] += 1\n\n        if len(covis) == 0:\n            logger.info(f'Image {image_id} does not have any covisibility.')\n            continue\n\n        covis_ids = np.array(list(covis.keys()))\n        covis_num = np.array([covis[i] for i in covis_ids])\n\n        if len(covis_ids) <= num_matched:\n            top_covis_ids = covis_ids[np.argsort(-covis_num)]\n        else:\n            # get covisible image ids with top k number of common matches\n            ind_top = np.argpartition(covis_num, -num_matched)\n            ind_top = ind_top[-num_matched:]  # unsorted top k\n            ind_top = ind_top[np.argsort(-covis_num[ind_top])]\n            top_covis_ids = [covis_ids[i] for i in ind_top]\n            assert covis_num[ind_top[0]] == np.max(covis_num)\n\n        for i in top_covis_ids:\n            pair = (image.name, images[i].name)\n            pairs.append(pair)\n\n    logger.info(f'Found {len(pairs)} pairs.')\n    with open(output, 'w') as f:\n        f.write('\\n'.join(' '.join([i, j]) for i, j in pairs))\n\n\nif __name__ == \"__main__\":\n    parser = argparse.ArgumentParser()\n    parser.add_argument('--model', required=True, type=Path)\n    parser.add_argument('--output', required=True, type=Path)\n    parser.add_argument('--num_matched', required=True, type=int)\n    args = parser.parse_args()\n    main(**args.__dict__)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pairs_from_exhaustive.py",
    "content": "import argparse\nimport collections.abc as collections\nfrom pathlib import Path\nfrom typing import Optional, Union, List\n\nfrom . import logger\nfrom .utils.parsers import parse_image_lists\nfrom .utils.io import list_h5_names\n\n\ndef main(\n        output: Path,\n        image_list: Optional[Union[Path, List[str]]] = None,\n        features: Optional[Path] = None,\n        ref_list: Optional[Union[Path, List[str]]] = None,\n        ref_features: Optional[Path] = None):\n\n    if image_list is not None:\n        if isinstance(image_list, (str, Path)):\n            names_q = parse_image_lists(image_list)\n        elif isinstance(image_list, collections.Iterable):\n            names_q = list(image_list)\n        else:\n            raise ValueError(f'Unknown type for image list: {image_list}')\n    elif features is not None:\n        names_q = list_h5_names(features)\n    else:\n        raise ValueError('Provide either a list of images or a feature file.')\n\n    self_matching = False\n    if ref_list is not None:\n        if isinstance(ref_list, (str, Path)):\n            names_ref = parse_image_lists(ref_list)\n        elif isinstance(image_list, collections.Iterable):\n            names_ref = list(ref_list)\n        else:\n            raise ValueError(\n                f'Unknown type for reference image list: {ref_list}')\n    elif ref_features is not None:\n        names_ref = list_h5_names(ref_features)\n    else:\n        self_matching = True\n        names_ref = names_q\n\n    pairs = []\n    for i, n1 in enumerate(names_q):\n        for j, n2 in enumerate(names_ref):\n            if self_matching and j <= i:\n                continue\n            pairs.append((n1, n2))\n\n    logger.info(f'Found {len(pairs)} pairs.')\n    with open(output, 'w') as f:\n        f.write('\\n'.join(' '.join([i, j]) for i, j in pairs))\n\n\nif __name__ == \"__main__\":\n    parser = argparse.ArgumentParser()\n    parser.add_argument('--output', required=True, type=Path)\n    parser.add_argument('--image_list', type=Path)\n    parser.add_argument('--features', type=Path)\n    parser.add_argument('--ref_list', type=Path)\n    parser.add_argument('--ref_features', type=Path)\n    args = parser.parse_args()\n    main(**args.__dict__)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pairs_from_poses.py",
    "content": "import argparse\nfrom pathlib import Path\nimport numpy as np\nimport scipy.spatial\n\nfrom . import logger\nfrom .utils.read_write_model import read_images_binary\nfrom .pairs_from_retrieval import pairs_from_score_matrix\n\nDEFAULT_ROT_THRESH = 30  # in degrees\n\n\ndef get_pairwise_distances(images):\n    ids = np.array(list(images.keys()))\n    Rs = []\n    ts = []\n    for id_ in ids:\n        image = images[id_]\n        R = image.qvec2rotmat()\n        t = image.tvec\n        Rs.append(R)\n        ts.append(t)\n    Rs = np.stack(Rs, 0)\n    ts = np.stack(ts, 0)\n\n    # Invert the poses from world-to-camera to camera-to-world.\n    Rs = Rs.transpose(0, 2, 1)\n    ts = -(Rs @ ts[:, :, None])[:, :, 0]\n\n    dist = scipy.spatial.distance.squareform(scipy.spatial.distance.pdist(ts))\n\n    # Instead of computing the angle between two camera orientations,\n    # we compute the angle between the principal axes, as two images rotated\n    # around their principal axis still observe the same scene.\n    axes = Rs[:, :, -1]\n    dots = np.einsum('mi,ni->mn', axes, axes, optimize=True)\n    dR = np.rad2deg(np.arccos(np.clip(dots, -1., 1.)))\n\n    return ids, dist, dR\n\n\ndef main(model, output, num_matched, rotation_threshold=DEFAULT_ROT_THRESH):\n    logger.info('Reading the COLMAP model...')\n    images = read_images_binary(model / 'images.bin')\n\n    logger.info(\n        f'Obtaining pairwise distances between {len(images)} images...')\n    ids, dist, dR = get_pairwise_distances(images)\n    scores = -dist\n\n    invalid = (dR >= rotation_threshold)\n    np.fill_diagonal(invalid, True)\n    pairs = pairs_from_score_matrix(scores, invalid, num_matched)\n    pairs = [(images[ids[i]].name, images[ids[j]].name) for i, j in pairs]\n\n    logger.info(f'Found {len(pairs)} pairs.')\n    with open(output, 'w') as f:\n        f.write('\\n'.join(' '.join(p) for p in pairs))\n\n\nif __name__ == \"__main__\":\n    parser = argparse.ArgumentParser()\n    parser.add_argument('--model', required=True, type=Path)\n    parser.add_argument('--output', required=True, type=Path)\n    parser.add_argument('--num_matched', required=True, type=int)\n    parser.add_argument('--rotation_threshold',\n                        default=DEFAULT_ROT_THRESH, type=float)\n    args = parser.parse_args()\n    main(**args.__dict__)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pairs_from_retrieval.py",
    "content": "import argparse\nfrom pathlib import Path\nfrom typing import Optional\nimport h5py\nimport numpy as np\nimport torch\nimport collections.abc as collections\n\nfrom . import logger\nfrom .utils.parsers import parse_image_lists\nfrom .utils.read_write_model import read_images_binary\nfrom .utils.io import list_h5_names\n\n\ndef parse_names(prefix, names, names_all):\n    if prefix is not None:\n        if not isinstance(prefix, str):\n            prefix = tuple(prefix)\n        names = [n for n in names_all if n.startswith(prefix)]\n        if len(names) == 0:\n            raise ValueError(\n                f'Could not find any image with the prefix `{prefix}`.')\n    elif names is not None:\n        if isinstance(names, (str, Path)):\n            names = parse_image_lists(names)\n        elif isinstance(names, collections.Iterable):\n            names = list(names)\n        else:\n            raise ValueError(f'Unknown type of image list: {names}.'\n                             'Provide either a list or a path to a list file.')\n    else:\n        names = names_all\n    return names\n\n\ndef get_descriptors(names, path, name2idx=None, key='global_descriptor'):\n    if name2idx is None:\n        with h5py.File(str(path), 'r', libver='latest') as fd:\n            desc = [fd[n][key].__array__() for n in names]\n    else:\n        desc = []\n        for n in names:\n            with h5py.File(str(path[name2idx[n]]), 'r', libver='latest') as fd:\n                desc.append(fd[n][key].__array__())\n    return torch.from_numpy(np.stack(desc, 0)).float()\n\n\ndef pairs_from_score_matrix(scores: torch.Tensor,\n                            invalid: np.array,\n                            num_select: int,\n                            min_score: Optional[float] = None):\n    assert scores.shape == invalid.shape\n    if isinstance(scores, np.ndarray):\n        scores = torch.from_numpy(scores)\n    invalid = torch.from_numpy(invalid).to(scores.device)\n    if min_score is not None:\n        invalid |= scores < min_score\n    scores.masked_fill_(invalid, float('-inf'))\n\n    topk = torch.topk(scores, num_select, dim=1)\n    indices = topk.indices.cpu().numpy()\n    valid = topk.values.isfinite().cpu().numpy()\n\n    pairs = []\n    for i, j in zip(*np.where(valid)):\n        pairs.append((i, indices[i, j]))\n    return pairs\n\n\ndef main(descriptors, output, num_matched,\n         query_prefix=None, query_list=None,\n         db_prefix=None, db_list=None, db_model=None, db_descriptors=None):\n    logger.info('Extracting image pairs from a retrieval database.')\n\n    # We handle multiple reference feature files.\n    # We only assume that names are unique among them and map names to files.\n    if db_descriptors is None:\n        db_descriptors = descriptors\n    if isinstance(db_descriptors, (Path, str)):\n        db_descriptors = [db_descriptors]\n    name2db = {n: i for i, p in enumerate(db_descriptors)\n               for n in list_h5_names(p)}\n    db_names_h5 = list(name2db.keys())\n    query_names_h5 = list_h5_names(descriptors)\n\n    if db_model:\n        images = read_images_binary(db_model / 'images.bin')\n        db_names = [i.name for i in images.values()]\n    else:\n        db_names = parse_names(db_prefix, db_list, db_names_h5)\n    if len(db_names) == 0:\n        raise ValueError('Could not find any database image.')\n    query_names = parse_names(query_prefix, query_list, query_names_h5)\n\n    device = 'cuda' if torch.cuda.is_available() else 'cpu'\n    db_desc = get_descriptors(db_names, db_descriptors, name2db)\n    query_desc = get_descriptors(query_names, descriptors)\n    sim = torch.einsum('id,jd->ij', query_desc.to(device), db_desc.to(device))\n\n    # Avoid self-matching\n    self = np.array(query_names)[:, None] == np.array(db_names)[None]\n    pairs = pairs_from_score_matrix(sim, self, num_matched, min_score=0)\n    pairs = [(query_names[i], db_names[j]) for i, j in pairs]\n\n    logger.info(f'Found {len(pairs)} pairs.')\n    with open(output, 'w') as f:\n        f.write('\\n'.join(' '.join([i, j]) for i, j in pairs))\n\n\nif __name__ == \"__main__\":\n    parser = argparse.ArgumentParser()\n    parser.add_argument('--descriptors', type=Path, required=True)\n    parser.add_argument('--output', type=Path, required=True)\n    parser.add_argument('--num_matched', type=int, required=True)\n    parser.add_argument('--query_prefix', type=str, nargs='+')\n    parser.add_argument('--query_list', type=Path)\n    parser.add_argument('--db_prefix', type=str, nargs='+')\n    parser.add_argument('--db_list', type=Path)\n    parser.add_argument('--db_model', type=Path)\n    parser.add_argument('--db_descriptors', type=Path)\n    args = parser.parse_args()\n    main(**args.__dict__)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/4Seasons/README.md",
    "content": "# 4Seasons dataset\n\nThis pipeline localizes sequences from the [4Seasons dataset](https://arxiv.org/abs/2009.06364) and can reproduce our winning submission to the challenge of the [ECCV 2020 Workshop on Map-based Localization for Autonomous Driving](https://sites.google.com/view/mlad-eccv2020/home).\n\n## Installation\n\nDownload the sequences from the [challenge webpage](https://sites.google.com/view/mlad-eccv2020/challenge) and run:\n```bash\nunzip recording_2020-04-07_10-20-32.zip -d datasets/4Seasons/reference\nunzip recording_2020-03-24_17-36-22.zip -d datasets/4Seasons/training\nunzip recording_2020-03-03_12-03-23.zip -d datasets/4Seasons/validation\nunzip recording_2020-03-24_17-45-31.zip -d datasets/4Seasons/test0\nunzip recording_2020-04-23_19-37-00.zip -d datasets/4Seasons/test1\n```\nNote that the provided scripts might modify the dataset files by deleting unused images to speed up the feature extraction\n\n## Pipeline\n\nThe process is presented in our workshop talk, whose recording can be found [here](https://youtu.be/M-X6HX1JxYk?t=5245).\n\nWe first triangulate a 3D model from the given poses of the reference sequence:\n```bash\npython3 -m hloc.pipelines.4Seasons.prepare_reference\n```\n\nWe then relocalize a given sequence:\n```bash\npython3 -m hloc.pipelines.4Seasons.localize --sequence [training|validation|test0|test1]\n```\n\nThe final submission files can be found in `outputs/4Seasons/submission_hloc+superglue/`. The script will also evaluate these results if the training or validation sequences are selected.\n\n## Results\n\nWe evaluate the localization recall at distance thresholds 0.1m, 0.2m, and 0.5m.\n\n| Methods              | test0                  | test1                  |\n| -------------------- | ---------------------- | ---------------------- |\n| **hloc + SuperGlue**     | **91.8 / 97.7 / 99.2**     | **67.3 / 93.5 / 98.7**     |\n| Baseline SuperGlue   | 21.2 / 33.9 / 60.0     | 12.4 / 26.5 / 54.4     |\n| Baseline R2D2        | 21.5 / 33.1 / 53.0     | 12.3 / 23.7 / 42.0     |\n| Baseline D2Net       | 12.5 / 29.3 / 56.7     | 7.5 / 21.4 / 47.7      |\n| Baseline SuperPoint  | 15.5 / 27.5 / 47.5     | 9.0 / 19.4 / 36.4      |\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/4Seasons/__init__.py",
    "content": ""
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/4Seasons/localize.py",
    "content": "from pathlib import Path\nimport argparse\n\nfrom ... import extract_features, match_features, localize_sfm, logger\nfrom .utils import get_timestamps, delete_unused_images\nfrom .utils import generate_query_lists, generate_localization_pairs\nfrom .utils import prepare_submission, evaluate_submission\n\nrelocalization_files = {\n    'training': 'RelocalizationFilesTrain//relocalizationFile_recording_2020-03-24_17-36-22.txt',\n    'validation': 'RelocalizationFilesVal/relocalizationFile_recording_2020-03-03_12-03-23.txt',\n    'test0': 'RelocalizationFilesTest/relocalizationFile_recording_2020-03-24_17-45-31_*.txt',\n    'test1': 'RelocalizationFilesTest/relocalizationFile_recording_2020-04-23_19-37-00_*.txt',\n}\n\nparser = argparse.ArgumentParser()\nparser.add_argument('--sequence', type=str, required=True,\n                    choices=['training', 'validation', 'test0', 'test1'],\n                    help='Sequence to be relocalized.')\nparser.add_argument('--dataset', type=Path, default='datasets/4Seasons',\n                    help='Path to the dataset, default: %(default)s')\nparser.add_argument('--outputs', type=Path, default='outputs/4Seasons',\n                    help='Path to the output directory, default: %(default)s')\nargs = parser.parse_args()\nsequence = args.sequence\n\ndata_dir = args.dataset\nref_dir = data_dir / 'reference'\nassert ref_dir.exists(), f'{ref_dir} does not exist'\nseq_dir = data_dir / sequence\nassert seq_dir.exists(), f'{seq_dir} does not exist'\nseq_images = seq_dir / 'undistorted_images'\nreloc = ref_dir / relocalization_files[sequence]\n\noutput_dir = args.outputs\noutput_dir.mkdir(exist_ok=True, parents=True)\nquery_list = output_dir / f'{sequence}_queries_with_intrinsics.txt'\nref_pairs = output_dir / 'pairs-db-dist20.txt'\nref_sfm = output_dir / 'sfm_superpoint+superglue'\nresults_path = output_dir / f'localization_{sequence}_hloc+superglue.txt'\nsubmission_dir = output_dir / 'submission_hloc+superglue'\n\nnum_loc_pairs = 10\nloc_pairs = output_dir / f'pairs-query-{sequence}-dist{num_loc_pairs}.txt'\n\nfconf = extract_features.confs['superpoint_max']\nmconf = match_features.confs['superglue']\n\n# Not all query images that are used for the evaluation\n# To save time in feature extraction, we delete unsused images.\ntimestamps = get_timestamps(reloc, 1)\ndelete_unused_images(seq_images, timestamps)\n\n# Generate a list of query images with their intrinsics.\ngenerate_query_lists(timestamps, seq_dir, query_list)\n\n# Generate the localization pairs from the given reference frames.\ngenerate_localization_pairs(\n    sequence, reloc, num_loc_pairs, ref_pairs, loc_pairs)\n\n# Extract, match, amd localize.\nffile = extract_features.main(fconf, seq_images, output_dir)\nmfile = match_features.main(mconf, loc_pairs, fconf['output'], output_dir)\nlocalize_sfm.main(\n    ref_sfm, query_list, loc_pairs, ffile, mfile, results_path)\n\n# Convert the absolute poses to relative poses with the reference frames.\nsubmission_dir.mkdir(exist_ok=True)\nprepare_submission(results_path, reloc, ref_dir / 'poses.txt', submission_dir)\n\n# If not a test sequence: evaluation the localization accuracy\nif 'test' not in sequence:\n    logger.info('Evaluating the relocalization submission...')\n    evaluate_submission(submission_dir, reloc)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/4Seasons/prepare_reference.py",
    "content": "from pathlib import Path\nimport argparse\n\nfrom ... import extract_features, match_features\nfrom ... import pairs_from_poses, triangulation\nfrom .utils import get_timestamps, delete_unused_images\nfrom .utils import build_empty_colmap_model\n\nparser = argparse.ArgumentParser()\nparser.add_argument('--dataset', type=Path, default='datasets/4Seasons',\n                    help='Path to the dataset, default: %(default)s')\nparser.add_argument('--outputs', type=Path, default='outputs/4Seasons',\n                    help='Path to the output directory, default: %(default)s')\nargs = parser.parse_args()\n\nref_dir = args.dataset / 'reference'\nassert ref_dir.exists(), f'{ref_dir} does not exist'\nref_images = ref_dir / 'undistorted_images'\n\noutput_dir = args.outputs\noutput_dir.mkdir(exist_ok=True, parents=True)\nref_sfm_empty = output_dir / 'sfm_reference_empty'\nref_sfm = output_dir / 'sfm_superpoint+superglue'\n\nnum_ref_pairs = 20\nref_pairs = output_dir / f'pairs-db-dist{num_ref_pairs}.txt'\n\nfconf = extract_features.confs['superpoint_max']\nmconf = match_features.confs['superglue']\n\n# Only reference images that have a pose are used in the pipeline.\n# To save time in feature extraction, we delete unsused images.\ndelete_unused_images(ref_images, get_timestamps(ref_dir / 'poses.txt', 0))\n\n# Build an empty COLMAP model containing only camera and images\n# from the provided poses and intrinsics.\nbuild_empty_colmap_model(ref_dir, ref_sfm_empty)\n\n# Match reference images that are spatially close.\npairs_from_poses.main(ref_sfm_empty, ref_pairs, num_ref_pairs)\n\n# Extract, match, and triangulate the reference SfM model.\nffile = extract_features.main(fconf, ref_images, output_dir)\nmfile = match_features.main(mconf, ref_pairs, fconf['output'], output_dir)\ntriangulation.main(ref_sfm, ref_sfm_empty, ref_images, ref_pairs, ffile, mfile)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/4Seasons/utils.py",
    "content": "import os\nimport numpy as np\nimport logging\nfrom pathlib import Path\n\nfrom ...utils.read_write_model import qvec2rotmat, rotmat2qvec\nfrom ...utils.read_write_model import Image, write_model, Camera\nfrom ...utils.parsers import parse_retrieval\n\nlogger = logging.getLogger(__name__)\n\n\ndef get_timestamps(files, idx):\n    \"\"\"Extract timestamps from a pose or relocalization file.\"\"\"\n    lines = []\n    for p in files.parent.glob(files.name):\n        with open(p) as f:\n            lines += f.readlines()\n    timestamps = set()\n    for line in lines:\n        line = line.rstrip('\\n')\n        if line[0] == '#' or line == '':\n            continue\n        ts = line.replace(',', ' ').split()[idx]\n        timestamps.add(ts)\n    return timestamps\n\n\ndef delete_unused_images(root, timestamps):\n    \"\"\"Delete all images in root if they are not contained in timestamps.\"\"\"\n    images = list(root.glob('**/*.png'))\n    deleted = 0\n    for image in images:\n        ts = image.stem\n        if ts not in timestamps:\n            os.remove(image)\n            deleted += 1\n    logger.info(f'Deleted {deleted} images in {root}.')\n\n\ndef camera_from_calibration_file(id_, path):\n    \"\"\"Create a COLMAP camera from an MLAD calibration file.\"\"\"\n    with open(path, 'r') as f:\n        data = f.readlines()\n    model, fx, fy, cx, cy = data[0].split()[:5]\n    width, height = data[1].split()\n    assert model == 'Pinhole'\n    model_name = 'PINHOLE'\n    params = [float(i) for i in [fx, fy, cx, cy]]\n    camera = Camera(\n        id=id_, model=model_name,\n        width=int(width), height=int(height), params=params)\n    return camera\n\n\ndef parse_poses(path, colmap=False):\n    \"\"\"Parse a list of poses in COLMAP or MLAD quaternion convention.\"\"\"\n    poses = []\n    with open(path) as f:\n        for line in f.readlines():\n            line = line.rstrip('\\n')\n            if line[0] == '#' or line == '':\n                continue\n            data = line.replace(',', ' ').split()\n            ts, p = data[0], np.array(data[1:], float)\n            if colmap:\n                q, t = np.split(p, [4])\n            else:\n                t, q = np.split(p, [3])\n                q = q[[3, 0, 1, 2]]  # xyzw to wxyz\n            R = qvec2rotmat(q)\n            poses.append((ts, R, t))\n    return poses\n\n\ndef parse_relocalization(path, has_poses=False):\n    \"\"\"Parse a relocalization file, possibly with poses.\"\"\"\n    reloc = []\n    with open(path) as f:\n        for line in f.readlines():\n            line = line.rstrip('\\n')\n            if line[0] == '#' or line == '':\n                continue\n            data = line.replace(',', ' ').split()\n            out = data[:2]  # ref_ts, q_ts\n            if has_poses:\n                assert len(data) == 9\n                t, q = np.split(np.array(data[2:], float), [3])\n                q = q[[3, 0, 1, 2]]  # xyzw to wxyz\n                R = qvec2rotmat(q)\n                out += [R, t]\n            reloc.append(out)\n    return reloc\n\n\ndef build_empty_colmap_model(root, sfm_dir):\n    \"\"\"Build a COLMAP model with images and cameras only.\"\"\"\n    calibration = 'Calibration/undistorted_calib_{}.txt'\n    cam0 = camera_from_calibration_file(0, root / calibration.format(0))\n    cam1 = camera_from_calibration_file(1, root / calibration.format(1))\n    cameras = {0: cam0, 1: cam1}\n\n    T_0to1 = np.loadtxt(root / 'Calibration/undistorted_calib_stereo.txt')\n    poses = parse_poses(root / 'poses.txt')\n    images = {}\n    id_ = 0\n    for ts, R_cam0_to_w, t_cam0_to_w in poses:\n        R_w_to_cam0 = R_cam0_to_w.T\n        t_w_to_cam0 = -(R_w_to_cam0 @ t_cam0_to_w)\n\n        R_w_to_cam1 = T_0to1[:3, :3] @ R_w_to_cam0\n        t_w_to_cam1 = T_0to1[:3, :3] @ t_w_to_cam0 + T_0to1[:3, 3]\n\n        for idx, (R_w_to_cam, t_w_to_cam) in enumerate(\n                zip([R_w_to_cam0, R_w_to_cam1], [t_w_to_cam0, t_w_to_cam1])):\n            image = Image(\n                id=id_,\n                qvec=rotmat2qvec(R_w_to_cam),\n                tvec=t_w_to_cam,\n                camera_id=idx,\n                name=f'cam{idx}/{ts}.png',\n                xys=np.zeros((0, 2), float),\n                point3D_ids=np.full(0, -1, int))\n            images[id_] = image\n            id_ += 1\n\n    sfm_dir.mkdir(exist_ok=True, parents=True)\n    write_model(cameras, images, {}, path=str(sfm_dir), ext='.bin')\n\n\ndef generate_query_lists(timestamps, seq_dir, out_path):\n    \"\"\"Create a list of query images with intrinsics from timestamps.\"\"\"\n    cam0 = camera_from_calibration_file(\n            0, seq_dir / 'Calibration/undistorted_calib_0.txt')\n    intrinsics = [cam0.model, cam0.width, cam0.height] + cam0.params\n    intrinsics = [str(p) for p in intrinsics]\n    data = map(lambda ts: ' '.join([f'cam0/{ts}.png']+intrinsics), timestamps)\n    with open(out_path, 'w') as f:\n        f.write('\\n'.join(data))\n\n\ndef generate_localization_pairs(sequence, reloc, num, ref_pairs, out_path):\n    \"\"\"Create the matching pairs for the localization.\n       We simply lookup the corresponding reference frame\n       and extract its `num` closest frames from the existing pair list.\n    \"\"\"\n    if 'test' in sequence:\n        # hard pairs will be overwritten by easy ones if available\n        relocs = [\n            str(reloc).replace('*', d) for d in ['hard', 'moderate', 'easy']]\n    else:\n        relocs = [reloc]\n    query_to_ref_ts = {}\n    for reloc in relocs:\n        with open(reloc, 'r') as f:\n            for line in f.readlines():\n                line = line.rstrip('\\n')\n                if line[0] == '#' or line == '':\n                    continue\n                ref_ts, q_ts = line.split()[:2]\n                query_to_ref_ts[q_ts] = ref_ts\n\n    ts_to_name = 'cam0/{}.png'.format\n    ref_pairs = parse_retrieval(ref_pairs)\n    loc_pairs = []\n    for q_ts, ref_ts in query_to_ref_ts.items():\n        ref_name = ts_to_name(ref_ts)\n        selected = [ref_name] + ref_pairs[ref_name][:num-1]\n        loc_pairs.extend([' '.join((ts_to_name(q_ts), s)) for s in selected])\n    with open(out_path, 'w') as f:\n        f.write('\\n'.join(loc_pairs))\n\n\ndef prepare_submission(results, relocs, poses_path, out_dir):\n    \"\"\"Obtain relative poses from estimated absolute and reference poses.\"\"\"\n    gt_poses = parse_poses(poses_path)\n    all_T_ref0_to_w = {ts: (R, t) for ts, R, t in gt_poses}\n\n    pred_poses = parse_poses(results, colmap=True)\n    all_T_w_to_q0 = {Path(name).stem: (R, t) for name, R, t in pred_poses}\n\n    for reloc in relocs.parent.glob(relocs.name):\n        relative_poses = []\n        reloc_ts = parse_relocalization(reloc)\n        for ref_ts, q_ts in reloc_ts:\n            R_w_to_q0, t_w_to_q0 = all_T_w_to_q0[q_ts]\n            R_ref0_to_w, t_ref0_to_w = all_T_ref0_to_w[ref_ts]\n\n            R_ref0_to_q0 = R_w_to_q0 @ R_ref0_to_w\n            t_ref0_to_q0 = R_w_to_q0 @ t_ref0_to_w + t_w_to_q0\n\n            tvec = t_ref0_to_q0.tolist()\n            qvec = rotmat2qvec(R_ref0_to_q0)[[1, 2, 3, 0]]  # wxyz to xyzw\n\n            out = [ref_ts, q_ts] + list(map(str, tvec)) + list(map(str, qvec))\n            relative_poses.append(' '.join(out))\n\n        out_path = out_dir / reloc.name\n        with open(out_path, 'w') as f:\n            f.write('\\n'.join(relative_poses))\n        logger.info(f'Submission file written to {out_path}.')\n\n\ndef evaluate_submission(submission_dir, relocs, ths=[0.1, 0.2, 0.5]):\n    \"\"\"Compute the relocalization recall from predicted and ground truth poses.\n    \"\"\"\n    for reloc in relocs.parent.glob(relocs.name):\n        poses_gt = parse_relocalization(\n                reloc, has_poses=True)\n        poses_pred = parse_relocalization(\n                submission_dir / reloc.name, has_poses=True)\n        poses_pred = {\n                (ref_ts, q_ts): (R, t) for ref_ts, q_ts, R, t in poses_pred}\n\n        error = []\n        for ref_ts, q_ts, R_gt, t_gt in poses_gt:\n            R, t = poses_pred[(ref_ts, q_ts)]\n            e = np.linalg.norm(t - t_gt)\n            error.append(e)\n\n        error = np.array(error)\n        recall = [np.mean(error <= th) for th in ths]\n        s = f'Relocalization evaluation {submission_dir.name}/{reloc.name}\\n'\n        s += ' / '.join([f'{th:>7}m' for th in ths]) + '\\n'\n        s += ' / '.join([f'{100*r:>7.3f}%' for r in recall])\n        logger.info(s)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/7Scenes/README.md",
    "content": "# 7Scenes dataset\n\n## Installation\n\nDownload the images from the [7Scenes project page](https://www.microsoft.com/en-us/research/project/rgb-d-dataset-7-scenes/):\n```bash\nexport dataset=datasets/7scenes\nfor scene in chess fire heads office pumpkin redkitchen stairs; \\\ndo wget http://download.microsoft.com/download/2/8/5/28564B23-0828-408F-8631-23B1EFF1DAC8/$scene.zip -P $dataset \\\n&& unzip $dataset/$scene.zip -d $dataset && unzip $dataset/$scene/'*.zip' -d $dataset/$scene; done\n```\n\nDownload the SIFT SfM models and DenseVLAD image pairs, courtesy of Torsten Sattler:\n```bash\nfunction download {\nwget --load-cookies /tmp/cookies.txt \"https://docs.google.com/uc?export=download&confirm=$(wget --quiet --save-cookies /tmp/cookies.txt --keep-session-cookies --no-check-certificate \"https://docs.google.com/uc?export=download&id=$1\" -O- | sed -rn 's/.*confirm=([0-9A-Za-z_]+).*/\\1\\n/p')&id=$1\" -O $2 && rm -rf /tmp/cookies.txt\nunzip $2 -d $dataset && rm $2;\n}\ndownload 1cu6KUR7WHO7G4EO49Qi3HEKU6n_yYDjb $dataset/7scenes_sfm_triangulated.zip\ndownload 1IbS2vLmxr1N0f3CEnd_wsYlgclwTyvB1 $dataset/7scenes_densevlad_retrieval_top_10.zip\n```\n\nDownload the rendered depth maps, courtesy of Eric Brachmann for [DSAC\\*](https://github.com/vislearn/dsacstar):\n```bash\nwget https://heidata.uni-heidelberg.de/api/access/datafile/4037 -O $dataset/7scenes_rendered_depth.tar.gz\nmkdir $dataset/depth/\ntar xzf $dataset/7scenes_rendered_depth.tar.gz -C $dataset/depth/ && rm $dataset/7scenes_rendered_depth.tar.gz\n```\n\n## Pipeline\n\n```bash\npython3 -m hloc.pipelines.7Scenes.pipeline [--use_dense_depth]\n```\nBy default, hloc triangulates a sparse point cloud that can be noisy in indoor environements due to image noise and lack of texture. With the flag `--use_dense_depth`, the pipeline improves the accuracy of the sparse point cloud using dense depth maps provided by the dataset. The original depth maps captured by the RGBD sensor are miscalibrated, so we use depth maps rendered from the mesh obtained by fusing the RGBD data.\n\n## Results\nWe report the median error in translation/rotation in cm/deg over all scenes:\n| Method \\ Scene                  | Chess          | Fire           | Heads          | Office         | Pumpkin        | Kitchen        | Stairs     |\n| ------------------------------- | -------------- | -------------- | -------------- | -------------- | -------------- | -------------- | ---------- |\n| Active Search                   | 3/0.87         | **2**/1.01     | **1**/0.82     | 4/1.15         | 7/1.69         | 5/1.72         | 4/**1.01** |\n| DSAC*                           | **2**/1.10     | **2**/1.24     | **1**/1.82     | **3**/1.15     | **4**/1.34     | 4/1.68         | **3**/1.16 |\n| **SuperPoint+SuperGlue** (sfm)  | **2**/0.84     | **2**/0.93     | **1**/**0.74** | **3**/0.92     | 5/1.27         | 4/1.40         | 5/1.47     |\n| **SuperPoint+SuperGlue** (RGBD) | **2**/**0.80** | **2**/**0.77** | **1**/0.79     | **3**/**0.80** | **4**/**1.07** | **3**/**1.13** | 4/1.15     |\n\n## Citation\nPlease cite the following paper if you use the 7Scenes dataset:\n```\n@inproceedings{shotton2013scene,\n  title={Scene coordinate regression forests for camera relocalization in {RGB-D} images},\n  author={Shotton, Jamie and Glocker, Ben and Zach, Christopher and Izadi, Shahram and Criminisi, Antonio and Fitzgibbon, Andrew},\n  booktitle={CVPR},\n  year={2013}\n}\n```\n\nAlso cite DSAC* if you use dense depth maps with the flag `--use_dense_depth`:\n```\n@article{brachmann2020dsacstar,\n  title={Visual Camera Re-Localization from {RGB} and {RGB-D} Images Using {DSAC}},\n  author={Brachmann, Eric and Rother, Carsten},\n  journal={TPAMI},\n  year={2021}\n}\n```\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/7Scenes/__init__.py",
    "content": ""
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/7Scenes/create_gt_sfm.py",
    "content": "from pathlib import Path\nimport numpy as np\nimport torch\nimport PIL.Image\nfrom tqdm import tqdm\nimport pycolmap\n\nfrom ...utils.read_write_model import write_model, read_model\n\n\ndef scene_coordinates(p2D, R_w2c, t_w2c, depth, camera):\n    assert len(depth) == len(p2D)\n    ret = pycolmap.image_to_world(p2D, camera._asdict())\n    p2D_norm = np.asarray(ret['world_points'])\n    p2D_h = np.concatenate([p2D_norm, np.ones_like(p2D_norm[:, :1])], 1)\n    p3D_c = p2D_h * depth[:, None]\n    p3D_w = (p3D_c - t_w2c) @ R_w2c\n    return p3D_w\n\n\ndef interpolate_depth(depth, kp):\n    h, w = depth.shape\n    kp = kp / np.array([[w-1, h-1]]) * 2 - 1\n    assert np.all(kp > -1) and np.all(kp < 1)\n    depth = torch.from_numpy(depth)[None, None]\n    kp = torch.from_numpy(kp)[None, None]\n    grid_sample = torch.nn.functional.grid_sample\n\n    # To maximize the number of points that have depth:\n    # do bilinear interpolation first and then nearest for the remaining points\n    interp_lin = grid_sample(\n        depth, kp, align_corners=True, mode='bilinear')[0, :, 0]\n    interp_nn = torch.nn.functional.grid_sample(\n        depth, kp, align_corners=True, mode='nearest')[0, :, 0]\n    interp = torch.where(torch.isnan(interp_lin), interp_nn, interp_lin)\n    valid = ~torch.any(torch.isnan(interp), 0)\n\n    interp_depth = interp.T.numpy().flatten()\n    valid = valid.numpy()\n    return interp_depth, valid\n\n\ndef image_path_to_rendered_depth_path(image_name):\n    parts = image_name.split('/')\n    name = '_'.join([''.join(parts[0].split('-')), parts[1]])\n    name = name.replace('color', 'pose')\n    name = name.replace('png', 'depth.tiff')\n    return name\n\n\ndef project_to_image(p3D, R, t, camera, eps: float = 1e-4, pad: int = 1):\n    p3D = (p3D @ R.T) + t\n    visible = p3D[:, -1] >= eps  # keep points in front of the camera\n    p2D_norm = p3D[:, :-1] / p3D[:, -1:].clip(min=eps)\n    ret = pycolmap.world_to_image(p2D_norm, camera._asdict())\n    p2D = np.asarray(ret['image_points'])\n    size = np.array([camera.width - pad - 1, camera.height - pad - 1])\n    valid = np.all((p2D >= pad) & (p2D <= size), -1)\n    valid &= visible\n    return p2D[valid], valid\n\n\ndef correct_sfm_with_gt_depth(sfm_path, depth_folder_path, output_path):\n    cameras, images, points3D = read_model(sfm_path)\n    for imgid, img in tqdm(images.items()):\n        image_name = img.name\n        depth_name = image_path_to_rendered_depth_path(image_name)\n\n        depth = PIL.Image.open(Path(depth_folder_path) / depth_name)\n        depth = np.array(depth).astype('float64')\n        depth = depth/1000.  # mm to meter\n        depth[(depth == 0.0) | (depth > 1000.0)] = np.nan\n\n        R_w2c, t_w2c = img.qvec2rotmat(), img.tvec\n        camera = cameras[img.camera_id]\n        p3D_ids = img.point3D_ids\n        p3Ds = np.stack([points3D[i].xyz for i in p3D_ids[p3D_ids != -1]], 0)\n\n        p2Ds, valids_projected = project_to_image(p3Ds, R_w2c, t_w2c, camera)\n        invalid_p3D_ids = p3D_ids[p3D_ids != -1][~valids_projected]\n        interp_depth, valids_backprojected = interpolate_depth(depth, p2Ds)\n        scs = scene_coordinates(p2Ds[valids_backprojected], R_w2c, t_w2c,\n                                interp_depth[valids_backprojected],\n                                camera)\n        invalid_p3D_ids = np.append(\n            invalid_p3D_ids,\n            p3D_ids[p3D_ids != -1][valids_projected][~valids_backprojected])\n        for p3did in invalid_p3D_ids:\n            if p3did == -1:\n                continue\n            else:\n                obs_imgids = points3D[p3did].image_ids\n                invalid_imgids = list(np.where(obs_imgids == img.id)[0])\n                points3D[p3did] = points3D[p3did]._replace(\n                    image_ids=np.delete(obs_imgids, invalid_imgids),\n                    point2D_idxs=np.delete(points3D[p3did].point2D_idxs,\n                                           invalid_imgids))\n\n        new_p3D_ids = p3D_ids.copy()\n        sub_p3D_ids = new_p3D_ids[new_p3D_ids != -1]\n        valids = np.ones(np.count_nonzero(new_p3D_ids != -1), dtype=bool)\n        valids[~valids_projected] = False\n        valids[valids_projected] = valids_backprojected\n        sub_p3D_ids[~valids] = -1\n        new_p3D_ids[new_p3D_ids != -1] = sub_p3D_ids\n        img = img._replace(point3D_ids=new_p3D_ids)\n\n        assert len(img.point3D_ids[img.point3D_ids != -1]) == len(scs), (\n                f\"{len(scs)}, {len(img.point3D_ids[img.point3D_ids != -1])}\")\n        for i, p3did in enumerate(img.point3D_ids[img.point3D_ids != -1]):\n            points3D[p3did] = points3D[p3did]._replace(xyz=scs[i])\n        images[imgid] = img\n\n    output_path.mkdir(parents=True, exist_ok=True)\n    write_model(cameras, images, points3D, output_path)\n\n\nif __name__ == '__main__':\n    dataset = Path('datasets/7scenes')\n    outputs = Path('outputs/7Scenes')\n\n    SCENES = ['chess', 'fire', 'heads', 'office', 'pumpkin',\n              'redkitchen', 'stairs']\n    for scene in SCENES:\n        sfm_path = outputs / scene / 'sfm_superpoint+superglue'\n        depth_path = dataset / f'depth/7scenes_{scene}/train/depth'\n        output_path = outputs / scene / 'sfm_superpoint+superglue+depth'\n        correct_sfm_with_gt_depth(sfm_path, depth_path, output_path)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/7Scenes/pipeline.py",
    "content": "from pathlib import Path\nimport argparse\n\nfrom .utils import create_reference_sfm\nfrom .create_gt_sfm import correct_sfm_with_gt_depth\nfrom ..Cambridge.utils import create_query_list_with_intrinsics, evaluate\nfrom ... import extract_features, match_features, pairs_from_covisibility\nfrom ... import triangulation, localize_sfm, logger\n\nSCENES = ['chess', 'fire', 'heads', 'office', 'pumpkin',\n          'redkitchen', 'stairs']\n\n\ndef run_scene(images, gt_dir, retrieval, outputs, results, num_covis,\n              use_dense_depth, depth_dir=None):\n    outputs.mkdir(exist_ok=True, parents=True)\n    ref_sfm_sift = outputs / 'sfm_sift'\n    ref_sfm = outputs / 'sfm_superpoint+superglue'\n    query_list = outputs / 'query_list_with_intrinsics.txt'\n\n    feature_conf = {\n        'output': 'feats-superpoint-n4096-r1024',\n        'model': {\n            'name': 'superpoint',\n            'nms_radius': 3,\n            'max_keypoints': 4096,\n        },\n        'preprocessing': {\n            'globs': ['*.color.png'],\n            'grayscale': True,\n            'resize_max': 1024,\n        },\n    }\n    matcher_conf = match_features.confs['superglue']\n    matcher_conf['model']['sinkhorn_iterations'] = 5\n\n    test_list = gt_dir / 'list_test.txt'\n    create_reference_sfm(gt_dir, ref_sfm_sift, test_list)\n    create_query_list_with_intrinsics(gt_dir, query_list, test_list)\n\n    features = extract_features.main(\n            feature_conf, images, outputs, as_half=True)\n\n    sfm_pairs = outputs / f'pairs-db-covis{num_covis}.txt'\n    pairs_from_covisibility.main(\n            ref_sfm_sift, sfm_pairs, num_matched=num_covis)\n    sfm_matches = match_features.main(\n            matcher_conf, sfm_pairs, feature_conf['output'], outputs)\n    if not (use_dense_depth and ref_sfm.exists()):\n        triangulation.main(\n            ref_sfm, ref_sfm_sift,\n            images,\n            sfm_pairs,\n            features,\n            sfm_matches)\n    if use_dense_depth:\n        assert depth_dir is not None\n        ref_sfm_fix = outputs / 'sfm_superpoint+superglue+depth'\n        correct_sfm_with_gt_depth(ref_sfm, depth_dir, ref_sfm_fix)\n        ref_sfm = ref_sfm_fix\n\n    loc_matches = match_features.main(\n        matcher_conf, retrieval, feature_conf['output'], outputs)\n\n    localize_sfm.main(\n        ref_sfm,\n        query_list,\n        retrieval,\n        features,\n        loc_matches,\n        results,\n        covisibility_clustering=False,\n        prepend_camera_name=True)\n\n\nif __name__ == '__main__':\n    parser = argparse.ArgumentParser()\n    parser.add_argument('--scenes', default=SCENES, choices=SCENES, nargs='+')\n    parser.add_argument('--overwrite', action='store_true')\n    parser.add_argument('--dataset', type=Path, default='datasets/7scenes',\n                        help='Path to the dataset, default: %(default)s')\n    parser.add_argument('--outputs', type=Path, default='outputs/7scenes',\n                        help='Path to the output directory, default: %(default)s')\n    parser.add_argument('--use_dense_depth', action='store_true')\n    parser.add_argument('--num_covis', type=int, default=30,\n                        help='Number of image pairs for SfM, default: %(default)s')\n    args = parser.parse_args()\n\n    gt_dirs = args.dataset / '7scenes_sfm_triangulated/{scene}/triangulated'\n    retrieval_dirs = args.dataset / '7scenes_densevlad_retrieval_top_10'\n\n    all_results = {}\n    for scene in args.scenes:\n        logger.info(f'Working on scene \"{scene}\".')\n        results = args.outputs / scene / 'results_{}.txt'.format(\n            \"dense\" if args.use_dense_depth else \"sparse\")\n        if args.overwrite or not results.exists():\n            run_scene(\n                args.dataset / scene,\n                Path(str(gt_dirs).format(scene=scene)),\n                retrieval_dirs / f'{scene}_top10.txt',\n                args.outputs / scene,\n                results,\n                args.num_covis,\n                args.use_dense_depth,\n                depth_dir=args.dataset / f'depth/7scenes_{scene}/train/depth')\n        all_results[scene] = results\n\n    for scene in args.scenes:\n        logger.info(f'Evaluate scene \"{scene}\".')\n        gt_dir = Path(str(gt_dirs).format(scene=scene))\n        evaluate(gt_dir, all_results[scene], gt_dir / 'list_test.txt')\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/7Scenes/utils.py",
    "content": "import logging\nimport numpy as np\n\nfrom hloc.utils.read_write_model import read_model, write_model\n\nlogger = logging.getLogger(__name__)\n\n\ndef create_reference_sfm(full_model, ref_model, blacklist=None, ext='.bin'):\n    '''Create a new COLMAP model with only training images.'''\n    logger.info('Creating the reference model.')\n    ref_model.mkdir(exist_ok=True)\n    cameras, images, points3D = read_model(full_model, ext)\n\n    if blacklist is not None:\n        with open(blacklist, 'r') as f:\n            blacklist = f.read().rstrip().split('\\n')\n\n    images_ref = dict()\n    for id_, image in images.items():\n        if blacklist and image.name in blacklist:\n            continue\n        images_ref[id_] = image\n\n    points3D_ref = dict()\n    for id_, point3D in points3D.items():\n        ref_ids = [i for i in point3D.image_ids if i in images_ref]\n        if len(ref_ids) == 0:\n            continue\n        points3D_ref[id_] = point3D._replace(image_ids=np.array(ref_ids))\n\n    write_model(cameras, images_ref, points3D_ref, ref_model, '.bin')\n    logger.info(f'Kept {len(images_ref)} images out of {len(images)}.')\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/Aachen/README.md",
    "content": "# Aachen-Day-Night dataset\n\n## Installation\n\nDownload the dataset from [visuallocalization.net](https://www.visuallocalization.net):\n```bash\nexport dataset=datasets/aachen\nwget -r -np -nH -R \"index.html*,aachen_v1_1.zip\" --cut-dirs=4  https://data.ciirc.cvut.cz/public/projects/2020VisualLocalization/Aachen-Day-Night/ -P $dataset\nunzip $dataset/images/database_and_query_images.zip -d $dataset/images\n```\n\n## Pipeline\n\n```bash\npython3 -m hloc.pipelines.Aachen.pipeline\n```\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/Aachen/__init__.py",
    "content": ""
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/Aachen/pipeline.py",
    "content": "from pathlib import Path\nfrom pprint import pformat\nimport argparse\n\nfrom ... import extract_features, match_features\nfrom ... import pairs_from_covisibility, pairs_from_retrieval\nfrom ... import colmap_from_nvm, triangulation, localize_sfm\n\n\nparser = argparse.ArgumentParser()\nparser.add_argument('--dataset', type=Path, default='datasets/aachen',\n                    help='Path to the dataset, default: %(default)s')\nparser.add_argument('--outputs', type=Path, default='outputs/aachen',\n                    help='Path to the output directory, default: %(default)s')\nparser.add_argument('--num_covis', type=int, default=20,\n                    help='Number of image pairs for SfM, default: %(default)s')\nparser.add_argument('--num_loc', type=int, default=50,\n                    help='Number of image pairs for loc, default: %(default)s')\nargs = parser.parse_args()\n\n# Setup the paths\ndataset = args.dataset\nimages = dataset / 'images/images_upright/'\n\noutputs = args.outputs  # where everything will be saved\nsift_sfm = outputs / 'sfm_sift'  # from which we extract the reference poses\nreference_sfm = outputs / 'sfm_superpoint+superglue'  # the SfM model we will build\nsfm_pairs = outputs / f'pairs-db-covis{args.num_covis}.txt'  # top-k most covisible in SIFT model\nloc_pairs = outputs / f'pairs-query-netvlad{args.num_loc}.txt'  # top-k retrieved by NetVLAD\nresults = outputs / f'Aachen_hloc_superpoint+superglue_netvlad{args.num_loc}.txt'\n\n# list the standard configurations available\nprint(f'Configs for feature extractors:\\n{pformat(extract_features.confs)}')\nprint(f'Configs for feature matchers:\\n{pformat(match_features.confs)}')\n\n# pick one of the configurations for extraction and matching\nretrieval_conf = extract_features.confs['netvlad']\nfeature_conf = extract_features.confs['superpoint_aachen']\nmatcher_conf = match_features.confs['superglue']\n\nfeatures = extract_features.main(feature_conf, images, outputs)\n\ncolmap_from_nvm.main(\n    dataset / '3D-models/aachen_cvpr2018_db.nvm',\n    dataset / '3D-models/database_intrinsics.txt',\n    dataset / 'aachen.db',\n    sift_sfm)\npairs_from_covisibility.main(\n    sift_sfm, sfm_pairs, num_matched=args.num_covis)\nsfm_matches = match_features.main(\n    matcher_conf, sfm_pairs, feature_conf['output'], outputs)\n\ntriangulation.main(\n    reference_sfm,\n    sift_sfm,\n    images,\n    sfm_pairs,\n    features,\n    sfm_matches)\n\nglobal_descriptors = extract_features.main(retrieval_conf, images, outputs)\npairs_from_retrieval.main(\n    global_descriptors, loc_pairs, args.num_loc,\n    query_prefix='query', db_model=reference_sfm)\nloc_matches = match_features.main(\n    matcher_conf, loc_pairs, feature_conf['output'], outputs)\n\nlocalize_sfm.main(\n    reference_sfm,\n    dataset / 'queries/*_time_queries_with_intrinsics.txt',\n    loc_pairs,\n    features,\n    loc_matches,\n    results,\n    covisibility_clustering=False)  # not required with SuperPoint+SuperGlue\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/Aachen_v1_1/README.md",
    "content": "# Aachen-Day-Night dataset v1.1\n\n## Installation\n\nDownload the dataset from [visuallocalization.net](https://www.visuallocalization.net):\n```bash\nexport dataset=datasets/aachen_v1.1\nwget -r -np -nH -R \"index.html*\" --cut-dirs=4  https://data.ciirc.cvut.cz/public/projects/2020VisualLocalization/Aachen-Day-Night/ -P $dataset\nunzip $dataset/images/database_and_query_images.zip -d $dataset/images\nunzip $dataset/aachen_v1_1.zip -d $dataset\nrsync -a $dataset/images_upright/ $dataset/images/images_upright/\n```\n\n## Pipeline\n\n```bash\npython3 -m hloc.pipelines.Aachen_v1_1.pipeline\n```\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/Aachen_v1_1/__init__.py",
    "content": ""
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/Aachen_v1_1/pipeline.py",
    "content": "from pathlib import Path\nfrom pprint import pformat\nimport argparse\n\nfrom ... import extract_features, match_features, triangulation\nfrom ... import pairs_from_covisibility, pairs_from_retrieval, localize_sfm\n\n\nparser = argparse.ArgumentParser()\nparser.add_argument('--dataset', type=Path, default='datasets/aachen_v1.1',\n                    help='Path to the dataset, default: %(default)s')\nparser.add_argument('--outputs', type=Path, default='outputs/aachen_v1.1',\n                    help='Path to the output directory, default: %(default)s')\nparser.add_argument('--num_covis', type=int, default=20,\n                    help='Number of image pairs for SfM, default: %(default)s')\nparser.add_argument('--num_loc', type=int, default=50,\n                    help='Number of image pairs for loc, default: %(default)s')\nargs = parser.parse_args()\n\n# Setup the paths\ndataset = args.dataset\nimages = dataset / 'images/images_upright/'\nsift_sfm = dataset / '3D-models/aachen_v_1_1'\n\noutputs = args.outputs  # where everything will be saved\nreference_sfm = outputs / 'sfm_superpoint+superglue'  # the SfM model we will build\nsfm_pairs = outputs / f'pairs-db-covis{args.num_covis}.txt'  # top-k most covisible in SIFT model\nloc_pairs = outputs / f'pairs-query-netvlad{args.num_loc}.txt'  # top-k retrieved by NetVLAD\nresults = outputs / f'Aachen-v1.1_hloc_superpoint+superglue_netvlad{args.num_loc}.txt'\n\n# list the standard configurations available\nprint(f'Configs for feature extractors:\\n{pformat(extract_features.confs)}')\nprint(f'Configs for feature matchers:\\n{pformat(match_features.confs)}')\n\n# pick one of the configurations for extraction and matching\nretrieval_conf = extract_features.confs['netvlad']\nfeature_conf = extract_features.confs['superpoint_max']\nmatcher_conf = match_features.confs['superglue']\n\nfeatures = extract_features.main(feature_conf, images, outputs)\n\npairs_from_covisibility.main(\n    sift_sfm, sfm_pairs, num_matched=args.num_covis)\nsfm_matches = match_features.main(\n    matcher_conf, sfm_pairs, feature_conf['output'], outputs)\n\ntriangulation.main(\n    reference_sfm,\n    sift_sfm,\n    images,\n    sfm_pairs,\n    features,\n    sfm_matches)\n\nglobal_descriptors = extract_features.main(retrieval_conf, images, outputs)\npairs_from_retrieval.main(\n    global_descriptors, loc_pairs, args.num_loc,\n    query_prefix='query', db_model=reference_sfm)\nloc_matches = match_features.main(\n    matcher_conf, loc_pairs, feature_conf['output'], outputs)\n\nlocalize_sfm.main(\n    reference_sfm,\n    dataset / 'queries/*_time_queries_with_intrinsics.txt',\n    loc_pairs,\n    features,\n    loc_matches,\n    results,\n    covisibility_clustering=False)  # not required with SuperPoint+SuperGlue\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/Aachen_v1_1/pipeline_loftr.py",
    "content": "from pathlib import Path\nfrom pprint import pformat\nimport argparse\n\nfrom ... import extract_features, match_dense, triangulation\nfrom ... import pairs_from_covisibility, pairs_from_retrieval, localize_sfm\n\n\nparser = argparse.ArgumentParser()\nparser.add_argument('--dataset', type=Path, default='datasets/aachen_v1.1',\n                    help='Path to the dataset, default: %(default)s')\nparser.add_argument('--outputs', type=Path, default='outputs/aachen_v1.1',\n                    help='Path to the output directory, default: %(default)s')\nparser.add_argument('--num_covis', type=int, default=20,\n                    help='Number of image pairs for SfM, default: %(default)s')\nparser.add_argument('--num_loc', type=int, default=50,\n                    help='Number of image pairs for loc, default: %(default)s')\nargs = parser.parse_args()\n\n# Setup the paths\ndataset = args.dataset\nimages = dataset / 'images/images_upright/'\nsift_sfm = dataset / '3D-models/aachen_v_1_1'\n\noutputs = args.outputs  # where everything will be saved\noutputs.mkdir()\nreference_sfm = outputs / 'sfm_loftr'  # the SfM model we will build\nsfm_pairs = outputs / f'pairs-db-covis{args.num_covis}.txt'  # top-k most covisible in SIFT model\nloc_pairs = outputs / f'pairs-query-netvlad{args.num_loc}.txt'  # top-k retrieved by NetVLAD\nresults = outputs / f'Aachen-v1.1_hloc_loftr_netvlad{args.num_loc}.txt'\n\n# list the standard configurations available\nprint(f'Configs for dense feature matchers:\\n{pformat(match_dense.confs)}')\n\n# pick one of the configurations for extraction and matching\nretrieval_conf = extract_features.confs['netvlad']\nmatcher_conf = match_dense.confs['loftr_aachen']\n\npairs_from_covisibility.main(\n    sift_sfm, sfm_pairs, num_matched=args.num_covis)\nfeatures, sfm_matches = match_dense.main(matcher_conf, sfm_pairs, images,\n                                         outputs, max_kps=8192,\n                                         overwrite=False)\n\ntriangulation.main(\n    reference_sfm,\n    sift_sfm,\n    images,\n    sfm_pairs,\n    features,\n    sfm_matches)\n\nglobal_descriptors = extract_features.main(retrieval_conf, images, outputs)\npairs_from_retrieval.main(\n    global_descriptors, loc_pairs, args.num_loc,\n    query_prefix='query', db_model=reference_sfm)\nfeatures, loc_matches = match_dense.main(\n    matcher_conf, loc_pairs, images, outputs, features=features, max_kps=None,\n    matches=sfm_matches)\n\nlocalize_sfm.main(\n    reference_sfm,\n    dataset / 'queries/*_time_queries_with_intrinsics.txt',\n    loc_pairs,\n    features,\n    loc_matches,\n    results,\n    covisibility_clustering=False)  # not required with loftr\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/CMU/README.md",
    "content": "# Extended CMU Seasons dataset\n\n## Installation\n\nDownload the dataset from [visuallocalization.net](https://www.visuallocalization.net):\n```bash\nexport dataset=datasets/cmu_extended\nwget -r -np -nH -R \"index.html*\" --cut-dirs=4  https://data.ciirc.cvut.cz/public/projects/2020VisualLocalization/Extended-CMU-Seasons/ -P $dataset\nfor slice in $dataset/*.tar; do tar -xf $slice -C $dataset && rm $slice; done\n```\n\n## Pipeline\n\n```bash\npython3 -m hloc.pipelines.CMU.pipeline\n```\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/CMU/__init__.py",
    "content": ""
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/CMU/pipeline.py",
    "content": "from pathlib import Path\nimport argparse\n\nfrom ... import extract_features, match_features, triangulation, logger\nfrom ... import pairs_from_covisibility, pairs_from_retrieval, localize_sfm\n\nTEST_SLICES = [2, 3, 4, 5, 6, 13, 14, 15, 16, 17, 18, 19, 20, 21]\n\n\ndef generate_query_list(dataset, path, slice_):\n    cameras = {}\n    with open(dataset / 'intrinsics.txt', 'r') as f:\n        for line in f.readlines():\n            if line[0] == '#' or line == '\\n':\n                continue\n            data = line.split()\n            cameras[data[0]] = data[1:]\n    assert len(cameras) == 2\n\n    queries = dataset / f'{slice_}/test-images-{slice_}.txt'\n    with open(queries, 'r') as f:\n        queries = [q.rstrip('\\n') for q in f.readlines()]\n\n    out = [[q] + cameras[q.split('_')[2]] for q in queries]\n    with open(path, 'w') as f:\n        f.write('\\n'.join(map(' '.join, out)))\n\n\ndef run_slice(slice_, root, outputs, num_covis, num_loc):\n    dataset = root / slice_\n    ref_images = dataset / 'database'\n    query_images = dataset / 'query'\n    sift_sfm = dataset / 'sparse'\n\n    outputs = outputs / slice_\n    outputs.mkdir(exist_ok=True, parents=True)\n    query_list = dataset / 'queries_with_intrinsics.txt'\n    sfm_pairs = outputs / f'pairs-db-covis{num_covis}.txt'\n    loc_pairs = outputs / f'pairs-query-netvlad{num_loc}.txt'\n    ref_sfm = outputs / 'sfm_superpoint+superglue'\n    results = outputs / f'CMU_hloc_superpoint+superglue_netvlad{num_loc}.txt'\n\n    # pick one of the configurations for extraction and matching\n    retrieval_conf = extract_features.confs['netvlad']\n    feature_conf = extract_features.confs['superpoint_aachen']\n    matcher_conf = match_features.confs['superglue']\n\n    pairs_from_covisibility.main(sift_sfm, sfm_pairs, num_matched=num_covis)\n    features = extract_features.main(\n        feature_conf, ref_images, outputs, as_half=True)\n    sfm_matches = match_features.main(\n        matcher_conf, sfm_pairs, feature_conf['output'], outputs)\n    triangulation.main(\n        ref_sfm,\n        sift_sfm,\n        ref_images,\n        sfm_pairs,\n        features,\n        sfm_matches)\n\n    generate_query_list(root, query_list, slice_)\n    global_descriptors = extract_features.main(\n        retrieval_conf, ref_images, outputs)\n    global_descriptors = extract_features.main(\n        retrieval_conf, query_images, outputs)\n    pairs_from_retrieval.main(\n        global_descriptors, loc_pairs, num_loc,\n        query_list=query_list, db_model=ref_sfm)\n\n    features = extract_features.main(\n        feature_conf, query_images, outputs, as_half=True)\n    loc_matches = match_features.main(\n        matcher_conf, loc_pairs, feature_conf['output'], outputs)\n\n    localize_sfm.main(\n        ref_sfm,\n        dataset / 'queries/*_time_queries_with_intrinsics.txt',\n        loc_pairs,\n        features,\n        loc_matches,\n        results)\n\n\nif __name__ == '__main__':\n    parser = argparse.ArgumentParser()\n    parser.add_argument('--slices', type=str, default='*',\n                        help='a single number, an interval (e.g. 2-6), '\n                        'or a Python-style list or int (e.g. [2, 3, 4]')\n    parser.add_argument('--dataset', type=Path,\n                        default='datasets/cmu_extended',\n                        help='Path to the dataset, default: %(default)s')\n    parser.add_argument('--outputs', type=Path,\n                        default='outputs/aachen_extended',\n                        help='Path to the output directory, default: %(default)s')\n    parser.add_argument('--num_covis', type=int, default=20,\n                        help='Number of image pairs for SfM, default: %(default)s')\n    parser.add_argument('--num_loc', type=int, default=10,\n                        help='Number of image pairs for loc, default: %(default)s')\n    args = parser.parse_args()\n\n    if args.slice == '*':\n        slices = TEST_SLICES\n    if '-' in args.slices:\n        min_, max_ = args.slices.split('-')\n        slices = list(range(int(min_), int(max_)+1))\n    else:\n        slices = eval(args.slices)\n        if isinstance(slices, int):\n            slices = [slices]\n\n    for slice_ in slices:\n        logger.info('Working on slice %s.', slice_)\n        run_slice(\n            f'slice{slice_}', args.dataset, args.outputs,\n            args.num_covis, args.num_loc)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/Cambridge/README.md",
    "content": "# Cambridge Landmarks dataset\n\n## Installation\n\nDownload the dataset from the [PoseNet project page](http://mi.eng.cam.ac.uk/projects/relocalisation/):\n```bash\nexport dataset=datasets/cambridge\nexport scenes=( \"KingsCollege\" \"OldHospital\" \"StMarysChurch\" \"ShopFacade\" \"GreatCourt\" )\nexport IDs=( \"251342\" \"251340\" \"251294\" \"251336\" \"251291\" )\nfor i in \"${!scenes[@]}\"; do\nwget https://www.repository.cam.ac.uk/bitstream/handle/1810/${IDs[i]}/${scenes[i]}.zip -P $dataset \\\n&& unzip $dataset/${scenes[i]}.zip -d $dataset && rm $dataset/${scenes[i]}.zip; done\n```\n\nDownload the SIFT SfM models, courtesy of Torsten Sattler:\n```bash\nexport fileid=1esqzZ1zEQlzZVic-H32V6kkZvc4NeS15\nexport filename=$dataset/CambridgeLandmarks_Colmap_Retriangulated_1024px.zip\nwget --load-cookies /tmp/cookies.txt \"https://docs.google.com/uc?export=download&confirm=$(wget --quiet --save-cookies /tmp/cookies.txt --keep-session-cookies --no-check-certificate \"https://docs.google.com/uc?export=download&id=$fileid\" -O- | sed -rn 's/.*confirm=([0-9A-Za-z_]+).*/\\1\\n/p')&id=$fileid\" -O $filename && rm -rf /tmp/cookies.txt\nunzip $filename -d $dataset\n```\n\n## Pipeline\n\n```bash\npython3 -m hloc.pipelines.Cambridge.pipeline\n```\n\n## Results\nWe report the median error in translation/rotation in cm/deg over all scenes:\n| Method \\ Scene           | Court           | King's          | Hospital        | Shop           | St. Mary's     |\n| ------------------------ | --------------- | --------------- | --------------- | -------------- | -------------- |\n| Active Search            | 24/0.13         | 13/0.22         | 20/0.36         | **4**/0.21     | 8/0.25         |\n| DSAC*                    | 49/0.3          | 15/0.3          | 21/0.4          | 5/0.3          | 13/0.4         |\n| **SuperPoint+SuperGlue** | **17**/**0.11** | **12**/**0.21** | **14**/**0.30** | **4**/**0.19** | **7**/**0.22** |\n\n## Citation\n\nPlease cite the following paper if you use the Cambridge Landmarks dataset:\n```\n@inproceedings{kendall2015posenet,\n  title={{PoseNet}: A convolutional network for real-time {6-DoF} camera relocalization},\n  author={Kendall, Alex and Grimes, Matthew and Cipolla, Roberto},\n  booktitle={ICCV},\n  year={2015}\n}\n```\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/Cambridge/__init__.py",
    "content": ""
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/Cambridge/pipeline.py",
    "content": "from pathlib import Path\nimport argparse\n\nfrom .utils import (\n    create_query_list_with_intrinsics, scale_sfm_images, evaluate)\nfrom ... import extract_features, match_features, pairs_from_covisibility\nfrom ... import triangulation, localize_sfm, pairs_from_retrieval, logger\n\nSCENES = ['KingsCollege', 'OldHospital', 'ShopFacade', 'StMarysChurch',\n          'GreatCourt']\n\n\ndef run_scene(images, gt_dir, outputs, results, num_covis, num_loc):\n    ref_sfm_sift = gt_dir / 'model_train'\n    test_list = gt_dir / 'list_query.txt'\n\n    outputs.mkdir(exist_ok=True, parents=True)\n    ref_sfm = outputs / 'sfm_superpoint+superglue'\n    ref_sfm_scaled = outputs / 'sfm_sift_scaled'\n    query_list = outputs / 'query_list_with_intrinsics.txt'\n    sfm_pairs = outputs / f'pairs-db-covis{num_covis}.txt'\n    loc_pairs = outputs / f'pairs-query-netvlad{num_loc}.txt'\n\n    feature_conf = {\n        'output': 'feats-superpoint-n4096-r1024',\n        'model': {\n            'name': 'superpoint',\n            'nms_radius': 3,\n            'max_keypoints': 4096,\n        },\n        'preprocessing': {\n            'grayscale': True,\n            'resize_max': 1024,\n        },\n    }\n    matcher_conf = match_features.confs['superglue']\n    retrieval_conf = extract_features.confs['netvlad']\n\n    create_query_list_with_intrinsics(\n            gt_dir / 'empty_all', query_list, test_list,\n            ext='.txt', image_dir=images)\n    with open(test_list, 'r') as f:\n        query_seqs = {q.split('/')[0] for q in f.read().rstrip().split('\\n')}\n\n    global_descriptors = extract_features.main(retrieval_conf, images, outputs)\n    pairs_from_retrieval.main(\n        global_descriptors, loc_pairs, num_loc,\n        db_model=ref_sfm_sift, query_prefix=query_seqs)\n\n    features = extract_features.main(\n            feature_conf, images, outputs, as_half=True)\n    pairs_from_covisibility.main(\n            ref_sfm_sift, sfm_pairs, num_matched=num_covis)\n    sfm_matches = match_features.main(\n            matcher_conf, sfm_pairs, feature_conf['output'], outputs)\n\n    scale_sfm_images(ref_sfm_sift, ref_sfm_scaled, images)\n    triangulation.main(\n        ref_sfm, ref_sfm_scaled,\n        images,\n        sfm_pairs,\n        features,\n        sfm_matches)\n\n    loc_matches = match_features.main(\n        matcher_conf, loc_pairs, feature_conf['output'], outputs)\n\n    localize_sfm.main(\n        ref_sfm,\n        query_list,\n        loc_pairs,\n        features,\n        loc_matches,\n        results,\n        covisibility_clustering=False,\n        prepend_camera_name=True)\n\n\nif __name__ == '__main__':\n    parser = argparse.ArgumentParser()\n    parser.add_argument('--scenes', default=SCENES, choices=SCENES, nargs='+')\n    parser.add_argument('--overwrite', action='store_true')\n    parser.add_argument('--dataset', type=Path, default='datasets/cambridge',\n                        help='Path to the dataset, default: %(default)s')\n    parser.add_argument('--outputs', type=Path, default='outputs/cambridge',\n                        help='Path to the output directory, default: %(default)s')\n    parser.add_argument('--num_covis', type=int, default=20,\n                        help='Number of image pairs for SfM, default: %(default)s')\n    parser.add_argument('--num_loc', type=int, default=10,\n                        help='Number of image pairs for loc, default: %(default)s')\n    args = parser.parse_args()\n\n    gt_dirs = args.dataset / 'CambridgeLandmarks_Colmap_Retriangulated_1024px'\n\n    all_results = {}\n    for scene in args.scenes:\n        logger.info(f'Working on scene \"{scene}\".')\n        results = args.outputs / scene / 'results.txt'\n        if args.overwrite or not results.exists():\n            run_scene(\n                args.dataset / scene,\n                gt_dirs / scene,\n                args.outputs / scene,\n                results,\n                args.num_covis,\n                args.num_loc)\n        all_results[scene] = results\n\n    for scene in args.scenes:\n        logger.info(f'Evaluate scene \"{scene}\".')\n        evaluate(\n            gt_dirs / scene / 'empty_all', all_results[scene],\n            gt_dirs / scene / 'list_query.txt', ext='.txt')\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/Cambridge/utils.py",
    "content": "import cv2\nimport logging\nimport numpy as np\n\nfrom hloc.utils.read_write_model import (\n        read_cameras_binary, read_images_binary, read_model, write_model,\n        qvec2rotmat, read_images_text, read_cameras_text)\n\nlogger = logging.getLogger(__name__)\n\n\ndef scale_sfm_images(full_model, scaled_model, image_dir):\n    '''Duplicate the provided model and scale the camera intrinsics so that\n       they match the original image resolution - makes everything easier.\n    '''\n    logger.info('Scaling the COLMAP model to the original image size.')\n    scaled_model.mkdir(exist_ok=True)\n    cameras, images, points3D = read_model(full_model)\n\n    scaled_cameras = {}\n    for id_, image in images.items():\n        name = image.name\n        img = cv2.imread(str(image_dir / name))\n        assert img is not None, image_dir / name\n        h, w = img.shape[:2]\n\n        cam_id = image.camera_id\n        if cam_id in scaled_cameras:\n            assert scaled_cameras[cam_id].width == w\n            assert scaled_cameras[cam_id].height == h\n            continue\n\n        camera = cameras[cam_id]\n        assert camera.model == 'SIMPLE_RADIAL'\n        sx = w / camera.width\n        sy = h / camera.height\n        assert sx == sy, (sx, sy)\n        scaled_cameras[cam_id] = camera._replace(\n            width=w, height=h, params=camera.params*np.array([sx, sx, sy, 1.]))\n\n    write_model(scaled_cameras, images, points3D, scaled_model)\n\n\ndef create_query_list_with_intrinsics(model, out, list_file=None, ext='.bin',\n                                      image_dir=None):\n    '''Create a list of query images with intrinsics from the colmap model.'''\n    if ext == '.bin':\n        images = read_images_binary(model / 'images.bin')\n        cameras = read_cameras_binary(model / 'cameras.bin')\n    else:\n        images = read_images_text(model / 'images.txt')\n        cameras = read_cameras_text(model / 'cameras.txt')\n\n    name2id = {image.name: i for i, image in images.items()}\n    if list_file is None:\n        names = list(name2id)\n    else:\n        with open(list_file, 'r') as f:\n            names = f.read().rstrip().split('\\n')\n    data = []\n    for name in names:\n        image = images[name2id[name]]\n        camera = cameras[image.camera_id]\n        w, h, params = camera.width, camera.height, camera.params\n\n        if image_dir is not None:\n            # Check the original image size and rescale the camera intrinsics\n            img = cv2.imread(str(image_dir / name))\n            assert img is not None, image_dir / name\n            h_orig, w_orig = img.shape[:2]\n            assert camera.model == 'SIMPLE_RADIAL'\n            sx = w_orig / w\n            sy = h_orig / h\n            assert sx == sy, (sx, sy)\n            w, h = w_orig, h_orig\n            params = params * np.array([sx, sx, sy, 1.])\n\n        p = [name, camera.model, w, h] + params.tolist()\n        data.append(' '.join(map(str, p)))\n    with open(out, 'w') as f:\n        f.write('\\n'.join(data))\n\n\ndef evaluate(model, results, list_file=None, ext='.bin', only_localized=False):\n    predictions = {}\n    with open(results, 'r') as f:\n        for data in f.read().rstrip().split('\\n'):\n            data = data.split()\n            name = data[0]\n            q, t = np.split(np.array(data[1:], float), [4])\n            predictions[name] = (qvec2rotmat(q), t)\n    if ext == '.bin':\n        images = read_images_binary(model / 'images.bin')\n    else:\n        images = read_images_text(model / 'images.txt')\n    name2id = {image.name: i for i, image in images.items()}\n\n    if list_file is None:\n        test_names = list(name2id)\n    else:\n        with open(list_file, 'r') as f:\n            test_names = f.read().rstrip().split('\\n')\n\n    errors_t = []\n    errors_R = []\n    for name in test_names:\n        if name not in predictions:\n            if only_localized:\n                continue\n            e_t = np.inf\n            e_R = 180.\n        else:\n            image = images[name2id[name]]\n            R_gt, t_gt = image.qvec2rotmat(), image.tvec\n            R, t = predictions[name]\n            e_t = np.linalg.norm(-R_gt.T @ t_gt + R.T @ t, axis=0)\n            cos = np.clip((np.trace(np.dot(R_gt.T, R)) - 1) / 2, -1., 1.)\n            e_R = np.rad2deg(np.abs(np.arccos(cos)))\n        errors_t.append(e_t)\n        errors_R.append(e_R)\n\n    errors_t = np.array(errors_t)\n    errors_R = np.array(errors_R)\n\n    med_t = np.median(errors_t)\n    med_R = np.median(errors_R)\n    out = f'Results for file {results.name}:'\n    out += f'\\nMedian errors: {med_t:.3f}m, {med_R:.3f}deg'\n\n    out += '\\nPercentage of test images localized within:'\n    threshs_t = [0.01, 0.02, 0.03, 0.05, 0.25, 0.5, 5.0]\n    threshs_R = [1.0, 2.0, 3.0, 5.0, 2.0, 5.0, 10.0]\n    for th_t, th_R in zip(threshs_t, threshs_R):\n        ratio = np.mean((errors_t < th_t) & (errors_R < th_R))\n        out += f'\\n\\t{th_t*100:.0f}cm, {th_R:.0f}deg : {ratio*100:.2f}%'\n    logger.info(out)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/RobotCar/README.md",
    "content": "# RobotCar Seasons dataset\n\n## Installation\n\nDownload the dataset from [visuallocalization.net](https://www.visuallocalization.net):\n```bash\nexport dataset=datasets/robotcar\nwget -r -np -nH -R \"index.html*\" --cut-dirs=4  https://data.ciirc.cvut.cz/public/projects/2020VisualLocalization/RobotCar-Seasons/ -P $dataset\nfor condition in $dataset/images/*.zip; do unzip condition -d $dataset/images/; done\n```\n\n## Pipeline\n\n```bash\npython3 -m hloc.pipelines.RobotCar.pipeline\n```\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/RobotCar/__init__.py",
    "content": ""
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/RobotCar/colmap_from_nvm.py",
    "content": "import argparse\nimport sqlite3\nfrom tqdm import tqdm\nfrom collections import defaultdict\nimport numpy as np\nfrom pathlib import Path\nimport logging\n\nfrom ...colmap_from_nvm import (\n    recover_database_images_and_ids, camera_center_to_translation)\nfrom ...utils.read_write_model import Camera, Image, Point3D, CAMERA_MODEL_IDS\nfrom ...utils.read_write_model import write_model\n\nlogger = logging.getLogger(__name__)\n\n\ndef read_nvm_model(\n        nvm_path, database_path, image_ids, camera_ids, skip_points=False):\n\n    # Extract the intrinsics from the db file instead of the NVM model\n    db = sqlite3.connect(str(database_path))\n    ret = db.execute(\n        'SELECT camera_id, model, width, height, params FROM cameras;')\n    cameras = {}\n    for camera_id, camera_model, width, height, params in ret:\n        params = np.fromstring(params, dtype=np.double).reshape(-1)\n        camera_model = CAMERA_MODEL_IDS[camera_model]\n        assert len(params) == camera_model.num_params, (len(params), camera_model.num_params)\n        camera = Camera(\n            id=camera_id, model=camera_model.model_name,\n            width=int(width), height=int(height), params=params)\n        cameras[camera_id] = camera\n\n    nvm_f = open(nvm_path, 'r')\n    line = nvm_f.readline()\n    while line == '\\n' or line.startswith('NVM_V3'):\n        line = nvm_f.readline()\n    num_images = int(line)\n    # assert num_images == len(cameras), (num_images, len(cameras))\n\n    logger.info(f'Reading {num_images} images...')\n    image_idx_to_db_image_id = []\n    image_data = []\n    i = 0\n    while i < num_images:\n        line = nvm_f.readline()\n        if line == '\\n':\n            continue\n        data = line.strip('\\n').lstrip('./').split(' ')\n        image_data.append(data)\n        image_idx_to_db_image_id.append(image_ids[data[0]])\n        i += 1\n\n    line = nvm_f.readline()\n    while line == '\\n':\n        line = nvm_f.readline()\n    num_points = int(line)\n\n    if skip_points:\n        logger.info(f'Skipping {num_points} points.')\n        num_points = 0\n    else:\n        logger.info(f'Reading {num_points} points...')\n    points3D = {}\n    image_idx_to_keypoints = defaultdict(list)\n    i = 0\n    pbar = tqdm(total=num_points, unit='pts')\n    while i < num_points:\n        line = nvm_f.readline()\n        if line == '\\n':\n            continue\n\n        data = line.strip('\\n').split(' ')\n        x, y, z, r, g, b, num_observations = data[:7]\n        obs_image_ids, point2D_idxs = [], []\n        for j in range(int(num_observations)):\n            s = 7 + 4*j\n            img_index, kp_index, kx, ky = data[s:s+4]\n            image_idx_to_keypoints[int(img_index)].append(\n                (int(kp_index), float(kx), float(ky), i))\n            db_image_id = image_idx_to_db_image_id[int(img_index)]\n            obs_image_ids.append(db_image_id)\n            point2D_idxs.append(kp_index)\n\n        point = Point3D(\n            id=i,\n            xyz=np.array([x, y, z], float),\n            rgb=np.array([r, g, b], int),\n            error=1.,  # fake\n            image_ids=np.array(obs_image_ids, int),\n            point2D_idxs=np.array(point2D_idxs, int))\n        points3D[i] = point\n\n        i += 1\n        pbar.update(1)\n    pbar.close()\n\n    logger.info('Parsing image data...')\n    images = {}\n    for i, data in enumerate(image_data):\n        # Skip the focal length. Skip the distortion and terminal 0.\n        name, _, qw, qx, qy, qz, cx, cy, cz, _, _ = data\n        qvec = np.array([qw, qx, qy, qz], float)\n        c = np.array([cx, cy, cz], float)\n        t = camera_center_to_translation(c, qvec)\n\n        if i in image_idx_to_keypoints:\n            # NVM only stores triangulated 2D keypoints: add dummy ones\n            keypoints = image_idx_to_keypoints[i]\n            point2D_idxs = np.array([d[0] for d in keypoints])\n            tri_xys = np.array([[x, y] for _, x, y, _ in keypoints])\n            tri_ids = np.array([i for _, _, _, i in keypoints])\n\n            num_2Dpoints = max(point2D_idxs) + 1\n            xys = np.zeros((num_2Dpoints, 2), float)\n            point3D_ids = np.full(num_2Dpoints, -1, int)\n            xys[point2D_idxs] = tri_xys\n            point3D_ids[point2D_idxs] = tri_ids\n        else:\n            xys = np.zeros((0, 2), float)\n            point3D_ids = np.full(0, -1, int)\n\n        image_id = image_ids[name]\n        image = Image(\n            id=image_id,\n            qvec=qvec,\n            tvec=t,\n            camera_id=camera_ids[name],\n            name=name.replace('png', 'jpg'),  # some hack required for RobotCar\n            xys=xys,\n            point3D_ids=point3D_ids)\n        images[image_id] = image\n\n    return cameras, images, points3D\n\n\ndef main(nvm, database, output, skip_points=False):\n    assert nvm.exists(), nvm\n    assert database.exists(), database\n\n    image_ids, camera_ids = recover_database_images_and_ids(database)\n\n    logger.info('Reading the NVM model...')\n    model = read_nvm_model(\n        nvm, database, image_ids, camera_ids, skip_points=skip_points)\n\n    logger.info('Writing the COLMAP model...')\n    output.mkdir(exist_ok=True, parents=True)\n    write_model(*model, path=str(output), ext='.bin')\n    logger.info('Done.')\n\n\nif __name__ == '__main__':\n    parser = argparse.ArgumentParser()\n    parser.add_argument('--nvm', required=True, type=Path)\n    parser.add_argument('--database', required=True, type=Path)\n    parser.add_argument('--output', required=True, type=Path)\n    parser.add_argument('--skip_points', action='store_true')\n    args = parser.parse_args()\n    main(**args.__dict__)\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/RobotCar/pipeline.py",
    "content": "from pathlib import Path\nimport argparse\n\nfrom . import colmap_from_nvm\nfrom ... import extract_features, match_features, triangulation\nfrom ... import pairs_from_covisibility, pairs_from_retrieval, localize_sfm\n\n\nCONDITIONS = ['dawn', 'dusk', 'night', 'night-rain', 'overcast-summer',\n              'overcast-winter', 'rain', 'snow', 'sun']\n\n\ndef generate_query_list(dataset, image_dir, path):\n    h, w = 1024, 1024\n    intrinsics_filename = 'intrinsics/{}_intrinsics.txt'\n    cameras = {}\n    for side in ['left', 'right', 'rear']:\n        with open(dataset / intrinsics_filename.format(side), 'r') as f:\n            fx = f.readline().split()[1]\n            fy = f.readline().split()[1]\n            cx = f.readline().split()[1]\n            cy = f.readline().split()[1]\n            assert fx == fy\n            params = ['SIMPLE_RADIAL', w, h, fx, cx, cy, 0.0]\n            cameras[side] = [str(p) for p in params]\n\n    queries = sorted(image_dir.glob('**/*.jpg'))\n    queries = [str(q.relative_to(image_dir.parents[0])) for q in queries]\n\n    out = [[q] + cameras[Path(q).parent.name] for q in queries]\n    with open(path, 'w') as f:\n        f.write('\\n'.join(map(' '.join, out)))\n\n\nparser = argparse.ArgumentParser()\nparser.add_argument('--dataset', type=Path, default='datasets/robotcar',\n                    help='Path to the dataset, default: %(default)s')\nparser.add_argument('--outputs', type=Path, default='outputs/robotcar',\n                    help='Path to the output directory, default: %(default)s')\nparser.add_argument('--num_covis', type=int, default=20,\n                    help='Number of image pairs for SfM, default: %(default)s')\nparser.add_argument('--num_loc', type=int, default=20,\n                    help='Number of image pairs for loc, default: %(default)s')\nargs = parser.parse_args()\n\n# Setup the paths\ndataset = args.dataset\nimages = dataset / 'images/'\n\noutputs = args.outputs  # where everything will be saved\noutputs.mkdir(exist_ok=True, parents=True)\nquery_list = outputs / '{condition}_queries_with_intrinsics.txt'\nsift_sfm = outputs / 'sfm_sift'\nreference_sfm = outputs / 'sfm_superpoint+superglue'\nsfm_pairs = outputs / f'pairs-db-covis{args.num_covis}.txt'\nloc_pairs = outputs / f'pairs-query-netvlad{args.num_loc}.txt'\nresults = outputs / f'RobotCar_hloc_superpoint+superglue_netvlad{args.num_loc}.txt'\n\n# pick one of the configurations for extraction and matching\nretrieval_conf = extract_features.confs['netvlad']\nfeature_conf = extract_features.confs['superpoint_aachen']\nmatcher_conf = match_features.confs['superglue']\n\nfor condition in CONDITIONS:\n    generate_query_list(\n        dataset, images / condition,\n        str(query_list).format(condition=condition))\n\nfeatures = extract_features.main(feature_conf, images, outputs, as_half=True)\n\ncolmap_from_nvm.main(\n    dataset / '3D-models/all-merged/all.nvm',\n    dataset / '3D-models/overcast-reference.db',\n    sift_sfm)\npairs_from_covisibility.main(\n    sift_sfm, sfm_pairs, num_matched=args.num_covis)\nsfm_matches = match_features.main(\n    matcher_conf, sfm_pairs, feature_conf['output'], outputs)\n\ntriangulation.main(\n    reference_sfm,\n    sift_sfm,\n    images,\n    sfm_pairs,\n    features,\n    sfm_matches)\n\nglobal_descriptors = extract_features.main(retrieval_conf, images, outputs)\n# TODO: do per location and per camera\npairs_from_retrieval.main(\n    global_descriptors, loc_pairs, args.num_loc,\n    query_prefix=CONDITIONS, db_model=reference_sfm)\nloc_matches = match_features.main(\n    matcher_conf, loc_pairs, feature_conf['output'], outputs)\n\nlocalize_sfm.main(\n    reference_sfm,\n    Path(str(query_list).format(condition='*')),\n    loc_pairs,\n    features,\n    loc_matches,\n    results,\n    covisibility_clustering=False,\n    prepend_camera_name=True)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/pipelines/__init__.py",
    "content": ""
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/reconstruction.py",
    "content": "import argparse\nimport shutil\nfrom typing import Optional, List, Dict, Any\nimport multiprocessing\nfrom pathlib import Path\nimport pycolmap\n\nfrom . import logger\nfrom .utils.database import COLMAPDatabase\nfrom .triangulation import (\n    import_features, import_matches, estimation_and_geometric_verification,\n    OutputCapture, parse_option_args)\n\n\ndef create_empty_db(database_path: Path):\n    if database_path.exists():\n        logger.warning('The database already exists, deleting it.')\n        database_path.unlink()\n    logger.info('Creating an empty database...')\n    db = COLMAPDatabase.connect(database_path)\n    db.create_tables()\n    db.commit()\n    db.close()\n\n\ndef import_images(image_dir: Path,\n                  database_path: Path,\n                  camera_mode: pycolmap.CameraMode,\n                  image_list: Optional[List[str]] = None,\n                  options: Optional[Dict[str, Any]] = None):\n    logger.info('Importing images into the database...')\n    if options is None:\n        options = {}\n    images = list(image_dir.iterdir())\n    if len(images) == 0:\n        raise IOError(f'No images found in {image_dir}.')\n    with pycolmap.ostream():\n        pycolmap.import_images(database_path, image_dir, camera_mode,\n                               image_list=image_list or [],\n                               options=options)\n\n\ndef get_image_ids(database_path: Path) -> Dict[str, int]:\n    db = COLMAPDatabase.connect(database_path)\n    images = {}\n    for name, image_id in db.execute(\"SELECT name, image_id FROM images;\"):\n        images[name] = image_id\n    db.close()\n    return images\n\n\ndef run_reconstruction(sfm_dir: Path,\n                       database_path: Path,\n                       image_dir: Path,\n                       verbose: bool = False,\n                       options: Optional[Dict[str, Any]] = None,\n                       ) -> pycolmap.Reconstruction:\n    models_path = sfm_dir / 'models'\n    models_path.mkdir(exist_ok=True, parents=True)\n    logger.info('Running 3D reconstruction...')\n    if options is None:\n        options = {}\n    options = {'num_threads': min(multiprocessing.cpu_count(), 16), **options}\n    with OutputCapture(verbose):\n        with pycolmap.ostream():\n            reconstructions = pycolmap.incremental_mapping(\n                database_path, image_dir, models_path, options=options)\n\n    if len(reconstructions) == 0:\n        logger.error('Could not reconstruct any model!')\n        return None\n    logger.info(f'Reconstructed {len(reconstructions)} model(s).')\n\n    largest_index = None\n    largest_num_images = 0\n    for index, rec in reconstructions.items():\n        num_images = rec.num_reg_images()\n        if num_images > largest_num_images:\n            largest_index = index\n            largest_num_images = num_images\n    assert largest_index is not None\n    logger.info(f'Largest model is #{largest_index} '\n                f'with {largest_num_images} images.')\n\n    for filename in ['images.bin', 'cameras.bin', 'points3D.bin']:\n        if (sfm_dir / filename).exists():\n            (sfm_dir / filename).unlink()\n        shutil.move(\n            str(models_path / str(largest_index) / filename), str(sfm_dir))\n    return reconstructions[largest_index]\n\n\ndef main(sfm_dir: Path,\n         image_dir: Path,\n         pairs: Path,\n         features: Path,\n         matches: Path,\n         camera_mode: pycolmap.CameraMode = pycolmap.CameraMode.AUTO,\n         verbose: bool = False,\n         skip_geometric_verification: bool = False,\n         min_match_score: Optional[float] = None,\n         image_list: Optional[List[str]] = None,\n         image_options: Optional[Dict[str, Any]] = None,\n         mapper_options: Optional[Dict[str, Any]] = None,\n         ) -> pycolmap.Reconstruction:\n\n    assert features.exists(), features\n    assert pairs.exists(), pairs\n    assert matches.exists(), matches\n\n    sfm_dir.mkdir(parents=True, exist_ok=True)\n    database = sfm_dir / 'database.db'\n\n    create_empty_db(database)\n    import_images(image_dir, database, camera_mode, image_list, image_options)\n    image_ids = get_image_ids(database)\n    import_features(image_ids, database, features)\n    import_matches(image_ids, database, pairs, matches,\n                   min_match_score, skip_geometric_verification)\n    if not skip_geometric_verification:\n        estimation_and_geometric_verification(database, pairs, verbose)\n    reconstruction = run_reconstruction(\n        sfm_dir, database, image_dir, verbose, mapper_options)\n    if reconstruction is not None:\n        logger.info(f'Reconstruction statistics:\\n{reconstruction.summary()}'\n                    + f'\\n\\tnum_input_images = {len(image_ids)}')\n    return reconstruction\n\n\nif __name__ == '__main__':\n    parser = argparse.ArgumentParser()\n    parser.add_argument('--sfm_dir', type=Path, required=True)\n    parser.add_argument('--image_dir', type=Path, required=True)\n\n    parser.add_argument('--pairs', type=Path, required=True)\n    parser.add_argument('--features', type=Path, required=True)\n    parser.add_argument('--matches', type=Path, required=True)\n\n    parser.add_argument('--camera_mode', type=str, default=\"AUTO\",\n                        choices=list(pycolmap.CameraMode.__members__.keys()))\n    parser.add_argument('--skip_geometric_verification', action='store_true')\n    parser.add_argument('--min_match_score', type=float)\n    parser.add_argument('--verbose', action='store_true')\n\n    parser.add_argument('--image_options', nargs='+', default=[],\n                        help='List of key=value from {}'.format(\n                            pycolmap.ImageReaderOptions().todict()))\n    parser.add_argument('--mapper_options', nargs='+', default=[],\n                        help='List of key=value from {}'.format(\n                            pycolmap.IncrementalMapperOptions().todict()))\n    args = parser.parse_args().__dict__\n\n    image_options = parse_option_args(\n        args.pop(\"image_options\"), pycolmap.ImageReaderOptions())\n    mapper_options = parse_option_args(\n        args.pop(\"mapper_options\"), pycolmap.IncrementalMapperOptions())\n\n    main(**args, image_options=image_options, mapper_options=mapper_options)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/triangulation.py",
    "content": "import argparse\nimport contextlib\nfrom typing import Optional, List, Dict, Any\nimport io\nimport sys\nfrom pathlib import Path\nimport numpy as np\nfrom tqdm import tqdm\nimport pycolmap\n\nfrom . import logger\nfrom .utils.database import COLMAPDatabase\nfrom .utils.io import get_keypoints, get_matches\nfrom .utils.parsers import parse_retrieval\nfrom .utils.geometry import compute_epipolar_errors\n\n\nclass OutputCapture:\n    def __init__(self, verbose: bool):\n        self.verbose = verbose\n\n    def __enter__(self):\n        if not self.verbose:\n            self.capture = contextlib.redirect_stdout(io.StringIO())\n            self.out = self.capture.__enter__()\n\n    def __exit__(self, exc_type, *args):\n        if not self.verbose:\n            self.capture.__exit__(exc_type, *args)\n            if exc_type is not None:\n                logger.error('Failed with output:\\n%s', self.out.getvalue())\n        sys.stdout.flush()\n\n\ndef create_db_from_model(reconstruction: pycolmap.Reconstruction,\n                         database_path: Path) -> Dict[str, int]:\n    if database_path.exists():\n        logger.warning('The database already exists, deleting it.')\n        database_path.unlink()\n\n    db = COLMAPDatabase.connect(database_path)\n    db.create_tables()\n\n    for i, camera in reconstruction.cameras.items():\n        db.add_camera(\n            camera.model_id, camera.width, camera.height, camera.params,\n            camera_id=i, prior_focal_length=True)\n\n    for i, image in reconstruction.images.items():\n        db.add_image(image.name, image.camera_id, image_id=i)\n\n    db.commit()\n    db.close()\n    return {image.name: i for i, image in reconstruction.images.items()}\n\n\ndef import_features(image_ids: Dict[str, int],\n                    database_path: Path,\n                    features_path: Path):\n    logger.info('Importing features into the database...')\n    db = COLMAPDatabase.connect(database_path)\n\n    for image_name, image_id in tqdm(image_ids.items()):\n        keypoints = get_keypoints(features_path, image_name)\n        keypoints += 0.5  # COLMAP origin\n        db.add_keypoints(image_id, keypoints)\n\n    db.commit()\n    db.close()\n\n\ndef import_matches(image_ids: Dict[str, int],\n                   database_path: Path,\n                   pairs_path: Path,\n                   matches_path: Path,\n                   min_match_score: Optional[float] = None,\n                   skip_geometric_verification: bool = False):\n    logger.info('Importing matches into the database...')\n\n    with open(str(pairs_path), 'r') as f:\n        pairs = [p.split() for p in f.readlines()]\n\n    db = COLMAPDatabase.connect(database_path)\n\n    matched = set()\n    for name0, name1 in tqdm(pairs):\n        id0, id1 = image_ids[name0], image_ids[name1]\n        if len({(id0, id1), (id1, id0)} & matched) > 0:\n            continue\n        matches, scores = get_matches(matches_path, name0, name1)\n        if min_match_score:\n            matches = matches[scores > min_match_score]\n        db.add_matches(id0, id1, matches)\n        matched |= {(id0, id1), (id1, id0)}\n\n        if skip_geometric_verification:\n            db.add_two_view_geometry(id0, id1, matches)\n\n    db.commit()\n    db.close()\n\n\ndef estimation_and_geometric_verification(database_path: Path,\n                                          pairs_path: Path,\n                                          verbose: bool = False):\n    logger.info('Performing geometric verification of the matches...')\n    with OutputCapture(verbose):\n        with pycolmap.ostream():\n            pycolmap.verify_matches(\n                database_path, pairs_path,\n                max_num_trials=20000, min_inlier_ratio=0.1)\n\n\ndef geometric_verification(image_ids: Dict[str, int],\n                           reference: pycolmap.Reconstruction,\n                           database_path: Path,\n                           features_path: Path,\n                           pairs_path: Path,\n                           matches_path: Path,\n                           max_error: float = 4.0):\n    logger.info('Performing geometric verification of the matches...')\n\n    pairs = parse_retrieval(pairs_path)\n    db = COLMAPDatabase.connect(database_path)\n\n    inlier_ratios = []\n    matched = set()\n    for name0 in tqdm(pairs):\n        id0 = image_ids[name0]\n        image0 = reference.images[id0]\n        cam0 = reference.cameras[image0.camera_id]\n        kps0, noise0 = get_keypoints(\n            features_path, name0, return_uncertainty=True)\n        noise0 = 1.0 if noise0 is None else noise0\n        if len(kps0) > 0:\n            kps0 = np.stack(cam0.image_to_world(kps0))\n        else:\n            kps0 = np.zeros((0, 2))\n\n        for name1 in pairs[name0]:\n            id1 = image_ids[name1]\n            image1 = reference.images[id1]\n            cam1 = reference.cameras[image1.camera_id]\n            kps1, noise1 = get_keypoints(\n                features_path, name1, return_uncertainty=True)\n            noise1 = 1.0 if noise1 is None else noise1\n            if len(kps1) > 0:\n                kps1 = np.stack(cam1.image_to_world(kps1))\n            else:\n                kps1 = np.zeros((0, 2))\n\n            matches = get_matches(matches_path, name0, name1)[0]\n\n            if len({(id0, id1), (id1, id0)} & matched) > 0:\n                continue\n            matched |= {(id0, id1), (id1, id0)}\n\n            if matches.shape[0] == 0:\n                db.add_two_view_geometry(id0, id1, matches)\n                continue\n\n            qvec_01, tvec_01 = pycolmap.relative_pose(\n                image0.qvec, image0.tvec, image1.qvec, image1.tvec)\n            _, errors0, errors1 = compute_epipolar_errors(\n                qvec_01, tvec_01, kps0[matches[:, 0]], kps1[matches[:, 1]])\n            valid_matches = np.logical_and(\n                errors0 <= max_error * noise0 / cam0.mean_focal_length(),\n                errors1 <= max_error * noise1 / cam1.mean_focal_length())\n            # TODO: We could also add E to the database, but we need\n            # to reverse the transformations if id0 > id1 in utils/database.py.\n            db.add_two_view_geometry(id0, id1, matches[valid_matches, :])\n            inlier_ratios.append(np.mean(valid_matches))\n    logger.info('mean/med/min/max valid matches %.2f/%.2f/%.2f/%.2f%%.',\n                np.mean(inlier_ratios) * 100, np.median(inlier_ratios) * 100,\n                np.min(inlier_ratios) * 100, np.max(inlier_ratios) * 100)\n\n    db.commit()\n    db.close()\n\n\ndef run_triangulation(model_path: Path,\n                      database_path: Path,\n                      image_dir: Path,\n                      reference_model: pycolmap.Reconstruction,\n                      verbose: bool = False,\n                      options: Optional[Dict[str, Any]] = None,\n                      ) -> pycolmap.Reconstruction:\n    model_path.mkdir(parents=True, exist_ok=True)\n    logger.info('Running 3D triangulation...')\n    if options is None:\n        options = {}\n    with OutputCapture(verbose):\n        with pycolmap.ostream():\n            reconstruction = pycolmap.triangulate_points(\n                reference_model, database_path, image_dir, model_path,\n                options=options)\n    return reconstruction\n\n\ndef main(sfm_dir: Path,\n         reference_model: Path,\n         image_dir: Path,\n         pairs: Path,\n         features: Path,\n         matches: Path,\n         skip_geometric_verification: bool = False,\n         estimate_two_view_geometries: bool = False,\n         min_match_score: Optional[float] = None,\n         verbose: bool = False,\n         mapper_options: Optional[Dict[str, Any]] = None,\n         ) -> pycolmap.Reconstruction:\n\n    assert reference_model.exists(), reference_model\n    assert features.exists(), features\n    assert pairs.exists(), pairs\n    assert matches.exists(), matches\n\n    sfm_dir.mkdir(parents=True, exist_ok=True)\n    database = sfm_dir / 'database.db'\n    reference = pycolmap.Reconstruction(reference_model)\n\n    image_ids = create_db_from_model(reference, database)\n    import_features(image_ids, database, features)\n    import_matches(image_ids, database, pairs, matches,\n                   min_match_score, skip_geometric_verification)\n    if not skip_geometric_verification:\n        if estimate_two_view_geometries:\n            estimation_and_geometric_verification(database, pairs, verbose)\n        else:\n            geometric_verification(\n                image_ids, reference, database, features, pairs, matches)\n    reconstruction = run_triangulation(sfm_dir, database, image_dir, reference,\n                                       verbose, mapper_options)\n    logger.info('Finished the triangulation with statistics:\\n%s',\n                reconstruction.summary())\n    return reconstruction\n\n\ndef parse_option_args(args: List[str], default_options) -> Dict[str, Any]:\n    options = {}\n    for arg in args:\n        idx = arg.find('=')\n        if idx == -1:\n            raise ValueError('Options format: key1=value1 key2=value2 etc.')\n        key, value = arg[:idx], arg[idx+1:]\n        if not hasattr(default_options, key):\n            raise ValueError(\n                f'Unknown option \"{key}\", allowed options and default values'\n                f' for {default_options.summary()}')\n        value = eval(value)\n        target_type = type(getattr(default_options, key))\n        if not isinstance(value, target_type):\n            raise ValueError(f'Incorrect type for option \"{key}\":'\n                             f' {type(value)} vs {target_type}')\n        options[key] = value\n    return options\n\n\nif __name__ == '__main__':\n    parser = argparse.ArgumentParser()\n    parser.add_argument('--sfm_dir', type=Path, required=True)\n    parser.add_argument('--reference_sfm_model', type=Path, required=True)\n    parser.add_argument('--image_dir', type=Path, required=True)\n\n    parser.add_argument('--pairs', type=Path, required=True)\n    parser.add_argument('--features', type=Path, required=True)\n    parser.add_argument('--matches', type=Path, required=True)\n\n    parser.add_argument('--skip_geometric_verification', action='store_true')\n    parser.add_argument('--min_match_score', type=float)\n    parser.add_argument('--verbose', action='store_true')\n    args = parser.parse_args().__dict__\n\n    mapper_options = parse_option_args(\n        args.pop(\"mapper_options\"), pycolmap.IncrementalMapperOptions())\n\n    main(**args, mapper_options=mapper_options)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/utils/__init__.py",
    "content": ""
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/utils/base_model.py",
    "content": "import sys\nfrom abc import ABCMeta, abstractmethod\nfrom torch import nn\nfrom copy import copy\nimport inspect\n\n\nclass BaseModel(nn.Module, metaclass=ABCMeta):\n    default_conf = {}\n    required_inputs = []\n\n    def __init__(self, conf):\n        \"\"\"Perform some logic and call the _init method of the child model.\"\"\"\n        super().__init__()\n        self.conf = conf = {**self.default_conf, **conf}\n        self.required_inputs = copy(self.required_inputs)\n        self._init(conf)\n        sys.stdout.flush()\n\n    def forward(self, data):\n        \"\"\"Check the data and call the _forward method of the child model.\"\"\"\n        for key in self.required_inputs:\n            assert key in data, 'Missing key {} in data'.format(key)\n        return self._forward(data)\n\n    @abstractmethod\n    def _init(self, conf):\n        \"\"\"To be implemented by the child class.\"\"\"\n        raise NotImplementedError\n\n    @abstractmethod\n    def _forward(self, data):\n        \"\"\"To be implemented by the child class.\"\"\"\n        raise NotImplementedError\n\n\ndef dynamic_load(root, model):\n    module_path = f'{root.__name__}.{model}'\n    module = __import__(module_path, fromlist=[''])\n    classes = inspect.getmembers(module, inspect.isclass)\n    # Filter classes defined in the module\n    classes = [c for c in classes if c[1].__module__ == module_path]\n    # Filter classes inherited from BaseModel\n    classes = [c for c in classes if issubclass(c[1], BaseModel)]\n    assert len(classes) == 1, classes\n    return classes[0][1]\n    # return getattr(module, 'Model')\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/utils/database.py",
    "content": "# Copyright (c) 2018, ETH Zurich and UNC Chapel Hill.\n# All rights reserved.\n#\n# Redistribution and use in source and binary forms, with or without\n# modification, are permitted provided that the following conditions are met:\n#\n#     * Redistributions of source code must retain the above copyright\n#       notice, this list of conditions and the following disclaimer.\n#\n#     * Redistributions in binary form must reproduce the above copyright\n#       notice, this list of conditions and the following disclaimer in the\n#       documentation and/or other materials provided with the distribution.\n#\n#     * Neither the name of ETH Zurich and UNC Chapel Hill nor the names of\n#       its contributors may be used to endorse or promote products derived\n#       from this software without specific prior written permission.\n#\n# THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS \"AS IS\"\n# AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE\n# IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE\n# ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDERS OR CONTRIBUTORS BE\n# LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR\n# CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF\n# SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS\n# INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN\n# CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)\n# ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE\n# POSSIBILITY OF SUCH DAMAGE.\n#\n# Author: Johannes L. Schoenberger (jsch-at-demuc-dot-de)\n\n# This script is based on an original implementation by True Price.\n\nimport sys\nimport sqlite3\nimport numpy as np\n\n\nIS_PYTHON3 = sys.version_info[0] >= 3\n\nMAX_IMAGE_ID = 2**31 - 1\n\nCREATE_CAMERAS_TABLE = \"\"\"CREATE TABLE IF NOT EXISTS cameras (\n    camera_id INTEGER PRIMARY KEY AUTOINCREMENT NOT NULL,\n    model INTEGER NOT NULL,\n    width INTEGER NOT NULL,\n    height INTEGER NOT NULL,\n    params BLOB,\n    prior_focal_length INTEGER NOT NULL)\"\"\"\n\nCREATE_DESCRIPTORS_TABLE = \"\"\"CREATE TABLE IF NOT EXISTS descriptors (\n    image_id INTEGER PRIMARY KEY NOT NULL,\n    rows INTEGER NOT NULL,\n    cols INTEGER NOT NULL,\n    data BLOB,\n    FOREIGN KEY(image_id) REFERENCES images(image_id) ON DELETE CASCADE)\"\"\"\n\nCREATE_IMAGES_TABLE = \"\"\"CREATE TABLE IF NOT EXISTS images (\n    image_id INTEGER PRIMARY KEY AUTOINCREMENT NOT NULL,\n    name TEXT NOT NULL UNIQUE,\n    camera_id INTEGER NOT NULL,\n    prior_qw REAL,\n    prior_qx REAL,\n    prior_qy REAL,\n    prior_qz REAL,\n    prior_tx REAL,\n    prior_ty REAL,\n    prior_tz REAL,\n    CONSTRAINT image_id_check CHECK(image_id >= 0 and image_id < {}),\n    FOREIGN KEY(camera_id) REFERENCES cameras(camera_id))\n\"\"\".format(MAX_IMAGE_ID)\n\nCREATE_TWO_VIEW_GEOMETRIES_TABLE = \"\"\"\nCREATE TABLE IF NOT EXISTS two_view_geometries (\n    pair_id INTEGER PRIMARY KEY NOT NULL,\n    rows INTEGER NOT NULL,\n    cols INTEGER NOT NULL,\n    data BLOB,\n    config INTEGER NOT NULL,\n    F BLOB,\n    E BLOB,\n    H BLOB,\n    qvec BLOB,\n    tvec BLOB)\n\"\"\"\n\nCREATE_KEYPOINTS_TABLE = \"\"\"CREATE TABLE IF NOT EXISTS keypoints (\n    image_id INTEGER PRIMARY KEY NOT NULL,\n    rows INTEGER NOT NULL,\n    cols INTEGER NOT NULL,\n    data BLOB,\n    FOREIGN KEY(image_id) REFERENCES images(image_id) ON DELETE CASCADE)\n\"\"\"\n\nCREATE_MATCHES_TABLE = \"\"\"CREATE TABLE IF NOT EXISTS matches (\n    pair_id INTEGER PRIMARY KEY NOT NULL,\n    rows INTEGER NOT NULL,\n    cols INTEGER NOT NULL,\n    data BLOB)\"\"\"\n\nCREATE_NAME_INDEX = \\\n    \"CREATE UNIQUE INDEX IF NOT EXISTS index_name ON images(name)\"\n\nCREATE_ALL = \"; \".join([\n    CREATE_CAMERAS_TABLE,\n    CREATE_IMAGES_TABLE,\n    CREATE_KEYPOINTS_TABLE,\n    CREATE_DESCRIPTORS_TABLE,\n    CREATE_MATCHES_TABLE,\n    CREATE_TWO_VIEW_GEOMETRIES_TABLE,\n    CREATE_NAME_INDEX\n])\n\n\ndef image_ids_to_pair_id(image_id1, image_id2):\n    if image_id1 > image_id2:\n        image_id1, image_id2 = image_id2, image_id1\n    return image_id1 * MAX_IMAGE_ID + image_id2\n\n\ndef pair_id_to_image_ids(pair_id):\n    image_id2 = pair_id % MAX_IMAGE_ID\n    image_id1 = (pair_id - image_id2) / MAX_IMAGE_ID\n    return image_id1, image_id2\n\n\ndef array_to_blob(array):\n    if IS_PYTHON3:\n        return array.tobytes()\n    else:\n        return np.getbuffer(array)\n\n\ndef blob_to_array(blob, dtype, shape=(-1,)):\n    if IS_PYTHON3:\n        return np.fromstring(blob, dtype=dtype).reshape(*shape)\n    else:\n        return np.frombuffer(blob, dtype=dtype).reshape(*shape)\n\n\nclass COLMAPDatabase(sqlite3.Connection):\n\n    @staticmethod\n    def connect(database_path):\n        return sqlite3.connect(str(database_path), factory=COLMAPDatabase)\n\n\n    def __init__(self, *args, **kwargs):\n        super(COLMAPDatabase, self).__init__(*args, **kwargs)\n\n        self.create_tables = lambda: self.executescript(CREATE_ALL)\n        self.create_cameras_table = \\\n            lambda: self.executescript(CREATE_CAMERAS_TABLE)\n        self.create_descriptors_table = \\\n            lambda: self.executescript(CREATE_DESCRIPTORS_TABLE)\n        self.create_images_table = \\\n            lambda: self.executescript(CREATE_IMAGES_TABLE)\n        self.create_two_view_geometries_table = \\\n            lambda: self.executescript(CREATE_TWO_VIEW_GEOMETRIES_TABLE)\n        self.create_keypoints_table = \\\n            lambda: self.executescript(CREATE_KEYPOINTS_TABLE)\n        self.create_matches_table = \\\n            lambda: self.executescript(CREATE_MATCHES_TABLE)\n        self.create_name_index = lambda: self.executescript(CREATE_NAME_INDEX)\n\n    def add_camera(self, model, width, height, params,\n                   prior_focal_length=False, camera_id=None):\n        params = np.asarray(params, np.float64)\n        cursor = self.execute(\n            \"INSERT INTO cameras VALUES (?, ?, ?, ?, ?, ?)\",\n            (camera_id, model, width, height, array_to_blob(params),\n             prior_focal_length))\n        return cursor.lastrowid\n\n    def add_image(self, name, camera_id,\n                  prior_q=np.full(4, np.NaN), prior_t=np.full(3, np.NaN),\n                  image_id=None):\n        cursor = self.execute(\n            \"INSERT INTO images VALUES (?, ?, ?, ?, ?, ?, ?, ?, ?, ?)\",\n            (image_id, name, camera_id, prior_q[0], prior_q[1], prior_q[2],\n             prior_q[3], prior_t[0], prior_t[1], prior_t[2]))\n        return cursor.lastrowid\n\n    def add_keypoints(self, image_id, keypoints):\n        assert(len(keypoints.shape) == 2)\n        assert(keypoints.shape[1] in [2, 4, 6])\n\n        keypoints = np.asarray(keypoints, np.float32)\n        self.execute(\n            \"INSERT INTO keypoints VALUES (?, ?, ?, ?)\",\n            (image_id,) + keypoints.shape + (array_to_blob(keypoints),))\n\n    def add_descriptors(self, image_id, descriptors):\n        descriptors = np.ascontiguousarray(descriptors, np.uint8)\n        self.execute(\n            \"INSERT INTO descriptors VALUES (?, ?, ?, ?)\",\n            (image_id,) + descriptors.shape + (array_to_blob(descriptors),))\n\n    def add_matches(self, image_id1, image_id2, matches):\n        assert(len(matches.shape) == 2)\n        assert(matches.shape[1] == 2)\n\n        if image_id1 > image_id2:\n            matches = matches[:,::-1]\n\n        pair_id = image_ids_to_pair_id(image_id1, image_id2)\n        matches = np.asarray(matches, np.uint32)\n        self.execute(\n            \"INSERT INTO matches VALUES (?, ?, ?, ?)\",\n            (pair_id,) + matches.shape + (array_to_blob(matches),))\n\n    def add_two_view_geometry(self, image_id1, image_id2, matches,\n                              F=np.eye(3), E=np.eye(3), H=np.eye(3),\n                              qvec=np.array([1.0, 0.0, 0.0, 0.0]),\n                              tvec=np.zeros(3), config=2):\n        assert(len(matches.shape) == 2)\n        assert(matches.shape[1] == 2)\n\n        if image_id1 > image_id2:\n            matches = matches[:,::-1]\n\n        pair_id = image_ids_to_pair_id(image_id1, image_id2)\n        matches = np.asarray(matches, np.uint32)\n        F = np.asarray(F, dtype=np.float64)\n        E = np.asarray(E, dtype=np.float64)\n        H = np.asarray(H, dtype=np.float64)\n        qvec = np.asarray(qvec, dtype=np.float64)\n        tvec = np.asarray(tvec, dtype=np.float64)\n        self.execute(\n            \"INSERT INTO two_view_geometries VALUES (?, ?, ?, ?, ?, ?, ?, ?, ?, ?)\",\n            (pair_id,) + matches.shape + (array_to_blob(matches), config,\n             array_to_blob(F), array_to_blob(E), array_to_blob(H),\n             array_to_blob(qvec), array_to_blob(tvec)))\n\n\ndef example_usage():\n    import os\n    import argparse\n\n    parser = argparse.ArgumentParser()\n    parser.add_argument(\"--database_path\", default=\"database.db\")\n    args = parser.parse_args()\n\n    if os.path.exists(args.database_path):\n        print(\"ERROR: database path already exists -- will not modify it.\")\n        return\n\n    # Open the database.\n\n    db = COLMAPDatabase.connect(args.database_path)\n\n    # For convenience, try creating all the tables upfront.\n\n    db.create_tables()\n\n    # Create dummy cameras.\n\n    model1, width1, height1, params1 = \\\n        0, 1024, 768, np.array((1024., 512., 384.))\n    model2, width2, height2, params2 = \\\n        2, 1024, 768, np.array((1024., 512., 384., 0.1))\n\n    camera_id1 = db.add_camera(model1, width1, height1, params1)\n    camera_id2 = db.add_camera(model2, width2, height2, params2)\n\n    # Create dummy images.\n\n    image_id1 = db.add_image(\"image1.png\", camera_id1)\n    image_id2 = db.add_image(\"image2.png\", camera_id1)\n    image_id3 = db.add_image(\"image3.png\", camera_id2)\n    image_id4 = db.add_image(\"image4.png\", camera_id2)\n\n    # Create dummy keypoints.\n    #\n    # Note that COLMAP supports:\n    #      - 2D keypoints: (x, y)\n    #      - 4D keypoints: (x, y, theta, scale)\n    #      - 6D affine keypoints: (x, y, a_11, a_12, a_21, a_22)\n\n    num_keypoints = 1000\n    keypoints1 = np.random.rand(num_keypoints, 2) * (width1, height1)\n    keypoints2 = np.random.rand(num_keypoints, 2) * (width1, height1)\n    keypoints3 = np.random.rand(num_keypoints, 2) * (width2, height2)\n    keypoints4 = np.random.rand(num_keypoints, 2) * (width2, height2)\n\n    db.add_keypoints(image_id1, keypoints1)\n    db.add_keypoints(image_id2, keypoints2)\n    db.add_keypoints(image_id3, keypoints3)\n    db.add_keypoints(image_id4, keypoints4)\n\n    # Create dummy matches.\n\n    M = 50\n    matches12 = np.random.randint(num_keypoints, size=(M, 2))\n    matches23 = np.random.randint(num_keypoints, size=(M, 2))\n    matches34 = np.random.randint(num_keypoints, size=(M, 2))\n\n    db.add_matches(image_id1, image_id2, matches12)\n    db.add_matches(image_id2, image_id3, matches23)\n    db.add_matches(image_id3, image_id4, matches34)\n\n    # Commit the data to the file.\n\n    db.commit()\n\n    # Read and check cameras.\n\n    rows = db.execute(\"SELECT * FROM cameras\")\n\n    camera_id, model, width, height, params, prior = next(rows)\n    params = blob_to_array(params, np.float64)\n    assert camera_id == camera_id1\n    assert model == model1 and width == width1 and height == height1\n    assert np.allclose(params, params1)\n\n    camera_id, model, width, height, params, prior = next(rows)\n    params = blob_to_array(params, np.float64)\n    assert camera_id == camera_id2\n    assert model == model2 and width == width2 and height == height2\n    assert np.allclose(params, params2)\n\n    # Read and check keypoints.\n\n    keypoints = dict(\n        (image_id, blob_to_array(data, np.float32, (-1, 2)))\n        for image_id, data in db.execute(\n            \"SELECT image_id, data FROM keypoints\"))\n\n    assert np.allclose(keypoints[image_id1], keypoints1)\n    assert np.allclose(keypoints[image_id2], keypoints2)\n    assert np.allclose(keypoints[image_id3], keypoints3)\n    assert np.allclose(keypoints[image_id4], keypoints4)\n\n    # Read and check matches.\n\n    pair_ids = [image_ids_to_pair_id(*pair) for pair in\n                ((image_id1, image_id2),\n                 (image_id2, image_id3),\n                 (image_id3, image_id4))]\n\n    matches = dict(\n        (pair_id_to_image_ids(pair_id),\n         blob_to_array(data, np.uint32, (-1, 2)))\n        for pair_id, data in db.execute(\"SELECT pair_id, data FROM matches\")\n    )\n\n    assert np.all(matches[(image_id1, image_id2)] == matches12)\n    assert np.all(matches[(image_id2, image_id3)] == matches23)\n    assert np.all(matches[(image_id3, image_id4)] == matches34)\n\n    # Clean up.\n\n    db.close()\n\n    if os.path.exists(args.database_path):\n        os.remove(args.database_path)\n\n\nif __name__ == \"__main__\":\n    example_usage()\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/utils/geometry.py",
    "content": "import numpy as np\nimport pycolmap\n\n\ndef to_homogeneous(p):\n    return np.pad(p, ((0, 0),) * (p.ndim - 1) + ((0, 1),), constant_values=1)\n\n\ndef vector_to_cross_product_matrix(v):\n    return np.array([\n        [0, -v[2], v[1]],\n        [v[2], 0, -v[0]],\n        [-v[1], v[0], 0]\n    ])\n\n\ndef compute_epipolar_errors(qvec_r2t, tvec_r2t, p2d_r, p2d_t):\n    T_r2t = pose_matrix_from_qvec_tvec(qvec_r2t, tvec_r2t)\n    # Compute errors in normalized plane to avoid distortion.\n    E = vector_to_cross_product_matrix(T_r2t[: 3, -1]) @ T_r2t[: 3, : 3]\n    l2d_r2t = (E @ to_homogeneous(p2d_r).T).T\n    l2d_t2r = (E.T @ to_homogeneous(p2d_t).T).T\n    errors_r = (\n        np.abs(np.sum(to_homogeneous(p2d_r) * l2d_t2r, axis=1)) /\n        np.linalg.norm(l2d_t2r[:, : 2], axis=1))\n    errors_t = (\n        np.abs(np.sum(to_homogeneous(p2d_t) * l2d_r2t, axis=1)) /\n        np.linalg.norm(l2d_r2t[:, : 2], axis=1))\n    return E, errors_r, errors_t\n\n\ndef pose_matrix_from_qvec_tvec(qvec, tvec):\n    pose = np.zeros((4, 4))\n    pose[: 3, : 3] = pycolmap.qvec_to_rotmat(qvec)\n    pose[: 3, -1] = tvec\n    pose[-1, -1] = 1\n    return pose\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/utils/io.py",
    "content": "from typing import Tuple\nfrom pathlib import Path\nimport numpy as np\nimport cv2\nimport h5py\n\nfrom .parsers import names_to_pair, names_to_pair_old\n\n\ndef read_image(path, grayscale=False):\n    if grayscale:\n        mode = cv2.IMREAD_GRAYSCALE\n    else:\n        mode = cv2.IMREAD_COLOR\n    image = cv2.imread(str(path), mode)\n    if image is None:\n        raise ValueError(f'Cannot read image {path}.')\n    if not grayscale and len(image.shape) == 3:\n        image = image[:, :, ::-1]  # BGR to RGB\n    return image\n\n\ndef list_h5_names(path):\n    names = []\n    with h5py.File(str(path), 'r', libver='latest') as fd:\n        def visit_fn(_, obj):\n            if isinstance(obj, h5py.Dataset):\n                names.append(obj.parent.name.strip('/'))\n        fd.visititems(visit_fn)\n    return list(set(names))\n\n\ndef get_keypoints(path: Path, name: str,\n                  return_uncertainty: bool = False) -> np.ndarray:\n    with h5py.File(str(path), 'r', libver='latest') as hfile:\n        dset = hfile[name]['keypoints']\n        p = dset.__array__()\n        uncertainty = dset.attrs.get('uncertainty')\n    if return_uncertainty:\n        return p, uncertainty\n    return p\n\n\ndef find_pair(hfile: h5py.File, name0: str, name1: str):\n    pair = names_to_pair(name0, name1)\n    if pair in hfile:\n        return pair, False\n    pair = names_to_pair(name1, name0)\n    if pair in hfile:\n        return pair, True\n    # older, less efficient format\n    pair = names_to_pair_old(name0, name1)\n    if pair in hfile:\n        return pair, False\n    pair = names_to_pair_old(name1, name0)\n    if pair in hfile:\n        return pair, True\n    raise ValueError(\n        f'Could not find pair {(name0, name1)}... '\n        'Maybe you matched with a different list of pairs? ')\n\n\ndef get_matches(path: Path, name0: str, name1: str) -> Tuple[np.ndarray]:\n    with h5py.File(str(path), 'r', libver='latest') as hfile:\n        pair, reverse = find_pair(hfile, name0, name1)\n        matches = hfile[pair]['matches0'].__array__()\n        scores = hfile[pair]['matching_scores0'].__array__()\n    idx = np.where(matches != -1)[0]\n    matches = np.stack([idx, matches[idx]], -1)\n    if reverse:\n        matches = np.flip(matches, -1)\n    scores = scores[idx]\n    return matches, scores\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/utils/parsers.py",
    "content": "from pathlib import Path\nimport logging\nimport numpy as np\nfrom collections import defaultdict\nimport pycolmap\n\nlogger = logging.getLogger(__name__)\n\n\ndef parse_image_list(path, with_intrinsics=False):\n    images = []\n    with open(path, 'r') as f:\n        for line in f:\n            line = line.strip('\\n')\n            if len(line) == 0 or line[0] == '#':\n                continue\n            name, *data = line.split()\n            if with_intrinsics:\n                model, width, height, *params = data\n                params = np.array(params, float)\n                cam = pycolmap.Camera(model, int(width), int(height), params)\n                images.append((name, cam))\n            else:\n                images.append(name)\n\n    assert len(images) > 0\n    logger.info(f'Imported {len(images)} images from {path.name}')\n    return images\n\n\ndef parse_image_lists(paths, with_intrinsics=False):\n    images = []\n    files = list(Path(paths.parent).glob(paths.name))\n    assert len(files) > 0\n    for lfile in files:\n        images += parse_image_list(lfile, with_intrinsics=with_intrinsics)\n    return images\n\n\ndef parse_retrieval(path):\n    retrieval = defaultdict(list)\n    with open(path, 'r') as f:\n        for p in f.read().rstrip('\\n').split('\\n'):\n            if len(p) == 0:\n                continue\n            q, r = p.split()\n            retrieval[q].append(r)\n    return dict(retrieval)\n\n\ndef names_to_pair(name0, name1, separator='/'):\n    return separator.join((name0.replace('/', '-'), name1.replace('/', '-')))\n\n\ndef names_to_pair_old(name0, name1):\n    return names_to_pair(name0, name1, separator='_')\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/utils/read_write_model.py",
    "content": "# Copyright (c) 2018, ETH Zurich and UNC Chapel Hill.\n# All rights reserved.\n#\n# Redistribution and use in source and binary forms, with or without\n# modification, are permitted provided that the following conditions are met:\n#\n#     * Redistributions of source code must retain the above copyright\n#       notice, this list of conditions and the following disclaimer.\n#\n#     * Redistributions in binary form must reproduce the above copyright\n#       notice, this list of conditions and the following disclaimer in the\n#       documentation and/or other materials provided with the distribution.\n#\n#     * Neither the name of ETH Zurich and UNC Chapel Hill nor the names of\n#       its contributors may be used to endorse or promote products derived\n#       from this software without specific prior written permission.\n#\n# THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS \"AS IS\"\n# AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE\n# IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE\n# ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDERS OR CONTRIBUTORS BE\n# LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR\n# CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF\n# SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS\n# INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN\n# CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)\n# ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE\n# POSSIBILITY OF SUCH DAMAGE.\n#\n# Author: Johannes L. Schoenberger (jsch-at-demuc-dot-de)\n\nimport os\nimport collections\nimport numpy as np\nimport struct\nimport argparse\nimport logging\n\nlogger = logging.getLogger(__name__)\n\n\nCameraModel = collections.namedtuple(\n    \"CameraModel\", [\"model_id\", \"model_name\", \"num_params\"])\nCamera = collections.namedtuple(\n    \"Camera\", [\"id\", \"model\", \"width\", \"height\", \"params\"])\nBaseImage = collections.namedtuple(\n    \"Image\", [\"id\", \"qvec\", \"tvec\", \"camera_id\", \"name\", \"xys\", \"point3D_ids\"])\nPoint3D = collections.namedtuple(\n    \"Point3D\", [\"id\", \"xyz\", \"rgb\", \"error\", \"image_ids\", \"point2D_idxs\"])\n\n\nclass Image(BaseImage):\n    def qvec2rotmat(self):\n        return qvec2rotmat(self.qvec)\n\n\nCAMERA_MODELS = {\n    CameraModel(model_id=0, model_name=\"SIMPLE_PINHOLE\", num_params=3),\n    CameraModel(model_id=1, model_name=\"PINHOLE\", num_params=4),\n    CameraModel(model_id=2, model_name=\"SIMPLE_RADIAL\", num_params=4),\n    CameraModel(model_id=3, model_name=\"RADIAL\", num_params=5),\n    CameraModel(model_id=4, model_name=\"OPENCV\", num_params=8),\n    CameraModel(model_id=5, model_name=\"OPENCV_FISHEYE\", num_params=8),\n    CameraModel(model_id=6, model_name=\"FULL_OPENCV\", num_params=12),\n    CameraModel(model_id=7, model_name=\"FOV\", num_params=5),\n    CameraModel(model_id=8, model_name=\"SIMPLE_RADIAL_FISHEYE\", num_params=4),\n    CameraModel(model_id=9, model_name=\"RADIAL_FISHEYE\", num_params=5),\n    CameraModel(model_id=10, model_name=\"THIN_PRISM_FISHEYE\", num_params=12)\n}\nCAMERA_MODEL_IDS = dict([(camera_model.model_id, camera_model)\n                         for camera_model in CAMERA_MODELS])\nCAMERA_MODEL_NAMES = dict([(camera_model.model_name, camera_model)\n                           for camera_model in CAMERA_MODELS])\n\n\ndef read_next_bytes(fid, num_bytes, format_char_sequence, endian_character=\"<\"):\n    \"\"\"Read and unpack the next bytes from a binary file.\n    :param fid:\n    :param num_bytes: Sum of combination of {2, 4, 8}, e.g. 2, 6, 16, 30, etc.\n    :param format_char_sequence: List of {c, e, f, d, h, H, i, I, l, L, q, Q}.\n    :param endian_character: Any of {@, =, <, >, !}\n    :return: Tuple of read and unpacked values.\n    \"\"\"\n    data = fid.read(num_bytes)\n    return struct.unpack(endian_character + format_char_sequence, data)\n\n\ndef write_next_bytes(fid, data, format_char_sequence, endian_character=\"<\"):\n    \"\"\"pack and write to a binary file.\n    :param fid:\n    :param data: data to send, if multiple elements are sent at the same time,\n    they should be encapsuled either in a list or a tuple\n    :param format_char_sequence: List of {c, e, f, d, h, H, i, I, l, L, q, Q}.\n    should be the same length as the data list or tuple\n    :param endian_character: Any of {@, =, <, >, !}\n    \"\"\"\n    if isinstance(data, (list, tuple)):\n        bytes = struct.pack(endian_character + format_char_sequence, *data)\n    else:\n        bytes = struct.pack(endian_character + format_char_sequence, data)\n    fid.write(bytes)\n\n\ndef read_cameras_text(path):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::WriteCamerasText(const std::string& path)\n        void Reconstruction::ReadCamerasText(const std::string& path)\n    \"\"\"\n    cameras = {}\n    with open(path, \"r\") as fid:\n        while True:\n            line = fid.readline()\n            if not line:\n                break\n            line = line.strip()\n            if len(line) > 0 and line[0] != \"#\":\n                elems = line.split()\n                camera_id = int(elems[0])\n                model = elems[1]\n                width = int(elems[2])\n                height = int(elems[3])\n                params = np.array(tuple(map(float, elems[4:])))\n                cameras[camera_id] = Camera(id=camera_id, model=model,\n                                            width=width, height=height,\n                                            params=params)\n    return cameras\n\n\ndef read_cameras_binary(path_to_model_file):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::WriteCamerasBinary(const std::string& path)\n        void Reconstruction::ReadCamerasBinary(const std::string& path)\n    \"\"\"\n    cameras = {}\n    with open(path_to_model_file, \"rb\") as fid:\n        num_cameras = read_next_bytes(fid, 8, \"Q\")[0]\n        for _ in range(num_cameras):\n            camera_properties = read_next_bytes(\n                fid, num_bytes=24, format_char_sequence=\"iiQQ\")\n            camera_id = camera_properties[0]\n            model_id = camera_properties[1]\n            model_name = CAMERA_MODEL_IDS[camera_properties[1]].model_name\n            width = camera_properties[2]\n            height = camera_properties[3]\n            num_params = CAMERA_MODEL_IDS[model_id].num_params\n            params = read_next_bytes(fid, num_bytes=8*num_params,\n                                     format_char_sequence=\"d\"*num_params)\n            cameras[camera_id] = Camera(id=camera_id,\n                                        model=model_name,\n                                        width=width,\n                                        height=height,\n                                        params=np.array(params))\n        assert len(cameras) == num_cameras\n    return cameras\n\n\ndef write_cameras_text(cameras, path):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::WriteCamerasText(const std::string& path)\n        void Reconstruction::ReadCamerasText(const std::string& path)\n    \"\"\"\n    HEADER = \"# Camera list with one line of data per camera:\\n\" + \\\n             \"#   CAMERA_ID, MODEL, WIDTH, HEIGHT, PARAMS[]\\n\" + \\\n             \"# Number of cameras: {}\\n\".format(len(cameras))\n    with open(path, \"w\") as fid:\n        fid.write(HEADER)\n        for _, cam in cameras.items():\n            to_write = [cam.id, cam.model, cam.width, cam.height, *cam.params]\n            line = \" \".join([str(elem) for elem in to_write])\n            fid.write(line + \"\\n\")\n\n\ndef write_cameras_binary(cameras, path_to_model_file):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::WriteCamerasBinary(const std::string& path)\n        void Reconstruction::ReadCamerasBinary(const std::string& path)\n    \"\"\"\n    with open(path_to_model_file, \"wb\") as fid:\n        write_next_bytes(fid, len(cameras), \"Q\")\n        for _, cam in cameras.items():\n            model_id = CAMERA_MODEL_NAMES[cam.model].model_id\n            camera_properties = [cam.id,\n                                 model_id,\n                                 cam.width,\n                                 cam.height]\n            write_next_bytes(fid, camera_properties, \"iiQQ\")\n            for p in cam.params:\n                write_next_bytes(fid, float(p), \"d\")\n    return cameras\n\n\ndef read_images_text(path):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::ReadImagesText(const std::string& path)\n        void Reconstruction::WriteImagesText(const std::string& path)\n    \"\"\"\n    images = {}\n    with open(path, \"r\") as fid:\n        while True:\n            line = fid.readline()\n            if not line:\n                break\n            line = line.strip()\n            if len(line) > 0 and line[0] != \"#\":\n                elems = line.split()\n                image_id = int(elems[0])\n                qvec = np.array(tuple(map(float, elems[1:5])))\n                tvec = np.array(tuple(map(float, elems[5:8])))\n                camera_id = int(elems[8])\n                image_name = elems[9]\n                elems = fid.readline().split()\n                xys = np.column_stack([tuple(map(float, elems[0::3])),\n                                       tuple(map(float, elems[1::3]))])\n                point3D_ids = np.array(tuple(map(int, elems[2::3])))\n                images[image_id] = Image(\n                    id=image_id, qvec=qvec, tvec=tvec,\n                    camera_id=camera_id, name=image_name,\n                    xys=xys, point3D_ids=point3D_ids)\n    return images\n\n\ndef read_images_binary(path_to_model_file):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::ReadImagesBinary(const std::string& path)\n        void Reconstruction::WriteImagesBinary(const std::string& path)\n    \"\"\"\n    images = {}\n    with open(path_to_model_file, \"rb\") as fid:\n        num_reg_images = read_next_bytes(fid, 8, \"Q\")[0]\n        for _ in range(num_reg_images):\n            binary_image_properties = read_next_bytes(\n                fid, num_bytes=64, format_char_sequence=\"idddddddi\")\n            image_id = binary_image_properties[0]\n            qvec = np.array(binary_image_properties[1:5])\n            tvec = np.array(binary_image_properties[5:8])\n            camera_id = binary_image_properties[8]\n            image_name = \"\"\n            current_char = read_next_bytes(fid, 1, \"c\")[0]\n            while current_char != b\"\\x00\":   # look for the ASCII 0 entry\n                image_name += current_char.decode(\"utf-8\")\n                current_char = read_next_bytes(fid, 1, \"c\")[0]\n            num_points2D = read_next_bytes(fid, num_bytes=8,\n                                           format_char_sequence=\"Q\")[0]\n            x_y_id_s = read_next_bytes(fid, num_bytes=24*num_points2D,\n                                       format_char_sequence=\"ddq\"*num_points2D)\n            xys = np.column_stack([tuple(map(float, x_y_id_s[0::3])),\n                                   tuple(map(float, x_y_id_s[1::3]))])\n            point3D_ids = np.array(tuple(map(int, x_y_id_s[2::3])))\n            images[image_id] = Image(\n                id=image_id, qvec=qvec, tvec=tvec,\n                camera_id=camera_id, name=image_name,\n                xys=xys, point3D_ids=point3D_ids)\n    return images\n\n\ndef write_images_text(images, path):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::ReadImagesText(const std::string& path)\n        void Reconstruction::WriteImagesText(const std::string& path)\n    \"\"\"\n    if len(images) == 0:\n        mean_observations = 0\n    else:\n        mean_observations = sum((len(img.point3D_ids) for _, img in images.items()))/len(images)\n    HEADER = \"# Image list with two lines of data per image:\\n\" + \\\n             \"#   IMAGE_ID, QW, QX, QY, QZ, TX, TY, TZ, CAMERA_ID, NAME\\n\" + \\\n             \"#   POINTS2D[] as (X, Y, POINT3D_ID)\\n\" + \\\n             \"# Number of images: {}, mean observations per image: {}\\n\".format(len(images), mean_observations)\n\n    with open(path, \"w\") as fid:\n        fid.write(HEADER)\n        for _, img in images.items():\n            image_header = [img.id, *img.qvec, *img.tvec, img.camera_id, img.name]\n            first_line = \" \".join(map(str, image_header))\n            fid.write(first_line + \"\\n\")\n\n            points_strings = []\n            for xy, point3D_id in zip(img.xys, img.point3D_ids):\n                points_strings.append(\" \".join(map(str, [*xy, point3D_id])))\n            fid.write(\" \".join(points_strings) + \"\\n\")\n\n\ndef write_images_binary(images, path_to_model_file):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::ReadImagesBinary(const std::string& path)\n        void Reconstruction::WriteImagesBinary(const std::string& path)\n    \"\"\"\n    with open(path_to_model_file, \"wb\") as fid:\n        write_next_bytes(fid, len(images), \"Q\")\n        for _, img in images.items():\n            write_next_bytes(fid, img.id, \"i\")\n            write_next_bytes(fid, img.qvec.tolist(), \"dddd\")\n            write_next_bytes(fid, img.tvec.tolist(), \"ddd\")\n            write_next_bytes(fid, img.camera_id, \"i\")\n            for char in img.name:\n                write_next_bytes(fid, char.encode(\"utf-8\"), \"c\")\n            write_next_bytes(fid, b\"\\x00\", \"c\")\n            write_next_bytes(fid, len(img.point3D_ids), \"Q\")\n            for xy, p3d_id in zip(img.xys, img.point3D_ids):\n                write_next_bytes(fid, [*xy, p3d_id], \"ddq\")\n\n\ndef read_points3D_text(path):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::ReadPoints3DText(const std::string& path)\n        void Reconstruction::WritePoints3DText(const std::string& path)\n    \"\"\"\n    points3D = {}\n    with open(path, \"r\") as fid:\n        while True:\n            line = fid.readline()\n            if not line:\n                break\n            line = line.strip()\n            if len(line) > 0 and line[0] != \"#\":\n                elems = line.split()\n                point3D_id = int(elems[0])\n                xyz = np.array(tuple(map(float, elems[1:4])))\n                rgb = np.array(tuple(map(int, elems[4:7])))\n                error = float(elems[7])\n                image_ids = np.array(tuple(map(int, elems[8::2])))\n                point2D_idxs = np.array(tuple(map(int, elems[9::2])))\n                points3D[point3D_id] = Point3D(id=point3D_id, xyz=xyz, rgb=rgb,\n                                               error=error, image_ids=image_ids,\n                                               point2D_idxs=point2D_idxs)\n    return points3D\n\n\ndef read_points3D_binary(path_to_model_file):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::ReadPoints3DBinary(const std::string& path)\n        void Reconstruction::WritePoints3DBinary(const std::string& path)\n    \"\"\"\n    points3D = {}\n    with open(path_to_model_file, \"rb\") as fid:\n        num_points = read_next_bytes(fid, 8, \"Q\")[0]\n        for _ in range(num_points):\n            binary_point_line_properties = read_next_bytes(\n                fid, num_bytes=43, format_char_sequence=\"QdddBBBd\")\n            point3D_id = binary_point_line_properties[0]\n            xyz = np.array(binary_point_line_properties[1:4])\n            rgb = np.array(binary_point_line_properties[4:7])\n            error = np.array(binary_point_line_properties[7])\n            track_length = read_next_bytes(\n                fid, num_bytes=8, format_char_sequence=\"Q\")[0]\n            track_elems = read_next_bytes(\n                fid, num_bytes=8*track_length,\n                format_char_sequence=\"ii\"*track_length)\n            image_ids = np.array(tuple(map(int, track_elems[0::2])))\n            point2D_idxs = np.array(tuple(map(int, track_elems[1::2])))\n            points3D[point3D_id] = Point3D(\n                id=point3D_id, xyz=xyz, rgb=rgb,\n                error=error, image_ids=image_ids,\n                point2D_idxs=point2D_idxs)\n    return points3D\n\n\ndef write_points3D_text(points3D, path):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::ReadPoints3DText(const std::string& path)\n        void Reconstruction::WritePoints3DText(const std::string& path)\n    \"\"\"\n    if len(points3D) == 0:\n        mean_track_length = 0\n    else:\n        mean_track_length = sum((len(pt.image_ids) for _, pt in points3D.items()))/len(points3D)\n    HEADER = \"# 3D point list with one line of data per point:\\n\" + \\\n             \"#   POINT3D_ID, X, Y, Z, R, G, B, ERROR, TRACK[] as (IMAGE_ID, POINT2D_IDX)\\n\" + \\\n             \"# Number of points: {}, mean track length: {}\\n\".format(len(points3D), mean_track_length)\n\n    with open(path, \"w\") as fid:\n        fid.write(HEADER)\n        for _, pt in points3D.items():\n            point_header = [pt.id, *pt.xyz, *pt.rgb, pt.error]\n            fid.write(\" \".join(map(str, point_header)) + \" \")\n            track_strings = []\n            for image_id, point2D in zip(pt.image_ids, pt.point2D_idxs):\n                track_strings.append(\" \".join(map(str, [image_id, point2D])))\n            fid.write(\" \".join(track_strings) + \"\\n\")\n\n\ndef write_points3D_binary(points3D, path_to_model_file):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::ReadPoints3DBinary(const std::string& path)\n        void Reconstruction::WritePoints3DBinary(const std::string& path)\n    \"\"\"\n    with open(path_to_model_file, \"wb\") as fid:\n        write_next_bytes(fid, len(points3D), \"Q\")\n        for _, pt in points3D.items():\n            write_next_bytes(fid, pt.id, \"Q\")\n            write_next_bytes(fid, pt.xyz.tolist(), \"ddd\")\n            write_next_bytes(fid, pt.rgb.tolist(), \"BBB\")\n            write_next_bytes(fid, pt.error, \"d\")\n            track_length = pt.image_ids.shape[0]\n            write_next_bytes(fid, track_length, \"Q\")\n            for image_id, point2D_id in zip(pt.image_ids, pt.point2D_idxs):\n                write_next_bytes(fid, [image_id, point2D_id], \"ii\")\n\n\ndef detect_model_format(path, ext):\n    if os.path.isfile(os.path.join(path, \"cameras\"  + ext)) and \\\n       os.path.isfile(os.path.join(path, \"images\"   + ext)) and \\\n       os.path.isfile(os.path.join(path, \"points3D\" + ext)):\n        return True\n\n    return False\n\n\ndef read_model(path, ext=\"\"):\n    # try to detect the extension automatically\n    if ext == \"\":\n        if detect_model_format(path, \".bin\"):\n            ext = \".bin\"\n        elif detect_model_format(path, \".txt\"):\n            ext = \".txt\"\n        else:\n            try:\n                cameras, images, points3D = read_model(os.path.join(path, \"model/\"))\n                logger.warning(\n                    \"This SfM file structure was deprecated in hloc v1.1\")\n                return cameras, images, points3D\n            except FileNotFoundError:\n                raise FileNotFoundError(\n                    f\"Could not find binary or text COLMAP model at {path}\")\n\n    if ext == \".txt\":\n        cameras = read_cameras_text(os.path.join(path, \"cameras\" + ext))\n        images = read_images_text(os.path.join(path, \"images\" + ext))\n        points3D = read_points3D_text(os.path.join(path, \"points3D\") + ext)\n    else:\n        cameras = read_cameras_binary(os.path.join(path, \"cameras\" + ext))\n        images = read_images_binary(os.path.join(path, \"images\" + ext))\n        points3D = read_points3D_binary(os.path.join(path, \"points3D\") + ext)\n    return cameras, images, points3D\n\n\ndef write_model(cameras, images, points3D, path, ext=\".bin\"):\n    if ext == \".txt\":\n        write_cameras_text(cameras, os.path.join(path, \"cameras\" + ext))\n        write_images_text(images, os.path.join(path, \"images\" + ext))\n        write_points3D_text(points3D, os.path.join(path, \"points3D\") + ext)\n    else:\n        write_cameras_binary(cameras, os.path.join(path, \"cameras\" + ext))\n        write_images_binary(images, os.path.join(path, \"images\" + ext))\n        write_points3D_binary(points3D, os.path.join(path, \"points3D\") + ext)\n    return cameras, images, points3D\n\n\ndef qvec2rotmat(qvec):\n    return np.array([\n        [1 - 2 * qvec[2]**2 - 2 * qvec[3]**2,\n         2 * qvec[1] * qvec[2] - 2 * qvec[0] * qvec[3],\n         2 * qvec[3] * qvec[1] + 2 * qvec[0] * qvec[2]],\n        [2 * qvec[1] * qvec[2] + 2 * qvec[0] * qvec[3],\n         1 - 2 * qvec[1]**2 - 2 * qvec[3]**2,\n         2 * qvec[2] * qvec[3] - 2 * qvec[0] * qvec[1]],\n        [2 * qvec[3] * qvec[1] - 2 * qvec[0] * qvec[2],\n         2 * qvec[2] * qvec[3] + 2 * qvec[0] * qvec[1],\n         1 - 2 * qvec[1]**2 - 2 * qvec[2]**2]])\n\n\ndef rotmat2qvec(R):\n    Rxx, Ryx, Rzx, Rxy, Ryy, Rzy, Rxz, Ryz, Rzz = R.flat\n    K = np.array([\n        [Rxx - Ryy - Rzz, 0, 0, 0],\n        [Ryx + Rxy, Ryy - Rxx - Rzz, 0, 0],\n        [Rzx + Rxz, Rzy + Ryz, Rzz - Rxx - Ryy, 0],\n        [Ryz - Rzy, Rzx - Rxz, Rxy - Ryx, Rxx + Ryy + Rzz]]) / 3.0\n    eigvals, eigvecs = np.linalg.eigh(K)\n    qvec = eigvecs[[3, 0, 1, 2], np.argmax(eigvals)]\n    if qvec[0] < 0:\n        qvec *= -1\n    return qvec\n\n\ndef main():\n    parser = argparse.ArgumentParser(description=\"Read and write COLMAP binary and text models\")\n    parser.add_argument(\"--input_model\", help=\"path to input model folder\")\n    parser.add_argument(\"--input_format\", choices=[\".bin\", \".txt\"],\n                        help=\"input model format\", default=\"\")\n    parser.add_argument(\"--output_model\",\n                        help=\"path to output model folder\")\n    parser.add_argument(\"--output_format\", choices=[\".bin\", \".txt\"],\n                        help=\"outut model format\", default=\".txt\")\n    args = parser.parse_args()\n\n    cameras, images, points3D = read_model(path=args.input_model, ext=args.input_format)\n\n    print(\"num_cameras:\", len(cameras))\n    print(\"num_images:\", len(images))\n    print(\"num_points3D:\", len(points3D))\n\n    if args.output_model is not None:\n        write_model(cameras, images, points3D, path=args.output_model, ext=args.output_format)\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/utils/viz.py",
    "content": "\"\"\"\n2D visualization primitives based on Matplotlib.\n\n1) Plot images with `plot_images`.\n2) Call `plot_keypoints` or `plot_matches` any number of times.\n3) Optionally: save a .png or .pdf plot (nice in papers!) with `save_plot`.\n\"\"\"\n\nimport matplotlib\nimport matplotlib.pyplot as plt\nimport matplotlib.patheffects as path_effects\nimport numpy as np\n\n\ndef cm_RdGn(x):\n    \"\"\"Custom colormap: red (0) -> yellow (0.5) -> green (1).\"\"\"\n    x = np.clip(x, 0, 1)[..., None]*2\n    c = x*np.array([[0, 1., 0]]) + (2-x)*np.array([[1., 0, 0]])\n    return np.clip(c, 0, 1)\n\n\ndef plot_images(imgs, titles=None, cmaps='gray', dpi=100, pad=.5,\n                adaptive=True):\n    \"\"\"Plot a set of images horizontally.\n    Args:\n        imgs: a list of NumPy or PyTorch images, RGB (H, W, 3) or mono (H, W).\n        titles: a list of strings, as titles for each image.\n        cmaps: colormaps for monochrome images.\n        adaptive: whether the figure size should fit the image aspect ratios.\n    \"\"\"\n    n = len(imgs)\n    if not isinstance(cmaps, (list, tuple)):\n        cmaps = [cmaps] * n\n\n    if adaptive:\n        ratios = [i.shape[1] / i.shape[0] for i in imgs]  # W / H\n    else:\n        ratios = [4/3] * n\n    figsize = [sum(ratios)*4.5, 4.5]\n    fig, ax = plt.subplots(\n        1, n, figsize=figsize, dpi=dpi, gridspec_kw={'width_ratios': ratios})\n    if n == 1:\n        ax = [ax]\n    for i in range(n):\n        ax[i].imshow(imgs[i], cmap=plt.get_cmap(cmaps[i]))\n        ax[i].get_yaxis().set_ticks([])\n        ax[i].get_xaxis().set_ticks([])\n        ax[i].set_axis_off()\n        for spine in ax[i].spines.values():  # remove frame\n            spine.set_visible(False)\n        if titles:\n            ax[i].set_title(titles[i])\n    fig.tight_layout(pad=pad)\n\n\ndef plot_keypoints(kpts, colors='lime', ps=4):\n    \"\"\"Plot keypoints for existing images.\n    Args:\n        kpts: list of ndarrays of size (N, 2).\n        colors: string, or list of list of tuples (one for each keypoints).\n        ps: size of the keypoints as float.\n    \"\"\"\n    if not isinstance(colors, list):\n        colors = [colors] * len(kpts)\n    axes = plt.gcf().axes\n    for a, k, c in zip(axes, kpts, colors):\n        a.scatter(k[:, 0], k[:, 1], c=c, s=ps, linewidths=0)\n\n\ndef plot_matches(kpts0, kpts1, color=None, lw=1.5, ps=4, indices=(0, 1), a=1.):\n    \"\"\"Plot matches for a pair of existing images.\n    Args:\n        kpts0, kpts1: corresponding keypoints of size (N, 2).\n        color: color of each match, string or RGB tuple. Random if not given.\n        lw: width of the lines.\n        ps: size of the end points (no endpoint if ps=0)\n        indices: indices of the images to draw the matches on.\n        a: alpha opacity of the match lines.\n    \"\"\"\n    fig = plt.gcf()\n    ax = fig.axes\n    assert len(ax) > max(indices)\n    ax0, ax1 = ax[indices[0]], ax[indices[1]]\n    fig.canvas.draw()\n\n    assert len(kpts0) == len(kpts1)\n    if color is None:\n        color = matplotlib.cm.hsv(np.random.rand(len(kpts0))).tolist()\n    elif len(color) > 0 and not isinstance(color[0], (tuple, list)):\n        color = [color] * len(kpts0)\n\n    if lw > 0:\n        # transform the points into the figure coordinate system\n        transFigure = fig.transFigure.inverted()\n        fkpts0 = transFigure.transform(ax0.transData.transform(kpts0))\n        fkpts1 = transFigure.transform(ax1.transData.transform(kpts1))\n        fig.lines += [matplotlib.lines.Line2D(\n            (fkpts0[i, 0], fkpts1[i, 0]), (fkpts0[i, 1], fkpts1[i, 1]),\n            zorder=1, transform=fig.transFigure, c=color[i], linewidth=lw,\n            alpha=a)\n            for i in range(len(kpts0))]\n\n    # freeze the axes to prevent the transform to change\n    ax0.autoscale(enable=False)\n    ax1.autoscale(enable=False)\n\n    if ps > 0:\n        ax0.scatter(kpts0[:, 0], kpts0[:, 1], c=color, s=ps)\n        ax1.scatter(kpts1[:, 0], kpts1[:, 1], c=color, s=ps)\n\n\ndef add_text(idx, text, pos=(0.01, 0.99), fs=15, color='w',\n             lcolor='k', lwidth=2, ha='left', va='top'):\n    ax = plt.gcf().axes[idx]\n    t = ax.text(*pos, text, fontsize=fs, ha=ha, va=va,\n                color=color, transform=ax.transAxes)\n    if lcolor is not None:\n        t.set_path_effects([\n            path_effects.Stroke(linewidth=lwidth, foreground=lcolor),\n            path_effects.Normal()])\n\n\ndef save_plot(path, **kw):\n    \"\"\"Save the current figure without any white margin.\"\"\"\n    plt.savefig(path, bbox_inches='tight', pad_inches=0, **kw)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/utils/viz_3d.py",
    "content": "\"\"\"\n3D visualization based on plotly.\nWorks for a small number of points and cameras, might be slow otherwise.\n\n1) Initialize a figure with `init_figure`\n2) Add 3D points, camera frustums, or both as a pycolmap.Reconstruction\n\nWritten by Paul-Edouard Sarlin and Philipp Lindenberger.\n\"\"\"\n\nfrom typing import Optional\nimport numpy as np\nimport pycolmap\nimport plotly.graph_objects as go\n\n\ndef to_homogeneous(points):\n    pad = np.ones((points.shape[:-1]+(1,)), dtype=points.dtype)\n    return np.concatenate([points, pad], axis=-1)\n\n\ndef init_figure(height: int = 800) -> go.Figure:\n    \"\"\"Initialize a 3D figure.\"\"\"\n    fig = go.Figure()\n    axes = dict(\n        visible=False,\n        showbackground=False,\n        showgrid=False,\n        showline=False,\n        showticklabels=True,\n        autorange=True,\n    )\n    fig.update_layout(\n        template=\"plotly_dark\",\n        height=height,\n        scene_camera=dict(\n            eye=dict(x=0., y=-.1, z=-2),\n            up=dict(x=0, y=-1., z=0),\n            projection=dict(type=\"orthographic\")),\n        scene=dict(\n            xaxis=axes,\n            yaxis=axes,\n            zaxis=axes,\n            aspectmode='data',\n            dragmode='orbit',\n        ),\n        margin=dict(l=0, r=0, b=0, t=0, pad=0),\n        legend=dict(\n            orientation=\"h\",\n            yanchor=\"top\",\n            y=0.99,\n            xanchor=\"left\",\n            x=0.1\n        ),\n    )\n    return fig\n\n\ndef plot_points(\n        fig: go.Figure,\n        pts: np.ndarray,\n        color: str = 'rgba(255, 0, 0, 1)',\n        ps: int = 2,\n        colorscale: Optional[str] = None,\n        name: Optional[str] = None):\n    \"\"\"Plot a set of 3D points.\"\"\"\n    x, y, z = pts.T\n    tr = go.Scatter3d(\n        x=x, y=y, z=z, mode='markers', name=name, legendgroup=name,\n        marker=dict(\n            size=ps, color=color, line_width=0.0, colorscale=colorscale))\n    fig.add_trace(tr)\n\n\ndef plot_camera(\n        fig: go.Figure,\n        R: np.ndarray,\n        t: np.ndarray,\n        K: np.ndarray,\n        color: str = 'rgb(0, 0, 255)',\n        name: Optional[str] = None,\n        legendgroup: Optional[str] = None,\n        size: float = 1.0):\n    \"\"\"Plot a camera frustum from pose and intrinsic matrix.\"\"\"\n    W, H = K[0, 2]*2, K[1, 2]*2\n    corners = np.array([[0, 0], [W, 0], [W, H], [0, H], [0, 0]])\n    if size is not None:\n        image_extent = max(size * W / 1024.0, size * H / 1024.0)\n        world_extent = max(W, H) / (K[0, 0] + K[1, 1]) / 0.5\n        scale = 0.5 * image_extent / world_extent\n    else:\n        scale = 1.0\n    corners = to_homogeneous(corners) @ np.linalg.inv(K).T\n    corners = (corners / 2 * scale) @ R.T + t\n\n    x, y, z = corners.T\n    rect = go.Scatter3d(\n        x=x, y=y, z=z, line=dict(color=color), legendgroup=legendgroup,\n        name=name, marker=dict(size=0.0001), showlegend=False)\n    fig.add_trace(rect)\n\n    x, y, z = np.concatenate(([t], corners)).T\n    i = [0, 0, 0, 0]\n    j = [1, 2, 3, 4]\n    k = [2, 3, 4, 1]\n\n    pyramid = go.Mesh3d(\n        x=x, y=y, z=z, color=color, i=i, j=j, k=k,\n        legendgroup=legendgroup, name=name, showlegend=False)\n    fig.add_trace(pyramid)\n    triangles = np.vstack((i, j, k)).T\n    vertices = np.concatenate(([t], corners))\n    tri_points = np.array([\n        vertices[i] for i in triangles.reshape(-1)\n    ])\n\n    x, y, z = tri_points.T\n    pyramid = go.Scatter3d(\n        x=x, y=y, z=z, mode='lines', legendgroup=legendgroup,\n        name=name, line=dict(color=color, width=1), showlegend=False)\n    fig.add_trace(pyramid)\n\n\ndef plot_camera_colmap(\n        fig: go.Figure,\n        image: pycolmap.Image,\n        camera: pycolmap.Camera,\n        name: Optional[str] = None,\n        **kwargs):\n    \"\"\"Plot a camera frustum from PyCOLMAP objects\"\"\"\n    plot_camera(\n        fig,\n        image.rotmat().T,\n        image.projection_center(),\n        camera.calibration_matrix(),\n        name=name or str(image.image_id),\n        **kwargs)\n\n\ndef plot_cameras(\n        fig: go.Figure,\n        reconstruction: pycolmap.Reconstruction,\n        **kwargs):\n    \"\"\"Plot a camera as a cone with camera frustum.\"\"\"\n    for image_id, image in reconstruction.images.items():\n        plot_camera_colmap(\n            fig, image, reconstruction.cameras[image.camera_id], **kwargs)\n\n\ndef plot_reconstruction(\n        fig: go.Figure,\n        rec: pycolmap.Reconstruction,\n        max_reproj_error: float = 6.0,\n        color: str = 'rgb(0, 0, 255)',\n        name: Optional[str] = None,\n        min_track_length: int = 2,\n        points: bool = True,\n        cameras: bool = True,\n        cs: float = 1.0):\n    # Filter outliers\n    bbs = rec.compute_bounding_box(0.001, 0.999)\n    # Filter points, use original reproj error here\n    xyzs = [p3D.xyz for _, p3D in rec.points3D.items() if (\n                            (p3D.xyz >= bbs[0]).all() and\n                            (p3D.xyz <= bbs[1]).all() and\n                            p3D.error <= max_reproj_error and\n                            p3D.track.length() >= min_track_length)]\n    if points:\n        plot_points(fig, np.array(xyzs), color=color, ps=1, name=name)\n    if cameras:\n        plot_cameras(fig, rec, color=color, legendgroup=name, size=cs)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/hloc/visualization.py",
    "content": "from matplotlib import cm\nimport random\nimport numpy as np\nimport pickle\nimport pycolmap\n\nfrom .utils.viz import (\n        plot_images, plot_keypoints, plot_matches, cm_RdGn, add_text)\nfrom .utils.io import read_image\n\n\ndef visualize_sfm_2d(reconstruction, image_dir, color_by='visibility',\n                     selected=[], n=1, seed=0, dpi=75):\n    assert image_dir.exists()\n    if not isinstance(reconstruction, pycolmap.Reconstruction):\n        reconstruction = pycolmap.Reconstruction(reconstruction)\n\n    if not selected:\n        image_ids = reconstruction.reg_image_ids()\n        selected = random.Random(seed).sample(\n                image_ids, min(n, len(image_ids)))\n\n    for i in selected:\n        image = reconstruction.images[i]\n        keypoints = np.array([p.xy for p in image.points2D])\n        visible = np.array([p.has_point3D() for p in image.points2D])\n\n        if color_by == 'visibility':\n            color = [(0, 0, 1) if v else (1, 0, 0) for v in visible]\n            text = f'visible: {np.count_nonzero(visible)}/{len(visible)}'\n        elif color_by == 'track_length':\n            tl = np.array([reconstruction.points3D[p.point3D_id].track.length()\n                           if p.has_point3D() else 1 for p in image.points2D])\n            max_, med_ = np.max(tl), np.median(tl[tl > 1])\n            tl = np.log(tl)\n            color = cm.jet(tl / tl.max()).tolist()\n            text = f'max/median track length: {max_}/{med_}'\n        elif color_by == 'depth':\n            p3ids = [p.point3D_id for p in image.points2D if p.has_point3D()]\n            z = np.array([image.transform_to_image(\n                reconstruction.points3D[j].xyz)[-1] for j in p3ids])\n            z -= z.min()\n            color = cm.jet(z / np.percentile(z, 99.9))\n            text = f'visible: {np.count_nonzero(visible)}/{len(visible)}'\n            keypoints = keypoints[visible]\n        else:\n            raise NotImplementedError(f'Coloring not implemented: {color_by}.')\n\n        name = image.name\n        plot_images([read_image(image_dir / name)], dpi=dpi)\n        plot_keypoints([keypoints], colors=[color], ps=4)\n        add_text(0, text)\n        add_text(0, name, pos=(0.01, 0.01), fs=5, lcolor=None, va='bottom')\n\n\ndef visualize_loc(results, image_dir, reconstruction=None, db_image_dir=None,\n                  selected=[], n=1, seed=0, prefix=None, **kwargs):\n    assert image_dir.exists()\n\n    with open(str(results)+'_logs.pkl', 'rb') as f:\n        logs = pickle.load(f)\n\n    if not selected:\n        queries = list(logs['loc'].keys())\n        if prefix:\n            queries = [q for q in queries if q.startswith(prefix)]\n        selected = random.Random(seed).sample(queries, min(n, len(queries)))\n\n    if reconstruction is not None:\n        if not isinstance(reconstruction, pycolmap.Reconstruction):\n            reconstruction = pycolmap.Reconstruction(reconstruction)\n\n    for qname in selected:\n        loc = logs['loc'][qname]\n        visualize_loc_from_log(\n            image_dir, qname, loc, reconstruction, db_image_dir, **kwargs)\n\n\ndef visualize_loc_from_log(image_dir, query_name, loc, reconstruction=None,\n                           db_image_dir=None, top_k_db=2, dpi=75):\n\n    q_image = read_image(image_dir / query_name)\n    if loc.get('covisibility_clustering', False):\n        # select the first, largest cluster if the localization failed\n        loc = loc['log_clusters'][loc['best_cluster'] or 0]\n\n    inliers = np.array(loc['PnP_ret']['inliers'])\n    mkp_q = loc['keypoints_query']\n    n = len(loc['db'])\n    if reconstruction is not None:\n        # for each pair of query keypoint and its matched 3D point,\n        # we need to find its corresponding keypoint in each database image\n        # that observes it. We also count the number of inliers in each.\n        kp_idxs, kp_to_3D_to_db = loc['keypoint_index_to_db']\n        counts = np.zeros(n)\n        dbs_kp_q_db = [[] for _ in range(n)]\n        inliers_dbs = [[] for _ in range(n)]\n        for i, (inl, (p3D_id, db_idxs)) in enumerate(zip(inliers,\n                                                         kp_to_3D_to_db)):\n            track = reconstruction.points3D[p3D_id].track\n            track = {el.image_id: el.point2D_idx for el in track.elements}\n            for db_idx in db_idxs:\n                counts[db_idx] += inl\n                kp_db = track[loc['db'][db_idx]]\n                dbs_kp_q_db[db_idx].append((i, kp_db))\n                inliers_dbs[db_idx].append(inl)\n    else:\n        # for inloc the database keypoints are already in the logs\n        assert 'keypoints_db' in loc\n        assert 'indices_db' in loc\n        counts = np.array([\n            np.sum(loc['indices_db'][inliers] == i) for i in range(n)])\n\n    # display the database images with the most inlier matches\n    db_sort = np.argsort(-counts)\n    for db_idx in db_sort[:top_k_db]:\n        if reconstruction is not None:\n            db = reconstruction.images[loc['db'][db_idx]]\n            db_name = db.name\n            db_kp_q_db = np.array(dbs_kp_q_db[db_idx])\n            kp_q = mkp_q[db_kp_q_db[:, 0]]\n            kp_db = np.array([db.points2D[i].xy for i in db_kp_q_db[:, 1]])\n            inliers_db = inliers_dbs[db_idx]\n        else:\n            db_name = loc['db'][db_idx]\n            kp_q = mkp_q[loc['indices_db'] == db_idx]\n            kp_db = loc['keypoints_db'][loc['indices_db'] == db_idx]\n            inliers_db = inliers[loc['indices_db'] == db_idx]\n\n        db_image = read_image((db_image_dir or image_dir) / db_name)\n        color = cm_RdGn(inliers_db).tolist()\n        text = f'inliers: {sum(inliers_db)}/{len(inliers_db)}'\n\n        plot_images([q_image, db_image], dpi=dpi)\n        plot_matches(kp_q, kp_db, color, a=0.1)\n        add_text(0, text)\n        opts = dict(pos=(0.01, 0.01), fs=5, lcolor=None, va='bottom')\n        add_text(0, query_name, **opts)\n        add_text(1, db_name, **opts)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/pairs/aachen/pairs-db-covis20.txt",
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  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/pipeline_Aachen.ipynb",
    "content": "{\n \"cells\": [\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 1,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"%load_ext autoreload\\n\",\n    \"%autoreload 2\\n\",\n    \"\\n\",\n    \"from pathlib import Path\\n\",\n    \"from pprint import pformat\\n\",\n    \"\\n\",\n    \"from hloc import extract_features, match_features, pairs_from_covisibility, pairs_from_retrieval\\n\",\n    \"from hloc import colmap_from_nvm, triangulation, localize_sfm, visualization\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"# Pipeline for outdoor day-night visual localization\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Setup\\n\",\n    \"Here we declare the paths to the dataset, the reconstruction and localization outputs, and we choose the feature extractor and the matcher. You only need to download the [Aachen Day-Night dataset](https://www.visuallocalization.net/datasets/) and put it in `datasets/aachen/`, or change the path.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 5,\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Configs for feature extractors:\\n\",\n      \"{'d2net-ss': {'model': {'multiscale': False, 'name': 'd2net'},\\n\",\n      \"              'output': 'feats-d2net-ss',\\n\",\n      \"              'preprocessing': {'grayscale': False, 'resize_max': 1600}},\\n\",\n      \" 'dir': {'model': {'name': 'dir'},\\n\",\n      \"         'output': 'global-feats-dir',\\n\",\n      \"         'preprocessing': {'resize_max': 1024}},\\n\",\n      \" 'netvlad': {'model': {'name': 'netvlad'},\\n\",\n      \"             'output': 'global-feats-netvlad',\\n\",\n      \"             'preprocessing': {'resize_max': 1024}},\\n\",\n      \" 'r2d2': {'model': {'max_keypoints': 5000, 'name': 'r2d2'},\\n\",\n      \"          'output': 'feats-r2d2-n5000-r1024',\\n\",\n      \"          'preprocessing': {'grayscale': False, 'resize_max': 1024}},\\n\",\n      \" 'sift': {'model': {'name': 'sift'},\\n\",\n      \"          'output': 'feats-sift',\\n\",\n      \"          'preprocessing': {'grayscale': True, 'resize_max': 1600}},\\n\",\n      \" 'superpoint_aachen': {'model': {'max_keypoints': 4096,\\n\",\n      \"                                 'name': 'superpoint',\\n\",\n      \"                                 'nms_radius': 3},\\n\",\n      \"                       'output': 'feats-superpoint-n4096-r1024',\\n\",\n      \"                       'preprocessing': {'grayscale': True,\\n\",\n      \"                                         'resize_max': 1024}},\\n\",\n      \" 'superpoint_inloc': {'model': {'max_keypoints': 4096,\\n\",\n      \"                                'name': 'superpoint',\\n\",\n      \"                                'nms_radius': 4},\\n\",\n      \"                      'output': 'feats-superpoint-n4096-r1600',\\n\",\n      \"                      'preprocessing': {'grayscale': True, 'resize_max': 1600}},\\n\",\n      \" 'superpoint_max': {'model': {'max_keypoints': 4096,\\n\",\n      \"                              'name': 'superpoint',\\n\",\n      \"                              'nms_radius': 3},\\n\",\n      \"                    'output': 'feats-superpoint-n4096-rmax1600',\\n\",\n      \"                    'preprocessing': {'grayscale': True,\\n\",\n      \"                                      'resize_force': True,\\n\",\n      \"                                      'resize_max': 1600}}}\\n\",\n      \"Configs for feature matchers:\\n\",\n      \"{'NN-mutual': {'model': {'do_mutual_check': True, 'name': 'nearest_neighbor'},\\n\",\n      \"               'output': 'matches-NN-mutual'},\\n\",\n      \" 'NN-ratio': {'model': {'do_mutual_check': True,\\n\",\n      \"                        'name': 'nearest_neighbor',\\n\",\n      \"                        'ratio_threshold': 0.8},\\n\",\n      \"              'output': 'matches-NN-mutual-ratio.8'},\\n\",\n      \" 'NN-superpoint': {'model': {'distance_threshold': 0.7,\\n\",\n      \"                             'do_mutual_check': True,\\n\",\n      \"                             'name': 'nearest_neighbor'},\\n\",\n      \"                   'output': 'matches-NN-mutual-dist.7'},\\n\",\n      \" 'superglue': {'model': {'name': 'superglue',\\n\",\n      \"                         'sinkhorn_iterations': 50,\\n\",\n      \"                         'weights': 'outdoor'},\\n\",\n      \"               'output': 'matches-superglue'}}\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"dataset = Path('datasets/aachen/')  # change this if your dataset is somewhere else\\n\",\n    \"images = dataset / 'images/images_upright/'\\n\",\n    \"\\n\",\n    \"outputs = Path('outputs/aachen/')  # where everything will be saved\\n\",\n    \"sfm_pairs = outputs / 'pairs-db-covis20.txt'  # top 20 most covisible in SIFT model\\n\",\n    \"loc_pairs = outputs / 'pairs-query-netvlad20.txt'  # top 20 retrieved by NetVLAD\\n\",\n    \"reference_sfm = outputs / 'sfm_superpoint+superglue'  # the SfM model we will build\\n\",\n    \"results = outputs / 'Aachen_hloc_superpoint+superglue_netvlad20.txt'  # the result file\\n\",\n    \"\\n\",\n    \"# list the standard configurations available\\n\",\n    \"print(f'Configs for feature extractors:\\\\n{pformat(extract_features.confs)}')\\n\",\n    \"print(f'Configs for feature matchers:\\\\n{pformat(match_features.confs)}')\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 3,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"# pick one of the configurations for image retrieval, local feature extraction, and matching\\n\",\n    \"# you can also simply write your own here!\\n\",\n    \"retrieval_conf = extract_features.confs['netvlad']\\n\",\n    \"feature_conf = extract_features.confs['superpoint_aachen']\\n\",\n    \"matcher_conf = match_features.confs['superglue']\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Extract local features for database and query images\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"features = extract_features.main(feature_conf, images, outputs)\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"The function returns the path of the file in which all the extracted features are stored.\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Generate pairs for the SfM reconstruction\\n\",\n    \"Instead of matching all database images exhaustively, we exploit the existing SIFT model to find which image pairs are the most covisible. We first convert the SIFT model from the NVM to the COLMAP format, and then do a covisiblity search, selecting the top 20 most covisibile neighbors for each image.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"colmap_from_nvm.main(\\n\",\n    \"    dataset / '3D-models/aachen_cvpr2018_db.nvm',\\n\",\n    \"    dataset / '3D-models/database_intrinsics.txt',\\n\",\n    \"    dataset / 'aachen.db',\\n\",\n    \"    outputs / 'sfm_sift')\\n\",\n    \"\\n\",\n    \"pairs_from_covisibility.main(\\n\",\n    \"    outputs / 'sfm_sift', sfm_pairs, num_matched=20)\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Match the database images\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"sfm_matches = match_features.main(matcher_conf, sfm_pairs, feature_conf['output'], outputs)\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"The function returns the path of the file in which all the computed matches are stored.\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Triangulate a new SfM model from the given poses\\n\",\n    \"We triangulate the sparse 3D pointcloud given the matches and the reference poses stored in the SIFT COLMAP model.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"reconstruction = triangulation.main(\\n\",\n    \"    reference_sfm,\\n\",\n    \"    outputs / 'sfm_sift',\\n\",\n    \"    images,\\n\",\n    \"    sfm_pairs,\\n\",\n    \"    features,\\n\",\n    \"    sfm_matches)\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Find image pairs via image retrieval\\n\",\n    \"We extract global descriptors with NetVLAD and find for each image the $k$ most similar ones. A larger $k$ improves the robustness of the localization for difficult queries but makes the matching more expensive. Using $k{=}10{-}20$ is generally a good tradeoff but $k{=}50$ gives the best results for the Aachen Day-Night dataset.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"global_descriptors = extract_features.main(retrieval_conf, images, outputs)\\n\",\n    \"pairs_from_retrieval.main(global_descriptors, loc_pairs, num_matched=20, db_prefix=\\\"db\\\", query_prefix=\\\"query\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Match the query images\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"loc_matches = match_features.main(matcher_conf, loc_pairs, feature_conf['output'], outputs)\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Localize!\\n\",\n    \"Perform hierarchical localization using the precomputed retrieval and matches. The file `Aachen_hloc_superpoint+superglue_netvlad50.txt` will contain the estimated query poses. Have a look at `Aachen_hloc_superpoint+superglue_netvlad50.txt_logs.pkl` to analyze some statistics and find failure cases.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"localize_sfm.main(\\n\",\n    \"    reconstruction,\\n\",\n    \"    dataset / 'queries/*_time_queries_with_intrinsics.txt',\\n\",\n    \"    loc_pairs,\\n\",\n    \"    features,\\n\",\n    \"    loc_matches,\\n\",\n    \"    results,\\n\",\n    \"    covisibility_clustering=False)  # not required with SuperPoint+SuperGlue\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Visualizing the SfM model\\n\",\n    \"We visualize some of the database images with their detected keypoints.\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"Color the keypoints by track length: red keypoints are observed many times, blue keypoints few.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 22,\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"data\": {\n      \"image/png\": 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\\n\",\n      \"text/plain\": [\n       \"<Figure size 506.092x337.5 with 1 Axes>\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"visualization.visualize_sfm_2d(reconstruction, images, n=1, color_by='track_length')\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"Color the keypoints by visibility: blue if sucessfully triangulated, red if never matched.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"visualization.visualize_sfm_2d(reconstruction, images, n=1, color_by='visibility')\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"Color the keypoints by triangulated depth: red keypoints are far away, blue keypoints are closer.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 20,\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"data\": {\n      \"image/png\": \"iVBORw0KGgoAAAANSUhEUgAAAfkAAAFWCAYAAABq/OTfAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjUuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/YYfK9AAAACXBIWXMAAAuJAAALiQE3ycutAAEAAElEQVR4nOydd5xdVbn+v2utXU6b3jKZNEgjCQkdgVCliCCCiIWfXEC8IF4sIDawX/sVEUVQEQQsV0W8gqKASBEB6S1ACAnJpM9k+qm7rbV+f+wzQ6Ig6MUL0Xk+ZDKc7HP23mvts971vu/zPq+w1jKJSUxiEpOYxCT++SBf6QuYxCQmMYlJTGIS/xhMGvlJTGISk5jEJP5JMWnkJzGJSUxiEpP4J8WkkZ/EJCYxiUlM4p8Uk0Z+EpOYxCQmMYl/Ukwa+UlMYhKTmMQk/knhvIRjJmvsJjGJSWABi0VgwUItSbj5ttt59KHHGRsYpiGbw5EKay04CiEFQiocz8X3fcJyjeGRYSo6JttYoKWpiTmL5nDQXnvR1dqGgPofkf7yL4jxkmaLZfPK9Vx9xZVUdZm855DxfXzfxfM9/KyP53tYAcJ1MFLiWofhzQPcc9/94CoyGZ+MI5HWYrQlMZZMIU/blB7cTAteg09XY46hUoUoLtKkqljRTJEMu8ydQlipsKFvjI4p7eS8HFIlYCKsAWsN1hqUFJhEo6OEVas2sGbzFoTvMmPH2bQ2teAIh5HREsJzGC0P09neSndrI7VyhYqV7Lx4N9qzeVqam8jmMkghEOJfdPJfIp57RtKf4wZaCfm8A/dSjPwkJjGJScBWi0sYx9x73wM8/sjjlIdHaWluptDYSKwTYmMw1gACK8AKibXgNBRo9T0KlQrFYpGhIMTYmKnNrXS9pm3Crlv+ZW38BASgHEVjU4E5O8yhoZCnGgYUq2WKtTIjYUA0NkoYRlhj6ejsoLO9Ayefoau9BcdT5HIZcoU82UyWjOfjZ7I4nk/iWEZHQro6c3TkXQg9Voxm0Z5mRoci5zi0N7lsLEEliHHLFWxeUMh7SOlhTIKUDlJarDUIJZBSI7HkHZdsYyNthQJDW/pZ07eZaT1TSYarPL1yFZu6WxFLFqDCGKMytDY30dXciqPk5KT/nRD8dU/8H2bkq9Uqjz76KPl8niVLlryk3dmKFSsYGhpiwYIFtLS00N/fz7PPPsuUKVPYcccdX/B9fX19rF69mqlTpzJr1qyX8S4mMYlJbA1hQVvLA/c/wP1/up/qSInOtlZyhQLlakCQaEZLJSqVCkZrPM+jpbmZJJNFW4NwFdm2JgrNjdgwpFgsMdg/kHonou7LTy72gMDxXHI5H+V7lCPN6lW9VMsVojjCSEGcJERRTD6bJedkEQiyhRzT58zE8RzyuRxeJovrZ/A9H4skjGLiaoA2mrFqwOzpzTgk+L6iWhN0teUoRw6PrxliuJhQ04o2wFMShEAKBysE1miSJMEYjUWD1RQasvT4GbxcDh2FbOofIChWGXWGiKOYfKYRUTFUh4o0tjSish5IUI6cnPK/A6lxFxO/vxD+YUb+0EMPZWxsjJGREc477zze//73/9Xjb7jhBk455RSmTZvGwMAATzzxBPPnz2fmzJn09vby+9//nr322usv3jc8PMz8+fOZNWsWq1ev5p577mHx4sUv672sXLmSH/7wh9x6660888wzWGtZvHgxJ5xwAqeffjqe521z7Je//GXuvfde+vr66O7uZt999+W8886b2KhcddVV/OAHP+D51AZnz57Nt7/9bVzXnXjt8ccf54ILLuD222+nVCoxbdo0DjroIM477zymTZs2cdxvf/tbLrzwQpRSHH300Tz99NM8+OCD9Pb2Yoxh5syZHHnkkZxzzjm0t7cDEMcxf/jDH3jwwQd56KGHGBwcJJ/P86Uvfel5x3HlypVccMEF3HzzzYyOjtLd3c3SpUv56Ec/yty5c7c5NkkSzjnnHJ544gkA/u3f/o3TTjvtfzETk3jlYREP3oK7ppewUqO7vQtVcBkdK5LxczR5eZRRdOabcR0H5ThYJZG+S1QLGNzcR8kTNLa30FTIoaKAwdFh4iRBOW66i7DUDf6/Isb9MovjOggpKI2NIoRDQyaHDWOwMDw2hgUcR9HS0oh064bY8/BzOYTrIr0sXiaLchyMkCTaEIQRWIvwHNYPB+iVw8yb1kLr1BrdusDaLQNUQ0s5FEirmNnVza4LprOlf4BipYrruQgLQgoQEqVARxqjNYWGPDKxJMDw8AiuUTQU2nAcD4FHc1crSmocx8NTigSoRbV6wHn8vv9V5/2lQyAmgvQv5sXDP5B4t2rVKn7729/y/ve/n1WrVr2k448//ngee+wx+vr6WLNmDfl8nscee4yDDjqIZ5999nnft3HjRtrb23nsscfYZ599WL169ct6H2vWrGGvvfZiYGCA8847j/vvv5+HHnqId7/73VxzzTUccsghVKtVgImNSEdHB1dccQUPP/wwl19+Oc3Nzeyxxx784Q9/AODTn/40b3/72zn33HP/4s8dd9zBgw8+OHH+z372sxx88MHMnDmTm2++mSeeeIJvf/vbDA0N8elPf3qbaz3nnHM45phjaGtr4wMf+AD5fJ4vfvGL3HfffTz44INccMEFrFu3jkWLFvH0008D8K53vYuzzz6b3t5eXve613HuuefS1tbGlVde+Rdjcckll7DnnnuSz+f51a9+xZNPPsmVV16JUoqzzz77L46/6KKLuP/++zn33HM56aST+OQnP/lyTcskXikMb0J+7Cj2+J//pL21Fa8xS3/fEEkUI6xAY2mZ2k7Fh/aRx5hlNjKtZxo7TJlOd/d0Zs+dR2u+mcqWUSrFKq5yqI1V0rDz5Po+AYtAuS4WibCCIElwCnl6pk+nXA0weAjloRyX1uZmmgoFmhpz5HIZosRgcNBWEsWpYQ+CgFq1itEWJRXNuTwNiUtt1LB6Q8jAmEtJZ2hvm8bsGTPYd7eFvPaAxbxm6WIaO9qRriKJY4IgJKgFVKOQyBi0BmPBChccByR4SuFIgZfJkW9sTiMJWZ9CIU9DNoMQkpk7bmaXnbbgOz7PGfbJKM5LhdhqoMa5LC+Ef5gnn8lk+PGPf8yDDz74Fx5etVqlWCzS0tKC7/sTxy9fvpzvfOc7KKVwnL+8tGKxiLWWpqaml3wdWmuGh4fJZrMUCoW/+T7Wr1/PnDlz+PrXv87111/PN7/5TVzX5eSTT+b222/n9a9/Pd/61rf48Ic/zAc+8AEuu+wyjjvuOC644AKWLVvGrrvuyhe/+EWWLFnCOeecw0MPPUSSJBx88MGEYcjdd9+9zfmiKJq495/97GdceeWVLFu2DCEEV1xxBZs2bWL+/PksWrRowkMGePrppxkaGuK9730vP//5zwE4+OCDWbFiBb/61a8QQnDooYfywx/+kM997nN89KMf5frrr2flypVcdNFFHHjggSxbtow99tiDZcuWsXnz5m2u67bbbuMzn/kM999/P21tbXz/+99n9erV7LjjjttsGsbxzDPP8OlPf5oHHniAWbNm0dfXR5Ikf/P4T+JVhpYp8JZziBqmkAtzrO/vR0rB7Fk70NHRRS2IeeypZRQ3rOXUdZcTSZd4WTelKQt4LNPNE1GOhp32wyvmaMjkGKuMUA0DSqUyjfl8eo5/0YXebvWLEOAohVKSciVg08gY++/2FJncvqxZ20KLyuDncjhKk8nkkEAcRURxgtYaTwqok9g8z2XcFCRxQK6lidk7ziMKEnzXw8s4aCVAWhIdk8QxVhsSTzBTvBmTCCrhf5IYjSPAdRwSm4BJUzdaCmJPUo0MRiha27rwRY443oJRYHSCJkGaKo6Calhh7q6fQwjDlo1HAp31G/8Xnfi/EfZFffdt8TcZ+SAIOOqoo3jsscfo6uriF7/4BQsWLACgt7eXN77xjWzcuJH58+ejlOITn/gEAFdeeSVaay655BIuuugient7yefzVCoVdt55Zz70oQ+xePFi7r777gmjl81mtzn3iSeeiOM4CCHYdddd+dznPsfrXve6F7zWjRs3csEFF3D11VdTq9WI43girHzUUUcBaej5xhtvRAjBG97wBnbYYYe/+JympibWrFnDrFmzmDNnDocffjhjY2MsXbqUJ598ko997GO8973v5U1vehMDAwO89a1v5atf/So///nPOfPMM/nWt75FNpvlrLPO4n3vex8bNmyY+Ozf//73XHrppeyzzz4Tr5122mnsscceWGv55Cc/yaWXXooxhl122YVjjjmGnXfemQceeICbb76Zr3zlKxPvu/7663nDG97A0NAQDz/8MKeffjpnnnkm+++/P4sXLyaOY0477TSuuuoq3v/+99Pa2koYhuy4446cccYZbNy4kSiKnjeFAGn04atf/SpdXV0sXLiQpUuXsvfee/PUU0/x29/+lg9+8IMTxxpjeNe73sV5553H6OgoN954I7vtttsLztUktiNIhX3PBfhxQuF/foU3NIyTUex97wXMKvdy0xu+w0hxjFC6/Kr1AJxsltcN3IUZfpbXj93EXGcKF/vd7DhzB3RiaagUeU3fAxRKhyO6u17pu3vFYbBYUc+0CoFEMjZaokE9yet3/in9Yw8yusdFjBarYGMiHVGKK7Rl83i+SxQlOMohCiMwgNHESTJhGHKZIjt13oKbez9+oYM4CRgcG2CwWGJkbJShwUFMFNHV3obvCObsth6MZGB0C0IqAg1xLSas1QiCGkkSYyKNkoq5c5/kwCN+xcjAfzG8dnfWrVtLFIQgwGqNsi4Gh1y2mYHNZ5LPOBjjbGWyJsP1/wj8TUa+Uqlw9913c9999/GDH/yACy+8kO9973sAXHzxxeyzzz6cffbZ7L333lQqFe644w5uuOEGHnnkEVauXMlNN93ElVdeyb777ovneVSrVW6++WZOOOEEvva1r/HWt76VL3zhC8ybN49yuTxx3vb2dn75y19yzDHHYK3lJz/5CSeddBKXXnopO+20019c5+rVq9l///154xvfyB//+EcWLVpErVbjmmuu4bTTTuOLX/wip512Gu94xzuYPn06SZJw7bXXToTTt8aSJUv4/ve/T09PD3vuuefE6/feey+PPPIIixYtYmBgACmfy3xs2rSJPfbYg1NPPZW7776bjRs3olRaWvTnBMRVq1ahlGLPPffkHe94B0ceeSRCCFasWMHw8DCve93rOOeccxgZGeHuu+9m2bJlHHvssVxwwQV0d3dPfM51113HRz7yEX79619zyCGHcNlllwEQhiHlcpmxsTFuvvlm1qxZw8EHHwyAEILLLruMJ554gmnTpm2T398ag4ODPPDAA9x4441cdNFFbN68mUcffZQVK1Zw1FFHcd99921DePz2t79NuVzmnHPOYe+99/6LtMIktk+kuUAQWBxHMb2nh82btzBaLuLFNVQSQpJgEo3BcHPbvuTyOezRH0B5Pu7//CePxi3Uxkp40mH6jB46H/8lez5yHfb382Del/mXXuRtPX9qwEiwAqLYgBGs2dzObY8fyIxGy/pnrqF1Sp4TX/NdfvmHvbln9X60Nheo1ioQW6QQJMYSxTFWJyjXRTgOnqOY330bCzp+xeoxj7WlkxgdHGR0cJgNvWvpXdOLFYIpM3rIOgolBD/+/XnE1hCGI8hYkySGOEkIKxWMMRgpmD1/JfmmKtZvQjkxvpvgeC6NhTzxWICf9cllMhRHRqhUS3RM7aI4+GYSv4DN6LRq41+Wg/G3Y2sb8lK6yP5NRr6trY19992XRx55hLPOOovdd999Inz94x//mBtvvJHly5czd+5cNmzYwMyZM2ltbWX16tVceeWVE8Z+//33Z2BggOnTp3PggQdOhNEbGxuZM2fOX1z8BRdcwGWXXcZHP/pRFi1axDe/+U1++ctfctxxx3HTTTf9xXWeeeaZnHnmmXzkIx/hE5/4BL/73e+YMmUKF154ITfddBMHHnggb3vb2xgaGuKKK66gVqu9ICFMCMGxxx67zWuPP/44Tz75JHvttRd33XUX8+bNY9asWeTzea677jre8573cMwxx5DJZFiwYAE33HADP/nJT5gyZQo9PT0T93bMMcdwyCGHkCQJt912G+9///vZZ599uOqqq/jd737HEUccgVKKZ599lssvv5w999yTgYEBfvSjH7HLLrtw2223sfPOO9PX18djjz3GEUccwYknnjhxvRs3bmSXXXahUqmQz+c54IADOOWUU7j44os5+OCD8TwPz/N4zWteM8EreD7cdttt7L///hQKBZ588kkuvvhi9t9/f8bGxvjpT3/Kbrvtxg033MDSpUvp7e3l/PPP5w9/+AMXXHABTz311N/whE3i1Y4Joo+AWbNmsaZ3PWPlMX6zy3tYtHARtdEAYw3CCmw9YZv4ebRS3NR6CCPDw2RJjZjxJSsWH8aSBbPxjn9PPaBstzrTvx4sEOuYoBoS9m9mUXc3O7RModnPMzxiee2USzh8di+3rl0KQMbLkXELDPSPMGNqB0IYdJKgFbhKksvnCaOISqVCrqONZ/oPAqt5ctMiisEKoijGJIbG9iZ2btgZRzgIRxEUayTWkgQJYRzT3NhIZWiMsk6IrWZ6Vzfl0VFExuPwE/6Elynxw++ewzO999DstJHNV2lra2dgsI8oMrS3NjPUn1AoFNBxQhKESC9PYgxmayM/afBfdvzNOfl///d/53vf+x7vfOc7WbJkCddddx2NjY10dXWx22678alPfYozzjiDT33qUxPvGRgYQCnF7Nmz+ehHP8rq1av54Ac/yPTp07nlllsmwvovhHvvvZeLL76Y//7v/+bqq6/m7LPP5tprr2XatGnccccd2xy7ceNG7rnnHn75y1/y6U9/mq997Wu84x3v4NZbb+Utb3kLy5cvZ/Hixdx4443kcjmuuuoq4jgmP54PfBFs2rSJ4447jv/6r/+iubmZz3zmM3zkIx9BKcX73/9+3v72t/P973+fFStWEIYhvu9z9dVXc/rpp/PNb34TIQRhGNLb28vKlSvZuHEj06dP593vfjdnnXUWBx10EN/73vfYvHnzhHd8+eWXc//993PFFVew5557ctVVV3HxxRdz2mmncf/99/PrX/+aQw89FCEEt95664QX/8QTT7DTTjtx1113TVz/N77xDc4///yJvP1LwdbXcuGFF04Q7nbaaScuueQSDj74YE466SRWrVrF6aefzvve9z583+drX/vaRDpnEv88EIBNEpqSIn7ORyhQjoNws2hTxZp6uNmCFBIpJdoYMBoJSJm+JqTEtnRRO/JEvKbG+qf/C4dsdQmRVEniAm4S0rhufzp6OhiYfit9vx9j09iO3Pz00awemkspmckP7z6SzX1DtDS5uBKkNXUhIUFsNA4upbBGEmqqScTm/s0EtRqPrtqTOBwBRnClIu9lUdJgjaYa1fC8LMoIKmPr6JraRVZ0snlkC92zphKWahSDGrmmBnKeS80kPHHfaYSVNcTVPEHZIJpBeD5KejTlPCIREwURXjZLaDTFagXrKHAdtLWE1qCsQIhxJvi/6Pz/g/A3s+vf9KY38eijj7J69WpOOeUUrr76aq666ipOOeUU+vv7ue2223j729++zXumTp2K1pply5bxzW9+k/e85z3ccMMNnHHGGcRxzEknnfRXz3nDDTdMGMAvfvGL3HDDDQAcdthh/PGPf9zm2FtvvZVDDjlkwmi/7W1vQ2vNwQcfzK677kqtVuPAAw/k4Ycf5tJLLyUIAowxXHTRRS967/39/Rx22GG8/e1v5/TTT+dd73oXM2fO5KSTTqJWq3HRRRdx0UUX8YY3vIFPfOITvP3tb+dTn/oUb37zm/nqV7/KBRdcQBiGHHroobz5zW+euPYbbriBxYsXE4Yhn/rUp/j2t7+NtRalFAAPPvggp59++sSm4pJLLuHMM89k9erVPP3001x//fUce+yx/O53v2PJkiVMmTIFgBkzZrBs2TL2339/jjrqKL70pS/xnve8h4suuohPfepTL5kIZ4yZuJa1a9dy/PHH09DQwCWXXMJnPvMZ3va2t+E4Du985zvZtGkTn/jEJ/j3f/93DjjgADKZzMTnBEHALbfcMknA214xIUkn4OIPkDltJ9rWP47nuigpsYA2Jo1UyfSPdARCWIwxCENq+KVACYGwlqnd3TQ2Nryy9/Vqwd0Hwm1zyHgBmYYmyO0AuTlIV+E6Dq7yebz/MEK5E40tzWSbW/DyedxsDieTo9DaRkdXN1ILBjb088yza1i+ajWretexfmM/A32DbFi9gUx5OaV1wwT9y+kqKPJOH+WxTUxplbzhgGuZ2fE4HW1NvP+DP+Wkk79OodUn21hA+T5exsfP+EhHEemEYrXM4JYFPPbgjoRJShrW1iKlwMl4xEiMdAmSVBzJEQpHCEaLozy7eR3PrF7FHQ/dz8biKFgxrqc4iZcI8RIUAv9mTz6fz3PCCSdw9dVXc+6553L22WdjreWSSy7hhz/8IUcffTQtLS3bnsRx+NKXvsQRRxzBxz/+cc444ww+97nPMTg4yGc/+1kOO+wwTj755Bc85+Dg4EQ+vLOzkyiKKJVKtLa2UiqVtjl2ZGRkoh792GOPJYqibf79vvvuY8uWLbS0tHDAAQdwwAEHvKT7HhgY4NBDD+XII4/ki1/8Iu9+97tZtWoVt9xyC1JKbrrpJnp6ejjzzDM59dRT2bhxI+94xzv4wQ9+QH9/P9/97ne5+uqrue222/jZz34GbJtbef3rX88vfvEL3vnOd3Lcccdx/PHHs3HjRgB++ctf8pGPfIQPfehDLFq0iMsvv5yzzjqLAw44gNtvv53bbruNK664go997GPbpBYWLFjAfffdx7p16xgeHuaCCy6gXC7zhS98gYsvvpiHH36Yvffe+0Xvva2tjf7+fiDN/b/73e/m85//PIceeigf+MAH+M///E9e+9rXctlll3HjjTfy4IMP0tDQgNaazs5Ouru7yeVy7LvvvrznPe/h/e9//4vqJkziVY5ZizBT51DNt5CrgisdpJBgLMqCtAKJwBGp8U+SBG0NSItyJFJJrLX09HTXo7OTYVqadgeVQ6gsQrnwmvuwgDc0SlNjA07OZ0P/EPgeNWHYODzASFAkjBMWNm5i12lXUoo/wsamNp5+ciV+83qk3oFNa0s0d7WRzxbYfbc7OOHQP3HXU0ex916/oxr+iVzDAL1rp7Jh3VHsuutK8lnFk71HsWnTFBqaJNpKSsUSU6b2UNFlBocG6ZjSSagNhDE+ksZ8AXI+URRS80Mq5QplHaEdj8TEjFYrVKKQOKihh4fZuHkLUgmaG9eyqq+bme/pYXpDy6QT/w/A31VCd+qpp3LyySfz2c9+lje+8Y2USiU6Ozu5+uqr+fKXv/y87znttNOYM2cO3/3udznvvPPo7u7mYx/7GBdffDG77747t99+O9OnT3/e906dOnWiTr63t5dCoUBDQwObN2+mra2NtWvXThzb3t4+YRzPOecc7r///m0Ic7quwvWd73yH0dFR7rnnHoQQLF26lMbGRp4PQ0NDHHbYYRx66KFceOGFvO997+P+++/ntttum3jPmjVrWLRoEZB63pdeeikHHngg06ZN4yMf+QgAixYtYs2aNQwMDNDa2rpNmaDneWitJ3Zme+2110RIfWtP2nEctNZAukm4+eab2XXXXWlvb+eGG26YONfAwAANDQ3stNNOE+TEarXKL37xCwB22GGHiXF6Mey99958+MMfnriW8et2HAdjDMAE8bCzs5Pdd9/9ebkSN910E5/+9Kdf8nkn8eqEBXjTWRRf+2+Ufn87MurHy2SwShAZjZUScFP9etcnSSCONMpKdmzu5DULu2nNDzNgu8hk/Oc0u7Z24f4FF3ux6xVpSnrr17Bk5Arm79RMmEhKA3/gmXUhJx58E7c/tBMbV8zASMUbd3+SVv9ucB5hl92PY2TkDv79//2Gdf278LPrTyRSlqaGLBELGCz1Ugrnsn7z02g5k1xtNatWtlEp7cWv/ns9m4uzmTk/x//89Fha5kxnSs4l52exUtFUaCRsDRGOotDeQtKQZVSHyKYcQRxx/0MPYBNBpVikPFZkdGiQOKjSWKjQ3WUpFqfSUmggpzLsfPB9LD7gbh644410tLRNlsn/L/DXvPm/y8jvv//+SCm5/fbbOfXUUykWizz00EMMDAxwxBFH/MXxg4OD9PT04Ps+J598MscffzxXX301n//85yeM//Lly1/QyJ944oksXbqUGTNmcO2113LiiScCcOONN/KhD32Ihx9+eOLYI444gg984AMTNeMf+9jHOPHEE+ns7OSJJ57gRz/6EeVyma6uLo477rhUftMYOjs7ufHGG//i3LVajcMPP5ylS5fyjW98gw9+8IN861vf4rDDDuM//uM/ADjqqKPo7u6eSCPsu+++fPKTn+TEE0/khz/8Ifvttx+QMum7u7uZPn067e3tnHDCCfT09PDYY4/xpz/9ie9+97v8/ve/Z+7cuRxyyCGsWrWKTZs2cdRRR/HBD34Qay2XX345p512GnEc88c//pFZs2ZxwgkncM8999DS0sJOO+3E2rVrWbhwIa7r8ta3vpW5c+cyNDTEVVddxWc+8xmiKOKJJ55g9uzZ9Pb28oUvfIHR0dFt7vumm26aGPezzjoLgMcee4yjjjqKN7/5zbS1tXHNNdfw+te/HkjJeQsXLmSPPfb4izH82c9+xp577sns2bPxfZ9rr732rz5fk3gFYJ9reLHNi8DzLb0W0PUmJZlMlvkdOUrP3EUx7KC9tQOsQCiJl82wYd1GtDbssmQJu+6+Cwuffjt+3yM8OPeXKLFjvenN+Hn+tZd58Wd7HcJ1uOuXMkXMIbKdnLz0Lq6/b18WzVxPudLEU6tmEeiYp/rewg47nYR2DsN6EbVkKivXz2Ak3gPtCowjaGhtZG7n/Wyp9LBlbBdu/aHLot12odo/xPq1vexzcDP9fQehGjKErsPMOXNxm3M4jkPnjB6KlRJBrUIgDE+teJq4UqNUC1FS0NUxRMaF/nWt7LTzet7w5ke59devwzbNoeA77P+2K2iZsoFHfns+YbUHhIS4SmloI425pTRksxNT/6/9BLz8+LuMvBCCU089lauuuoorr7ySJEk499xz+bd/+7fnFbHp7e2lq6uLK6+8kmuvvZaf/vSntLa2ct555zEyMsLvf/973vzmN7/g+To7O7nmmmu46qqr2HPPPfn4xz/ONddcgzFmmxpzgI6ODo499lg+9KEPceWVV9LS0sIvfvELhoeHmTdvHj/72c8466yzWL16NevXr+e66677q+z62267DcdxuPTSS+nv72fhwoUTZYOQlqidccYZDAwMcOaZZ/LII49w0UUX8fWvf50777yTN7zhDZx99tnce++9PPPMM5xyyikce+yxnH322fzud7+jt7eXnXfema997Wu0tLTw+c9/njPPPJNsNsupp57Kueeey09+8hOq1Sq33nor7373u3nf+97HpZdeyvTp01m9ejXHHXcc3/ve9zj22GMRQrB27VoWLFjAlVdeyQ033MCaNWtoamriRz/6EYcddhgXXXQRO+64I0uWLOH8889ncHCQo48+ekJ34KijjqKjowOA9773vZx00kmceeaZfPjDH+bGG2/ksssu4/rrr+dNb3oT5557Lj//+c+Joojly5cTBME2lRHHH3/8NnOzfv36CQGkSbzasG1fK2stiTHUgphqEBDFqaSq5zr4vk+5EiCVR9fUHmb/8t9pLfaydrcLyXfPACFpamxkx013svCRr/Ls0V/Fmb07TsajOOVYGgvTae7ZCVdKthbntJPUq23hdGIbjqdcm0Fsm6mMVVm2Znf6fzUDqxbT2TxGlAQ4qkDFORTf9XE8RRw1csHVx/C6o47A1SuIMBS8DDvPfhalLKv78ixYMI9cQxbf7cRryzMS1ai1N1Kpltmy+lnGxsYIny0jtcZGmjhMyBdCTv2P2+ldsSP33743DdkmlOdyyjnX4HoRd1/zZebtspaeWf3svKugb2M7hYyitGUvBB0oZxpuxsMkCcHYzqy4a0+aZu6IrxTiX5hz+Y/E3614d/LJJ7No0SKOO+44hBD85Cc/2abO3HVdfve73/HUU0/R2dnJ8uXLuffeeznhhBOYNm0ao6OjPPTQQ5x11lm87W1vY+edd+b666/nuuuuQwhBJpMhCAKuu+46LrzwQo4++mguuOACAL70pS9x6aWX8utf/5pMJkO1WuW6665jYGAA13W55JJLOOKII1i6dOkE099xHNasWcMtt9zC6tWr6erqwnVdbrvtNqIo2kYrfmsYY4jjmOuuuw5gQvN9HEEQoLWmUChw0UUXcdhhh/HBD36Qo48+mne+85309fXxX//1X3zjG9/gW9/6FplMhmXLlrF69eoJj7hYLHLttddy2WWXMWvWrIkIwVe+8hUOPvhgDj74YM4//3y++MUvsmHDBs4888yJ6oFvfetbzJ8/n+uvv35Cira1tZXe3l5uueUWXvva1zJt2jSiKOLBBx/kxBNP5I477uCWW24B0vRFLpebuK8/v08hBMYYzjvvPI488kj22WcfPvGJT/CFL3yB/v5+PvrRj3L11Vdz/fXXI6Ukl8ttMz7ZbJYHHniAkZERPM+bNPCvUjynomUxFkrVKpUHL2eju4TQ68ZxXBzHJdIJSRLjlTaSX3MX7pTXInyPLbu8neKmx3Fm7UQmk8UDWptbmLl+Iw3Dq+i0wwSNBVCS8vz3EToOOWtw3D/33idXesFWJcQyg5n2E0Z715KYhNWDu5BrfJJIzSKfz1Foishkm/B9hUkiImtxHdhpwTzapnaQ8T2mzp3F8nW9bC5X+MHtHyaWEcXRZ5ne+Rjrex1GhyzTOzdwxx9msM+SZ1m/qpug1sq7zridfMHw6/85mcSkpLjWqSP0zBhAyhZWLu8kk82Sy3n0rXktXibAybeyvvckRkcOoDwyi0LOIqRh05ojGNyURQiFthFRbBCORFiQ9VTkv/i0/8MgXkIx/Qse8PWvf53f/va3QCqh+vGPf3zi36688kr++7//m3w+zxe+8AVWr17NNddcw4MPPsjmzZtpampi3rx5nHHGGZxwwgn09fVxzjnnMDQ0xGtf+1o+9rGP8ZGPfIRHH32UwcFB2traePLJJ7HWcvjhh/Pxj3+cnXbaCWst55xzDk8++STTpk3jkksuIZfLEYYhP/3pT/nhD3/I448/TpIkTJ8+nf32249TTz2V17zmNfzsZz/jiiuuQAjBmWeeyZve9Ka/uMdyucx73/vev5pHPuaYYyaIZPfeey+XX345t956KyMjI7S2tnL44Ydz+umns+eeexLHMd/5zne46aabePLJJxkZGaFQKLDffvvxlre8hRNOOGEbYZ0wDLniiiv4zne+w/r16yfC/GeddRYXXXQRSilOPvlkDjnkEDZv3jyRu//Nb37DT3/604nx9jyPhQsXcuSRR3L66afT1tYGwPLlyzn//PO3ER/aGvvvv/+EmE2SJPz4xz/mm9/85kR04Nhjj+W9733vhL7Bn+POO+/kK1/5ClEUcdJJJ3HKKae84DhO4pWDsTb13EfXIn9yEMPZeXSN3spg9xtZs8flgCXRBqzBGMPcG86k89nfsOI15xG7PutmHUcSRcS1Cp3tbTS3NJHN5RA2wR9aTThlPspxUxKeTshvehCvuIGRBccwraOVjJQTaXmB+Jfn4G29LpvEsHbtWsIopH/jRtaseRZjNQ2FBkbHRvFzHvn2DtqnTkVjqBaLbFy3nuHBISqlGjrQbB4YwlGKjLIIq2nJl/jP8/+bkdEGhoa7mLPjKh59/Eh2W3QTm7bszWMrP8x+B56JFCE3/earJIkiiRKiOKS1fYwoakbrDPmGRoTjkGhNGMWEcUI+n8X3JDY2KJG2G9Y21bl3HYWjFFprXM9FCg+no5P9dt+DCXbGv/rk//143oH7Xxn5Sbyy+PCHP8wPfvADAN7xjndw4YUXvsJXNIntFaY2AL/Yg1FnDs3r/8hAx+HoXDtbuo+j3L5/3ehYpLAYY2lYdw8dK64nP/IUzVse5k+v+wHr83OYP3M6TZlsWgctBYnWSCURpBEhay1JkjD7O6/BG+3l6TMfINszl67WBlwh/iIr/6+64I+vy9Za4iTh2fVrKVcqDPb1MToyQmhiImOpFIuE1RJj5SqVWg2lDZ2FTSzccT1dbUV2ntfLdfcfi8nA+kcX0tPVhFKSOInYY8mNFCsdhLqdWdOeYG3fG9l95sVsGD6MgfLrkLJMuVIkCHP42SwSga5VUVIglQNSkRhBLQiJEk2SaCzgZ3wcV+A5Dq7jIoUgjiLiKAZh0vlVily+gE4EoqWVQ/bdl6xMHZR/1Tl/GfC8A/cPa1AziX88vvKVr/DOd74TIQTz589/pS/nnxJ/scPdmv0s/ho17VUKm/748/uqBRX8YIQoE/P7/e7Hei0YoVCOQoQaa3QaYZKpxx9P25/hnqW0rLuDlg23M5idw5wpU2nI57CuJIkN6HRUjDYYY9GmXhUCDB78CQrLbyL3xK0MNU4n0Zqso3Bl2pjF9720Va18IdqfmJDZHYeY+LH9wtbnZ+KnhXvu/hP3PPQAsY4wYURQrRJHERnPI++6nPmWy9JGNElMLWwnyTQwtesRhkZ3IpdJWPLG5TiFIp7elaZMB55SGAT9pTNJEo3GsnzNUnqa76fVXUWUa2P96KFY7RKGBawxmCgtgVSeixWC0FiSxBDFCdboekMdibEWYS3CKoR0QAiMTkV6MhkPKUEbTRgnBGGA42YxOiExFisnG87+IzBp5LdjSClZuHDhK30Zk9gOMdHD20KoNQ+uqTI4/UZUrh2pfGxiEMKSaI21NlWpExZrDVIItIix1lIrdLJk7GrEplGq87+FFgaRgDUmXeCNmfDgNekza4xhZN4b6PzFeTSWr2VowdF4vTdQTQT9HW9CuQqsIeNICjbCa+2goZAnm/FwZGraX9gI/BOYh/rUCICxr9IUb4HBBjo7m2hqacWRimw2g5fxcH1FNusBFhUatHBZU3wHNTuf3sE3o5RANj1N7G5mQ59Dbq4i4zoIDVGc9hgw2pAYw7rRheS8N7FhZDeqQZAKHEmJNhYjJdlMFiUElUqVcqVKEEaMjI6QWEs+X6CpsTlVMRRpv/MwDAmxuI6DMQlYQc7x0bEmjjTGxkTaIkUqrCOUg50so3vZMWnkJzGJF4Ct15U9x/0ef536IrwdLkcCrB2/coN58r8YHkvYXD0c5bUCDjqOsRaUkoxn85SyaXtRIZBSptK1AiIr0cJHZJpSQ64NwkJS13ww1mLrWwpjLUkUoZQiwbL++G8QbllP6OWY9tT5WOmzJn80RiqyuSyzL34/bQ/fzCOf/hVrp8zEcxRNjXna25opZLO4AuQ2Pcy2yxn5M4yHiiw22Ywc+xiLZrXSu/M3ybfkyWV9HNfB1jdc2lju3/Bd0pGwWCNJtGGkNg9jLNII4k0zePzxAYZG+pjRMwUvK7EGdGJIEk0SR4Q61ZC/99nXM1Ys4njDZDyvfjkirbIII0ySNpSpVKo0td7J1Jm93HLTnjQ2tVELavh+lubmZgxgTbo5NNai6nMTEaONxc/kUCrdriXapKJl3laaCZN42TBp5Ccxib+KtIrb2rQrGNSruS1YYbeK128fC1OaWa+LhyYV5GOfoFP4mI43pN3PtMGYGCVl+rtNhZiMMWitMaTeuACUlPiVJ+md8lpGFp5L1lpIDJK0amN8M6R1Kpg0vmGwxmCMZnDWgQy3VnETh2eWfB/l5GhpaWdL/wCJkxC2dBM1thN7DVjrQ/9qmn72dVbvfTLOvD2ZOqWD1kIep24UxXYer9+qvgGLwDjd0PYjHntwPTbjYzyPWLpENp0nhUBrsNadUBUMgwpCgO/7BGGItpaFB1zCzq/fyH3XfwYdw5bKCNJRNDY0Ui6XCGu1ek+BIosX/ZS7753K6pXzaGttobHQQMb3SeqbCOV4RGHA6MgYh73xHjq7h/nNjU0Mjzl42SxZawiKRfxsBqUkUkiUFThKIURarRSFAUI55BsKuK7HYLFKOaxhGhoYL6icxMuHSSM/iUm8IJ5z442wFGs1sp6HpxSWVLp1e8R4iVYsciyfdgl9IwarwQpDokMsGisdjEnNjaqrGkJq4JM4Sr07YIctP2BK7QGeDt9FrbAHVluEBWNS/938mYSbtRZs6nPHcUSSJEip6G85IiVqKUFzUxNbRod56riP4Bx/HhgLGrqfuYPup36Dbp7Gmhl78dTKDTQ35pjZ00ljNoPDn3Eo7PaYp6/zDaxAGEsleQNPrPw5Kl9DeC46tkgl0UmC0brOcxB4vksSx4RBDWMMlXI5fUalYmywHWRCbHKMDY0SBUUc16VUrKBkndtgNQ35x1i8+HGCcJgnnuqmoZAjDCQ2iXG8BCskkogwDKnWAr5/yW74uU088Sg0t27CdT0KPRksKbkym20gn8vhOArHG2Pqwv9my+rd6F+7I0YnVMsJvpdDCZlqMGxfE7XdYNLIT+Lvwjj795+bCftcoF5bGLnrLlYoh7l77EnWc8lls6/s5f0dSO8oDZ/3DQyzrLwQ62SRxpLEEYm1KCWIdUyiDVLJbd5tTILAYuq0t7tazqercQV+457IJPX8bX1ToHWCkOMtRHluDbeghEhbosYxEaLOwLdgFW4mi5Quo6Nl/FwWmTZWo3fXE6lmmhmad1hq7GSGwWJAcfhRdsgN07nwSHwltyFvWUBsJ4leAdiRdRBVCPM7EMUJY1uGKA2PknNaiKOQrOsSRxHGpBETqxOMtRg3be2rRFrRYOsRlGqlxK9/tIjpOxyPlCk/wvVc4lgjSNKYgRBUqyV6n51Cf9++/PEewXBpA4lJmLPjLJSUVMaGaWhsJooNYS2kVKqwZo3P2FgbVguiIGHjhk00NjaweNdR5iy+myf+9EYGh7txPYeOaU/S0vMwOjEUtywiqAV4vk/ezyCNJIrCiUmbJN69vJg08pP4m/ESyi7/OVCPN1trGbv/ftTrjqRxyS6IO+7Eq4sn1Zt7bmeLUppjXbF6LTpRWAlxEgMglcQYmXYKFAJjmOiV4CiXVMKhXhonYIRO3M4daU8SJGBsAlisTcdNbcWB18ZMNLERjgCbluPZJCEMQqyx4HsYaemJl9NbylIT07AYXMelZqE85/UIY1FhiBSppzp/7X/SPXoTT1Z+SM9ub6HR8ybkYbc7tvZ3liKqQ2TO7yfj3kOh+XNMn/JaBqI81UoRi0ZJhRKqzr4X6ERTq4bYel59vPagUqlSq67gbf92A6tXHkLv6r0ZHOzDxlUUabjcz3pYoQiDmDiI+eOdXWwaGAWZsGXLCNl8nh2n9aCkohYEKOmQ6IRqpYYVDi2dPSSxwSY1TKwpjY7SNf1ppsx8lqFNW1i7fApxGLN5zTyMfSdJZR6JlRjhEGsIopgESa0W1FNJ29FcbSeYNPKTeFE8n1G31v5Te/F2q7+FELTutBPB4YdTmjOXdpNMiA7Bq3tRGq9v3/oqtbX0DY7QP1AiMT7GREgJ1oi0SZJMc6lCQBJHWJs2I8JoksQgZMqaRwhMEuM4Thp2FwJjNFKCEArHUZg6O1/X6+W1TvDctLFRFMVYY7FWo6UkjtONRlPwLHs89BamZxfzmxnfxc9kCOMo7UuPTeu8scj687cpsz8qN8a66hQ2P7WaXefPoi3rg0g3YfLVPEF/jl3eDqV+8PNQuR1l/0RP1wKKfTNQUoFO2/YqV5Ev5KlWqoRhCPUqhjiOsdZgLQwNDNPRvYkd5/RhktU888RiOlva6GybTRSGlCtjqZZBLEg01GIDToZsoZkkjvmP9zxGc8sTPHjff5DJ+1SjGEwagYmTmExjE9nmDmSSMNq3iZnTNtPSonn8T4cwuHERYwM7IZVC1qWKh9YtxJgYbcYw1pIRlnwmg4tDWAufq/iYxMuKSSM/ib+KcQNvjJlQ4lt3111YY5h54IGv5KX9w2HT5DVgkY2NtF//K7xymZam57oVyhd896sFtk60S8mDYRgwVq2ysncDYSIxwoKwaV27TTsgCgRC1dvD6gSpHIw2xFGc1kO7LjrRGGvSHLDWRHGMrBvgdMgMYRQBNt0QWZvmmaXF6ATHcTHaoI1OOyvGcd37tozKDra0H0LJaaA4OkZLm4tSCkG6SbA2fRZ1nRS4Knc0qwtvRFjLziu/iHryUUbfeCtNDe3bl4EHOOqCiV9t4T9JOJpNAxtRBNhEEFmD60gSEkZGR1KBGcBVCiHSCIy1gkq5TFgLeeSBDsLgrUzpOJRspoqQ6SbOSomfy1OtVojiNDVTCxNUtsCUpi6SKGTXXW/DzxjuvKNEWIsI44SGfBPWQBxrpJ/FKkFiwS9k+cyn70QI+M6Ve7F25VT8TITvZygUcrhCMjoyCCSgE4xOMI5EG40QDlEUkTBpkP4RmBzTSbwgrLWYJGHlVVfRvnQprTvtBNbyw8MOw1rL+ZUK6gU0/7d3bJU+Tsu/sFTDgHw2iyPldhTFSJMJ2hjGxkrkNv8H7fGTjA3/F9b4SMeAlRidGliDIYkTlErLtISUYAxREiOEwHEc4jA13q12HbPlA1TsKRPtkB3HIQxrafWBtSmr2locR6KTVKs+jiOUcupliBatY4SUxJFBOQ5G+dhswuzqr+iR+zCmDwMJOq7n+K1Akvajj6IYpdLaeyUkbcFTNAYruPepZeyyx4HkXWe7Uix6LrlhQfgIbymO+0scmZBYyOZ8pIA4CSmOjWEEFPIF8oUsQS2kUo2Jw4hKpQIWkjjBd/YjiT2mLBkjs+8faOw9kt67XYZHR4mSgCRJCMKQShAi/AJuvoDr+5z/iaNoaPHpaHXpam2iWCyRRAFhkBCEmkp5mGhwkCSOiMOQP97VQVNjARKHYmmMfJPB9XziJMLWxXAsCpMo4liBsYRRiAKSSgVtDQi1PUzTdoVJIz+Jv4oNN97IXWecwYxjjuGw664DITjos58FY5DP03HwnwXbJigEURRx/9330ljIs+/S/UC9+mqyt02rPKeaFoYxo2MlfN/H1auR0bOEUQXHLUzIpkJqwKMorKuWGXRdplSm8XcA4jBKc+2O4jXmm8xU93FvOI9y9rVYo6nVQgQWJVW98YjFcdI0gHQcojimyVnJQv1OnlWnsly8o15TnZYkSm2Jk4hVDScgVBEbZYjDCCHq96bT64niGEdJLKa+E7Noqflj97eYUrqXPR86ns2VD+O89uP4wkzkr8fxat2kbd0oKE0VgbYaazVKSVwv9dbjOMSYhLBObkyMJokShIDGxgI6jimNluieOpWZs2YxVixDtozIVkj8MZBdBLUE3/dQaEZqAWGsMTKkMroFEoOpeQyPJXS1O5jE4EvJHvvdwbyd7uaTH30NvY9HWAnKSpCGw/fuR8h+/vSnmGw2S2OhgCMlURxhlAIh8NwMDU1ZwlqYpoYQQFpWF2uDlZNG/uXGP+8qPYn/NYQQdB9yCIs+8AFmvulNCCFIkoR9zj13myY6/8wYF+eIPvc5llx0EeKaaycMxPgi/GpclGzdky5XKpQqAdl8HqUkozv8lhWrVlGOS0hhAJl6z8aQJHFaNmcN2KR+n2l4XcpUdsbq1LuPk4T7k+MYcaYypHaBoIYjBY4jyfo+Wus0J2/SjYJSDnGcCqEoU8aRY7hiGGtTAp50FEmSYESac47dHJ3uY+wrvs/PK4swNjPB9FdKIYRA65QbkUYeFAiLli5VLfBMifLAeraMFOlpbUBaixWvvo3ZC2O8ekXiuj6OTg1quVxKFeKCiNGhEWJjEM0CYdJ0jOs6uK6LlBLlOuwwZ0eQkjCO8dbNw1Zmk81047ubMQYSKykUGnAGi4wNjjJWKQMaaSRaCbpndONlcnR0djHc108mWyaTDWjvyNGQ9xGei+d4SFfyg+v3paWpgJGKpsYsU7raqVWrKXM+3Y4RhBGJsWAMjlQo5eB5Cm01iU7gnzQy+Epi0shP4q/Ca2hg34suei43H8epbnahAGyfpXTPRyQUQrxA1UBK07ZhgNCa9o729FhencZ9HMbCaLGE1oZ8YyPaWKJEExmP/pH0GGttXdAnFbpJYp2G3EVqcIWSKJn+bs04Qz4BnXYWW5ssYkDuwnQ8HJMy4H3XrYfVJVEU4XkeSZxgjCUKAjLZHMr1sUqSBGqCwAfPSd7GccwWu4BVyeuJggQdV7HZDHUBQuIk9WpT0l5dXMdapBQYbVmf2ZefzPgdM6I7Ufd+leh1n8XfXvakW+eJAOIKTfkcURwR2xhsKjdcyObxuqdRDWooJVO5XyXR2lIcKxPGmmwhQ3tnB4nW+L6X1qvrAkYnKCXIZHOUwyq5rCafy9LR1k6+qREv46Yed5tmyVFDJJtCMrkC2XyZP95xDPf+6WCEgAULa9TimBhLPj9CobPEQ48vojkHQRgwNDKCEinx0XccjJVEOkYAmVwGR3k0trp07/lRqqVO4uggRGb7K0t9tWN7efQn8Qpia+N3+V578d2FC4lrtVfwil5+/LmBn/h/mwZO81/5LzLr1uLuucdzuuKvQlhr0cYyODJKGBtcP0uiLWGkiWJNHFtq1Qgp3DQHbwwgcB0Hz/MmNmuO4yKFTEOqNiV2yfQEKVkKENbiKgFGk8v4SCkmiGCJTnDqEQJrwWhNPpev75kcLC5GZND1dEGSJGm5mzEIIYiNpBBsYKG+hQ79FDpOiOMYozVoTRxG6CRJUwfKqW/S0trwJNFUbI7XjHyVBRu+QH//Buz2sgkdJ4EgENUi4kOz2OdPHyeTyU5sRIWUWEfh5nL4+QbcbJbm1maam5uwxhBHEWEYMHVqN9am3n8cxyglUp17AUEQ4DoOhcIYJ7/7C7zxHb8ixFCJAraMDLFm/VraF65k8eGbaV/wDMJxcF2PxrYih5/xI4449W7CsMi63pUsf+JR5u14F2848kn22etRJAYTw/DQGKPlGvg53Fwe5SissQS1gOGhUQaHhti0eTNGK4x2CMOI59tmT+J/h0lPfhJ/EwpTpqBcF9f3U2JenXD1f4+tl4OXZwEfLwu09d7qiDSXrJRkbKxIsRbRIsSrOmph1y0j/tWX4dBzUd07UamFxMagbVqPrq1DEMYYm+bZlZQTnciUcnAdB2sNcZykIXfloByJRCARKCXQxmJNTF5sIpuZRy7rE8fRhFFXjkqbm9h0A2Gtwc/4WG1wXZeRaD4PuU+wsTSC1nHKlNd6YhNhtcYYw4Puu9jdfg9Hj2KsRhiRGvm61+64LjZJsKoeZarPWX0kuLXxP5kd/w7x6IUk3V/HFa/2+Ats0ynBcaCxA9s4Ba01Y2NjtHV3oJRDrRZQCyM8P4uOQyrVkDiOMBgcX9Lut9AzdTpj5TKu66a9B5KEMAioRBG5XAa/HCJsgVo1w9iIi4kTigPDSGkRSO75HwfXz9FoFtEyXeBnfXRQIKy5VMZCmgt5mgsNmNhy563zyOWaWb9+LxpzhrhWRTkeDY2N6ChkLKgiEGgL2UwOJRRBGGJiwTO/+yQlI9llr9pkrfw/AJNGfhJ/E07+/e8nfh/p7QXHoWXatH/sSf9se/8cf2q8G5mt/zcuS/MS/AGbhonHDbqQEmM0QikMTHiYcZxQGi7R3z9Ae1PzhGef4jmX/v96UZq4w63q4I2F4A9XkX/wp0RTFzHWMRdtUs/eaAMGiuUycaIRMq1fNtqg4wSlJELVa9Z12jlMmVT0RklLS2sLxkItjKhVA/b3vsEi/9f8PrqAWB+cjmU9Rx7FMRnfJ4pSw6+kSkvudIKpG/wkMWhtJsbfWkuoNVIpbJ37IWzAVPkke2Zcfp28tl5Gl6ZWjLFEcQQIhEhFfLACpRyUkmBhk/8aDq+eD313MFb9Is35zCswU38vBMIvYL+8nGC0hLj1NpqaWqhWakhH4rk+eRSO50PGIwrKRJHFz/hM3XE1HbMeZ8uKf6NYrlEoNOJ6DuXiGFIYGhpzCOngjVUJyi1ccclHKQ0P0lQYoVhoRDgpT8N1XJ68rcA++2SoFEuEQUBQLlDe2MriPZ5hzaOvYSyaSsPUGRirufOB+eR8RSErKBTyTO3pIeN7VMbSTZqREtd1yBWyGA1hEuF5PsYI0IZaELzSg/5PiUkjP4kXxfN5rrXRUb69aBEN3d28b9Wqf+j5n9dkj6vRvYSjbV0/3dg0hyukQNf10xOT9sSuBSHVuiZ3ECfEWqe+q7bY3/6Gzt/8Cv2VC0imT8WBbTYXr3z8Pu32NlIsM7bPGTS3z6G0+Fi0Nug6c14nmpbBy2keu48n5FnExiUxCZ7ngZtK0BrAdVyUmx5vkjSX3uQ8y9LClTwdvZveaD5+PkvFzmE06CR0p4CxuE49fx/H+L6PNSnDHpt2swvDkFjHZJ20xt5aAcZiTdrmdBzjrW0BNrAHv0k+wtPFKehcjHDTYXYcByEkcpxHYUm19zEIobH1vLWVknv8DzC/ciO1dffTvODAtLPQq9nQ/5nYvsCmmgXCIB2FjBNsYnCyikDHJCZBRxE6jJDWksQxTVPvoXnqU2xatQuOXJBGYEQqcKQTTWMmT6Ajcn6WWk3jZixeQyOiWCZbyBLrBG1iTBQRj9ZwsYTlCnESI5SkNNxDeWwEV+bYuPpJRqplYq1JpGD+nB2Q07vwcllCkxCFqXEXVtRL+mLGRkdQ0kEqgRAWz/dJYk0tmjTy/whMGvlJvCiej5Dm5nLscOihNPb0/J+eN/2HP/t76zXbmnFeMgYLIhVNsTbtn10LQypBjWotIAwjwjCmFoQIJHEY1dm+fr2HukBHCd1/vJPCnbez/o9/ZHCneXQ25VETZ3mFDMZWY2M3L8f+8D1Udj0Ndj6aoSVvQRsLUYI2adhdSknz2DVka8vIi7dR82c/l5ZIR4qgFhCpVMHOWnA9j4zjMLvxSaa4dzMSzWGdnkmxFtOol9NstlDIbSB2dkabBKEUjkrr0q211Go1CoXCBAEPLdOIidYgFaLOpI/imEwmM9HpTmudphC05elkf0aSERrQ9dp4iOMEIdJ+ZanBTxn61PXwnbqinjEGPxyiM3yKdb2/wy44CPF8z8yrCc/zzDvSIeM4VMIIp64JUK1UQSoSHaeNfWRKWIuThI1PvJVodJiB9TNwlINONJ7r4fsehUKWzmlTGegfxhmtoosl3IzHrK4xksCQNS005H1yWZ/u2aPsedSD9D0zTFjuIBiJsVYw1D+bBUvvYvdD7+KuG3so+IJqaIikR2OhCWNAaEOtXMPxUm5HU0MDVsfUqmWEjnElaJ0KJEmp8T1FGAZpl8Nt0i6T+N9i0shP4iVD170sx3FQrsuJv/rV/+n57VY/BQJDSgDD1j1zkapvxUlCGMUEYUgtjAjCiChOSJLUoCipEHXDD5KMm0VKSc7PEMcx2YyHRKJNgvJc+PxX6H3d69m0eAnxxj7ymZk0+ApR15JLr+eVg372PtxVd9LQtoC++a9D18lucRxONKQxNmL9jO+z4dmHKYUzIElL5Hzfw/M9ojAmCtOucI6bRiZskuD6Dm3eGvoqc3ms/wh8XyPCgGfNIrKso+rORiRpvXUcR2SymdRAm1TvPgxDPM9L+4ULQRiEtBYGkXYdm+1OICRSKoxJe9Eb81xb2jiO6wY/lcxF1OV1bdrdTqlUTnc8RTNe1llvcouUksfyb2fAmYPbeDjdlu1GAW9iH6s1fVv6WT80QC2q0tnRTs7LUimVkUISx6lyXGItSRSik4TGxm42rWwljmtk8j7SkdSiGrGOiI1icPMmhBGURgcol4dpnjrAQaf8grnPTuXWq19LQ9bHkTB9wRo6Z26iPPwMUXk+DZksg/2j1BKf4b659K2fz8wFXfgFn9HhKqPlmCiJiLShFkeURkfIZLPk8gW01njSkCQBmAStJVI6aNK59bwGqtUq2lic7WWSthNMGvlJvCSMe32lUonm5uaJEP54LfULyYr9uV/y176+E5/wfA58qmaCHQ+7Y0m0IUoSqkFItRpQrdUw2hAEUWroEGk/aylJ4pTtnXP8tG5bpkItUsltSrAyvjdxnUJLlOOhszn6dtmDqFRhWJTZ1DDKjlNb8dSL3ND/AayFvh1fT/L/riGctgeQjp/WGkemMrCpJDHU6GJDMA9jbCouIySVahXlKIRyKDQVsMYShQFGJwD4nqDT+SOeW8LRFaRjaCrkWFM8lKdqr2G2100WKFcrqW6966AchY4S8vn8BJnR87yUgOdnmJM5kYJ6kvXuTwjiWUhpSZJ0A1mtBmm/eiGQUgExAok1oGOD1QkWcFyHTC4Vyokn2pSmz2gca4QQKEeAcNmQ24+uyP4ZMe/Via0ZJZaAIfl2bKGFhvBAkigmqlXQcYhSCi/jE5uQJE6IgirWarLZDK7jUK2NIKQkDGvoakytUqHtgHuQjZbqMyeS8xpoLhQoDg0TbHLZ8NR01i3vQkc1asKiHJeH711I36Y2pNyLHWZPwUskcVRltCR44tb3ENYSDKspV2oIDOvXPovjeUzvakZLh5zj0ZTN4wiFU+eMKMfHdXIUcgWCWpUYjbGWJAipVSrp5lBOmqWXE5OjOYkXxNbhch1FPP2DHzDzqKOgufn5jn7ub7ttrnxr8/8X9nurFKnd6l/TPLrEWJPWeGtNrVajUguI44RqLSCOEhJrMRYkEiUESgpc6eKpNGebSrEqtKORdQ9hfLE3NhXlUDLtma1QqYxrHRKB8jP0Dw2neVCliMKAvoFhslmHaW0NE2H7V8J42M3L4ZvHwMK3Ud73TECSBEFKgjNp2ZoZL5MzEFlJYiy+n9lG6S69U8Hc5AcsUP/Db8yXKDONXM7HJhWue+Z8Gr2YXLaApkLWayLJZ9EmTMdJwi72Qpp4lPuj72FEC9lcliSO8VyXOI7T8jxS9bMxdRBRlGW00k6iY6y1zPRuZ+/CpdwuP8a6yoK0vt9s4qTmT3K/Xcoy5xSkdJDWEOuIOc3LSFQjm/UCRARWpW1QpKxr54t046mTGKwkqNaIE43nbR9LXpqBqJKIR8i0TcNrfj1+NUEIB5NYUCBwMLUyritT/oTQ5At5alFAtVJO9Q20xvEcCoU8malDOFnN1FoPpaGIpuZ2gtVraJ8yk/t+laelqYWuroiMl8EkCWFQpX/1VHD7qFVieto60aYeZYkism4GF0VDocBgaYh8voFcUyOg8LJZMhmP5uZmdGLq0SUHMMTaUKoFGF3vhyFclOOmaodbRXLqYbpXQaxs+8b28cRP4hXH8h/9kD+8+93MOeUUjrzyyonX7cSPFyafia0PFOMGXNTD5bb+dxpyj+OYWpIQhhHVoEatFhAnGrQhCmOkdFLdcwRKuugoxCdg0eoTCTJz2DD3UpRSGG0m6q6tMShH1q8lzd9aa5FQb8gCSkqkFBMbDW0MQjhYpSiWyqm6DICwjI4V6dvik3cUbU2FV8w5tMV+5NAaMmNr05awJqmXNWqMSVdJoWTqtVtLEEZoC5VyGdd1yGSy9bryBK0NzZl1NIpN5GWRAEXeV4wM9COTBvIdnTgOVKIYK2MyGZ8w8fC8DDrRFHiWgliHJ6ugOihXK2R9n1oY4LtuWrlQZ8U321vJyxU0+30MVGegtabB30SD2kJO9iHEIoxJyIgxmmU/Hd4mTGyQwqBNgkOJo7rOJ9RZvjv8U4RMiX6JSbkHUqYNcaQCIeuRHG2IEk3ee5UrqtWfx/T5bKWTewmr0D11NbX1MQaDJeUtZHI+U3sW0bd5A7UtFbI9KxiprWWotwOrNVM6OzEGamGNsFpjzY/2pWfuTJw5WTJZAUoipEOlVKMyVsaTPsNjRZTn4riKsdExOjo7KY6Osstec2j1spRLRawUWMeSiIRcQxYpLW1NTYzWAko6IrIaSL/LlWoFpTyUTDfhSZxgkhhjNSiJ52fJZPIkcYyOU5le8IHJUrqXC5NGfhIvCVMOOJDs4sVk99xrm4502xCFtnHTn6tdFkjGQ+3W2jqjXRNGEbUwJDGaai0kjGOSWINOa3p1nJDJZJFCIIVD1nOQ9TIca0HbhIybQyUJXtRHIrJsGdrClM4ukCl7PvXexUS701ScJQ0hj4eEpRT1jUMa5o7CiCjWNLS2sbGvnzAIcIScEFsxSczYWI11YphM1ifve9uMwz+yjn7r6Ep52t6sOfUWaJk5UTlgrE29JpOGpyUSYdOtSy2I0vI5ISfIdcaktetSKe4Oz+a++P9RU1NobcoSV4cxQYmu9hYKhQa0jWlwNdUgwQiHqisJkoS87/Cn+GtknYhq3EhGRSiR6v17rkuSJORyubSW3vXYpM/Cix5hJJiGEBKlBI9V3sbK6kGMhu0TBLx10UwuDS5j0wg0t6fHJVaSyfdw75a3MToWEVWG8Run4GiBqYutQHpfxqbRF2sFUaIJ42S7MxyKbqwpY4VDog1exkVKB9HyDP6MjQyv35PNm/uIkn4WHHkXcdWncuX/Y2RklGoloBhEtLe2Ik1C3mvC1nJUyqP0DwyzfPVqpO/hKI/2jk7yuQIgkVLiuw6iEkIQYrXFyWTxcgWUkYTlgJzfSEyE7zrM2GEmlcEKt//xbmoOTOtuR9YbEBkDUhocx0NJSJII6aj6WpCqFyZGg5AkUUIUR9hsPq0q2N4m61WKSSM/ib+K8e/Z5j/cyfCyZVQeenDCwE8E6K2ZqPxJw2xp/s0YS5QkBHFMLQwpl8pEUUySpBKqxoKqdzYDiVIujvLRpKFzL1tA1c8lpJk4Y517hStchJDEspHfd/6MtWtXUdvyGG0HHEg2lyMMQxw1Lu6Siq4kSYLrunX2/HPd5Mb/33UUUmbx8g66UmF4cBBhwLrj6m1pfX1xbIyCiXi8VmTvXRbi/B8LAhkLA0MjmJaZWBRWW6xJ89oZ15tIdwiZrrQWKG0Zwfd8jEl7xbuui+d56cYmjok1aNWNq0DZiLHRfgoZh87OVpRyMYnGVQIviQjDCjkRsmVLRFd7Kxk/Ryn2cJ20XM5znTQqYl2EUlRrNXzPJwwjhrzXU6ocTKJHMDYl2wmhKCVTMCYmrjfGEUIyGjejRRljNFGY4GdzKJFw//pDIBhBqSLSNKONW9+wpQx+KUAIhVQSYyxhPcVjmwrbnd0wJtUvsMZgTOrF9+x7B26+jN40i56OLnrXB/Tftw9bNoRkMlkKhYS2zg7MyBjZbJZScRSBgwwjHn/0cZ54egVDY2VmTJuFW8gjEpOWUPo+UghinSAzDsp3mNU+DVdapBJMnz0Pr6WTWFvCoIIvDOUgQQtJV0c3gTAo4aKNYbxqQ0pFnMSUw1SwJ31N1DeaCSoI8ZSTaiVE0VZ01hSTtv5/h7/RyG/tqk0O+z8btnXEx1ns6es7nvBmdnt2Fbuccspz4XbSfHhiU2Z0GMcEYUQ1CNOwey1AJ6nqmagbfWz6Bfakg6MU0k09aYSsS9kIEiERrky9MMZ7lAviOJ4onbLWYJHEOiYxhgWjv+Twkcv5cXgGm9fPZtYOO6R12NLWpU9TnXTHSRuljIu0TOTp6/cqZJpGaLnpp/RceC4jb/swm/c6HBxJEsckSYzrCLqffYT9LjyHlce+k9Vnn8fc2Tts1bjmL/OIL1gOuBX+agTAbstZCKOI0WIZoTziOEmtvk1bxcrxjnFRiJDgqoju0rfYUpvPkN4j3VQJS7VaAQTueFMQazFWk896VMf6wYTkCw2MlcaolKskJLQ0NeEqyc65K5nZ+mt+9szH6etbQkNjA/lcBqNT8lcYhvi+TxhHaahWqZQDUPfwE2PS1qI2He/x5ji6XvqWJAn1jANSScKoRs7Lks/licsbacxYcAuURiuIsEymcQpxLSHRyUTHtkzGndDGt0gq26EUs7UWgaG5IU8hn2WsXGRgoJ/yTYuZNidLR8M8fBWSG9iC03cY0aZ1dPc0E+tU6yGJAyplsNIyVi4yOLqCnv0GsMszeLFPcaCfwU0bcPI5HC9DLpcnk8vgZX1ybmvaKtj12Dw4RFiL6N88QKQltVrE1M5mTFJDG0O2qYGe2TNZ29/HWK1CW+LjSDHxvSuNFQmDgCTRZPNZGhpSgR6rLXEUo1xwpEcQhJPSti8z/g5PfnJf9a8Eay1VbSg6Hj3vO4eoocBQtUYQhIRxRBCExFoTJ4am1bfSsOFuhvb4ICqTQyJwpUJJhRKy7u3a8Q9OIwJyvMZ5vObcIl1Vl5etG6y6fO54vlVrg5CSxBqqxXJqFESBWGRo75rOjJkziY0GmZbBWWPTvLlNDaHrqLQHudUIK9OwotYkWKwUCFxqfpbYzxK5PnEUY+oRBWkNQTVipFYlzmQRrZ08/uRK2ttaaGlpnriHekb8xceX575NW28Ens/gp5+cVg0MDI9ipYOjHFw3U9/01D+xXqcu69GFxvABplYuA3cPNtv9SLTB1MshpRAkUUycxIAhm/GRJqBWGSHvK1zXoVQu0dffTxjFxElCR1srWuVJbJampilsXF9LtfAt5LIe1WqNfC5LGEa4rovWBk/IeqjWwfNc4nI1ZczXdfBtPc2QtlGNiaKUkOd5Pq6SKOGQa2iCpIxMKni+i8Qjn6mSqIixKMBID6UU1miEgCiJsdqk6n7SUqluvwbEmISM7zM0HOIqSbl3Kn7bntCikJ5DZ/dUQKMch9HRUVzfo1yrYoSld+0axoaHkI5kyQkhHUuHaMksZPMdMylHCU8ufxLGipjYIIwFZfEyHo7v4vmZtDJifYRMFFO65rDzHvuxfuVq1jyzgh3mzKBcjbBRyJZ161jd28vOeyzBGkCFzN3jV4z1zyIqz0f6AjIWx3MxVqOkh3RUGlFyHcIwJdcaqBNaxaS5eRnwEo38pAf/z46UA7ftEqiBUhSxuX+IYu86NhqBrzyyGTdVHlMKkyRkPA9XKaY+djkN/Q9Snn0MyfS9t2kNmiqTmbpXTt3DqhPxsBPHGJOWxxmtSZ+1ND+LSL2CIKjVmdqWJKjRkM0gXIfN8mTuivZlSmtn6g1iSZIYsPiej1ISLdLe46JOsLMmTQGMlwcaYwhqCdnGLCt3PoD7v3ojUbmMoySZjE9U5w9YLCOzF/KLr15HQ0sbza7kocee4KCle+O5PtgXV8Ab5wiMdwh7qRsCSEmBoyNFJAqjLXFUgzqLXgqZ5uKFqDPNLSV/X1YWPssjG3uIRIKSEtdNvVwdp+FfKWTar9yxVEcHUTbB93OUK1XW9a7BxJoDd/0j2ioGx05lff54VkdvI3QydHcLBoeLVIIRmhpzNOYLlCpVXM8lHhfEqdfLmyQhrl9rEsdoS0qaizWxTgiCgCiKCIKgLlHr0O5vQuTmkfUs0dgAOQ+U69KQKfO6nT/BaHUm1z7yFRKdVnVIIZEylfJ1lDORSqnWaltFQ7afdUwbTalWpRoGaAExhp7uqegwxNExwoHIBIRBhJfxGR0aZGhwgFpQJaoF+ELiCTBG0H9vJy2FKXQGexF1jNK/Yg0kBhdJDMTW4BqBpy05DFJH6LjK4s+USUZdtvx4Gk8/8zS1sRIdnR24fpZwyzA1IWlqbmJaRxeecAlrIS2t/eyw858Y6VzH0MZdydQ3dYlOUhJeEuE4Hgg3bW9sUiOfIo2HbT+z9OrFixr557yLrUuFJgf/nw9bz7MgAYpBwIZN/Yz88U8se+f/w339scz4yGeJIgM6QXgODdkcGd/BTSpY2cDggpNIZrwGJUHUuXmiXs5EvUWrxeK4Tmq8YcLAjpPiJILcQ/fQeM0VrD/jo6gd5iJU2rp0vCFOtVpNS9/qm/2h0WGKlTJSC1rb20hMgsXiex7WpPX0CIGu9ze3dcLZOISUBOUaVrgUg4ih4VGUSWVF4zgijkO0TlKP2WgSY5BKUi6OsNNvryUcGWR4wTeZ0tUByBf3QHTM+nv/h+XFRg46+GByuVx6HS90/HjeJKohrjmdluwCSru8i1gbDBLPVVidqsR5jkMcpz3glUzJhxvU8QzrzfgZF61jKpUKAonnenieR1xPQ5iwTFwdpTEr8TyPvr5+Mn6ezqkN7Dn/LrQV3PH0e3CVwuoIGQd4spGM71MtRgwOF9Faks15+MaS8dJISNb3CYKAfL5AV+Yn7JB5iN9uOpMwTnUJxtM7cRwRBDWq1SoNDY1M9R7iXQu+zNO1o7h39D8gqRGYmCiRYC1jwTRGqjNxRSq2EmmZaigktt4kB5LEoBxBLYjqKYDtZ/USQqC1oVQsU6vWqFVrZDI5itUqiRxmzYYNVEolSrUxwlKZuBpg4iRNi9WJpdl8noLvks365J0CY480UpgqqMU18g05dt99FxwhGcsOsO6pAapjITKbwzipzkIUJkT9Pk61gZENm1DGJev7CGMZHS6CtSigsauVTBQyWi3T3OQwsKmN+28+nqAyHW1NmrKzpr7BNSgpMDr9PjmeIuO7BEEwEQebxMuDFzXya1ZvpGdaF57rTI77PzMmnPi0lK0Uxazf1I+NwJk2EzV7Ltk5C2ks5DA2RliF7ypcJ833qZEVNPbeTn/HboQmwhcO0ojnSHp1b1mQKtIF9/4JMX0GuRkzUEpNhGmtteSyOQp33kTTvbdROvj1lGfPm2DEZzKZVBlLa6wAaQRRUqVWqeI7Lk7Gw5KyqoUQaXOUuqxr/tmH6bz+G6x549nYubvVCX/ptUVhhJfJ4RWaeHbjJtAJNoknOrElcZK2N9UJxqQkqDiMEEhar7kaqRPWbPoE7e2tKCVefBt852fY8Z4v09/2LpJoKeSeC9H/+Tu30RwYehbnsZ/S2r4L7P9enuldj3A9TCnGU5JCtkBi6l59KgOAm/Wo1WpYBHGSYJKkTkKwBEENayzZXAZXaipD/XgiYddZ99Gae5o7iidTcxpJVJZbnz6foBYRmYBsromC5yB0QEkn5LMOQZyhGgYUSxWEFAgUSiS4SlILgrTsLgyZ2n4dDe6T5L03U6x0ouubvDAMiaIIq21dxEhRTrrYEs5hMFmApwyhsJSKZXQcEjU28It7zyWfzZP1IKiGSJkB6aSVFfUtZRxrEm2plGtobcB5Jbom/n2w1lIuFmkuNDC4pY+MUgwPDFMzmmyuyPDgCMNDW2htzNNU8MlkPEIh8Rok+R4wg51MmzqFhoyDJy2OEowFMToIU66K75It5Kk1DdLw9hGm3mtY9oUxvJxPW9csfCWpVoqsuKhGobGJmbOnkM0VcH0Xg6EWRfiNDbgG/PUJYyvX4Lc3E3cUiIRgw6qdyOcKSDteK5+uA5lMhlzGJ4ii9LusNdIKgqCG3iZ9N4n/LV7UyP/mt7exy+L57LvP7ji+U0+f/pm8ycRcTE7KdoetjDtYEizlKGL9pi0ElYh8QyPF1jbyX/0uUzs6gISso1DKR0qQTlqHvKVxLpumHc9yMZO2p1cwf+48RL0medxDT+I4LV17YhmNp5yE3W8p4sc/rXvI48x5B200A6d/mLE996e414G4FsIonCDNTTDjE4MVMFYcY3hkhLBWpaGhQJKk4UChJIkG5TgIKSk8/Scan7mPtnXLGNlpT4xOy8mkkrjKAddnNKhRK5UxUY04SYjCEOGBlaSRBJ3WACshcKTCGsOdn/wqPV09lCMYGBljSlvrVjoA2wzyc5hxANXlv6UwaykNhQLj2usvGk3uXszwO37NplqOnqyPsLC5f5A9yt8go7fw2JSv0tTUTDbjpYslFt91qVUDpFB4rotwXIKwRhxHaQqFkMObPksx7uFP0cE0NWfpabqPRu8ZgtrBjFW6CIKI9et8Wps6aW2V+Nk8rpuWtIW1GF9LGvI5wigiiROKYyVcx6VqEpSETManXKnQ0NDIowP/RVzrpX+0k0RrtDFoo9Emwegk9fwzWeIoJFAz+dXoZWSdmLjSR6v/FG+Yey2/fWAfVq7qpqO7m6zn4TkJrlQkRhNGJg31C+rlkQohIUrS1MT2YuQNEevEOTC1k9zIUcRxyLTuqew4J0t+yU+494Zmimu6aW5qQSlDLbY0Fhpp72yg47jHyew4yKPfLLFuU42uzk66urrI5PKoweHU2Jo0IF4ulaiVI7KrFfEqRVdHK2FQY2DLOmZOn0E26xPEho7umTQ2NCKMYXion2pYpbmpHS0V0nPZYdF8uqdPp39wC1FUwZCgfA/X9zFhQL2bRP3eLGFdtjgNfJlUtChMiXyo50SpJh37/x1e1MhvGR7i/nsfpqvQyNxd52GUIP2KTI769o6JVEz9r8RaxpKYDZu3UBst4/lZQm0Y7B8gm8viuAKFwXNdlJs+BVYbDIb2saeZN/A/zMjMZ5k5AqHT8JzVZoI/4zpuSqbbcUc49DDsgQeTxFF67iRVpEtlSUMSpRhZ8hpcC3GthhICayxxGE1EBxwlCa2mUi0RVksEtZhqqYwUaa9xQT1kSdpVbeDId1OdtyfF+XsjtEEZAa7E2FT1DemweeNagmoZG0X1UGLqeUS1EB2n4XrP83AchXIUCEFlxo5sbm6lNZtjzbo+mgsNZDM+W69Ool70OzHkO76OlQf04LseQsltDfzzz9bERFWn7IUq1QiTmIZCjrWbB5mR3IVvRnigNEJ/aNFW47guzQ1ZMg0FKlGM6zhEYQ1tNI7r4AqHsBqRc0pM9x+gKNfzRO5IWto7eXzofESymZFyhqwraSo0IICO9nZc301JbULieg5uUMMVloyTpSGTZWh4GK0EY8UihXyOaiXAUQrHdanVqviZ6Wwpt5CYfmxdIMckBp0YEm3SSgthyWVyNBYacR2L0DW01kxr30BP60Z2X2gYS9qpVSrUqjUMAl/lCZIE5WRSNoexGAOONFgpiGJNECfkfXe78BINFcrcieN3UyweQM+06VTDGk0zAvLT+lmwZ5ZgfQthHGOFoKmlmZ4pU9BRxJaHfZrjBsLBLI5rCIKA4dFS2nZYGKzVoDU2igniECsUg9/Os3FzkWzOp6u5EWsjiqMjZBrbmTl7BvlcI0IoHM8ln2vCJBZlJUp5uI6HUVDo7qDQ0UpUqzIw2EdQrCEim5atirQtsHIVcRSTEKNcF991cfwcJoiJa0Gqeiedl0JtmcRLwIsaeZNoRgi4/74Hae9spWVa58SiPQ4xudXarmGFJYoSRoOQvqEhBjb043oZ8o0t9BXLiNjQ0tpAEgTIQib9oipZL3PSCBzCjvls7D6Itc4Cps2YhpfxMVDXFQfpKDSkz06+gL30O2lb0WBcGlWmqm1aQz1v5zoOet0qmtc8Tu2g40nqXnwauodYa4yE4eEhxkZGyOkROu29hLVZ+F4LSikcx623jQXrehTn7zNBMpSeS4ylXCrj+zmCapXyWIms6yEdh9HRkYmuaFBvcSpTEZ20sEkghUBrTbVaI1MJybiS9Rs2MXf2zHq53zjGjb2Y4CD09fXR3ta+zVw837dogn1f/z2o1VCOYNPm9TQ1tOG7Lr8Rl5JxNIFtJKmGSASVYo1ZlcuZNnozj4SfIRA7YG1KTIujhDAMUEAm30ZRzaQqZtE5pRPX94niVmq1HNn8GFM7mnFdl9BamlqaCMOgPq8KV0kaCwViXSM2Mfm8SxTlKVbKZDyPIIjwHEUYxWhjkAKUkxIpU9GbVHtgPF2jk4RMJpMS65qbcD2BS0RYGcXokCf6DmbdYDeR2gU/P4aftwRhyLwpy7DZ3VjZ30USp1GRtLognS9jDWEYUQtCKOT+19+ZfzSEELi00mk/g4xbKEyfwVMrnqKhoYFnH2lm8x1LMaUOuqZ0Ua3VCJOInqlTyXoOazauQ/d3s/6eAkEs8FocSqUK2VwOEznYKMRvTEvYlJJklM/gwBZim0N6XRgdUQ0Tikt25JETDuDIR4dpHwWMBgFjGcF/v34RO68tse/jA0jXm9hMA6AkbiHP1NwsjE6o1WrEUYgUFq0TpLVpZCWOETrBCovWlsYpj+HWelL+jOMx8eRPmpb/FV7UyMdJ6kFsGBri0QcfYb+GA/CbcvWcSb1ox4oJMZRJvHL4a7XYW5dkbU2mtKRCISOVCv0jRYb7t5B3Myg/S6AN/VsG6GhpIasEXjaHn3HwMi7WGAS23hMaRmqGu6eehofHbo5MxTfrXcWklFidelNhGKKTlGFrtMF3vTR/busSs1Jh6r+7rkfP/1xE88O3sjLfxMiSAwAmPlM4klqtxtCWLURByLGFG9jVf5pnansQtR2DxRLV66/TvH+cbiyMwXM9RoujhLEm09/Lkms/wIqdjyPZ4WhqNkyvD/B8H1mv9bXWpvr1cYw0aYlaok3KFXA9hgdHmDljKn2DI3R2ttHc2Ah1jvBzkfv0tyRJF7+tyX/jYkIv/DUaj3TEIARbNm1g51268T2Hkm4jFg7ohGJpjNjEOL5HA8/SwHryskjsZoiiiDiOEAgc5ZDxJL5bpsHZiDQKz/fQNu3Jro1GOg6u72Op368xRHHEePWjkgLP8cjnEpQnsGVDU1MjQRgS1AIyuSzlai1t/2ohm/GwpH3jhRAkSUIYBOO3j6NUGt7P5snmfTJOggnHUMRYCWFoWLmli7b2BKFcHMehs+FZDt7hewyHCxgKv0Y4mBBqkUqnCosVakLTvlbbfnqWRwyySnwZ1++gW36DtvZWNm/ezOMPP0y5qtlrj6lk/QxeQ4QzczNOfyeDAyO4rkNYCZEqQz7TiOu7VIIRBoZHaGkqpJvnJEo1FfIR3f/vcQpP53jsGpcpM6YigwqOk9Db0kK1rUClLUIPj6UpMGkpe5LBRo+BliyyLryUKhem0b04SUhMghQSawSun8dxM0S1Sj3dluCo+ma3/p30p2xi3oE/pTzSQxidjM3mmIzTvzx4USMf2QQnhqGwSu+G9TQ/9jiL994dJ+NuFU6Z9OVfbRg35H9NYMVaSxCFDJeqDJcqDA8Mo6xAOopMJk/v0DC+dMj5Lr4DfsZBKlFvfJE2khBSkGAYGB6kVirj55pBCMI4wuiU4TwuJ+tvWkfXHTfTe9gbcZuayXh+6m2Pl3PVa7fHWcFJnDBw6InETe1U5u2Wqt9tdT9KKcrFMaJqBWES/jiyC7gtmKa9EHGcymfa50rkpJC4SqDclP0upcTF0uwK3GI/7tA6/DkyDck7HnGY6sFLlebt4zhOW5vaNOQo6l58WAsIqiHKyVCuNJHPF3h27QaWLJiP66jn2MJbbcLiOKZarU4I10zgRej14+MUhFXCWglMjO8qxsoBriyy0NzAnbVdeeKJ9Qht2NByEK/Z/TSGog6EjVBC4jpunXCnyRRyGNHAPeHPUjJevXzRJAlhGCKkohqGCJFK5gZhwLhMkpQKIR00KYPfFQmusHiuQ0M+z2ipTBjGOI6iFkS0NDfW5XfTcyT1+bZYapVyOq6OQ6I1Lc3N+I5F2Rq1aglHpfM9u2M5PQ1VekdbKZcqeK6DEjN4asuhDMdLaCpkGBwaIiKDsSkDPzZxPS8vKG9HtfIubfTYd+ImnYRak8QRzyxfBknE4oXzWbhwPuvXbqBl8Tr8Jc8wdq8i3DiNcjUkMpZsYwO+n/ZxX/HMWnaYM41yrUZrvkAqJQXCM8hCSJIxrFw1ytx5MTOnTmNkcIzDinkOuXETU2JI6s+6Kx2mlQ3v/81astWkvkkV22xelVTIerRLOBKbpJ3mfD+HctyUvKpjPNdBSkEYB8SVLjYvX8ro0Axyc+uqeFuNxaR9+fvxokZeAFal+dAkilnXvxn/qRUsXLIQ4YqtjprEywJrX3QR+uuG21CrlBno76O9q5tcPo8QaVnR1h9sraFcKVOuhRQrIUNbhnGMJeNnyGRyBEpRKlaY0lBAKYvyJBZDkqQLtKzrn0uliOOAYmmUKImIwwhig3RdrNR1HfXU8+7+8XdpufGXBI3NjB75ponQdZIkE56yqrPirbFYranuvB+1xUvTcalL0wJoawgqNTZvWEdjNoNrYXNxLr8L92LJaMzUnjRfbqyZULUbJ+xZAVYKHN/D6Jh44f5c9+4bKFY1jrAEOklFQaxNlfGUSlnfNlXfc1S9mY1NRWUcx0kXO2kYGh4gW5jF8OgoGzZuZtaMnnS+tjLw1loqlQqjI6MpGZHxjHuq120R21R5ba1hkCTpWFbLJXxHYOKQlqYmhsZqzAn/h930VSQN/w+7+E0UhwfZo+M3uF6GwbAdR6UtW+M4xhpNc2MBT2oKGYdq5JP3FNh673ZjsIlBkN6r6zgpaU9IXM/Dcd10wyUltu7F2cRQyCqSmiFfyBHECUEcEcca1zHUagGNhTxRHKd10ZAaA2Oo1Wo0NDSAhY6OTnK+S84JCMoj9flOy60OnXM5UmiuemgpnmpJozOJ4k/r3o7r+3RPSWgqeJRHolTqVoAjFVI5GJuwsX8Li+fNTPvK/7Uv2lYOzP8l/jwaN5P/IDYxy0YfYtmyxwiCClOntJHNZenduIkosSTPziMwNfoebkEph+HRMpu3DNK9Qw9tCp55ahVtLV0ospTGqkRhRHdnJxnXxwzkePjzO9G/JaElX2Swb5T29qnsMHs+uUIOMVYjlqmWQdr6V+J7Lu1xRGwtSgoQqQDReHmrlJJYQyabo1atEukIz3Gh3nci7zjp864TqpUS1kiscdj4yNFUE8uM6akgjrSkkRjLc9EwsbXk7aTdeSl48XB9pPF8hZUuY9WYdiFZ/vQqmvIN9MybgZECNbnN+odAG0MYBHiuh+M+N1Xj3u7zQgiynzmIacP9FL/wALlcnq07Pdj6+6u1KuUoYTTSlMpVXASJFQgcYtdny9AwDX4GoTRKSEwUgZI4ykkL4GVKJhPWEo1uoFIuYrRGOenuHdIGplaAqRvzLW89laClndKBh9Y93DQG5CiJcNJQcKqDb1MjINPwfaI1SRQhpMTW71uamJEt66mVykS1GFe5NOQFrufS3tGWSqpGESZJdfW1Tb0OKSVBrZb22tYGx8tQqlYpGhdjEyKdlpglcZwq9cm0nl/AhNctlZoo+5NCkKBJTAxGENRqjI2N0VRoYsOmftpam2go5BmX7YXUyK5buw7PjFGr1KiUK+QacmDlC3gsz5Hu4iRB64RScZicryiWRynkmxBYnrJH4qiIFeKNuIUGZhc2cvT0GxhOnmLl2KVEYQ3HcfF8H8cBKTSO1Mj6mAtHoZSL1DE6CtE6xiYBQWAJEUi9hUqxjYbGBiyaUqVCPKppbG4g67pkfBcrDHlt0Ebi+Q7aGuIgInYUxmYIoohMNpv2tCftmJdEMdKmVRrKkTS1NKFNhSQo4zmSECclXcYht696B0IkaOHjeQZrJVJppEjFb8ZKRQq5HO5wQBQbtBCIen5XOpYtQ2MUqwEt+Uw9RZSOsJkouds6wfIKLWr1DZARYLRhxYoV3HTzLZSHB3Aykp0X7sCq3mdpkwohfHSxibE/LKFaGiGX0QwNjdI03WPpp5+ktHwKz65wyDe3owWMlkIanRDXF+QzPr5TpTKUYBMHt6WFDScsZWHo0lixKM9BCgM2AQFKKoyGJIqIdYJQElNv5SzqfSF0Ml4mZ/h5p0vLpoQFAyWaWppxvbRnRGgMynFw3AwNnkcQ1BDW4Gd8gmKJcrWaBpVIg0vbdMqwKYdossDupeNFjbyU6WJmsGwZGaFpS56m5kYeXbaMptZm8h3NWDGpTfRyYZua6D/8lMoDtzFw7EeYNns2ylEv2uHMIhCZAsYr8v/Z+++439Kzrhd/32W1b/8+dfc2e3rJpE4mlSS0kCAJCNIsoKggFo7nHH8qlqPI4aiIBQUFVBQQEJGeIEkI6clkZjK97NmzZ7enl29d/b7v3x/3ep6ZIcHJ+Qk/MbBer2Rml9n7edb6rvu6rs/1Kb3B8EX56GCxxjLPM8bzjFlZs3Z5jVAohAJsTVE7tJOUeUY/DMkmI1QS0WnHHp52fpIMwwCFYPCp7+PmR36UZwZ/hh1xA0VZ+cm5cXQ7uKSUFDfcwvb5Wwg4QCOafLpDxzlz+E+EoHP9Ebqf/gWeuedbiZaOeXOXZu9388N/jLvqEe858i9J0wW6/QFX1tbZ299jOp3Tbnd9cZY+Z9w2OdVVVYEUVFVJXTraR5dZv7ZOpAKMrijSDOXAConS6tCJ7+DgkjI41NeLxlXOlp6FH+iAuizZ39lkoX8jFZLLV69z603nD6NuAYypWdz9Mf7M0R/h0fnfwXHn5/32FIXPBSjzjE7cYmNtjePnFpHCMTVDPqG+FeMcDsPI3chv7XwbM3EzonG5q+qKNJ/Ta8doaUkihTUZ3XaCc9a7whnDseGnOb/4JA9deTcGzbmVD/KyM/+a53a+EWV3uLD9bva3LGmaYaslgpVlgjgmko6yLlDC0GpH5IV3tcvLkjAvCLQizwus9dyCqrGvjVsxSmkWlpbA5tTzDWQS+Ptf5tTNi/HM7mvJSkuc1CgshhopXGPy48jTOVEYEyqonMIqhZTar2ecQ87WuLa1y7gVQeO8WGxfoLNynlNHV59/Dv8TjPFcA7YZB0WWc21tjc31NYKFH+WWV0RsPX0LKtZoGaCF5PrVaywdPUUSxk0lFNS1QemQfm+IrXehDllYHKKDhChUaJ2y9McfYOSeQPziW7HOoKUkjEPGrzrH02+7m2R9yk0fu8yozBhP9ukjaHc6SO3feSmlb+AbFK6ufVbAQXuEg41uxPtecYbV80e45z2P4oQEobCmRiBRQjWqUUkQRDhrSbOSwjomaXp4L/gsaxyBdR7p+sOK8/ldL1nkjbNIQClNJQ2z2ZxeLyEzkkcfepRXvu7V6Hb4hzf8d/lygP7P/zcrVx4je+e3Hxa3l7oEsPmX/gvznT3ORvHzL4iz1MawNxpTWsf+LCMdpwzavSYcxB+2Z//jv2Cnu0jyzq9F2YKV4ZAk9l7TSIFUB1Cbo3CGorVCrjvkLqYoSsq4PHCrPWxIvOe89OEhONI8R2vt/6d8PKjDW7EiBLWxBDpg+eM/xeChX6E6/1p2Vk/g8OxcrRR1fAyqmMGRY5zoLzBJC4LJmHfx04hxSrX09YcsdgcEoXdWOzDRwTm6nS6j+ZyqrtF46DmO/IEjrCGMomZ1YP30ofyKwuevm8PiH0UxgQ4o8xxjKrK5YWdnh6XFATv7+2zu7HJsdaUZGx2XL19iYyvnRLvNM1d2WXlFSqfbOXzwQvzOU2RVleTpDOEsZr7NiZ0fpT38TuLoLHnlUI097byqwDkez9+Fs85P1FkK1pKEAYG0tOOAupjQiiVQU2YZ19fWCMOQ1x7/GTrBRbazt5CLW1DRESrTpRM8xVJ8P08/J7jx6DrbOyucGGyztfdq1JGv8/JFDK1Qk9eWTrvF7t4YjSbLMuIoJIxi6mqONa6J9S29GU8U0oojzHyHrswJgpDSOZyw1GXVcDLA2ArrAp90iLdKzbIMpTQajakKOi1NNq2par9ulELy5umP8sr8F3nPR7+Xj8tbSOKEk/mnedvm32Lrxm/HvvMHn/dM/590WUbMJ7s88skrOCE5e4OC8/+NxVNLfOr6K+itLjDe3qYTdyir+aE9sLCO/d09BoMBi8sr2KzHQz/wpawMIzqDPWTcQytLtx2i8zYYBdLfuzAMMELxhjJg5YHr3LGXEWjFD33xSUoJ3/bvP0FYGYQVPkfgsOH16ItFYmqDXwoKrHMsj2q+8dNXOJpZlApp0qab+AhPyvVEW4lDogNNnLRIqprZzojPXHyac8dPMEgSNM9jWbL53x8u6T//6yWLvA4CTO33kVYp5vOcfr+PDkO2xrs89cjj3Paql4H+wzv+u3UdDBHVX/oxdh/6OMvnmknv87DjtNays7uDzKuDZS6ORuZVFAgdMp/MmE8zEqmxUoCTCKvo1IaVn/rXDJZW2fuqr6OtA+JI4/DacMvzftLWWggkl069i5++usRsOkM4v9O31iLsi9n8eZ4TCMOJH/0exkfPMvnKP9l8fQIk1GXtX2ApieIYKQUbX/pdjE+/ir2b3kKg9Yv2lVfv/DFA0C1S2q0We6MpS26d2+37mI82ebT4Kpx1aKk4WMBWjZd9WZZIoQnaHbavXKPKUiLnSJKYaBDT6XRY39igKEuPSNjGQU96x70D33khBLPZjFdc/Gli6bjvhm/ClR6u3N/b5ciRVYKkzeVra/S6HbrtNm7zPjbW9rmQv4rd6Xlq3Wqm/OflQv+986uqK+bpFCEgmj7ILeGnmG7+J5L477A3SXE4dKgbRYNDK01papTWKCR1kfsoWVERCMEsmyKtxpiSq1cus3b9OlVtMNnbufkGwYxzaOXYy1/Hbz3zaoRZJ8jfyyg9ytte9+vM06O0w3WubRU8vfcVtNsdwlAT1AVJoLE2oNNKGE3GtNoxdV0dqgOqqsJaz2moyoqjR9qIeo6yc4L4AHXwxDvhJBWCvKgoqxpTl4cNWUVNoBSqYWzn6Zxuu880q3FGYg7eC44ykkeY2gFh1CYMYrJqhZk+QtE+y4uyA8X/HMD+Wb4aM9jjnrf8FlJ2kVIynv9Lnn1gjVYSIbHUdUV/0MepkKL271rryCZveNtjPP3fbqOnj+GCHgi/B0cKZOA4fvwEVbpH/FtfQp7OKevKa+yl4Nabb2R5ZYWTVyYHlZhjk5JcCXrtLloHqCAgaIyEnHeJ9jB9VQMCYwXgP//WOV5+cRsQVA6C0DumehTMrxutdVS1t1+2QvrgJCkQxnH1yYtcffY5lo8d4YaTp1jq9gjE88D9/0LOxP/Tr5fWyeNBGGsMdZPkNNmf0B620aHgmcuXGCwMOXnjGX47ZUw8z175A3+9kDz126/PBcE7YH/pLJdPWRZxn8MY4oVErud/tqwrdnd3WUq6COcQzk/QaeEZtzujCePRnBBBLSymqjHGYQC1coKnf+AnyZMWSSCIQo1QNNIpgxTqECZzSlJj2Fq/SiJBJCFVKD0z21riIMJYT3QzxhAEmnBrg6UP/Bydk+epv/bP+0lYQGVqlFZoIRsCm6QqS1g4weSeP4Zsuv4DyD0IPaO3qCtyU1LPR0ym+1zLF/jE0v9F9/QrfQCLsQgn0EpS1RXGWLRWuNwSdlvszlNsVRNLCa72yXWbD3HXp36Y8vg3shbfdgjJH4S4HBDwDm58HEXc9uwvIG3Nx0+9Gx1E1KYmz+asb6yzsLjAaDTi4sXnuEt8DPXBP8dNJ76VS8U53vXp7yGLh9hv+Jb/Pjp8+Nf5vfR0MiaUgkvlrUTJdzA4/jV0izbl9W0QEttow6uqRMYBDm/vm+UpkRRoaYlDQZaOEc5SlQWXnnkG5Rznj52k3624+8yP89z+qyExCKnRUlFTsbMryLO3sLW1zX1P/lVavTsYbX2Uta1VTt/QAudQYYBK58SBpqyhFYVUSXIYI+uswzRkSyEcWgX0ux16rYhiukEUOGRQEdvHWbsWs7u/D0HAcHERoQKqPKXIZhSB4fjiJnvFTXS7LZTyKYXOWbSyJIEgLyuM00ileTh5B4+1v5JIOuJGiritz/FLN/xnbjt1miMvqOr/UwZFAS33Smq20brVwGGOxH0F2nyUKFgjnc9ACaJ+l5XBEk9fuESUtFi+5Rqrd2xRbJ7h4qcElbNI4QhkQDuJcRrCQGLRVMYX5TCIKGvLyXPnGC4NMc6gtPQ+CnXFt3x6D1NXlIHfpZu69r+nWZtZW1NXJdY5Ah3jpPNQvD7wggBTH6zsHI6Gc9P48VtjCYLQ/5oz1K5JJSxyKmMITMzGpetsXF1jYXGB06dOcmx5hZZS/gz6XOep+Kx/+QNfgl6yyEdaMi99IlggNJmp2dveJ4oVvYUhjoJHHvkMvX6P3sqw6bCeJ3n9Qb/BL7wsPtJUugNymm3m4hffJeGgwrCxtYmyEiF/J6j+xXfYAaOLn8Y880nMnV8M+MmvKFJKFKN5wf5oinaiIcN5P+m6rNFRCxHG7L38Xmw5p6u90YvUmqKqKYqSOAw8yaaZwDfX19nd2MRWjWxGKrRWRGHQJH8ZrKnBWrSUmNWTPPt3fxy3crxh1oMxlW9GhDy0ny2ryidVSc+QF0rihI+gdc75pkBJdvc2eeqxJ7BVQafXw1UFV8NXslgOkG4OwpOLSiAtC8rSF3pnobvYZvvqVTAVlSkp8jnT8YhbJh/h2OQBdoJTrJ28Bet8k2OVREhJFEbM5rNDD3uJ45de9XdwVUlRG5LAu+sZa9jZ2aU3WCIIEsajEfvLp1lcfiXzzh30V3rsrN6K6MW0m+d7GIf7O1Dvagfj8QRTFkSdGB22uWhfzW10GfQSojCiKGrAEShJhVcWlFWBEwLpHK0kIlI1gXQ4CZ1ej/Xr14iTFnVVsHrqBAudJzm+8Ci1UzxXfo1vdISPe5U6pNUOWVlW7M5XqcI+mxNJeyHh+vYO/X6PVhQShSFFlpIEbUwcUFSRNzmpr7HQzdnZPY+tDYEMMKJmYdijnO4TUSJlwOtu/tecWfkM74n/MvvTl7O/u8/1zev0hwuEYUBZ1XzZ3e/nnvMP8IsPfD279i3UtUFrCcp/7rstzf50CrSpSogC2aytPIHTOucd3LRuCphDNf4fn+u9/L2+BHCcf+R/8AIqjdaaMNBYHPPpnCOveRLbu8rab761UZvU7H7m1UyuLjK5chrICXAQ78GbPsWl9xZc/FiPb/r6P0Ecx2DnWOeYZDnDIydZXT1BbSpqUyKDEINtXCJLBJC0WmAteZFT5l4SqcIIrCNUiqqusHXuiXkO6sJ5Xk5DuD1YeR3IT4MgQCNBCe+8h8Aan0BpcY1oQ+KcQTrQVjLe2ObBrV0uLg648exZTiwvEyh5SMo7xGAO0EHc86S9P+Bj/0sW+UAL4igkzbyJiUAwTjPORi3q2u8t07Lg/k8/wBve/AbCTgwcQCp/WOZfdFnL/s/9O8YnbuH0q+9Bh79D8XaQVwW7e3sMVBshf6d7+OKfr61h8CNfy1tmW3xo6WeY3XgWIxVGanb3J1xb20QhEFJjnSNN5wQqwBqIo4iyKjHFnGI2Ikgigm4X6xwrP/IDdB99gLV/+CPIpI+zjva1D3L2/n9E2fta1uIVDIL5vGQ2mTGfzRlE0eFUfzCFCwTV3W/wjHscKIFCg/FsWykkpjLgHGGTQ+6cQ2nlw24OSHA4hJJMZjP29kaESnJH+5PcHv86H5v/JZ4bDXHKT59SOIwTmLomy3MCHXDKXuHy9UW2WCJyElEVTNbXCauKJ9wNzNSf4tr0BopLFxkeP44OQ4QU7GxvIxzev9s5sI7a1my3TmOswxmHzXLqqkYJKNKMzY1NlheH5GnB0/Nl7vyqD1FeegYxeZT8xiOc2f9vlBd/Hl7+LS/98TGG2XRCoBVJkmB3J6TZHCUFUaCIA01RVJR5SaInnG3fx0bxJq8SEJI4CjHljLSeEri48fkvidodotgy3d8DFDvzu3jv+l+iVjcT9gwqFChdsNT7ME9eXmU2qzl5ZJl5NmZnfx1TG4JIM5/O6EQRTkiEUoRKADWV1rQ6LbL9EW99zQ9w6siTrG39Q3S4gAQWB0eoq4xO5FjoLlCVBet7dyPsnPXdHssrC5S14ajzu/dhf8gsz1mb3M6lrV320pM4VTGajIniFueOZ7z26L/hofW3c7m+ExlEyDBCSOF9D1yjUkAgpSePpalv3JCfZ/r279H121E955wnj6oQJzVVbWmduYYabLH2oTFRuADOYcuQ0cXTBJECWzOdbvHc+if4mr8YcuxazbMftqwsLxM7yd7GZTbWtyDssHTiOFYJpJNEKvLqk8acSEqf2ijwRTeOIoImPdLUNT502RNOjWl29EJQVQcoTWM/rTVhGFDXpTfFcr4JsK4p7s40kH/DRQoC72dvPZPeNZ4W0jrS3REf3/wkvaUB58+e48TyCu0gOuRSHKRS+t39H9Yf+Hx28lIQhYo0NV6uIjWb+2O2d/boDjvUQKg1u+N9Hn/wUV722lfggkaC4uQf3uPmEoD4rV9m5Xv/LJ03/hH0vf/1hRvAF11OwOWPfIT0A79F/+3v/h2UCy/AFZtFSZplXD7+VoLdK6ztZdyW5mQWyjTl2Le+m+T8bTzxzX+RqNv2elYnaD/1KF0cdLrMiwx3y510ui263R4yCKhNxfCh+2g98TB7swlFt4cQgmT3YdqjJzmxsEfWuZmdvTHLOuUrN3+I6ZOXSO/5jkPd7IFpDEI0pDfA+EWQbbTWCKicd8pSjVROBZpASoy15BRk6ZQ8y8jTMYvj97K7fRxhHUGgWHUXWOY5lsI9Juo4TmqccYSB18VbU9PrdgjLMV92/98lCxf5mVv+GUp4yLi/vIgTEi0lU3OGbj3hJvlJLuw7TkwvMtV9THgMAezvpd63/uDOOz/1CSF8uBsCoRTSaYp0jhl0kUHEZDbj0uXLjEf7ZEXJlfBulo8UtM686fP6DNVVyXw2JQy993qgNYP+AGcNCkOvHTGd5xjnuHfpx7lj8F4+sAEPbN6LQhG3Ndrcz9tf9WNcm3wTI/N2pnODQWKxLB4/xvruLnvjKQv9u6jzgnY9ptPucLT9c5zq/xjjnbfz/k+8kmB5kVarhS0MQUuTRDFioDFSQBQSCIEUYGcZnXaCyRXtJOG5a7eBK1hfazGbjrnj/DW+/q0/w/vu+2qub91EEg6Io4Bn1t/AQxdfQVYUtI2hsIa43SFptXFK4ZTi8t7dGOOw1ZTLl5+hrAq6gwWS41sM4+dYaV8gUrdgbEaNBgLCIADhfFMmBHEUce/eP2K4cw1z/jcgGH7We/VZb97/vydDKQhCjQ4UCMjuexc7e5ews/6hz4Bo3hNRCdLZnM88+Ajb+zm//H8MCd0JvvydryBpRTzxyNPMJvsQ9lhePY5wEqw59KqQUj7vX2Hqg28Y6xxKa0KhSbOM2hqU1r7BsM9HRQdBcLh3rxvHy6qqfHMlxWEjoKTEVDVl7UOihFIoJZvGwBtS4RzWgBUOaQ1lXRP2Oqg0o9ya8MjOgzydJCyuLNHqtkErYqW58cQpghckOn4+xmBfyNdL58kbS6g1vX6X2SwDqShqwf7OiFYnJq1KnNYknQ4XrzzHcHmJkzedPoid/8Prhddd95K/5d3It39z43/+uW+RcYa9v/JX6Tz2GPmJG+Cel3/W7/nth49zjmtr1/nk8peSxznLUmNR5KZmfOkSNzzzJEJIloYDjLPU1pAkCXf/g+8imO7jEgVC8uivPEwUaISEuvZQ+to//hHUZER14lTTXjt2X/ad7B17I9fHAWYyYZblLJgxC9UaQf4cKR6WO2Cga60P4TtcQweUsnGTU1hrMKVPIZvnOfM0pcgyyrLynvV1ha0rJILT5a9yT/iThPqNfLj1R4nimA9XX81zvXeShrdzpN9hkhY+iczVYCt0o+NVrR5Pr7yDNF7xUpxQEUQBwRx67RZlVaGDgJvdr3Fb9TOcqOfc+tB/ZZqs8t4v+mHU2iW+5Jf/Hy7e/hYeeflX+ufVoBUHjnjGGG8mUxlOPfY+drZvp1g5x2B6P/P1iqvyVqyp2UzuZP8Nf57W8MzzD/J3eGcEgrIomE5G9NuRP5CVIk4SlBJYW9Lvtri+NcJay4XJmwkZcz27HSkk7ZYmm+1xrLXOoL1JJjZIZyEqL9hY38BUJbfdeAOzvKZOC9pLS0TtDioIiMOYWfVmduZPc333FRw/eZLWYABKk80rZCsmtcKzpK2iyktqJRDOp78pChIVUrcibj7zOKtLlzi2vM+VaxGnj84ZdtZY7V/l2to5ZvMUYwPyLKOqanZ2dsnyiuNHV3HG0Epi0jxDGksk1vmj9/4E+7NlfvHBv0U6n7E/GvPJJ49Q2L/LtDiKshOkTYk6Q6oaiqIiCLwCwfsywEL+GO3qOrNigugOD9BeAC66mk9Q8DV1QByE/69e99+tqyxy0vmUOAjJi5KdTUOVr2Dw+nXnLEqBcwZTK7JZjlSK46fO0pc3EoQh5XTK5jMXGK1vsJvlHDl9HBloNFDmOWVdkyStQ/+HoiwQEk+4bYq1c56R76dqb3KltSZQAVLWh0X0wNjqAKp/PvPheX+PMAwRUj3fnKAOOTfWGqz1xFYE3mCrCdMZ7+4TdFoErYRQSuqyYuv6Oqaumc3nrB4/xtGVVXphTODEi23z/oBeL1nk8zRHhZogComikKI0OKGYzzI0ilaSkM/nJC0DkeaBBz9Df9BjsLoAfDY54g9KN3VIpHLPzwN2uMSlb/sHnDl1+kUs6t9+j6azGdOvfAfi2AmOnL/5c++Uftt/M89Trly97BEU4SiNJatrdsZT6uEyD/67X8N1ehjhSXYHU+f1P/6dRJMRVaQJQ0kc+wAaY2qEcyilkQuLuMUlz6qvvd5YKM1ucoZ69zJFUZHlNU/Vy3zkjT/D8o23I7U81MG6piB5+ZPFSshMxXg8pZjNKfPCNxSNQQrOW25KpVCuiaiVCqF897+t7+U5d43L7s30h6sIrRjNp+zo0yRKME1T8toQBZq6tMQ6QGqF0iHt/gKP3PF/EgnFUplT2oIEqKlpoYkEiFqxpd6EKK/yTOtLsacdO3qZwkAnn9GebtOZbFM5Qa/XoyhyhBS0ez3m8zntdou6LDi6+QhvfuRHWT/yMj527O/xtvE/JbYTLg++H3SPOAyJ4piXZq8IHI75bEZdFsQLXXSg0GHIypEjIGE6HdHrLREGmqquuDK5nauTG1FKEYYKJQ37kx2263v4+OV7qeQJjJmTzudIIRguLZH0unQcFNYxWBiitcDicwim1VnW97+bcbXFwlKfMEkw1lCVNR/8jQ9TZAWvec0rOLK6QFEJAjxHwwlFkU0Z9FeZ5jlPXv5KqCTOBSwurfLM5m38h18/SV2s0k6EV0BYRyAUOhBoJNl0zrQ1Y3Nni063w+Kwj5KKvF7m4Wtv4cpGBxWGnFk+R3j9GrN8xvW9IcN+By3nKFM1+2Vvo2xMRVmA1N7B72Nnf5R6fJl7RJvGZO3wmXw3Y95HwYLt8OUuaM6vF7x7hy+6eNEPf+cT4bN/k/jsn/I/23wkTGVwlUOKgP39KUVlWV5eQGpBEMd4/YBDSItzNUGkCaOAhSOraCk9itVp0Wn5vPkoN4z2dhn0WggUBtf4QVjq2ocGyYazUxZlo4H3zYQVEh2F0PA0pPDafA/BP//Vy6aBF8Y3A17f7ov/Q/0hP3Try/jqz3yKN6dT4jjxTppNs3zgaumcJ+ohINQ+Ilm1EnCCuqwQYeAlfNbgrGPQ65FOpvzmb36Q1WNHOXXiJKv9PqFSh34c/73rc1L1vgDK1UsW+fbKKqOtDVRdocIIWTtsoNmczrlhnhMvdSiDkP3xlOHCAtNswv33PcAb3/omglaAFaC+EO7U/4/XoZ2sgGmWkmc5UonDvdELj3fnPFnk2WuXGb/6VYjbX8FqFBzumX6nu1iWGU89c4G97R2EqTiz/RDv+M0f4en8byJe/UeJpKBaXjmE4bB+GldCsvO130ZRFbRUTRKGftcMuObF8AEfPiHOOu8ehxI4DUWRMZ2MKfKCQafHbJzhBmchalG5mqKqKMuSeZoyT+eksxm2rjFlRWd6ma989u9xeeVtXLjtL/jkMaWpKkPZ5JwLqdBKEcUtZmmK1hGdhR5JdI6t8HUc0wkrSpIWGfXldeZZCcown8+83ayacu7cDSitiaKQ0lSkRcnSkRWkE3RabUbzEWY0otgfUze3RpqacXCO51p/m+Fwgcuvu4eqLukLQZEM+clv/tf0jp9lgCQIA1TQosgztArRssYYCTJmbXALT938VTy3dAdlZXh0+CeIqy1yowml5yVIqV9AG/Jq4M9ez/hnMh2PUEC328U4i9ApTkquXb+GMTWnzx8jjjTzrMLUFa1IYaxjMOyQT7foBIrlxQVK10VYcLamKCvidp8oabG+u0s6L4nCmLid4Jwhm2VU49GhXXJd1944CUso1vmm130n95w+zU03XOTC+h7Pbn0NUdxGSw3W0o5ilLMImzFoaaTtcLz3OG+47WcZ538fUU3JqmW0VhgsSeIDiyrlPRmWjxxByhaBzLn95FP0OjVb2Zc2d0vz8Ytfi60rVFCTVjWzNGNpaRlrfWsdxG1ktY+rZxgVkOYpQaBRSlNXJXldkokOWZU0vvwvJt19By1uQPOGsHNQ/XG/TeryWeXdvfhXXuKA8NueF+gr3EGn4ft1Wp02ncVFyq1NkiDk1InjGGO4tr3OaDLjxMnjhEqRpRVgKY1gOFyho0NCBToJWVjsE0axX6E4g80ss2lGe3EB3Tg8OlM1SJv1Db6QaO0nbGP9utZKaCctKqFwCJ8kJ0AI1cDxvmVxDYwvnI8PtpUvxFprMh2SBgF1p0u9tYHVCSAbB02DaSR5z+vwfb68lIrI+Z1/VVmKIsVZ0zD2IcsFoQ4IasuVC89y9bkr9IYDTp0+xcnVVbph5GPSxcGZ3LhQNofr51zNvPQT/H1/vWSR7y4f4cjRk+xsb7K3t0MQWMoKSuu4cn2DWxbPgxQUdU0+m9Ppttne3+HJzzzKna+5GxEc0B8OdEB/AGV1DdFsf3//0J718BfEwX3x/9jf32fr+jrS+ijTsir9hPvbOXoH7f/1Jwn/z1dx/Oa38syNf5Reu0OiBNIZitE2Gl+kpZTQuIwJ6TPUtQ6QGDqBIgmlP94kjd88IAVaKKz1JDPd+L57UxxJkRfM5xm1cQSh4q3y/ew9vs9za3fgrJecFXmB0opAB2gJ7SSmRNJqJUhnEKZx2ROi8ZOPCRoTmijyk1dVVYzLjMlsnbHLGF2b4JxjNJ6Sjrb4G2f+GWfLNj9TfB9WrBJFCzhbA4aLl68hNGjppw4tFUrvIxTEYUxpa3RZ4oKAzIEIQ6o0RTi/A7aBJOy1GbRXybOMvpY8k+cEC0ucPnaM3b092q22v7dlybEwZDyZeDi4LHjuxN8iVIrFsmC88o2cv/8bOFW9j19Y/HsUhdcdv3CC+J1eDecs49E+QRgSRC3m0wlSCqajPcqNX+bLb/xxtud/jV7nXUzTgrSoMdZPnsKVlOmIhXZI0mn5XO/G0OTc4DdYCjQff+QGrl6/zNd98TO48NU4ewrjnCfXAkf7H+D2m/4573/4T5PyVc2fa1GyJogcShmU9m5mwvkpOY4irK0oXUlpSuIoZGP/du67+E6eXHsN6AKbTUDVKBWhncZZg6kLzi/9HJ94AEr9Zo4c6dJudXn3q3+NKEj5qY++garqo5Vklvtks/HeHCsU/YVlVBAQNpyJbqdNkU/IXYFxJVp5PoOzjrq2jPb2WeklZOmcMs9f9ASsgNeLiNfbmHmaY1sx6rP2kO7w5f3tAuLP8RTxE61vQJwDi/WETeeoq5qq9iufoiqbxMCKIh9x6do1JvtT4v4io3mFcTNu/rJLrD92Hpd10FHI0dMh8flLnHjylYiqTRjGSOWYZVNWlpeRxhJHEULMicKI3Z1dOklCEmqiKKGuSmpbYy3+bJBe8YI1COtJr0Vt+aWlIcuXr3Db/ph2t0MgdQPRC+8ueDiNW4TwqY9SSGQgsdbyms117hrtEecZxUHCo38q/nMlGgRR+rVKZXxSnW2UMc75s8gKRVlX1FUJgBH+PgopPNzvLLvrG+yub/BUv8ux48e44fRphu0ugZDeG795zuKFT+0LrD69ZJH/xK/8MifO38jxm2+CbM50a4qWEqQkrSq0U3TiBKqaoioQStDud3j0macYLi9y8vxpnHz+RfiDeDkce/sj1tfWCRpyy+e8Ln6M+IP/Frn0ZbTjHvNizmw6py4rwqAher0w6AQwOLTUCKUZ9LqkpWDj/FuYPf1fuPmJn+eRL/6zDWTeZDlL6X2hlULFEVpBIPFEGOu79yDQXsaifAa8MYaKiiyfMpvPkbsXOHHxp5i334otA6TUrObPcO/0V7maP8V79N8giROk8sQmb4MboqUgiVt0ehFFPeTnk/9EaUOGSQ8VSKbTCXWV0u10CANNVtYg/Mv9OvH9HO1/gv/7E9/M1f027XYfV1VQzTGnJFUFTzx8P0fPnaPb7WGN9QcFklAFqCbTPEnaOBxKCaTIPKmoKlFWYCuDjjROR9iswqV7sLNFq90mihNfAIRFUDOZ7mGulWRFziyLCQ/4B0GHWTUjlhFBK6SsKkhiVB3gyjkGhUOCKbB0sC94Lf571tCuiZCN4xgdhEgVEEUBeTqlyg0eLxN02zFVmZMXGZ0kptNtMRtvEknLcKGL1MoTnbAoUfLqYz9OZUIevPj9vPX1q7ztzn/Nzvw5Hpu9FSe8m18rCAh0y+9k0dDsVnNzgp/86L/m6tqElaMLDLpdupFpmlpLaQ11ZTAupDI1+/tjBt0r3P6yX6PWczY+fZYQg0OgtSSKNBhBN3mWt7zi/ZxeWeLH/9ubfd64c3zoiW9Biwm17XulhYU4jhC1JRvN2Nf7tNoxaxtTlhYXOHJkFVRNK06wWUlZTRGqh7USoXwSoZYaJQWmKinL4vkXS3BYBDa2d/j4/Q/ysle9nDPLS561/YLn1oT3eS1547JonH9v6rqmrErv7FcW5EXRNO+GPM+pqrJJFrQ+grky5GnqC58AqUa86sv/FudXznLp03+LzuIREJL2qU8yuOtRBkcSdh98FVIIwrs/gDz1CC5bxF25k9pVlGlOq50QaE1VZljnyLK0af5hMpsRDgcoaxFCEWjZEBMtFqiaaGbvTAfXBgN+4YbTnF0YcOdvfQytFVh3GAJljPXJlNaCnw0O9/JhGB4S/DrGELRaxK0WxvomFus19Uo9byNdlpW/p8765MtmBXhA5rVN8T/YbtRFwTTPMXXdyPgkUitMXnJxNOXSs89x5Pgxzp0+zcpgSEtp5vsTdCsmblwxm0Sc5qX8X7/iv3QKXStgc+2an8iSCIFEWpBBxHiek88z5qKkFccY4ZPDhAQRax555BEGi0O6C70viJv1/+Y6hOCB9OJFHrtymY39EWcWjjRysoZx/8JD/gP/gu6nf5Y7vurlXFw8hxyNedn9PwgnJbzySz7r7zDGkA9PYv7Nczz1mQcJpillWoKOKDvLSCWwTjbPxDdmQnpbSuH8VBsqSyAFNWC0IC0L0mxOkedMJxOKNKMsS296YSxaCF69/4uc3XwP48WY6fCPUE82uGZWeW/8LqbDu2i1+nQ6bdqdxP99TXyoEQ4ZhjgL+3tj6loRRgFIDytbp5BKUhtBbWpvxWpqqrpmrgZkpsUks8zTnPm8QochAZLve/Q7CKSm5absPHmRSaTo9lpEkaY23mGtNxgwnqYYJzHWG+oopX0DJEBojVIxcatDbUuSMEI30iCCiHk59dbCVUWRZRS5YTLJKYoS6RyB0uggQKo9nHXAnocvlUQ2Fr6hcvz6qe/nq9a/la8uvoefjv45l69tcFu37xvn/04jXJQVRZ7TbgVYV4GtacUh+1vr5OYuHrJ/HC36dNveBMgaQRSFmCrF5BOWh12iTqcpXg2cSsyHn/sOJqnGCcFOcRsfuvTnmJUnaA8AJ9BhgAhDdqsv5dKTb+Da9i6rq94MRSpHbZVPrytrQpVS24ydaYxxNUJ6hrWpFXUNQsaIoENVdxku3kzS6jCf1j6G1MVYZ5AIRtl5PvjIn+AjH8uRoQLrw4Eu77ycsqwZ9BRaB5RGoLQkUSFShugoJCvmTCYzFhYXmmccoMQyxdpVKKdI2aZ2lrKosE3QklRgMWRFhsWhhOdAOOeZ6z873uNXTizzpx59nOV770E6S1X5KF7jHHlekmX+v92bz9mmpj3NfDPvfF6C0h4Rs8avoeraf99YSxhGFEXBQQqjDmO0Uv7z70rqqkdd9bFC+Ka7rpEbrwSVMr5yM1VdIRDUj7+CYNwnv3wDwnob4LIqONpfQUtJhd+Vax1gawdasrc3ot/vNsx2X9z8ZO1jooUQh5nxOMfNWc63XHiOE7u76CBAyaDh3EgfR2wtxjgQfmo3tW8SrLW+YQCPJDVRtH5ocQRa+4awkdhVVdkUeoFxvnHUUhEE+nAVowOFDDV1w/J3xp8XCEG73fEGbo23fi0MqqqIi4q1yTNcufgs3aUFbjx7jqXBkKFW2KaxeyGE/4VwvbQZTtgn0JLK1tSFI1SauixAKrK6Zn80pnd8kdLUyKajKoqchW4XrOSRBz7Dq99wLzoJGijkANp6nm7yhRhuc0C2qy9cYHz77SzfdSfrf/2ve+KO/dyHufvq72V68h6yO97J9NI1ju09ypGnfxX3sQG88kteNMV7rapngo9nc0ajMS6vqGtHUZd87Ct/kBPHjiBsiVahfy5VhXHeqEVLhXz6fjYHQ0azGaP9CXGzmMrylMXhAs5ZwkAThCFG+ZdLSsFz0buQ3aOs997ICe140/W/zXVO8hPhd3Ksf5QkTnA6wMkAtMRIgRFgKks1rxECdBijtP9+RuMxdV15cp6TZOUcIbx+OS8K8iLnF8p30s5vojQFdTHF2ApRC+J2Qm4sKg45efY0deEzxqM4YmlpkZ39bfJqRp5lJKFCiZjwdE7yml12f6lDtS9I84zCVAjj0CrESU8UipOE8WR8CB06IAhCL48LAsIwAgRBFBMnCVESE0axP8iFJokTlFQIDEKURKFGyQ6T4AxS1HRaEWvbI46fmLPQ77xol/vbe+L5bE5VlQRhwvbWxiE6UhtDuzdga3/EMAjoDRfptjtYozC2Jp3t0A4V3X4fJ3ST1uZ3r2VZcmnzLiqjcXYO1vL4+tvoJjXdvj/tSuN8mptxTFOPGOAONM5zVhe2WVm4AbTk9S//LtrJNX71vp+lyiNsVVMZr4oo8hxTlozHgmvXv524/xoyKuogIQgi4uEicaTZ39hEipxHrr6FZ9ce4PSZ5px4QfJYoDWB8kdXJSoqLTBxSBiFDJIAHUa0WomXepmSWIVI5QikoTAFOoiwzicm6sCR5jOKsmR3f5/xdIopa7IyZ54XmCLjZxe6PHxiiZue+hD2vb/BkaXl5iwTqCDAlBVlWYGAH7q1y0NHhvzlD445N/cacSk1wsmGWCoRBgIRUNua2jrSWdpYwfqi3g+mpKMpl3cs7V6HB37jexFIajNrJGaCfC7In34d1hovC0Rg5gH543ejhN+N11VNEIS0223ybMpTImZa5BRVidAh0grmacZkNiPodtENm11r2TDdLUr6FQpNA2JczZuvXPOWtPLgTFAeSqdJFTQ+P17QsOidt6+tq8o3DY2apj6Y0B1+H08zjTeW0XXdrH8QGGtRgY+xresSC+hANz/vA4hKWyG15zDVNG6tSlFlpYfwpcCaCllDOa9Ip3P21reJWwmnz5zi7ImTLA+HhFofeuR/blc9cXDIP1+5fh+XsM/D+cEzo8NAU1U1tXDU1iJMTSUkFy5f465eSCkc4/0JR1aOkM3ndJMWSbfFeDTnqUef4PaX34HTwAtILV/4l0MuDOD225ieO0dlDDu7O5iqRhM9z+QVvpt1i2fYv/PrKMuCyWyCWX0Nt3zzDxG97p1ILKKJIq2qCiEsMpBMsoLN3V2yyRSJJCsMVemaCFRLXhUU8yn57i53/tt/yMbyMY6PLpINjnDbx3+NC6/+cj75ZX+K2Am6nRZaB7TyGCV9cVdaYSzYskQi6HU7LAz75J3XEs9nbD77OKNwlU1xE0J0MFqSVSUqabM7z3xBMd7rvbL28AWWwq8IPJtaUBQpiJrxeEqazSnTjCrL0UAnTrh5aY1vOv1veLR/Jz/Gl/H0pcsYZVhdHhJGEfMsY3Fhgf5iB1fXCGfJ64LKGjY3N5hMp7RbQ44e7bH0xgxzU8rN+U3YC8uM9kYURUa3FZNPZ2ipsE5AoNnZC1ECQh0xGU9JOm1fsOqSwBnyNMMGit0yQ0pFq9WirGr/nIyjMBaDoNVuIwNNtz9grfXn+C71V3jn6Nv5efWfuHp9i24raVYyn/vd2N3e9O6FZcXs+ifpLJ8nWT6HjtoUxpDt7LC8skwgHd1eCysC8tkOsq4YLA5QkUIIbzpUO0dtHEUlyUuQWtLtJLQTC6LyISRKURpIK01dxzghmBYpNYJpXpLWFa85+Q85e/PH+eX7/ybrm2e5tn6Ehb5j5/Il7xlfV74ZtY40L1BSc3zlCb7h3f+BBx65hfs/+k6Gw0WIu0TRCjJoM7NtcJp5WdIbDhvCpwERYl3lyYBFRaUNSmlA+gm5sNz30IP0e23OnjvTuClaisxQy5zC+ICcyu6CDEE4kjhCEVKtX+VolLKzP+ejn/o0wtc0dBASyIpv39vnw9OUo1e3uRpK2m0freusRVkPbdNI2U5OK7baJeEsRcUdwO/an2eMO8qyagh+gPUxv0oHh7a/b9v/DqSr+IneD1MZ5yVkQoPyK5ko8NG7Qggq+zwrXWnVNMqePEdt6fXbVFXNL9Z9/snC3ZzKn+Xk/R9mMFzmyPFTdHt90qxgqd8F43fnQgoCpb2axdomktc3WKEKcNIHzIB3xTRYj8iBn5wbpNI1MrsDDpKzxiMadUlVV4RR5O2nbVPcGwRBB7oJuRKeEIh3cLTGUllwVmIxPoMCcM06UimFw1EUOXlVIgSHsL9wEq08ymWs9SgFIGuDKCoevDLi4Wv7nOkFnDp5gtNHj9KLIw6s2cULRtGDuv9CVcTv54r2eUTNCvI8p65rouahgC8ioQzIi5y6MLSGXUIdYayh0+34yMc4RLVDLl+5zHBhyPFzJ5//g8X/Crfnf+A6+CAsLrD9Mz/FhYcfg7L2VrK1N5l4IcnDNd3qPMtIq5oyK1EV1F/09YT9FlVdY63z8rCyxDqLNYaiqNm8voEpa1C+637N4z9B8vCcj73820nimEgHLOyuc/ahj7Jw7AT9/BpbZ+5i//gN7J2+jSBICMOQOAkIooio7ZpAGqhtTT5PuXH8EwTjx/nJ8bvQUZfZdEqZl3xd8mssta/xc7v3kHVT1rYdWsdEk5wwCjC29npZBEWZMZ9PqAu/i6zKAm0KlJMooNNOkE5wpNdF99oY43wwhlKgYzbKU2yJ2xgsLLA6nlNYmKcZKEmcRJRlydqlDTpxTDeK6La7tKMWC/1FYh1haoHNMsyHljBPB+xfcmzvXKAoDaFSaIs/SOOIJIqIwoTaWlpJQlmXiDhEpBt804n/ylP1q9jsfwVJkjDa22N9fY1Wq0Or1WY2m1OWBVVdE9c1dV0TuJr5ZMpkOmLq4PETJ1CdI6RZzvXNbXqdmDMnjyLFge7iBVOEc6xvrntp486jvEv+I0bZDagjC9j0Dj74yVOcPnGcUCqMLYhCgBEd/XE2JudZkm32Uu9pb51DuBDpJNaF5PUerTDkxJljBGHAeJ6SlgXXZzlFZakrga33EXbGSuszXN6/ga3pLs6UXBartNQpxtsWk27wwQ99ScN0HlFWUOQ5Ct/MtYIQ4Qool9nePs7+1mkWZEk1uopI2nTU3ZR1wXzvErIhjp48seqhXgRCqEPGdp6XHJhtOcA6QRRMecWtM9Y2l6lyi3OGvM7BCd5y9t9RH2nzwPa3Ebc6TfEydDptjK1566VvIqm3eV/rp6mE1/YjJVEYEEjBiarm7qub7AlFWVbs7Y9ZWRwgnMWWtd8pW4e1Nfdeq3miH/H4cpcT++aQqV8b/x7YJocB5wmuWge4pvAYY7HOsqFfiRYlUTAgEYAQni8jny/ixtQNq/2A7+RLzoGzpLCWVhQwHe3ziY99nI9eH5G8+y+gHv808+1tpls7XH32GaJ+lxtuv4Xh4A0MkzY0ELpzjqIqUVqThJG3pEUcCHNwTiCEpK59OuVBKqMQwq8cAukNdUof6eycbZoR75/hbWvxDHwhDz/rUvkG2zrPa0AqjxxTE8ctnyNRe8MsrZUfHhqukcSjU3meexJf01wo5cOtyrzEWoMK/KReFRV1WTMtDX99+NUkruQHNn6Fva1tnmg/xYlzp7j59FkWktaLCqV4QZV34vc/Ev3SO3kBSRz5TqsqKcuKOE483CUkaVmzP5qx1E6YTie0kwQbKKIoQiIYtFuMneMzDz9Mr9+nu9jDCb/fEQdOBb+/79H/wOUoq5osyxBS0hnt8Pr3/xCKv4j4Y9/+gt/lX9CqrqmdY5LnZHnB0av38+BHa9zisoe1rGM6mVKVNUJIEjJe877vI126lenNb8c4QVUZbt35NFGd85CCKE6wSjA6eZYP/dXvp1g+Tm+8xv7SSWZRF4ckUAFBFGKVpfL0eSoDQkrywuJkyKn8Y3TFVarpa9namdGJE3qtDuvhnTxb7XNl1mOcbdBbGJJoDUqwNZtSlSV1WRMFgd+7lQWhFiy0EkQS86buxzmmr/Ar+bcgki61hSKvcUKwtLSAUn5vqeRJfmH2N6mQZPUay0dXGU3mSAf9wZCNrQ1CJTFpSlqVSNtikk6JE79bL8qSdntAq9dBVJrh3knMQFHUhrLyk0ktBJ1Wi/6gz2Q+5dL1q5RFyfX1NaypaSUxR3mOm5KLTEeCDz5znnanQ7/d5cSZswgkWZYzXFpme2eXQFtEXbPUbiFxRPMp2WxGqDT/ZfLH0VWLlY5la2efOND0e10WB53P+hSVVcXO7g5hELCzq1kLbyE8cp5h/CucWDb0OjeztLSAU5osHRGl/4WX9T/FPa/6OO955DsZ21vACJCNK5+wVCbntUe/j5evVLz/qT/L9bU1nDXccuy/cdMN9/PeT/0JsurAvrfi5be8n9fd9Ru871Nv5SMPvBZhLR8f38qnPnMLtrZ0e4J23AHr6LY7GAHW1lRVQWX8/rkyFeNpl1/6xT/PLJ3RG0jP6rY17VZCOSsw6QbS1YggoqgFhgCnNft2TllUPk42aBFGfm0SxTFBEPLam76b1f59fPiJH2RS3I7AYZxB2oIbFj6FIeEZ8/8BaVAItAqxtkZZy0bnjXTqDVw0RDpFnqdU1hAN+ghpmc0mTKdTpvMSK+Datev0OwlR4Auusxy6xe13E55a7RIKiXpw2xc6a3xqIdZLNJt9tWhIsEJJhDF+xywDPh3/dZxzhEBdVSilCIQ3c3LGnxEHUa/e08JP1aYyBGHgGejGcOW5q7z3vb/KdHcfYSx3PvBRFMZ7/+kQFYZs3vsOfunVb+PYzmd4RRh7B8kwwDhvJ4trFDlCUNcV3o3ONRkQ3jVQaXn4e1ST1njAL3BBADSwezM9ewb8QbPiI5wDrRFY8rL0e/uDvXsYEScxSgqKomzUQb6sVlXTOHkPHawzTbPRfG3GcBCGqYRXfVjncA2yYmoLEpQruTu/TMcW1GmOkwJbW5579AJbV9Y5ceYkp44dY6Hd9kl44qAN9wFYv9/5Zp/HJC+ZTiaEgabXH3ooRgjKqkbqEKKYWV7RzQvyLEMIi7GV9zquDW0gakfMZin3f+p+Xv9FbyBI1AsK+xcQw+FzXFJJknYHIRQLk22G60/inv4U8O2A18U7Z0nXn2P6sV9CvuydzIuMo899ki+775+yvvVGHn3H38U5g1aKbqcDQlGWNcnOJssbj2EdrL/qm7k+GjMrav7tTX+Z5W6LZHjEZ6JLSRgG2Fe+CaqK6YkzTMcTyqom0Io4aUEzGZVVRWU8y7U2htoahINfb383++On2NibIVxGIUPKOuPTrVu5z96K7DlWIs2KHvFH3Y9zofU2Hu6/nlmWH0pe4jgmDjUSg1QSg+Bs8Qwr7gqYMQvDs0ihmWU5cRTQjkP67cjvkYVgbzxmvL9PlReYRmoVBTFnTp32gSTtFgvDgf9epPAcBGGRsSZsJRRlxXSWAYoTp05Q1Ibdp69hjN9DCud9tK9ev05ZlV7KVBTYosIZg8lSdos+/2D8DjaLITYYUY4nbDlod7ucWmlzW/sSl9U9OAy74xFVbZhkGVEYgLMsHTtGOwgpsozRaEI6nWJMi/3JnCefvsirX3EHoX6x+sKrDiq6/Tb7IuEj4V/hjD7L1ctv4rnLIVGiaA2WKcMu7Pwd3n77z/OZ517P5Z07mRbnKewmLiu9j7/1yIKwlpM3fQoAN90mayDkY7c9yvGlZwm5xGR+hkBFaC3Z3LqJte0rFOUrufHMSRp8GmsNaZmjwxBrHWVRUWdzbOV38T4cxzf9w07GW7/yJ5mN3sInP3gXW9s7jKsx7VabII5wc0u7teo1/t0WnSQh0AGDaIN74+/jGfd1bEfv9Kxp6WHisvCo1troTTgRkXGDt2MuC5/ASMSH9v4NlsCztvGWw6WpPcQrBY8v/hnKosBMUwKp2N3aor+0QFGkCOMYDofE8S6J0VS1IZ2n7O6NWF1ZRCuFlgJTVdS14fRezv/+8esMRykW3bDGHVo15kDWk8mCIPQFCY/IOeNhf6V8EfEMcund4oCqKvz6o66hySKoygLbeMaHUYgSHtIeOcU/Pv8mupOPcsxp7j5/HpfN/LqsLDwRNAgJ4oTLd7yS9MY72U+fA+ff9bKqUMKnw9e1wQlfRY3xkdOevOfJpEVZeYvbJleirg8KbyOcdo36AB/+I6X2wVP4tWMYhjiHDxdSygcblQUI50m4dYU1PnviwDnTKw98Fr3yXU7zN3juhlaa2vqo7SgIsI3iQSiPGOJoclg8Z0BrzTev/QbGWsowJAxCbFlSOUs2tlx+7CkuX7hIb2nITWfPcWRxiahZnRySp38fl7CXLPJKKfq9PqaumM9nCKlJWhqlfcgJSnN9c4coEiwsD+j1OhSFhyon8xlogQpDWu2Eza1tnnjoUe589csQX/D5874TLaqaNMuw1rF99pXsfM+vs/ja12FxmKpmbzphe3OTpZ/+axx/7FfJN66wmDkeTo7z7LF7mN30pZw/fda3AwJEGFA5x9Xr67jkLh75sz9HOTxCP2izxTpmkjMKluktHKMbt7HaM2RzJ3xOuHO40jdoodQYUzOa7B/CfMZ4MxpT1xRFzjydURclRTrH1m26Lcve/hT2J8RRTHdhiVE6Z3+8z5kTJznSGbE8WmOutjB3vYLHn36KsiiItA8sSVpBIyUqmc5Tfir9Jki32SoNpbpCp9f3B5aSzNIxSWuRleVlpnlK0opZqEE6QdRK2N7ZAyO4+OyzLC0vMxrtszveRQsvEwuUxrmSebpNnhYMuqsINHlWcjV6kkB2iEO//1Nasbu741m91lDkBVGgiZSgPRiQZilJO2EyGfNMuuoh1yLDWUtRGWazKX9k+BnerD/De6a7mMGXsdBqs7m9w3gyZW8no91KqJOYUZYShQGDxT7pbERnsMBoklJmUwb9NrfdfNPziz9gZ3u7eR4lOoqxUjOazonCW6ndHjKoETrh0tPPMFtfoe9u5cL11zMqjmJtja0vY2sfzGKMa6BWxc9+6LvQWpGEAZ04xjnHA09/G8+sjRHhCZZWDFVVUtclO5OT/PIH/mRzeI+RUvuUL61BBGCgFcV0kw55XmKCEq3aBFoTRgk6iBguXaM3vIbSl1k98y6WTpxjd2ONIi/Y39vGWMGR40fAWYyAINAkrRZD8wQDLrMgLrKBIS9rDwlLL5EUUnB97yt45vpb2N/dYWlZEIQhFu/KNq2O+6IhHAKFqXyxd8Y2jHeDVtqnmjnhD34hiEONqTKQgsrWlFWFrXzk8vbOPktLiz52wZhDKN06x9lxgXPKQ7mNfKyqSnAHbHJBVRqq2iCEJ5+phqfibO193OWBv4g8nE7rqsQ5fyYLJQl15JEE53DWF0XnYCI1l1oDjh47x03DIQv9Lm1VY4qKstl7UxYY4N0f/i98/Dd/iZvuOk/W6xMFgf86pZ+mg0ARBqHPfcfD6LKR2daVPyOCOCYKAq+IqZ+3o5WNVFPqxr5aCp9SV9UN5O8oiwJrHWEY4JxokL/Su+4phXOC0hicNUSNf4YQfn8fBAEOfz+sMTiBT9kL/Z9bZIWnJjRfk5ePeo8IeeBtLxs76rKmcoa8qghVhpYKAk271fFriKJgazxl49p1BosL3HzjjZxaWSXRnt/xPIL/woovXvD/v00788KF/gt/5fcA/n9p4p3zYQ5BGBNIT2xI53MPvQhBIEMKK3CVoyordvdGdHs9ZtmcoPS/3yEYDhdo9zs89cwFlpaXOHbu5Bd4fo13ZtobjRhPphRlReAU9paXMbWO7SvPsbO9Q5EXVHlFff7LEMYwePyj3HDpPtZf/Zf48Gu+ixtPn2LYisiNYTyZMJ9O2B+PqeYZ/V6Pi8mA/JlP8477/g5l741sHfs6bAiTosTs7WGFJ8eIZrfnhGsmCkNdVaTpnDSdkaYptqowlZeEhVISag1SkOiAG5NN/oj5t3y093Z+rj5BMc9I2oq4rRiEXUY7e0gVciW5k3+V/S2WVl5OMB17BnFdIAyESUJVWWZ5RTrPcAammcLUQ1qBYjadMptnnD57ila740k5ONa3t9nZ3WPefO4cju3dPUajMXHSYrwzR0chrU4boQWuqJAyIIgDRqMNbO3NPNpJGy0UclCTfvEzyGmLzfdahHG02yHpdNpAjpIoCOh222R5Tt3shbO8Is8NdeUlQ1pLAq3o9foURc6H106SyIwPX+tBb51jR4+xsrpMv9clywqCOEDgd8pYh1SC/fEOvaVjOBSRkNx332dYXlxgeXHRnwMONre2vCmQNVQ17O/tsjQcUtdlo8euSUeb2GybL7v7V6lrycZWjzAsG3e3mLgd+unRCs9qxlHWQ2oEpa2o0hQpHJOpYXsnxLktolCBzekmMcOFFWwzAWupCcOI2lq29/bY2tljMGjT7S+QZyVB/5PMRutM1+/mlltuJYpapFlFXtzBhcd/kvk8Ia9qWp0uyydP8BOvjSlNwdt/bZ/BYEAYJ0ymE0BhDWzJN/B++++Zu6MIJ1BSNyQsP91JIamM5ZMnQxZrzREpvAxOSGpTH+qqPWPc82GstdRlSdiQS5F+LhNO0x8uYmxJksTsFyn/apqyv7vB0s6EQeNtX7uS/f0xC4MePuzVIJsgl7L0U+JBgXcNpF9Wjb978/MBoin0B5K9xutdBVhEE83qLWaDIEZKnwBnraWqfaSwVvqQRGaMwWI5Uhb8k8d+g6c//GHmvRa9zpBkfw1cxWZdMAeWWwm1tOhEc2MhWFg4wmh/Dy0bn4o4wrqaqna+ecEhtSdkCgTzNPeFWii/6pKGoihxB8W3NriGIe+cL9h1I4878KiXDZnPOUeeeY6BdQ6pQpTwawL/5vn9elXVBIEmjmMczsvz8NyGuvbOewZBbXwCXpREWOsVIdb6RsoH73hJnkdDPOoslCTErx20CnzgTlExqyfeXltrv7ZOC7ZnM0abmzy1sMjy6irHjhxlpd8nCcJDXXSDYyAQDZIBz3spep8Fz7kWh2Y8B+/77zb6/5JFPgxDz5J0PrAkCENabZ9iNp/PwfmiUVWWVhSTFjnT6QRramoHnaRNVVXsbG/TbrdxoeDB+x+kNxjQWuw039AXXql3gHEWJxWzLCPefpZ3f+x7uHbhnTz21r9A7Sy1qSmznOHCIsHrv5LnXvXl1Pe9h360xNqRO9FILmzvsG29lMxay6mLv8w7Hvk3/OzJP8UnovMALM0v067HBKOrXMkusLS0wCQVzPIUIRwVjirPqYsSZyq0kpiiINSaOIy4bfw42lRcOX6P/8BJCLWH+KVWxHHC0mSDZHfOYlyiY0Wr3SeMYGPnCr3BKosrCxgH08mUODpKbSuynU0CZ2l3e4wmU6wKWFhZ5fqjjzCbTqA2CIHX1Ccx8zRllqU8e/FZjh0rGQ6HJElMXRd0whDabWaznEBLjq8MaQXgnGJkaubjEXG4zGw6p5zPqWpLECmcmfspoyho9zvESYc8TRleuIl8WyHcM7i6xlYw6HWpjZ8YprMZZWUwBsbZ1BeDRgvf7nRIotD7EFjDbDYnz0uuuqP8+HOnicKIoCx47tJF+oMhQRiTdDtYZynL4jCYI9CKdhyST/fp9JcYz1LqMuVDH/koX/kVb/dfd10zGU9QOvQhHFNvDayVoqhLFsXTfM3SP+bRva/gwsbddG8d4QhQOmicKQ3OloxGm0hncEITxB2iqE2gNGEQ0GqFBL2YTruDwTGZTZnMpvQ7Hdqdo7S7PVqtLtr9PGvXN3n68q3cfNttKKHQ6lm+41v+JY88/nKub38H1jre8O5fQynDL3z/K8izik6/w1I/QUlDni5R5inz6RRj4fiJo4yTOcZJkm6HqNUinaesrW9w9OjRw/dpJk76PS/PBx95TbYnfF1ZCfn1V8ScP93hZQ/6YmNN2XjV28OkNEdTfJVGJ7HfEVuDqa2HkpUjjDRKBWztT/hPjz3DL3zLt9COO9z8f/zvOB0QJi2GR4/R67aIWzEh6jB8RerAT61wCFtb6welqvZyN/85CqmpEMbvkcuyxDlLEAZeB954w/vj0SsIDsyslNJQucOEx4MCIbT3FNBKcffKkL1OQlGEOO2L2IM33cuD4wmrH/lVls/fjLKC33z1l/BbL38dez/7Y9zTb6FVSFkZyjptvBsMdeX39ADOVgDN+6AOdeiVs9iGUOwa+LyqqsOwmUB4hEQKQVl6AyB5mAPgPSKsteigKUkHpjq1V6porQ+/X7+L93+HbN6jKGw3Sg5Qzmdf1GVBXtRIJVBaowPtpbp4x8MD8rLxkfaHvApjvLxCWt9IWN3wNOoQWzfpe0qzub7B5voGT0WPE7cSThw/wdGjx1gZDuk0/v7PXx5BEHiHPXlQ8l8gHYTfm0r4eUjoGsW39B+6g5fLOXf4sgmp2B1PuTE4RbvbobKGMs+IgoA0TUlabaazGUEcAoZZNufhBz7Da954D+JAP/8FdmX/6l+xiWP65V/OdDonqgqUrdAmJ8srauHINi5ww+Vf4uHFt7FRJsymKbbMeUNVEF59gOmp11HUhsksBQFhoHHpFG0rRJFSB4ZABwyPr2BPaFTa4e4rF/jTF36an299KZ/q30sgHEmUkEhJECqsVb7ZEm2k1ERJwjvv+w9oW/NTd74FgoQw0LSSANkESlip2A3u4WdbP8T6xIC4zCybU09SamOYTgqiqMfSynEm4316/YR2HGJDxcw5jAUdhrjRE/T2/z3Z+JUUpaQVeUc46xyz2YwgCFhaXGA6z7l65Qqz6ZSVlRXiWNMOAnSvR20cxlQsLvRRWlAbR7/XYpaWjMYj5pMp3VbMkeWYzf2Jh0Nri20m3qzImEyn3Hn5i7m0dpWlpT3GW7seDmwlhE0OdhTF1LWh3e4QDgPKqqTIC8IwotNpe7e5LMMYR7vTgWZS1FqTtBKcrbDWsre3Sxi3iJMWYRgxn6dIAbUUKJnQTmJGW9fRQYhxgm6ry4VnLvPEkxe4687bmM/npFnW5HzXxFELnUiCMKQwFdJlaFFh8n0vrVIxxip0lBDKgCQMEKZAqy5RK2ScTUG2WFlYoJ20mKUzrly/jJSa4ZFlTF5w5epzjHav0usd4+bbbyetHNPdTd7xuh/irpskW//lDWyt7+GcoBNrwtCwshyxs10zqwqe/Og7WFiIePPbdpnN90GcRocghEIJQV1qgiBgeWmZsjT8bw/32N0bo6IYh2B7KeLi+TOcvCrB4qFYOAy3qpti4gu4n4TPzxVvvWK5cdebzTjhUI3t6QEYaqxPCAyCyLPTG8prWZYI5RPJpfSfk09+7BN85KO/RbqfshqG9B56CGkqQiGYvvJuPv3X/3ee+tF/x7dtr3Ns8YhXBCiFUh4eRqgmbEXhnMGa2mu1cQhrKMrCu7XZ2isxqsrHtCrdFAcf+KKE30ebF+y7tVLNwOi/ftkYKamGGV8XJZ9++CEmkxHHBsueJwX81Dd+F3nc4m/uXKJVV6RRSBFHmMBn1afzOYFW1KYm1FETGdvcd+dJdZYDs5q6ca9zDcu+9oX4oEhygGQolAobNMU/O2dtw1EQTeMimjWEPtTHK+2jsAVesv3CGFxviCMOkY8XNntC4NcKxiMdQaAPf60o8qbBUwgtKIoCGpIeSjargIOVyvOmPV7YKnFF3azycsr5vHE2tKgwIAhC9ja2eUw+TNTrsnL8GKePH+fY8op3hHUGUxuMFMRBgHQ0XAd/bw/yC34vmPovnSevJFYJ0ixrXpCAKIoxtUFKSVWWSCkZ5wU7u3ssri4wnk3oxAlJu4XUJVHspzRT1YRhQNxO2MhnPH3hIrfecYtv5L6AKr3d2WH2nd9J3O+z/8Vfwmw6Z5Ic52ff/iMMVo/iGkbmqSvv4VU77yWvYKP15SzELe7oZ3z5cx/gUn6BH5YnIFDohrTSSRLu79zDp265BSljFrQkLSqcFB4OtKC0N2hpxSGL3TbSOaIkotNu02q3cM7R7fXYm0x8cZ3P+ZWbvgFRpayNpph6xMryMtbV9DsJ1vgDRihNITuYeo9WlNCKQqoqQKGIwh57kzlCQVkWFLmkzEqGiwucPn8z27t7XHnuMvdU7+cO8Ukuo3nI3o0QijCUKB0grCRutynqyn9G4oTJZALAsWMr6E7by16qnCiOMCis0OxsX+Wvnvnn5MMhHxn+MForXrH1jzk6/TA/ZL+daxNN5UBIy+ZWs5vvLRAECTqMWFxaok4LjK2I4sQnq9cGhGA8SYmiiIXlBfb399jZ2UGrgLLUBKHEOku/36dqJohAawKtKYqUQb8LQrC2vsFsOiOOY5aWllldWkQHmjzLCIIAJb1uushmhO0hRVnT7a/w1DPPcfr0KTa3NskLb+RTlhU69CmBqICyqNiYn+ZHNr8bRMxCv41zAqkCWp0Ww4Vl4kBRFzOCQHP78b9Pv/0E//QnvwnNMW69/QHu33oV1VygtaUwn2TlzEO8c3CZG49f4Fc+8teYTWbYaU5e1LzvY1/DsL/A6dPHmUynTCbXKOpzfPLBnyXQAXEyZXt/ymznS2irmLte+dXUdcx9930FAoMKIxASpRWLi4sUZcHKyjHfxJYGp7zD4Edu0Dy5GnIyr7h9CxAO4+xh8VBKHU5cxjSkr7zkrY973krpHPIA+3R+73pwdgVB42IITdKal6A1XD72em1+oZeQ/tRFjnb6DNsD7nj/e5BFjTx2FBFo1hcGPOEcNi+4PlpjobOEUgLtmuWkbLBYfELbAYqgFAhnqErPmAc/7UopSZLkUP4VBAFSewc6KQQoiXpei9RMwb4hkVJw6K/VEFy3Wi3+xhu+gltfcZmv/41fwuY5RdLh6z7wM6RSMRwcoVASFUd88ac+xN33fRKXpxTdxJv6IFBCUZTPF2uHoyjLRo/ewPYH8LpwBA3ia/H3+6CBOWgUwHvbK+XVO7YJvAGPeBwUcK01URxTmRpT1UglCaR4ceOjFM49//z9PTHeldNalA4aAx/T3D/14uLd/DNQCqG8G6cPi5KNRNw/F9c0/AiBtP5L0PAC+aKn2TvRgPBCUDpLOhqxuz/m4c88TGkqjKkpsoy9THDDLSf59q/7RtrOkRYZ03lGnhVUznLsxDF6we/+0PvSefJ4Qke73aY2hjTNcBQI52i12hjju+rSOdY2tuktdFFSURQlifE3vDY1/eGAvZ1d4jimaiV815texvFZzq+u77B0bPnFHPv/BbSHL7zcC//NAQsLuP/n+9htJezt7WGKCmEsMul6+Yu1VNbxmcGbmc8LHtSvAuEIkoDJsbv5yPRP8ui8SxLphmAj/SGiJU5YXNTiaFuRLCzz+KU1duxxfiD9AdY3tjBO8vdOfy9JqOm0fD600pr+0hIOR1YUbKVzClMz2R9jq4pHe7czGY/g2gadTofteou8l1AVuSeyKAEHFrDWEIcBWVYQKkU6KziyNKC3uAJNMMRsnqPDFpUVXF1f59r167jK8IHpG3i2DHgsvx0QpGlKFIaUovJwZ+HtQU1t6HR7xK0WQgiee/YSnbvuaDTSOXnluHRty7NajSAzEaXqEASKpBNjRz0KF7A3nZG0Vqlnc5SWlGlK4AJO33KacBAjtwP2R2OSJGaWGebzOUmgWF1dpnaCorpOUeVs72xR5Dlaa+IoAiGoyppWq0W/3wMp2R+NfcZAv0fSakHjOIa1LA66zKYz9ne26HZahEHCZDymqmqSJKLdabE3HRMkfQpr6Xc7iDrn+jOP8uknnvEHFgIhBVIGOCzzNGU6GTEejwl0i6WFBaypmOfvxMqQdifxxiNCYYOEWVUxSUNaUcKNZ27i1pP3cXrwHvaXS1TwJ+i0Es6+7J8zPHI/oydvwtLm+OnzbGwrhLvGetHhyvpbscEKrTjilcf/AyeWfpUPPvLd4I7hpKa9UNJOB3Q6CUHY4+r1/43xGFQQo6MYrQV1ZYlbXbR1WOctj6u6JgwiZKNnfvPTNSf2JTdu+3cF4YsGzheKuvKmPjTkPIGf5pw1qCbilEYuZUyFrQ+MW3xREc27KoTfwTrnMLVPcPv1xR7vO77Ma9/1ldzwkfto7W5TVPs44aFdURlW7v8Mt/zt7+XDjz1N/dYvYuXUGTavXsHm9aEtq5aeHa+kL4ZaK6Sw5FlGWRZe1y39ZByGkd+7a8/Al0qhG1mZFAJX11RVfUjWUlodTsJlVfp7g2ebC2fRUpKYmq6tSYZdRlcmJCLm9icexcxn5Ma7BIqiJOjHtOOAXOlD+2A/Pzuse/7HB3v0gxAZPzX7dUJVVi9gv/sGTApJoH1AkrNe/3+Q+ubs8yx9hyc+SuUtrZXUjVueIAwCLLIhtjWNWbN+kVIchmX5xsTf46qyL3DokyA18gVsfmvMYXMXt9qeE2EMaK8Asc5SNu6bCq8wyoqSqjZN/Zsxm89J5zPm8xlZmqKFIssy5rMZtvZ//uJgSFkWh4TBp+/8kzxx5p18yeP/hqVf+SUWwhipA6zUdFsDrm1vcU+vyy2LC7xYW/M/fr10nnyREuoIpTw0H8QRgVKYuibLU3/DAK1D77aWl1hXYmXAzs4u3U6Xuq5J2i10EjOdzkmEZbmoWC0rnnriCdqdNnGv1bx9v8/1CJ/r+m3Oh49/3/fx0N/8m6x87/eyN5nTavWoZUGtNLvTKePpBLN3nZ5UPHv6j1Ht7YKpCJXCqoBPLL2F/XqTYafLfD4lDGKCKCSvS0xZ0TUz3v3432c7XOWjC9+GDmIGwwWiVpu162uEYcDCwoClpaHvii3IQLG3tU0QhEzSlCefvuCRFSGItaLf6zFLM8oyR0nHkf3HuX33Ma697K8ycQGjyZSqNp4gFkXM0wlFmbGwsMTi6gpXt3ewhTf/KOqK+Jl/y0o05jfFu0FIRvv71HnMtv4SsnqOwNBKQlpJRG1qprO5PyCNodvpgpTkeQbW0mt3eO7ScyytrJLmNaNxymSWEWhJUeQ8tHuWZPEso8mE0pXcP/gWnlx7NTO3SVSXzLMZ1kESxiSdhN1vfoZPmx2Ob72efJ6xOuwRhD56NJtNUYGX1fQGXfZ393C2JlQaLQX7e1sEWnFk9Qiz6RSHo9XtEwQBrSDi5ImT7I63KdIUJRWrKyve83+oybKcCxcu0h8usLKyQjqfU1TenW822iOMusTdAePJmD929e/SeWyL3xx8N+3BImHgY0KlK3il/XH21s+zs32OMIhYWV4lz3NuPH+WI+ov4Zyk3fpS+oM+Sew1xleuXuEDD3wDS8MFVo4vMHIneXytzZW9uxksDomigPWLf5Krl29m7/qbuDZcBuE4tvp+XnnDP+HxK1/HY5e/miSKfAJhvUJWDEB0EVoy6D/ITaf/BsP2l3Ft69vBZSwf+1EGSy2effKdBNpPb0EQE8YJO7u7LCyuMM8zyqpG69AH0dQVyzPHytxDrwdyXCW9Hlo2VF5rKg99N9aiHuoOfOFsioptYGFrxWGxOTB6QYjGZEcQhlEDp2vefm2LQZpzfn9O3k6I9w2JFTw9nVMaOLfYQwYC1YlZbCd85mMfQinBuSPHaIc+iEcqjZPWEzOVaqZf0eStS8LA8yuM9Ux9rRTOepMsGTRTsPCOlVKBcc5nCDR7Y+ccBv89SKWaTPcaU9dEQchSVfMvPv7rZGlGq7tMEU9wiwK0pF7sUjnpG6soor24QlBaRtOp310LQRh4S2bbBMYEjYxPAEh//2m+DqU0MtAvOATd4b7ZCbzvPA590HhZ/8DquvKriSa+2tUVyABraz84OouTEhWrhphXNsx9HzgjKtcE0wiPBAqJDhSJEM0KwbPZDhxCi7LESEFlHGVtqOoak6XMZzO2trYo64psPqPKC3AwGo0ps3njvW8Iw4BBp0eZ5wRao7SXEbbDiKTVYrndJjh6jCgKfZMWhYimkVNKUXZCrpo5pzsBzzz4MKrdQnWXyXWbtf4pNud9Tk+n3LK48Ltenl56km/sAgOtMXVNWZYUtSGK/J4F50jTDIlgdzQhywpWVxdIi9J3QVnmE8CKgtl0Sl1WdHLNP/7oo+hWi1lZ8NQTT3DXy++GyDM3aWQm/+vU+hdX+e6NN7F05hjT2T7jzU3CdM7CZJ2r2QpaeLb6N1z8ZyT1nI9/4y/weADUXqd+9fqa79qtN/MYBBXBbI31SRcVaB+O4kq2wiOsB0dxTrG1ucPO9i6LS4vcGuwyS07T6rSRQYDTiiJLMVmFTCI29vfY29pF1oZsNidoJVR4qV+3HaOU513cNv8YN9VPsHb9U4SnvgjhHEVRkGYZWZ7h8E5XszRlb38fLQMElihQTMdT7u3/Jr16zHunr2JnLg/1wkEn9BnRDTM6K7yv9PE+KLuPXLoBA0ym3to26ipK4Lz8CDdXV3iu/gocgiTxDNuuzPmSYw+Q2Sd5z2N3oJo0syybYFzNPMvJsimBaiG05JWveBXXi+eodhRVmtLvDZlMxhw9cZw4jhiNRhTGkUwf5t3tX+EDxdvYMatMJiMG/YTlYYu6LHAmJVCaNE3JiopOu83CYIgDxvsTTFXQ7/XpDxcoysJLg0xNR2mqImd7e5uV1VXKIkcLycrykHk6IohiHIoNfZpl3WZ7b4qOOph+x7u0mavc3voY6+VlHglvp9tOqMs5J04dJzeGS+KfkBYFgQ5JohBHRVe/jzuPvpf9va+nPxwQtWKOdv4zZbGP6txAuzskUIJIbNHRj5PH9+Lwu8pZvkBaHmGcHkMpeaiRvrr/1Xz8kXsZLvRZakVYe4Q0O8p4fAThHHVlyebnyLKYyWxKWEW0kg6DhUWyPGN3tUfHSfLcB5FYvP1rbSrkQa7ygcyqLDmYvA8nSqkQyu9eD7hCpiHaiUNo12HM85PnAUx7oLU+MHA5MKYBRytN+aL9MWuzGVoJrIKH772Xj587zz0/9MMEOqKSCqEDWt0+9eqQzSLjaDpHSQjjmCSMDs+EsmhiUI1pWPUKg4eQwzBsUH0P9eowQh6Q6ZrvoW4Y5LZq3OSEwNaGyniL2CgMENIH9jhn/c77QEmDg0Bj4za7kznXL10GJQiVl0APlhcIW23UYJF0sMTizlWCQBAEEoEhCDwsjxDYhgBnXI1uduc4i5A14oAn0KwMpMJzuKTE4euG/yXvh39ga+3Jds4T9g6Lsz8rPBPM4oQ3tKnxxEJjLUVVUJU1WZ6TZhl5njdGOQVZllEUBXVdM51MKLOMvOG0BEHg18vG/91RFFDmGUoIlNKeuR+FhGHMYGkRqVYJoggdhsjA+wIIe/A5sg1Tv6asa7IsZ5JnMPVciQOSpLMG4RxD+Tjvkv+RzFlS57lE77vr/2LUPUdS16SE/IXR07+rVengeski32ollFmGiHz+eBgK8izzHz5XE0UxuvFxNipga3ufhX4XpSXWOeIkIc1SjDG04oSd2ZyRMbTbbTpRiJWO62vXGPQHnLr5XGME8Xvyvf6eXQ6o6opnnr2IMZbg/Gm+eGGH8iM/zvvv/VHu/q1/xonL9/Gb7/oe1ofn6XRabK3cRZztsZcVtPo9Nnb2qbKCyWhKO2nRbiWEUcg3PvwvGWab/O2VP0/RW0EjKAn4j6f/Ktv7E+q8pNtqoQPFma1P8LXrP86DS1/EQwt/BqED8qpmnmdEMuDq9etcvn4dl1W0w5Beu+V9Y5odZxyHdLsdJpMJH+h+DQ9On2J9tspNpmZpcYHx7CpFWVOUGcaW1FWNpWRzc4uVY6cwtqLTSeh2W/xk/q1UkzWe2ZsTKkUriQ8NQPze2vuwCynBWr4p+WG6MuUfb/xFBsfO0m7FtCLP6xhNR9y99BAn42dpm7u4ni6S5TVhpDG14F9c+EY6w6OAwNaO/koPIQryYkKapcRRhDOSfq/HyvIRVh49y6Urm4Sx5PSZG9i8ftVDftJ7OmxubXNv+GnuWLzIljvPw/YmlhaHgGRhcYEin7O/u4mSUOQls8J41rGAjc1NrHGsLK/S7XXJypy8LMA6et0eSim2d/coioy19TU63Q51VdJuBZg8pa5TgnjILwXfyg1nj2M/9XGKylHWvihtlkv83OzrmZhFBks9ynzGjedvIi0Ktre2ObJ6L5P5DogDP3VDX/0K/eGnWF36clR8I0IKjnR/AdXLeGbvW0FB7SzHux9gqfVxNiZfTMUJHLC9dzMfu/jvGe2nKOkLFYc+7BySsebZKT754A+xvb3DyqpDCMWFx/8+u3sjklaNUgntTp95WvDQwPF9xw2v2xzzDTvC25fiw480utHic+jJHobhIXlKKYXW2hPRGnncwX77IH70oKgfENVANKz05+OaD/5sYwxhEzFqG/30PEuZzSZopwhMyIOvfyNXbr6Zd3z6PtTl67ikTSU0neMn+MDf+1OEZcUrfuK3DiNR67ryq4Hm6xUIn6XeyOSU1k2R89fBysBD+NLvkYX/sRIaYx1SK5zxULQQwsvmGhRDNDJZKX0hKgsPE4+DkI12n3a8zuLRFZaPreBMTVqWOOmzKkxV8x9PvobHj9/CX3jg5xmW+whvmecnZWxjGeuLtLQg8AjJQYS1w/suyEBR25qiLNEHz8WBPdCIKX3oC1AZi3U1RVVSFQXT2ZR5mlI24Taz0Zjx3j7pdAbSR1bvbG9TlQW1qbFlDc7RbreZz+Yc+NtLKYmiCICiKNBRTDuOSJKk4cwEJK0EFYTU1iBl05xYb49bGe+26f+Oktk09bXOukMfA9WgJ0IKIq2JlGYhaRF220glCeMIFSivXElikjgmDkJGe/vsjvepHWR5yYniIkkc8lXhY7SXFviy21+F+j2oTy9Z5E+cGDIdzzEVFMZRmhpbl+goxDrv9OTDUBxOK3b2xszTnP7yAk4WOOHZq7Y2xFFEHEfM0jnX1tY4F0cEccgMyxNPPkl/MGC4utB0ov/rDPJi7XH0v/0zuLPv4InkRkxVkpy5C7NyAtnqc2n1DtquRp++g2P9JSbZhPee/yZ2N/dYvLbJ3nzK2vYeoQzoJR3PPo0C5vMpD8fnWHFtyqhLoBXCusNDoBVHlByYQxjWglWuxmd4LjmPdZKyqknLgrI0XN3aYD6dE9QCdEDtoB3H3hhC+c6qqrztJg7KcJHdI29GVjlbG+scOX7S2102shKJ8alaUpLnOaausNQoBTt7I56baoQ9TivyB2qeF5jQsdAekEQh+/umOVRhOh7xdHwTXTFhd1whol2iOKHd7eOcYzqe8TPpOzk+yFgvjqBUiZQ1SaBJy4orxRna0xaImkF/CM4ynY5oxTFVXlCWfjc+nY5pdbpsjWdIJUlnU5QKWT56gu2tq+xubLK7u0tVFHxy8Hry+Bxb4cuIZYypodPtoaIIYQ2DhVXy+Zhep40ce8vT8XifdqtLHGgGwwFOQjGvmM1mKCSdTpeyqum0E3CWr1v+ebbLLh8wf4SNzeve3asOWD25TFmXXLm6QdgaMJoWJO2cuqqZjSfk6haSWGMm+5y78Qa2dkfMZjO/OjO1P08bsxprHZemf43R7v3szG7mZC8iCAOe2PtBtrc3ECpGSklZ5FzY+ys8u/sl7M9vp99p9rAOhJKNZ7qfuKq6wgkvdwrCqCEsej01UoMKsYSUpqYoIYoUgYrZ3tslDBNWgoizY8MtU02W54eFWTTTnPc1d4dWsHDAIOdFsjGtNa5xfPNEPNcgUZ6IdcDW9ix3eVj8Dwo8HKTESS+za3TmdV369UJtKFoxf/Q3/hvrH/k0x0clRW+ADQLSeY6u4fjjl+kY/y4EKiBoEgtVgy4caNgPyHJK62aI8esIgSBQTQR0U6QOolml9CsOrJeMRWGAUqFvrp1vinycbRPCIhxaSIzwBjL/7sa38OTgGH87n3OTy7G1Y2dnl7y2RHFIq9XCOsvt8w2KUZej5YxAKV/QD9jsxnlr44ZLhFI44YNxED5MBqkoraFOC8qyYJ7OKerKZ56Y2lsCjyfMZ1PSNENJ6SHyPKcVRgRKs7+/iw40nU6bhWGfdOaJ3lGg0VGMw7LU6RDogQ+wOTBjaxj2AkflPHzvnHcP9E9YeplcYyZVlRXzNKWqK6z1cjolfCBPFEUkkUdiVCCJ+h3arRadTocoDD1pE0MQaPr9Plr71dA0nVGVFWVZYoyhtr5ZEAKsKJhmKdv7JTub2/7+VzW5g5cf+0VuPHKFrKj40198L0Hwe1HiP48i3++GDHoJk0nGeJahQk2VK6bTCWHopzOfUFfihGRvMmVzc5fMVsRJDEAYhKRl6glVnQ4oyXw8YTyZ0BY+J3lvMuKh+x/g3i96A2E74VC6d3CJ38dUvGuPoJ79BLecfgWD1/wJHn38MT74R76T/mCJOk25cOoN7N7ztbSSmGw6YmNrkyoroar94Yyio2ISHWCswRpBUfjJ7YPH3kme5j5eMcsR1jHs9V4gQalAhJRVyVXb5QcX/yy9pMVCUaJ21lnY/iSPBbeyubmDrCy9JMEpwd5oSicR3oXNVMymM0bGUBYlnXZMr99jnqbIxlBkf38P4QRFnoHzTGWrBFEYMxiuEgSaeZriNOxPJtRpyvLiEKUURZO3LaUkL0pwELfazKZjpvsTFgd9Piq/irSo6Q4ESRyxu7+HUAFBGBJqSSWXmSSrhMkORe3odQLiwEuypFIUeUG/P0BqyfWNNQLtX1jTUcymc4LYE4GU0uRFhW381KMgwAhBr7/A1tYWpizot2N6gyW2ozMNmdBy7MRRjDHESYQzJQurp9neWiedj1leWiQI56RZzXQyIgwC5vMUoRTz6RycJEwS8rJAK59UZ/NdboyfYkm2+a/X3ojWijSbUKY7LK7OEdJRWYmOIwpn2d7ZQbuKVpLQbbeYz8ecO3cKoRQbW9sIazh65AgC57W8SnvjIKup7RE2x3ceMpNxgll+mv1JTJwUZFnl98PBgL3pK1EUVJUPE3G2Zro/osoMSRxgKr9rrUpHnLSxTrIzycBWLAw+Ql7dynias7M/xlSeSd7ua0ZZQZ6ldLsOOx3zHVcl7c6QPPBrP2O8JEtKcWiRCmCqEt0QuIzxNsNaa4TwMrmG5uw9yfFNTV3Xh8X9hYX9oFEQQqCboC3/Y9kgH37NoKQiSVoUxYxSB6idCadJsUmMiroEYcSRVp9yd5c3/NxvsjTsEw0WaDUrTOccKOELfaPHDpRGBqr53jyE615wwAkcwnqioGo04QculFornl8/VAgJQdO0gGiaZYVs/Nq1EgSB4p7pdWIMR22BkFDWFSoISJLYmyQJgZaKt42e5YsnlxGBJAwTj641jHbPIPfktrwuKNKKdD5nPp8x2R958lmeYuqa7Y1NyqwkjkJU41/f6XTIiwytAx82hSBpxZxaWgLhm6wgCDh75iSuUVBYB8gI6xrit5YUjb69KAtsnnkCZll5GZ8xCGcQwsuDm3wh4jAgiiPiVuLVRa0WURRSOY9CD3stloY9tFRkxhHESZNsaJiOR43EzTcMVVUxyaeURYEQsL3r0b+6rqjLyq8znPUsfRzKgnUS4xxVZaiEpM4rZFnTEopOu8P50zeydn2Nr/nad3OqP/g9q28vWeSvXLjAYGGR3nCBbrfFZJYSByHTWU5ReLZ9VXvihRASpzXpPKW72KEsfGejlWZxeZnxaISoDZ1Wm3yeMp5M0VHM7miMFpK17U2efvwpbn/5XaDli6f53wsroN+t6zVfz/+Xuv+Mty07yzvR/xhj5rnyzvvkUzmXqkpSKYdSQBJgQDJggmgDNm3aBjeNjemLr+2fwQkwBhqDbdykBgwtIcBKCKEcqlRBldOpk8OOa6848xxz3A9jnQPcy726v9vI+M4Pdersk9ZeYb7jfd/n+T9m+QTqyJ0ccnwGK6t86vOf4/LlbbS2p/q6zElNxnB0QDHPiYMIp98ny+0J23McVteWuHIwpNE1pYZG291PEPmYrMGTDk3dcF+4iw76PFLGRHGMbux4NPAcK4jRNVWRc/vo97l39FHipfdw4N6CUA1Ig+t6tEIfR0mUI1FuwDRJAfsU+75LVqZMZjM6YYTyfMT+k6yWYy6Gh6gqZyGQ0QsOQkk0sOIcXdt4SQeJaeBgOrajRLBoz0V05RvVJ7gzepbfVH+doN2hMOAEIa5y8QJ4TfsxXjH5ZT7a/k6clRuR2Nx2LazitSlLaBw8pfA8l629PZZXVqkrG4jT7Vq1fZaNiaIOShlCL6SsKoq8WCiXFVpbm4+zIVlaCvG+1GPQbxNGLYRyqMqCdtwi9INryVq9Xgc/tKE+JrHj1E67hTHJws9tkaSeVGyurlFrTVlVlHVBURTM5gmzWcW/Tr6dvPZodE3c6VDrhiDoMhlf4mC8S9PUSOHgOSGm0hxaGRAHPrPpiMNHD7E7HNM0Y4uUjVq0Wu0F/UsjF2pwMDSmQkmsiEvbNUlRFNS6oNGKuixBCpLZjLIoieOISlpgiBPYZDItNWmtme0foKuKjeUvIXSfcy+t4SuHm29+irtu+/fsbL2Rl178AfB8HlkJ+OBtq3zHkyO6F4YsLVvlcJbkrKxtUumGsiotVfOaHcpcw5Da/bugXmBdBeB5vu2QdGO57YvuF2OQjkNVln/OknXVS32N6SFs2iNXuz0BQphr5DxHKjzPJ45bCFymQnLuwlnyvKCsa0rXIXnLW7krqzh/8gTXvfg8cejz0A3X8anrTvI3H/wS1y+U547vWSHdVcsb2ImXsba/q2loNFdpdwshobCpdGLhVjELQWpTXVWRO1Z4Bxana7B7egHCEdRaYoTknbOLvG18FiMEurHsedd1MQv8brb4d9MsJS+s1mY2mTCfJ6RpghSSsijIk2xxX9EIaYiDkDxNcbDMfC8K8VyXQ6trsPDqS8dBKWszbdMhzwobCCMMeVnYCYUB07BY1yymL4IFv98GZznKgQqoxbVDTa0btNQgSpQjWF1fZXO1T6cdEcUhoe/gSTCVXcHpxcRRLaYzdW1ZAE095fKVfYqiZJZm+H5kV0W6wtS2ETALnr9tMa2QznEVvnIIpUtlJCaI8T3P5l8sXmhlHIxyEQ2k85xcCBxjLXaeH4Eb0lpa5+Qdd/LyO25brG+uyRv/Uq+vWOSrZMxuMmG0u0XcHdDu9vC6HoEryEtD4ntkRcU8yyylSSnGsxlHnUNIx6HQDXFsA1CiVsTu3u61U+p4PCGKIlpxxDxJ0XXJ6dMv0e/2OHT9cbQyOP/99u9/5jJw8hUsJt3w6d/lTT/7A/zBPd/F1uqtBL5DqXPGsxlFXiKlIE3mhEGAiEP0/oi/89C/p9g8yf9+17uRjWA+nYFp0Lqmqf80NjHWU95+9t+ReV0+Hv99PKlI8hylXFxf0uu06ffaBLHPJfdV9BlxOrgJt1aEboRyHCuE8hR5kSMV+EHAK9U53jH5Q34rfwuJ/2q6/R6h59Ht90nzhPekv0an3uWZ/G9xkMoFKlcQBIH9wBh746yryhb0xrC9s0ewGAuGgW+Db+qapspYV1dYUwds9gPKXpd8mkLjgXKQoqFbbjFgBOOL1N71VKZh//RpsqwknU1J0oRuu0PcH9BqxawC49EBRzc2OH5old3tiwhhoCkJwx7VAjgynye2iMC1rqvWNfuveIKmn7Be3ExxKbOjbl1ZdazjWEBI4COFRDmBPdzqxu4ZpURJQbsDupmRpKXl+nfaFHlKGPvMZlOyorY+aGXRnAflEkoKfE8wGPSpdA1CsnX5ElmSIIxBUfNDr/0kyu/yh/vfw3h0wC233YihYW932wKN/BAv9HF8D6RDPFgDaWN+izQhSzNAoLyIrJE0ZUVdGsLY2v+G06nNqi8KdFlzsF3SVCUIwXr3NG+561d58sJ72CnehOc6tHoj7r//F8iywzzx9C/YsBO3y+72k+xsv2HBWDfsdvvsRw7bnuC6wTJxK2Y8HhNF8eJAqGEBEOLqSHjRkV+FvihpD/tNo69Z3xptf+9Vu1azOAQA1+xqV/1mV2NGrdCutBa1xUL8GnZUNwvvvV07No0hW1nm0xs+N37pYQadPsFqQNxq8eW77uDDr7qf07t7XFpd4c2diK89dYrdbofdVoui28GdzXGVwFn43CtjLW7aLHQS2opWWezXhbQUuKvseWXAkWoxcrZd9dXUNimtb9uRVhBX69oy440GJGWuSZI58+mM6XhCliVMplMa3bC/v890NueR7/lxRJHz6t/45wz39mm0Jo5DojgiTzJ8z8NzXYJWi367jY5bFhSkbI671g39lQG1bijyHGMkWVH+Kd2vrtFlida1nUpIucg4MPi+TxxH9nVSClM35GW+iI91yMuaotYI2eC4Esd3KbOcosyuOQusGNEgTEPdaKZTSTuGwNXUxZiZaVDCYLQlCmZFjVCuXT2ZBinsGsiKSxukcghUgNdYUJITBihHIVyF6yichSWwQVAt9B1f9m5loBqOpWepFjL+qqrIS5tv8BuDbyfxevx065M8/8STlI4kzQvcXoeTd9/HR/fXuKGd8XWvuZNIOosJwFfn+opFfqXfYzadUhUp072c0XCPqL1E2GoT+A6uF6Dm0AjL9kbBrEgYDWf0Vrq04ojA90jSBMdzabfbHBwc0Gm1qYuS2WyG43sYIXA9n/F8xpcfe4x2v0t7pf//N7Y6AxRVyWg8Jn/iYa5LJ7SKGQ7gS4nRmqqoMEZYupnO8Vzrg51VBd1kyPzARzmKZJJQVhXSLNSnNKjFqV4HA04f+nbOVQ5q7uB7AUYKZrOETEMnjpglc/I6Y8QqZwffSZql9LsuRV5SliVRFOE6ygpZqgopIEx26JKxFsCX9oYIBJ1OizRLGE+mfNq8jk5zhZ3CwZjKhoSgaPScV3eeIytu5suTmLLMqUtL7wpCn2bBlL6KFJUKpKn5ffPX+HiRUzFgQymU66G0R+BLkBmf8d7FY80bmKk+qkyRi5GtHZdZelJjFFq5JEVNnVUcu/l6/ug7Nrhur+H475y3+fSiYToZMRqPWVneZDSecpUrpdRVWElD/Nwx9NIMvxxwkJ/HGEMU+qRpQhhETOdzXF/huXbcn5c1eVHbjlIoq56vS7rdDnm+T1kVZFli96uFHeVlaXat4ACEYbgI9ig4ffolilLjOB6+lDSOy2Q6QamS1WiOcBqkJ3H8mLJRDPdHCDziuIvj+WgjaKTPC5euMJoVBGGL0IEiTWj7L3Fi+QVOX3qA4mAXYQzry0/ihzXbw9cSuIqO73Py+j/g8PoH+fKzP07VXIcQil6wQ+hP2VitobUCQgEDdva+hbq+kW57ibzMmc5aHIz/AQIIQol0Pb7mYsmdO7sMZjVOHDMeT1DKIQiDa6I3sMpz0zTWdWHMtU+74Ko/2upOrqaXoazrhwWQxL6/FkeAa2K3PxWUXv26Mc6f2/dfher8WZb61WL/e9ddz+c3D/FtQnD7c8+hXBccye17u1w6fYbrz5/j+SOHue/KJfzA5zvOneXr93ZZzXKEqzAKm4le1gvdyyILXtoUPIGwyNSrWgPHx3Vde5hfWOKapqLSNUVVUJQ509mMJEnI85wkSRiNRiTTGRIYj0ck4wlGN2y9+3u5+Ma/wV3/6gdo717A9Ry6nR7KNPSiiHL1MEpXrK0v01/uLp4jZScjK/ZxlUVBqmvm4xFlXi2sZHYUvXiykI4VQUaBSycKbdDPYvzeGENVV9fWikVZMU9TsnRGXWZYva2xWp1F4mNjDHmWo7VNjDPG6riUNIvtgf3cK+XgShdPCpKipJrPUE0XVWd4UuAoadMBfQ8kdKSDcgKksAcvI62FsK6tbbFBoJ2QOGxhGsM+MT/T/25e1pzmG6Yfsp9f7HrF6Joi6PKL7W+iTc4/nf0kB5MxRVUtVsr2fb3d71KYNkbZ9ElTNzaVUdc806zzK9nd3NYM+VYpbHDUorx9NarcVyzyFy/tsr46oO1IkjwjK0vS8S7zyT6OH9IbrBE4MBM1NnFIUVRQaxuioKTAKUsG3S56cbLWlbXitdptqspSnqRSREFI7UiGyYxHH3qE17/5DYjY+zMj+6/Ss/B/6Vq86UdDqp/5cZ45cRvTG9/Koyt3sp0ZXvviB7nj1B/xu/f/z1TdIyjXJc0LiizHldZOUwQtPvr9v8FQluitfZJZuuhUHGpdWABEXeEqRaFLPtl+Gy9cuUieZrhIiirH9z1CJ8APfPzQo24qDII0tUU3cC18oiwrXGNwJPT7fbI0IZ9NeG7l9ex4r2Zfx8TadlHDvV0Gq2vEYcRF/wG2dq/geGMaUyO1QBhBv7nCN8V/yJ7+Eg/X30uR5+R5joOF9yghmM/mRHGM57tQVSwt90iLmmHZYuDGeL6HX2lMDrG/YDkLyLw1AseQJDNqbfDcABvOCY7r2RFqkrI+OMwdr3oV3esP8wfqBbJAMlhZwnMUS4MB03lB8Zqb+Px3vYr40YqTF+HqWPHqFV1Yh/PrNMawsXkUU86IIxfXcRmOxrhzlygKaQzM04yzp8/R73aRQNNUzBObd35os8/SUo/t3SHDA0Mrsopb34vYPBRQ1zWj4YENwljsXuumIc9TlAz4n277FCeDs/ybU9/LQ09MmEwqvvv9b+DmW26kv2owjebK9g5SCHr9LkIqvMAlyVPu3vgfMc2c3//sP2Zz9Gu8duNP+ET6g9xz84dZ6jxHFNxKVr8MXIe7Dv9dlMx5/OK70NoeFKNWiXJyev2AohogtMGId/Hs+FUUzQDPF+RZjnICLu7+IEWtKbVGNBG1alErgTE1pWxwdEFdNRwSHt31ZZQUyCQl7HURtWFv/4CsqKzveeGwWMDnENIq3S0dDTvT5U9H78C1YiyudeX2uopFvbaTX3ytuWrzurq/N2ZBZWsWavWrlrWKuB3zjeMxXeCe0RDj+4uu2rDS1Lz36ccpioKXD3dtBkHcwpOC3nSKCkKLVW0aGhq0MEjlgOv8qSisrqnKkqzIKZqK6WxOkdnCvX1li2Q2w1WK8WhMlqY0ZUkrDBiPxwghabfbVw0OuJ6HHwR0wohOaFcrO4NVaj+id+gw7SZFN5pisQ4xZc0bf/r7EcB+mV2ztfmOQ6fTtockAXE7InQtqGieZTRGUNU1riMWVsd6caCCyLdBRkbbg2/WNJQLwV1ZFovXy6ZCCgzC93EdBaahEzp4vRZSOhS1IS9Kmx4oFWVVE3g+XuAuFO1W0a8cB+XaVd3Hbv1OXlq7lxtP/QwbyxGtuIWrvGtwJem4KDfgl4tb+GC+yT9Lfo+lapdilmBciZYG6Yf85PJ7aTcZ3/n8v2NHSrKBz6QJSGcluirt9x74lEVBWMO7ok9zoutDbdClzQNhcXCVEt575qdpr6/hLB3B8ywWO/R9aqG4rZ3wnt5lbnS2yevrbFrhn6kmf9kl7isW+b3RhPFkQr8Ts7q6RNwPyYuCNK+p8zn7lzLizoBjm6vsT3L2hhMa1+cDy/dwnxxyYnwB2VslKsa0wgjXdWh1eiTzGbrR5FVB3IpQQlEVBVI5OKHHznCfl555gRvvuR3jXIVggDB/5um4tsf4b3f9aV2wd6SqruzN5n2/Qfc//iy3vOObeOrb/y7TBur0CnVVLMZKhqyscBfhE70m4837n+XpY29nOCq5MhlRhB6e4yKlJPLda9nuUmscV5KmCW9xn8LbOcdpbsV1pBXU5CW6blChJC9yHF/h+T4729s0dUMURhRFRZIklKWlN1W6xkWjdE2r06bViklQKC0I3YAoUuimYD6dEnf6NAKqosB3HBSSps6oS82uWOHj9ddxudkgTVKMrum22wR+QJ7NQRjG0xRtDF3t0mvFtFtdapPieQ5B6JHlKaHvYuqSIiuIA5fV5TZ5WVKWNde5FzkWnuHD41dRVdYX3W238XG44egx3vjmNxB2Y5Iy55+/sEkxGbIfhbiuh5AevgdhGGEk1sakNag/tWpdFfxchXVI4eD4bcaTIf1+h1avR5YVXL68zfrGBpcuXeHosUPofI4yMJzmhIFPFEQUeUa3EzOdzSjLGrVA13qeh2pK0nlOXTcEYUxVFnR6XUbjAq1rqjKz6nhhaLcDPA/qEurGY++gpDYjOm0fwoDe0jKBH5IWGY7n4puQqs7xHEOnE9JpAoQwrG+scmX2t8iaJyjE/VQYRC25NP5RpMhArYOyEZ9nd/8hZ3f/LmkRUDYNjXAWMqI1WxibhqrxaXKDoaHWzWJcPEOXhVXdAyeWV9FGEwYh/X4fx1EUZc5uJ+BHb3F4w9jwPVUPNU+oF+xw0/zpzlUK+5qYRayp/ZT/qSBvYSG3P8dc6/6twtymCDaLvbud+Ni7qJIK5ajFSknQLPLapbAjcT+wk7QsTTmZzDk2nVDHMdoLrBcfqBobutKKWwvymkR6LmlVUgQdVpeWGO/uMk8TkizhYDwiS1Om0wlVVVFmOZPRmDIvFmp4YRMKlcRxXCbTKbjQ63QJlCBuW6EyUtAe9DDGrjmMtqlqAEYblLTxulIo7vuj3+buT76PniNoovia1kHrhqrWNEJjjEaGisDzwTR2guTZiVSe51RFQ6mkJbkliRVHVhWIGrCdudYNvueSunZd5fs+nufZ4CvXYdBaRQrrXKiamiAI/hzHoG7sfbEQPkZX1LrAeD6OcqjqBseNkH5I40hYTPscz+7pPcdHIpFeG4PCxMscvv0OBt0lRHNt3mAP4UIgd7qYQlIbh2ma4XXa1FWDr1ycIAKhaJA0RUmXbb7/uX/CxkqXRmLH+gsBnuc6SAVvqb7EUbXJZcfBNCAcCcrqCISEUDp0pEY4CjcMcew7m8pIHBq+/+g+O/tjiqKg6YDiaoH/yy/zX7HIx70edV4wmhdM5heJY5+llWX6/QFlkTKbz5nP99mbzDB+B93A/spJHr7lASbzS7x6W/Crt76H25/6Y277k/9KJ4rpdFsEvku/28HzfHZ29ojDANdxcJRLHIQ4ccDzp1+iv7zEyvGNa7G0/3008wsf7/YWZ/b2mOQJWWvA9vrNmGO3sHXmDNk8JXQVn7vh6/nkkbfSSLtf1FVNoWvuHT7MTbsfJNU1b9v9DMnlmP98449hhKLb7aKLlDzPyKuKyHWsMlmUfJ3+ONXQ5Y/jfwzY4rEyWObgYHxN1OLVHtNkhpCSLLMhMp4jiaPo2odO1yWYkk7Uot1uEcQRw2mBlgrH86l1QVqUSKMQTkqjDFVVEoceoe8ijKIODHUteMT/WvaGB1TVZco8JQTChfUkKzKCMOBd4UP4rSUel/eiPMXSoIUwmrzImI6tMj7yJFUtGI6HOJ7HaDKnruBre5/mpHuGB9MuTw97hL5P/q47OHTzCV6rbkCELkVdUGQJvlDktc05r7ShQSGVyw3nMr7mD3N298YUvk8UxddeTbHIvVZKUptF1rXyWVo7ysFwC88tcR1FK44wTUPgKaoy5e3zn6Bn9viF+Q/hxKvYTrCk12kx6HW4snVAWZaEkYfvuwgks1lCXTekowmuK0mSGVEUoxxFVWl+b/xe7jh6B4zPsLS0Q+D7NA0o14qldFXT6XRBuRYG01QI5TOfjvj4o/+EtY0NtEh4pnwPk+73E4Zd6towHL2SRjjU2oDjcjD+OsTiUFPWJZWxFDCjQVc26a6ubZpbXeaURU6jK6hLjK6hsVQymgZPeThS8JFvvoXxUsQ/+kJB7AQo110o4CEOY7quwTPg1wbdaAs0Mg1VWSLEwhLFYnxvoeDXwCOOoxZFfxFMYxqMtAcPYawyHWFpcdYPfzVIq7n2GjemQVc1Sip0Y0BKu+uWVjCVlxVlVTNzPWStOWgMsi6pkyllWVHWmixJyLOMptGkSWIfqzY89Kpv4Mmjr+NfF2f50u/8e9L5ENdVTCcjoiCwkznXs69h0yz2VhKEQxS7gPV9t9ptpABPeddIc46ySvF2q4WUirq2RL9aVziusn+NtNGp83mKnuWofIbwHJoywzQa3TSURWU7ZSOuoWh938XzHDwHKkfhOYpQ2HWC7zj0uy70+guksgKpMFIxnSXXIGkCixK2gkibuGfjjEFrqEVDhaAqrHhSSnltfaHDDv/n236aQbbPe77wL5FKEYYxBkXdWMHgwmtoD2TKon9d18N3Ax6ozvNsdSdfjF7FW5oUIz27bTc2sVAbgzGSH9oc80NL2zz+iS2ev3Ce7uoKKysbOEIReQ4/w4ehnPGisvGzihxJHy8IQNcWOLRw+ri+a0FGRuAFlhMjfc9ObIx9/yrXxXUd0AY/CjBK0hhJoxt0XSEiQV1VjEdjmuUVFLb5+ysJqFka9CnynKoo0E1NVhZcungFz91jZdCn21tmmDWY3MHUEqU1mwcXefkX/wv3+xlqqUtYZQTZnLKEUZ0zmmQIYfCdHbrtgH4nZHqwQ7/Xodttk2ZzBoHPI3dpnksf5AdGbyUatBdjDWN/XIz2/ioqvgHMU09Qvu4+jn79N1H9/C/ymf/6YV548nnC1Ydwv+k4rlS4yqFuKgteKIprnUie5zzaeTlrR47y8XSZFfk4VbCE1g17wyEuijhwLfcay9SOfJc46PCR6HsY1ZLp/hxHCIye0O12uXkgmPttGuGQzBOS+YxOt8Py8rLtJvIaGUVWtKMEHd8HFZBlJWaeE7UsUa8uFUpauEscDfD9CEPJ/mQXoTWDbo/RbIbjuviuR1GC4yrKKgcBnXaXuqqYTSZ4rotAsOJrvqH9MIUIeFy+nIuXrxDHIe0oJApCylIwOhhjGlhbW2Y0GTGazZFOCzcO+QTv4enkGV7Ij7HaUxxZ3+DT776F88rw9U9ndAptPzhCIBYpWsbYsJxGW965QZKlJVJZWIjvB9fIZ1dHwH826QogrxqqWjI7OGDQb9HqxpgmRVKzdXmHkd/GDzRBZ41ZLnAWtp3JLKPV6uC6Y7IsJQx90qwgTeeUZU0URvi+BjTz2cyuV+r6WvJdkpdIR9HudKiqGs/ziaIAYwwbm4cJgoikKBBoGq2YDA9YW16hO1hFRH36cUPcGBJjGOsK3djiVpdzqiKnLguqMqPKM5rKglPQmqau7FhdGgRWbe55Hr4UeNo+DhO4GOPaX1+I1pANRsByozC1QLkufmAV13EUXXsfrM1m/PKjKQi7E7WFFnzfW6BojVVYY4uvVcfbDl1Ji66ttaauKsuLWOxJhVLggBESwcIVsPjzRW2nYXVpR+Raa5IsYZ7Omc1mVFXNwcEBs9GEp17zOnQQcOr++3GmcxJ/k86FM9z7n/8RAkG326UsCjzPwVnErDa6sQFFx87jn7iH6YUz5OkcDNRVQxR1bax0UyHzAiUl7Tgm8n2bkd4IPNcjDBQCm6BXm5ooCthcX0FgmM9nKKXwfZfZbEo+mZGlGek8BZpr9DjT1GR5RllaX/hMGNpRYEf7xhBIRRR7OEoiZEBR2ileFIXXYmCtqwGrSHfcRQa8PQwaJI2wNsBYtYgCH7Xwq4WBx7B9iM9svIn7X/wQ0fAiYrEbN0BtDFXV4DqO9fsLq1molU+7nNKtphhhqQhJURC2e4R+hOcEhFFEGIa02l1a7TZhGOPHEdL12DYxv3XWcASf+fyAfn/hj1+scdTV9DMBjiuJOjHtMKDMc8DgOC5SWrwuyiEIQkrTYISkyHO82B5W67pCONK+1xZ6itl8ipHQG/RRnmd1RXKRjCgFs/gQaVrgBxGNgaf1Jg96NyEun+WXLt3Iy4KaI0LQiKuOfhaF7b9xJ+9LQ9yJqSuPsq6pm5iyqpnPCi7v5vhpgfHbVIuRkVIOVVNx/emHaCKPY+ooP/CFX+TK5X0mWmPqRZKUFOTC5cE7vpHjkwu8avg0URiDVKR5TphnPHULiKbmkY8+zGvf/Hpk4Fwr8H+1Hb1A9PqIE9fh3HIbYafP237kR7j99KMkuuZDSYrWDZm2oKCrEaRaN/iuSxD4JGXNR5y7uZxt82/iv0Xo+4gsxZUOVVFR2U8Pgechm4pOHKOU5AnnZg6KnDi23hNHSXr7T/E/lb/OM51X8KG191LnJWEQkCYpjU4oFxhIR1lvLI2mFXaoECSpwfdbBH6EXzeYBnxX0tQS7Ug83yUvCqqiRABREHJlZxflhhggTRP2drcossVN03HxPQ9oqIQkcBy08Plt8c0UMsK4Edo05JVHMa7ptiSu51JT0Q9y3GqIo1oEvkC6IY2EK3qV81WLflxwfP0Qb3rrA9yzXVHIhq6wYUjKtXu6q1GhruswT1KEFJi6QUgHpMRxXapmQfOStlBJKVG+hfr82avRht5gCdmJaeqUyXSCIxcQoqLhj8z3sdJZQqY5FHOWVleg0YwOhsTtmHanxf7eiDSNiGNFq9VBqRTHKZlOZzbxyhWk6fyayr+qrfd3NptZbYNjlfiB71EU2lqLPA9VNwR+SDnf4ubrKkZNnxe3rpClpymzKYPwDJe3lqnrkiCK8RyFEnbtFXg+seuBMijXs6NooanqckFqszcxY2qkNPZAUFvNjSvB1DVFWVFVi5QyKYh7ff72aYF0BX7ctelhjotprJjqKinPWTAErqazIUFbffIC6coCDGOLA42xQR4YSgRFbdXdZW1xotb+VTCbzZhOJpRFjmkadnd2SJIE33XY3921ExXPks9mk5ElPUpJFEZkWYaQkmff+jaMUnTPnMGbTRGRpL97hXbcwhhDVeQ0Goq8phS2824WCvnDn/gd7nzms/TvuZ8yz8CUmOvu4gbVMLp8kcpICBym6Yz98ZB2u4UUgulktqDu2ZF3WVTUVYXrKM5EAYHvWltoVRJFvnXkCInvKFbb/oL9IK/iB9EGygWfoKpqHPfqeNzav+yBS1IbQ7xwjkilmGQZRkgbSuMoUr+N3+6yRmaV5Y1BKXcxXbHAIN+VOBIcz04Tnl25my8P7mZ54wp3zbaRroOrFuKBWqObCuUIFvpDdNkgm4zvfPDHCaKImRA4yqE0kqWNw9x1930IbadymgbPDxeAIwm6Ii9LlkTJfzk2Ip/NGc4zkukBNNoWB91QFRlVWfGZdMAXqzW+Mc0Iwxb14nnxfQcpNGEYIj2H7mAJt4yt7ddx8Hwr+KUsr7EFmlqT6ZrzpsVhPcWPQlrtDkJIiryi0g2PeHfxm9Ub+Wa+zFvMl1BK8QVu48ngdoLL+zzYOcxQB7yt3F64ssRXTWP+FYv8bJ6ihCCOQ7rdLgbFvDIkTU5dS7QbAA7KsaACoRY+Sc9jOJ2zMc8QaBxhwwqaBpumRsO8PeClky9nur/Cq8cvEIQxtaltXm9W8HVf6JGVJeeuXGTl6ee45WW3W3/JV9FT+BWvqyKJo8cIvvwCsAA2BBFHn30Qkjkfv/ed1G4Aorn2KJVSpFmOriqWmyFvH/4+XzQPcLZapqkrEl0jSvBkQBzHlEVGoy1Ew1N2LC8dh3lZUNQleZJT5AW+67He32A/Ocwl9zBZkZPO50SBjysVRtkc+XmTIgBXgue5eIGPqSyzwPcdkmxG4DqIpqRIcjqdFsqtmSdD5jNrwWq3O9ZuEkQkScFovENVQxgERK5D4vnEUQvfd3GUpG4Mg2abjZUOz6TXkxXaHk6k5W0HnoPnSlqtCCEV3y7/FY7J+Z3+v0aFfWZpQVaUXLy4hyw0b3rtG7j93rvAV9zclORJRqJT0iKBwjCfzajSFH/Br0/TdPGCWTiJVQRLRIlV6cOfw51exafCVTW2oa4NUdginWvSNCHw7Vg5jAIODiYkqYvnOES+oEhnCOGS5Jokq+n1++zu7COReK6DkBYuEwYOdR2QlRXpbEJVlwvngD1ISSEW9jEbHGQFadK6FbApZK04YLRzmZffdInbBz/FI+fu47FT78DRBa97xed4+V1f4I8/83UML23SeOsQrNEYQd1oHE8hhKW7VbWd0mXJDFdKHOlY+1atbYqeMBijUcpFNpKwHSNcD6flohyXpt/m/a/Y4NWJh79nscBC2OfyajfthAHSdWnSgiorkK6P5y4SvnRJteBppFlKmmcUVUWapEwnE2slbBpGwwNGoxFZlhFGkSX/pRnCwPLSEtk8wXEkvucSxbG9FyEQgcegFQOxnQTUGndpCWOsSKppGqJ2h0Y3vOLf/GuMEgxOnbLxr56HMSD9EKEUjdbXULnWF23Dmoqqoqwz4jhiMh6xtLxC86q38zsv/2Z6fsb37z3BFz71SV448zwXL19kOh+zL6HfbhN4ro3ljixRzXVcXFddew/YNYX1hruOPTiB/TWprAjNdqPK2vYWKwjX9cijPr9x4h28bPdJbjz/CK7v0+11cYBzFy9S0eC4ri1cRpKXNtoVDB940z8iDTp894f/V9qioa4szrU21i7ruQ7GSHzHAekjaXj9zmdZq8YcvfwQOVfxwVZBXzWWoaHrHK1dywZosJqOxo63lQBd5pStFfZamzhRQJ0UGGHltmWdIpqFV74qSJM5s9mEyWjIc3nMcr7NheefQKDxQx9PuRitSWYpH1p+D6faxzg58zielThORLvbJnQVRmt+fnYLsc5YcQSfb93JsdlLnAuOsjG/wBW1SrvepfaX+db0oyTjKR9bfgcPh2/iW4r38ypxDq2tI2Fvb8g0T1m67jgbYsIRZ4YnfDTwtt0Pc9Q8xvLOgxy5veB1qz3K3CbfGSEtWfCrwIL5ikW+3elYqIaUZHlFq9ui1hXCsx1q1RgaXdo3p+fiOA5Fk2GA0sDoYILT8lGKazf+ugElBN3RFb7m0/+RYHSF7XxMv9fB8eybOq9reldK2lJSxAFPPfssS0tLrJ1Yv/bY/iq6efEX/cSAefFJ8rUNHj5+F5Vy8F11bdTler5FKVaaOs/YqF7kRPoCw+gwT0fHkIFAeQ7j8ciKghxJvRgdW0FLQF6UBJ5PWsypq4qqKgk9O+bcyiP+88aPELZbqOkIIQTJPMVzXPwgQHoucRxiqgov9Ok2Y5Ym28xW7yQMNFmaksxrXM8j8FwqYxgeDEmKkrKwFrEkLVg/dph+f4nd8ZSqhnbcJstKuu02B+MxAHlZYiS0vBhdJPzIsd/GkYb/EP4Eea3IyhIhDEs9n0bn7O/touQa6IYLzq1QTRhWB5jxiFanS+g5rA3a3Hvvy2mvDHju0nNMJmNGwyHT8Ygyz3AWnPDSVXz+G+/nplHG/aOM33/7Sda+dI50LSANHQ7/xidZXl6hP1jCC9soo5D6qoXJ3jRrbXe2cjGWq6uag4OpRVtGAJosn9HrxAR+yXQ84eb4PBe5jiIXZHlGGHXI84pOq2X3/HVBUTgYGpSjCAOfJM2YTafoRecuUJRlznw+oyhysizFGLuLLoqK3f0hG2sbKOlQN5rh9kVWBz1euhLRbVbY2V9nubuEG0ZkpmI4uULs38Bb1n6GkbiO393+LqgrmqrAVR5GKFzPw3EVLcdhsLROGMUEoXeNyeD5gd2pG+uK8YIQx3MZT8ZIBFEU80LX4YkVF+kL7pv7YMBBUlU1WhmUozhz5gx/uLVNef4sand3MSUwpPMEndv4T9/3mU6nFKVdpSgpqcsS33fpdNoIKVmKQ0wc4jgOK62Iq6AchCBuRRYEpDVJZVcUSgiyaUJVWQuj53koR6HLRbStlCgkrufQGfQ4og2uULg330ZjGuJWSFVVVLVmOrX2NeUtcugbw8F4307sktRatUrNYGmN177lATZe9WqeSUtud1N6Jzd5YOlrCT8RkyUzdD2g0iWDpR6OtFQ8S2jz8FyPIAjY7m7QSEF/vofrBgRhgOMoPNej3+vh+y6/ufpK9lTMPxx/gcD3qGuNrvU1TPAT4SZP9m4gUIK79p7B8XySNCEOYpTjMp/PMXohTBNXmfm2STuy9RRJNKBMZkwE9jVyXeqyBpyotgABAABJREFUIi1zuz7SAQetHrno8sqlhqVuh0OTs+y4imlR0fID5MIWt3f4Xo43E6qdC+RzWx8a03B5/U6+fP07eeCF3+WIGhH6Pr9689/mTHCUtcufpr13ngtnXmKaJRRZbpMicxv4VGQZRZ6zvf4ynnr7v+LkxU/xrsu/Q6/XpalLVBShFt/X1+98mK3Zl7muvEizaJjyskDWgu2DMZ9unyQ0Jde7hhei6xk3ATvBYQ7kCvvOEnE8I3NaVPrzhFHFjWKXreoKh8XI4nCjCNcxIBRidMDhaMZb1x6GuiEZBwwnEzrNjLuKA3aN4cj4UVbd11AUtiaKa83rX/71FYu8dKQFpvghBiu8KMqCPCsRWDa0s+iEtG7QukRKSVVXICTjyZy+r1DK0qRKU4IWNgvZD3n89gdonXqYVzzzSc6evcjNt95IIUqGw308V+FHIUJa8caDDz3EW3tvJey3/ruD38lnHiU++zzxynE67ZZlLnvxNZqS1hVB4CFcxdP1y5kGfZ7SK8xHE9qtFnEQs7GxSV3WzNMEUVc0VY02DTKKbJdXFOTzDIFENdDvd+j0uqRJRhRGrK6vkeQzpONY5GJRYJRjT7RNTRQ5CKF556Xf5nB2gV9K/x5Z7wTddssWmCynKBuC0GOcTAEPNwjQxrC2FuD7IU4Q2b2c4+H5Bs+PqXXDfJ5SVTVl1aBNY4uCkjxb34kra8JehJMXxJFPlmWk41263RaHjx1mOk9IZjM+PfhmtKyYZyOMbjiYzEhf5mHeEfO5//PTeKlAeQrd1FwJBd3BgGMTh7jVxvF8zsiciydWkO05x/Jtdo70cUcps6MBVezxymO75KMJZ0/vIKVLr79Mb7BCtzvAGLkg1V3FobJQbWv8wGc6myCksnG7RuJ5Eb2Bw636T3h5+it8tniAi5t/h+HwAOXYU7lSDn4YkBW5nZxg6LRjoCGMArqdFsPR7BroxXUd2p02Wmtm0xl5XtBqtQkjjzQrcD0HqQTDrW3WDm9y5cIFRnsFp1/4DsJ2yCtefYlKvY1K38IXz70F6aUMVz7Ifno9qyvLxFFMt9OlLgv8IMDzApIsRRuNkAthmq7I8pw4btk1itaWTS+lfVyzGbqqkZ6HNoKX0eV/PQ+r84Y6z2nFtiBnacqTTz7OY48+yktFzaf++b9g6dJF3vHv/i1BEOD7PktrbYyyRU65Vn9smoYsy9CNpipteEmtNU1l87yrurKdz0KTIxeKfGPAUkht1njougx6XSbzOfM0JQwCOp02y0tLsHiddW2nM42piOPA2trKjHlWo2vNmXMTHMceIIu8IC8KojAiCiMLb2kafM+h31oCpTi46X7Map/9g11e/M1f4hWTGc+nKU/kKQ+98X+E/n186w3nCAQgDJ1eh26rbWmOjiQKfcIgRCuPbz76LSgMv/bSr+N7AQiBVAJXKRzHvlZfbJ1kKALmk4cJpMDxFI6nFhMKzX1mh381+mOWJ9vkfkBW2Njei1tbCCVZ39ykLkvyNGeSTimrmlo3NAbu/uyvIiTkCzeL9YkLm46pG1zPxwjF79z5fYzjVY5f/E94Sc4T/gnef/u38Ub9f3A4rpBoLq3cyvtu/G5eXl3gr9W/RIMVCJd1ydNH7mZr6Sa2O0c4ltgd962zZ3HLlHr4BWhq8q0LzPMC3WiQis+8+h8ymFzk7kd/BcIB7bBgPH2Rk7MX0LqhqGocz6esDUrUCEfS0Snt9DQoYd8ntSadzimMxqlyfmjya7R9j2J4mdtHj7FpJui1G+mUu5zbLgh1Qun4dLoVVeDxMnOGl2cXrJ8fK8KTjmJtc5Pj15+04r3FWtnzfaTj0ukPGI9GdBf1QdeVtZNrjVCLme9Xoa59xSKvPNeiABsLUpQGpJC4izFSWZYLq5LCdX3qurLmf2wHO09SBtiRcxD4ZFmx8K8KirjDzsoJsnTOzqd+B9dxOPXSeY4e26AmI01TnMAnmSd4rsckS3j8wUd5xQOvRXl/KpD6q78M+Q0389w3fhef23gZqrRqbN91cFxDZSrmqcM8TXGxwRJPcYRpllKWdvznOQ79QZ+769M81xhOVR6+cpAYq2AVNujHUYqoybjBf4Ez4n7cIGC10yGOW1SmZjwdL068Na6jmM1nhJWHMAWtsM0sLXiqfS8j2WfobKDzBs+r8JSkaQRuEOK6Lq1Wh1LDNE2QDSx1lzAIKg1aS2tLkpIsL6gNgERJG59ZVSV5MmWwMuAT5mvJi5wNUZOUU4wSpEWKbAzzvQSkYDweE0cRzVBbEVLYRlc1QSgpb4DyqEP3RMwJvcEsT0jzjI9++03owOGHP3KArwXtbhe5e5l/8PlLyP19vLTg9c+fxd+akqkGr9WiJULipQGDQyt87uuOMt6ac+xDZ9i+fA4/atHtLRGFMY3rIrUtOs0CL+oulNFxEGJcRVGVaAznzA0M9K2c5m6aqqLdDqnK3O7V5zPCIGQ0muM43oL4FdI0NZAgVQPUVFVBEIQMohHXdx5nb7psb+pSopSL7wXEUUoQeug859DhDS6cPUc6S1heW8aRAffe9Qi33/hrPHf6Wb78wruRShEHF1h684uIUUbvmW/HD1soPyBot8jyHCkhbIVkaUJVFERRyLzMFx5mS5HzPZdkOrsWUiME+J63UPz7lMCNYwHKo3Q1py9e5NEvPcITjz1K4HncfNPNHD+xxPbzz9E+9RKNdEirmkmaUVcVdVVaoFDDYu8PrrJTD/s47HopDiNqUSM8H9/3rFfacYhCqw1xHZe8yBGOxKDJ6poXrruD5ccfJDY1ge+SJ3Muzqe4rkdVVdc8+VKALjI818V1HDxHYRyFNC2LbfV869suKrQBVynKsqDdbhEGPlIY9ttrfPiBH+SLu2e4+33fR7cd0NRWaOa5HntH77Zq8+d/l9XDm4SuRxgENrKbq6Q+iXRdhBG8Iz+DawxeGOK4Lk1jFoI50IByXH4u/zzT0hCbEgjRWlNVFbW2HX2jGw7Vp5jO54wWh1SA0WRCWuT4ByN8z8NoSwPUWluLsrbe74YaB5twZxxJ3ZS4ykdJh+l4jhBw4sxnGHUPE5YpZS041VnjcrjOfucQmAu4nstxM+Oe6iKv4TJBGNCIhqgdkKYpJ+oDnp0c0B1foNUL8YziDbtf5PXic/iDNtfddAdxq8fzp89Rmgqnv8zO6u2Y7hontz/I1v4Mk+zztid/ltVeFx13FghizdpqRBSG1LrB8SwSWQprx/SDEOkqTFNRzOG4HhOqiF1Rc0uzRdLeZN8E3BRDkExQUlLVU3yvS7MIQnIdB8d1CcLQWjRdl0ZA2VjLYpGmzGdzsrKgv7qG57i02/tsb11md3/I2dOnWL/5lgWi2K5J/kp28rpuMIsPoVxYU6JI4qiYsmqYzWygQ6VLdFPTGEHgOSgtMUqQY6ET/tVdk7Jed4GgN9vn6//wX3DlhSeYpwk7e3u4rs/585c5emiVLC3wwsz6JssSpOL0pYusPPUi191z839H3bwg+Md/nftGu3zp625imBQcDEf0Oi2C2KXSNvhC1w1BYAVidZ4jUEgsr9p1JOrKU3zNpZ/jNneDH299J0ZYiERVa2YLIMXBeMw3dT7PG6Kn+O3a41TeIwwDHGVDPlpRBKUmUB6+56HrklvSp5C9VQ7CDSaTkgej12DiV+O6LrHvAA2djo0HroqCZDJidWmFCofhqSGh8q2XvLHjeN1YVbFAErfbFrc5m7HUbxMGHgJDrXOUqpinGUmRMRrtEXghwlEooXClS6+/RF6k9DqCk8dPsr+7TxiEDFZXuXzxMr1ul/WnPLrTHtffeiOnzpwiDlzcPOSuZycMjh+mF3VwXY/VtVX2RjuEFy8jaEBKWhd2aRqJygrMQc4objFYWiJzHCarIShJJ7bWzWQ+Z7Y3Za82NLh0ekt0Wl2UUHb33GDH6koSRyGTyQHSEcx1n98pvw/X8YjSOaEnMbpYsNgFnu+jZIJSYJrGAkKqimTBA/f9AF0Kut0+3333H3Ld8g6//sJ1XGkEQkguXbrExuZholYLHzh24igvnnqOJsvp9XtURUYhJM+cOsGg9wqS4gFWVlZx3ADX2+Di9lu5cGmVRroIJRGmQVlnMUUys0r7osBxPIq0wFP+QuZrOzfdgOv7GCCKYxs6JRRF3VAZm0aW5AXPP/ccX/zs5xnu7nH82HHuu+cehFJcvHyJ0akXue6Tn6RpBCMDvu9T1ZaK6DkO7V4bwIbZtOJrUBYhoChymxmv7IFL15qyLBiNhviOQzZzrnn4s7wAKfB8jxde9Ta++I5v587+Km/53H/F9TxA0Ol0kMKhrms7/vY9pFRUVb0I9NEoqXCUg3Ss99yOsK11zQib9jadTK4VZ9NoYtNwz6WHaZ17ml4cEsftBbzFToa+8QM/xv7BEHlkYGNyFxYzHGdB2rP+fmcBC/s708etJ15a21WtNWIRO+s4VkeyJipWVc1cCMoi5+L2NnsHI4rKfj63/WXOByv0RiNG/gYbz34Ox3Ep8oTpbEq72wFjePHIK7jen3OyGaN1TTbPiJRL5rQ4f/0buOnCw0x2LlJXFU4s8TxltQpGcHJ6ju10B3dZoxyfV539KH6T062njOczup2Ijmf4n4tPo4CLAmtBcyzga1ctMfEGqNXrKMaPU0lDbSr67S6e4xI6VmFflDWNJ1l1a37s8s9zrB8T3nID1VMvcnp3iAp9dN0wm85xQw8dLvFgdA+vqF5gSsyZ4Bj3pc+gqxypJL/Jq9g1K/y95PdYCWynXdZ2QtFUNb8bvpmX3GO05u/jpm5KKQMe927h9uJFLraOE3uKSSVZVhkb0/M0jUQs3B/tTovA8/jJ+RvIasM/Xf4SnV7vWoJomWV8JH4rz5rr+eH0URuvC391WNs8SfFcFyRIz3YwoefTjUOKqqDTcikKQ5oZytpQFBbf2TT1NYjDeDxmZW0V17Vj+7rUVnWOoTXbxSlTtGgYT0f4fgBymdHBjEObq5RFRRj6IKVV9yvJl594nM5yj7XjG9eAc1fhB38FfBwMsPXOv83Ok4+QBx3cskJ4gJBkaW1P/45ExYG1egFZWVAWmm4U0+m1MVKwJXp8rnU/L7KGNNIehqREA0XeoLVBNIrPl7fhioZHsjXm2WVUI4hcF9+LCMKAyWhKXdpY0I4e8R3j9zFLenzw+L/F9TwqA1mSEQcST8FkOuWN53+KRgg+cv0PU5SGdOtF/kbyyzzFjXyh820YLIEsmU+p6wJdFeiFun86HSMoaeqCIhWsLC8RRss0usYLA4IiZ+fyNkeOHUM6iv3dXQbdAe1un9Hco91ZxgtadHqGY0eOsjc74LpbbuTQ5iGeeuZJpmcPeG77KYS0NqbhLOWv7ccc6y9xqtwnjGMQdnRbljbiUmvDdJrgeiECydLyKiDZurLDyso6f+PDBbIomPstC7Boubiu4FNvX2caSzZ/4o9Z7QxwvZBWd0AYty0C1TRkRYXn+4yHu7RaIZ1QUtU5dSWYZJoo8Gm3WlS1TeQSRhN6kgZJUWlLgyytmK2uNEtLq4RBxCdfuoNzBz125stovU0YWpuVVJKXLT9Pb+kIj355js4T1jfXKaqM9cFZjh0XnN15C5979Diep1jb7BDEXQb9X6Xf+xLPnPkRWlGbVreLaGyR39h4gqaZMZm8Fs+1hW4hbbdEtsqOpx3XJWpZa5/nL0agkU+B5srlLR750pd4+qmn6bbaHDt0mFfdcy/7kxHPnzpFXRS0w5jlXo/JfGYncp5HGPqUpZ1UTCYTGl0RBD5FnpHlE/b2II6ja9x6YQzSYF0GjrXnBUoRt2K7GpES13WQRtgRvuPQn+wwf/4x7t86w6Gjx/GDgLKqaBrwgxDXdTBoPM/HUd61jPA8T5FSLLLH7Qi10pqialC14cXuCrvC5/juZ65FvjY0NLrma596P6PhAePIrrTyyq6tmqZBp7uoyZj9wApY6XRASJTnL2hplgOga+uECQMLdCnL0gYOKQdH2UMIwrErHtNg6prPeof4+cGree/wfVzYuIlPHX8z3//cb/LpG97Jmc5hevMx46DH96YXUFtnyfIZVTpj3pRkh2/l8Xf9KDuzS7zihf/AaLjPoc1jONLlQ/37+eTRt1G2lzix/ysURUHla9woYnV5hbXuMj9x63s5CPu86ulf5HrZEK0e4vdX30zYewXf8yf/N8LQo9vv4vt2YiAdB20aylJTN/Cm/T/hjoOH6VdDppml5kWtYKGvqKlpMMqGCpla4noh627FoNemcTx89yI+ko4f4AqHLM0xUvDwodfyaPuNJEPYah/jmehGRDLmhvRpWq2IPTXgwFliOM/RkzFVpYlbkc2VCF3ewrNs1DOO6G2MavicuY73m1fzWhHzeXUHjtZUymXJTPm/6//dCpJdj0xnyMZOZi81HSohMMIKWTENRVmgpGJPDhjLHpOsJq8qTPjVK1xfscgHrg3gaBY3m/FoyHQyp9Vqs7K6ylKvRaUNWeGR5jVJWpGlkrqW5GWOUorJbE6v311QnRRlUWPQSBx0ba1dlclpdMPe/jZ+4NlIxCikP4itstN1kXWNpCGl5pEHH+ZN/QeIOjFgaK4iLPnqPVnAtYnKn/2CNg1P3fx6vpz3SccThDYEnsf64cN4ccRLZ89Q5Dk0hsbYU1s6SVHCWgKTNGWwNKB75DgfCb+J/f0hQttTn1BWlOd5NibVizwmwSYfMHcwyfbRecF4MqKuC9aW+5jGMEtSdKlxpCD3ejy4+nbGbod5MqOuSoTQKGHIkgICj82NVaKdKQ2SKGpRVBWymhGahA4JQoCua5Y2VtmbTNBVQ1lrHNcljAP2dlKc77yZ6SsGbPzcKa7buI5Zklo4hBDM0x0OHz5Cu9+j0jX91WXarRa4gia1QRP7owNOXn89rh8wvThmPBoxH0/pBDE1DXWlOXnDDdRNzaXLWwxW1sjLgixJCTc27U5LCVAuRZUxnc4RRjIbTZGOz/LSURxfLnzxiiAxBFHIVEicoMPS+ibz6QFl26eOJZvrqyxFbYSS1HXG3uUdu4sPYqJ2j067gxu0KKqCQS8iSTSzmVXst1aWrE7F2DSxSmsMisZYL3i1SBNT0orDhLC7/y+cWefzpzcZDIY4rmA8ngAS30z460feR1IFfPbguxj0uyTjA4Iw5u1v/DBxeIVZeReTg76d6FQF6XxMv3MJR07ptg3GKATy2qFhbf3HkDJjNPsQtQhwhUQIZdPDXBcjBS3fRzca4bq4ro+QDtMk4flHHudzn/0sk+GIzdU1Xn3PvfSXl9nZ3+ORp56grjVL7S7tzZid3W22R/uYqkLoCl3UzIsU13Vx/ICVThvHdeh02yjZt3hZIWi128SLIJtKaxsL7PsEvm+z35sGTymqqqQocwzCpq1hkMpjpax494MftlHHUlEmi5AepajKCtPYEX4chjiOzc4QwqAbh8vK55H1m3nViw8i5mOkcjDaRtj+p/vewyTq8r1PPkgrT1COspkSRrMUBMh+l8YI3LBDXdWURUmSzEnTDF1rdvcOiFttjAbPddDaEEWBzYbHunBanS5GCJL5nCy1tDnpOuTZHNk0uJ5jbZRSYBrNJFonlT6iv4JRfTI3RPVX+fqDx3lkeIbj5QGXVUw4vcK0LgjDCM/1EBKccp/bH38/11X7TMdT8iTFWZWEccBry1McXIl4ffECxfKAg9GMrdYhdo6/nDcd73P5xF186/lTPHh6SG9+gIwGDIThG0YPUW2dw/csPXD7iubxaoXL3io37T9C4HtkSWoV6dLlN+77QfrJNg987l9ggKSo0Mah7RUUCwvlUq9rk1DjCCdwQUSoMOCme19B5zVH+dH91/D2+jE29v8zUrnctP8gtfS5YfIUxxnSrqdcl1/E8wICz+ebn/159vMStRSRVZoUhfIcCBVC17xMXuQeLtIEijwrucc5w3bZ563+WdZ0jidrUtli3UxwpItwHITrsNxatqP9ouInWx9hMpvjqSUQAiEUcauDYwR/69yHeOnymE7/BuZl+VXtS7/yTl4ptDE4yqGRPnEY4tKQZxkXT7+EF0T0l5fpD1Zox4p5XJLnFWmWM5lqysIwz2qKssTzrEc8zyvsrIpFxKNYoC0bqrpia+syH/vBf4YIQ/7Vw7+PEFDpGuFazrcXhOzNxzz24CO86o2vQXrq2qjjr0Jxn1clw9GIqqjwHAfPd1ie7nHnp7/IF+58Kzv7B9RZRRz4SCXRDQwGAwI/IM1z0iwnOX+J1Y11G4QhuOabDhyXNEtJ0oQojkjShOF4hOtY0IgwkKYpq8lLfO/53+ZT4au4ErwRLS0kIwwDHorfQpGntOuafq9PmqUYU1NZtRfzUvPLa/8Q5QT0G0Aqxu46/9L9XxmO55xc96z3FEmS50iUvQnlGWmV43sutSPBEXT6PaTj4/sWUuK4Lr1uYd83QcBofw9hrLjK5AJTFyjlolyPp598nH6ny7GNw4ySGQEut915J2cvX2B2MKffX2Z7bwswtNotRtmEtMgYlwXPPHWaaTYDDHkYMIgC+stdGi2YTnPcwMHxIYg8OxK9hkdtbEclbU76m/9gRNwOKVfWyfMSL/Bwa5sj4AU+0+mY/e0zXDhbsdRfIop89vcPaMVtlLQBHXlR4ciKMAw4GI1omgpdVWgkZVmSF/b5UCJnaTCgKBpG4wPqWpMmcw6vrbI/th1dnuXsBzG/f+a15JVL5DuIpqHb73Pk2DF2J38XN32ByWyZIHSQRjMbD+n0DOvdj3Gwcwvz2a10O5YbrnUNKLZ3fxgpEzynhzGGQld4nkBgmM0S60mWwuYUKJ8L2zt85qEv8sIzz9KLWhxZXuH+u++maDTnz1/kuTOnieOY9bV1TKMZT0a88OLzzIXh8z/zs6xvb/Pu3/ndBcHOELdaOI5jQTiAlILA93GVBfAEge3mlLR0OxubK3Adz3aUdW0TGrVAOC5laVXXlppX0jRgBJhG0EhJYzTSdWwEsQB0ZQ/OC66CAGpd4TmSTxy9j48t34A/n/DW3RcWITaaIsv5pqc+ziUVslqk1J7NZi/znKy0bItGQNzu0LCIMXYlCLNQxjvk5QJVLRV784zpbErg+zae2XGIohCRVHSoKcscCURhiGMkrW6HAglFglEC3/dwpORbxBUe2H0/Jh9Sm/N83fQpgsoSCsOXTmHQbNQllZC0Wz2yoqBJU6Q0eA686YXfw/UDSuUAkv3hARwc0JiGv9G/Qrfdobx+k7MvneMT934LF9bvZtfNuDIKua1zB5djh9alfSDhk907+IP45Xzr1inqumayO8MNQj5w8xvYCdeIzz7CoWyXorTPAcpDK4/GtdCbuq5Rwh7GnxI3cGp4jPceD9i44fpr4s9qYX2UBlpLK2RyA70v0NKlqiqMVvTzbd586fcIWy3i6hLX1VfAaWgam1oYOrAcCuIw5OH2bXx44xu5/XM/wQ3Thzhy5PDC3WLodbu4jkdfFXy7fJDYa3O0egHjSDqdLoGU7GqfwjQ4rmMP9AvkcmhqVORcw/iaxjpVNIbAU0QyQ2cFVV5ZYSP81RDvlOdgqoq9ZpV/f/B3uan6PF/Lb9Fvx5iWYDqfs3/5IgfbW/itFt3lVQa9Du22T6cTMJnMMboky1IG0RKe79ic5LrharKPUtZzWzclLLpGUZa4foBooJHWfgeQVQVNZSNST58+w8ryMte/7FbL/hXmq/Ik/cWXufbf8WzGwXiKaEA2BuUr7nnhU9x65kHOGY/nV24j9EPcwGc0HVOVuc3+RpMXBUpIXNdjPBojXJsZ7ymHhgYpHao0w1ncyJpaU2cFQeyRFzk0DYNul6hp0WSCqhHW3tSKcESDH7pkVY4uBF5b4ShD3O5S1FNcKXBc1x4yGo9AhgihaLda5NWEadEgHY/5fI6rrMhuOp1ZaEtZkOcp/cESoFj/bAFf2mYQdfD8kHmSocsKX0iyvKQVx5S6YZZlLLVadOMWRllC2fJgiVtuvY1Pf/ZzrAxWuemOO/ni44/iGBen1WY2yykraITHdGZRyq6rmO/N2J4O+aU7oFqLEEt93K0p+0dOsPT4i9zwy3/IytIqBkmpa1bXlimKAq/VwmDxko3WmLpeZIprfBXQDltkpuDylZdwHUkr7tDr95mnUwLfY21lQJqlhIFiMjogTVOm4QTH8xj0lzgYje2f61j/teM4ln2taxzlEfs16Jrdtx5HjnMGj4/wgpCiqPjhd3yBm9Y/zL/8o++krgIUAk/Co3t30m9HuE5Fu9Pl6NETBHFEVgiOr/06+0tb7Az/pl1tlSWB62KMgyDClcpCbaqSuq4Io4gkfddC02LhMo4wzPeHBFGbaZKzu3tAr9/jzEsv8eAXvsBk/8CO4+99OVGrxWw65ZlnX0DXNe1uh831DdJ0zksvPk+SzIlDj0Pr6yyfOMmjUtIJAw4fO3ptiiGVHcUHfoBSgrIsLCbUD4ij0Aa5mIbaWG4BAqqqvMrUYTafkmRWJGhXdArlhEgUUvl4gQWnOI5jc8ldhVKCxjSMR7usLnUIPMeG1NCAbuyKUQreeflxvMmQl115Hu1aOyuA14p4Xb5NUZRkKwNmsxlpOqfOc9TaJj/xyn/IsYPTfN3nfpmsSEmz1E5yltY5/5Zv5OjDH6B88QmqouSP7nwnDx29j7/5uf/Anc0MRzkEfshjKzfwCyfeyndc/CzvHD2L6zpEntXE/PzSa/mEc4i//gc/xl1LDvfefReywcKF8oz9gzHGQBCEjGczppMR09kcQ0MYBmgaZukcIwVht0vs+eTpjDRNIEtx3AClPMx4jrNI0WPh0V8Z9Dhy+y08cP6jPDc6zYkgQ950P2edTXYLQW1szDhaI4yhLgryorajar/FSj3h5GSHQ8X+ApCUoRwHyoxv//Q/IHQUWVVSlJb22DQNHw6/hvFBj7cvzTkSGgviqTW60vYAh8BxJTeHUz52x6NsPf8cX2pH1AtgVeAFCM+m2UllsbxCKOq6QDkKVwj2dvbYU1cQa5omy9jb2iadzXA9j26/R6fbZXV1lV6vh6uUjcKWCtdz8DwP0WhcT1FkNbqq8LyAumnQpsYm0tUUZW55BlbAwcHBAUlRoIQiyRKKqsD6ayyK9y/7+sp58nWNbAydAOKyYDWWlBOY7R0QBj6u4xAELhJDXiWcfeEZXD+mPxiwtLJMZ3OFs0dfzwUiHjj4LFHt4rmSsqqu0a3iVossTRejZKvmfNf/9uPcc/edNP2QRkNdNHiBZyMqswLle9SO4LFHHqO3ssTq4fX/5vt4G9MBFy5dIpklSKkwdY1SDg/e/gCz7grPHrmboNIoIajqiiRJiTwLghlOpyTpnDiIWV9Zpbc04MLlS1Zo02ikaKhrTVnWC9ykBmNwlaIVxzTSMJtOqKuKi946P7b8oxRFjdQNomnwQ0UQuKTjnDhuk5UVxcGQlfVN2q3I2jyUYF5rhLQK/ixN0DpDSZjNprgoyjzDa0cURUaaZOi6pq5K+2NZ0mt36Q0GTKcj1EJ53BgrZEqznHmSsjTogtY2PzovcfoBh08c4+FHHiXuDnDCmLKBIGrRILly6QobvWU+9plPceHMeda6ywz3h5y6dIGxrHnksUc5f+kMB6M91GQO0wTjGcRwjOynyOGMYl7z6F09qs0+y7/9KQ5tHkbi0r15hUZX7O9PKMsSE1vwTZqmeK63oHt5DPqrOFIzGQ0ZDQ/o9No0BqIwZnNjibywN6pNf5P5fMawGnN6+zRmrml1ugwGS+hGIJUHjoujIJ3McRyH8HCPP7knwk99Xv3oAaYReG5AzYCimeG4IasrITtbV5DCsNTtWVJhf8CRo8dxPLtH9oMBtW5RVzGB5yEch3YYUWvJ6Zd+hJb/IbL0IkIcYjDoWyyntnY0O4IXxK0QyUJ9LB12fJdnv/Qop559lsj3OLqxwcbL7iHJUy5t7ZAl52hFMf3lZYq6JJuOmO/MSOYzoihi/dhRlvpdVtY2cYOIf/3Hf4IQhkRIisoih+Xi0G6agtB3Cf0AJR2UcmzwTV2RFwVCClsMjOXPl2UJQKNrmnrhh1/gSFc21jl2w614YWRZ9boBCUZCXeTM53POpgXJpbPs6Zwo9KxoVDqLhDqbchfPZrzhpedRYcx+LnlpMsPZvsCRI4fpd2KEEIwO9qnqmjgOiActpgbCMiHMLed+PpuDEBRlyXPrd/PU0VeR7G1z/PTTpEmKOx/jFSkxhtD3cJXC8xy6oiHSJXExw3cdlJJI17pZeqag3ZQcH/RZ6bqkSUo6z5knCaP5nGEwID/1BK1OhzzPGSUpYxPRziZMZyOKIiUMQ5QT8PjLv4VVWXPywQ+wO04I4wBf2OwFhWfRwk1DlebsZgWXEsMvvfqfsbp0gb/3zC+Q7TTsv/gFbr/1Du66/T6ey8fkDiSeS9MoxmVDmKYUZcVW+yRPt2/kutELpPMpcRQSRiG+5yEaG8ykaKiMoTINZZFRZJJ3z99H6/jdHAprwGauWxqiQ20arioftWlwhaVcuq6DMRqBoKxqkvmMldUV2kEAjY2W3RNthEoY7++wtbVFvzrFG5/4ALqurYBzllC4lqLoLRs+vvnXuWv/Ke7rpvQHKyhHEnsBnutQlTVCWWhVrRuqoqAxDVIYMnzSTBAVI+ugUi5NVVGUBUYarmy8gfNyk5NnztP1Am7cXCf8q7DQSSGQxnDIn/NbN38YvzNgnr2L4e42ly9dYHdvi2Kc0O906HY7hEFIkRfM97eYj4Z0l1f41C3/AzMZ80D9NGueIgpi9rb20bqmxCAdq5CVQiKv/puuwiwyi/ViVFzohgaBg52y1tIwqyse/tyDvOWdb8PvRvY8ZP7s1lx8FYu/JYhduXyFcp5hjCRJchohKaMBD93yJqpK05gaTU1R1nhK0YvbrAyWSKuKphE4jWA83OWd++/jsBjwQXPDNfJUYxqaxY6/orE588qedJWj6He7RH5gPc7CMEsSfMcl9BwCL0AJCD0HI3NmuabICnSzy6DfZTw5oNvvEXiuTUbzFY7UeNKhLCqiMETW1gvcjgNacUSepzSlWXyQGqqixF8JQDrM05J2WOO6GWk6tedS4SKk4GB0gBKK0PWZjiesvuxe4v4yuwdDDh8+xHh2wP5ohzh0mJuEbDbkSj4jq2qcsuS5QzWfD55n9PY15ivXof/DFwjLAuqMV/7M+ykyQyuMOX/xAt3x7xKGHv3lZV781tdTLLUJ3/9Z9reHrKytcubsi6hDq8x3tlly2wwGgvl8ynQ6YWnQoaltmEe7tUwUuzieZG9nQhz30UHD5XRE6+LYYlFbEbUWeO02e+9tozLD9DmHdCdFf+Fx8rzAcT329z3qxlAVhk4rxEkr3vTZnHR3jBCSuq7RWvPBF95N60rMpZ3nqOs5WV4R+jXzJOP40SNsbm7gep7ljfs+urmDTz/2y2xf2ebwhj0Qho7EUR7rSx9ipfcZhqM7SYpDdhS6YFrIRZiL63toY8i1oWoMF8Oaf3Sjx81L9/PG9wf4ccTO3h7PvXgKRyrWlpdoHW2zN9xlb/cyWTLHcyWH1pYJjx6m0+nYDqjXBeFz7tIeWldg7AFVmNAWbaGo6orT585z8sRhGgGOsqlsaGOZ8FWNMFBQUlT1NYubEgKJpBvajt/xfL586FaeWDrBNzz7BZzaHkDLNGU+GZOnKUmS8vk3vYcXXvlW/tqLL/AGM7UBIo3BXYBxzKJwlFVNq91he2eL33zZ1/LS21/N1/zSD5M98RjSczhy9Bhx1LJpbWVB2AuohlO++4M/QuN65LW2iWmOQuuG205/Dr+pWXnq44RxjOs63P7QH/DKJz/K8nIP4bZwlEQKzT3ZJX777G9hmsYySqSkqW3n+n35k3xP/gj19ZtMZlNGwzFpUTFPcz5x7I185OjredP0f+P60w+S5jmf+tp/xJVjL+Ptv/YDdA4uM53kXNk6gE6Xh295J1GdcduTH0OMM+a5XYnEniTPUuogoN1qUWRzqiJDGUEv2WU53aNyBd0gIkwqPpGv8F+eKXjr5YssLXXpBEO69YxePSXwrVjwWHaFjfk5bk5P0evEfGbtdRRRn9dU5/jj6GXcNHmWl/q38Jazv8cgH+I4iqdWXste93r+vn8KzAZl1VzjJZiFrUo0wjIbpERhA2zqqqZRAjcM2e3ewEPxfbybL+PoCWWd8Txr/Me1b+No8lGuO/NT9vcLOz4P/Ig8zdAGm/LnSHZ7N3Nq/XWYfY/w4Its7T7CjdefREcRwhge1Rs8zJ18X/wMcrKHLgtc38NxHP6X6TdQGcHPRR/AUS6O6+J6Hqury9S64udGr+CKHvDq7c9wZfcp3v2A4tbV1YW/3tawv9Am/heJzf8/1LivWOTruiYUELg+juejXJeuN6DT6XH0+EnGkwMuXjjPlYvnubK1SxR4DHpduq2Ig+mcva0LvDX/GURnjcAZEna6RHHEoN9hnsy5uLNHVlYYrZGL0AshBbvHTzIqSpzcJwhctLE85rqukH6AMFZ8UzaandGQLz/0KK9406vBU4uRh+GrMbw3/HnZ3TxNOBjtoxyBNIrCcSiKgsCLAQlCowRUBpvLnBeoXpdMlxRVQV1VGBw2nJz7hp/nsFriI/6NOI5Aa4NBoYTk5mifF8sBruuii4qqLGhQhI7FQQZRzMFkgu97eNJFCkMUWKuK49oOSnkerpHcMP4ct6bbPHn8e6gdj0qnCFJCt4E6o5ECXTcs9fu0Ah+pDNP5jEZCnsygkei6QjaAbmi3OkzTjMk8xQXywmd/PKYoNK7jk+cZs3HF0mCFtbV1Tm3U/MqRy7zsiy9AnfPUk4/y7LOPE3iSS1cucO7SGZqqYjaxkx0aw9m77mJ2cpXeExeIq5LtMy9STVNGyZz50aPcmBcMi5LRLCXPCwt5aQyDJ87DdYeJi5pJltDqt8h7bZ7//jsJtk7g/dwXOT08S9GWyP0RcbRKkk4YH4y4+943sHp4lacf/zz7+zPKyvD4169wZXOD+375FIOxZjIa01tapdfq0x3NyJKGvfs3KUYVd5y3N87ZbMZ4f4d5liGVi5IDur2A1TMJ+wczGuQ133YYRKytrXD61LNI16N2agSG1bU1Ng8fRjkSN/AJ44g8z9Bpba1NCxSt40qauqKRkpcufBdnL97MeP562p1oQZuskLq20aFNQ5POaLTdfRdVRZVKNjb7hJeGvHjmDI5yGSz1WVpaYjSdcOr8aXzZEDkuS6FPtNKj0+/huz6tdot2p01ZNTheyIkb7uDIzYrpbIapre/e2vEkl6XDT8Uumx/+rxwzVlwlpUQYa7Ft4Fr4zHbdcDbNuL4aM1hawpiGVrdNKwgQjcZxFA8evoOnuoc5+cUPcWKyQxy3aYchm0dPIqQiTVL26oLd4RbO7mXmscJ1bTaE1hVVbT+fUSvGCMHl8+eYjIes7J5nvHmCE13FklwnLTJ8ISjyhNl8ThyFKCnxQ5diKyWfZ7TaAzptxXgyRyqBb2qOPvohal2iQo/GNMzmFoIUxQGBqxDSOoh00ZDnZpHVbi3LruMtmP85VVUymUwYjydoA42wgs7W3jl6/ZtpT3eZzaZ0Ol3WDi4yj3rI+T5RFOMFXaK0ZDzd5/7f+8fcc/IwZWPXFRuHDmGqjNloaIN/6jmlrum120QL3v+3fPgHcaMWM8+ldH18P+RLm69lFK1yy6P/hXQ25oam5seGj3NhdJHMGKSj2O0cZqt3nBd0yo31x3n02AMUTkRzseHZwZ2M3TZX2ie4vvckdwzHIOALndew7W7yrfUl1iU4jUIohZAWt1xUjW3+GmFjXhuBUJLADzgoEhpd8VRwE0/6N3J7foVBvU+ezCkOJsTOBZwrz6GNDVcqD93J2Xu/m9ue/jWi7edpjCDNMhqjWb/4WdSXfopC9fiNm/4+r5j8CRvTJ1nqdBCN4DP5SR5ujvBq5wKvjFMc1wMpSZOE650hFQ6h6+IIZYN/hI3yfun8Bb4m/XXq/kl+ZfJmJjrg5aOL3Lxq8yW+ch36f/3//3e17isWebMgd0VRTBC2qBurBLajwoi1MGJ5ZY1bbr2N3Z1tLp47y5UrlxBoBoMu/W6LQ/qA7GCLnbJCeB7twTLd7hLdVou80gz3D6wwZlGYr7z5XZz6H/4Olz71Me74kw/TakfEoc/yoIfvuZZfHfp4vs22rgW8eO4sS8+vcsNtN4H68yX+qyXGa4zh9NkzzOcJ8yTFEx5SCnzXxWibZ13XtRUBWe0sfhBihORgMqUuKzCGLEs4CAf8Uv+97DchpjRUZYHnucznM+43X+a9+uP8kXgNv17dTuR6BH5AVubUWCvSLEmoa42jHHzXRxhN4Hu4rkNZG3b35sRRF4ng1uJRjuYXeWL8ForOcfr9DgZDlc2pypy406G/1KE+GGOUodQ1buSzd7CHMdXCnrdYVxhNlibkuqSpS4bDBCF6CDSYEt/zicIYqcBQc/7yaebfeiPDEyGdz54hrBL298cMBktUukE3AiUVaZJwMDygWYA9wp/8r9TLIe6TF2jKim3XI80Tpt/7LWx989fg/R8fpv+Rz9IUNVQW6xl6EedvP0G23OHWlR7p86e5ePEc7XxAcGqH4MIY0Dzx9UfIb1zlpp9+kMnsgKxU7O5PCPs5ycXTTMZzGmPFoZsHkkxluIOAnghoOMBOhRWv/HyfU2cu0z6+y8l2jyaIqOuKlTCi1+/RoLm0dYVT0YQoadGNuzTNnzmtC2lV5a2YOAyp6oZuZ4sTh0I2Nzesz13Z3aduGoxedDXG4LouUatNlic4wvq703yV2fzNRLHPLJ0tukXL63c8lyK343CBQPohUjmc++Jj3POBXVpRi2bQo6xKdravMD4YkiUJvu+xceII66srRHGboBUQBQHT8cx2xsaCVdxuj8sHe+RVRTIfk88T8ixnmqTM05THj57gqbe+jeqWmxk/9Dl8dxk3tAx0YwRFlpKlKZPpnF9893cxXN3g63/8f+HmZEqn26UofOoqJvJdDA7f/dLHORet8pqbTzJYeTWuH9i1gJSkyZyqrPi2yZTrf+sn2d/fZbaxges49iABPCtjPvLyb+Z1j3yY9QunCFzF2toqr3/+09z76IdI0wSzucHG5iqhFzGezinzFFMWjHxFHEVsbqwzmmZUi112EHi4foDjeIRBxN7eDlprXNfBcXz212/CMxkdI3g+OsHhbJdYF4ugL4VwXf79xpvZrGe8N3mKqtbM05zGSJJFx1ljR8SbF8/ztZ//ANvdI3SP3oA+2OLYH/8nTioXqRR+q00riPCiiuTml/PcXe/iplMfosxrPD/ElJkNaolaVJVhPBniBz7bu7ssDwYor8VsMsatExxPUno+k8mMN3/yX+Asb7IpE8ZpycHwgG6nR1lDYwSe67K+/TSv+/RPcbjcxw0D3vnFn0Z7MZvFNt16ytHkLEXU54aDJ+zrISW3mLPEQrPqlRaB25hFXLCx4Tt1Y4VsGhtOJRRGgK4q+7rWDa/Z/ihHl/eIm5Sd/R2Ge7vkwyH3fem7SPIM7XusrPR58eTruLJyD2HwWTaTx4haLVq9DrosUKbhyPlPshUeJ157CW/4LOlSyukL5zm8eYjvaz3NW8UOr45nqCZchM3YdfTfiz9FEEZgFCxYDlra++ZgbYV3H96kKAwXtvfZrwNEnf5/Ud7/n91df/q1/9+LvNY4fogftVALsp2QCzDFIsxDOS7t7hKtdo/DR08wHY+4cOEcF869xHB/SLsV0+116SKZpQmjnUscXL6CXD3CwaHbWBsN2du+hNa2k++89CLL588wOHuatNBkxZShhHNpTn3TEe4dzlAs1NvC7vdyo/nyw4+x0l+id3h5kc37lb79/2tX3WguX9kiSXPKyvKwXUfheS6+Y6E3WkBe1pS1psxLDIK94YhaGoxuCDyHQAqM0Tyu16iKikbXCAlu5GPqhgvNOpfd6zhbHUdg94ZRK8YzIZQFBkMYBuwfjHCMIvYl7U64EFYZvEDSasfoWuN5io93v5t1NWMSHmUyHOF4M1xHEXVbzGaSNK9xREmWzbh04QK7b7uO5pYNbvidbXqdto3wLApKYPu77yUZllz/mSmdVoDntqhMhXQEQjbUpkQbSZWXJHN7s23/+gSWfJLn99nL50xnM86eu4wQCoy0EbB6IQhzXDAQjzL0xT0OHTnKla0twiimMQ48d4H58+fonN1hNk1wlnsceeC1yC88wfBgwl0//xE6xzcohEfV65HM5uhRgvcPfpMgjjmIQqInL9MUBfX2FjuNwQ88Lr/5Lr5wR8GxDz7D5rNn8J2AXm/ATU8mHLxxwvl3O2x+MCauNWleobUhTUs8L+DI0GHJUVworFBssDRgONwHDfPXbVC8Y4PdLxUcPttiOBwRR7GlRoqcNE05e/Y8UatFkqb8k9d+BCUFH2vux1nsHMHQ1DW6qvE8W0TiliKMIxqhyYqcUhtqbbOt66IijkLrVTYGIxSO6+P71n/cNI0lxdU1XhQRd9oUZcFwd5f5dAqNJo5ijh1ap9dfYnm5i5LgBzFZkSJMQ7/fxXcdznoR59M5w999P5N5gXQUriMIlEsrauN6Hpe3tlh/8TRvfOklrpuO2ZocoKuCzfVleu022liRXZLM2dm6zLGnHyM8dJRVauo8oXQldVXYRDUhmKU5nplxv+/T2zyOG3cIgoiyrBDG0HJdlFCkSUaDJMsK5vOEMAxpjGE2m3HujjdwbvU4m4MjrJ/+Ml7cpqpLoEYYxXhcsLxhU/AwOXVd0u+2aaqa0WiE67m4ng0hqoqSxrg4joeuNB+56euR3SXu+eBPUaRz5rMh5sStfOxrfojDw3M8cP5Bfu3Ie3j1/BQ/MPks7sIqlAVtHopPsKrnfNv4yxS1XfnNZgmj7mHOTOas77xAVRZk8zlJa5k/+c5/R2e6xRt/8XsXATE1g3YX0zScPXsGP2yxe+ctbK/exPbwWW7du0BWTriytcOh9WVC36fRBYPBMlmSMksSpFKsLq/REi7z6QRlJKZp8KXiBjGB8QyjDL5jeLGKiSeCvrC6iboSCGM4dP5hgjjCb22yme8gK0nlBHzmyLsIdMY/eOqfWsCWEFSl5nn3KNvuYbaKR1hrtL03SIWkQSkXB21H6q6D73r88uXDPDu9nvuST1LLCl3W5NUuT0Zv5Pnlr+Gt20O6+88xm82QElwpWF9ZJooCrn/2fYRXnqNz8REyDXmeE4uA1cEyZZExmcxop89xz0e/l0YpXrj1eu44eT1FkbO51uWQGKGUa0WBWqO13e0LKS3QbJGtoY22KvLFGvbi+fMUheHb+wmNUJTpYWpjcK+uI4T4i7t0wZ+p9Fdn9wt8419wfeUiX1sUZxC1MGIBzFj4TR3H3nBqramqGiUlQdgijFoU/aP8u0PfzW1bn+Xml/6Ay1s7eF5Ap91hqRdSFyX/5eTbeenoK/kbdcmNecKLL5zGaOheOM07fvlnyY2gaCxEoG4kz3/X1zC872b8X3g/r0xrmjTHaL2IGHWY14Yvfv4LvPldb8NvBTZ97Noz9JdT6K3JyJ7GsrygKEqLkJUS31VIR6EciapzvuWZX+Wgd4Tf6L6eKitoqgpcx0ZCVqV9k4YeUStGN4YyzShL+3eBzZnWGMbOCX69/XKeO/U8mJo4DimrgiTLyKcTjh7ZpNsZsLc7RBqBrkp8v01ZVSjXRRhFkRX0uwOydE7W7nOOFh0FGsP+3p4Vs1QVnh9QVDUHZ08z2t8n9nzqOw+TH++zNRmj9iYYDJ1uj86RDc7dsoIZ5kw+9CJhGJHpmjxN0HVNnuckW3vUdc10PsNUDabROEpRlhWtuENeZERxm3Q+pdfpUJUloe8DUJY1SnnkRYEUPjfffJJ+f0DdKIbDIaZRnDg34vp/+z7KRlP7EXs/+l5evO0Yt+3tMv2TS6SPPUdnXlFUkGU1gd+m311mMp8QeD4H+0Oy//hRHFeyHzkoV1h715dd4s2Y4OlzKNFgqLiY7/CCDHC/3BAWA/xMkS7y3qXjkGd29O26LtVi/53nOX4QojUUWcXhcUx5rmBtRzGZTEnmKVJYzKrjuhRlSZEkTMZjqlrz6XPXsTJoIweW9y6luJbv7Sz26VIpoiDE9Txeeuo0RWHpkFWlqeqatfV1puncQm4WmeqN1pjGoGs7lXn2lkM8+rLjvOMll0sPnaZG40rFiSNH6HTb9AcDirK0KXiug8LgIOhGMVEcQANaV/zojW9m7Pj8TJbTdQLibs+KBB2POIpwXI9nnn6G4d42/emINC/YHU6hEbjSQUmXtMg52N+nLArarYg3PPQJosgjXOkjBTiei0YijMZzXfb2h3iez4WtEb+6/ibeePEsf/+YIlB2BYAQKCHRZY0wwvq085ysKO17dD7j1sc+xsreeW4cX6ZpRcxnMxCCtGiYFRB217myO0MbyVLHZ3t7hyOHD6GNIdGSn733b7IxvsL9n/1tirIiCH26/SVoBJeO3k3lBtyysATGcYs2JTdceoLrDs6wPr/IrdPTvCw/Ta1LhLGZ7a065d/u/CFBddUaaAmYQgr+8+3fwri1zLt//e8QlQnC8dlsBdx4/ks4F18gKyqWlpZxHYHrK3zXJwpbKDfgjsc+wE3JWY7uncLQ0NQFnd4yrW4XD0NTVVzZ3qaqFUHcxg9ing0PMWjDZjRiOh2Brgk9iSPtAjMv/h+s/Xe4bddZ3g3/xhizz9V332efriMddVnNRa64m2aDwRAIJZCE5A0tBN6XkBBIwpW8CUkghBII9QUMxh3jgiXbsq1itaN+dHT67m31tWafY3x/zG0Z8oXPL863dV2SLuno7K251hrPeJ7nvn93RobkL97081hFynve9/3YjofnOWTSIIQhcFwoCnzHrjDpWcRK7yxBNiBNU2xR6SKSNOftT/8K9vwK9aM1tGlXOi0pQFooRxAZn2fHPq9Qu2R5wUOjNlfygFe2F0n2L5MlGWlZsLT/BCPZoNE9R78/qEqiFCwfWqTVbFIWBc3AguGL6GYTL3SZq4foLMJzLTynhq0UvcEIXVbI4PODGjoOeYfrMBgOCNwAqRRZlNDr9bBtlzRJyU1Js90m9EMsaSGFYTd1uZw2OT7dIdEZaaHxdcl0MmF7yyLTGk+pr2jL/gas65dbV2PAlIaNc5c4ctM1/8tf+9WFd0biuAFuEIKsgjv+6vcVQmJbsgr0OFAvGmPoihZXTIulmVNcK69lMpnQGwzY6e2SpxkNv8Yd+88ghKR26QyHjh+jKGD14ioIeYCYpDrEAGE0i194Ckdr7BdX2XY9FudmMUKTZVNc26FsOGx093j60TPc9eqXg/NXflDzVzr6/+16X72x1zY22N/voosCWxjQ1ShbAA1HMde9gJWOKeqvxLUE7XrI3PwskzxmPNSVuKgsiZKU8oDdbbSGA0pWkqZkeYZXcxlPRpRlgRTguDaO51cKfL9iZ2+ur2JbEkmFt1VKkaYJeaFptzrs73ZxHUPohbh25V9P8oSLVy8yGMVYyq1ANTN1ptMx8SRm9533MHntrXz7Q1tMH9ykaB4mddp09/eQKDbOX0GuH6FcG3Hx3EUcx0Wr6pJBURCGAePRmHa7jcyg1ZwhiiLqjTr94ZAgbKCkixKKeijxXY+FmTZZluEFAcrySNKcyTSi1WySJCXjacLM3AKTKKIZNrjx9HVkQnPu8iXaM7N4j1/Azktmdkc0V46wt93FGEUU52hh4S4ukb/1ZbzsSkQ87BOGNeI4Is1S9vd30aakuzOlvjeh8fALlEGNab2OlIrt776T5KZ5Vn79aWYeXuWCs0mW5Jy45jTGaIbDAUL6YDRxND0g8FUiMMu28LwZxEQQfjSiVq/RG48py2rsWBQlajbDuXaIOBeQBT5Rt8+fPHc3t9x4mtsP+ZXWw3NxLAepJEYohoOHsKyrdHv3MJmMCYMai4tNLCvhplt/lvXVDo998V102m2aYQ2v3ca2LVzPqyZyxqAsi2evbbE7E7B0582sRAVrG+t86dtez+Nzdd7zgYerJMXxBEsIWkGA4zlkWQFCU+oCquwQvnnvHD2nzrXHT6CNQ2EMpS4phSIzEAYhndk50AXjQZeyzLAdizSs8eStL+Omc89RTKfkSY6tLGzHQknNZDwky2J838O3KyW8NCXxdMyg20NZNrtHF9hpLXIxHWCsyh9fag1GV7TBMueJl72aJ298BUsXnmPnyGm++YO/TAvQacJN0RZaljx/9Hqy/X1ODjbpDsbEpY3ruUg8LtWO8D/e/ve58S9/j4XJRaTW4DXYmD1BqlzusVykrbC9gFrYIEszvvXe/0jQaDAoM0oJyrKoKc23Pf5eHEviex7/4MKfUauFZBIKVeDgkJuS+XyHJEro5Xkl3Mwzdre3uEF9mm5jgXoeo5VDvdmk5gXc/Re/RJzmFEGd8ThCWeB5AUVZMj8/R6mhFniowWW0gNwY6s1mJeSUhjSeUJiS2cUFfNclKwrWpyWfeP1PE8R9fuizP0urPcfefo88Lug0HVxT4NouLaG5a+2zWHnEwmyT3nDK7u4WStnEM8f5wMt/nNs3P88NV/6yCnbxaqzO3IhbRNibH8AC0qQCw7jxgNYY4vhExWmxFJpqRSosxS9dOcIXxx1+bjHlVe0xv3D0LB/fbtBqtcgnPlEUYzsO10xe4Ob0Eqs7VyuxNiWtZr0SzBY5ZamR0sGzHRJdYgchduDj1T0uzN7NsWKTxckmru2wvb/PqBCcec1/4Cmd8bLeb7EY1CmzsrLIIQnCgLNRi9+w3sWb0y/wDWqK47iYokRJi9/u38Kj0Tw/O19yg7xKmhUkZYnQhjROyXSJOSjyL9UtAcYctJf/U+3SQDqN2Tp35Wsv8lme0R8NuHz5ReaWDlNvtlGOV40SDsbB4qXu3kKpylb2ue0WnWjKO7MHqPnV3q7darGcLXJfssTVtUucevZzfPfiC+xNB/TSKccOLZFGCaPuECUkni2ITYHGIJHMPXaWpadeJJpO6TZbuJZDu9M4iOoENy+QtsW5sy8wPz/P4RtOIqWpcnr//9TJmwPkXfT840z+8L8zaV9HmRaEjsv8bIOyzEmTlMiu86Fv+mXWBkP0cEqWpbhK0ayHJMMUYVUWn8C2EAfAD2FEFXV6kH0+mUZkaUojqJFGMa6yKYoc23LxQo+SApuSLM+J4wzPq1XCKl1iS0NqNL1+H1MWHF2aZZpOmEY5oz5c/c7r2Vt0ObJ2lXx3QqpjyrKgzBKENPhuSH5kkdFMiLYcjjmz2LeskOUJG6sX2N1cA61goY7ONUIbPKeKxA2CJmkSMdvscPLoCbrjEUUhcN2QIKjjei5eWMeSFvMnZ4mimGg6Zq7TpMin6Nyj3mzTaM+y1x0QBCFBo8aF8xep1QOCwCFLWrTdGs5iiws3LBFMBlw58xTL9yd8R+Jy/26P/f0BvuMThiFi0KfZaBJ9x92svekUx84Krn16l2F3l/FwQK/bo1ZvkaUJ29vb+F69Kj5pwnhrvUpb/ISP35sQPX0BgYMQCiUsHtFbSOMQru9y9PgJCp2xt7WL5zcxxqIoMsq8pNOexRwQ74yhUuE6No5nk2UpK+8eERzvc+kXbcrYYTqdYIxhOpkgRSWoK1KBNALX8tjc2OSeO3+dMNjgI5+cR+hTtJsNhLJR9pB6fZvFJcmRa67B9z0cx8a2HYqywAoCTGlIoylFnvOes13euhWzmBSoO26l3pnlL2Yb9GfqxKLEMgVHlubwPI+gFpIVOYVJ6fX6pFnK4sIiSku+6eoz1Tpg/jiTpCpMuiyQGAbxCFOmFQnT9Sofu1TUAp+n3/wmnnzFPUzymLuffJLQ9zBlQTIdMRoNsF2PwWiM1j1mOnWWl+eJkwjfC2g1QrK85PjeFb7zvT/L4cBl8sY38y/8mxjkJf/0xb9grtNh0O/SPXITo9Yc7swhhu0FEtuhafuY0jCejEgdjz9489/Hiaf8+O/9NHOzHbqRQViVxSybX2BY69DrHGawc5b5mk8jG/P33//TmNGEOM8RyqnsWqYgSSNqyYB2IBnbNmWWkecZ0XSK51gYS1WTUK0xwmAJQ2QHfGnuel41eIHScXmicQOnz96LgzyYPqTc+vRHKaVDlEt2T7+OL7zqu3j1vb+K1T1D2GgxNzuDEhDHMdpoXNvB86rVV5bHTKO8YpJoXXnTZUHdayAOmoRJFLMfJyQ5WG7I6Wc/zkw+YDoeUlcOjVab4WjC7iCj6RnavoNdlrzt0vtJlctvv+lf0+qtcu37/hUlknQ2YBTMsa1aXE+V4+AWMa/Y+gxuMqxsq66NyBXkObooSNKcJEmrlVJZIYmNrgrbO5o71GTB9c4QoQWPT5v8wehaXtHIuFO+iKl5eJ7HdDRibXOHfn+EkAbbVszNtinzAt/zGY6n7O7uIi23anyinMH+PsnRO3no2A9yIjrHu879R9qdRiX0G4459sJ7UWXCc+Y5lt74RogypGVhex6uDhinTfplk4m3gG2tY1kO2uQYY3hLY52GlXN9LcLXAZiYTBcoZZMWRQVKsqsaKo04mEb/T83qgR5KGEkeZ4z2+5xdu8DLedP/smZ91SLvCAhcmzyLuHDuWWzHY3Z2jrm5BfxaE6EcjJAVThKQCJQU7BceY+O+tL9FSBzbpvAX+ODi9+MdmrD053+XfrdLe6bNXn9AvrvN8cNLbFgW0q7iW6SsWNoaw5Vvfx07b7mD5X/8H3HGE/aVRRB4OJ5HnqVkaUJo1ZjKki996RFanRbNpZmDh/KVL/G/XHT8LQq9AOsXf4xXPfUA51/9A+yFi5isRO/1sRRIJMqGq1PN3jRDl4YoTnH8ANu2qNUCxtGEPMnwHAc/8BmOxgiT4ygLS1koBZ7rUmQ50yhCOTau40NBBXVAVCPHcUTg+UhRYVQdy0IBGkOcFihd8N0Xf4FRsML75/4OpXAppWDoCSJf4dc6rByqYTmKja1VBv0uSknqDZfjv/UpXnn/NdhBm56wqdXADT1qjQ6WFNj7A/RP3IddGKZuZZ2s1+v4QcDYCGqtWTrzc3SHU+YWlrGUolULmVuYY2e/i2t7LB5aoN/dJ536rCzNEEcD4jhn5eg1jKYJ1rDHXNvF80rC04exnRquF9LwaoS+zX13r/DA6RluGd7Mkb0ec50Wq2urL/EXVpYP0+50uHR1FUdZzDy5x6GTJziyAQUWQXMGoRR5oWk02iRJzOzsAoNBvwom0QpLuiTxlPFfPov+xJOMpCAIA/zQxbYtLn3vt2KU4MZHn+HypQQhLZI44sjRa2g0G2zvbJMlBZoqucpxfRzHhnhCnMYEmUeSRmx9wjBzs0//akQ8GJIXOY5SKARB4FMUVmUhs22EVIRByNb+d1NkT2HMYcLAR1PRYoyZ4wuf/2WG/RzXyXBdh36/j2XZ+H6ALmNc28aRNrYtUa5DvYRMGxINz7bqbM60uOHBZ1nUgtlOm3azhhaCaRQzjSLee+oQD113D3f/q//EXcMR83Pz+GGNZqtOWG9g+9UY90/Cef60scQPPfhh7i4yptMYy3I4dOQoW2slpTYc+sL9RAJWnnqCrEiqqNA0YTCOGIwy/LoPThvXcojSjN39mJmOwvUEfs2HOKMwcFwUuCoAAdtYjIXi8sULTLotygLeeP9HOPKh3yXMYjLfR1xzLf/+Xf+CN535NLc/+UmcaMqd938ERiN6/ZRWQ7HcDpjG4DoaHv04b3vsiwSRYFKH5VmbSXfM5MoqMzMzYLkkZcWg7w/2sYXEEpper1ul3xU5ruXiOA6O7fKx69/GuaO380MP/hq3txq4UvL+2Tv54PxdlNt19mTIgzM38u5Rn8XH/gJp2SRxgpAe0xyUF8LsIrEbMnZqzNk1RqOE0WgTR0FY8/E8D9upgEBFmlZBO1oeWI0lZa4pbUOU5EhpEbgerVabPC/Jyipz4djlT6FEgXYcer1dOrNL2Aps26XR9rFkwXA4RBiDdmuMnCa4TYyuXBXz+8/zfQ/9S9KNS0RO9b2N63LXC3+GwZA4FraS6IOpltYlHz78fQyCY/xW+giu0igsjARjNPe0RtzTiSgyiWXb3N6IuL475tZik/3dfUpH0mxoiqxgMBySJAnSEhxeXCaeVnqOj9z4TxlZTV533z9HmQwpLWw7wHgat3+F6zfv5eT4eZ7Jl/jMrT/Dy1ffz+FzH+Ta53+P0gh2Q48LFy5y3ZFjxFGEUgpbKu62r/LvzHtpq4jJxCZwA4yphLJ3+NvcVd9DFpWguCwK8rLAcT3iIiNOU4zn/fXS9Ncsc9W6zuiKTNnrD7nvE5/gxa2rf2O9+urEO2kzO7tIY3aWJM+YTCYM+rvs7WwQhA3m55doz8xh+eFB7nBlf/mXS+e4kl/Ej8dIy0MjSKIIT2vutC7gpT3a8zP0d7vYjmJxrsPuXo/IaNa+6Xs5/vyjuHs7KKUoshIEFL6Ddixyadjd28FxHLZ391lanD0gMxWkWQpS0o8nPPrFh3ndO96EU3Nf4tMJ8T9V/K/hqzSGs2/4DqLc4UpnhWKSgFSEdlgR7KQkkBaYEktajNKILC8Z5GOuXF0nylMmcYSnKkGQJUDoFMcSpLlBSXEg4HPwAh/LcUjyEmk5SFVUHnlZvQ20Fkjp4NocCHYMYc2nRDCYZJgow9YZVplQlBa9YYRtO9z1/k2cZsAw9zCtOpaCm+o+66sb7O/tYKU5blmQbGyzWYuohS2UVBQmI4oidGFwHY8ZFdBs19lHVZn2C/Mkacri3DyzC3MkacqNp65j5cQJuoM+ZZ6xuLgAtsNoMCZOMgotqj37OCMrKnLZ2t6U4SSi0ZxDSIWrDDMLMwynBaUumVmYJ00i7rg0IGi3iR88S1lqFhbnMUpy/spVJlHM6rDH9rfdDd1FTrtNalaTpScr4lUmbSzXRmGIRtXKZ35+nm5/n87MDJbtkKUZ3f1t8ixlOh4zGAwJAp/1jVVGo8ruaf+3j2D5DoOdNRKvTr0+g5Rw5fKLOK5DlsUszM4znY6wbIc0i9ncukyaxUzHQ+LpkCgeM364ZPKsoExSfFthdEmR52RZhhQV9jUrcqSA588+T+C42M7ruXL1GLXAPaDBKcoD2EwcB+R5jO9WgCnf92i3O+RZgWs71IKAOI4QUmDygtQICrfDs2df5In1F9FvuqYq1o5DiSanSoFLi5w4SdmeTiltCzfwiUZDRpZFmufMLx0mCOuQFuRFSWrbZFLh1kKKeEQWx2RWQeC6GAPdbg+v1+XrP/cZAr9GP0qZDifVim5+Gb9WkBYag8J1LDxHgI4ZFzluPEFraDZbpDlok1QXISn4fXWZ3c01HpmMEK02GINlDK00IssS5n2LJAwplEU3ScniBMvxufHzHycTAZGxyfcGtOdtaq5ge3uT/eGUWt1FeU2MAi1sdve6LyGQjYHxNMZyPWbmFlAavuQc4dOv/EFe+eDvcPLiA3iufeDAKUltH227KMeFsiLEvW54lqFRvLL7PFNh46ZTjlx5AivwSLO8sgSmYHkNWq0asy9+Dv/Bj1ArUuy5OaRS2JbCkoYkTdjqDpgvS2q1kDIvMEKQFxlaa9AaeaAvcm2HeDIBXbLb7WK51YXUshzKUtAf9Onu9+nMtpikCZ2Wj20rNteu8oG3/BtSp8a3/8WP0ZrG3Hb2Xh499nbiI7fQ3HyeQXefJI4OYrMtgiAAKSl0dRgPM0GejCrYkVRIIUmVR4JNnGSI0K8yFYzAUYJfXV/hfVuz/PZN57nWz3l+1OHspM68dQ3HbJfYFDzdfg1FuY4TXahiooOAstBoXV0iYhxyy0fbDg6CSkcu0NrQ8G3uvvQ+4vGQZOk2SulQOiH1MGAaR0zSFBllXH3xAqHr0nQDbKUYpxnDwRDH8UhtC0cnTKIxjuvSqNdeojB+advm4c2S67f/nNrCAjOtAB3lDMdjTLP5V4r8l//O/JU/QzHNeOQzX+TRs0+z192ju7/7N9arr1rka/UWfr2DFbYJAb/eoT03TxpNmY6HrK2dZ+3qeZqteeYXF6m320jHRucRgZ5WewRTZagHgcdY1HjMvoZQxbx9cYHu3h79/X1qgc/sTJP7D93Mgze9jtj1edX9H8KyFLExCODo736KI+/9NHtXNoiygu2dHaSqBG8zM60qBEZW9qLQcrm0u0nnsSe5/Z67KvWw+KuP6a8+wL/dV1rkPB3MsXrzWxiNp5Rlju861YtgDKXWDIYDkiwjNwJB9aYFSHNNmpaUmSGcqeF5PkmWkCR5ha5VOZZSeI7DaDjCCzzmFxa4cPkq6SRlptlAWYoorjqx+vwcRWnIypysyPEsm7mFWbSSTFNNUfr8m9pPcOLEIfLBmELLymKGwCQFSZpSpXEJak2f2YVZGq2QhYU2u3u7bGzvE/cHWM0+ySsbnBzB/i2zdF4cM7h+htNnRpi9PrpMabfazC8sMBpPCTyHmdl2pc41VTZ7xQpImK6uoYGgUceyHJqdOdyV4zx/9kUu3TJH4PmsPL7PNK5UylmuGU5L5gQcP3ndAc41YWN1jbA74s1P7vDhrT0W5+YwQrKzt8/c/CKD/mV6dx5jeM8RZvKUnfc/Q2805OrmBo5tsbS0jO8FVViiZTO/uIDl2RSiJIki6vUmcRLjehbCaPIsYzQcMRj0OGSWcRyHra0d3HtfZDjqsysNtXpBnmmCIERIVdEai4z1javsdndptaoQmSydksYRpiiptdp4TocojpmMRszUazTqdXYHfZKsqIhtWlNkGcYUXDz/AvE05shNt2A7NtoYPNfFdV2mSYZQFrrUlKWm0WhQD32UEtjSRkmLSTbFmJKiyNBCYJRFmgsyI3j4kft57plnCNOcb/4/f53rjx1jnCUEUYywJHmWUZSwtbvH6fvv5+6PfpqGlDSbNRwbKHM2NtZxm0sMJzGBH/BjZsR3rF4i0RHCcSizITovKKVDksRMp2OOHTvK4uICo+EAV0GSpNXPZ0p8NyTwg0rIGE/p7u7w5CvexBPf+D1864d+g7t6m+RJQq0xQ14alJTsbW7guj0muzuVZdByKPOCotBE0ymzsx06rRrW+jn+8X/7Uab7e4wcRaPtUxhRRbo6LsnCjfzK9/wU15x/hDf+xe8g3RlSLRFO9TkXKALfZzDVbGz1OHnyKE40QZeCKM4o04xcu4CpmBi6RCkPqRQGw9c/8sd0Vu+l6UqiSKAdh0bR5zunD1BqaJYly2ubfOHaN/Pq5z+GL2PqDY/SOIwmGXXbZnN1jWJ/n7zZRDkWusyZThOSOOLhb/zn9I7exjd/4KfI+z1c28LxPDyvyrnPtebBa95GuP48ev0pJNButfDrNQbDCatFnUs3fAMnHvsg3qQkaHR44rU/yvmVV/CNn/wZ1NbzFFmOqRzDTBJN3bYReRXWNNNuUh+HiNG0IsgtHeXM9d/C9eufpzXZACRPn3oXz1z7Lbz90X9PZ3AGhCQMAqQlQUFWVGz30lB9k7Jydn053yPLUu5p7PL9hwQ3D1/kOaUgaPHIie/COTzlzuc/gdZFhVCWiq3DL2fbmuOGD/0D3LCBFQRoFIU2SKHwPAvfteh39xgOB9C/l++MLrIQOph6SDvP0aMRhVE8XH8ze/sxd8irLC7MY4qSNM/4Ne/vMi59fib5bVodg+tXjBl1gMX9nd5pzukaYf4A18EBUkUzmk4xiMor/1J5qoJozUH5KvOSeBLR3dqmu79Lt7fLZND/G+vVVy3yjVpIEIYIaWMkWMrCcQI8r0G9VVkMoumY6bDHuReeRimLdmeGsOYjygK0rnbqB5a2lkj5J/l92PnkpQ/uZBqxvbnF8vIyr9h+luSL7+OW9RcI3GocP57GUB4I8PISJBSmYDQdY+8qQt+l025jDqwKlJqJSQiEx3PPv8DCoUVWTh49CCT5smzuawDlHNwPpnHEaDSqDlJT5cRncUambIIgpMrHlKSloUgrDGctDGg36+RlQVKIg7F+ySSOmEYxaVap9gtTkhcZ8/VZtDEU2rC7u49rW9i2IskSNA183ydPYpaXF6i3m1y8cpVBd4CUNspWTOOUOMmwjOIt8guI4TFWs+sAgSUEhYE8yRFCVshQbYjGU4TU1Ooely5doCghSUuyTGO/6hR7r1uh3ImZLCh6ix7DRY95E3DDcx6Nuo+SFq7r0pQWfs3FdlyaTsBmt8fG1TXKQtNuNFBKYKSB0oBQWL7L5fVVNrY2uPqvXgXAqecGKCplfZQIXNcmETG7o7MsHFnCOIJoNMI2JauXLmLyjCxJKI2gKAVra5vEUYL3mefwT64w9/A63eEQYQp818F3XdamE2zHxV6e5dTCEYbTKSaOKY3E9ULqjRbScdDG0G40K/HN9ibtTotkOkOeJXTaDbK8ZGfbxrIdxtMJ+7tdlD2kVq9RlAXGaALfQWNYXxuTpxnTUZ/6P3wdrVyx8+dPM5zGCGUxOzvL4ZM2eR7gpFNszyPPc0bjMWWZsnblIoszMyy023iezzRNDzoTzWg4BGljCZs8zyjzHOkE2I6DMSVhvUoYNCiQDuM0Q9ouWtic6W0yfOZ5drd28EqwPZ+G5WIpi/bsPLYUZHFGoTX94YQrV1YJfZ+mYyPKnGgyxOiA1lwdJQS+54G0MYCyFB6GwnHRWQXviYTghQvr6H6XpcV5Di0vUOYpk1GPNBmz0x1TlrC8WEMnE4KaII1zBv0hrhNiZwY7z0hHMeM4AWURSE2n0yZLK12KpyS+73Hb7Xdy/MS1PHz2CsnaWmXTrYVYSjIeD4gmCXFpaPoHiZeWRCBBa7LpCDtLcLOUOIrY6Y9odg5jCl2tFFVBvR5Q7qRofPKy4hg4UjLe38dSFnfqMbc88d/Zv/gQpSlJkoQsS2BmgcDSqCIlEwqjFEVpELIgyXJcP6Df6/HYDd/KuZWXEV5+kmsuP4zl2rQ7HdShw8S725WdtdRE+wMEQ7JGh9BoZuuzNCSM8pgyzbhw09sZY/Gqc5+uvOdFxnq4wBM3fRPN+Rs43X+RLCvY2t3FdW08z2f/1m/i8um30yHj1Jk/x/Ys6tLglBnxaMxM0MSpObzl4/8Oo2yk3WCSZ7z8wke57fk/q9ZTrQam0ERJzKX527l4/TehpcUND/4qlrIhHqOKBJPFZHmJocT3NHYRY+sUS1JNm4yuXhdgWkgKI5mkObGIsaTk+xdX2Z6OeLossdMhb1r/I7K9TYqD92DlBoMzJ7+dSf0Q9bP3IUariCLBDxqAIvUauFZOEo9IkgzPb5BRYouKz+94Ds1GnSjL2JTzXLjmO9iJNrg7/wNac3O4RpLEMY2kRJc5oiwZ9Lpg2Xh+7SBwyfCjh6/w5FqG2XmaTWuJdnsBMEzi+KU29H9WkgmgLEom/RH3f+ZzPLN+gd3hHumgz8XL5//GsvVVi3wQ1LAcFyMFQgiEorpnGIUxDrbt4wUNWu1Z4jji0z2HB4fz/KPxl2jXDMKx0dpQmkqwJqXk9eIimSX4rZPfiO+fovP5P2Eax+xsbzF7aIk3vng//cEU0Z6n0/TpDQfkcfnSwMIcdPbGlAzfcSNXTh1m+fFRFQRyAFNI8xShDc6pfR5Qv8M3Jz+JE4TICnj8te/jgc2tbQb9EZQCyygKqruFa9ssLy1SCsl+v49OI4wukaJSzk+nEVoJ0jynyKu8d+U5FJMpruOysrLC2s4G0+GQ3mhIkqSY0pDlJVGSICU0GjWMFERRRL87RCFZ0CWWkFVKWhwRXXycHblAVmiaesgb1RcZ7j3Lp/xTlf3KAEVBnOeUpUBRRQo7quTQ8gmSIiYbj9jt7rM812aaGmYuZNQ/26OzmbK3JGlfzYlPt7lp0CBs1glDmzgFablg5diuy2Aas9cdMZ4mWMqiFoa4nodlWZS6wCgNjmJ7a4f9jR1uue40p+7vUZSGZqtRpaOlWRXMY6oxWxQV/O5dEDcUr/6ve1y95xraYcCR7j6yKEHnGFNW+9ESitfcwPrbbiBwQo5nJb2dHaaTIZMR+J4P1y1z+UduYPVyyrUfHDDsd/Fcpwq3UA5KCZSyCet1lLJYPnSY3e1N2q0Wo8E+M62SotAszc0zmcZM4pjd7i5ZUZImOa5t0e0PGA0MKEmZZJRZwdKpw8TfcgvFOOPGx3dxekMG4zHznWf58b/7GJ996BQf3n4lWZrj15okccSViy9yeGWZQ0ePkhUFRmqyNMKWAlPklLrEch1sy8EIhTETRsM+okyQOiYbOwgnQAVNplhsdPcY7u/wxVee5oF33cH3dVxee3WPMi+ZAGmtSiVUtstkNCJNEhzX5tlnn2UyGnFoaR5bCZK0wLIFF65scV1rkXmrymWPkwzfD8iTiP7eDgjDzMwC3t6Q//aqr2O71eZbf/FfoZIxu7t7uFYl3u2PS2xvFt/26Y0jdFGwcsCZT7RDoX1edu4cL/9vv0iWx4wUrN3wMlaP3sa/DMd4WuN6PiCYXz7EaDJlq5D8X7e8g9bybbzrz36BpeVF+nu7mAK6g4ikyJlthnjKqsJqRIJtSZpRyQ/+j58mnXZxfJ9Z6eMEDgjN06/6ep6Khrxh+xMcPTrPNDVsiBaths3h+RmUVVl7H2zeyJ8svYm7dJtrnvooxmjGjUU+8M5/y4nuRb730d9D2S6WZZHmGUpKkIqtzS3yPONVT76f9qXH6Dz/IANjEHHJ2cWj3P/6n+SWJz7CTfvvZ3axhhAuSb3Dh9/z88zvXeKNH/kFbvjzX+QmBHNzs3zstndR2D4vv/oQejJACqhtneeuz/0azf1VBsMx9Xqder1OHMf0ekPmvvD/cGt/i2tWH8aSGUWWcueTf8zN099mHE0obAehXGwvRNoO6LwS9hUZnhQkaQqWx+zcHPuDIZ1nPspNtseR9YcpixxhBCfPfpTjZz+I77skeX7w3CSR2yRWAblQGA2gD5DeJY5JaakUt5iCztFGkhQJmpKg5lF4Fse272fUG7JrK4RVOZayPOOWx36FUXCIGR1ROB6NmkccTcjDBT73pv9MY3iVN33pX+GFNQwWljAUuSZ3qlwSL3QRe4agf5EbHv8PLLkR9Vvmqyhw5VCWmn/pfYE8jRkkEMcZHWkhTNVQKSG5pZVwZLLJXySa7curHD55HRLDZDqtzmjx5Q28QCOQ2lCkOS+cPcfTzz7P088+xd7+NtNBj9UrV8jy8msv8mGthVBWZWs7CI/56zxdg2UsjOWgHI+Ho5OcsQ9zOdugZVYRovLUv9++ixEuP5g/TFmW7NkdPtu+hWV/me9d/RLrly/Sn07IN7ZYWl4i9H0GvX1a84sszLbY2tp/SUBXkaslUgiK77qH/XbAuU99lHopmW83CEMfoTWZTpG3bhKtjOmNVlnk+pcK9ddS4w1QGs36xjp5lqNLQ57rqsB7TtVpJwlurYbWBeJASZ3llcCimBRoIYizDEdYKMujzKuwkEIb9vs98iyrePaWi1QapQRBrYYb+oxHA7I0YTwc4Lk+jXaLSZIwuXQJx/MJa3Vumz7Gd/Q/zH3+a/i98m5GIuS8uIZpcAhdGrSpXo9aLSAdjbGMQgmB5ztYssByHPJkTFivczjw2Lj9EDuLPu4HLjH3wAbKdZi/WqE2V4oUewGMEmRFwXCaImQBBva6AyZRgrJdGo0Gge9hTEGm0wPVeDX+HgzH9PcHnDh6grm5GfL1mMFoinDdCoijyyoEyXUO+ATQ2kuxco3j1Xjy5UextOHbPi7ohDVGkyGmzNnf3SFNCsRmF2t7SLOf0awHNLwVlDBM44ThYMS4P8LdnuBuRGxvrFUCTtejCAqKLCWajvFchyKJWVhcIqw3qM/Mc+LkcdI4Yu3qFQLfIU1zMBZCWjz22GN097cxdk6jXqMRNpGWZHtvmxKL6269nrtfcTf3ryb4owzL9bDdBBXHlOUM23s11rZqXLm8wT962xYnDu/zTPc4K8vLdNozVYCLgdD10GZYjZZdr/JQWw61zllmFt9PWnwL09EsrmtjC4tavc4G8Nlnn2AxFczNLnB05RA91+d8lLFkW7SXqnXCf7z9GOcbPj/5iSfpTEqk7bA91+QTpxY4duk8h2R1/GRZyWg6RbUaSOVRFgLPrRNFKZZt02zUuC8r+dMb7uSHti5QazTwwxpLgx5JmlCTmlarwWg8QIQhcZySFBZOLaRUCscKaQVNfEdSALOdJv1piRXUkI6PoOIpfGH5Di63T/Kd4iK36AmFAIFBIbBtG78wHE7HBINt2u0musyJs5RhlGFsj0bQOIh9HqFUHYWNLQzSKen1u2TZhOVFl5pSRPEeluvw2MveDKXm9of+DCljVmWLT7/tX3B47xz/4MX34QsfKSSt6T7NqIu3v4ayLBzHxbcVs+Ndlqc7uL6DcuSBY6GCZGVJBlqTxjHZxhZHzQWEU0Mbia0UM2VBY7RLs7eJ6zhIaQOGMh3Q6K7hrZ2juz/EdRwa7Rb94ZhXffT/pr28gpUnTLIMaTRJEnPtpS+ilEUqLYaDCUHgEQQ+gR9iRwnBmY/TT1PyLGFutoXnunR3dnF9Dz+skWSCtKg6bikk0vZBuhTGQugRcTTGarRZWlpA7neZf/FjKKWQtWpHnSQZUqiXHCftTpOVpVmOs4dbKEJKKDVQkpWGndTmg90Vrg8mnAhyilJX1jpTUuqDUK9UM+r1GE2mCMcmqIXkeUKZQ7N7jlb/CsK1se0ApSAMHCb5iMZolebgEmWWVQprYRgGx7CideJpn0ajRqsWUq/XGU0iDq1/BqcW0uveRsMPyKT1lS26LhFSEPgutqMwskQbg9EVqrtQ0FmcI44nlGmOWyriOKEQ5q8VZqlFxWPoTzhz/8M8tX6hGtEPB1y5dIU0T6g1gr+xbn3VIu/W6iAPCjySlzR+f6XQi4ObZ1Eavsd6lNv7j3Cbv/7lfwsIPmHfTCQcvkc/gchjlssp/6L/OWpxn9rhIxjg0vkX6A0GaK1ZPnQUhGQy7DI3M0eR5UyimCwvXlIZSiFw/6/30Tp2mHh3SKYUFDlLag6lqpi/0ccO01lRqOuayJr4WzXxX4EKfWWPn2QZ+90ulmUzTRKysvJ05HlGmuV0ez3cOIaixHccpiqh0AZhFL5nozGkeUxZZAyGfZAVeCDKU4ab6zhCUgtCHNem1AXCaJJkwjRLq5uvFCgNHU9yoj7hhXyR/d2dKiwjL+jJGbruMhtqGVs5zNoxJ4uLjKcDZPgWgsBl/OomZ67xOfyRCBVXRd62FNoUbG9vUuqcerNJr9fl6o1thocbyPc/yeDyDn4twPI89Ol5gigiSafkMieOU6bThDidEsUpvuNXoh3bot/v8vyz64zGQ9Ikrewztk36zXcxfe0p3vyFfZZn5xFKMR3F1fvJVNGQtm0jjKlwoI4LUnDPA+MqxjOHN7z3KZLJgCsXL7N4y40YXY3J6rWAJB7C82ss/MM/4Mgdd5CbKdFoguPYtNot2u0GeV4y+8lVGqOCvqh42DrPENrFaAvPDcizlJ3tfRrNGdygxHJsRpMJQVDjhlvvYmZ2gcl4woULL2DbgtZcE6UMSRRzx513IoRgW05IX+Ny5PEJ94TXYc3V2VnZxo1sZmyP8TRiZ2eX7e2CC1dfC1piCfi6619EyRc5P34XQdjAch2kZVNGEbosmY5H6KJKdMzyAmkU9eYDtGcewfOPsrd1D0oYmkGdwTjhZ151LXuvvpGf+9gTtPwGRsIdmzl3rK2S5xmxLrFtzcleRA5Y44Q4qjLQn1pc4srpY7jXHeXE0y9SCwMGgz6TqGRmro6QOWWWsL+3x1LrEF5gk8RT/jKc5UtBh7emY47nCcq2ePdTj3L+uScJAwfbdrCkw2SasrW1j9eYJdeamu9hFQWmSOj3xniuiyNtLJEDOck0xRQZRk+57sGP86rrruPE4ZDxwa68WhGKKqfdtpnLI1QyIM1zNrc22drYJE4POkdScgF5nlILLdAT8khjORbT4zfi729TFBnxZICtBCZO+bYP/nsQEssO6e5t0pp1aO2cZ3b3PML2qu4WxU1lnx8/86s8ffkpUqVo1BvUdM7fv/9XCGs+WijitEpttJ0QYwxJNGA6GdPd71Kg0MrFcUKUtDBlCeef5rt7P8to0CfSGtty2ev2KLThlb/zE7iuTzA7DzpnNBqSlyWHJ+uEq/uMphO2vA41C8q8C0lCPQywbQetC0bjCMuGeuhVoWMFZEWB59ucPLzIvRzhyi0/wC2P/yF7KE7YEzwjSYsKjAaCDMUkVzSkiyLlwcVX07vtJl7x2f/CF0+8nTyc5eWP/gaTyYA8L8Br8OwrfpyZ/ed5Q/YI7U7Iu8QZfk++mRf0HIfQaFON7Zuu4YZwwm31KZU7IEOb6ihVloXreCRplS1Qmir8ibJEIUmTmCiLaTZnsESVqzDqZ9TrIZ4teM1nfwqMpD+ZYpRkeuwNPHrbT7J85RPc9NyvY3uasKxsh1WomsCSijxJSZOYpCiphSEYgxKCPzKvRwxTvvWFhwj8aoW9s7nBA+p2rrin+HppCFxFEcfkyqPb7ZFqg3fAo6lkCJpkFPPkk89yYWeD7v42k1Gfq1dWSbKMRiukM9v4G+vYVy3ytu9Xna+oBHRCiJci/l7C6x345LWARj7k5eUORrgYo6j+M83Pjj9AqRwCq8B4Pkq6vM5LmBjBqN5k5fBRijxj9eIF4iRmf2+HxeUVZDRm1N1hptnCdRTbu/uVWVJoQKEu7uJFNnGpMcYwiRK6vQELczMIoSn6DmlSZ929ysLxZVBfJuT/7b80hm6/x2g4ROc52pRoU+JaCs9zse2KsJUmCbZt4YQBaa6ZyfscYofL8gTDeIqUBdISZEUKoroclUUJmirQwlEIURIlY5pBDSMEuixAg0JRC2u8U9zHdeuf5b2172Ejm8GxHIQxDJun+NP5u7i0totXGlIn4IOtH2ciffJeldjUO+0yOeJQswrUJMGzLYqaRRSnJEmOa0tSR2LbNif+5BnWRYG63APXBaNZvavJ5N3XEH1yjZ0vngEJllQgbfLc0Gw2qQUhQkp6h0O+dOchrv90jcNrE5RUBJ5HGAR89PWH2Z93aewHhIkkzTV5oXHsqis1GBzbPsBzaoqyUoUnaVxlv7sOi7sT9rZ3KBwXIy26wxEIi/F4TJIk1UVDQqPm02gHXDx/mSTJqg8+sLPg8ejfu5XFi33e8HEb2/EpCl3R6KIUbSBstKjV66QlbG1t0u/uYlsOtuuyfGiF/mAXqSRSFRgtadRbROOI5SPzLB0+hkGz3dhnegoK3cTfaRO6IW+7f5vx1j7jvIrsbdRComnMoDvA9zxa7WV+44vfxctuOIFfa9BotSlKTRJFmKIgTxOELpA6RwmDdBwsN2Sw9w/od29k6+oSjm2BORibCsniky/QOHmMpeYCUtsYXZICRhqE7VOWGYUueePZKW+VE/ajgv6gj1KSYx/9HJPPP8zpq5v4DR/Htgj8kEbdJmw0WURAMcW2574CLkHyI8Nt3hSNuDOP0EYipCKo1VDKRqCYjEZE4xFFqfE9G6Ej0umUtJxSa/hkWcRwHGE7JQszHRbaFsPxHp6yGI36dNuH+eRNP8zxyUXeufccf9w8zZrd5BfMZTxVgbr2i5JH2ku0Ttnc8IUPkE56YKozI1AGJVN8v8HczBzT4ZAoS5hpt3jBafPJ7/rXHFl7jtf+j58hzgs6nTaDXo/De1eZnZ3h6e6A/iilYU1544f+NfVmm+F8hzCsU6vVyZKUQpcEngtCUOqy6tr1AUTF+vKIUqF1gTYFg+GAXq+HkdXEz3HDSj9RVlYs5/j1DJotWuZZojTBtmwOeYeZJnlFJLQElCX9YTXpqTcaOLZNv7/P7rTg8z/ye3jpmLf89t8jSTLyNMd1PaSycQOfPM8ZjKZYVobn+fi+y8xMkyLLuHz8Tq4u3MzeK5pMO0d465/+I5ZkRFhrkhWimm5qg2U5YEkCO+DyoZezO3Mdr1w8wtZ1byV16+Rnfh/f1xT5hDiYZfvwPaTBDOULD5HEBc9Z85wNjvFolvNGuYMlLUohaQj4jetfxLEtxkN9IO6unCWW7eC6LqE01OoNOjNzTEfjgwmpJs/AD6xqrSglvt+gKDImUUK97uD7PlFc4NZmMMKgJ1u0+ueYGZ5HC4cvHv97+K7DTev/AV6iKUKWJWxvbeF5DvOL84jCsL3b5XF5I0oa3mMextaCaDRmf32VZ09+N1vBDWwXLkHQZsN0OOUmpFFCXBY0LRuMwGjN1QtXeOaZ53jszBNs7m0wHA9YX1slSqbUmyGznSaN2v9GJy8sq6LOaV1hBRFfKfDwV/5qKHVBnsT4ViWA09UiBSkkK0UXRzoI4YAAqSwc2yOUzsFvIzl+/Bqkge31q0STCfs728wtzpEXQ4Z5zJf+6fcyc36VQ7//YTbWN6A84PsajS4LLGExjmKMqaJZA99FS01W5uxsbpHFGU6tUrpWo5iv9n9v/poYXwOra2vEB5CaLKtCWXy7Oizz4stCtspNgKoc6+/S7+dm+xJ/VvvHPFy0kELh2BbKcsjyArSh5gUkZYQw5qCoVT/jcDRhMBwilIXJchwUXlBntXYHQbHPVeaxlDgQsRksy2KaJux1u+jM4hbvPK8rH+NjzfcghIfA8A3/z71sLl/DsO9g3ABFyWQ8IUqrEdVsq05JtY6QvQlqq0c9bOAHHmmRYz27g3PDPI0rEUUhyMqc7quXGN61xD2f7NMqKvSmZdsMlgP2F3z09SuctBOUlNiOjbIsvuOZnEmoOVI6lLZhPBhjKRep1EsWQSmrJERpKUQpD17rEkuqivAnbYp0ynQyITOSvErCxnE9hIgx2uAciBa1zsjyarwXRynSkthbGe2zO8ye66JkhX/+0uvbRLLJTe+rwofGRYI2BXo0QFAijaDIKqGfWF7i4rkXGQ762HaVf1gWJQtzM/h+rVpN7e2ysq9YcNqEmznMOjxd7jIZjbG3xxRpiilK6kENWzk4tk2702CalHSjZQbFETxlKHSFzBW6wBiJF1aYUscPMNICy8FYNsOoJM9ejnT2KfMcpeyKcufY/B/bQ2bVhKlwiUyVcKcO6JJGSUwpQFgYJKURJJlG6wJL2aS9MQtXr6JaAbalUFKBULRaPmUR43uKvb1tlNdh5ngVNKSURTPLeFUWoaWiKKuIW1PoisiY5+TJBMqcNI5xPR9LlgTKQhcTiiTHdV0st4nl19FS4JOw0LTp9QbEkwFz9TZL649wrdkjsmIenV9gy6kzTK/iGI0uNK0i45+f+SQ7Z5/GtSqR29hInPosaZGQTyZIXxBKje2H5KXLVr/AsTNWLjzJifVnyAuJ5c2yN9Z4tXncWouiyGk2Q4zlkSuPoN4gzxKG+9vMt+tozyZNpmw3lvBuXWLwyF+SpBmO4wCG0fxrOFb0OSRz4iQHI5hGY+I4otAaLW1s5VJqWYmPpaDRrPNHr/shhuEMb37m+zgcVuEs9bqP41hkRVlNWIZDbK9Grd4EAaPhlGFvSBDUOHLxIZzxPkWhcZwAx7bJ84RCxyh8XK+B0SVJNGQ82qLRaDDfbjPodbn+7L/hxOxReos3MIhv4pCVMuntMxn38cM2Yb1DkuYURUEiKpHrN5/5NXZwaZZ7fMvDv8Da/oQ9b4FgJuTZ130r7mSb1uQyy9NLpFHO7u6IZPtx6je8grlijVGUYykHP6ihdcnGWHMpr3G3VzVaSip+dec6NjOf7z6+w9XL56k3GiwuLbInJbbjMRxO6E+2MUaSpjlKKUojMFgoaTEc9BCmSalVBXRSimayz6sf/zcURUFhJDsLLwfgutKgMZXmSgqmozGB69BszqIsSRqnaCy+yXmCO/x95EQSdpr4gYcbhFzjPsZQnueaV5zin+y+h6H2+b+dj9AOYZomGNsGbcgmMWcfe4oHHnuYrcE28XDI+pWrDCdjmu0as7MNWs2Qhv+/UeSNVYFXjIYSXcW4igP52kEHD5Vau8hydBKjLIUxEq31SzRZo8sqh00K7nWO8cfOy/jJ7mPcPeMiajWMAIPm8LHjlCZnd2uT4bCHMZr2/AJdKdk+vIgQglefvo7SwO7m9kH1raha01edoP8dd9D4pXvx+xOEkAgJSVnQHQwZ7HSZC5e/poW8wZCkKRcunMdkuiouZUqeF2gpMYYDZa5V7d2nEcVoTFEanihvIGy02ZNL1AIYDBVGKvzAw0wiyiLn+JEVRlHE1vo6g8GAZH+PLC9xLYvJeIAuDDW/jtYVq/xS/U4eKo6yt7WNJcALXcoyZ7e7h5PUEMZCSckJuctcvok/XScrmtxgLvB3sj/gwuQ6flv+XQxgu9VOfjKdILDoD4ckyYRWu4PlhszP2fheSJZl+LaFc2kb/z9+Cf/wMaZGooRNcd0co+UAuVDg96vX3LIs7riQsdIfstQrqmmHU6ViSaWYwTAzMSAVWVaQpEWlnjWVZUTZlWhTSBCWJE5Tnl3xmD2f0smhkAKhNYtz8wwsQZrHRFFE4Dcoi5JGPSSOSizbYRRNsPMvB2AkbO1Mqdfq2LbNtf/9SywsLlDUAi5duMT2u19O6Vn0pgPi8ZQyL0jThMlkQqk1zUad2ZkOtm1RZDkKQZEXZElKbAqu/MBJZntw+BNbPH2mT61Wo9FoYr84YH845PKlF3ngR45i3dTgDb+6i1Q2nfllyiKnBjiOTRRFOE6AshXaCNYv/jGlqXPtje+GMsfzaijlME0SitJgjCZLImxhYRCYUlfvFSlxXIdmu00ynVBvN2l0Okz2J1AaSkokX8ksFwd/GK1BGALPwWQW4/GEzY01glolXhVonr32Opq7ezgXn2c8HFGWUz7whh+ElWv49bKLMJDlOcJSxNNpdeBIuwKA5BmWpciSCa7tkhvJaDJgxmsSpTm1ABqhS5Frdroj7KAJWFxaXePQbMBMq0l/nCCDOcoUvuGZ32blyApx7RA/cfk+TL1Ju+GSG40AikJzaLTHsL9LFE1ItUDbIX7YJB4rap06vmdjtEbZCkyBdOsEVsDXfeg38WXCvrKRlsQPAtA54+kUPKiFLt1ej6nRBI06UTjHX7zpR3n99EXeOjlLURp+96YfACF4zzMPIjG4rktv+TQfe+0/Yrl/hdwJuXPjcYiHHLr4GEmSIA6mY8KyqzOozKn5PtG4y9KjH6HeWcGddhlmdhXIJRWtsM65F15klCSEzRae38CShjyNmMQpzZklEIabPv5fmGk3mHo+uRY4YYNANMiTKVme41gGy/LxfZurK2/i3tveTfbgr2GtPoWHpNm/wGm9Q3v0BBf2dhGeS8N1GQ+6xElEvdXBc11KLRjHOa1AYY3WSIxmLlRE2T4f+aZfRRiNAXx/jri+iJNFjEYTkjxjfeEYY3+Bp+IRn7i4xI8dWeNOvYMuUn5l4zYenCzw84cjbg92kBKejDvsZh6zR45jC8Nz515kOppU2hzPxnMCLKnQ4gARqwukMChLUKiAZ9/072nn+9z46H9lmkZgKfKqMGHKkr3O9chywrGnfp80iQ5SP22KPGc8GuF7Dkm7SW93n/Foyqe4i/vMy0nLR3hDfo7drU0cz+fQNSdxHZciKyiKWd4aX2In8/BFQpIYRtMpZVhHxwnnnz3HY2efYa+/SzIes3p1ld5ggOM5+L6L53k063VMnn/tRb4oShy7gn5ANbJGa5AShTjopEHrkixNMGWBcaoOVevqAWp0lROtqk5nTTbZtVs8u9vnhBbMzM9T8xsVslAbDh87Sak165evMtraJM5yjh8+yjt+7r/CYMjQ8rj2+FHKNCMaJ5SmOtDy5SZ6ucW4oehf7qIEYGo4jstEROxcXWP2+DLy/2WR/0qOnYEkwf+ee3idsfjwa76XmnLp5BvMZBd52roV13GwLRupJFlZoMuqO44nEQ/JI+zNvI7BcMQkjnGkhecHBGHAZBLxCnmOb1/7fX7X/xZWc4t6UIOixLJKGr7H8tIiW/t7OAejqCSLmE5HRJMRWZJgoWg2mywlGxxyJzwib8SUGomkR4eYGkPVRhnFJis879zNC/b1WKWNkg6+J7EUOJ5PmsRoNGNX88j3X0fj2V1OfGqVeqMi2UnLwq+36A9GFEZT932a9ZDTj2UUlyLmUh9qlV7CGI3RmmNjgeW6KEtVY21ZXRIx1Q4Ny2aw16sS53S1GpJSUpZlNRkRgrIouXS8xRfeeJhT18zx1s+ukWUxutQURU6epxRlhmvbCFOlr7XbbZLrGsRHD3H12VWmkx62BNuyKYrKZxsEAYWj2dndY8laJs1yZv/FpzBGEyWaKImqaMskIppOUcqCogIXhbU6a2tr+IGHFFVByz1BtuQzkCmd6ZTBYEir1WE8HuN6Hv1eHyk0iw94eLlGKYntOvRX1whcD9d1yIuCoigJfRspBd29C3zfWz/BJLL5/KW3MTfTQkiL/mDIeDxBYbBtF+Va5EZQlJo8rxLYLAmj8ZAsTRBCYwc1HM9DmzEASlaTD+XIg81bFV383msCnm8p/s77L3F5psUnv+/rueGPApbPnKMV+FwN6/zx295BZ22NHxsMmIynlLnL4Oj1ZK1ZOlLiG012YPGrN5v8hprjE6LBP7a3UOlelaSXVbS1vMyot9uMkpxGvU0uDFrY5LrAC9rguNieT/P4TTxz842ceuJ+CuPg1maQjo8UBY7jYAlBM48IcwVUU0JtzEvOHK1LkrRgNI0ppYtMUwpjSPMJyCbTOEejSHON69iU2lCgyXTForDKkjJOcIQgnWb0d/ZoNmoErlXtYU1GUW/Try8w8HIWGjEbq2u8ev1B0iLDUbKC1dg2c+Mtbrj0EO18ygPXvYnnFq5jdeE4p902t67+d6Tl4zgBuhQV50CVbK6dJ4kn3DDcp9OawVpcYDIaMkkzPvCmn6KVDfl290/Y3+4Ra3Bcv8pRzwuCWgPXsVFKMNc+hDyIDDfCwpgSXRpKXZ16Qmc4lktRGJL5Y/SDWa6mkpPKwvfa1Bt15udqKFNSm5lHK0kr9IisgHMrL+fw+c/S8jxcv0GSFkwTCGpt0niMKQpm6yHXPPcBbKU5vf0QvWHMl77u39CYbFNkGUWRsZI/wLusCe7pt/JkeYqtPEQ4gLB4S2sLV5ScsgYIrRBS8UvHn2CcFtR0QrCyRLfXpZ9EtDttesMJyTQBS2Fb9ku7bqUkSgq09Jh0TiLSFjPtGRhFlasMQZFV53neOUpWW6Bw6oDAtmwcx8MYwYv1e5hE65irawizji41nsppLx6hljyGmZXUWy0sx0NYDkZY6DJlNBjwzvpzFFiMooqHEY8jRvR58vEnePCRR9jY22Q8GbK+vsp+v4eQEte1kEIQeAHTSVTpNL7WIr+5sU2n06y6MNdBSQtpAH3QBRzsJQyaJK7gN/KlzjbjvLXILzW+hW9LHuRd4jxFWfDuySOcOH8fS+mEqyMHU5bMLSxB2Kh850bzkR/4SaZFwbt+7ReYDEZsbm6wPDtLjCCLp8RlwTUnjnHp8jpVrrmm8cEzmE8/weSFq+zZPp5tY1s2nhNhNxSbV9e4LrkNx3f/1t28yVPk5hWafpP+aMhkHPPDyQc5Kbf5RT3L0FxboRq1RglwbIt6s4HrODSDkGanTefQAhcuXMIRGbVGg1wKtBDUywENOSbvrmPJk1UeslTYskCXBbX6DGGacPPoeXRUMOO+gKWX6Jrj2JZFkZUMB0N+pHw/M7rL+c4/ZU1KbKmYtWP8bEJTJHiei5Q+97X+LtM0xs4sMBKlKl61NhXMJ4qm9FVG3HAwgeDq6hpKbeGHNYKwQXL7MtLuUL8UU7NtFhcXcMMAU4BW1UhRCgFGIiyFJavCLg+8qrosqwKvLC7O1ThnMq67UqCkVTGHzcGoXlQBKlXwkebIbsYNZ3ucujDEcqpEtsF0QL/fxfddppMJ0XSKY0Pg+0ymE7r/7D2Ucw28H/tjVJGjlSQ3gsm33s3Ft1zPGz90if3Pn6EsCzY3NnGUgt4ECxhnCUVZUAtDwjCgWQuJoilxNGFvu2BSmyJfcYLUTrgmsanX6uzvdTnyb59mvt7g6HXXce7ci9i2Ij5I5vM9j/FowLFPb2JZhrLms729Sb+7z8J1p0mThLTICcIAhCCOY556Zpf3l8fpDSyahybMz3ZI04iZ2sdouE0G4yWSJEO5FT+bPCMqc8o8oywLHFuBqva9uTzYTR745QUHn1+tq2z5A0HtfqDo+RaDPGXHdYgbIc6RZQ7v9VCmRF1e5cjHP8Xi+hajcYYQJb3+gL//kV9l8brTiNvuZFyUBwAYg1KK9cBm17bJHA+VJoyGfQJXYkyB0QV5JrCsBgUOUgqEY+PKvIprziPQkqdvu4tHX/s2errk9NZHq5+3TNDFlGFP0OnMIiQHyZg5QsqK+69LjBF4no/WMByOyfWYRlmty4LAIo8j8nyK6wc06yGlSZEmRuoCx3OQ2uBW7E5EkWAyGwWMJxHNRkjS7dLdiWhmOT/yxK/y6puvQ9gCaQu+YXSGna0Ndg4iSMuyhMmYez7/uxw7dozXji8yGgy498QrOXLm02hsLMsHFJISnSdsd7eQGDwnQGBVSjOpGMc5BG0mzUXMxKLb3aMx04b+BJ0nTCdDLDc8QAVPD1abIejKxlvkFfpV2AFe2MBxXXxP0d3bolYPOfbF38X54p9SG+0iwgbKc2l26tQbIeQF8/MwnGZEWc6TN7+bF67/erwgJHjygwhhqPmtyhqGjWc5RKMhygm488IHqumwVNT8DonfIc1m6cy0sYXiL2/7EXqNo/zG0ed5e/kI7JwlcWeRwuJOf4vbvPXKD6wrcZ2rpzw+atDPWpRxzmY0z3J+lnrQQOQ5o/GwajSFOnA0QeBU+RGqLHnrAz/FXGhXK6Mof6l5LMoCy7I4tvUAc58+C9vPY3k2jutg2x7j2dt46tQ/YTd+kdOD3yQIAqSBJ62X0Q+PcdVcy2sbl2g2QizLIYunCNulyBIkhjRJcMNGtTrLCi49f46x43LffZ9mt7dPPOmzvr7K9u42UqrK/eA7uLZVoaqV+v9Jcf2qRX5vb8jMzCyWsqpbeZpWNxjbRilVdfYYSjRJEmFJUeFtdbUnyaVDImwSK0SKyoIW5xn7LzyOcWscXlnh8oXnQGvmllZohA2M1sR+QG7g5MkT7GztcHV1nfF4xGynw+LCIlu7ezz4Q+9kdHiBW/7Zb6KnE4QRiK1+NVXIEnb7u4RhjRLBNEnZ6XUZ7/aZObr4t57Yi3qL1d99gI9/7rPEq9tkScoHkzu4Vq5zUbZwxhNC38d1HPzQY2VxkY29XdYHfQLHYTga098cY9sunhsgpaK3v0ee53y4uJ37slMMjUfoKCwFYS2g7iuwPIxOqdcDfmT30xhpUA6MpwFPmB/jpQRhAZ+tvZ2j3pCNqY8gAWOIVIO/nP9OHpkeQ2cp7zQf5WXjZ/gfzR+lJ5aQSlbTFp1Tlkk1RlWSsFew/KMfIu6PidLiQD9gkLbPhfccAeDm395hodPBcT2kpfgyNtgcuBGMrgSOll0VdyGrn9ayqomOZdv81rGAzbDJj1zpMjdM4aCTLMvKDiNEdUEoKHHinNc/uIPRmhwwOqfX22dzc4NrTh4ljtPqQC81/cEA3wuY+eOHca9ZoVMYytBDCkktbJLNNqtccrtKARv0+wyLHsJx8DyHmXazUpsnCYOvP83W11/Htb9xhsX1Kd3efhWFWpYMv/0oJrBxfuqL3Hj0JKUpaQuHtl/DdV1sS7G7s0Oj0aA900KXMBkPieOIZtNHH4yTV1ZWaLVajCZj4l6PMKwxmSZMJ1PG4wnvv/cURVbybd8u0BhmG89xevH3abqn+fyZH0RJUe3WjSFNUyyl0MaQJhmW8snilCSeUut4B3SyqrvVWr8kRNVlFQmqlMLPc9xC42jNicfPsXRhgyOOQtgWk3HMcDTl1g9+gk5nlrGd02m5uI7N+9/2A4wbs9zFJvaBK0dYAIZ/nm7wD0ZX6KVTun6Abdt02h7T8YBJEuFblRaEIq6Qp2mG51YZFmgbWwuOPvJZBgKOPfR5hMnJxztMxgPCwGX+9CkOHT3Gzzdu46JV41d7D1PXJX7Nx7FdvhyilaQJtcAjrIUkSYwUVIFOUVblRmhNNNkm14ZOp41r2WA07cCh1FOiZIzrKlZWDvHUyXsw0ynhk/cCGlNWArAZneK8ZPatVp4VnS0j1oKgKCiUxUK7ARjqky75YJ9XfOLXSfICY4cIy644BPGEQW8XjCast6k1ZkHnlGVGFCXMLK6ghcN3fPRfMtnZYGhy0qKkU2uxtrZRYXQDn6TQSNumKDK6vS6zMx3KsmQaTQlrDZQbgFBIUzFJ7n/PL5GgeMN7/w9mpEHVZzBC4gQ+m3MneL5zkjte+BRpNGEyzrHDOtduPAFOwM3Ti+S+QxRPqPsejUbAaDxCK/jo63+B2G/zzZ/6MUb7+9heSNC0cGSOjofMLi4SSEVi14hwWb98kRlR0O3vo5UmHUzo9vp8xrqbm2pj7mxMwK4yO/7L5K3EuBBr1NLr+YZHvoe0lUFZiY7TLMOIAmG5KMuuULlUE2Q7HWD7dUp9IM6WkjLPSdKE0A5RtkU97zMR1SoawHYsloqr3Nr7FMeLi1CUZFGEshRHkmd50T7FkemzjPopoVLY0kIGdQJXYwUuQhoGgyG6KLBMyYPZIsnZHqeHz9Lt7ZJMRuxubrC7s4OSEtd18F2behhiSsNgMkIqweLS4t9Yu75qkU8L2NvrEx5ZIvADkAJd6pcAJZZtY9k2hS7IsgT/gCrkOC66LLipXOU3hr/OrCerqFopGEYRV7e26WVQpDErR45w+dKLKMumNTtHWKvxM/d+iKi3RzPw0YsLRHnBmde+kb1zL5BcvEh7br66aQlotRpEe73qxTrgD6vFgNYffgPjp0ZY792hHgQMrIT1C5eZObJQ7bBeSqczLxXKv97i//XrUb/QRGXl707jmCfTQzwlD6FkQV5mlehfCPRUI/b2KeKUuXaHhc4stWYDJwyZjAcM+7tIv02aJJR5gS5K+qWDpUre2X6cUXAtzSOneUfv5+iGr2bu8uf54ty38MdzX0+ZZtRKQ7/w0dJQlhx0uyVPy+vYaLdJh+sYBDWZ8E3xR0hSn0+GP40oFbY0iNKghMSxXIQSSJnTH+5TlNUFTikbbQpmHI+uSsiUwbF92rMLLC8tEdzbox76HF8+hLAUqIpZoJSqssqrFwEjqvxrx6k8vFJZB9QqEFKRFjlvePgi+7NNlqclwrIpD7yu1SVBV1oNY75CKzTmIImpypeO4ogwDBAHXa9AUKvXaDdbJGmG+/gV5s/1WViYJYkcpJQEQZ3yA2fw//RhVHuOeqNBEk1Z+4nXMV1ucOrnPsVkMqYsdBXGEscYAZMkIdAlnu/Tnpmh1+/h/PcvQd0n7Y4YtkcYNFtb6xR5xubmJo5tMzs7g5SSwXDA1atrTEdjlhfaNBsuk/EYy6pgO+2ZWaZJSlirUa/XmMYpeZ7hOi6lV6Idg+vYCAGD+Hou7ryLcxfnMGVOmkYoYVVxmnnG0omPEbZC+puvpNNpI3TBSKd86uajSHNQfA0HAk998Iy/0slnwqAPdBWeb+EVOX67yXjYQ5eG48eOIp2API2RzQbFeMpY2BQYSgRJUsF58jxhalnUdYkwJXacUBpDrVbnyJGjiHJEHsc0w5BSlyT5ENcySOlgCsl4GmN7PmkZM0p38Sl53Sf+CDRkOkYZQ6lznrjn77F4eIa7ZmYoS4VG4Lo+ts4QUpLnOdpU51aep7TbNYSAeFSNc4UShK0armPhWBZZKjFlQbvRBEqKosAPBK5TQ0w8UAE7hceHX/5d2HnCN977PuJCg9fkzI3vIis2aFw8C8ZQpjmfEkfIlhfozmQ894rv5vjOGa4euZXv+9Jv0o67pElMf9AlzhKUE2CUw6i9yIsn7uDo5/+QelBDFwaDTVpW1lqdV9oGojFSeZBUqyhhBFutEzxx9Dbe4D6AazR7e31MURI26zRCH6MLyiIHIVleXkZaVUJdEkXUwxqea5NrQyEFnl9DSJusNCglSVO4d+Xt7LSO0Fl9mtZkihGGKM6ppdvc+vzH+MM3/Tyd6/fY8Rc4vP0kX/f4r1HzA5IsRcvq9fFcq4p4zTKi0aRqyhHYvosCQu3Qj2Br8yKbgy6DOOYG28GOM57rudx39G28WGxyovteYl2yOD/Hdxef5YXV7UqInKV4tg0CkjSh0Dm+4xBnGZaqVogVHrckjVMslVPUXDAWyrIpESgJSmqEsJCWA6ISARuqS4PrOTRrDm/Tn0U1Osz6K/T29snKgoveabrhCc7H1zC/di95UjK25vjl8hu5I7jKTxx7BttxaLbaCCQ73Qkfmn8bVpmy+LnPEY2H7O1tsb+/h+9XoUaea+O7DtlBOp+Ukrm5GWr18Gsv8oN4hDOwCDyfpeVZpBJYjo19wGrP84wkjtmYRowmCQ3fJqXKehYSjBY4JqfErTzMWjCJcorSJgg80lqHUZrhS825c09yrb4Zf7aDpUvqjo3teDhFgTx9PU+85RuYu+1OFn7u/8QeDHjz736SvdGAIGyxvDRLb1CFK1AxDCDT6LSkP44ok4KatFldXeOG6GXYNfclI92XN+//8wzf/JV/XhjD5s4W09GIpudTm3eZTiPAIBDkhUYqAUITxxmTaUyn1eTYqVNYSnF45TAjnXPLEz/EfPMCP3nx28CaRUpBaaoP3HFnxDc1H2FPbvKwvAktbBKtKKVNVMID/mmMKmjYdcbxGMcuKwuHbaGUJMsSiqIgzw3GSJpmwqp3kudqd0NWKf3/Ivw2Hm5+N6NEV/s4U4AwmBymwwQjc4S0ibIcUWhsW9FqLODW5+i023QaHrdGbXwZYrzq6QkpEEpVqumD1YkpNSAwQmMyjSWrDtvo6vtmZc5et8vLpAX9fYwUaF0puTEaravLgNYFZVH9XhJRYZIPnBtnbpyjt3QXMx/8JKPxiFJL0rJETiu+vHrVLaz/9Dcz/sgZ3HvPYR2e5YjfZH1tldFwgqUsBoMxjUZIvR6iMo3IS+LxGD1JmUynlIXG/OHj1D/4LKMsJrEtZmbnCMMatuOy+dmL2I5N5vvs7u4TRROajSbTyQTXcwkCH9d1SbOYyXiC77rIuq6eu84Z9buMhzG6tFG2h+34eLrEchyi6RhRakLXo/TKKorUtkjjGMsNuLL/HvYGl/A8B9evkRko8xTfG3Lylj8jmdb54vteRhD47O1u8shijY8dbTEewDsP1MFKSUpTUuTFwdREsNaweXa+zstXR6yokj0vZ2dvzOdefSNW3mLhI5/CsizqrTabzRof/bEf4NCLG5xdvIHbn3wMe5jxeL3BF/Dx7IIP15b5z+kq1w92mUYxUZxgG4Nt22S5QUhBvdlgrzskzQ0znl2xT0wlMk3jCeNxhON5NDs+EoHOQegYN2ywuXIHz9/z7STRLt+g1/m302coS40SgtxoyignmkQUeYaQEAQeWaGRtofTmAXbRZiMrIhx3Bq9cYx2azjC4vLGDn7gsNAIieOctZ0h0glwPJfts5d47ad/iwVbM41zxqUgPXYTz93wjUwGF3lV71MHRh7BvTd8KwjBzQ/+LlLnuKZKiJTCwvNCuvv7B75ug84NoWNz5vSrOHfjGwn768y+8AWkXUe5DmVZkEYjJIayNJRpgVe38DwfN6iRpzHP3PlutlduZmb1Se4Qfa45dZxkmrGxvopwFGWpEQKUlEyjCUVRYCnFsZvv4GPNu1g5+2nu+YMfxPYC8EI0YNkVoCpDUJ/2WByvY114BFOr4/uSLOMgWjhHlTkuBZYuCESJgyZNY6Rl847P/izGFOSiJKx5lFFKWE75xo98H0Wesn94mSOHVlA6xVY57dBnOrWx0hRZ3e855Q/4hvST3Nqa4mWSbJpRJjGvcS9zQ2uHKI7pplOGQcB0HDGKp2RFjuV7lXYCjSlSoFoJSlW5gcqiutAlSYGyHQwGqSotWlEUxNoiVQFNX2PbkiiKQBvOJ00+degneFl6hpft/hZREnFI/HmVRtn9Iu6hFkJ52H6IHRkCBUYpbMdH6IwoiulvXOZ127+DTsb093cYdPfY39sjaAS0GwH1wEOXhsk0YZLklMKwsrLE3Eyb+v+Oha7dqTEYjbC7Dm7gMtOpY+yv3PodxyUSLj/SfTWt9l385+z9lEVBkibVblZW0aniQIFciEpJ3Wm08I5fy29+38+zfOUZvvlP/xPLxw7z7OUrHApq6LLAdRwcxyHQLieHQ/7OQ59lbrBHtjjL9pUNXFux3KpoTv7yIo2GRx4PkaJGspfSe/dfMLuwiBaKXGp64zHbu/uMdgbM1BYP/P3/7wh4WZ6xu72D0uAEQcVYFgJHKYqisilJWfnbMZqZRptaLaxUylISJwmFNExVm5EOyXUVq6jL8sCeobkUN3nf+G2IxVvYSzu8b/n3CGc7vC+4yv7GFibvYoqCLM1wnMqzzoEXOc8ywnrAQWOGUhavcZ/nSH6Rc8UNgMCxK+tegax2lUpR+obUKRiMJyAt4jTCiJQ0KyiLlDIXNA8tsvEdtzK7HnFSh9i+T3kQxKO1QWeVyIsDJgJGIKlofZLKp61Lg1QGIyDOUvr9IdaBt9+UZTVP0QZpKo8txqA1lHlBWRQg1UvCMFOWCCn5wiuPYsRR3n7flzB5RJ6mUBQo12JxYRanNcPmJKGjLSZvuZnn3nkD+3/+PAsbCq1hPB0T33GY7TuPsvKBMyz88mcIJlOwbPJcg5FoIXH8eqVeL2KMKdjY3GRxaYl6vcHi0hLDUeUjr/buJWWhWTl8hF6vR1kWSOGgkDQbdcKwzu7ODmFQWXQqcSEsLS9QlBlRNMVSguKA9lcLfOphiLIUuc4Pnm/1ji0NaCSOG4JU+G7FtIgnhuce/AH2tkuGwz5bG6uYsuDmyzHfNTPHPbpJrHXFXzBfyXAwxlCWGjsvqWWaVlpSFoY8K8ml4PE334HUhr/zuce5cPEqK16bznIDbzJF7Ozht2L6dpsXVq5nv0h5Ho970j5NSvyy2o83Wy02tvYwosoyn8Yx0ySrkKBBE+VXaGRHyarTtAW220BYKb7vY9s5ljFEWco01eyP+9R6L3DrF9/P9XmPzeMLlduhKHBdt7Lo5SlnZZNPHnk1N15ZRRtY39jEDeq4rsewP8Rqt5jtzFGO++x3YwrhohTEOVx4+/dz52QVf/vPSXNDkScQaSYLR9lZOs1d61/gvJSgBa2t57nrzB/x6jbMzi9gSkimEW97+H+QFxm1Zz/DLZc+x+xsB+up99FszxEXBUlcXdClsnEcl6fueAt60uOm+36LkxceAGmBrKyNQliouaM8fPPbmH/w/ZwqhlX6YHHAMpE2dzz8PnZnH2Lh8lP0Qpd+t0erPcfxU8fZ391jZ2eHudk5yrKk3+9z/ORxFhbm+ejI5dHrXsHeJOGWFx6qbFxphrQtpKVxfY/RyvVcWLiNQzvPYYzCsW1kmaGMJi0tRJnzfQ/9a+ZbPt3uoKoBjRbJ3n51CTAGRcUGEULieTae55LGCYEf4lqKMs94+4VfJgiqy6TTqrFdO8YfmbfwLcEjzPku3xZcZPX8eXaMIckLpr0dkmnCcDzkSwvfih3CzfGnGY/GjEdjtADfq1fJpnmGohKvSaGQloWkOnv0l6e1KuTs9e9h7uoDLI/Pk+UlD3zdfwDglR/9DpSo1hq2sogaFm4+wgy2yPIUx7HxZYG3/iGU46KsDq1Wg+WGze/4nyKfTpDaR5cF8TRi4+oaUZ5xevAoO1vbDLoDdnZ2qNdcWu2QmVad+U6b6TRmIo/hiReYnZ9lZWmRZi3Erflfe5H3XZs80OyPh1jbCs91qTe8SnEuq/GKRLPEiE6xD0rh2Tau7aDLnF5pkVshx0WM5TrkWjAax/i2Q11qOuN9rI1LXLxyBYHhgz/2w+w1O/zb7YvUdFWCJeDZNm9YvchU56w3apQmp7e/wxHfZbZV40M/8Y0IKXjZj/zaQQY9VXHRBkxBIsFMcvYGA9YvrNI5ugjWl9l5X+7H+f+a1leKA8PTzz7N3vYOllDkRclet0ue57TqAcv5FsXMNRTKOcDZgq0UllPduuNpRFCvkxrNZ1r/kBfWnkXbUbVDzSpioEJgScmz3MXxzrWM+32yKCERhixKSKdTAscmyqqoV8t2kFR+estykQiOWAP6aYBlVWlHTzm344TzPCrvxC0cApPwjdH7uaKv43HuoCgTNr7XUAQC80wBcTX6z7OELE4Rpc01x0/jv/kOHrypTmu+wWvO6qpwVaHGCFMJifRLwOEKCKSR5MZgdCVGzLMYbTR5lrK7s0ut1sAPLFAKaTtVFy+rA0XrHEwlnjLiy7yB8iXbpuVUU4F3f/IcwlIsnTrNxuoFhJ6wNBdiOzY7ez3au1OWv++3aM50yF+2gj9KiS5u0t3vY7ShXgtYe90JhtfNoe5zyV6c4FgS2wnQJmN+fom9/oTCOBWGdxphyhQoWV1dY25unqWFRZaXF9jY3KDIq6zu4WhErVknzWIW5uq02yHR1CIrBNpIdt5xnIkumP3LFyi0ZjqdsLZ6mbxYRFBSDxtYyiIvKgqa5bg4pca3PFqNOr7vYiyLYqKRykZIi6IoKFWOY1eM960rtzPo9dFlwmjQoxbWqbkub9uI8Fp1rprqWV5pudx7vM43vdBjPq7WLMsp/Lsv7GKKlLHf5Or2kNJIXvs7n2C+GdKZXcDZGlEKn+T5i7znX/8SO/tjXtP6OPger3yH4B3zM9w7ynhTsseRmSZxFrPb72O7QdUxpZXdMc1LBuOIKMpotKtY4clkn0bNx3cqt0q/O8D2mqSlYXdvj4XZJqUx5Mah3moymD3K0696F5Pdi7xp75GKxWBZaF0p3ikND7VOcKZzLe7MCZxzT9ObO0S726XQEmkED/7wL1HWm3zXr/8wWT4FWX22oiM3cvmut8DuRd7++H2EecUksGyPrVe8mdWbXsMFOSL0v4C2QvywxcKVL7LSPI0uZylyTRSPObr9PEWRsmv0wbStABQCGA76DIcDlLJQysYoxVO3fz1Cl7zt378LHYSUbh0pKheTwnBl9gSXT91DNuwy+7nfpN2eQyoPbSpw1my5g7/5AoUQ+H6ATlNGe7tcuXqJ5aVlbrr1VjzPxXUcdF6yunaV+z/7GU7ML5IjWNp8GhW2kbLK3SiLnHq9jiVSeOE+3mi5NLYvMA2XKf0W17oD+t19HKnRwsazLNKsJC0VcVKw0Apx7RF5nqFsG0qF0gYtDJ5t4bk2lhTUGnUcWzEe9DBomo0aaM3e/j4Pha/knLyJmf55XjZ5htl6nVG/D7okOXBn2J5DObE5M/9OlCk5efXDLC4uUqvVGIwG1fTKOahfBxYfYzRpmmHbErCwLIVlKXY717B14usovRpLj75AWRTUxmvVWZUXVUqeqCZRs7rHOx/74SpfodTIgzC3WqNWBRY5ijRNILFQQiONPpgaJLzw7HNs7O2iBQy6O4wGPXZ3tvBcm1Y7ZHamzvL8PBQll/Tr+Uzwk9ze/jO+7tSDqIOJjO97X3uRn44jGs0G+/0B/cmYtc09rnGWcX2rGssikCbnn00/gD0ZotuNCicpFUJJ/lPtW1i3OvxK7/eZKSekwmI8ivCVRa2I+aE//yUeOnOGMKwTOh7XDnZoW1AzObZjUZiqM7ZsWdmjpEu72aE5M8Ok22d7e4uVQyvMXtkmK0oWZmcpNPRGQyyr0goYXfGgp6MpXT/k4oUr3HjPy7BCGyM0X/b6/6/6eYFAr51Dbl6i3WrRCmpEWU5rbo5ed59jvSf43r0/46x8NY/e9A/JygyxcR6T5LiHlkiimE6nA0qSTWPSOEbrAse2SMuqGy7yEkuISvDWqLHV3ae7s8fp4ydJo4T51gx5FDEZDak1JK7jkaYFcTRFaLCV5AZziR/svY/HvLv41eQNOOT8I+u3MBOHjwd3k8YJK2KdG3mMuhnyRO3llcBqoyANcgaDKdPhtAIYaTiyfJS777iLm2+7hf2a4oEIjg8yEp1hjCDPU3RRUuqCssjI0qTSaWhdpfMV2UGUagGmxOiCF48f4sztN/D2+65g9/okvSrm1FCN6l3Pq2JShYPteNhKVtMRFLpQFaMaQZ4bsjRn7uIufhgyyUrGkxhbCOq1GtJRmP0e6+tryANB2qGtiObPfIT+cMJwMqZRr+G4Dtd95BzbncsUT+9SYlOUZWXJMhKlBI3QI9Pe/4e0/4y2LTvLc9Gn9z7yzHPltXZOlXNJJVUpopwBIYFlEPnYBmM4DhiDfTBgwzFcDMbmAgZJRAECFMhCoUqlklQlVU67dk4rrzVzGLH3fn+MWWW32y7Xp8mtWrVq60e1vfacY/Tv69/3vs+L1gbnwCJy2Sd5+gpxEtPZ30csVKkFHvPz82xtbKKUpNlslCEanofrSgJfAhEVp0pQrfGZ2wVYy6HPlDwAsFQCh2QyZNAd0KxG8GJaWVQBoUr0qjBkaYbAEjYqLyFEweI6DpkuwPFI4pg0SVHSJap6SGGwViBEOQ0pdPGS2O7JpZAnlyOO746ZvzaZ7eT/x+8Vp4bOIKZaq3HgwhahB4UXcPjoITID1gTs94ZUGgs0mhXiSZ+3D66xVPN4U3eTZrWCsppsOmbz2mWUE3KpNs9CkbCytkwyrTAYxbjGZ5rkKMfiqYjuwRMc9xX7587SH6eIuI+SDrn12TxxB/e6OYNHnmSnMyLP1qn0NmkPdsiyDM9xUTMoVa1exxQF39R/gfMqZBzW2PreH6Zzz6t4xc//DPNbGyilWNq8gGy3aXiSSb2OtqUtq9Hb5TWf/DVe6Q+IlYvyFAZJlucc/eKfszDZ4bXFRb4GOMqbLZUMW9cusXH5PBKFUj61egWtQ3b3dlFSlt9FtcVZ1UDsnybLUpTjIISgiIfc99GfwJEKR/nEaUaoCpApUhpGwwHepT/ilv4eaztnENJhf3cD3w9pthbK+G3PYyIkjlPFKIeo6ZJNM9om4sLZM5y7chV76mUcnZ5j8+o1kjRldXmJVjXk5KUHMDhMhIsnLVLk+K5gvlmhvzegWauz0nueTp7zyft+lEFtmX/y1f+IKTrMtWuYtCAtMqaFIckMqRakVqI8FzseYTAox8MqhS1ylFQIWzb4vV6fhXYTqzVBFOL6Hq6RKOVwx/YnWTM73OleAFuKuOdWlnAdgUWjwhCFx9LSCv84/m3SJCGTYGajeEcoCgzSmU2wZvyWcjpW6jVG44JWs4kSlpX+s9z55K/S6JxBOQJfOtz91Z/FZDGZKC9/xg0ZtE9RyUutjZCCerPJdDxmnE7pmDXOH3o/d179c64cvo9DxZB/sjjFlwoEXHzuBXb39xlnMXF/wLDXYWd7AyEMQRASBR6LrRZCGyaTGDe5RF1dZSXcIk0TIsdBGEuRJF9/kS/3u4Z2q8b+/pD94Yhwc5eDh5ZQnkBjSPOEeDIiclRJa8MibCncuSW7StNOabqGIjHERUaaZtQ9FykkWiiqQZWD9Qarhw7yA1eeRGwJRtbgKMVzK6v8xcmTvO8rX6KeFnhC0ag2OXriFBeKFxh0+9j1dV7zu/czzjMmhWVpZZ7sZBt/BJMr/fLgNpCmCdudPa5uXKO/vc/8sZWXurm/d2BfFKjveBl3acPp/+NXSdOMSq2KcF2m0yEdt8WGv8JmdGTmTc75jqd/ES1cPnbiw4ynU9qtdpl9nOcMBn2szpEI8iwlLzLMzA/uBopKo04/nVJzfFbW1uhMx2gsuTUMJ2MizyOelt7tMAwYDEYQx2zKCpv+Yc7LgxRaY6zkjDiJF9UoilKlvikP8on6D7Al5hAzhejKZyBNpuggQhaWIjNEfoXG61/JQEuePv0sT65VuHjd9QTFNu5jjyAKC0ajJFhh2Fppo9KU599wHYcudrj1+X08RxFFDo4TIFyP3nDImeOHuXj8EJPtPvcOE/KiIMtTrnqSP37ZDbzysec5fuEaAsmVagM3zWjujdBFgdYFrh+UAiHpII0hTQxaZ+x391lf32ClPVemeXkKz/fY7XRxVEB7bo5Gs8q1zU0mk0mp+heCSiUi350gnt9G+TXSNCPPcxwvJM4KBsMuoe+TFeUhkP/Tu5jetkT1//oc3hOXcJRi5ydew07N59b/8DVqtSpJmpLEU/p3z5O9Yo2bnnUhniIdhetHCCTv/kJOf3+DRr2G6+wTeB6B51KtROi0IFkIeeI9NzC36lN7eg+LKCmBaLIsRxuDXysBUEbnWK1J4ymphSCoUKnUSLOC6STFky5WlqP9vNAIR6GtAQvGGt5ytsfhXswNG0M0YrbBKlX6ngBHQOT7OMLioCmygt3tTaqtBeqNNoVTozCKsNpiuLTMx2/7XrLuJU6LOZyVOe7NOvyZc5DvERP+4FXvpTUd8neLh7l96xLv3XmSj15/Bwf+9I8o7n8A1w9QxtBbPchDP/BvONHd5a2/+cvkDJFKIYTD8/e9gSfe/B6K019m+fQlvIrL/tIK48MH2fM13qWrBH5Ao9nAcb2XVnLS1WzMrTG4+T7mH/4jknqTsNvFWoEx8PI//01uPNRkJCyZYTZSLoVNB88/yvyxFhuitBxaW6ZpRhgWz3wF73gb3/fRns+l617L1tG7+JfJl4nSEaPxlHFqeMZbpX75cSpRhSiqEAQhf3X3t3J64RRv73bxh4/8j6lXHnOwcxldOOSOR5HHYAwKTWdvG5MnNKoRq3sv4Lghpr5AMt4nK2JGwz3q9Tmk9MjSgqBWI0stASUV1KuGLLHAgzd9C5fufh/X/fnPcDi5QL3RYGFxic7+LlbMkjWlgxWG0fxRAqHp9/aI8Yi1x3RqMcJjZf8M1WLMoDNCySatoImrYpLhkGmSkqQC4YVkhWF5ZYV4PCLVmpyM3flbePr6b+XN65/A23kBKWR5VktFPI2Z5Dkri220Lai369xzsIbJ1klyyxP1+3jcvYPvcv6KuhyBzpGOh8kFe3sd5N4ZpLb0hgMW6i2CKET2yxhYIZISufyimteUE8fc8dkNjnK0d4EsN+g8Z/7iA2itiWdnRj9axtqUaDJAKsmZ23+EnUNv5M6Hf5zl4RMU1pRxztqgDew272SveSf7aocz4e0MZBc/eJp8NOXiuXNcvHyFVFrG/T6Tfo+dnW0cJajVIpr1KvWwQjrNGBcFcZyy5F7mm/0foVVpoVSIchyqflACnL7eIo8L4+GYVqtFo16lN+zhdhVB4LG01MQIzXQyRqcJst6AcrOBsmWh/7bxl/Bdhev7ZEHEaLdLGk9x6mV4w6iwhNLFq/iEQYQXhozjPq4o7S6nFxe4uLLC5tIyxy5fKYUqUY22FegTBZfPnyeZTNnd3WFheQljEyaRoP9v3kCwOab+M59n0M2RVqKNZjQZsL6zzvb5a8wdXZkVePn3//0dB/vG9zOeTpFSMRlPKTDs93uMR0O0aPI7B76vBFOYnExrXmjejIrKkWJn0GcymbKysswoT9B5huuAyAqUsC/tZK1T3uSFBeEoZODRHw9KDKsQ5FmG7/uMhkMcIQn9AKQtC5WBeziDdlyeVKdAGYSxfKL67bTbNcR2D8dxcF1Yj25gHGc4osQTL9Y3mdgrXM4UrUadtbVDBDffwM++806WNnb5h7/z57Svwj0y57YL28xXQnw3wHU9lOfSqfv8+ttvptEZIuYtzWqDO4NjWFVa4ZTjYqTgsaef5sZPfIZjz1ziLStHWDx0rJxiaM3ZhsvllRaHjh/mpvVd4tDjd7/tjVTGMd/y87+LshLHVWib4XkWSwKmtHeNe3tcPnOWZJLgrdZwwyqFztnb2yeZxIS3HeOL3/8yTnzxArUrFYwuMbmu6xIEFbavbSOcEKkcXEcxnWYIDVJVmOQF2XCC7zkEfoh8roN2XWTHUK3VcZUke+gSpu6TDEY0W22K/X3G4zHJ9Q3iYxH7F+GoWMHzyzRCozXNnTGyM0RKD2ME5dhWwazIjpYrdA/WWHz5KQ70q/T2NjCFJvBdvKBClqVgNEWaYfKCwHPI85QkL8eO4yxFl9s0pLREoY+1giSNS0ZBUf4eUjr4heXWjXHJ850VRCX+R7iL5wvm5mpYK5ESkiLnC//0ewnWd3j3Yy+UU4M4YelAndOLB7i2fIILnuBL1UUk0Io8npQNzswd5Gt+m+uM4OT+JjfvX+NSvcX5uUWC62/kwONPEkTVMrVNSo5eOsep/Q1cR+KHVczMlrmycZW9rcssX3iyZPd7Po3xiAOXTnNDf4NqrUqlWqfRaiMdl3g8RmcZ8zrhex/8bSbrl9l56hGW/u5vaK4dnhEqS3y3mKWouW4AQiFMUe64rUSaEkijBFjhoE2O0QJTlBkajlNSBjfXbmZj4XoEu6ym+1gV8Al7hD91b+RW0eCmJ/4UM3OaXNe5wNSAs3sZoRS+XyK/9bRUvWspcN0QU2RUA0VepKUZzykxt0VucJSl0IbUSvywgedI8jwmjifoF21gwmWUTpFFgTGGarPFidEWo63TrGU95paOsrTUYr+zx3g4Ym5+gTQr7ZW5X+Vv3/kfcLMp3/TR78GrL4AMMdYH4J5zn0YKB+uFuK7gE0fejxP3eP3TH2Y81eSFRKmCRw68nb32Ce54/sfwsThGs9O+np329Wz2j3Lr4DLCCqZJSppnICymKDDaUmSanZ094myThYUl9vf3efrwIS5Gx9nQC8yJSfl8WJhOp8STGK1BKRffDUjilDxos7V0B/6FL5bETcfFcT2UkjgzPcWTN3w7myffRvD0f2F146vEuUE5LhQaUVik4/DUG/8zFrjnD9+OVJLF/ccponlWbJewViXJUgQCTYE2huNXPsaaucLdC2Ne7cQshZYirXLt8gUuXbrIfr9HnEwYDXpsbayjXEG9FbHYqjLfamEyy85OH+M7HDp4AF9IRnGC67nMNet4olyS+pX/jXG9Uj5ZEhPHCY4rqIQOvWEHqTSh5xPWPSbTMWIm5y/tTZQo2xkcRohyN1ZYw/rmBtlojNOogesynkxRCoS0FHmK6wiKLJkVIXjHM09y3dkz3Daz0ggVUK2WxC8osblXL19mNJ1idvZYXFoj3R5Re2yD6uaE9lwFP3Tp7Q1IjUZph/5kxLlz57n+NXfihOp/wtj/PTf6f/tbxHu7uA/cTyJgd3+fTq9PmsQoo6kEAZnJMbki1ZpPLL+DtZU1ppMRw/GIa3sdSFLCxTZxljAejan4AZ7rIYkxWIwpkELieB7j/pB0OGR3ewfXD9COU6aSSRchShWtQFAUmiRJ0cAp/ypr6Sa+00fSIPAcPNcpx8xumRlws3yGOF+hl9dBlMrS997+XwndMT967YPcetvLsUJz8amvcdPxJjdPCsaZ4fSBOR597S14153gLetZSawTpap+xWScOrNJ/dIWR9e7vOdlr6UxF1KYAhClYExrlFWoScLJrT3C49eDckEKHGV489SyeLpL5VwH01ik4njcdXkPd7eDUD7jOCWfZIS+RqmUvW4HA+zfcIynvuvdzP/8bzE/uMTO3h7DaUyj0cAL6qA05ugS8ZE5uhd2ybs9sIIoDGk320wmUxYWWoT1JkWuGdzYZKgOI86MS++0U8UVhnZLMU4M+jM71D7XZTIeo3WGF4YUv/oFrNWsVyvYNcvq6iobGxuEv/ccS1/q4MpF9Ko/A0QVpcXSmDImudBkRYEfRfjVKtNkSpoXzD2+zutNxFpRJwsCpJIYA0VR8t2RhixLGI8mJYkrL33RBYpBd0CWpyTTMeNxl3wqSZKQoFpDKIW2lDTEGX3Q2lIT8iLRssgLNFAYeGQlZHnolul/wi0DmSoR26dOELVaFF89jeOH5CYhzVPu2H6ezed93u1JPujnBJ7Dgol5VbrJTfmIu7Mh8dVrTDc3USKnFjksjAZsfOZv6c7sfMqVeHnBu/70Q7Qjh714jLD+S0Lf5e117vjUbxI5MRcpFfrG9UlMnUwOqVYlVsB0OkEqyWQyxfdcllZXuXFzly1pSBt18t4I1yvpiMICuihXGtJBSVN+TjNFTpnZUSqwSxZEaS00BTMXiEEIS55lXP/4n3Joco0bbrZoAhy/QSsxHBxvcWT/DMYaJpMJzWbBK3af5chTf8v5vQ1kWNpZ4zguGy5AOS5p1GLr2N2IM5/HVw5htYYftkrBq9F84TXfTe5HvOGzv4YjJLIS8uev+j5qV57mrif+Atf3yihiXAo9ReuUbNDlaHaa5ftPo6Wl0qghKf3aRV4wHE+wKip5J1nMsYtfxpv2yTKNl8fMLzYZjGPizOAHVayUVAOoVFwuVA+jghVelkrcsIEjShTwVvs6tuqHOOk2EJMdlOdw09k/ZbX3PEeTq3iVCIFFKPC8UhdTlQIpSpdWNQwZT2Km8ZRas877+Ay99FlubSbYrHRKSden2gjAumiheCpbYaS2WcsGPHLrP2B9/jbu1P+exc45tDZoXa6xpO+AI1jeeZI4bNHunSUMQ5CmfO+swQBKwMLuk7OVZI7RLktXP8eBzQeQjsOkKGYpeB65BWs1oS857Fyl0TjEot/BN3D6qXNcvHSF0WjCZDxiOh6ws7VOoTMq1QqNapWF+UV0rtnvdikQzLVazDWaOEBUL0FEkbSQpuA4/P+7qP4vi/zi6hGGoyFZGiONQbk+GUP2BkN8ucNBtcBkNMIRsvSeY0v/LaBNKZaSM5tCqkvBmi/LeFOjFHFchohkcYHVAisEOstxHFnubtKME70BTqMNUiJdh8ALadRVaclbhALB5fPnX3pIF+YXyH/lCzhRgNNuEp5qE9/aRH+0i9GQ6oLt/V3GnT7Ntfn/B1k1ZeMSRRU85SJ8j+5wyHA4ouJ5dHsDpmlKEFbItSFPM7I0xfGrLC0skk6mhJ5PvVbjubMDpnFCJahgrMFVsvT7a1COmnl5U6bTKTvbOyyvrOIHAY16FWkj0ukIKcqDRudlsZBS8gf+t7HU9rh2LUFYjTAWJQVpnpFmGYfVDt9iPsxOcZD/Kv4x1locpXj86mvxxC433XIPve42abfDdcsrfHPfkgcV/iBJaJ/f4tZLHd5EHTd0SjEjYDAkgwmv/+zDFHGKkD7j3Q6iWSPXBVprCq0Zj4Z0yFh/7Z3MP3uG3Y3zTOMJMiiBKBbJapoiai289gJJXvB950d0djtMV1dI05wkyTFak2YZk+k2/fGI3ZffQrK6gDl2BO/8VunDxyfLIYqaBEHO/OObtH7xfvTZS4zSrBy3vul2tPBZ2E0RUnD+wnk21tcZ/fo/hLUWJ37is0RjxagoLVfY8u9s5YurkoRDq0sIA8XmFsqRxHHKYDBkrt1GKYVIDZXNmEG1R6vZIqqEGAsKiylyjLF0+0OmcYoQDo4fEKcJcVoGlaxtTikqPlleJuZZbahWQ7zAI05i0qxg0OuSTcY0a2X8b6vdpkDi5Q6T4RCJM4OzeCAUruPhSIdsln9QNg8WIdRLz/+LDdyTyyEfuXOZ68KcG+9/EGsVtcjBzXLu+eGfJLAu2VwTgQYs21tbPHHPK3ngzm/A37vK/yUm1DwXYQPu1hMy63GDKLgsBVNgb3cP3Qw5lmdci8ugGsctsK6DdBSVSpVqxaWwLnaimSTZSwASIZwyB0OUNLvYj+g0l1m3GXH8PEIKxqNh6VCw0Gq1WFhoUWu02Lh2lTzNMEaXIjAhMVagFPhRDW0TlByT5wY5s1aVDdqL7xogxUt6CCnVrEso4U7P3PFt7C7fxGPJ/RwbbZGkPX618S2knsObRlsMC4MXeC+lKpbMf41Uit3FE3SFz+HLj4JQOK7PY/d8CxdO3ctdWnPgub+jPb+AlYaksEip2Fs8TuH65Eg8qZlKQXfuSLnrfvazaEoB2AOv+CC9qMXrP/lviBxDkkyQbp1u0GDr2G0cee5vyLIMhCQvLEqYGe5V8oqnP47NUmzUYNjvkWcxzdYcWikCXxE4gmYg2du6wnv3/y9yLUjx8Z2gHIPnBe8+81FSC53hLtIPwBqkLljqvMB4tvprNhtENuILB76F0+4J3vv8LzBXaKQpCHyHauiTxFPmaossVBzCyWV01mbr2hb9fp9aq4FEsLu9w7VOzN+99pdwD45oPfx9LJ79O4phl2DvLCiFciVFEpMWGVIJlHJZ6TxP/cr9RK0abm2BxOYIKN+bEg7K7vJdWASHraDIcwRlTLfv+7TbbUb1U+zoGsu7D+L64M58+lmWIa1lOhxy8dw5etOEPMsZj4bsbpckw7l2HUeVjq0syen3howmCY3FOdqtJr7r4ClFvRLhSEvNk+QzS+OLoLGvq8i35uepteYYTyb0O3tAQVgT5JOMbjwhuTKhGHVpuBKLmSFJy67baINLqeLV1pJmOUJ6VCKFdAVWWJLRhJpUOMqlWqmTaQ1Gl6I5rUsVowApBR+/8QT3Hz3Mjz7wFDcGFWyjhbGWlQXLlcNzpP0u6qHH2e9o5lrzDMYTbJLT+8ZDFKsR3iMXsRcmZMbSnYxYP3+F5uo88sUj7u+t9IIkThBC0Gw1sfEuP9b/LzzmHubPzGtI8wKSnLyYcoM+jy8FE/8og+GQUDmEYUiOZTgZE0+mSFPyxZVShL6PrxxyrfE9H8dxaUYVorYhrFUZTEcUkyE725uEnkueZwhjUMpBCIWjHJCQOxW2bUSSDKAQ+H45fp7kGXmhuVbUeTS8j73wBMWktIdJoflU8S4yT7N48QKR43DTjTdx8sYbqbTn2eh0mG+1qAiPd5wd8vjNDfydfZqjhLzQbG5u0O/uEwYBvWnMTujyG/csc/DMZXZvO8RN6yMeO3yAt33xSS7cfIzH77wJZaZc3+sQexGy0PTSnCCq4PoBuS5KL7hymaQjijwjdHLqToqu+BS2RncQE3guIZrRvTcRXrjMgc88jOM6pRCwKFBK4fsutVoNIaG5M2YvycnSjHB1kRe++w78UcZrfuVJnnvmGSajAa6SeH/8NfSBNutPPM3q8iGatSajfo/x2FCYMmN8Mtjl5PVHKd58jOmDZ8kKgycUSkpGoxGTyYS5uTk6nQ5ZmrA1HJWqZG8VIQW6yOn1utg84exBj75pMH8tpdvtURQZaZ4T5wVZXuABpsgp8gyrNY7jkeYaLVw8/xIvu+csX/vKKVABlcYcXlghixMmSQLKI4ga1KqVl26IW6sLnDlQ52XrMdPJFItkVPF45nCTV29NCQv70jtwtJtwYG/E6gtXUFIynSZMrWB+rol3qYMbVHDaBaZIgJwwqHN85wqrm+uc6lxm0yQEQfDSe3yuUDxXrfG62c05mcbsJkOqx47ObJEGbQp83+PY8eMszrcoJgPy4Qa6SGdythf77TLH2+oyL6PW2eD9f/ZznFquM1yax/c8rLEURV6OZaUoNR2eW04srGU6KX3T1SBEmjJDodpsg5ogt0dYa2YWUcgdQ1GUDYaxGq1LTK6UHtYWaCvQptztL119AqNc4v1HuJCmDEdTXrYQMiwEw71NJtOEIIwIgqCMxh5PS0W9ETz4ph8iqS8Q/uK3MZ9kuNJw5MyXEVJypHMNI326+/ssLi0T1iP6wylv+pOfwkqJk08YjgaM18/zpt4PUZUKRzqzlbNm0FxjFLVIRUBNWeJ4jC3gqVd+F+uH7+aVm5do7XZwPbfMlbcz7gcCnRfkucZ3Q8KqwCFn1OuipUsUBrTqdTrb66RJiox7+EEdqbyX3DdKWCIdw95WuZ5Sfmk1FgVFrmdTX0EQBrRqDbreEj13nl4ucIIAz2i0gXq1Qn8yRecZVhdkWc7fjk9wvBYQxafJspxatcrq6io04GB8jsbuV3Fdh5X1h2me/RyZdKDeKsWPEuTMTqxcD0EZ552nGTrSL97tysZulsVx6twnSquj1XheiDsjvz55/INsLt2LGOdMvGXeMbnAPD3GozHjwZCjR44w7A+4dP4C/dGEaRwzGQ7Z2Fwn1ylrKwu0200e8n+Dc2bAa0f/ksIY6q0GjVaDxcUFGmGIzjKkMaXLS8M4NWx2eoyupnzn11vkpS07umolIvLXEBhG0wmjvS7DbMSw18Xr9Vg4tFDSzKya6X3LIJvSO17+HKcFeVq+yNJxGI/HxIM+c3MNQs+lUquQ5tPSljUbz1ldzLLKoRd4TH2fSztbLEUNmgtzNGtNrNV85TteDsB7t0dcPX+ByXjAQrtNdzSg/ukNRqsBXB2UL21RMM5Trly4wA333IoK3dmDNqv0/1/FPh4NuHj5EmmWkqcZo84uFT2hbsZoXaB8jzCMsNrwwemfIYCf3jhFWK+zvLyIE/pgLNu9DlkcU1UOQsymHUU57Xj70jN826Gn+dP+P8GTRzl49DCqFnHv5s/Qzq/wX1o/QC6qeG5IlqWkWamylrPxq+M6FLr0eSpRWogc1yWflvG10vX5QvV9CGVQcYywEt9R3P/O4+ShyxufuMTdN9zCiZtvKiMuraUShtz38nuphTW+cKjKh1cd7hgLvuXsOsPJlO2tbaSxXDizxd5oRHHiGFklYOg5JIHLwHeZei5JFHLn02fAaG44fwGxuIKxMOj3yZIMIUq9xPMvnOYj738VSil+8BNXqEQ+nhDIZIyjcoTrU6vVuOn6k+xuuDy/PAdFgR+5RH7JhXaCkDgeI2SAF/k4olQa+36A7/lEqeHY5y8TDHPOXbhCYRyKHITRHHl2yOTRHTpas7O5jn/IJUkShoMp1VoLV7rcc/dtpPes8NRbF6gsuRzdmrC9uV4GJL3hCOf/0Z2sffg8dq9MGsvSnO3tLfwgYL/b4fKly2z/u3txXMV0qYrox+x9x+8yGA6o1apEUZVur09rbkK9vUye5eWO3HNwfYfd/R5uWOWVxz/CwtwZesN/wWDgsz9KSLtjpHIptMENq+wPt5C+hzIuUVjh119xgs1GyHInReUFSMkDJxb50nXzuKrL6y+PkFIhJVxeiFhfqBFef5jmpx/E8zw++5Pfj8gyTvzwL5FFEb/+z3+E45fOc9cffAxXOZxfPMFm+wiPjgfccOkxlONy9PhJ6o05/tAs8rVonmWraV65Wu66hUSbkrbnuGVBmozHXLp4AaMP0Yg8rBWkSYaVanbQ/k+CKTHjJmCpT3sEVBDWlmyFWdMcViKs0WxtrDMZD8nzFIsoITJFjtYuWEuuQVN6uPMZEMUWOVIpstRQWEGSFsTTKVo4WCyONNgiYzJNmEzGjHLL5tptdBZO8cLWHPdGY8aTlJPP/w3j4WjmkJAIqWY23wJry9tekqSc+NxvE7eW8UY9TLWBENDcPMPi/qUyurm9RDIdsbO7T7vVIAoC8uEAISzTbEyepVRr83hiFjZkNVjB1ur13LD+NeYf+wtcIcsRtRSMpwOuP/1pmtmAxqVHEY6LcPyXKIhmBusxWXmOayGp1Fs0PMVeZ48nDr2WG4tN6skA5SoiEVCklsIWWKPKtZRTuqIcYRlPRoRRhBdGeEIjZYHOS9RvaRX1qNVr/KPRp7iyPWSre5kkv456rcZ0kpJmOdVqjVq9QVStcjk4wV+Yd3Kjs8k/iSbEWYw1Bt/z+XztVVzzrqehv4wEqtUKeZahRblCtKbkCQhrUaoUaOZFGY9bFCWi24pyYVMKfzVKScJplydv/F7sxtOIjS/gum4ZGuY1Sd0at+3/IVMb0bQ9WvMtatUayg9wjOXMmXOM4pTcQjwes7O1yXgywq94aKGpVWskxRxalr9Pu90irFZozc9RjcLSZhg4TEcJo8GYx86d4fzlqwyThIWVpb+3hv8/UNdrHK8sgsIpX8RqzUFoA7FkpFNShghV8p1Blbf5GbRDKll+WFYwSFJIUvzIQ0mP0bgMAlGOQ+B4eFGVcbqPIwHK0AFrC6QbYbTh3Q9/lbUPf5Q5r87VoANoWu0F0mqV1332SZS1zM/NsbuxwXg0JIoCGtWIvQfP0641iOt1ensDCqPJKdjc22W416N5aPHvvcTbv/xDon/57bT+wT/j2vE7GA9HyGCJf1f/YXa3+/hOOcJzpMEKw8d4fXlYGctgd79MBwvLHPZBt19GgjiQpzGZUSRZOTL0hEYJw3i8Tz+v0t/fw69WeRkDXF/TrNZw6ge4NXuQflLw2f1l0skEjcQWBW7gojVEvoeHQ7vm4qmcKHAIXY/I9/DllEL6NEKF57g4ynLr351lYzJkTlQ4cPgoV/Y2iTtDbr31DiyK3Bi0ktw6gRPDmMPnN0jTlPE0Zn1rh0m3z9UPvpONt7+Ke//v3+Fl3/NTVFE4zTpf+T+/n2hguPuFK0x3dnnb1nqZECc8puMRaV7a7TY3rrK9t8ulS5fIvvXVCGs59/yzXHf9TahaBaGSciLkRDjSxUuGBJHDP/x//z4PP/oc01QQehXaC0toLCqRvPDdr2X35BL3/sKnwVhWlpephBFCCppf2mSnM2BQuHjhXLmX1jHSUQzGY6z0mU5jNjbWac0tsNsZ0Ki7nDh5AusILvzVI5jxKnufPU22l3Do0CH29nbJKy5ISVIU1H2fJM0Ynaixf6RC+uXn6Xf69IZDjFuKqup/+CijK/soR4KxdPf73HzLrWxv75TQi9EIY8ANI1ov22TxrS9gv3AvydUWZy59gJ29J9jeP8yhg0tsbm0x6A+IwirSCfArVY6dupFmu1VS7dKY79rJuRY7LA4y+lKClNx7qY8Sgjs3JiUqWJSv783dlLec26P9tTOk0kU5Cu25CGwJJnIUWikKx6HQFpKc2zaeY//pGq8f7iJ0qTfYWL9CtVbjOxfh+kxzy6TD9ixpT1iDKXQ56TNlUmWe54wGA/bXz2NrDvvbQ1LrIlXpEnhRi5JbTT6b+r0YrKNEGdSR61m6mpJkxkCekcUlLyBJklKQJiyT0YAiK0Wc1nW4tnGNfDhgv9OldBgYkA7ZDbcQv/It3P7IX6G3n0VbXUJpZMHVe96Mt+BRPX2Osbbc9Myn2O9epHrlSaaHVrAmw1EWx5UoCaLsVV5al2hbIERZVA8++yB+EDIRTsmioNS1WEBai7YSJ6gyPXEXlyrzHHvsLxFeAMmULE1ptZsot4KhXHUaIC9yHnnZtzKuL/K6x/6OBaExQuC5IVfufAPN6ZDbHvpNeukE6Vfwg4DIc6BImOQZBj2zm3mkaYYjCnYHE/aP3sMLL/8eBuuP0n7yv1GvBDiAHk5JyQmCJhaFlZLdueM8VVmjffEiL9z8zRy9/BDjxZN4UYXrrn4ea0RJtrSGTGuqrkNUjFFSkmcGayRXr20xmCbkpkszzQl8n+X4ab7Bm+e2aod0OmZ3e4PYaFqteVb3Psl1lV2WrnyaxE5x6z5+GGKylDyJEdIDXLROSKYTfD8gSabkusBYtxw3zbIg7EuJmoLMCqxUWOXzYpCW6/u8YfMjLPA5NB36vQGpNaTG0p6fJ/QCNtfX6Q6HxFlOPu6zu73FYDzG8xzqUUCgHHQ25W32g+RZjPQUc/NzhFHAXLuOslAPPUJh2N1MeOqpZzh94RKFq7jx7lt506tf+fUX+a2NDerNOaJKbbYzLpXZtVoNIy3SaHJjsa6ioMApAe4lv9zMRCtCUGjLYDAsi7rrguMhHb8cUUuJF/j4oYeZFLhOGfGodakGFUKAkCSjKdtnzmAaCxw9dowrly8hrMCtB9xxeh1fOcSeR3thjq31mN1Oh4X2ApUgZDgcsjQ/h8kpKV7WMEynbF68TP3gIvJ/Ft+VaLXyJ9dDKIdxkqCzErHqRT6jDPwwJFAOtWqE7zrkGL4kb0Jn4CelHev5F85iTM57ag8j9WFM+xg6m6CUJJnmpFmCIxWfuHYjj+rXkuPguYIcSEYxP3nlddxx4w1U5xdIpx1eM/wwGR6fMT9MUWgQklvUVe7qP8Vn5atohFD1Xf65+g3ktuYXzfcyiQve1Poad+hH+FD+zVyJl/C9gNXlZZaf2WZ45gLyhlvBU2xf2aG/scvhw0dJXIdhPMH1fR51JZfqAc5ag9pXnuLKpasUWcEtN9+EXlxiy1qWFhc4Wmly9uwZJt0uJokReUhnf4/h7g5zjQpRUAEZ4agIQ8qkmLCzt8vW+iZCC+798V9FGENP55w78zzX3XBduVt2XRzh4FKyylObI6Y56WiM79cBQZJkTNKELI2xWQ6zce7W3j46Lxi97VYOHThA/bFdrmzsEYYuxgqyRNGstZibn2ecGgaDEckkJYlT3GbELWt3cnTlAHv7ezz96JPEkwni/FVknhErxcbGVar/4GXk33Er+pe+iHp+gqhV6fV69H/wFZjjbXrP7yN7lsBzOfLzD+MJTXcwpH91AxOEFHlBo9ksD2rHRUhJURgc5TApNEq6YAW2cJhfXGRnP2J//2YOHU5BOOzsbJerk6hBe34Z1/OwxqPfLQWtWRJzYDzmrpU1trSeZZULFicF73m+QxAEs1tx+ehHGt57fp+ro5SLYUi9VuW9v/gH9HtDLheGSqfHj/zKL2PiAVemGXvDPguR4e2PfpzG0gm8xjwuFnSCIyLuCTV3FrucHw2RUrK8skweD7FYkjTBGF0K2GTpMsiytLQxCYGYZR5YKzFaM51O0GLKeDyiSCmhJPV5VnUBMNujurP0woJU5+gsJ4ljeqMRz73629BPfZng2vMEXoCjHB764V/k4UaT7/rQj1CLAoTyKIymUm1y/xs/wPbqCVbXL9C6skVhykbDBAFPvvX7OV0kfM/9n8B1Hea3TjO/9Sym7rLXMRR5jJAJzaaDkj5jHGKj2U8yPJ0xnUxwfQcrSo2LNgbHcUqwUp6hC4UjDZoCR0myNOFrd7+PQfsAl469mrza5g0f+X58T1EUBYNxj6janOVIlE3UwYuP0J87yJoegrB4ro9tr/HMm76bcNih8ehnynVF6DAqMh675Rs5eO7zLCUbCDdCFxZXgKMkutBUwgrLW89w9Eu/xYHdZxlMelSCRXw3IKooAuWytrLAYDAiDAM+f/xtXIkOcnLQ48Kt78NU21xefQ1WKk6tf5HCc+gMpszHKaNJDHlJCW2353GlYtAbMB5PQKgSAJYnFEUGOuetxecJiiZTrVGuh6sN1WqNk3bESvZVevM1dnen6EITT2OmeUKoPEyRI5VbCihtTpZOS9eKkOjCUOQ5uhAgy1v9izf91GhwJVoqhKsIKiG1WoVGrUrNgS4lJbPQmiTN+NzwZgIFizvPYizEwyGD/R2SbEyt4hAGPrVKhUB59PYGaGFZWFqg2agTVSLqtSqO7xK4Hpk1PHPlFP/+oXez1Ps5mvYcd95xG/fccxfHTx3/+ov8eLgHxjAdTfBCHz8s/0DHccsDW2syrcnMqNxd6JKAhilJPEJKjLBkWjMajvGdEjJhhCKZJviugysVQRSRFQlFnhK6Lo7nkcZZ+fnKcqcfT2Pm2/M0m002tzeoHznMH97W4BXrIxqUlrvAcVheWSPOcjavXCWNN1lcWiXyXMajAavLC+zudTE6Jykyrl2+wslX3o703ZcKe1ndZ+E0b/5mTv/FM5z78pfJxilRVKU/HJXiQFl6ra0uDxOjBIWxOMrBc8v8axMnzE9P8572M5xJu3xI38awn5LnxUzdWeL2w6hGvblGVK/ihSEpcO7cOSrVJm5UIy0Sdvd3+WT0PmIjcaWZRbHCu4LHOV5s8ZQ9QEcvsrO/z3SlCiZD44Lj0ss8MidgnHuEtXkc12OY5HQ6XZQx1KKAYTzlyuWr7E4neM8+TXe/S5JmZJOYYSNk7jvfyoFzW6xf20Aay5233EKt3eIbnjjPyx96EkdKgiji+LGjdLt9jj71FN7KAnG/Q5amZFlAoxEhnQrW8Xnu0BxPRYIbPr6BsSUCuVqrMh5P0FrT2e+wu7XF4soquQXfdtHFlHiyT56C9CjdAzNscpYXJElGkRec+MhDhBubVI4cYmIN0yxh8/13sG3h6ON7HDqwwtbOHtPJhGMHVwg8xfr2Fr4XMRlvl5nfzQpXf+4NVGJL+7fO8tSzzzLsDXClIKxEHD50iJ2dLUajIWJrD+Kcojeh0AWu6+C6LuHvPEtw0wrVrYSg1eTQoTrS5Ax6+/hegOe6xPHM2obl2rXLZfpdnDAcjXGkIisM1+ln4G/meOyZDOU8hc4zjh/d4xvu/G88c/7VaPsWwqjGZDJgOp0wmSasrK5SrTcJ/AjXdZjEKWZWxd3AwwLXai4PHp/jnRf6zMVF6UenRM4ax0HPN/HXS31Hnhl0lpeiT6PLTHUrmI4ThJA4XgjaYkt1WnlzNZZ4EjMajDFCoU05Co8qFYJmxE5QYRrHJEkZAiRyiRY52vHxWwHZNCGWtkywNJbp/ApPvendvO7Jv0RtjvCjiMnSKn/+bT/BC3uX+Bdbj87wvPolx4CUkrQosNbSmTvA1dd/gODQzZz4yL+hXm9gjSGajrCBS+C7BJGLVR6qyPD9gFd+9S8J7n4lR4bbnPMCiiQDJL4uuO+vf40b5kvIkJlpBTCl3Ljb7eO6EIQeK0vLBI01fmvh+/HTAeNDc6x0rnDzM/8UbQzaWlzfZ1xrc+6V7+fYox9nvhgigDxPcT2FNuWt8vbP/jrxwkEurdyOdByyaXn2ur5PFAYoYcpM9twQuIr1I3czaq6wJ33a8T774wGV6Zi1Zx4n7KxTGAPGMOj36N7yVs7f/G4SN2Lui7/M2uoyrheRJgnj4Yhqo8lco8aZ089z+Pzvs7S8gutEdNOyuB9YbuCEIXu7O9TrTWqViDsf+xBNd4Uj175M03NYufYIB7eeot5soqXDn7z6l6iMNqk9+R/Y2u4wHU+YygpPXf8PeY19nhuyq8zPzSODEKRlGi6hszFSlUEymPKzby8sMh6O2drcxngRvzn3b/GiLvfu/BOUo2YpgCmB0bPLI2hdYE1OlmeMRxOkLJDCMBoMSbTED0LEjKCYaY1KBqhsgl9MyZwmRjlYY9jb2WXj2gZpmgMS6Tk03JBHqt+MsJo3jX6PNJ7Q3dkmScY02nXqFZfI97C6ZLgIIag3W8wvzNNqNvBdhygKaVVrZOOYQZYwHOzgmAlW92i2WqwdWsWf5jz04EO86hXv+fqKvC2GdPdGhFGLSLeJpyXvt1Kr4noK3/WxQUQynOAKBaqsWtZaXKUQotxzJVnBcDiiqv6HaT9LptQ9ReA4VKpVDAXogkJKiiydhSiUhSxJYybTKfV6nVFU5S9e8x5W7B7T2w4Q+ju8/uK1GUs/ol7zOHRAYnLDzuYGu7u7zC/MESgokhFLC02UFPi1EHMMrq1fo9qo4Xs+nuviez5KzTo4QAOTJGVvZ4dsMuY92adZKtp8qTjF0IIjBEJUMIXBlx5Hj5xg+cAKuYFpVvDo44Jf2+ozrFxHXMTESYpSZWKYI10c5bC6tkYQhSRpymAyQkzO090Yc8/dryJsVOmN9pmM+pz2j2KFREqN75fq1T933saJsM/T+3OkhcGxLr9mvhPHVaTTHOWHPKTewuPB2xgUE1y3NksEtMRxVnqwg5Bnz53l0csXeeGX/xmP7Y951a9+mjTNcbDsHD3O1vI80YFFrleS6267GSMEOYbOXofVlRWuXb1KpVLBDwMarSan3/Va8jDg0N9+jmQ8YToY02ouojwX4QU8cP0q6wt1rn/2GtGkTCmrRgFpkpMYKITib9/0cq5PLfecu0qexqTZmN29XQa9lCDy0Rp8zwcsWmez/840HViyLKFWqaEzTfs//iX+4RXSVDIcDcnThL3dHXbGHfjhNyMfmHJDzyW47jiT8ZDusIvZGhIWLtfW15lOY6RQOK6LH0RkWc54PEVrS94IcEMXNV/DrneRUhIGIdOLXdpjF69WRVLGMBdFXt7KJjGDXqm+F45LnqWMBgMEhr3dXba2exw7fpIbrl/jG17xJdKswnNn7mUwjsEKdvZhNGnQG8zhVxdwowWCViliSzY26Y8Vsc4Iw7J/HS8J5nTJ2y5z1gWPH2nz1cNNjk41r7s8wFFq5pCx/Pxda1yrH+PbN9YJ8hytLEqUWQNhrYpyXKxQBEGVQsDTd72dTrXFD6UbBF7E3s4GrUaN3MDeOKZfbeEaS17k+I7g8YMn+M2bXsONqcvKn/0hQRjiei6RF9BuuUSBR71WwxEBxhqM0Vy+615O3/RKFqe7HD17BTwfN8sIR0Nq01KpDqC1xpEKUxRoI2aUOcHC3hVu+9QvMXri4ZLuKMto2Nd99D9x46E6qQBHKTILYpY7Pre/zj37p+lCqd1BIFQJkzp67mvcIud4riTk4Pk+/dzylTu+neu2nuB1lRFz7RauI+n2R7TSLu60izMV1Ee7CCnKRi/J6He6rF/3BtZvfiOit0P4xd/h6LETjJOcPM/ReYHrepxM99n52pM0kz/h0KGDXM1TMilZqtaoN9r0BwNyaTm0ukwax9z56V8inzvAijJkboVK4CLbi2ys3ElUPcgp8es4rksQVZjrnkV/7Xc5uPM8UXOJfm+A5wwZHLyTp295NYubT3KlcZx7omtcd6qK54ck05iPve5nSaTPO//kO0BnBLUGf33gPVS3TnP8ylc54ZxFOj4nz3wO6wiW08vUeoKuzqnFu4SjDSaTBKEc4jhl69AruHjwDUSDOrexzXQas7O5zXPHv4Pn29/MW6/8Cjfp5/HDkNAvGI2G+GHIdDjm6pWruI0mUbiBM9klKwqm0ym6yJGAMAZPOVihy38xIAWN9hxn7/xuqr0LtDYfQJoCnSUz1xjl2m/jy0w3jzE6fBPnb/9JovEV7n38n+G5Lp7n4fl+mflejQgVvLX7q4xGfdJ4QjYdkqUTiln9azbqhL5PrztAKsH80iLNZotGtYIjS5JpFIZ4jk9mYyb9CcXu57lt9xeIBSyunmQxiHj0C1/hXGeHH/vR/981/H9Z5KuBJFOa0XgX5Tg4Xo1CSPRogjUayHEci3EDpsUYJQWOsKV9TrklFtZahnFMMk1pheVYMNeaIkvwQgdHKaKoQpqlSGtxPY9Ea/IswxEKz/PRlpIv7HmcWzzA5iteR/jcY7z9L5/ipn5a8qpdDz+qEwRlCtuhIwZrDbub23T2dlhbXaVAkhQJMgzI79vlzKsvsffVDtUzqygr8UJNdc7h5SdeT1AJsVh2dnfZ3d6ms9ehOtngvuYzHHIW2DrwllKQoksimp9u064ZhISLFy4wzXImky6VwTN8lZtoh3WKPCafpRxZI9A65x+f/CrCP8cXx28jCENORJt85+Jv8XD1MA9kLydJY65d2yBPc6ZJjhGSwTDGaosrBbuizcQ/xjTfoEg1Snk4joe2mmmS4xqJF7iAh0BR5DlIgVWKOE5JC0gsPHf6DOOtLpVre7R7CWEUsb17lbl6ncNPnCWqhIj7H2ZtdRUvDJjECVJJ0jQlz3JAMBrF7O3tsbCwwBs+9CkWjqxRTBKK17yCR++5kxNPnS9tfYXlbZ9/hnO2oL3eo5ibp7O3y+b6JnMLCxTDEYNmg4uvuYvxbo+7z24QZ4puL6c/nKK1ZjAx6NtvQOxNkEq8xNjOI4fT3/9azN88gv/YRQ4eOMDc/AKT249z9V238PifPYtzdgR4BJUW3eMhxX3HWGw3uPrvP0632yXwAxbn5kl+4m84fuoUZ3o9qmGEVg7ScVg7eJA0SUteg9Xoyz2cjQFyZ0yapkymE5RyyhFfntMb9QlUKQA0tgzqmYzHpRgwCAkDn/F4jO+UbGtrC7QGawr2d1O+8vi/olJZJKoGFE6dLBfsdGv8+sd+lkarRXO+SmHsS7dnZiu1MAqJ44SNA3V+/y1HubCb876vjRCzf956vs+BccHLd+KyqbelN1wAy8MpU1PgZzmVyKdISmirVIJWu83S8hobVpBe28INfD63dhudoM63bw046Cvm5ttUIo841fxy6wYeqK7wr/tTWnu7GGNYSmMWp0MaO9u4yiFLMwpdzJgaAivLZ7gw5e3IIrj5sS9wSIy56exD7MyEeLETMnVbdP3hSxZApSS+7+M6ZczxcBqXQjClWH3q8+x0OrQPH8V13VJBPcObSsqQJGkkZibQEyX/FDnTFs2UxeXOfga20UaTpCluWNBbvp6tG7+B6vwi9uInESpkEo+ZDnt81/BX6fdG2CcNk/GIHZ3julXSNKdarXL0mc8QFgmHrjyJMYqN9Q0OHT6ItS5FmgGC6bTUG/lBmYleazQ4/eYfYGMy4IbHPsl0+TiHxuucThWy02VFKlw9Br+B61pC36Vd8XjDZ/8TfjIkcF2U59JszZFqxY0bTwIg3Dqd5jKPn3oTKkm5ungnW6LGYOEkN2w/QnXjUaQ0RNWAhe5ZJjJCWoHrVclqS5w98gbm5q7jpvWHiG3pFMkECCHJ8oRpUVCPXN7z8E+w3+mT+xHKCqyxzF1+gDstvKKxT2O5QRB0cNSU+vQa9WQTf7rDqJiSFYZkmpcT4EpYiuNCH0fBW07/OEmeM/XcMqWzdT26e4HBoI90XPwgQEmFFeUUceQ12L7u3UTDa1y/9UCJxFbllAZryqRMP2D9jvciipTw8XNUxxcpdAklklLi+h5+GLK4tEitUkVffYFzmxfJLThSUG83GIxjTG6ZJgXTWGONZG55hbm5JvVqlWoUoqRkfq5F6EhGowEGSzpMuHR5nXGaoyKP5nyLvDPk8vo67bWVv7eG/y+L/LVLGyyvLdFqBozjXZx0gl9tYUy5Zy/yjIvOPF8MX8Pbxl/my+EdnNIbvLX4KkrJsshrQ386xWYGWZPlDTLPym5bOHjKJQgrDJJOSXQSiitzc/zhvbfz3icf5uSoTyod0jRHCsGB55/kzb/7K9w+7nD90jzSdxBCstcKCJVgxUbkFrTVrNx4nP4/uwP5wCX2H7jI0soqaZ4wHnep9xcIehH0AybTGJvm2Hu+ys5Cl+L+Ka99xS0UYkR/b4/luQXa1Tab2zV+ZfwupsEirucRhFEZFiMMH9j7v3FtzH/q/CuUqnBodZn7Jp/gpqWv8l823sNFHaJ1jrESVMkGr3nwxrVLFHKPycEfZ39nj6NrB9nd/Gsu6TUubl5EbkmSZErg+ewPYhzHQ1rIjcFxPBrNNoktGfhmpixwXYcsy0G4WAOeW6pqtRFIQAuLsRrfcagvzNEZdlm/uoGfwSv+08dZXF3COC5gGA76hJWI4C++gDCG6vIqZy5cwCYF1914HXOtOqBZWJwjibPSwZCkHB7FtI1lRwku3H4DV2+6jqu9CQfWE9CWhWmC0y/FT0EQ4Ho+QnkYo6lFHun6Fnf//Ie5cXmN33/HvRzZ3OaFhRoLTz7Hzm3XE2ztsPPa2+G3/4Yjn3uaSlSS+PJjc3TuOEyQxLhPrrOzs0OhCyZbTZzNIcH6mFzVyXKNlj7qsQ1q/+nTNAeW8/tdHBySrGD3gI/44OuJP7/F4ewAW+sbqGqF1dVVNre3SdKEqFJllBfoL13GPrGNDAPcRr0M2CkKjLHowtDvDliaW6BaqbHfHVMIQZymNBsNarVKKSATho31a7h+gNECRznMNeosLy6QeHcS55Ju/BzNuRWa7YWXIHVaa7SxuLqY5V+Xz5fnuniOIstS6qOU9jDn0LgsTHamSo9yzT3rQxylSg6FBDHjel9tROw2AvJKQBQFSFpcWR+Wdtgg4PLBQ/idAcp3UVLwwQf/O0OvQvvYcVTUotGaw5gCh4JbijFb+YR2OsZaGA2HHNrf5Ke++Gd87pmvMdAFGgPSRee6lJtZi52h+8SsOMgk4fYXvobMY6w2FEWONx4wv3OJ49kOtXoNz/XLzZsEz3WZFoZzrcMIcYU8L7UySikcp4R0aVOKhLUAIyzWaFzpk+ocYyhti7a03xS5RkkHIQxW69laT5b55DO3y6HdM0QP/DdOih5eNUAARRaXca5+QJ4ZkjguGSHW4nkOnl9aHtNME5x9mKBSxbQXeOS138Pzo30m8wdoXn6SuSf/juff/W84cvZzHJ1usxc1OdBo8ImTr0VlMX0bsHH7O7jpwQ/x3L3fy+q1x3nLV34L6wQoR1GGZObsbO9wfbBPkqdMgwArod/r4UdNlOOjHAddZGwcuI2Ng3dy81f/gFdfe5iFwQaDhZPcZnaY+F75Xo3GvOwLP4uQAbLaQro+LZvy+i/8DKuzIK40LhDCRdhSTAialYMr7G9vMJ3GIGZgIVNa90KlOHTtfnxvBSMbLCzMg+PRzp/lvp3zOA0PT62wFZ6grgaMpvA7/jdy7/xXuGXxAnmeM53EDAcjnr90mWH1FI/c/os09x/hhmd/Ej+oIKSD63nl95Ok1PSAGz/zozT1ACvAq9QRyiGLJ+RFGf+sioJTn/4likmP5rnP4roKE4W4vkuj2SCsVHH9gNbcPL7yqbdzlpNyTbC7fZVC1XGXb2S1OMPVK+cQXsDayhLLa8s0fI+wWsVTXhkcVOQIm6GnMRqFLjKGwz7aQqPRZLnVZrjTxzoKWWRff5HfuLZJHCesHlylVo9I0iG9vSG15iJCBWAsF901LnurnPMP8bR3jEER8dbkkXLkLSDXltF4gpixoFEucZygKAEwUVTB9R3ycYKrJAh4ob3IhZWDXNjZ4IZkQndG91LKI00yrjv/Au25Bp7nkZsC47t89N0nUZnmB//4KpVmaa3bi6C4uUVkFPKRDba3N1lcXGRgM8zbHCa5yxuW7iZdNiTDIXuTLjvT05x56Dlef/OP4LPPSvvjuP5RLl/bIOqHZPOvI0+nszxnjZIlE/ysvBWZ9jlanVCt+7RuuJ7OhXu4sLNLVy1TZOUuKAgDkiQnzTMS6/DvnnwL97z81YxHA4zJceaP8WeDn+LB7YdwixzfCqQt1cMWi+O4ZLoE4kjh4PkB/X6PNEmQ0sWIkmA2Hk9IEzCOwhqXoihI0wwl4e21BzjCOv/+n/40/XqF6m8/TDqO8f0A4TpoA3PNOYSUdLZ3ybOMJJ5y5OAaUgpWV1ZohlGptygKBtvbrK2tIIVDJXKoVgKG41JYpByXdzz+PNdt7nFzr0D4LfIkJs9SJuMhG1fWCQKfQ4cP0apVGPS7TEYjapUKtdOXKJZWOXdomWmg2F5uo5Vk/9gaB/p93GfOU3lhnem09H0bC52lY/gbIxq//TmC0CdOxmR5ztXvfCvCWuobY4Z+hHQsAkM6Dqk/28WZa6OFR5GmCFEgblrCXjfH8OyInU8/zKg/AGvpvPkwfPsrWfrvT7Bk5xnW68TJlDievtT9j8bjUvhkypsx1lKpRni+W8b95tBoNGhUI5aXFrl81zLTE03Uf/gU+uQCXIqpXecxXImZvvE8pz+3yfwrd4i1Zu/+EfX6NspRJEnCdDLBUYped580TfDDEMf1iKo1xoMBgas4v1pju34bL0wn3JXnWFXeYF/ExTpqljuh7UuApVu2+gRdcEdjVL2KdByMtDiO4uF3vI4/ftkdvPGF53GmQ1qLixxMttFDDUcOlIAX3yPPC5Rw+Oa8y3sHPc4nEzq2hNWkDQ9rJWLGllOOj+f75cpAyJnXvUArByVLyymCWeIhCKlQysV1XBQG35E4rvtS42NNGWf6B5VTfKJxgrcdGFI5/Qxa52Rpwmg0olJrgIHC5GUTIRXWFlirSzGg0GDKca0QEquLcoc92/cL5WApCXiB7yBsKVA71X2BZqtG6DeIxyOSOAYpmZ9fJEkF1bxgf9syHPQRQiGlYnd3n2qtiRdUAEXuh+xc/yqCSZe4Nk9eabE06dA79jLqJuXM0nUkUYv3/eE/4q0f/3GksQzmj6N3z3K4f5Hu1rMsX3sUKcvQJ4DCZAhraDbbdLvbuJ6DEJZMW2r1GoYyPMcYAdLh1vMPYOKE409/smQNBE1WsgmXkxHP3fBORgdu47Vf+AXSfEghNL40uAI2Es0Lr/pGsnyL6/f+AG0y/EDhuwo/dKlVKuxtb3P50iXm5ufLeFebz8J13BlkSHIhvJXVdIQXORTdgiRLeSa4jXPtt/Py4QN8KvoeTuQvcCL+IperJ3B7FzgZnGd7p0uv1ydNpmRxiuxdprH/KI2dr+D7QZkAai3oMumxBB4plnov0Kh4WEdhlCx1JNpiCkNcpOCGnL31nyF1ym3nP1s22rYMfTo/tDjhGq9oFsTTnMEkpjuKcYKAi1cvooALR/41g6U3clvzo1xvf4+z65eJmnXqlSpV1ytXPq7CCktuLX61Tqop7Z7FlCB0CQuf9nyThbkm08GYA2tLyBmQ6esq8rv7G0zjEXE8ZWl5gbmFNr4s6GxdotZcwPEqvHbwKMfia5wwW9yhL7Fg9pnZWrFWkxmYThI8VY76cH2mnQ7K2FlSVgUjSlSgUg4GeP3pJ1i6epm7kgkq8MnyHDsTWBS5wa/5OJ5XesGzHMcYjp3eoeiO2bh6lYPqKJVqhZXOhOLDl6j2c7aaDa5dvoLT6dBYmCd+aIROfTayKywcWCWoRaTPLHH+c89zaytAiw/Qn5zh6bPX2NzcZTKYEiiP2vIC0inpfGma0NndRbkul5LXUVeGfxn8Anrk8l+fbPHkszmT4X14YkoYFAgsxgqKIi8pSFJwbTzPyjCkHVrm2m0mWUq/16dIMvIkw3oOoR+UvmKdlwIca7EWsrwgS3OyrCipZsohCF0c10FKhzBQ3Fd5gTc4X+bj4tsoGqtI6XK9usAy62webzGNfBZ0gus45dhb51gLfhBQFw3GvRGO69BqNag3GiR5Tme/R2XJoRCGjc19hr5Dd7mJt77D5YUm113aYHl1CSkFFW+NuVobf2eIV13AKkkncni+VqN47HGslYyGY3a2NlCOR2e/Q5FluNJSCT0ObHf4Rx//PM3uDud0TPXKOtx6E50HvsK5Zy7jz6+SY3HdjLwwDG86xHhtjmboo/Ic3/Np1VvYZzZIJrOIX6uxM8+ytuD5EW5QpdaYZ2/9IhJN8JGvcLSrqK9PONMfYHNNGPjkt6/CTUvoqsezX36aIs8JAp/qvScpkgw5gGq1QZwkpHev4g0lhwOXerMOAlzHIYoiwjClXqvgKEH/xBzTU/MsvONWkm+9ibkXnuPo9WP6z+3hrFbZsedYOWwJfcuzv/EcubFM45ioUmUyHFGvRui8DH9qtNpI1y33fZ191hbnaV7bZeX5q9yRh4gZNlXODroXR9zGGApjcGc599/w5AZ3dnaYCsXcwhK63aZ5rcNmZ8yR58/gL9RZ2NogDSOssaAtWZqSxjHKHTGd9AmCAKkcpFAI6ZQZ8bZco7mugzHldyCkLMWObgmvKZ9v+xIa21jK2OGZXa78WZY3ybDG9vJxnut7DPevIADHUSi3FGTeMt3irK1wYP8yA6nKScJ4RD2OqdSaaGtwhEQbeHFsoGfcejCIGf1NWBBohLXkWYlb1UoyjhOmWUZqBHmRoYyk6dapVKq4riLTZe6EVA5FpnHbS3zylvexsHMe/8M/wXg8Rjke9XqVwugyZ0NrxLDDq37nn9N0CvrWJRj1aSnDm/7qZ1FXn8O/853ouVVUPsFb38MNGjQmQ5bPPUw6HfKG/f+IkALjNVGOwRpD4EsCr8Jo0GNjY4u1AytYY+gPeqysreG6IUVRZhRm2uWJ49/Ak0feiJslLD7+CRxcyEG6dXYOvJz91hGK6iJMYtyghnKjMmGuVmN7/kaIm1wHNCoBTuBxafE2zLjHM9d/Jzc++pscbO4RBgGTOMX3PWq1KoHnEE9jLi69jq8s/2M6+cPct/nbXL26QWEMl9vH2AqOMdn/LGv9R1mJn2V5/yFe27lEO7nEdrOGVYLmXANHLWFQuK5D4/zPMBqPEdV62bBZS5EXSClKxobrMB2nJclOGHKbIiQEns8oTSm0RhGzePV+iPs0Wy2ELe2aaZry2O0/yrh5A3f5H8PuXiQ1lv3tHXb2ruG6MNrv4RR/QSQd8M7zmre+jcGf/AlgyNIJuefQrtUxWV7mKSiFG0XIaYLOCzqdHpnNUY5kZXmBahQQthuIiofM86+/yAulGE9GJGlMkkwZDIasra0y364xGvfI0ym+X+WoThCOw2q+S8SkHA2VYXwkecFoPCHw3JK5LBymSUxFCqRShFGFXOdgy5u6wWCznOuG6/jtOTJrGY/HpWq20GA1jiNxvRIaYI1BSMHJP3mEc8+fJTl+iq2rl1g9fAjXEczt5ri+R7s9z/5el91ul9QYGn/QpjNNuX/hM6wdPEylXuXKzkU8bQgcD+38FC/sPoXgWRqNJoPOkDCqlSNC5eJ6HuPJCIMmT3NGwzGN9hxXG29iiouHwHckqbVgC3QOruuRZRlJkmKswVMeoe8TVasI6TDNNY89+CCd7T1WGm38RRc3dNm4ts50MCYMAnSRIYUgCD3e5nyVe8d/xK+pf0Cv2cKVkh9s/BXNUcqvqG9FSZ+DzhYLdpuG3WfdriCs5WPi+6jaLm/547N4820e3euS53npqV9a4M9/8D2c2I95/UMvcPzkKRCWa/MBF4Rm69JV0laVYG+fC6+5hce/4xvweyPGNxzG2R4xXZ6n8pO/xclKjSTPkK6gkAFaajQSYQ2ffNWNXFyd4+XnruI+dZnJqUM8/s/fz42feBD+ZqvcK0tL59676EcVjvUT0szSvrKJNYr25T3WB0lpqxGQFZo81xhr8a7s4B2cJ4ozHMfDGs3i6ionHrrMk088RdxYYDJMkW6ALTIwBdVqhLGCwAvxfR9MgTKC9tUxhbGkaQoajNZ4/+aTHL7zJta/dpo0y/BclyJUJD/1JsQ4Y/oDn2I8njI92SD/oZdhz/Q59fvnEBKyLGXvVJsX3nqc6z75AsGVPkLAXX99luc/+mXUpECcWmTwxQ47eyn7f6vBTBk81yF+2CMbF0gRUqQxFDmerJI6MBp1cYTBkYI87uBpn7grqDopo941mo7De//sQe6651UMZ6ApmMFkrC0TFMVLRKjyFp0XSErkp3KCMpUMgdaGtcee5q2Dyzy/u8feWOA6HrmWSOUSRRGusnhRhHJ9tCknTgKFznOmk+EMalOCaIyxuK6H63m4Ss0o3KVgV2szo69JhCrtuMYatNakWQ5+QG1vnXf+2c/xuluO44U+yXRa0vOkJIpCbs72Odq9zIVpF12t0um4pTal0GRZijGWrEjp9cGRivEko7ClDVi5IdrAdDJkMh4yGo1KdsSsAUikJZ4G5HnBcJSjgoLe7W+iokasYkEbtC5wXIdKpU6WwFQ6XPLnGEQjbjCGJEkYjTscOHQUQ9nA6EKDsLT660RhgFcYkD5G+jR3LiL9kDuf+zSeKtPgonoV6fgYC27gEgQRwuYUeYzNYprNOrrI+Pit34tGcM+nfpzOXd/Iw7e/n7XNx9hYvRX3734av3OOXGuiSpVWa47j3WfpVpc50j+PnuWwF1mKX6nxDY9/iNbKCjbeQ7s+jhciHRcpBfV0xJu++l959LYP8LUbvoXjX/kNztZewfMv+yEaG08zah5msnASMT7HX77spwn7V3nls79GUWjGWYlyDq59lZXGbVwfPIcX1jl0OAKlOCoeYTzY4Eirz+vUg8iGg2nfxnXKQbkHUdKZhc8oXCXxlcfzp58jLmaFegZiKntdMQMxmTLoJ82oBj6u+yKoqZwbSaVQM75BVl8Dt8qwPyjXY04pxp3vPEqrXuFwxdL3ffq9LoPeDp5jGQ16dPsd5pK/pDL9DLvjo9ib3s+dd93NMNunErg40pKMJ+RphvBcwopPt9tDKIXRkk5/wrSwRM06awfXaDXqxMMJiS9xs/+NIt9ozjHod9FGs7u7TZqmaK1ZXFyk3W5RWJhMe0gVIYgwUmMwSFEKXjTljYOiIPLLD17OCE91JVDSIaiEpHlMScWVGF1ynV0lQZYivXgaIygFfY5ykYDn+bO8eA3SJdc5zWadUTICm7N5uSBqNVCugyMdGvUGB48cw84wtXY4pFKpsbO9RfONGd7rBI0/WuDChRG9zj7JZMqo32ep2WIwGjJNJmSez5WrfapRhZXlFawtrU/G6DKasN3kwvIH2Z2MmGx3yJKYauAShf5MVS9xHRdLuY8rtCYIQ7woQgvJMEkYDoZEg4v89KH7ubT4Lh7yX0OWTOl1uiDKXW+hLVElYkV2aJkOrh5gdBsrJKtim0gn6DxHW8XfyDdztvparsS1MlrTWhJRwSifo40FJklpaxJSlAS5Zov+XI1dDcrxCD2PQms+/rY7GYcuqrgbgFf+x48xXGiTL7dZfOApTjkB3S8/xU67xfwwQawIjLEEUYRwfHCKMi/ewMtPX6ExGLPUjdGNOYrjhxm3anB0jfmFVTAW//pVPvF97+ZCd8SPfe4FUlswiC3xeMpGCmdf9wrmvvA4q60FBqMxWW4RuqBYmyObqxMuzNFIBYPrTvKZD9zFLZ+7gHnUIoVDnk9IRrtk8ZTQEYShx06/z2Q8wJndLJXj4Ps+8XiM63gUJicrcmR/irc9IUli8ixH5zlekSM//gxhVsZWZrkmfW4T8bdnWOx6RJUKk/EInadMblohbQbkrYDKfgXHKQWY3noXqXzqv/YIFy9cZudjOZ4f4DgKgaF3wZZ7XwHKWAJjcXNBRAJKl++G6yEx5PGE/c1eqSC3JXui2awBJfpXqFKc9shqnT+5YZH/46lNruvGs+V3uTVVs5G0kgpkSTBLshzXC8psCWuZTGP6w4x2q1Y+z9agjUYWOfg+WFDSwXUDiqKkTcbx+KVMdW1zkjSdjawFuijIrSXLFGkmyY0G+WKKzCwZLTdkaY62ukxuxNLobbJWvx20ZqYdpMgLsiSlyFPEbAVRiSpUKxFhEBDHCXt7eygpGd9wB+lqixMXvsZkmpZUO1Mgcs2l132Q+29/Pd/94IcoTBnbbHROEEU89O0/xVmV84aNH6MSWAanXs5Tb/0henvnOHn6oyWvAAPK0Kg3GdopjcGIH3r8w2w8/Shb1jJaOMojP/gzbHz5Tzn5xF8gZOkYqdfq5JkkywuEE+D5FayYbQqExJgMrcvUMysUFomejZ9nPQhFVhCGimtXztDrd9l95TIoB6UE6dxhxpVFBs2DjGvLDLTDvLEIJDrPmPS2uFY/yXrtEMedGm1Hlc+N55HrHC8bMZdIdk2BMGUmg5SiFCci8ZMRfb9NpX6QZDplae9ZBufv59TGl2ic/xj+9gtkXsigukZuZbnaUQWe6+I6gspkj/tO/2cO3HQDrbWDHKq1AFkSUJVEiDZSCqQqIW06L3kLWZYRpylpVvBUegK3dSNhdAGRSaa2PHeREiXKpvVFyyVWlGeVLHM9skKjbUm7c1wFBrq9HqPqQaQ/T54XOKH3Uq3sLL6SkTzEVvYEeWePSy88i/Q04+6AbmePoBrQqkTU6iFFv8+jTz3Ga+++m3OPfhkKgxNJpLEzEqJBKcHEWGyhGe702d7tMklzDh1pUYtCXKmwYYUsHpNN/zfy5MPQww+WGPT76LxgPJ2QrmfEkynT0YjltVWajQqjUUySagIkoVvuy7QxpGgGvS7tyCd0PITrk8wgJSIMS69wFDBNe0gURjgYk5dIRcfDzkJWiixHOU45TnQ8FILAD2dkqPLwsdrQaDa4trtD/LbrKL7xZl71pxvUOg6OKG8YcwsSJeDatWskk5iYcmec+iNMGNBo15FSoY5c5Ez3vyGLu/HDAGM0UeDheQpdSIo8odvdmQndSp+8LTSusuRpSuAFICW5MXgYKqHDdDpiMk7ALbnV5f5BE4YBUhomSUK318MVioqjqYoJDK4hWoa5ZhOrDZNpQpGXHO08L/gj8za+tvitXNgalXs06/Ah74fwPEk6zVBWoIXDwGkhiFGyHMm7rkJZ8MKITmeXiu9hfIfFdoujQch3//fP0vKqM5uRwGaaNzx2mW5Fcfbxp9GZoV1tcOPffpXuL/8Rx3B5i6nwx3/7MOyNCG+7AWNKb3MQlN/zVKZICVoLbr6yy7Fz6zyXFUjlcvSpS7zhzx5m77nz7AoHKyUrMbzm6UusdadlN+365EX5GVx94yvZ+va3U7SbzH/iQZQX0mhVcYVl5ROPcv43/gqvEMTNOtNAkUYuRT3g0NpBUlWloX1MZ4N4kuF84NVMe5bhpask4x5KiNImWikJeZPpFEFZJLQRZTa8o8oxsjEUttSahH/4FFJK8llhdKYa+ytf5vDrv4Go2SrtpHnC6hfP0nrqEpWhQS0s4/oeeWzKUBJHIbTF5DEmT7BkFKkFpUrh12wfjbVIIZlOodCGPCt3ynmWlQf9TGFeFlOQVuK5PtpYikIjKcEyPVcw9hW9WREVogytcTBIAWkal2JRXZLCkjguDze3tOAJa3ClpChS0B7Glpnrk8mEvf19okqdMKpxLZzjMW+B48UsvpUS0jONk/LPMKU7QigJRhNXQ+LYMIqnGJEjZKlyzioNLt78em596tNMRlewmcRRist3v52TssnrVyrlZyMlnufy6WnA9vYW72wn7O70WE8LPv1PP0z4+Oc48vFfLm1PrsvXvuvfUoQVrvvwD9CIBxTCp9B5mQI5t8LQrWCDEC8M8bzy5o7rMq3N07MprqvwA8l85yonn/sMt2VbuH7Z3JVzfl0CVXQZVNJORuxkMSDI/Sp5tU1SnyOeTLDAqOhx7tDdRCbl8PbzZXBVnqGc0mWA1SAMvu/iKUFvkpW4WiEx1pDnCeP6Mp//pl/m4FOf4qbHfp/23DJv++t/i6ssjXqNu5/5KNed/1tkv0PPONTNiOr8MlJ4+K6g390mDlqkfp0eHo0Zx145JZYXA3FaIKSLJUd6DtoalClvyu2kw/c8/nMUm5e5mhWY3jY3ffGXqFYbYDT7vRHNRsEHHvsxxp0uUrnALNTFyNKuWViGgzGd3oDJdIrVYLKc6bR0sRRZRp5nZHlpn5VSMB6PyPKcNFjmzDvuJzT7vGL8e8TTlFwbfNcjch2KQpRxtrZMj3NdF2tztM6whvKdF5IsTxkMuqRZirCaQ7/7TozOKMjRumwUXODU5l+we+Kb0XmCzicEnmSn26Wzt08Y+DSqIfVqiKIUUq8//wy9G27k6PFT7G6dZTKN8a1TCkGFZDCckFcj2pUK+/sdRlmC63ssLsxT8z06+13i3S6bOzvMR42vv8i7fkAcx9TqDeI4ZjKZYIuUnZ1tsiRhGqfML87TnGuRZIbheEhQD9HWUljItGUUp+zublIPK0QLa0z6PeSLwBDHw/Fc8nE5goayW8eUZCaELLt2XYbW5GmC77i4jkcQhcRmipIKbcsOyJEuRWFRjQqpJ9GqFBW5fogb1DCyFBxlouDSuQt0+x3CMOLSbwX0HhUcvm8XL3S45TueJmw/yWNfyFlcu5vd7pA410zSFMexuK5CFzkGged5XC/OompbbG430TqBWr0MHckL8ByG4ylZVpAmBb4KZgSj0rMZeA5pkmCFZTgesLO9i7DL/ND6t2GcOjfXLFHUwB0nxN0hWZYTeH6pEg4rjFQTbUaUvv4C7dYZWQOi5Nu7TqlmNdYgHIGUpWJ5imE6nqAMHD98ELM0T6PaYG6+zeDKJtZIUsobnSkMd1/YZZSO2Pj453ALhf/Nb2e8OULt9KgeO4w2hiRNMVrj+yHKcVlcrFOr1YnThEatgfJcRpMM1/cp4qRUOKMIfIf5JGfzpSJgCFyHdzx+ASscbFBBCEWWF+SFpn7/V2l6irm/eYgkzXBxkCojW5vjK//2/UT3P0Hr9z5PHMfMffUK3yna7F64RH8yRVR8knjI7vYG4rYVOt92G/piH+/+JynSGKEkylHU2jUyoxlPJpQRo6XiPQqi2Q2gjCa1eY5SLs1Gk2k8oV6rURQZi4tNhoPSVuoqRbVSYTzMsAicXkyKVyIyRSkYLAltGtfz8T0PYS2u45QaAinKYAxeFHn5RFE4y1wonRUvhagYjec5qNn/UxS6BK4YA8wSq0TpD3/1pS4Pnmjx0Ik29/W3yzEmpQBvYDVfvPdmTj7zAjtXzpHFI0bdHfJUlEluRVBG90YRSjpMnIAHb3wLi57HXKbxfZfZ7IHfjo7wsNvmu9sHmN+4gpLwS/e9nZ2wxsu++BVEnJSjTyU5865/wGdf83a++xP/L6p7T2FFUPLeHcXzr3k3z7zqXTiu4Mj2H0DQZH/pKE/f+w+ZFj3eHO5gTQnrGcUZ/z6/ATt3hHeZL+N6LtZxKLwAHVZxHAfXcfBdl5v++kPUl+ao25ykUiE1DnkucVyP+z7/u9w5PU2RDLgi5SzdzuKagrf/3r/mjuNt9kUp+sMabvvSH3Ds6AGK0C8LUJagHIinE6wud+NZkZFlMcYUVC4+xqt+4Ztwkgn19jxCecRS8uX3/AQqGXP0Ix+crSrLOFypSl2BkprDhw8ijSG+tEeqSwGYxqAQWOWiHZ/crZCkGpSm4pbpehu7XVxX0hCSzBY4gx6J52HHMYEvmU5TkkJx9tRbqQ02WDz9d8ROqcIvkgLPjVBulTRL8VwFNkFYM7vFlzoK5Tp4eYwjDa7nE1YbSMenMAKJi1+bx6sELIQSN3IYxxrlOShPoXDoLN5HV7bZeeTDSFsisH3PR7lu2dx4Do1WgLUBVlhC10UKgdaLGF0+w97mR6gWXVzHYWITjNVgihJnjIOlwJoCCkOepXT3d1E2pd2s4vpVUm3J84Q8jYnjKa7v45hJqXz3ygwDOUtDzNMp19Rh/iJN+Z4Dl+h39xjHMXPzi6TZAD8I0Jkm0yle4DFXq3Lt6jVuWZ6nUasRVCPSccp0METb8h0OleDDz76LR3v/guuDd+GqfRqNGo5yyJOUertFdTLAr4Rff5Ev8gLP9dDa4PsWx3WZjIYYq+n2+0yShDieMo0nLC0t4UURw8mUeqXMwf7Prfdx6d55vmn8fzLYvMLHvuPf4emMb/mTHydwHMIwKhX4eUEoS6VqUWjQFkcqNPYlq4kuyhjXej3A81wMZYazmuVkg0RrW2IX/26HlQsuTpFB4NLXMY3Up+JHFCZDf98Ka/Ec8Y+fYXNrCwfFynuryFNj3K9JvvL7B6kvW1SxTKwN4/GUIikonIwsS0lmKnc/iCgsvNv7NLW5KR8yLyMMAwrfLx9K5VAYS5FqHC8glHZ2myoJXEoqlHDLfbKjsFpQZAVGZ+xLC0WXC+cvsHr4EPPzC3S6vRK+UhT4jkPNzTB5Blbi+YqqK6m6mk5q8TwPXypeHzzEpJjjCfc2jJBgC7YPhNz/Tbdz5HNneOO5mCgMqDYqBH6EF/gsry5TFCWeOc+yMnxISuJ4SpFrKq6HF/qMxuXBVZlxDqZxjHQkph6ysXW1FExKiTWCRn2OlYOH8MI6eeGT5QXGlCFInueXL6gRSFW+NIHvMUMeIpVDnKQkWU5hLXZrn/ovfgQRVcijCKE8sixl1O3MmOMCNXu+Ws0WlRzSLCtFhcmEnc3LCJ0gnrhE9PuPsLRXcKGzi6vK22kBXP65t7FlJOEPnSt31gikq1g+daS8UcxGwEo5uIu1lwru0WNH6fe6jMYDsjQjjqfsmyHnXj7Pked8KolLkpXPUaELPMpbOtaS3tIiP96icu0qRlssFtcPQFjyLKc/HmO0xnVdVleW8LzSX763v4+eFfnA95mfb5NlGaPxmMk4RskS7PLiLh5KkqQjJXI2HCiKAiHUTGRmOXtijYdfeYJB5HLjlx/D5jEKWw6gjCVJC5JMkxYGg+TxA3fwwE1vJJxs8a+qIcopOQGFLvhAco2TxZQbR9t0HIciL335gjLIR2clIkTOpigCiyMoG3tTThes1hx7/AtUqy53PHc/A6WwUrDQucZdT/0lbz40R1atUBSaNEnpdXt8QE+JKgG5U64Zg9427/vID/DMk0/hNudwVWmjO/T0g5w6UJ/tZ8vvQs30Pg6SSKdMhEDNMLva5CAVvtX4lJa94qwAAQAASURBVJ+rqxyso0jTcu0hZwJGz/UwNiMKQ2wh6PTGs0tSjO+V9FA9GTAYTkiSHMfz0EXB0U/9Al48xGhBmsdom5cpja5bFpbQZWQlUZGSpWn5OdlyuoQS1Pcv8+6Pfi+T7i7VehtnJqrzAo/W3DLaZMwvLNGoVDhz9iIFqlynYVFOQOiUYl9hNFFUASecTYYsWIFJCyb1Jm2/QNgxg04X4ZQIYoXi6Vu+lcsn38w7vvRTFOYqxTRGOgUgMULwpXf/GtIUvP/hf02/2yUrNPV2C20MeVbw+LHvY+ot8AH1PCvOCN8tP5c0z7BC0Wq22d/dpVKrEIQhOotLLZiY8T/ilLsGf0WSaZIgJI5zpFZYXZDGExBOKUwsCoy25HlWrrq8CtOswMlHFMJDYKlUIoKoivJcMJpUhYjxTrlaBqZ6SnDp81zXPsl9i32CRsSJ66/nT278r1CkXP/nby6tgoXG91xajTrj6Fb+y95Pc1//07xzbp1mtUIoFKNhl9xa6oFP3QPHlGLVIssJ6i5+6JdqeqtJC02exKh28+sv8t3dDu25OQLfx5uJxpy65P9D2n9GS3ad57noM8OKFXbeu3NANzKIQBIEc04KVBYlU6RMHcmWFazge2VTV7Zl2ZZlXVlHkm1Z2cqZYhDFDBAESIIAiJy60Tn37t6x0qoVZjg/5kLr3h9nnDEkjMEBEkR376paNecX3vd5i6JgWhaUdcmly5eZFiXVpGB5527mul2UUCgvmJGOnvLc/arXcurZmLgpiKoChSWKM7p5J6SeOYeKXho1hcg/JSWVdxST4pqf1dQNSkKkA3vbOYsBRtMS71zwokoV6HWEONsnvn6ejV0xN/yfL3K4t4dO3kVVBVSC3TtC0pcpLeaLCcnGPMMTpxiOchb6C9zzxhXU3Cw7VlYYqw0aM8U5S6ICfAchqOuGPyzexqKaoHbvoDszw0AomromiYKIQwBVWVPaksYGgZhoOQI61nhnA9xGSWItaXxIZvPesznc4lVXHqGfSo7YW8FZpJAsqwEfUr/L8emN/DfxHrx3/KveH7E02eYXmh+hKCQ9NeEt3c8wNDM8NL0ppEIpoKyRVYOeNrjagPA8+MqbyGrHHc+dpbGAE2znCbMNpFIj8IwnE5rakOQxUkvGkwnCQZ5nTKZTmqbm6v/3p/m9mw/xrb/4v7BXr7I5HJPGHb7y3a/iUN7lrZsGL6CqTRBU2fB5Ou+pG4OUMmguomAt0lmO0IqyVbh6D1VZtXSzMCpPEs3axhr0diC1IOqmzMzOMjPXI+vkKB1EWOWwYH17E1dNiLAk3S5ycQZfTvDOhH2yCNAXxhUKHaZXrSAt+Q/fyMU3Xs/yf7ifxtTgIPv2O0j/7dcx/aNncZ94muFgRFHUXLq0hpIhwOX4imTtTdeRzfQ49JFBoJepBOEM3iqqcoqUgurbDmN25Wz+6ZdoLhfUdVDMaxXyGwRBhe48XLm6RhpFSAH9bi8w74XENA3bW4Og0BaCxcVFtIqZmQlKcu99eH0eYuf5ufvOIEUbJuWvreW568I2V77yPDe8eJb5lV2sXWpCrrvMcFKzPZ4idMpM1iWO4K5zj1H3Fnjvyjw1Da6qqesg6DsohxxgxAnnybs9JiPLT3zlM4wmJV9tDERxUNkrzcvu/QjfduQ+cm0ZChXEXEKgIkVaFtzyxGfw1YgtEWxWWsDLXvg8L9v/9aioF1ZMAnr9Hm+6epl4InDdHt5DWVY041FwAMy3Y2fvWoucaIudBoT6eyGiswjXIJ1BOIcQPvA82n2uswZBeBaV8EiC1iaOYrqdHuW0wNgAeZFS46wnTRK01hw4cBDrHKtXrtKjfQ8kRFHC4uY5LtzxdUyKy2TFCOHCBEa0q777v+ln+XRvkW/5y39JOS1wIojeXLuSMVHKide8j/7z95NsnsLRAJa6qfGuYWN+P4/tfgd3PvUXbK9dxauMpJMRRwotErzwGBUjpEMIjXUKZ0Xg8SPY3nMbD7z2J3nV6oNcf/n3qMsC4mDBNN4SNQXaVNBUKB0j4hStNY1xaK2ImgJpK6aTMaPtbaZNQ5wlYB11VXHXyf/BKJrn8A5NGi+SxBGxjrBVhfGOXrdHL1P0ut2gVaoyVJJgUNSNJYpiYhlxZW2Dx554ri0eBVVZYRwIoZEEHUjIToAmX+T5b/tz5taf4eYv/BSVd3S6PeI4w1pPXVecOfAtrL7yR9hz/4dYvvCFAFNCgCk5fObPmJt5GV6s0JmZIRvXCEpSGTGYTtGxJu7l9Lod0lwRU5Gpil5vFuNgptcli2O0t0jnKeuSH735z3nt8EU+XV8kjlfI05QkjunlGbN5B2dq8oV/xLjeOctwuI3SEVmakSYpLo5BKqI4DmIia1lbX2dajCmKimbHCkVyI9dpz8+Kx1GdeapkJ3vn38LuU3/Ns197lPXhiN6owOzcR10Gz3lIZQoRkKpNyTLOUUwLhAjEO+8cWkAcRzSuQThPnKU0wxHeOuq6QSOJ4xjV5tgnQ4PIHOMrVzm/VbNr3352/6livFUQJykH9h0gP9jB/B8D6guWwnnsuGQmDR/82voqo811tJZMpw3CObIkw3raL7rkqeEOlns5N6mIaeMYlGH6ILDX6GJpluKEoB5NsS7kycdak+UhnMeIYP2JYk2exVhTMy0KkjTmW2cfJRaWz+ubEEmEc2CIGIk+my6sUqSDDTtDqqEygBds+xk+5v8JI9ELF6bSqEgwd2GbQ9//G+xd3o3btwfTibj/lTeRNIaZT34ZYz1XF/p84Ye/h5tPXuU7vvAc1gq2BkMkil6nw7QuqacNSRSRdzI21teJVUK+PiAZFyx357j+dTdxaW2TS9bzibe/mrPTmrfdfyTE/U7GmLpBOoikoKwbbGODmts7pPREaQZKMykmjAYDlJDhPdKKTrcbukDb4J3lwP69iJ2LXB1MUFcGTCYTcDWdNMday8LcLMO1DZqqII81Vsb4m3cxePetyBObNH/4iaDvEhKJJP/hP+fmW2/i0WkZ4CreYy9vE28V1FvDYAdzYK4OYTBFDSuK2nD27PnwrHqJ0hFRFDH32Fni/Hlu2ZTUIijU40jibY2tg44DD/6JLZqBp7PtEbOzDIfDgGZFo7UI3aBvLyQfVliR1mRZRhTHgeD1Uu4CYfztejkv/tNvY9fAcn1lgnIbgbWW1ZmMA5W7ZqODwPO2VUkzGHLXqZNE2hMtBxqaF2ENEEUCqYJboCgM3XyOGSredfIBVubfgRGBf9HvzzAeT2iaJmgavCeKUzqdnGkRMiDqpkHpFKUUSgTxWKDJSVp0T3DlNLR+4BhoXTXe01hPpCW1aRgMRzR1yBqXQhDFMc4ZhIqwDiaTcYjAFhIlg7UKLzAmCHslHpwPaXGtDgNrGGysMd3extYVTnrKukHFEVmq8MbgjWHtyipWpeSdBOsMnV7AVNswjEKK1rrpHGmcMJ2WrE8uo3fsRQUJNypKwtgfwZW7vo7Ld349cxunOHTkfoRIQYWJgRCSznANAYy3h2GHHQefv1SB0Le+6xZO3vROluIZbnjktwEV9BtNTZrknL3xnVw8/FbyE4/SKV6gO9dF6wgpw+rBO0unWEdYEz4bnVHXhnFRMzc3S+wqsnpEd7pFWZUYa6FqcIT8jutf+FtedvLjdITjknWB6e8EDoFG8Lr7fpqIhs5MN+SkjyY4Y6lcSV03LA2fYk+imOvfHp5JZ8nTHKU82juaashs7BBVOPudEMQyoygqjAtiusoXVFVJv9fFOMFgNCKNEszsAU4f/F52nf04+uLjuNbWWRdDovEVZt0Wc/0uq9tB7Y6Oqeqa0WAbu3keNd1ETzfb71pLenCO8XDIaLBNOTuDFoJ/Hf8BuJpHl1YoLpwnzjNm52fJs5iV/lV+fu4/0u/NM5ctYX2NMQ1ZnjPd3qaoDJWTzM510VmCVMGXrhyUk5JsxyK9fp9ES+ryHyG8kzoY84vpmHI6ZXlxhU6/GzpTGUQvk2JCYacMpwXF+TNcipZ44DX/nLuK4/yCP4pCkuiYrDfPrTd3yOKUo888TXF1g6yXU5dT2kYFby2+3Sk6KWmairKq8N5TllMirYhVRJzEONsQIbF4ymno9o1xpCoOHlwbLtgbv7jF8IknqI1k0PeoC4K4m5NEEUkU0e3PUVQlcitCb2VBiT87x/z8PHGecvX8BbY3r5Io3Sr/HY0xYT+bd6lqR1PXdNI5nNQMpxWD4ZiNzW1yHWOdD6/P2zAKFR5nLdIL8iwJozBgUkwZjEZMp1OSbsqBfbspiikWze+Mvh1hplROY5oS52Akuvxu76e5Ohjj7AaR1PxJ/e3sWligGa+1+1vF8eiVIX++FWMJCU1pSKMkJFIJQd4Y3v+ph+hFGenyDrJOj7SZMrs5YuewAjyNcwyHE7pph7m5GbbHI2xtSeOINI+5eHEV4eDW3/hr3vCGV1I0hpn5eXrzS9ygE6KvPk8yqnlkNubp22/g4Oplnvy2u9j76IvkcYKalhSTAuEVHa2RwpN2+7woPccfexKxvsmOxXmKqqKTpSCgmhZkSUpvZob+7BybV9e589/8EZsbA8R8n8lozNWrVzn27lsY1ikrzx+hKacBluIheuYCt//NUdSpqzzuHNI4RCRw1hBFOZ6/fyYB3G99if7Hj1OWBfIl280XXyR5/18xu383I8IqpW5K0iQP9qdY0I8y5OeOsd6NmZ3rEEVxm/wW1gh1VaO1ZnL7Tpp9MyQHljEnrrK8sEAURdTGtGFYgcOepCmyLQq1jkiSmPn5+XCRth18UJQLLhzYxbnXv4L04iZveuwKSgX4xxeuX+Jjt+3ke46s8faLIxAwVoI/uWmJlWeO8eY4fAbelFy5dI6qrFBSIZxD+YZelpAkmkbExFESRPCtBaw2DbExAWFaleGSV2GiFfaXJZ88/Ao28j5LX36ESIa8budCceeFxfmQue4EQQntBSiPkCIUOj5Y1BwCrSP6vR5ZmtHNdbtvV0gJjakxtcU4i7WWupwS6ai9TD1N42iaBoRv1dkVKk2u2fucd0xG2whTogVsDAdM64YkjRAi51TnJnJ/isFgGxflILoMN7Y45UokMTt27KQ/2+FUtMKSvEQUaYrJkOl0ylPf9XOMbn0Dd//OjxJfPIVrGpwIjcOBL/81nYvH2HX0PpxUyFiCUhgP1jju+OSvkqlgwVNpD+eDdgYRhJ8rF5/nrvt+jfzs0zTKoGJFWVYkaQxIbn3iL1lcfYaV0w8wiTQOhzEWjWRqSjyGpY1T2KbAeUcaB/BQFC8RxRFqeIn3P/QfkMWA05MRRkREKJIoaq2WFts4VK4RPlAMtVQtn8EFN4X1NJaABNaSWCushUhF5HnGzpVZttY3KKuKrJPTS1M6SiKtR+sY1zoJtFRkcYzXCanTFFVFWQUq4rpYYmQ3KaZrNDaspDbnX87azjfjJ+ssHn8QpSQeh63HHP6rb+UNr30F09kZrmyOmA6HjJ1FRgopHIvn7mXxTz8X3Ccq8CVC7pPA1BXToqBpajq9PkZJdJxy4MAB1rY2IIlZXlqiEws6SUwmBLYsqCJNrFWYqElP3snYLioSGVNaxbQKiYIIz3hjm49+/gvse/ltfOfb3oYSIWvhH3zJJ0mKTiKiJGY0GLO+ucbWYJ0kSeh2e2it2zSgmOFwQNUYigvHyTfPoTdfZL3ZZkfaQyaBRJVGKQcOHGauN8OTI4NZ6mPXz1wTF1nj8C7srz1QVnX4Z15QVjWzaSfsv+I4JMEJaGyDqYNwzxqHijVRpGlMjZYWUzd0OznTcclFuYX5pweY+0pN73KI1sw7XUZrNbs/fjPrkzGubpjUJYOiYDwtGE8KtIrodbtorRhPJtR1wLc6JwKIxjuiKMJ4Fyq+yRTnBEnWYTgaEqlAyyqrMtDAZABrxEmEF+Egke2OVEcK5y3jSUGS5Bzcdx3DchcXL15AqGmYILog+BBCU9eBKhapiDxNW9V38B6ncUCOenwbniCQ0lE1dcgFV2EkHkWS685dJc1nUTt2Yb3kYBnzE3/7NN3eHHZmhk/dssRzNyySfeg3SNMY5z3bW1tkPnDCi7JkMhqj+7PknS5OCDY2tlnetQuihOtOnqQuGu5958s5fmAH8W0HWb3rEPVcn4f37eDup0+y9/gFfOPJEk2WZ1zudfjl115Hf0fC9R/6RfJOjtKamV6f4dIsCOiPJizMh/8+Hg7RcQeBuwZTQQieuXUBI2DmDx3TskKIsHsUQrDv6DYX1jYx1hGLcNEkcRBk4YJy3buwpxUeTFNTlmW4kAJvlYWFBQaDIeBpC26qtx7AvfEwF/7yCMI1ZJ0c75ug/sZDC1xpmoZpWYKAlT94hnI2wW87op27cE1DYwwqCRdoEkfEURwiMttpUJqmaKWQKqauyjaWtR3ZGkN3MOJbP/IgL5NdPFlImlOSnZOa+UnN8qjC+iDKu9yJeWxXnwP1Xt5w+VmkgDzSKG9IWulAkiQkLTI31prER9imxtiUPMmZFkWAjSQN28MtTNOQZRlCKaoqkC6NqXj81lcz6vR5XRqjjQnQEp0gXTsmFyFoyDuJlz68LuGDPc66IICrSjzQyebAVowH64ggjmiDQcYYazhpe4wbgRQhzS28XpiMJ1gn0FGA4UgZLL/eQhKnlNWUpqpYnoPYWTa2NigtGA++srz4xu/kwlvez1tNgn/+j/HZDM+882eYrD/NXVtfY9fKPFmSc//Mq/lzfScfjJ9j77mP01QNWZLSP/sszK3QqwtqEZYA3oZLIyq22fPs5/GuRnZmrmkutNQ4b0NyofRt0xCmFc57nHUIDcI79p14kGI6xfTn0EKQpkEM6KRGT7e4/vyXaSKFT3Ma11L9CD79Gs+Lh9+G8I47nv844IJlGYN1tNG3FbEP6HIRQ5pGICXOiSD2tC3OVobmwrlQbHnviVXCM3f/MD035o7p75MmMdPa0DRhkmNMxa6dy2hHWO3OzfJctY/PjG7nA9lnmakusVam/LH9Zu5JjnD7+BHqusF6weXLq6xvbjBJdvDJG/8rvf3HueXc91E3FiUS9m5+hfRFAy9+NsTGiqA/C6FqMJ1WpEmC9CFHoiwnKBOFiGF80Ft4AujJBbCU6e7g2Kt+hlw8y23JkG6vh7WW50bLfHz3N3Fg9edJqnOUZcXy3CLeObbW1pldXAJn2lVCSTUNk4xISpSQjCYlg6Kk3++TRwmrFy4yLiZkWUbhHZ0kZ+Srf/glLxDBNywgais5Y2rKaooQgiRJW7tYWOSNx2OGnR0U3QOc3FzlC1/8GLffeQcHrz9M3smRWpHqhK3d1/Gru17LgWrAv778G8RK4Pn7HHqlFQ5PMS1bcIbCO8iynCiKkJGiLKdorahNgzUW64K+PNK6vTybQKWrQ2RtaQzRbfM0N2ZUlz2L6yB1TJ732LmrS2e2z7ntdUxT4l3D8VMnSebmuTIZMhoUZFFGp9NFaRnEcQ6QGq0NXiu6/S5JlmG9QEfTEJCh2o4CjxNBLR05aKrgrEnTBK0leZaCUhTjUVB7ioT1zS3StGZZPcp780/zEXcnz1QrYZytBLOJYb85yik7T5Ik7EsGfF/813yteSMX1UFiqXlf9pfUdpaPN++gcRVS1GSZoCjGjMYjNqNN5ue6KBn4BP25lCTvMpgUeCHJuz2iNEU7ePLwTgbJPvbmCd1ezmQaOrSZNCfNEkZFgbeWPE1J0xTjHKPxiCVPa1VxGNfw9nsf4RXHVuDB5+ie3aDjHC986+vYeeFqawMSxLFCK8lsadl/aQP31AvB3mVCpXvx0iUe+aWfASm5+Vs+QKI0ttehvukGblgraZqKuq7o5imdTod3/MVzvHD0BSIfdpZBbGMwBAFaVdXEOgETgkq8CyEtjTG8pBaWUgbBpPNUZYkgRLJGWhPHEamKGI+HKKWJ45jiNfuobluivPcU+aQJkcmNRbRhJ0pJaIsHROhw+0PH8NI6Q+exZbAFNSakjxlriRBUTXiurfNkcYLzAqXjkBvQdp9pmtKYKTpK0FqRfPVpurfdieulBM6Q5/xMymYn5kI/4dbtEikl1w8bfuzhc5RPPInIOnjTILRBuPBzOxsOekkQptVVzaS2dHMPKuc1b3oTUXeRXq9PU9esr6+htSJNUk6fuRhy3m14Tz/wqd9muxacW7tCGXUQmcc1YdpVNxHqpW7QCZwLzwXeU9cNVR1cAzIJ++lnXY+1T99Lb7qBMSFZTBIKhSExH/nu36G7Y8y3n3yOre11kJLxeHztcoy9YlIUJEpRTEuasgE/AimYpl1Ozh/iwPmnqU2NE9G1fX0y2WZx8zw7ts5SRhHj5UNsHnw1cwsLvCGfp5mW6FhzR17zeDPgOr9NYW0IM9GK3ff9Lrc++XG6/QU2hAg7eQEhtztMGJT0LcLY4Cw0Ioh24yg4ZYQPDP/NG1/P8Tu/jlvv/R3mxldD2mEbvGNNQ11VRCpCSYXzDh1HaA2dmRRjR8EK13rGHWH6+MqHfwdfT6jLCV5s45UgTiJ0JGmqGh0phJMIHbQEjWla9b8Iz6v0LYb4pefct9MagZERFw++kbge8/IX/phON6cZFHhvuLx0B4fjdTp5Qh4lxEmOl4Knyn08U+3lebfADYMXeMEe4GjvRuLGcKd6HEkoEBZnZ7G1oSnGLA+fZHb8IlKGNYZpDL4uWbr8AFvVgKppqJ0B34AX1LXnytoai71ZykmB1+GzquuKoixJsrxt1EJRFkUaKSTjhZvZXr6HcxNBU93HcDhECMET050cU4fI8xtYHh5nbX2dXhZjOilSKZJOh35/luHGFoOtAShJnucYVHh/reNy9CpU5zG0KNna2mRmbpbNs5c4uuMkO41g1ApZ/0GXfKRlwExa0EqTpTmVlYyGw5D6tbXFwuISnU7Yj0op8c0ms2cfonv8Po6cOML6cJMbLl7gjpfdwfLuFXQcs+Q9ryvX2bt9AVtXqCykczXGXEuLsnjGRYF3AiVBS0m3mxOnMV61auA0ZTqdYIyjsWF8mcQ68Kuda9n2E5xxaBWRf7VgOd6ic8mj0sDjjpOMzkyXRhgcBm0Nk2LMPT/ZZ27fac7/r257aDYMhltUZUGqY7q9Pl5qnI+pbITzjrKuGdaGS5cuMZ2MiL0jUoRQGC+onaepwi4X70mjoB0QIsTpDkfDcPgYQxon2KIgHxxnb36W68Qcj1XzeO/RUcx7e1/gzuo4Z817eGy6nyV9nr3iLKv2OLXZQy5rbpRHmNouzr8jHCD4kBR4aCfxgXmy4xvgbEjx0yFit6yrYG0TgihJ8ULiheSffvYJ/vYL96PGJZ1ezvmtNfDQzTOkkoyLCRJJv9tBCM+J2Q4fe/3L+fajZ7ljewDWITz0phVzZ1c5bh3LRy6QxfDjn3mCs2tXuODD+xJFwd+dN45v+9iDPPqlL9HI4MNuDCwt7WD/I0/hlKaX9qnrmtUf/QCjt91D/5f/nObMWZyzdDrdQP+6MiY7u4GaX2i7YEPVmCBI6/eppmUY/yJwQtJdXiD++ruxz10OSmmt2mIzsOlde+l75wO6uSnpJh1A0NSGoihRv/wAO+46QOfymLpxNM0Ef2iB7fke8Yvj4Juuw+UfXrZHSRkSBO2IoijpdjroNjCkrk3Ab2pNXddYPLELbo2yqjFN4EtkWRY6gSjGWstwOEZFUeg6pGyFW3DD1TE3LHQ4vDHBNk2wzgGl11QWNjc2KSYTpGlQxFSNw9ggGJUyBCxBKJieev138cDeGxl99k/ZunyFKMkYjkZMi4LtxvPod/w7Dgwl39EuqIUQLGxeIR4WnGnDX1ybAmedYVo1CK9bfG2YWISf2zItCibjMdOyRroJo+VDPPiun2bP5gl+4PifgJdMi5AjIPF0piUHzz3Gog0WqrIsQQjKsiSJI7TWHP/OH+Pc0hLf8Kn/RqTj0FQAOtIc+Z7/D48dvJ0PfPo/MbdRYmUSUvLilIfe/S/IbMm+ySob3R6L9VXmvvhfeO2Nu5jZc5Bie5NJMeRmv86vJAMKU3Gs22WwuYZUgp07lonSHKECAly2BMewbpFhjf3SCkFleO9omoo0zVBKBL2BCJbB9V03sr3rRqrdh5HH16itBWuwxlBXFdaCzLs4a5BSg1RBM+Qc1jZIHQpC0RJEdRzz2Kv/GcI75n/vW6gtZL0uk8kUIcJKpB/1yGQS8L34l4wJNE0d1poyFMrGOjSBVKhUEDWKquCev/tX5LKmqivqMoBlVpdfwdde97OsXX2IO7Y+hpqfJ+lFJDrigytPc0/nHAcmJ7lkPQeaF/lg8WscysckSQTOUJZTrLd0en12ZYbvmv4mm4NtruRJEHmLkA/maoOtKnAGrSSKiKqqsd5xefUK3vjgt6/CnlwryDthVVTXNVrEqDQJug9jWbryMC9/5Ce5a6ekXOigW6vqSnOGObefheYCaZ7T6+X0+zPEWpJlGd4HQXNRTkm7HSKRsrU1wEpBnmS8cGU/f8f3s9S5l1c0/4H5uRkSLdhavcoTDz/KfDdjac/uf/glL6VAaUnVuCBuwKN0RJ53SJKEwWDA+fR6Uu/Z6y/RyXJi1TDz0M8zGG5Te8vFK5cYj0asr13ljjvu5PDh60l7Of9+/VkuXzrJ2PnWluJpqnb3KEVrpQg8ex1FdLs5/X6PLAk6AeE9XorgzXYeU9ugZtcRzttglahhNB6DB40kSWK650xQKHcdo/1juutjFtIutXN0Ys2h/ftYX99k1ytqZK/AeUXeyVDCUzYVcRTRyTpIAcbbQAFsX8NoMmFYVFRViTUNZTVBCU8aB+WzddAYi4wipHH0ez2UlJRNTeUcSZpCYxCEkWRdTPjUeDenRu/m9GQBKwLRCu94qrmZJI44NpmhnE75itlLvvRDnK3ncdZSi4TfqH+MOMsQIsQtCmEZjQbc912vptm/QvbvPsxuH8Anz1+/j8/ccxtv/vADvMzGRElC0o6oHZ5sawRHzxBJ6GQ5o/MFOEeWpDgEZVEhpaLT7eDwXJrtsb6yyPnLm9x0eRPvgsJYCYExoaLGhxEqUlBWDa5NJkySGKnia6NDpTVWSpyzlGXF/MwMt/zRR+j0+gxm5hmNRvTufwzd6dA9dYl4ZZmdO3eghCCOIyrThBAWZEsLs0hEsDApTTWdtkz1cNGO3nM7m9/7SpY/+gx89TGE0iHcZmaGmZkZVq9cCfRAF362SIfPJE1SrPNMJgVxUxMd61EogdYJyys7efDHXofVgtf824t0VThkp9OwDlCt5aooCooiTAqUVpjGUEwmIaLWg3eWbp5jvcU6w2A4JtYRUijyTooxDUmrWel1u8FfH0WoSNNYCz4cPtNYs5nHjFuErHeeozMxv3HPAW7YP8c/+avPho5PR9RlxXhYhlF8ItsQGEfdWIyFSztvYn3hOtamhnJUIEoDzjMZThhnc2zsupE07+K3T6KECCE0FmprsbTEsXKKrCuquXnKm17NbcceppwWNDb8DEpp1g7fyufe+0O89d7/TfrIV7FK0xtdZd+Zh3mF3OJVr3k9eZ5z8uwlHop2svvMo8SXz/OWr/0xEsUwzXn6J/436dMPcsODfxkuyzhm+4aXY/MeMuvQycG1OGQkHDj6EEu6YWl0hYnSiChFWA/WcOCZ+9jbDfCdNA8ribm1FxE7I8rJAk0TYrCFszTWMR6NQoetNSrS9Do5IBkVlqZpaJzD1DVxkhFFUVjVyCCWq52jNg2mDkI4IXWYSLXj4kNf/lOWjn6FhfXTVMZQzO2iWt7L0tEHkDoOyXY2TAeSROGtx+Jo2lWIaeqQB1DXxElKoiSHjt2LNyWdTgfvY2xVMZqMUVFMkiaMxh4da0xd4aTG6lD0BR9I0AiYJoztnWkFfMJhXEjzy9ZPk2cKrwVlY5Bas1JdZOflr7Jr9UGq2ZppWdNxgtG0wpkJ18shjdLEnQ6uitgWi8hejJmcQQqDUo7+TA/np9SmQgmJaWqs9SEa3BvK6ZjpZEpRTXHOI6yn9hbvCNyWFvrT6XaQVYVvp8TBdREEp2kS470P+hMdobRiZXwEXe+jqnWwp0rBJb/IllrELt3I3GiD3XuWmel2UG1R543H2IbebJ9OHFOORzg/ChA2a1nRZzkkv0q3uQ8VxezcvYtMS5ZnFtiuC3bfeIib9h/4R3TybSJQkmbhQJYC5yCNEnSUEPWXePye/4y2Jfse+xftri4ibivkcTFhMh6zPRlQnCzYGgy4fGmVl915O/MrczTTshXriPAg2AB6QUgaGyL6BMEj30lzAOIkEONCpSSoWiW7aRo6aYZs/coaUHFEVddYH/CA8iUCmIDhPSXFnZYX/uY5br0K6WwfYRs6eU6yK0d9Zi9rdshk8DQogfSW2tVUUtBJOiQ6atOugnYBqZjtd1Edy7lLq6RphhABI1pMLTpKqeuGujHEsSKWkl5vhiTNsbFksjlkMBgTWcvsTB+EaD2/DceKZaK2yvYujI+Pqds4zivZtBcR3pEmCVeiPUynI+JIEmvNOF5pleoKrwRXLl/k7KnjzH8moty/g/7Y4JOgLF1fmGWj32G6NAerBY8fXGDvdsXO7QkytkyLkqZx9HSo4ofjCUpIuv0u07rC1iHiNkljLlw4z42nTzN74iwvi3NUv0+cCeqqREpFUZpr6uVES4SSVLVtU9GCx985R1VNaKYlsdZ05mZBSrYHA4SU9GdmSNOMyaRAKcXMw89y8NhFlNR0+328s9TecWJOYfKMzrkQCyyUwsug3I6zFCegLKc4a0K0qZfILx1l5tZ9pI+dbUf1oQhV33g75cUJ5ohDKo1GMPebH+BCP+dVf3WGxaU5huMhRTEiiiKSJGMwGLB37wq79+zllscvszUdUg0mNDpDRYGoV5YVSRxTFOP2EogQ3lOVU+IoIcpz6qahrErSOELLIEpTsUbrsMrSSYT1Qa8iWiKfsY40TfnKN76Zv73jJn78S8fp14FFsNZLWO/ErPcS5KDCedgzrHjNhW1uPH+VyXib8XibxZlFEh0BBUJ4GtMESJV1TBuDI+IbPvVr5Mt9bt2xA7frAGVVEkm4dOE8V9Y2eOPzf0HPQWODurwqK/72nR9gvbfArT/3k0QuFFxSKR77J/+SS7fdwywNvc2HcQTdj5CKy7sPMpxdZriwk5Uswcc9QPDOJ/+MW267iarey65dixzTr+b3xnt4t+5z66XfpdfNaRqPlSnj5QOwZzWwGeIUL+BVv/GvOHxggRyLkAIpFaYJ49u9z36Zm4vn8c00rOi8xJqGSMEdD/wxd1w/h5GCKI6wQlBMCgbrV3n6iSErKzvIsjyIhqMY09Q4G7LnR+Mp3jb0el28d1RVGYhscURdT9s/3yKUpa4qJlVJkiVoGXa3k0lDN5XhXKorlCiYXT1OqD8annvTD7G962beUQ/IL55gMimoiinOh+5f4jHeEqcyoHK9CyptZyltmKrc9PAfoKUlyTOskTTG4hqP1pJEJZjKEXVjet0O1bgKZMogQyNSGqV8SygNsKc41kRC4JUEqYm0oN9P0N4Eap0XxNUmdz3080QxnF1+D79cv4+7n/0oQ2F5nTvGvpmMelozKkccaQ7zsaXv4djoBX6wfAKlBJmKabzD2RC9HWcpWZZjzSBov9C4pqEsp0gdXASmKol0FOKOCaE03vuQBaCToA8rQ5cfxzGRigMVTwTHkpQCRNDBTCYT+v0eTWSI0bzV3Y+utpmR42AVrktMJTAynJ29uQWSSEJjqaYVV69ugBRorSlGEyIa3pP9MpfKMS7pMDs7A6amk6boOkUTJk7/4EseQtclpSTLc6SQlFUZdl5S0FGG2y58lMRNEVIEzjXhElUStBYksWY0GlGVFRfXLjMcj7mycYWbbrkR5Su6URuIYRtwljhNGCUJnz94EP3CUfzqKr3ODIvzy1hAxwm2rlFKY7xjWtUhqMYavKlQwoWwGxmsSrYx7c7eoaMYLwRCSdLnNaNqwvCrmzzfPMHBGw4jWqvPZDiASlNNFJ0kRjuPJARwRDoK41Jb46SiqSu6vTmUjpiWFcNpwWg0IBHtxIGAK51WhrKswiVtHXEU49vpwGRasbWxEew77eXuhSfPM7zzaNEiK3FB1SUVOtJUJnDJ835MnmkgjNriOGJOjXmNeoYn7MuZ0OfFN+3h7B13svvf/w2zXzsPj5xjZvdudKSxzvJ1L5zhwDMnSS5vc/GWw3z8DTey89IGH/jw1/jEe+7iwuwtzHzmPjoiomoRu3nepTvTZ21ziyiOyKOUOI2YVAWRjlnZHKD39kEpnG9aKKtgOBwznU6JtQWXUVVBYY4F4xuqRPNv33EHS6ubvPPZmo2f+H5O3LCXD754ld+6ZQfXf/Q+9j76HC++/jZuevIEu2rD1Y2NYJ+qauI4fEZFOeVr3/UKXC/jroefRzZNW32HzAOlNXUTrCvGGmIVADzR2XUO/cFjbA4GGGuRFtTL9zL90TdQP3sJ+/lHgq3HWNS+OXwa47EoIZi+8QBpz8MzlymKgiRJyPMc5xyHvnyW1cvnaXQMMgg1GxsyGZwLEJe6bgLvQQcIjIO2jQhshjgJF5P1Fm88nU6f8WiCc55YSqyx+Dj8/lVjSOOYwXyfzU5KKRXdMM/grac3uf3qhKVJ3bLAPZl1fN9zV5gO1jlpAqDmpTVFcJVYkm4MKmI0maB1TBYn7OjPsG9xgd7sEhdXVzl17AhpJNFRKAhvmZulnFZcGgXm/3RasTmzxKA3RyMkGIuUDi0VBx7+HIuiYs/FY1xRGqEStNJYDzc/9WVeW14gv3SMy1GMTDNAkGQJWZpSTkYI1/D2fMh9xSazbhoyLoRGKcXCcIu3/fr3s3rqBNHKLoTSgCCvp/TLbYRuASkCVKRbGyy0Hkq0klhBsPu6hiiKru2Y4zimaDymbnBNw3hQs3vnrvbXCkajMdOiCGps7ymKiqIY0+n3Wh1Iy2hoU/heorOpSJJnOTIKh7nKdOhIXRAW01hQETqOEEKFn1cJdp5/nDQSzG9eoBECLQU6zwOHvV1lzM3MMNdNmUxKBDFxmqMFIZFPCVb3vIJuouieexirJEmcsZJ3gfBzbi7dwGRlL3uHn2TabGFVdE2MihccveO9PHD4bbzq4/8SOVgNwmMZFkMX97+RF1/9Q7z84V/iuq1nA3ALh20aTNNg8aw3McO4x4uLr+TC0i10r36Cg+ZhmroA7zigznG3+Qqvzk7RUX2ct1gRASlp6lkbDIGSNMuxLkyNprtfyaS7h96zf3NtLSnzDkqpa9+7JI2QSGZnZ3A+wLhm5maR0jM48HZ2xIr4+L0tW6NGCk/SZnzgwsqiqht0phmLHvfm30wvfRP/9NxPkkYK6R2VAa8TtkdTFud62KZCeIiTCFc3mHpKHmf4OGF+boatokJ2cpIkwbeFaF8pyo0R57LL//BLPo6TIObxgXSFFG1mdujUrfXcufrJEG7Shlg4G1KjYhUCaZTSKK0DQGdaMi5H3H/4Hv747d/P13/kv/C6uCJOOzSujXDMFF+8/kY+feedvKa2LPz2/2Z9ezPQuOIAMKiamki1mNMm7PGFaPfNKoxjRaSomyYoIl1LqEvS0NUC4rJn8sg2xfaEla8vubJWkBULOCXpd3osLC1yYmuNbpbRiWPiSCNwOB8e4Kqe0tQ1TVWjZiRV1ZD2c3QbOpN4gTUhttV6QWMdLVgULSXL8/PcdvvNrA/WGW9PgIYsVUQ++Gltq5JvmiagqmWDisNO9ptmnuCb4qf5n9Pv4YKaRXr4Z/2PcLC5ws8X38vE9vn6uQd5s/gqtbfc37yJKlHYNMAYGFR0OjlJEoMIKnQpBJ21bRoEO9fH3PPYCXafu4LEUSSaMolYThP6SYfGW0xjUAuzfPjnf5SVs5fofeGrRMoTRRrfBDtSFKXBykVIDxtlKb/5Xe9k94lz3P67n8CnCU+9/ZUkG2MGgxFN4dASnHBMk4hpFhNrhenmTGPNUEnqSLNmDRsvP8TGt7+Z2aVF5mdmuf+2Xbz+1z+GffBR4ihmWhYYY5j73c+S7FxETUpqHZTAvnFY67jw5oPYjXMMt7ZDEdUq1qUUrco2jM29M5inz+H/7FHio1dD5K81OOsYftfvcvjwHsTOXZyTDefecwj5iiU6//JjxHHM4uJi2JM3FdMqOC96M3MYGxC94tZ9bO7Mmfvk060eIaLbTWiaYF107Sg/SyMa0zCZhN2mVoKVhR0Iqeh2++RpgqmDPdA0ddudeabllKRqiIzlwnyHX3jlfr7umQu87dQGM3XD+W7ME/tneeeZTXpSINo41153Bt80aJVQlhMmZRCpKaXoLO9ATUcgruK9I80zlnfvwYuU4XAbbxtEFFMUExoTervaNOhI42xMmuX8wMf/FxfXtzk1GSOicAhLr1k89Tyvrc+jnQ2+WkJIVbhYPAvjdaprSXotJMtaahRlUdA0JcvK85yb4bHZV/ET4uP00oS6CqTAeHAVMx7hl0OxYxqDIjz/L+23a29Q3qGVvPbPPWF96do7P+gEgnYycAdampsPO3AZh9f90vmZZSl+VrK5sYVSiiTJePbdP8mjd72Dd/zFT9EfFCAjpAqfgdU5j3zwf9LdvsCbP/sLyCYI86SQ4GFt7x08/u6f4o4v/RY7n/lc+/x6hJRY51ndfzdbSzcyXDoIx56g8QpT21CMRoom6/LJd/wSS2svcueJ/0RjG8pqiJQBVIVWfPXbfwSB59uPfoGSiMZO0SoONM805iu3vJ9JvsT3XXoav7qOFaF7FlKhtMLmM9Q6w0dpeN+UDPZEPHTnsHEH0l7b5FniOCLcktA0loObX+LfJhcpasVD2xu8JTpOnuYkSc6orIjnbuCZrbuZc4L97hhVVbJeJzzCq7lx+zMI2zAeTtjcHDGdlhjg2N3/inJ2P68rTjNTXg0/q5Sh6bIGoRUv7n43eXGKPeXZcF/4oIX0SvMHt/wUytX80/oIxjRUVSAOSklwbQjB5sYWebeDkIpcDXgr9zJjN5idnUNJR9U4hpOK1Y1TdGf7TKuC2TwmE9DLU3qdCC8kw60JlTV0ujmRTtCRwtQ1a5cuY/Eoa2nKilMXzsO/+Ade8kIIIh0g/KYJSWVJEgJirErwkQ5QisCMQquI2jchGQhLGiUkSUqSZmgVkcZxgKAIiReC81fWeXa6zoFpTaeTgHF4qbnn+CmarMfbJpbqzW/j6Wce4+LZ80zLKfOdDJVCEnfCiMsEcQk+RFO+NFoVSlGWk1DZEsZpaZoG2IOSTK3FeIHcUbP3uxOq82OK35vFeIhVhJeC4WjchuFotBJ442g8GNPiJaXCqDF5GpNlKVGcMrxylem0AqXoZWG1UFtHbcK4TymNEoKlhXn6/RnWR5tkWRZQodMpKk5wDpIsI0lSTONQMsKLkCDnbUB+SjymqalrQ9NUaOGQWJwD7wQPlXeTZglPNXeiVMStnz7N/o8/Sb0+xioVdvSE3aq1IrCe44goSYik5PUPHUF7QCg++Lkn+OpTT3F09Srx4UMIKZhOCrzO8EphpKApa/q9PHSgeISALE3BArZlbwuCVVIpkiTlwitv5GtvuYvq5GWu++pTKDypEiwqzQ/95l8hTTgMv+eho4inLzHTnSH76mf58ic+jV+cRWcpr5kmHLt7OQilkviaT7xuGprGkN/7FC+/607Wopjt4YjxeBzGa7fupfnBt3Hl+BXMR+9vd5sidBTtIW4aE8b1SERj8b/5ALLfwTmDMQ0SReIE83EGzqLXRnT/4lnMqXWSNA1OEPlSeGpgi9e24cLlC3jr2Lt7N6fecj1rNyzBiVW6T51jOq3wXlOWJVVTEccZu1d6VNMiuAV6M1hnSWKN0lHrICkxpqSX53jnyNIUFWmqpqas6sDIB0QU/v0QeBNAM184vMTD1y0yO6l4y+UAi7HGBNy0aYI621km0ylplnL2276OL33He/ihL3yR3tGzNFYSRSleipCaJyN0kpDkOeWWwTQNW1tX8V7RNIEHkHdyzGQdNR7gjAFRI0UYnXrXXnLGUpVTSjNFqBDnGSuPEF0g7JDLeogxhoff/EP87xvv4aef+0sODMfEseHtXObqpGHH3Czjomg9+gFMJVveQKQkk60tmqbANRlShuAeodpMe4LA17ZUzmkxxce6ta+CaRqq0hD7QL60QtDJM1SkSZKIbr+PMZ48y4MORIbMDq3jsOJTGi8kSZZSao1DB2Gjklil8FLhlCZkJ0h0HKNVFHzmURxyD0RAK6s4xnuJEJJUS1723MepR7eya3KZiwJUrOl2+0glqW3DSGgcggZB3RiibAaMw1lD1ukiJNz05f/JXB7synG3Ry/rIpDUZYPQgpc9/+ekuw+xaAdsxTEWiWqnnUIr7nj6D/jGtc9yYfssAyeRQgNBv3Lg5L0sH/8cO/sRTrTFtwhqfGstXgVXVeaH7JvrcVf0ANZbGp9QjStOnThNfusenBdsbA05tXkGpSQPd7+Vr/W+Afo1d9Z/QYOEdIZ+36HSDHnkDxl195CNL+B1fO37br1DKMVG7zDPXvc+Lo5OsnjkF/HGQOv6MtZw5/HfQduSre3tazoZPGgVk7ZCvNF4iEXQ6fTwUvAG82BgvTSe6bRmWjkmPiFRnqr2eOPIdYStC2Z6M5RVxdWNdRrboCLFHx7/ZxwdX8c3+x9lsZjQzWOkComU3ibMWPd/e4f/P17yp0+fYtfOnXS7/cDtxWMdOOv4xMv+E41K+IaHfxxRlSEyNY4RMjykVWXwMlgmYq3p5jm11iilueHBv2DHZ34fYSyndMT2aMzi3AxznQ69fJa+LHj/8XPoTo/mwGF0FvOceoyRdQED6w1eSoqywttQjQsfymodqXBYCBFywFuSV6zjUIlbAzoOCk8p2D5hOP77mrnpXBDHGUuW95g2NaPRGFk3NLXEaU85KRiOJiiR4HXCD2Wf4/r5y/xF90PITkbjHcVkimkstTFMvEHrgN+0JoyhlNYoU7A0mzAuC0bjCVJqmsqgZRzS9kyDc5ambsjSJPhXhaRuQrTtJ4ev4tn5b+FcvY0WBqTnj6r30Yljxm6M955tP8+DfD0TX4cKWgp0bfFpgqhqsjY3OcSGWnQct1WtxjuPtT6Ms7xDOEuxvQXWkucZdVVhmoZeBR/6/U/y3MnjPOMsWZLQ6c4w1+uwurnJjFJYb5lOC7yxzNQlP/XHn+LSpTVKJdnz7GnetG+Jmy9tsOoFQriQkqc0urYIqYjiBKUT5vMZFnbvRR07igR6w4IdH36QA9/xndxwdszLnzzDC8cvsuUFkVbkWYbzAu+3aaqQUT0YDoPwDoV88Qrqf32e5c2GMzJ08Y01pCpGijCBKqvgPzWmCR2UCMpa7196byBP0wA0EsFnnX/6KJNxSTIzg9YhWWtiSnSWYlzYWo4nQQx6afUyc3/zCOqmXXSePUdVBeW3qSskMD83z+w3LaGdQn1ZBaGmUkwmE6ZljY7Diqypa2prqIopEJL/qARZnjIuCt71iS+z8MQFdu/Zx2sfOMdoYxPTNEipuOniNud6OYeuDGhM8F17b/EvdbfeECnoZBneDtFNg3aOyPngJKgMQjjwgtPjiihOWVrZgRLgvCTtOpqqxFjfUt8c3hpcU+GakjjSWNGS+kT4M7UUNC8d9ojQMZtAsAxuLB8SyFxYyYmyQDuLrUusDTCZe9lJlUs+sLSD6sI5GldimrCWMbZhPNpmZmaehYU5sN3gPycUesaGkbqTrtUEWZyxDAfb6I4gSzs4KahNw7rustuU4TPAEacJSLDOUJYlUZIitUJ7hRAls7PzXL58hUhrrv/IL9F58qOk0jFSEUonaNVaM+uKV//G+4moEHMLYY3gghW3aQw7zz/Lt/3BB6mGG1gZYxtD0wRXhY46rFw5xlJ1Hq8gTVNU1gv+9yassaQ3vPvD/xxRF1Rt4SNUWLcqrXHGcuPqY3S1Z2Q9rm5wrkDrhEkRADm7eY5D6RVUpKnLiqmTZB0BjQMr8N5AOQqgMxfQv97Z0KnbBl8VTHSHWIJQou0sJU06w8kb3s9cdIQb8gJ8TVE2VEXAKmdpl82lV3HE3MGv9X4dIzZoOruprOGd4gnmSXl5+gTdvXv4iHs3T3Teyusf/yn8+jPkp75Iaj1TpSgJmHIhw3PnPbiL5zlg5+luvMDZjePXLLUv8Uf06VMoJVlthXVSyhDvC9h8jnOH3suB6stcxwbjSclUVNf2+6aukFLwme4PcV7fzA8mv01UXqasPJNpRaw1BsnqlXWcFCR5hsSRqhpFzWQywqiUA/t2IFoypDWBBfMPvuTruuL4sWPMzS2wtLxEluWotkvvNFvUNqWbZ+A0Uuh2XG9Dp0RQyHsXDo6XfPUBr6pQUjEtptRNw+UrV9geDIilZHX1Crfdcgu9uR2kXYWQgpWFFT7749/Lk4dXOPQ3DzB//CxCBH+zs6BVBO2f267A8PhwIDvXrrFDBw8BxtA0DU1VE0nJ8MGU3o6UKFe4xtLp9xhXJcVkQlQZtu0U45rwmqwD4cg6OVu2w0hkOBXRVFNKa9ASOkmC8gYlgwjQWUIykgmxhr/y9gdZ7HyBPzr682wXFm2u0kyuEMeKPInxcYwjBPdoFShRQmmMdeBARworoKkDXCWJFUkaKukgwtDMJVMyLIXM2jFpg1YaooSmqoNw0BlSHbqvv7t1D5PVjNe8uM7n7znEwUHFzUcugK0xtqGY1iih6M30mUwL8MEjmkaKYlqAhG6nS5zm/OHX3cOVPOVDf31vIDLVwTYohGzZ3iGNK6pr3vz0KabSs+qCX1zFio25WTIzZa3Tg6ubDOYqJqsXOJcGzLDbt4JY22JmZob5xUXQknhzjdF4jLWOKI7RTdVOceDYsWPMLCyEYi+KKCuLMI49D5xq+Q1R+DL4sGpK0vCcmnYvTVsQShGS3VrPW/gSxZoojtCxZGnHAkY6miOrweNtLadPn+bCv38Xdu88r/4/1+h2uly6dIlOt0tRlhRfO0L+3BmM9xRlQC0jPZHUCA2z/2QBbzyjr2wwKaZkaRAC2VnHdGNI1ZPYrSEzeRfvwih/WlfMzMxw5coVjp04zW3ZHMstJKaUMEojZtri9/mVWc7N9Ti+OMvu1QHOh9+jrpu2oIlpqhCmM52W7Pr4Z/gRwNYVT0+nVCZYsB5Jd/JLy6/nPZ1n+CF1GYljOB7zW/p6zmxe5u7V5ymNIIkTwu4vdMfehdAUocJUyTiLcGE9qKWG1rInZYQSAYzlncA6iOOAuH3dox/jjvIEuAbnFcZJ/o15mq1JRYYF74MA13kKD8XiSgCPJFNKD3U5ZmV2kV4vD2eWD9NB5wXeWYppibLhZ2rq6hqs5Oyb38un3/q9vOeB/870uY9gVBIyKTzX9Em9fh+tI7wLmgYhJVVVMRgM2Fy8joc++NscOP4Vrv/Er1CVU5wOSXexTomEJIlCeJM3hijOwkSgHdmbpsK4MDr3OiJN0rDiUJrhpKKxMfHGZZwVASFcV+BDXroxBl/XoUvFh0mUjK59JkrpEArmLHXTUJSboGLm5ufxIhSBVV2hIo02kiiK0FZgTEPdvk6nYq6KHlJLympMHGuEjK7trb33TMsSnSXY9kwQQrC14x4uXvetPDNY4TXmkwgdgYroz8wwGBTUjeHx3rs5Ya7njvIot3ZHqBq8ESzlEfsmX2RoKq4OxqSdEYkrKAdXKNauggqERK2i9i5rcxukCqTESHLgzCdQOiWeWySKY/J2Zx8KgSAMVrL932Ffg/WWI+ldXNj1DSTdOQ6v/TFlEVZu03JKXdche0BIlFgj7uxGK0scJaxtD1iYzYjaS1srzaSeIoQijyLet+v3eWF8hi3T4NwiOgqR4QKH1Qr1jxHeNY2l15th4iKe3/cD3FC+wOHJ06Rxwjcc/9WAQdSa2oKKQoylw7fitiACcdDuzBXg2xFmq6yOY4ppyYaKef6DP8bilz7D9MlHmJSGupHcfvsddOZnSWXKPqM4X9ToSYFo91yDwTB0JD7AROI4bi/5AGOo6hpjHII2W7stAlSsaYpJmxIV9AVh5RDSvrxQgdPeEr763SSMoFFMp0XgMAvP723fQx4nvDybRSnJdFywvbmOxKG1vAZMsa7tDggjw3OjHlYJxmXNTCb4P2Z+jdXZnJ+8/y3k0rKwsIAl0I7q2tJUFTry2KYh1orvmX+QbbOLY+U+nFW8ae4oL08GfKR6d9iFC8eP938NKyL+c/kTYPw1Bf7Y1Ggp8e2XWUqFSSPuv3Uf8Q27uGX9CR69bR/nN8ccfPYMkQgdxLQoUVKSdTtsF5MgEokilNZhBI4gz3KUitgxnFBPS2TV0EgPPvh+RZsUWJZTnPFEcUySxGyPh1jjEA6eectr+P23vJobr1zixO5l7vzLT/D8d7+ZhZOXWD24n7l5ydatN3Ddl7/G6bkeW6fPcOaGXezfFhz9vm9g6b//OdNyGg6gWLM4P8/md7yKq1mC/PXPkaYqaB6qhp07djAuJrRDIIQXJGlGnCQ0xrTMdR2EnEqitaaqS2h1Gc5ZhJI0xtCVERfffYDLr1om+aWHaJ5cYzIpQjd3YYs0z0nQiDRHOs/W2gZlU9Pt9uh1Z+l0c5JOAG14A5PhFFc5tn75ClmUoZSiMAVlt6Z2Fcs/dx3bTwzhlTez9sePM5hMSPs58VemzOQ9qllJpTOu/uxPcvbygOXzI7ayTX7xXXexne3ntWeuEjt4/flNViYVr720Fbz0SmKcpSpL6jrQzawHExBf0HYuddMwKQtklKIjzYKrWDIFc5NN5Hy4kKuZZe7r3sl8dy+vuPgsqg1RGXTm+cxrvo3d93+YydkHkIZwAbTWMmMdlXWB+y4UEJ4fRLCWThsTfN4iJNYFMmGNs4baeLx03NFcZWOwTjEpQgSrCx7tF3/w33D1lW+g86F/gT11DN+K2y7O7GXn4ALTyQQrNbYJ6yUTd1jNlljZvoSKYiofNA8W0GvnSSdbpMN1tuoaK8M+uiprlHdMy5AQGUVhGpd3Kuo6dIR1UyNGm0SDq6TblxmNhiRxhpAKLWSY6MmEjdkl8jqQ/MqiQEgVphsyKOSMtTTjCUkeikJLwMk++Y6fYG33y3jtn/4g3fEVtEqusfqdCxAh5yyaVujXMv6TJAkrG+faUbYHb9p1XsJkMiJK4gCHcs21szNoV4I+PSTveZ579Y9wdf/r+Sbxs0SbX6Qqp4AjasmDxjSYpqSbBa1RHMVMxlNWLj5A5QW3RWepD8wwGJYMxyMW5xfY2tpmazjiVfK3uXXpDnaYpxlV4T2d1hbtPHHbxAkEQ7VIqXokyweZj8sgUlQRSoZLXmuFFyF6WeugeXDteyNkaGSCZdSEYCznQhEjgubKmvrapGLOfZY7qpKdgyfYKK8EG6yQ11YQSmmE0rx864+4p/hLbLRCp79A5UqSPKPaXqccDAOuO09xzlGXhmnZUBpL3u3SyzuYxhHJQNyLlEC6f8S4fjyZhKruxldxZe/biAaLHDzxFM4FQdlLu89AprKBBy0E1hlMUweRmdZ4GwAYvo1ltFaQpll4QJTi6uGXMXjjO4m0YvbJR7i8vsb0ka+yPRhw5ytewfLKCl9/ZsxbTlzhzNoWOoo4s9jl8te2ma4NmJ+ZJU/ioLx3DqXDJR9U8GFPnyShABAijP2qukL4wFNWUuFCOgkgSXasceWYoZxW5HnOtCyRLU41ThKEFxS1CR9cFLE5GJOblGldMy1LnDVU1hKQISo8FEqhVBhL/uIjd3PXy25jdjHCyYiL9R5OjyLyrAPSIiMR4m1NA+0uflqWSKGYVVNekz7DJhf4I7Mb5zxv7j/HQbnG58wruGpnkEJx3u7DiqgNrdB4UzKJBI++75X0vvwC/TMj0iysMBLn+ZEvH6McFsxtTXjf555hoagRMoxQ66qirksiqciyDuc31/HWk+UZjTVMi9A1dzpdpJJ898PPcvnsOZKFpWuipZcCUJqmxjQG0ziyNtO7riqaxhBJxfLmgOXhmD0bW2wlEcnp88xeWmPxwiqTOKV34hzTfg+TRVy643qm3Zjt6/cw6KZsH9hJdv0eBpc2qOqKqrYUozFX33UbaMXK730RP23odjpsTcfEcUy1tRk6eMI+vj83g3vZfsxGSL0TUqKQKC1J85SiLEIkpwm8hfF4TDmd4DsdelcK4stjuDIGoCxLhBDs/qPHOHhgA2sMUZox+6a7Uc+dC7zw2rC1vsGlC+dAglyeo7NjmW4jqCtD8cSQ3s4OMvL03rdA/Louz//MI+TH5pk8t4GcXWL0wiq3/syrkbFCfkuDqwSbvVnUQHBu7i78hXVee+VxrLEcWB+y0Un48nUrANx/eIWZquHrzm3gfCi0rAnulMHWJtsdQb8XvldlVdGdmQlAIe+C2jtJiOOUg802//3sJ7l4/gJi4Y6w9pqOuM6eYWHrUthri3AYnd91mKOHXo7b2mD2wQcRPvj3nXPU1lA0DZUNcCm8QwkBvqKcX+RyMoMbn2E4moJqAM/2jgNcn/Vhe43NzW36s7NoEWyEvjU5e+9RWtM7fZzBwg7c6qVwWRvD8A3v5bHv/hB3P/zndM/8Lg02uFriiKPv/SkeuuFuvvtvf5Z8dYBw0MiQRHlp5RBlMkcxv4csSfBRTpp3cI2lsIFAqOMosAqEbCeN4lpH7eaWaeZ2Ml7Yy7LWbbcYGoOqnHLkjd/L6j3fTv13/5n8yfuxKJqlHZz6wI9x4Gv3M//kl6ANwpqMh9QiYrrzBpaGF5jfOE2d9dDFNnVdo3KIogjhW966V2BN+710lNOCTCd443GmoXaOJImujaqjKMI6B94wmZR0u70glpTBiRBpDVWJEJKmCSvC/tYpmoX9rOiasRR4rdrM9yCYbhqDEr5F+brWxOAR3rDr7CdhYZb4pmVS49l2Y7bHE0pTk+UR1yclsXwGjyLWGePhBlfzO9lefYYkBms9DsGKOc/F8hxieInheIKIU+LII4VpJ30O56o2OyF05UGzwd8XkSJc1uDbzj08S867EG7jwlpHCjhw5VPoSIIO/5+z4V6J42C183isrdFGMhwO2DG3xOzcIh5N3u1jp0UIahKesjEYa3FScMleT2dynq3hkBhHLCHWYcrl/D/iku92Okghmd94hre8+Cus2NWwf6nDxY6Hra0t8jQlSmK8gM3tLba2NijHY66844do9t7Ca+7/Hyz0exAck+HCb790cRKz64UnSX/951m8cAIz22c0GrE1HfDEs0+ysbXJK1/+cvbdcAhDjWsMJ2/dx6e++ZXs2T9L57/+CaPxGOHCSKUxDVGSUtZVEOVZh27tPN45ZCxDNdaYax9qkiagQ7jH0s1X2P8tX0Q8fR0nX+gGTr01KKMZ+3BRV3XNa/Knuf7AGf5g7d1sbA5J8w7GS8bThlxKhGjHcy2C1LYBGVIIdJKE/XUa4ZKU/3nuAxx97gUy3dAoz/j8lUBSsqHFdEIzmVakUcy6j/nt4n1syS5OerSM+J21r+eWnYKToy511aBTzZ8VH0BKF8acUtE4w3hllu07D2DqGn3+mfZzAK01h9dGXLq6hXWSG89tIrVmaiVehGAaaz2dKMF7GGwPiXXM9JZDnPIW01iyJCPPUqQOO1SlA5rT41BK0ziDx1EUBaPRGC1jTBx0B5PxOBx6znHLyfO8q/o8tTfc9PH7OH3iFN/4K3+CV5rDW59iMhpz8M8+zu79Ozn5tafpHTnN8MaDXD9qONGLiZ54EblzCQiRtFVZsvNn/orO4gLDumFaTFqfsw4Mg2KMNQ2uMSilmbz7Ni7/wBuxn3oB+9VHA9O8k5D+12+jObKK/90vhINAKnr/+t0k+5aJPnoUKQQ7nttk+ukXuboxQkZJwJIqRZqEZDJnLafffD0n3n4jBz/8BIcfO0M9DUVh09Rsbm1w9j//E4r9SyQ/+he4y5tEsUbIgBktT42xuyyTZ9d57H0XGBdTpvWXABg+cwERS274wbvQPqJ/e4f+Bfjh4gXkmdUg2tKa7378JN7DpYUeItJ8/qbdzBb1NauXlEHTUIxGeGuI4xAWEreBL0oF1LW3HiUjTGPbYBzHeDxiNBqyvbHB+toVnlnd5PR7vplh0kWcfAjRuqgP10N2FOsc3LrAloBAzmtw3rHxqndw/O3fzFs+9ZvI1XPBxSBClvuXfuwX+VIU8X2/9v10CoiyGTbmd/OF9/5H1tw2vxqdogntP78+3c3l2YN8oPpc6GBFmMQcvu/j+N/6ZZzQRLNzdNIMLp9h8eop9myeZIDHe0kURxjXMHPyKZK5WZbciJGz2MYjCUEqnXMvsLhxmp3D85wXHuN9m/IX1j51U9GYhkYI8iRhPBwxHg0wpg5i2c1LdM4+w/KVF4Plc1KCDB4caxzpicfp7LmZzsZZ6qZCqISt3QfZvPWVyI2rzDx6LxpHMRlhhObEu/7fbNz5jdzyqV/gwMN/wY3qT5hMtikN6KYOKGXvguPHmJDqJ3wrNJWUxbQd04fVRuUsaaJwlgDw0gGpXYxH1CoiTkP8eEcKoiiiLLdRURBVRzJm34sf4+WXP8Ps0hyRVBSNC5heoYiiIH60TQszayqaOAkTitZxX1YN07LGV4aLF65Q4Zjt5cx0Oqxd3sBHisbW3HzwAI/6u/mo+37uij7BqwcfxhnPxuY6i/pPeY/+MBe2t9geVaBHgSypJHGkEDgQvvW7tyJZKfFah127D8+eVIG+6Hx7f9kGpSSRDFhf5zwvuQeF8MEY0hauoXcMSG6lX0pAlCG5ripZWVykcXXQvTQNXlQMB9uBkRErzo9fxb36+9ld/R1Lgz/i4K4l0kihcHhjCUzVf+Aln2edwDN2nt2DZ4iiKACztMI7T13VJHHK1evewAvXfz07PvHvKI4+fy2fd/PWN9PsOMzZj/wXbDlmeWkFL4IK11pDXdcIQrLcgRPPEyeaSZ4jhaCYFlTTihdPHWMwGvCy7XV27lykKRuWr47Yd3GbOyaa2de9nuefeYbNK6vksWL/7l3IXkbVVK0yEqQXREoSvGhRsMlU5TWEY5wG/3zdWMTlDvXVvRRXDtLvjukISGKJiiKcE6Fw8J7b0tPc0lnlsaiL2nszVlqa4Tq9PIPGBjymD0zhEL/h0Ilu2ezhAXPWUdclpt17Gx+B0EFrMB6TRJo8ScPYR6kA5VGKC3IfQ2MQIgSADMQ8Z8QC3q23NCyFjmT4cqqQuW2EZ9flAYd//q9xR88j9hwAKTC25tzsEmk3J76yEUR+3mKNw5oKHUmKsgQbAi5kpBlPCsqZDl/6d/+cZ7aG7Pyrj6ONwEeSJ8fb/PWb3sTd+nHeMa2ROqKsK6ZS8Off8Hrmzq+y5/wG0kuq5TlO7Jpj8sLzmMbT2CnWTDm11CeqGvAXSGKNMaHj0kqSpREz/ZSulFz3/Amkiuk/c4L+zl0snDxNk+dkWY6ONVVlqKcR0amr6M2a4WCLpizRQpJnGVVdUdZ16EhU+0V55jTpkcOkR1ap6yZU8EsZvOogVR5jfytQw7zzJO+6DTvXQX/hIk44rJcYG9TKSkfhUty/hD+8m+L4VdavXkE+Lcn39rm+TDh4/S2MxyNMXdHU07AKeewsxeoQOa7wAvI0w5iGpiphb0z3YJeZG5dZPXaMumnaTkwwObqFlJLHf/hz3PCf3kW6O8Z/ZZMbzBZbpUHFKT4MehEC9mxNSJKEH33iHI2p8Sp0mqrV01SNwQtHEoe1W9OKQZWSeAHTqg6TLK1xrmFclpzcfTvbz73I6KEvUZYlqdZ828d/kTsPX0e3N8twPEVJwZW5ZVb7C+zYfZh+1kGpEColpOLc7a/mwp6bmKzso39xCydVmKYIwcEjj9Kd7ZH44GcGT3eyxf4rx3jtcoqOMnxLVLvfzDPJ5vlO14pJjWFUTFqYT1ghWmsovaN37gXe8NEPkUeKr9UV46qi3+8xLsYs3venvOLKF+nlGXVdMi4aOt0+3jtmjnyF1zYnWO4JVrUGHZF3Mw5cdx2rly5QlyXT8RjiBO8MVVPyUkKgtQa5cYEb/uf3cfiGmzjjLI1tcE2wCyohmHv2PlZevI/e/Dwb7bpx4amvkP3Kv0EfexaLCxeVlDR1Q+f4Q1Rzu+iun6KqyjDCF+Bsg6kqSmMwzqDbDAGtQgfonaVpLE6GsbI1DVIHyqM1NmhekhjrBEkUMz+3wGB7Cyk7FOMx/W5wDzgbxtwqCuLdxjZUjWY8mmCswxpHLUJqXLAbhtWukpLa+zDJkrJFH4f0x7qYUk7KECATBwpdEocCWshwLsdpwuHmEgf9SW7gNN00oS4n9HKN7e9lM72ZeO1v8KbCe4WKo5fiVtBKIGULXGqnjUIIlJDXUNBRi+J13iNkKJKkjggSrwohQOt2LY0EL9tIChes1y8J+wCcw2MwRhC7KOSVrOxgbmWR3T3N1dMnaKZFG6TU4IxgV3aJvepZdqnHiaOAXZZI8P4lgOU//JKP4yQIKtrUK2MDitS4kLZWlSXCWa7OHWJr7hAqXiBt6vCLpWT5Vz+A78xRXT3N+swMSRzTn50njhOsVdesKUKGKlspHSI4CfveaVwyHI24uH6Z8SNjdq0ssWt5ievyPh/45Ani/gzV3uvQUvO82A7CwEsDkJJJK8qTbbxhrDXeW4SQGFO3WFXXiics3kq8UETlMu7Jb2H97FkWly7jRiOUsERKgRZ4DAma37j4ZubchLd/13uZ2buDp448zbhsgn3OeiaFIdaQJgmurEl0eGDKIijbr0uf5PTkdoZNRDOpme3NUFdlEKJo1e7vVUApEn6fgLQNIsa6DOuQWAteM3OCNa9I0oDJvLGzSj8WnJjsufb6pIC6qlBHT6CtQGkV8KZVya9+3VsReH76xTMkadqql0umxRiZRVRVhalrVEei44iqrHFrmxz62vMsTCZsGUMiYuJEczJNubS0xNqB/UQnzyJ1TOMchYSzu5YYR4rDaYw3nvu+9xvY2LnIt75wnJ4d8+XvexfHuynnD+2gN63418MpSgiurl4iTrts7VhC7d7JHZMyYD/rBuM8w9EYh2dSFGRRSlU3AUQkJb1+L4geraWuprimRkV/z4AvpwVhDAdIgX3uLDv+w0dJ+3Nhn2YM/tglph/4HfLCtAl0Qby5/f7f4abbbwiXSyK5vCdnc6RxVzxZGgrZ1X/5Jk7v7HLHL32J8nxF9MwZ9jx5huV7Xkc0O8vcwgzdXo/hcEB2Gzzz2pylTz9HKhXR/AJRHCN1RD0aM/1Kge4kXH1mI3jHRXgewhhYtheIZu3RVZp7YhbPlYhdXBMJhr8FDOvZ5Vm01twwKPDOtspqgXAOLSWLy8sIapSOKErDuDQIqcEFdfdgPEKIECYkleSrM9fzWzOv5OWvKHnnMx/De0mexOzausBOv49pnBBFFtOU3HnhCD9ebGKfepwn6oZGBiFXHAlu/8hv8vbzDzN/6gXOhyOX0KkI7v7sn3HD3hnWvGv3yh5ZjHjPV/+Yb/rWb0PInOFwm8Yafsk9wWOPP0o8q6had8twuE1ZhmAl0wQBlU5iwIZkt1ZYp1WKtQ2RVviWswGBJKeVupYo2RiDaSxCxtRlSRNFDNM5fv3G/4ProwfYw2m0VnTyDlknI++E7PMoitpiOvAa6qqmMQGC9JJeCe/bwjPE6yqlMO1YNnv6Eay1NKlm1/IKUk4wwwkLx77MvktPhrNUqmv58CGcJYzFtQ6Nho5DULfz9d9PVeMkaCCSGB1pIiVJlcf7Gh1HOPGS/a9PFCVIHT6fqixxzrC8tBTuChF+9jKe4YHX/L84cOEh5o//DnNzsygd+AJCSMqow/rOl8OVh/DFKKxXnYX2XjDGYK0h76ccOrSLs8ltVFHDhlpg9pZtnnI3c1zexOHkrzkoNviX5veRkafadhhRs7Iwy5+qD/K8vJs37NggXv87TFvIqjYfwzmLVPoa1Ei1AryXRvXehzRHrULBFOlwgXsMWmqkjNvvlkNJfe1seGk1I6Qn0rKNpBVt5oDFIrCuJss1s3NdvLeMtscB3W0adJrR63dwdUU/m/D+hf/KqdWrNM08Ht+GF4VVifrHXPJSKpIkuTZel0LilcQ2QWnrTIMCbnrqj+m/8HdcfPzvQgXTUpv0YA0GaxghGE8mrG9skHf6ZKnAEmxIxoREHyUVxgRiUJZ22gcvRuqY8WjAxre/jrVvfzODn/0TxNnL3JTNkfU0qZYs7NrL8e96Jacayzf9wr1YD9NpjX+pzBHhS4IPe/KmMUFdakPCkyB448fGItMOXqcMioJp1TAdjYmEQ0eCOIrwUtI0jq1CIfuHWV3b5GIxoSZiYederlxcRRnHqKrIkozG2GvFTCQ1iUr5wGumvHX2ozwbKZ6U38ChUw/wyaszdDo5CIfw4YsdRwHxW07LkFiUpgjvkVIznZZUZcUd/Yu8f/bzHDXH+FX7rXhn+OcLv4/E8x8HH6K0AikcUgYVdBTFdDopXobdUyQEbzlyPOB548Bj9j4Q2PABDlNMJjhjSZMkqGrLKco63vXxLzLRli9ZS5SEMKOZ7QG9omB3m0rnZBD49UdTfvivPsP48hqFkDhf8bLHnmd680HU1U0qAxsHdqGV5J4XTrNQmiDOTOLAmI80D/+z9zJZWeQt9z3LDgcegbOWzyxG3H/LDnb9u//JrrVxsEq16m7pPEmcMJ1OwrpGSJqmQWtJXU1pygrpW0uGC/tfKRRNY1oRXFDYy1NrkMatvTCIuPyVAeL8Gvq63ZhezPPf+zLk+nX0f+Tj4UCIYvY9uU69DdmgZhNP1TRkaZckyUAHIVvRVMhIMenBaCknvW6J7gPHQSlkFIKfGicwzzrOPXaGzXPb1y513xp1X4LDKCXZev1b2Tj8Wg7d2sNveqTWwVrVFprOe/7H628A4H997nniKAYheXilT37qNAuba0wnw9B91hUb61uMxyVZmpGlKVEcXWNoLC7OEemIO+2A19erHLz8DNddfzP7Dx5iMhzwxOOPh6hRLUCGAJ+m8RzcuMCJctLKrIPvXQlJVEzYdeUUE2tpGoeQHiEN1oNWvt0R03LIw2je40OB5gMcp5yWdJoxvcEqfmZXSEYjUMmklMRRQidPmJ9fwHqHaQo8jihOybIUTUJVlugkJu4kIQvAOSIVEaMopxWRFPS7vWBX9AHLa7xjwyVsdHcwP7cfOThDXZdUVYzUgmI8pJxOkEKQ5TmTZJnT/+I3KZ6/l5X1PyHLRHshh+626s5x9cCd7Lr6JLMyBRl25MIHZPHG3tv423f8BK94+H+zePxrIWNBinBhZIt85ut+ht3PfpIDT/0NKk6JdASCVkNlKJIuj777P7Nw/mvc9vgf0bSTXwGUdcXD7/xPZJHkns/9NHVVUWGo6jG93gx4weV4J/e+7N/w9vV76Zw6z/ZwinUxVgSX1Xh2ie3+Pjbn1+gbg2/RzAJQMuLoLe/n0s3fjHgyZnn7w+3F1e6ZVcLqofdgukN2LWtI5vi5yz9AZscUssd8c5682OBSvsz5jYZZOyYSktmZDGFqpK+BmJe7h8BYVqbPc7JF7vpWCKe1apXyIQoXCJMs34rkZCjuwt0R9B0S1U67PNKHfAk8WOdbOmS4b6RuL3nhWlhumH6jJFIJsv4s80vLDPO7+Ff3vZ3v2PsQb166RD2Z0Ol1iDONbCqa6RQZRcx2u2jWw33iBalO0EriRdBM/CMueXlNdSiEQGpJ4zzj8YSymBLrwAA31RRx9UJQaVqLpLUXtIePJwiuiklg2Xe7vVaNJTn56rezcPo4i6ONsHdqqyjvQ26v1BqBpzy8B7tzgUt1QXnsPOOq5vaX3cnSjhV6MuHuFyZM19aQkaY2DVeuXKGZGGZmZ4lbvzKC4J9vaqwJK4VYa4QHLSTzMz36izvYKArK4YDR9gbSGrrzc+GwsY7GQdWUzPZmeee7382uvXuZ4jh0/INM1Vl+ePseFmbnWJjrIUVIGkJq1tbWwEpuPHwza+lOXrRrPDe9nUPmN3nd/q9C8Xouz34n2+MBZ06eYDoaU9cVUoXwgyiKwQf6GXANBXtkMM8jxe0c4dbgk1WKzw3fTDeD0gQtgJAeHSvKSbDR7VhZCd5drVDC856nn2NSC7yMcS4oSV9auSAERVEgnGem36duKpwNyXVpnrM2uIpEkqVpUN/2+4zynK08Z3uwRZx1QyyjkMwPpkyHFUrGoB13PXucHdtjHqlqyknJW3/uN7nz1oPMWI9OUow1f+8dNw3Xf/oB9G23sMMH3n0IiRFszOSM+x3KbsaFp15kfn6G/uwM3nn27NnFaDRmbWsrjOXaC0EIcY3Q6N1LVXcQ34Voz5Y419IAX8qUd63SHgJmdHFhkSiKkeOGHQ+coTi90WYkhMLywLND+hc059qLyXlHkmTIKMaiQ8qi92ih2Lda861/fYGzj7zAoO0gR+MxUkviV3dQWxnrXzjVHiby2nc0jJ4dSgaNhfrIffRmZlk6uoZf2QtChu+SDNMbJQXfePxKUMq34/5zsxm/d+c+9uzq8oMfPkcnS4hFj06aUqYxWawZCEPe6RDpAIQBWoeGYMUVfGj0FF8bXqB34OV0ZmYYjoYMiwk6iRBtWEsrX2oP2/AeChmiGmULafLOt6/J4ozD2xCZGkeyFdPaNnc8QqrAXlcCRItGlRIaG1jjKooRos3b9i91iJYkUSitqaYFUZSgVIxQEUJqbGNDfkCQU+FFOIdeck7meY7EBf69jgOoJ8mwKJbXTvCuv/lJlphQH9hNXZVMgO3RJlU1QkpPnASdBr0F6rmdDPsrLFpLYxz9fj80P3XNmTd9kNXb30Xvc7/CwjP3ggxTzySKcaZmlM5S5PNMeyuwPSDNc/JOB2MchUqZdJYYz+zENA06FbjWQWR9+/7HXYreTpKZvTSNQegkCKV90AWMZ/YwFT68jzomi3N0bOn1e0ipWevtZpTMs50sMivBmYbCWnQWeB+drdO84/M/xlK9zfnWAWGsaSPLKxZe/Cw2zlm4+GgYZeuYvfsOMtud5RF1C8+uvJe8eZyb5f3MZ4Zvyh7FbJznfNVjdnKc/ePH2HvLK1kwY4zLydKMJIsxM8tMRop+Z45XykvcPvljjsoxCAet0yp6KZVRCBCuDfAiMB8Iq5HwgYeGNKTnhXskXN6tQK+dgEnf3pEyEF7TNCaKQ+y0VjGbbolT9gb2ygucr3fwpr1nufHmG3ls7RDbRzrUahdldYSqsfQjSeQtWjniXghPMyQcMd/CwuZD7L66xcXhGOttaGDl//3A/v/xkn9JDR5FIcXMe8e0qijLaTsmDAIG4z1NXaOlCrSs9q+XuNdAILqVFZPxhKau8cKzuvcQT37z97Fw6gh7//TXiONAIGr+f7jZsdLITh9+49NMfu8z1BevsFnXPPHsk6xtrPOKO1/Bnv17uftpwbkzp0PXQMiVL5ox08mETpyFBz2RGO8oq1Z173zwO0pFpCL2793Pyq2383ef/xxuOGChl5HIfugEZJhgCOu4fnbAXn+Kj/3thEaEnPFfuPsYHVkiTIGzKUF2FpHMzrFz9yybW0M+9Mavccvy5/i5R76Th+O7WF60TGZfzfD0GkeHN9PtOHozc4hIY52jP9MJ2dk2ENa00ug4wvpwAUghqYn5RPVN1N6CCRqALxdvpKcUzk7a9z6MIus6sAH0S9ALIfGuDjbHVlAiVWABOOeu+cHH4zFKKjqd4DQwxhBrRZqljC9NwQviOCXv9bi7rFj+/T9gyTlEnAS747VVj6ExDeNJSVkM2LfSa1W2DVIJemXNjAk2HNkiTU1jgu1SRdzy5BFumkr0jTfisITcasPbvnaGuY/ey7lnj5MvLpJEIetZ0oJ12rGnsQaFwpv2yx7FCKXRiQQHSnpm5mcRWlJPpzQvMR/CNzrQ4tpn2rUWoKsbW+zYuYhWnt2fOsmps1fQUdxa7hRaByiItZbl5WXW7tjHRGjM1FCO10hVgkxSvI7wUtOfSGh8iAT1oagWXcXiDx7AbBjKTx/5//tehWlYO3VAIoVEPXmUPYM/o/eGN6G1Rmt77fvUapr4hjMbbQEeKGO7RzXvOnWV+eMnMLbBesna1pBYeRDqmqUwzE9AyeDV3t4eh5jopsIY6HVniLxj9fw5qmnB8E3fxVEa5i4+g0SBc+AcUkQgJErH0L5XkYqQqsVoe3/tMse1iV0qgK+kkAEA4hvwGmM9k8EAo2MmwwF13uNz3UOsLF5EKXUNXAS08b2aLMuQQtDrhUu1O7NIN8tYWJzSOBEyHQBjHHMLS8zlKTt2FoyqkMTpTENRTkk6XRZ2LBKfXqdqDLb29KbrqDRmOp1SFQUXTp9mfnmeLNGsra5x9uypkP1x4Xlu+PdvZylRoII1LkkSJpMCrGXnY3+Lm45ZOPUIVVUjlG+1QUHDs//Eg9xenScZrnPS1EQ+pTKB5zG3cYa3/dkP4NbPUdcGr0uMnwaUtQ97+Gy0ytv/6oM0W2tMqhoRGRBT0iRGqYR7PvojdBJBbQxxJOn2+2HyKcLeec/WEW545j9xS1JyUgJ46qqkMXU4q6SGq6eR3TyI2IRoRZqWxlry9SMcevBFkk7O87f/ABdv+Cb+49xD3Jwa0pOXGE6/xmv9U4wHE7ppyvvnH6XQwaZ8KtvNiZXvYv/wCwwbExDmc56zp07zlLoL16zw9u5FlJ0iqpJekpCpiKJ9rqwNCnq8wPuQUBnuufY/OkK3GOE4SYnTjEjH18LX4iQmUq3lzgUdhW/XYk1T45wNLHsvMMbzhfrtHPMvY76+wqZbYc/kwyxub/O2G7d45d7nUGvH2VgT9Hs9qvE2a5sDZudmiYRkUpU8NbqbJ+QH2Gev49X8LeV0Gj5rLUnT9B9xyUehqlNKhaxpmfLEvneTb32CZVbbrifGuia8IVpimvBhI2W7exHXugVjLcO6ZlQWpHHEzLnjXP+5D7Pz1BHqpmw7PtHiDwNER0pBmgY/dlxMqGZmmYzHTCZjjp85wXg64uatmziwfx9mUqJ6OXHa4a677uHMuXOcPHYUoxwz3Zi5dA5nfcgNNgFXqqPAiyaWbDUDvvCnf8Lxo0e5/fBB+p2Mpm4YT0YYD1Vj2d4e84GbH+CW/hWynfdwrvcyzp67yC8eez+nThxDRS0f3wURytXVVSoTLBaJtkTSsWehQx0tcsOtt1AryaceTahdwXT1LDNzPWbylLn9B6nqhkm1Sd00SBmq7ywKXHhaAWMSSbLIUpRB0SulJtNTrM0DcU0HDHEUBxyvkjLko7sWAuFDtyIkbTfYoj09IDyVqxmPQ9JfmicMRqOQRBjHOAWjYTjkw4OmEBLy8QSRZ23X1ODRCOFprKesStbXLpFqRRbHlHUDXgW4g/BhVG4ayrpmYIMPV5LTOEuaxuR5imtBKs4R6GyuQa5toIXi+usOMhoPMdYw2+9x8fJlpA5UONGGgDghqN73WkYXBzRHXqSuqgCpiDRr/+192Dwm+eD/ItIx3nqkpC1Aw4UXyF2GWEf0eh2c99gAN2c0GTM/twBxxOrX34q+VBAfPcJkXHDo+ut58HvuCbG1T2zw2CtmufNzR6lmIl59oiR2Oux9tSSNX+oawG6UbP7hBdyGp2leUsIHpGbTkuviJGkv4FDQJGnCxsFdPHfrHl7x1RfJ6jpMZrSGNsgmhIkQOBLe8w3HL3PmhZMBBDUe09SWqoHSOKom6FmCjxhMKxSzZXBJj2XCR3s3sM+f4vaZjOnU8vSw5g/2v4rFZsyP14/incSYChsFCmTTWBpTIZwOgVI0EMX0F/fS+A38lfMorVtwSeiMduw/xGbWYXVwDlTCM296P5+87W0sXfw014uSpJPz1fwQfzHcw1sOvJnrt7/MS6VMYwyNMSRJEqYqDoQ3FNaiOgukeUpZnaTxEjOtkFpivaHSHazQbI0njIsmiBTxWGcYes1oWjOpSirjUVKH91mGwtk0DXEUc+HMWWbm+lw4d47RYEDWmwEE0XgLnS2FwkJHDAbbjMdjkjgiv/giB848STTXZ1hO8FLRDEKKXN7t4qOETrVFbRpGw20ab8lMlziKibQinm5hpGBUTam9QicJTkBVV0Ra44RAl1OsN8FC5h0qjihNTSwE2lZIH/j7HoezDY2pMc6SpTnONaTTTXTS4m5dGzPrIU0ipAzivaSTkiUxo6bByZcU5wIX5tx4IbAywQnNsKkZKlhKPf/UP4Yrtoi7OXm3h7MNwnsG6w2f9F/HCXcjyfh5dldHyLs90iRBpjn3zfwwytW8TXwodPbSkfVn6M2XRD64qTp5SprEdLtd8rwf+PBRdC3WuO2OMI3BuvDcmLrB1P8Xaf8drelZn/fin7s87W27T5/RaEbSaNQlUKUbMB0DNgaXOLEdJ3GLj+PjdhJ3x3GJ45O4tzgYA7EB21RRRBMgUK8jaaqmz+y+3/q0u5w/7mdvnD9+53cWWSzWYmDQzH7f57nvb7muz1VTF2VAkCvVwMoUkQ6TVtvAheIkIxEBF+694xX6EbaZIftb5zhf72F/dJHTJ3OydpvZVof1fEJnuosuBoxMjYwinJBU1tJJM+6ae47nlz/E3uiLxJFmqtdiMBqh2y2yNPnmL3kkYRSbZaAEp2dv44Wrv4Md8SxXP/MnDMfjgEksA9FHR3HwGzsL7Rk2Xv9v6T7+SToXngl7906XJ373Hzg+3uCNf/VLiLrm0L1/SzdLIWrkA033KEQIcvHNWE8gSJMsAFhkEPuMRkMuXL7MYDjghcESu2RCK72Cjsxod3vE7R7+0CwXfugaVr66yNxXNwLoowxQg0iqIIKRgrk3PEv38Ar6t65iujfFKC8obFB1O+fxKPLKIHTE/zx7K3csDNjzhu/BlQMee/oIy4srrA1LOlmzu/ehiFAqQghHHAl+5Qt38JK9q/zcS/6UT11+JV97BvobGxgbVJh4QzEe4qoKQ1gtRJHCO421oN2EX9/3ITbcFD/l34SSih+98vPcNnWa/5R/H0OmuL37PN+/8BE+MXkjX3S3gTUgLEJolJZMTU0F0IYNKuNxp0VUliyXjiTqkDpL2ZuiPa4YtiLy/hp1VTfgG8nGetgHp2lCWZZMxjlxFNNut1Eq+MlbrTQUhq5RosqgVh3XNYPRqBG1hCCNtfUNvA+M8LqBfHgEn7j5Wr5yw7W8+o/+nKtXN8jSBKcsUaSD3YrA6dYqZDzXtcEjKKsS64Pfen5hnkuXF/HCUxUlOlAr4KodrH/3XYxOr1B/4FPBdUFITxTWIaynyAMGVSCJbt1P+o67KP74M4h1hY5CiE2r1WJ+poewIa861rqJga0YXTXHxddfy+TYMlc+ejTElDq48n98jU6ni7xiO8LB2et3sLp3lj2jixy4UOG9BW/Dvq3xDjsHg48tEsdZeEFEI8qELSpfGNvbrVFrlrb46h03cGz/DrZdXOeGpQkAv/vS61lrpXzrybNoB99ydhWlFUux5ldfegOHrt3Omz/8CVYmOc7DYJwznowZ5yXWhe8MIbZAOTRWoQc7+/j4/PXcemDAnoc+SVkFoed3TH+R3QQrYVGVjMdjpEiIdEyRh5WTkAGBJoUgThPszC6iYViXSCkCqMgZjt/6auq9B7n28idIsxZSp2jvgkvGeZwIe9Y39wYULHHF0tO4xoFgraV0lmOv+X66p46QHn80FEVS8tSP/RGPdWf5nn/8OdDNKk87pFY8+5af4YtXv4Rv+4dfINI17ZYJwxApOH3HO/mLl3w/L733N1hQjit27WX3rt2cv3AO3xSozjra7TZ5PubMC+cZbYyCS8lbkjihrOoAnhG6EfJVeEJSIqJGIqirOkxItUB4R6Q1+WRMmXXZq2V476RAeE9VBK2UzDKiSIHWIeK0QQaXZRlgT3VJWTiSOHynUmriNAu8fBNWKt57xtEULbOMrWtsVaHjOEzQypK6yClyie21MHXNaDwiUikoKIY1lVcs3vEDpJ0Npvv3sXFxmcq74FrRGiRkSQgyu/axP+Lwsb9h9PZ/zg+oN/Mt3WN8Z/UgRT6i2+rgi5win1CWBplkvK64l4PuBDd2V4hndpOmCbauaCeK7/AfJI2hk8ww6vd5priSU1O3cGDn3xKp8PkpFeKanbWMxn3KarIl0t5ki0QyFLVaB6plEidN4R3WhWHdGRo6mglBVRvyskIRBIYogRKwT69whVhB4LnanCKxofE58dTTlCWMB0Ou2j/DjkyBEMzPzAQqY1UgI81sS/L6+Q+xOikpzS7anXYokqIwUfimL3nnXINXrVEi4oq1x1l7/r3Mnro/RHBqxfrMfo4dfA1Tn/1vJFGFFxJTG/LrX8Xg5d8PU9uZ+9C/R+uIKGmR5EOyyRDvRUNK8o1tQuAFbKyv8/wrX4pIU66/7/O0Wq0tVfDmVCHLWuEHRFAUOfatNzP6+bfy/G/ei3n2NDdc22Y2naaVtNjb3cdi5VG5QQhPZQLHXMmg7peNPcLmMb6KkSojr/ucu7yEdY4kCor/KEoQUiEUnBwsoLsv5opWm3K0FtwCEoSSxDom7HTCw1IbQ1lVTbqZxMgOpUvIaXP24gXWl5YDN9uHZLFOJ0EKhaOmquwWz7t2Botn4jMGNqXMczCSYZ2Q+5RJFS66UaUoXMLYxtQ22FqiRJGmSSDwmSCalNLz1MFdfPzNL+V1jx7nc9deRasyHLqwxgOH9/COB4/zibv2sf/pk5hPfp6WUmRZyuTyBGvqUKkrRV4UlEURDhRv8daGQo/AwPZNgtgkiynrChCkWZulWw7z2ZffyYG//yTr6+sYU9OZnQ4iRRzReExUFLjxmLoq0LHk6C3X8dSBK/j+y6MgeJEK50IQDYSc9ElRhAjfsuTIc8/RSjNUpBpBYVhxqOkO8sh54vffz2RTDStAeM9Vv/hBnJA8X9TBdeEt8ffeQ/7q65EPHsOeuxSeXRH+vMH6GlPZAkrLpliLEHi6RxfZ9+GnmD8/JM4y6joY2BYeO8fC9u3sHERs+/QDTOZSVg/tY88FcMRUWjJpJ9iNMJlhUxTU7IWtqUOh0gjvoih0/GbLThemZ2nW4vWPHeeWseXgxXW8TlBK0S0NpTZ87IZ9ALzy7GpIYTOWVm2Z8aCjEFMbZy28FNDsq4tJTllXOL85dfe04zC5esnwDGOhaT/1SS6vXWJ2fidCwF3nH2J6ehuLzoYDdTjkQjnhyRtfw44La/R6Fxp7UoBYPfnG7+Pjd76BV/31L9JNLEJ5rA2I6Kdf8708JTXig/+VWCikqbn1wffx+jNfYOe112O0wtQVU7Lmh6YXedwNqXwQ61VVyeLUDi58y/fSO3SUvReeoKxKdCRIiwGVVvQHy0zNxExrGYAmAi5FJes2Z8d8jM1bwT5J+P77uiA2BfOtmjgtMWadc2eHKJWBFERS4a0j7ba57vobuOXmhNMvvMBXH/gyeVGiGqW79x6hJFgf9AkEd81g57X073grNz/xd1RLTwZojAte7bUbXsOF7/pP6CMf4oZnPhampr7hDRA46UZEaBWKgNA7OaZmZgIjxFqcq5qmCsqqYlIZWp0uWkUYU3Hu8Fs4fc8Pc9vXf4/ZZz6Jd0GDFccheGz98hK4Hm7HHFpr0ihCak3tglui2HkDl276bh4aHecOcy9xFFZnaRIwtrWpER62QqFMgR2s0Upr2nbCeNAnz8d0csHw3EWOFNv4WvxKbjz7HmRxgqnxfTwrFNMzs2ybmcE2LICb9ENh+uMSbFXzUPQ6TqkbSMUDXJ0shkZHapQM4T5OhihvKYJOAyFwriZW0dZ0WTRrBiUbdb0ApSNsWYXAHvmNnyNNJEkEZVkE/YkAW9fBgVEFTVO/v8qjxYvJ0/1cjF6KIeGnB79HlBPcCsaDt6RK4YzF6QhvA4W29p44a6GLAi/F/77wTstNrJ9FOsOBUx9D1JYojvACLl/zGtZveCvZ5aO0H/wAlTHoKGL66Jfx//jrTL/wEFoHIUYi4HV/8DNkWYbxvtmvCbyEo3fcxYWpWbJf/2Uu/8Ufgtak7/lr9s4t0Ol1G3tDQKMmcdSIJ0J1VfUr7NKAwQuXePLZM4yGOTfddCsLOxeYt5p7/myR4coSop0xLgomozHShS9VNBS8xc8eYO3hFzFcOUOrnSJi3ewdfUM0CvQiKYJwY9vsAlqnXLn3INvetZMvfe3LPPHA1/F59U9WFAHjamtHManAevr1Lv741L+kr7YRJUuB2e0q8iZExZgWSRI1vOuAEvWN4M6i+L/7P8TyYIA1q0in+ODll/BA8h2suz5SC57Lr+K3+/+BvBw39sTQeYJnZWUFbzwzM7Mh3GR1lc5owlxRMzsY05pUTA0mTE0q2v2C3qigvdpn1Ri8CmlZeVlgqoosCeCKuq7BOdI0Yjwa4KUgTSKSrE1lHGtr6wyAP/vX/4zp/oB7njtJJB1n3vBK1q/cS+9LX6U6MsEZQxLNBwuRkNz64ONMv+/vEN7ip3o453jkZXfQn5/hDcuPs8sL6toEe18dRrCRjtBKB5KcCXG4VgVoRVkGFb0XHv+2O7DX70Fo0VhdNj/jAHVxUmDqYOXx3jP53Y+z58Qaq198ulnDhANVNDY9LwTWBzGkcxYhEoQT7Lj/FGmWQBThXN1ANwRKNIex83SWR8wOzyHnd4Ny3PfG3azO7OeKn/hbdmfT4dA0Jepwh+SlbdQvvwADGhRpwCdba5u1hWjEa4o0zdgzqrn25ArrXmw9kz/6yDGkFDy70A0qYALhbsp6fuO+I0hXcd75huMd47xhnJeUZUWapMRxjLOGIh8HUh0Vg8EacRLxbf4ED47WKZGMxzlCSkajMb0p33RNhrLMeW7ntTx/w0sZDDa45djDIZ61mtBKu0yPLrMyXKFVbzA7mzTo4xQ8vPWLf4gFdu9oMx5P8C4UjXFscL5GyAhTN/AqGf+TSVKIC22fPcKhD/4ancvHkbJgdiZjamqG6x/9S7IsZqPXIc00g8EG3VYQzr7x5CfoLn6RyhfYnTvxjS3XA/P9Z7j5Y/+M8bDPhikYLE3wBrbvvJJuq8tXp+6k7u3gLeI58lJz/mtfZmVjjTjNcF6y0R+HJgMRNGGNDkZrDThWX/wWVm9+E+P8Aumpo6BjsjTDGUNd50TDFXrlRiOMDms86zxaq1D0JYGZb42hcp5ISAb99dCJApHSAXUvBVJ4yqJk7DxpK8U5TzxYIpms0TMjWkkaCmgg1hF1kRProDq3LkyfhPd4Y1ECMI7uuSc4eP9vcfeCodYRzgZbnCewV8qywLsapWZRjQi4dekI/9fkdxlv9Hm/u5m6fR3fM/gSqTE8pO/hYX0XOxdOcWP+dTq9kqI2tLodZmZnqMsSpTRLcjv7kmVcPiKL4dvkRzljjpBUzyI6CwGuJAUohY7jIMhtLm/ZpHMKFfRl49EgrF1MvZV26pxrSK8V3hXhM7CBI2HqkrIqgmW3rrYIecbUYRpiQ95IUVuO3fC7FNEudtTPU1tPO9X0spiNagzOk8QRZpIzycfYdmAr5FVBaQ1xkqB1hBWS/5dG/v9DJ9+kvkmpcA2ZyltHooK6NtKa7V/5S/SFZ2k98ckQuguNTxPmH/2HoCJtBAq62Xk4HxjUdVWTRuEDPv7SVzHauYeFP/qvTP3rf4NQmnx1jRUniOOYtJWFpDShAuzfC5IoQSvF5NGLTN7+R/giJ68Knn/hOKvr69xw+BAHDx0iLybgPXXLMDE5q6urtHTKXG8Gt5lVrQKasSwnaAWmKFGopupTOCGoKovxnlFZMTU9g1QxmQalluj5CzhvqeuCVKUoqcmLnDyvcMaitMK7ip+98xPMJgPeN/5lqqpDsZE2nGSwtSZJWiCCSBER+NCh6oyQhOCIsqi2LHlxEuFcEJ54IqQOvlhTVwivm7CgsG+v64pUJ+FwF4J95xb56f/xSeLuNPuefAHvNWmS8S1nNhiNc/7NB85y4vhzfMVYdBq44nmeg3O0WmnwG5ugNm9lWRDcRBFShO+5rAO+U+Q525aWmVkPWQP5eMhd7/0gO17zCkZnzrJhKlxd007jZvQVRr3eeZQQxHGCkhF7j5yitWsH22oP8eZTGrQeUkg6nS7bFhbojwYkUYzwHmMsnSjaSpkSQuD+8SH0kbP4LzwdLkgRLnqEwDqL8YHV55uL3J9fpfzg1zBFGQiExhFt7xEf2E6r0yOvg7K9MhbnRfN8W2IRqnEpwFy7i6JfUtcFVV3w5ZduJ13P2P70abpGN8WkJRtWRMMBLdmozoXCeUV6d4/krozpW+dYPb0aiJOEtMCwWm9sgIRDKHDoNdbY0HnYsFcVOkyUblgNokzrm4WYc8G7bS2jwYDxaICengli2ckEY0yArpQFi5cvYuqcudkurU7GiZPPkbUyvJdkWRehCrwX7NixgxM2IVNZ8/ewgGHbw/eyd2OF9mNf5vJkAFjiRDO9bwc7n/00dz37qaBK7rYpyjLAjWTCbeUqnopxO0Upx2SUM5nkmLoICvvm0gm+/zD5q22IBDampr++ztRXPoTSgqGAqiiYDCdcvHAJpSSj0QCBpSwm6Di4fJZvexvru1/G9Z/4bTq2RniBNZ7ahNjgshiHg70OOeHljuuYrGxw/Z6MhxZexjie4jFuAgRvOP8BnHRMz+1g3945BoNHSNOUdqfNZFwjnAuXJUEguefzf8b2pefYu/w0xxEURQFIvKlpnXqEF//Bd3DNzYdxDdff+pDnbp3FmIrURKSagKXVSZhMmRBjHayINZGOcUqQaIVR4VnFWLRU7Dz3dQ588CG2zfRYruuAWAXKusLbkG+QmQjjQgiQcI7aB69/EPdK5p7/JN3kWgZaIQiaoE36Z5YmjSgyPLNYOHvyDOflWRKlefLmn6WKp3lt/0ss1Io7R/9IxnNcI56lxmGriu2zM5w7e47zp04ileLU9m/noZnv49vtx7in/AiiKtguV6lNxZLTTPp9fG1IGsjYwLlQNJmassoZDgZUVYm3hqrIyfMxUhKw7UrjGjGo2+QXiOATEbDltffNuSQ2xXgiAKSSNGFmZnYrWjwd/w7J/CEORs9x9oXjrC9dwc6dO1AiiJ/LwlKWBUZ4tIaFmRnOLi0xmYxRUWMNbZwp3/Ql7/2mxSX48eo62CA2fezGW4aLZ1BnT+LTtLEmBcJU2Fs0EYY+2A02Fc5OeDb/pZTGec8Nv/87nBhN0OfPoC5eCJQtIRiM+nSHHaIkQcZR+AAbwZAPKDiyrI0QwWZWFJqimLC4tszgkSEXVlZYmOmxfaZL/i8MM+k0+y8fZPHUOYajdYpJm6lum1QGhvF4NKInFToRKGfxtsA6iTEeazxOKfZ1LrC28ixPPRVjleR1+Q9zw9Q6j4g3kKcpSZQQaYmWHukt4zyIZWKpuVhfjY03EDqlMktUdYGWijRWqESHqkxIBApjadYKYZy8q7XOjGiz0UpJtinmMsPB2RUW1TRz3fDCREohfMVMr42pDFmWISKFk1BbRzsJu3UdKaT3wTqEIk1blEXYa1vnmwfXMyomCC9opxlWOIo8UArTXsokz6EOBKs4ialrQ9pqk7TaOBHiJMEjTc33/u0/0i9qjpclwsG2tSE3X1jk60ojpEYJS5woams4P9Vjvb+OUoI0iYP1y3nOXH2QjYU5xosDZk24TMMLGMJMkjRDJwnLLywxHg/xOKyrQSmEDp1dNd+F//av8KeXiD/41a1CIRyETWSkDwmMQvjm9RWURRUuSx8U93Pv/RGK3bOc/7cfxp4fkiTJFjQFwsiu01K0WwmXbt3Pw2+6ln1fPcXsiZP4dsKJ6xZIJ1M8+5L9zFxY440fPsHSdbs5d9UU7c+fh0mJS8Pg1jlH+eEh5ZM5Fz51LhzEWjSTqNCFtVKNRDDKTYgWVqrhlBPU1D5YobwNFsJNf69odvlneilycYl0dYmqDurt4WgIBFHRwYO70e0W97/5X3Ei3+A7IkukFaPJBq62KC3o9Hocvv5mnnjsYa7Yvwe9+0r+bOeb2VEN+N6j/xXraiZ5ycbSGu2Tf4cQgpywkipyyfPPHEfiUEI1SNEwKaFx9hgbEMquYcFXMuHM9/5n9g7OcUVdk/kw2q+rglg1Xaz3fOCq1zKWe5g6+esMh2OUko1DZEyaxKG4AYqqwJiCTq8daJRFyeJNr6d/6B6WP/ce5OJx9KbDAk8WaXAZUZTQVprR9hs49j1/SXn2QW574W94+/E/IZvZxePbXorSEXv3XcG4KkCl6Dil1eoyyodkacpkUmEJGeoQLoso7zP37H3IbdsQhEmmc4Yg/JRbnXE4EiOMgTgJ68LAQwgjZR1FjMsarWO8bJ4JEcSTnV6XXdu38cIL59FGgNKBaMqmPVKFxMRJRTWcEKmILO0EFLVQeKFCOmazx9bocC4367NMJsEZ4B06VpBkxCLodXQUMZo9wMRMYHgi4J2r0Cisjwbc+vWfp7NjFzP7PJ1Wh5nJIvsXP0MxPUO308bngUXhDFgLKlLs4gJz9Rnm1QWitENpHEvJAf4g+g/MzX6F2fu+FxBh+kFYhUYNUx/hCZpmgZBBo0PzexAC4w0IgY6bVJJGF+MwKBUFF1BvP4VPmXVn8N4RaRUEw502C7v3MNWbpZ12UF5Q2Iq6XmE0nuICgk67RV1W1HmJSTUz7S5VXpC2E7SQTGrDsryLbrWIUZJer4dKk5Au+s1e8uFhDpUXSmKsaRTzoVMp8xzVHK5RmoS9mvPhg2+AARZPYR359few48wzVGVJTBIEQrVFpE3lc+YU+sSJLaiHaKYCtakZj8ZMz8zhvQuJPi4EK6gmTU1ISRqHlKUoCmK6fDJhlE84NbpA9IvXUHxlnSueyUhmY667+iY6uk01HpG0UqRSdNotxpGirkp8FBPHglac0EoTpJbBP+uhLS7z09fex8nh83xicQErJF8v99AyisWVPPBNOhF1XaFkYBhHOngp21nK/Wt3MyvayEgR6cZfrmP6w5B1HseKOI5CQVQE0pwX4eL+zRs/ReUjfuzsd1DkBf/umke4vnOG/3bmrbxwuYUWiv3792KrnMXlZcbjkqneLHuvuIKT8xlm2ywqD/slpWUg4UmFsXYrRCh0g2yRm8bjMd6GrHhjDEUesLBZmjEaj6mNIUtSdBxjqJtOPoh5nDEN7tJusbydMyjh0JHCOEc+KbbEeVmasuosf/aON9IZjfmO3/wvW7LL2lje9bEvMX34MHMyxmuJUp4I0WA6Hevr6xTjAYN+n6qsMNYx/ol3UO7byfV/9jlWlxYprKH/0Am6l/rI3hSjcYExDik8UitkHGOLRmzpm4ISsWXBcoTiMv/cM8xcv58WmqWiwkjJ8KdeTbw05sDnzrBj2wxShgnD/MqY2fN9pk4sIYUgrTxv/NBRRF3wyIvnmT29DA56q47582PsE+e24BqmrqnrEjc2lA/lOBNOaKXCWsPUhvTGnez+5bcw+YsHGH/62WZq4bZ29JtF8SZ/wjqL9I3PXklW2gm//bIbmb+0xNv+8K9YW15kbWVAp1cSp9CdTuj2OvQOXMOpa17MoOjT2XiGPM9ZurzI2TPnueHGhLmFfWz016nqin6/T1te4HB2hv1miHWBeVDkBf2NIWmSkKaB4b1JfmtlGVIK4iRkJAiCldI7h9RBhOtMEE9qLdjo7uSZG1/D8spJ2sXX0HHMV4qMG88vcWgnjIYj4oUdPDV3DUkyz57eNFIp4uYZjbQkTSJmp7PAXi8NeREspbPzcyghuPGpDzA49xW29SRMX8dgYx1va7ZvX8B5zySvydKELIlZrgWnzz/KgY3nibRmZ7nI1KTkTmuYyab5qlQsLGxnOKkaLRBsXHU7c35IMs4RDaGOZk/tmq5YKcX83ByVbzREACiQgud613DF4rPs2bMHJxWygXvhIe/MUS7sZnf6GJMKoijdeq+98Jw/+Ebuv+HNvO3E+5jaGBO1XYhdVioYK4Xi0bt/jAuq5s7H/zu1UOg4RShFO+qR9to8e/M/4+TcHl5+4bfJOh2ETEJIowvrr7Izx+L8dewoHgLvMdaiG4X90Cc88IrfJpss8ab7f5yN/gbG1A2IRtLun2Q2XSe9+kYS7el2U3brbQwLx4Pcw9H52/j26m/YsWc306Yma6XM9kbcNvxtKBWX+gVx1GL3dIsrLz+LvPQlbFUj4/DZx0oRaUWkVFgXqGDbDVqXkJIqGtep1iGhUenGaicFiY5w1pNXFSqKmJru8b7W79P3M/yE+ClEvkRnukvWadOZmmFmbietrINGYMuS8WTAoKg5cPBaLr5wCqsV3dlZxoMBeT5GW4cVnkQIfFVxpHo197vvZX39o7ykdRQlJCpLiBr//jd1yTcFWTMKBGfs1mRASYmvLVNpmzhKiKMI5z1GB1KZbVLdvHesvOrbOfPWH2Vy719gPv1XdHqBFOW9QwqobRg3B+ed3PIbisYrXVcm7NeEZzgccvkdt8HNVzL3qx+m5cMF6qVAeUmaZsRRjFaaiRqT7O/RunGe1VPrDH/zOPe8+C5aCz2uuvow4+EG68uXQUicSok7beYWtjNZX8ebgAp1pSV20EoEkRSsl1M8cnk3q9GtiFRRjCf8zbFbWby0MwRSVAUgiBONwDUqZIdWkqmpHs7asNsRUEzGOGvIa8t4UqFkhLMVxhKIaDICCoqypjCer60dpJYpkVaYKOGh5b1EUcSFcZe01cLUjnFZIqWlNp5OZw6hIs63FA98/z3MvOYwt//ZAzhhmu4lrB+qosL7ht3sHa6uAu/a1EyGOXhH1koZj3N887NEKmYwXENKtoSJ1nmWVpawxhEnYSTI5mXpJcWkxFQhGlhHEXleMBwMmn1ygNDIyYTrnj/O1HBEmiYM+n0QGo9idw2HZRtDGFFbb3FNNV0VBaNBn9V8jPAGkLTSjNE915NPtShcSaw9idYkz19k5dU3svvrV9Jqt8jzcPl0uh3SVpvCjoMAJ5yVwRsbaciD28QjGP/uJ7nlnrtwm9jLVkx9yx7c0pDqk88j5TSiCQCZXp/wqg88QX9jwLpURHFCbynHlUNe/J5nwkU2tx+Pg8SSdlO0hMFgBe8tA5uT3DJL/XBJXYcgF+kUXobupXXjHqLrdmCvmkd8OhRrrVaG0qohF4aO7CO3XMW5TsoPfPkJsnoToarIyoorV/v0Tp1hff0SlRmRtSt0XJKXOVEyRxJvp3/yGG85+zMUixf5uzMnKIuS5XSB0//6DxitH+U6IVheWaE31UNKxdkTx/nWkye56uprOW5rrDVkaUZvboHJXa/nytF54vEak8mYJEkD8EkGIiENMVB6x+xUl9payjrs2vPJhHwyxm9c5mXv+xGunGpjrruOr6YL/PGOl3PX+Bj/0Z5Ha8W+6S6/cv5ejj/5OCtZh42NjbCG1BFVFfLpIabIa5ARo/EY6x1ZuwZnmBKS9midwWhC5XxwkyjJyuoGURxgPOVkjM0LquGAO4//JL2F7aQHriIfj6mKEutDiI/WGmtNQHcLuLj9EE9/52+xdvZhDrz3ZxnnZYAWqWBdtq0e9TX3sHN0nNFoRO09Ok5C4Ss0l+/4dk7c84MMj3yI6U//KYV1QcMQBzvXg6/7VYYLV/Paj/449coxsranLkpsY4m7NHMNlzpXcKqIkPmEsfHEzuOlojIVLu5wceEm1n3JS7WiHE8YjycYRLAIOsuF+Zup2vPcVIZALh2H993UBiEjnrz9J1idv553Fr9KsrSKECF10uNJowkLZ75Id3IJhPtfCtMtDoQEbw2DScHKypD1UcHllXWOHNzNYutqHnlunanhEQZT1/LUwR/nW9Y/yY3mEusbAyZ1TXd2njk/4Z3rv8HTl5/ibBoRZymddkqv0yaLY4QQjQ5KNUWVpJUlW3qVILINhYHUklaWogRoAVXtGQwLrDcszPe4Wz/Bql3g2ukpxmNBOt2lMz1Db2ob7e4cSiqwJS5VaGpk1iJSiulej97UDK1OlyyKaCUJpqyRkcbVFb0o4VD7FLvk48yLB6nKFm0RHBVS/28E1GgZmL61NXgncMY0lrPQ3RdlhUSSqphUxUH1G6VY3yTvCIExhv1nniE/8gB7jz1EJ46xZcnpm+8iunSOavE8nakuwouA3mzoYgHDGRHpiOhfvJ7T73oZvV/6G848dITOtW8mOryXxXGfnT4lSbPw4QmJQGCEpdMJFofxk32e/p5PMHh+iaQSdNtT3Np+MXEnCa5ioVBCc+tNn2PP7kd56slXc/FCTexrspbADXOEteyYmyOKNeNK8oGz7+Rd3/UuFpZeYO255/C2Jo0V3WyKfJRjbUVZ1CAlVWkoipwfv+EsL9014qPiB8nrNBAASwNCUlXh4MZaijKMNP/1jc9w/ewav/joKymlRHjB+y6/nChWLK8vI1TK5xev4nnuYq3sUxiPihKGhSVSoHQbGbUwGEbPnGTvE1excLZPlCQE7LnAW8lGf8DFpVUGgzFVWbJt2w6mZmaIYs1gNMB7wdzcLDLWLC+vMjfTI5ERo3xMVeTs2rnAdGuKTm+KRLR5+unHWVvdoMxrrrnmmmAf6nZ59qqDTJ2/SBbHKOfxUrC6uow1FZGEpJUG/KOxvPkzX8Rax8B6vBeURUna6pAmMd7UbIIinQiBQWurqww31qnKApwly2KkksRxzA2/8UFMJIjrHJ2GzOqNKxcor5hnPXNkZszs3DSzsweYXLlA3tHsfO4yUkVMJhP6gyFSCPbs2sWxozmiqAL7W0qqMnip0zSlVUHxo+9Hlw7R7TXdc0MZcwLSjKW7F+g+eg6tYhAK6wUGHQoHKZlMCYYLCd2Ds8ivn8a4GmcN7e/cSfdNe1j9g+PwaCiArbUIAVopNv7uMfIjlyiPLuK9R2+Kh0RD9fMWaw3Hpttc7raYCEFU1Q3xy7Lczjg1P83MgX3sLYeU1YiN/gb5Glx+ybcy9bWvIB/5DEJKoihw0dtZi4W5GeJDd/H8vusYdTXaneWWF93J6uXzXLpwBknQiURNBLX3kCQp1be8k+fe9VOUj36WK9/7nzDWEEfBmoaHqgo2sna7RTtLGY1yjDV0Ol2yVDIcDCnKCiE1rfPPE6uDFHnBPnWBG8VR7rKnqUoTsr6FZ3fVZ6Uc0I/iRjzbXCRSMckrzl/aCIJCamoHSZpSVTWRav4uDVNCCZidncHWzYhchpCSONbYqg7ZHO02qdZ0223y8QSkbBLKQoc4meS0umHEunN8mXNHPseBlWfQDbQn8PRTnLEc/ZZ/w+LNb2Tq639K68IlKucRKlySzhhmXniEPftvZvvZh6iVItFxeDOEpKpKdj37KfxVy3QnK6w3tICs3cJay2g84rqv/jG3L96PP/YQ49LiVIIQwT4X0vRyXn3fz3LTVXvxSUQaR+R1CBarjaHT7XD7536OF992K8dXL1OWAbkaxwG5Krxn1+nPsaBLdrg1NozFiYY5gScfDTn4pV8jjTWm09p6ZsNGJIiNL8QHifK9XFM+y9pgTH9QkCYJL730B4zXPsRCdAm5MMdk+jqG2X5WqivJoueRMmYKRXdugZZKmZqZpdOZIssrOr0O01NdFmanEc6CgDjSTTcfhJBx1ICb4jBJ8QShOAK0jtCycS1IT9cpnM9JJbx97sukWRvp2tTOEmVdZuZ20ulMB9Knd+AlPtKobpuyP+HksaOs9deYK+apy5Jepw1a4DLBaDiCKAC8dvqzvJafIhcpVXUHmdJ44yht9c1f8kkcE+mwB7fOBn+j98HvWhWsD/pENuwm4ihiPLOXS7uvZ9eTHw8whSjsCacWz3L7e34RURdYIRjs3s+zP/pLtC+eofvvv5/RxYuMJuPw4QkZ/LJRilI6sPOv2kW1bYoN7SnyHPvPfws53SFaHjJa2EGkY6JEhx2sDahSISVRnJAJSXW+IpUJuR3zxPNPkxcF191yHdZVCC9oxRm7d/aZal1i9/YIW+0jX1sljnXA4JY1l/vDQPerDNfs24MXglE+CaQuKYiVRMkQslHXQYBlakdtQzrZge6IHUkfNx4j1DZGeUl/lGPykqqoCIPgkB+fZBH7exvsbvdRZoz33aBKlYrKQm4EkW9CVQDrwNQO6StUKw6UJSSVrcDUiLLi9r9/CmMNPglWqqLM8XVNbcMOelJOGPYHdDtt0kTjXUIcx9x99z1MBn2cDUrmaw5dzUd+4Ps4Uha87q/+ml07djHdm2WcT/AKtm/fQaczxXAwJoo0tan5ykvv5rk77+BF+YhDX3uYfHaav/mxf8mVjzzG4bNnWLn6Kr76z9+Nvfc+7jx7EWfhwsXLFMUkWOtaHeqyYjLYYOXiObwS6DghbrX5+s6UT/zkW9j1yxeYLQqKfEhV55i8oipr1OIlZmanqNIYKcAlsO9DD7PvgROISzl5t4fzjkk+4vnvfwtmKuPQ//HXdLopM/NTzCV7eeHfvZrlY4vs/zOLF4pBv08xHhOlCUkcwkasNXT74aCXSvPMyw9y9tAcV3/8Gco4Jpqf4ci37GN7W7PjkSEmUtz77tuZXb6Oez51kideuZ9zB7q86H1HWfrMI3ilA43LGsZfuITPJKtfvRAyvWGriLAuxPVWT5wN2gXCnv7Z6w6SzXbZdn6ZoiixzvMD9z2ETWKmjWvWEOFQnZ0UXHV5Bffgozz/7HEQYQU3ePs7ufBDP0rrS5/lxvf9JWmaECdxA5ORTE1Po2LDTV/7fW7auZtkYWfofqwnz0dMTWWsro+pqopWu8NoOMQ7x/Tzj7DjkfuY+urHKSuDVBLjgvpBa0WrlYWVHI6yrlFRzNff/SuUvTm+5X/8NEIKWt1WmB7iaLVTvHDM+YLvO/0xZhdmcXYe62qquiSKNYgwcZqbmw0KZ4Io0zVdqdCSLE5JXRridFUQhBVlCONK0pTO7AxHD76Snce+gls6T14ZpBccveGNnLjt2/mux/8rh/PLDAvPeDxiXJa0e9MNUCnE17qyCLTKSBLlI67+4C+wc88eNqIY8pqyqMiroPuYffzeMIJ/5os476mqCuPCBS9lRLZ4kts/+2vUecXEWCye8SQP31MUse/4Z7jWPMeKb2iFVUXpS5IkDXyJckJ07hlG1oTUybqkcEGnIRohXbRxkXbdpYyCkNYjUVptQV9axQbtwUW8DXotTxBvYj0WR/vJv+eG+hmK8ZgyzymQ2ChuqIZB92VNcAFtUg6LogxCPDxfOfhL3C9jfl3+Coeuu4rahsQ8KTVaxVy6OCHPJ1w9uJ/nW9/CMXmIGxbfi7A1tffUeIrly2wM1nGbhVSkAwinnWGrMtiyW+mWC8PUtqHzqcDvsCasMES4D2qnMF4gUXgviFLNvf77ODo6zJte+Gk6Wc3+K/ejooRYpURRB4HC2RpnyhCWJiUqjVErAy6ePUPl6zC5HA0oR0NKVxF1OqhY421Fbmra22ZJz10kt+Edq62lzEs2Edff1CUfNUH3Tgq89diqDljVRrRhjAEb9jvWOZ566T9n6eBdVIsnmT/xAFEU4UzoVVIhSKRA45m+cIr9H/1r2meOI/Yd5NH/63eYufcfmPvL3wtENrFJolNEcczCe7/Mwqce5/mvPhFUyOMJbpRTK8WoGNFz00RNOt4mnlUgUCIijSRaBpHFDX90D/FcyiPf8Skuri2yY2Ge/du3MdOb5sLwN/mbz3+CpaWCqUzgs4gkimh32pTGMJzkrK+ug3Hs2jZPYcZM+msM+33qhnXtnSPNMl5/4DyLA/jS2Wlcwyz/uQcPc+c1+5m/5gq0U9QGcAJrBCpKMGUTQwnY2vCrD99FTM3qOEZGFqwhjjSjskZHCVpFJLp56LxHiCBgC9GsFq1ThFZYKRiPhjzx5BNIpTl01QE6szPEMmSFd3oLHLppLy+cfYEXjh/DecPlyxeYmZ1heWGGT/7QO9j15HOcv+V6bvjoZ9j7hfsZ9LpEVcJoMOL0XMbqlXvZc/Es9Q3X8I6NGS4vXsZ7y+Ll81hr0CsH2Xn0ea45cYx2S1NOdym6XarZGbrtjOWZLmW3w1qsuXj5ElnWYjweUVU11nhW59o89B9+krueO8m7zixinMRVBlIYZjFVr4Xpdtm/L6LXbaO0I44leT5mY2PAMNasvubF7Lj/aezlFYqNNVhfweJwxoXRvC3Z/bFHKaZa2JV1bBKhFYh2gpnOqGYyTDVmz74r2b//Co68+xAvLGS8+A8e5tDsPFJ4bEvz6e/cj7uck5eeohPz/OsOUy10uPP9z7L9oXPMP3gG1BSVr5l0NEmZoOMu427CpKWRGwWmMvhME+uIynmK55YYPXMkHNTeNS918H9b54I4VgisIVxee3bxxe98E88MJ/yf55ZptztEcUKbgPp1UQj2Ccx3wWIn5cSOeeZefg/f9tBr0Arm52ZYV5bPPf4gOx74MlHcRkYxUZzQ7bXodjOcg6Ku2Fn3yfRuBI7+Rp/SVKRZi1hLpnuausxRCOI4YmlpyI5IM/exP2RjY4PSWaJYo5tdZ6fVIoojHn/N93P60N28+b0/Q3nxPPnMdqruLHF7CjNcJ9IaO7WNj7zx17li9Rg/PHw4XAzNQa6iGKUVo9GQTmeGJE7pdbuYcszS0uWt2OyqKihKQ1nlTTxwEA3HkSLSEVIoxuMxvWnFpYMv4/6b382hdJ79f/8fm1WRZ5BMUaRTVFGGKgM7P0nSMFFTYQWmVIgsVRAuQe+D/9lYJnlYyXlPWG+ZGiehc/oxZs4/jkwixpUDVKOTgjQOEb+TcU5VlRRFHdwNcUw+GWEjTZZNoaMwZsY5JsMBKEWUBEuzs57aBPaIUuHvY00deCACtKsoy1AM4RsRMJAXJb1uLyjsy4K8qrG+0bU4j1A+BBI5QVU7XG0oxmOKqsIo3WipPLWpQx6KVPhGu2OMaZLaQtLgDeffy9TCDgQDlocbKASfj97KY9lredfKbzE8fYaiqsB7xttb1KLHcFQiffg+IyxO1GRJRBop8JLVqdtZn9rPDvtIeB+8p7QgfFBzO+dZcTv5n51/z+6z76M9fIJ4/gpeLB6m2+1R1R4vIBY68Oml4tLKFOtqiq89/QKpWeS94heIWz1+ofdhRBIhowjpHM4FjoETCuszPnzuCuTkOFoq+qMhs3MLZN1pyqKP9BZdWZyWiG4XKRPSdpukLimrCu0leV2R9aa++Us+SdOGQLaZJx1sW86bcMjakNceS41wnoMP/i3x4kl6Jx4E4/DCIpzDWYPVmkIIpAMtBTd94E+pgbWrDmOjBNfuEKmAs92MQ5QeFALlobq0SpEXjdY5WBI8gcdeGUMmg+Vv0O8z9a5rERcK1NP9RmAU7HbJVIbqRPhIsrS2ymDYpxgO6ba7LGH56kOn8HlJGiniSKFEi/FoFGApxjE3PcV2dZ6b049y9lKLfJzjkeR5FeSdeKbimh+57mH6ZcR9J+6hNi50tFZRRbN45ymrMF6RIoB9hPRkacPtry11XTMqHEpmWB9QjgJCvOo4p65q0JYXvWmJ8arlzCUPLvCXgwfV4ZxAWc94MKY/HFGWFUkCF2fbfP6nvp3dH/88+9/7EZ76w9/Ct1v84HsvsLAwT6wko8GALGvRmZnDRDH0utg4Qk31uHrffg7/3YexVU12+Hre99rXcPTAAZbLy6zN9bjji0+x23n27NxNpCP63vGBb30NaVVxy/bt1HXNzrpm95/8OXI0hlbK4WPH2fXrv4Xe2MAYw/rakNFkELY/OsHHETaOMFlCt9NiYzAOsac4XvrUJcT77+Xi40fR1x5CxQm9botuJ8V7y+zchIdefICTrziEi2J2fODzKC/ov/3l7C0E08cuMxquU+YD3GcfRzlDbQtMv2KSp+jBgKt/5m8RhSHXgtXlS8Rpmzq5FpcoTp87gRlvsH37duLeLDZWmCzi2vc/Smd1mcGBBcTVu5g5tYZ+4gVMXeK2Z+ih4+3//QkiUrxQvPS+yxgN60sj1jbWsbZDuxWQuc6HsCaT52wKg7bgPs2ud3MsLxCocxe46eOf58ZsGghQItkc3GHEKLGwNULeVVjedPQc2xaXufbaG+n1OsRasLK8yOs+fS/LK2tYnRBFMa12YFZMJgXeSawX9Df6wYUgNQ7Bwq497Ny1i5Ol4AGxg5ddehzvh1sc+TRNmZ6exlqLMf1GUS6Ynp5haqpHlrbQMwuYKKU302HjYsXr/uon2XnFQepWTC6mSNOEqjdHHWfUSRe70UC1khbWWNYnZbC+xi3KvAjMCCFIkpTZ2VnqusLaMClMk4Qv/sCfYpC8+Pf/GaYsMLUmUkHgW5uS2hTsP/MQL+ruZPvTn6Ru3kfwHP7KX3LniY9yaGfIYnA2rClrU1MUVbCeecdkMglJed5hnMNuBuZYEwSWVcWW6NgHzYmwgphoy3cdxUlQy0/GKAWJFVsiUakVznuSJAkTntpsoYiFgFaaYQl7eWcsSnq811vPknUO4W343KwLan9ooGEhaW88HNHJ2k16oydO41AECBpQULB0fQM+JZqJSVBSBjx0eA5rA5PJhHY3IGWjOG50CyGbQynFFRc/zjXpPkwiaOkogLbiLpVI6ExNk85PY5zHI/mu4e/gTEE21UInUzyRfit1NuEq8wgJcdP9e5685hfI42283PwsM36VqnJYoTBOIrykMDlnl9aor4nZqDVnb/o1bDrP9qffyf64pC0VcZLxoHs126uLbNv4Gtcc+VHSlQlQIOOMSmQ4l3DhzFkWpqfZuXsfahPG1QB3PnJsD39z+jrunBJcfeE3EFIzu30Hk8qSUSGb2FkVRThriNBM9bqY0iGFpdPu0dER31DKfROXfIMvBxmEFM6Fh5PGsxkoVaGLcHimLhyBow/gsWEX1fgiRWPFkA1W1DqCnUcr9MnnOfTuVyHLCqkDhQ6pKG3g4Vsf0qi8DZjYSMVICVJplNRkV+zA/6tXMvzo05x78Ah+d8b+H7mV8tQ6kx//avALC4lWMWf/j6ewGLI4w1soyoqzly5y6Ptn6HW7JI9FFG7COC/Ic0dZTIh0jDGOdtYhy1LevP8pbule5OyFOcr8ACurG4xGE2Id9rTDOuNPjtzM4qDZw+GRgBKKrN0ijhR5XTKejAM/2teMJyPiSJEmKUVj1Wq3281/DjtYKeUWdUng2XVwzN3feYaVsxs89JVDSBEU6lIF60xQhHvAMT07hfcwGQ5YXLwA3rNrxw7e+ta3cTxNyYFup8t8p0OWRAFLLBRxnHLrP36RejjAP3mcqCyI9u0jzVrNRQPvvHCZx2rDLeWQ83MjDpce35shS1PSNGObkvz4xUU6dcWtt9/Npl0N2MqMDp74wE2oqpwTScx9Cwvs/Nu/Ix6MmdoYcPd7/x5x/dWcOX+abnsKHccBHzvYIB6MSOKY2flt6FhhvKEoLQKHUgk3HRsgWhdIv3qS3AiKPTs58Y7b2Viv+YH0SqypMVVJWUz4+7ftoozguv/rbzCjUaC0XVwmNF8G5ybE8YRtv/oRPBXCWpYWL7J4+TK9qTkW9sbsmAhGGwPcxoS9L4zILp9H9TqAQDVgKK00opYI5XEESmBSQVEUjCcTWlkaaHebfn3CiG5zpClE+PxCcJRvPs9mT681N372y9xw44uwKkLFAXdbCUHtLC0TML6b4nsl4I3HzjIZbFAZg3EG7RVFVaGTmO70VHCzqOBkGE9GRFoQqTQEDNkQimKsQ8cpWQzC19zXOcxno71M5QMOraxsxXt2e10EAQscQD6QpglZ1iKOE9K0w7ue+ijyuQ+AGLG8a57KQk8b5Pw8qAi8Z1VkSCvQQhPpiKNqnv9y5Zu4evVZjkbXcf32AxyZu5HvufgpZsaPYF0QG7ayDFpps/fVYTrS2Ce8NeBDJPGmKyHLWiRxzJQruPFLf8poUjBUIS9AEPgGXV9RVjWxipHCcfnSZSZlDqLP/M4d6CiiKAqMMyhvEWoz0EQ0qvMaY0JanmiARq42TfRxOI3jKIDJjKlx3hMJtbXvj6II0yRIKh2w3xv9jUArVZK6qqmdI2u1gipbC6wpm8lQ6JytMQ3PwwULnrU4Z6jrisg5+v0+adaiMpYkioh1RF7nmDq4dJChKzbWolUz6naWSZ6jCJa0EN7CFgo2jROcMU2am0dpGS4cbBMkY6ltiA1XpsJh0Z0I4aGsa6Z7PVQU857kJxno7fyb/Nco1y8zjrfxxeTdTPs+vzR9AkpLK02JteKOxd/HT+1nttNHeIWORNMkKerSsry8Chcvce3R29AKxtXzVMkc9WgFO7cLg2codvPZ6q3M+Yu8cemjVKYmSSHJtqG04qbnfoDZmS7mwC6eePwRurOzTLe7SKca7YHi1QdWuDg8zT0zGzw3mqUuDeMiZ2H7NtySwdsaWzfvdBrzX574cS5sdPiVl/xXtu3oYIuayjmSBsv9TV3yVR1ERpspcwIRqk9CklSkNEmUNIjRQAnzsIV0BTDWIK1FaFBehA6s4XJbJamKnKS2aBXG87UI6MDAAa5ZH25QdGO0taGr10HRqqKIWMe033Yn9m03M9kYMPjslxDDPsf+w73YF4bMFIKs3QH8VtWNFXTbPSIdUcgJO6/JuOLdGdFwjfZn28y0WgjpUN6G5Loooa4DJnWt3+c9T13N2YP7OOH3U1WGvAykIymiAHkocz707HyT4hYwp5HSKII7oCoLhBKsbWwwGgzotFPiKAQdeB/2+ZsxpZGOqFUIEkmyDEQQAmmlWT/bRv73iv6w1Vg6Ik7dfjfHd2zj1i98KogWleTw9dej986RrQ/QziOE5V/+/dfCWOiqa/ntxy+wMhxR6Jhep0WaRMRxRN7seqaloNaadivD2YDDTNMWQirKMueqfMLVZ86RxJo7ckclNF4LZJQgogiH4E39cUDB6vYWYXBTPRs5R9xqgmOcR3rHB3bM8bXZKe6+9TZ23fcFhHU8860vo79nJzseeYxbnELFGXVZsLK0yHCwwWg4oCoq0qwbBG0enAldTWtUEBU15Stu4taZXXhg6jOnOKimkVGKiDJkYoi707REhPCW2dldlGodhOPUm29me1+w7alLFPmIfJKTT4ZUZUBzeh/G6JPZhJVXH+Di5T4v+lJMtzvF/PwC3kO9MMPJN9/INY9fRvZrmoiGBkLzDWSVd44kTraEWLb5ddWk9f3TPIBA6wue6KpuDn4ltjDRiEDJqqoa5wS//4oXc7Hb5hc++wDdug7OD1PhlOBTN15N+8SIVzmJwDIYhoyBXbt2U9cVcRJR5Dl1bcnzBGdLyjzY+7q9adI0CQe4NygZgRO8oziGuniKm5efpfDBGZMXBUoqOp0O1ppAl0TQarWJ47TpLg15blCTDTAQxTGx1k2UrkMEuwauylGmRFcTpJKkEmJfM6UckTPoYkTsamJTMhwMiBONUgpTh+JXCYmWAqkiXv/+n2B9o8+oCmjuTWeEB+zsDlopRFHC3Pw2zPIy1vugwFaKSTZDNy6I0jaudiAMQjqiKCJN03AmilCAe2MxVUGZTwK0pilyNsMOgS2QlcA37AWHcwbvgxhMShGonyI4npxzgdAoFMJ7inxCnMS0WyHrQCuNjjRlXQexqKgbWmLIinB1KLqrqiIWGuchjoLYDCFYWV2nHo3QcYRznlaWNeCwkOZZVTX4wENRUjQJbaH5E8aEyWOTw2BMeBajKMI2z3Mc/5NpgjUY4zDGNY2ExRGKjiofU+FhGrQvuXzhAioqcD5HzvaJZI8sjeiXBUl+ibe0PsCV055YRHgHSRoDim1rX2ZePoNr70JLiITDGYVwgrKcMBwOiNOErLborEOn/yhKSnQrI4RwSbbpZd4i/pFk7QixTlBJQoRGRiFMTUuBctDfGNGb7bK0vMR0Zypgopsveirz/Js7z+PLjOVtO+jN9AJNsq4Yj4YkaUwcBe6LzCLaSUUrrlFAPhqTxjHzMz3y5ZVv/pLf9DT6ZhQTaYUS4GtHgiJJu3SzFokMWctWStpJGr5QGShTXii0Elu7D9kEKawdvpPzL3oNe//+vzE1HpKIsKsxInjrjY5BCMT2Oc6+/xdRz59GvfvnQixlFAU/p46I732WOEpY+esvAkHUf+lvHiNSmmh+G2mWhUtYhnFe6KwVWZKRCMVCtZ2DR1/B4qqgqL+MFJJiPCbBEymFtRXWBZhPbSzHBy3i6ZuYn09IU+h0uxSTEVoJTF1TldUWKxoCDtFZSzdKAj7SO2rrqeuaWCvKssBaSxTFJHFKlpSBd1+UWOugESQlSYxnM0fecXV3g5vzk/SqEf+z3of0lkde+a1MetPsv//zJHlJlLV44W2388ChLm/4xyPcU2ha3YwkTomzFjJKcU36X5a16XR7xJEKOcUqTG50HJOkCVoJvNMIBGmrjfdBNF6aAaaq6bazBrMIUZwQJ+EAtCb8DLLZw3ncVicvmv/OeY8ToZdyCL5rbZ2FjTXiY8eoWilCKu7+8Mepr9zH7OUV3J5usBk5x9m5GR6587vY9Z6/Jp+MmVuYRaIQ3oFwRHFCXg945CX7EA5eftohpOPOF8aUdsS4M0PW6kKj2H/nlzz5cJWLKiHq9si3t7n82usp1mtuL3dufW+mLsnzIcIHK+R4tMZouEH1iWfId3ap2zGpg/F4QhKnXD68kxdu3k5LxOz++jLFZIw1wTIVRcGtcuJQj/O33sT+0QZZk3dtjCWKkgAcgW9ATlRYXIVOLiSFh8zrECg1Nz8fpjq1QTRpgNOjCWOt0EGC3ZC1DEvtFl+67iq6Uy1e/A/3Ekez9KZmSdMuF9odFvrrtNKIbreHc56qzFlfW8K7IWlrmm3bdhJHCqckSsRIHZFELbavrXD4iU8j5xcC91upgE4dj5menkIp0aypNh0BoaOW0gZ4ispQOuJCp818vsblbJ7W0oUgJLQ1g2yeMmoxjju4kWNvtcx/PvvfmYxHvPHYh1heWeVfjB/GGctjdYXVkrVkinRjLcSMxppJaxtP3vW9HHz8Y6jBw+FSFrJhbsQMdx/mS+/8ba4++xB3fOa/UFY1jnDR7dg2z1eufRsPXvla3vboH7LNnMNKTznqo+OEyhYkSUQc6eAsiBPyssRWNYXPqeqKsiybJEER9uFC4IzDNeFLNKI536jUrLV4JcNI3TlkpIIA17uQLKhUmBwSvOqmNljvAy1PKYw14T31LlxqVTifvHNbKvLALfBY67BYVlfWqMdjnNSkrQC3ARhPJshYB+6+2CxSw72hROjkrbOUVUWcqmA3rS2OQJeUTVFbVzWezfjkTft0CBWyRiIbN4qKWnwmezeP8nK+q/x9tk2NETLDOsc7qj+hE3eJVMTU9Aw6i7jRP0w7T1iuCpTzqCwlTkNsehh9isDGQFBa2/xdS7JWxrgcEsUpUZKhlUaJoDE4dfI0+6/cTaczxUuzJzh3/jgnzl9kqd8nm54lTjRp2sLXDuEkzx07xZ79O9i+vMyVe/eTiPCuCyVQ3uG9JE4T0nZrS7tAnoMzSJ0xNo68tAjj+KXXf5w2mo1RhtUaZ6HT6hC36m/+ktcCRMPztsaQROGFnMTTlFNdOhvnEUJSO0eNYrLtGnrLx5ANoMREBuEt0lq8sdTeYQlinzN3vpHLt7yS7qNfYOfRh4llFIhjIacBYxpv/LgiPX0ZdfICcRSESEJGoatXEl1akk88S3F5fYuCJwkHYVFV1Dbs1ZiJMbHEXsiD0rHZ/W+bmye7fCVPPfA5xv0ButXC2AbiMxziTPj/d6dmUFFCXW5Q5jllMaGUsLZymaooiFpZGD05qE0ZHAKxwJgwnhaxRJoJU+0eiwZG+YS6LIjjiN7UDKY21KYizRLMyDDJC7wLMBBrLUkSURuDFwIn4dRwnr+++AZODLp4G/Z4r/3b/4HaNk8yGuFFjPWO6MIK2RxceuQJ8iuuZXbbQpiCxAk0BZwgAEh0FIPw2LoOI0Ipw4hWBlyo0DEqSlE6wuNRziJVjM5i0k6P2tjGFx+wjNDESobrCNkw1B1BjChk6JgaCkPYm3rYbiyvXb7E163FCE3SarHt/CWmhgXX3/ESZJIhZAiEObF3D+duOMz0c0dprQ4oS0N3qovzltwZJpMRvq553QefQMkIU9d4DKf2tjhx9TZe/diYVAocEm8dkRB0ujMkd9/C1w8IZp85S+/MOjc/NsCZFnEcNfvDFkmrCwjadc203Ys1FUvXJAyubmGPV8w+txY+XyE48OQisrTsPr5BWfmtjtw041SB4+jNM2wsZKQfaxEtTxotTEVVl0EAuzmOV024k9j8t0QKD0IRxOKeuii+8SL7cIB+98NPIYA4CgWjbw7UbesbvPwzX6R87FGquBX2qige3ruLP73pFl7//DO864XjOGdC1rypyNIWUkrKpMNiZxtXxTFeRiE1K86CfdBBlEQIFahoSilirairggtnTwcSWJY1uhRJWRYI4anzMd5brFac238j7731X3Cof4qjUwd49fFP8YqTn8M5z5RIWciX2D6+hBKy6QRrVpYXQxqbswjhsd5SWcNDd3wPZ677Fl7xdz/PVYMXiGPFc1fdwYmDLyGa9LnhwhHIC+I4QSApy5p4PKCzcZHOyhnGownGOYQSYXJhHJ31C3TnF2nlfYZ11cBRakxZUBUl/X6f+Srgn8vCMBqNiLMWcSTAsRWCFCxrEqkUSaRCBgFB7CZQYcJBiIsN33dAVYd4i9A9GxemDakQREpSJS2OFQnxyjlanTZ2056cpMRCInRMsbCP+NwTCCFCXLTUQftjQz7JpZf/CGMzZs8DfxzcUiqiM90CPNvbXfoqY1n1gq6ok5FmM6RZhhKCrCqZiIRqdifx5AwzM7NEVWiydBIjXAAz5dO7ybUH1htMs0DrAEnyjR3bCI2f3sZ2UTDrV5hJPb1oO3GUsLG2RmFqkrRLkZfE3WnSLCJupreudqhEMr1zB3fPz3H+zKmQGR9H4V1wntjUGAeusly4tMTKRp+ZbTuJ44huu4upaySO0dBy7vwiU9NzzHZ6jPp9Lq2uI7ptkigG5wILxVqiOCVO2pwb9ti54cmLEUpHCCQIj2pWrE+ttMhaXVTHobAkaYIpFa4qSCKJb4UY6XpSEs22cRvruEjTnZlnMpgg0/8NGI6UEqEUbnNMKMBJwYOv/B3KZJrXf+FHSG2Jt45nXvz9nLn6Ndz+mV9n29mHsRJwoSoVHpxwQBjLSqk5/LE/ofPwZ4kf/SxDqTn7ru+mOHQtN//x71ONRoF2hSCaTLj6h36Lqsipo5SJs+TONyS1UL1uHn4h1SkE10Q6YuHdt9B9+ZWM/vNDxP/xZaidHU699s+Ykh2SNEE5mJmdYVIXXL5wgWIyJvKBqKeVIkvTRgwTuvSdyTK9nQlTM9O0pqaJ7RL7Zzd4aijQddjJSxG6kklV4j3EUbichQjrDBXFuKrE1uHlzosSY4JISAiI41YTUBFsi7JBlGZpFgQszVRBa8Uz5Q2s5n2ECKE4e1cukY5WWQsEI2pTEn/sq9z4vnWq9QHRwRsDYEQH9KRzgWfvnUdqHXZlIrCWhYwCoAKobfO9NfSxzcJHIHlsz26+tG2Bf3vuIt26wiO2OOdhhx0ueSXAiWDN8f6fPGRiUzsQvPuKkHRVV1UIX3E1g40BdVnTbs+SpFM4HWHxICx3P/YkreeeZ/qRx/EHDmKdQ0URkUoCa38yAi/YdXHMZJKzAsxMdzl+aBunr5pj+XTJzNAhUIFhryKEiDlzIOHi1ZqBrMivmOHkRx+jPjWkmE45++7buOGc5OrLgYIlVcCAOud48aM1249eYP74INifogitYyInuebZDQLHOgTo6Dhp2NZBcHr3vRc4Xa7ChXVcFLEZQjOZFEEN7URAk/rNrmfrTQ0RmSrEV8ZRRKR1s8e3COVC0pxUW+S+lV4bU1eka6uspBFffvXL6R3Yx8v/4RNIHFU5ZmZ1iZnBkJnFi6ytLMJmadAIqhKd8IcH3s6pqf38Rf0wVwCT8ZhWp0MxKTh27ChKhjAQL0AqRVXX9Ad9yiJn+7ZtYaTtLNZUtFspWmnqumY8HoKUbHdjdk+WODC6SD/qsGeyFAoZKWibgh966HeQcQu3Yy9ZHGFrRV1WlFUVgoOcDVkXwPSlY6xM7UavXyKvS6oSrnz2Ptx4wPzJh5EqotUKzHUAbT1y4xKves+PMD0zRV+ETAOcp6prhqMRe577HDuevpeFhXl8lgIhDTJpp1RlgY4CkEhrTauV4VcdSZo1wBtYe+n3snT4Hg594rfoIJC6ySwAnFSceP1P0109yf7HPgRCo6NQgCgBBsfq9kO0X3iEONF0sk5Y/TT2t8ff/OtsbDvEPe//ftp2BXTAT3sfMuKfvefHOHvlq7jtEz9N69TXiJI0YKmTlNrU5D7i7NXfSmQK9j/0Z8HqaAwOsLamEpL7v/U/UbbmeP2l7yYeruGdpSrKEJZjDU+/4udZ3XEb73j8F0gmTzDIxxhjGOdjlJAUnQWefsOf0huc5vZP/GAQXcsmKMo5kD5QSOOIwXjCIfEFrhVfQipJrSOgJM1SvFFUpiZO4mDFlIqqMtRVSZ5PUDKwAyQOKyMsgVOBUHhvGleXwNuaIi9I2+2wLqtr8vGoIfGFgnpYCI5O9rJQDTHWECUJ6DistG1j4zYWW5eMXMpje/+co2sbvMp8CacVsQ5qe6U0H31uB79x/1W8afuIt08/zPaFBar1VRhFjPM8aD4krFXb+MPPvIU3HHyYV948Tapili9cwgpP2v3fwNp6CLaGug5jNBFS4LYvPkrRmidLEpK4DcDu/DyT9VPsyRzdfVcglAg7l6qEqqKuSha7O3DjIZ1Lx5Gr5+mdP4Fp9jBLr3wV431XcPV7/wqzshREMVtqfNBCkAgJWlKYitp4bFnAlGTUFVgfxoFKKrQKo7buaw8S3badclYz+syzJPtm6F9eQ/WC0CeKInQc8cLZM0yGI9SmRz9N8cYSRxFJHGOtZybN+Y2Xfp4Ns51Lu9/AJNrHobWfpXv1UX76q2/n2JmQMtdJFDdPX+YLJ1vBGmctdVUxu30HvZl5itrjakuWpKgkpq4LjDUUeY6zHudUSO1TCmMaBKULxKy8rLEeYt1QrUQI+hFSBgpdI5oRzT62KHP6G8MgkBSSJGuFY9o5PIrKGN53qEfuPd/31KC57FW43EV4ASAIgRACL5qYRbeZn+x4ZHaWx6enOL2yzg2TAofYulwAnmy3ee+2eX7o0mWuzvOtDjSIx0QDZBH4hte9uUue5AXjSY5HUBY53stwKTYXhnce5wzpZMzcY48QK0Wcpggtt9ZMkU5RHc2EIRsbazjrieOYqqy57f5TDLoJiy3P7rNLobLXMdanCKW5/Zma4usnsI88zXjPNNmT54l37uTSrGL90BwXVMG1qwE/KqC5rCEaGTrPn2djOGR6boGpuW1Bo+wcZVkimglSnGZEaSt0087hraWzYWifvEjfWagdWikqLNzcY/1rZ9HKM9VrN4K74CsOqVkNHSyK0b0O9Z03UQ3CSHuzoHLOI5UAHLW1/NbLXoQHrr10kO5kws7lFWYXl9FaURZj8rHleHeG5Wyas1ML3K1f2LI1CRG60LquuHbtBEpIplSBixOqokQQ2P9a663nMUwlDGVVYm1QkZtNsWVU4b0lisLoNIoiZmbnAnhkvML/+fhf4L3nW07cR1kVYZrl/dZFokQIKarqGu9D2FRZBQFheN7CNGz/k5+i87m/Ju52cJ1WyDIYDJl7/NN4BFWjJdpMdYMI68IkJo5j0iwLBbsMYThVVTXTk/BMx1GMISCRkzhhIiRZKyMvctY3gggufE8JSRou0+FtbyLffwuD+/4EubKEiqJQAOCpe9tYPfxq8pUD7Pza+/DCEiFxtcNbw6U7voMXXvXD7L3/z9jx1ffQ1QlaK7SOqOuc2TMPo0yBGq00inXLoL9Bu9NhnOe0zzzCwtQu2oNzGGuoJmMsgqqqEcLj7JhbP/rv2N4NZ40nZGikUcTYVFjv2H75EfzsHhJTYnRYF43HI3SkMcYwffFRVJIxw5jLdYWpa4xx1M7grUEB3fMPsj0/G1ZRLqB7t+4f7/C14dkjz7K4skynNx2+b1MHcJCSTSqfYSPag1MpvfwExvkmD55wnhnLc9PvZLX3Yu5Y+U0OXdnFWkHtoCpqyhr+Tv4Q3fmjROpXqDxMxhO8z5koGS755tK/cOhHWIq/i6z6ENOdZ5FSUlQ1XlgQNUmaUdcBxKRtzfTwQfbOlGE1kgTol7ceJRyH5sccXhhyaGqFi+cvYvMR5CO0gCRtMZ4MEcCp9V08vXSQ7dkat227l/XBiH5Zke2YYzr537DQ1aYCHYWquNkJKaG46ejfIFSMSrNw8UvBVctPcc3qM+HgzrLgCxQS2TConY75+5f/LNJWvPnPv5t60N/KhMd5XvRrv4Kfm6e9vMKKNWgd/KreWnQUI5vLRUlFJ9HEcbi44v/+g5Bo1J0/j5+UaB2F1DalGf3mI1T7ugyevsDlTz/UCEMUeZRj6pp2p0uUxuRVST7JsZMiXO5xAKcE8auiNhZvFY9c3MPstmu4YfDjDKLbGMYHuLBh6FczDMfnwBjefcsp3n3oNLPxYT72whVAQADLRjS6YB9kudwRaFjOo3RAvE5PZwivaLHCvqlLPFTtDF2fDep8KQRlXSOlohtbfum2z3LBXMGfXzyERzdIyOBptdbhCQegswZjLLGKSdIMZOg8Q8KZ56kdLWop8M8NG1WuQArdJFoDNBkB4Zva3JiBCIf9vzl3ibcMxlw/zima3yvlNywdz7VbPNdqcaLV4tqq3rqQvPf81fwcz7Va/OqFi024SBjN9SU8sWs3M/PnGfg19MFDfPodb0FfWua2cY1zJlhpnMXUFXVRMjM7T7vbjOnzCbpSJDrCO4O1VfhTvaUqS5IshSxjbXuHM4XhwJePgve02j2SVg+hIrJ2ixdPOpzLZll7fgmRtfFCMf3MIvHv3c9dCzfgVLLV1W521sZaFhcXSVUoNj1hbG23EvuC29I5S90ErYSgGdlc3CF4xPugEtDv2Mfut+5j6o+eoL73DK0sC/YpGUa6cRyFf66UqEhz7Hvezqk3vIKpf7iPK9cMiYiJkhQhgjujGfRz+4UljBQ8sms77apk1E3wOmL72Yt4U6BjzbWTPlddPsvNa4sNT1wR/RP7HnjetPoI9J8lu/pGrI+Jk4TJZEzWarGwbQdRpEOwk3VUZbj4W1lCu5WhlWQ8HmNNTa/XoygqCmE4s+t6ZsfLdDcWAwxLxxxZOMSVy8fpek9ZlVRljbcWqQO4xluH857phW3ctXsvy6sbfGTJYvQErcNEKU0SpqemSNMIY0LkZwjV8mRpyvqhl/Lgze/kJV//K3asncK7sDp8/Ppv48E9N/Gmh/+EfOkiSZqEy8N7Tuy5g6cOv4lrVp/l9Nz1vPqB38fbsEcPBX4dIDYmNErWWpyHbm8arTQHPvDT+PldtFZPk3uHqSuiRkyZ9he58T0/SFL0m8/cYapAGdWRonPpWVorZ1hYPYHwnrIoIAmBRbWt2ffo/yR6/P2YukKqBAS0spSqIZUuPHcvLxo+wVq+Qh+o6ppiPEa12ygVbMy95aPIoQ7rFh1Wa2VRgPdEcczhp97DzvlZNlyw/kqh6HU7CBWKpZmL99HauJ/5HfOcqyqkFFRlSdrJKMeGfGOVq+79d+zZuUC5GUq0WfwjOHrDz3Mim2bbg9/HwSv3k0YJWodmzLpQzMdao4A/3/2nlDLje05/H4mySOeRWhBFgkgonohfxzA+TNHfhlcRrVaXdjvDW0+uOxwvr2O+PcX1aYpXEUrFSBEEsLWtt7gvrn4GUR9hX3QB2+mQpSlSNfY+KdFxDEoQRxHKOq6/+EvcsP16vL8r+PCtQzWizut3lvzFW49w7sQaR56rgg7HWYwzzTsRGqO7tx+hq/6MPd3T5BOPVtCd6TLV7ZH8/wbe/X8Q3tUWIRR1VaNV8Nr6Jnd3c7whvEM5iVSbB7tHSRFUq5skHhlUrIcuPIwZriN7U/SyLqo7YTQcUAwGxGtrJMMRhbMhQ11K6toSIUIqlQCkRmuNFjJY8JzHffhxbEvTM1A2cJjNXaXfKKjzirIq8YT1A7LJtjYmZE87y2A8xDY2EB3FRFGMrQNe1iFJ4pSNYcnvffl2vvttb2E6hkLOsLf4EMvuGkaFw3uLUoKHlrazvzvkkUtTFEXe2AY93U6bfdHDfMeeT/FQdj0vXLydLG1RlGOGwz51WaJVzL+76xFu3bnCT3/2pTx+vkOs44BQ1Arnw/68LQuu7i6RFJLaHMQ2qlYIgr7a1IH65y2y1+HUL/xzdl7YoDXqBKuKkKG78Y6fuP8CVWVJRIyUAfKweYE3ESZBOYsAGZjxErklnut5WMhLKh/+Nzz/yzj53atr3DqecCjPA8TFs2XHerrd5liWMtKatvHNjljwnu2zfHLmAN82HHPnqUuc3rWLy9vnuSRjOH4eIQ1SxUjnAhvAK7JWL3xvzmBtTTEeoVotjKuI04RepDm3s4MsLfMDmFmrefN7nqQ7KpsDP3yHQcUMUqfMbt/LxQvnGQyHKByT4ZB67xxOORaPHWN6fp4ozUiyVnN1wolrU4695dXM//anmStyWs6CD4VVux2S8KwNqybtN2NiJaMpxZfeMEv22TXU/zyFi2TQtjyyitvdQhzpE+uELGmhGuFSAJ1IfEywYzrHFUdOUe7Zwc5Tl2B6RzispWq+93ChSSF519PHEB5e/fwptLd89OZDxLVBJyllXYCQ7Br2+Yn7P9FMjcI+3flANrM2dMrOWHCawXBE1tHs3B32mNY4juy+hQ/s3cO/WnqQ1mq/KbSgzAuSSBPrgB6OkwSEREYRy9O7+Z8v+VfsXjvDjz7y5yileGj3i/jwtW/l9lNf5u0nP9NYEEtylfLem/81V43P8c6Nx4mihO7sHLt37ebes4pP7zyIW/kar8m/Gs4EKdBK0EqCkLQoS5I0JYk1WiteWDjA6vReyp0HSIfnWFldwzq4tHANi9P7WTMSWZQ4GzLTkyRmee5KVqb3kdmKi529LPmMaVM3++SwmiqKsrHAhgKpNgbnPUVZUC+doz1ewRAsa6FbrHAiPE/Z+edCoeTBmhprw6xMKUF/x/VMpq+gPngn3ZMPUVYVTmsmkwpjTHP5CKhpVj8eJUMoi/Q+KMsb77kQYWqrlKeuaowICFpnDbEO0zUpJXEUMRgMsARRq2qmJOHZAi+DoNaYANsqixxrVGDA0/wZUlIVJUVe0puZxosg9NNKU7swAdyMUl6bfTFGxFw5t41rr7uWajjBNBCozXvGO0ecRNwlH2Di29xw5V6GozG1rVFJk7duLG8f/j6PPb9BL1mhLPcwGudIrUFKZuSYf+t/F9O/xPEkpkIH7ZGXeNlEQSNBKOZGj3K4f4IdVxxmPUuDTVzJoAUTEik1SnmQAZkulKPdbm+t0IL9MRyWviH7bdpJrW+Q7l5gq5wkisgnBaNJweHZF/BKInWKcxXCKRYX10O63zd7yTsLrgph92mSIXXYW25Gam4CFLwkiKqakaVwDoxByqb7lwqvPXc+/feM+usgFDKStHtd4jRh6D2SYAlylQ2VmZAY4b7xQXiPVFHAHtZjHJ5IafSffgFpK3paUzrFyBiqZs/c72/QnuninUc3o3ylo2DXiVKiJEIqz7C/gcbzI1ef5LbeEv9t7a306y5lbciLHIknihMG6xs8+OQTvLDrVeA2uHv6Gj75TI/+6iWkq5FC8OxKh/+wdDM4cL5CCkUsJfMzPS6W+3lq4zBfPLeP1fU1IjVorDAKiUfjuO/UFazlGef60ygRPhelFF4KKmvw3rNadfnlZ7+bUndADJEeoihUzkGELdFhQEI2M8dg1xzdtIV8vtpSxUsPxjh6owpqh+iEg3bzMHBbam62vutgixRh/NW8jEKG/b/1NiQUShkOBx/G0JGUXJfn3zgE8FtWoV+7eJGBEOxwTaSrFzgBL98YcGk04orzF0FK9l1a5Ofve4hrutOhgHDghQ0TFqCs8uAC8RKlkkY4JRBaIXwWXs52i3vfepjYOH7qExtIpVnwcN/diuPbJXf8yZeg30dMCpRO6HS6yFgxyUdUpibVCmcNl//1yzBXbWfyY+9l19lTtDtt4p1z9O84wP7n+6x2ZzC7ZtE7pijWJ9i6RkRJMzYPOobg32/iVNE4IcnbmsFMhNvRIc3HSDKUijDPLCGeWwVbYzzUCGgOC+8sToGUMVVtiJOY7SfPMP9/H6M9twCzu3Am7PWFDFM1L7+xV3bOsX1UopUAFA/u2c4di5e58tkVKm8J3ndDMQgo1qooWM06nNh/Ha+4eAxN0BJEOgK+MZKXzTj1NHNcIGMt6jCTZM3UQxKpTadFKF6VViRpQhwl7LUTXnTuYfasnETK4AO/ZuMUN156ipsvPx1EoFIhkAxVl6X2TjrS0+U0Smt87Rht9Lm5GHPVap9bzWk2vejWVGjdnANK0esERG+WxsSx5tUXvsh1a0fYWy5TdTKqqs04L3jFF/4zTC8wV67RV2H1InU4WO9+5kPctvgwO9yAYbpA1T/NcHN9YIIq3lZVaDKUxjUAHO+botaHuGdrwzvgrMNjts5gKSOiOOzZnbfYKiBqkkjTef6L7L7iRg4uPcZYa4ytwTqqqgw/sg37882iwNYeoTV1XoQGTQWhM4R1DjKgyL1zWAweyfqV91DIim1Ljzfe90CpE4jw53iHjnrErRRdlCFyVkoyHbjqqonxzYsS4Xw4I7RGYFGxotVuI5QgSRLqPKwhnHQND0Tw6qd+gjOXznHbHdcw1e1SJSlfFq/ma/Xt/FjrvUxV5/CNJuXN4kv8Sf6D/Kn7YX546k8YT0bU3uAcOOPoqYrdapHKaaT3uMYFpnXw6O9inUm75rSSUDmEotEFhO/LbZ5fVuB9sKl2Wi1iKckbd4BsBqBSyKYY93gnqK1p1EYEUaq3SOPxKtjRdZSgVEQFaARCazQOGUmMEiRRShQpslaGbyZ4dWloJ63/15v8/+8lPxkN8VoGtXXWYmn6GlbjBTpPfpAsaZGlGVmWEWUZOorCXlMqXDjNoREqGAvCG4qiaLq85sBrFoYXX/UdzB99jNnLZ0iizUMarCpR3oMz4eVomOyFdQgctg7jTi2aEbMWYYQvFHETVzjcGGDqYBuJoxilwvhS64gsbYFWjCcTqqpiezxiVo0wkzWsmCGLNJEM9qV7dh3hndcd4a+eSegPI2biFa7tnua53i4e9vNkaeB5m9pSFkFIF0UagSJqVs2VnObT/e/i+OA0adynMhX90QjpPL6uEc7ztWIHDy8dpLIWKSqstcg0anbhkKUtUq3o+07wnzZTC9VMUkwjQnTeMhj02ZW0+KH3PMz2Tg927AhUK+ewCOomN1z6sOOsyhCzGcJyXHio/4lKzptQICjCTh3veUFpHu92ee1kSOw9OIsn7DSt9VuiOinl1h55c9LSdp7MOUxD+NoMDrluMOK7nn2OwWiCTzsYa9gxnhC1OtRNVCbWsqYcD99yNe6JRynLArwk63SobYW2dUgEVAovPFEpuf3xZdo28Kltg2/f6GhGbcWgzikvroQ0Qx3x/JURR998mKsvdbhishMtNdY7inuPMNp/EX1xjTrrUleKM3fu4NJr9lJLx7avnGF09jxzlwp8GjWHdvDF13WBFLKh04GobSiSvGLuouX1/+M0R+77IpXWATJTe5JIYusKLSVCaUZFjSSI65IoxXsRXCkYkkgiXKCrxToUj1Z9Q/fw57fewLluh5++/wFatinUnEGgeNnpCwy0RlV1c+gHgM4fvvztDNM2P3Pf+2mlCR970ev5+r7rmH0s4vYzR0hkhEpilLAMNlZhELFnz26qquLd5jhvydagvMQp7xrHTHiepQ7TDR0Fu+XmxatwvO3IR4JtLMlQSjEzWec7H39fsNq1WuGcVILE17SKCdswHLz2BhCSIs85d+YMYvkSbz51gr3XHKJsIkS9d2H1JQkCWR3IlroJJgHYNriAjyMiJWinMVVdYYsBnQnISCNVYwVuVlsKz3S+SJqkpMUqZxu2+mg4pihKQFCVdcAP6yhwQmST1+43dU/h8PfO4mUA2Wy+J0GAFgpvawOzXagwUYkWj3HX13+PbVNTnBAeIQW1qRuveQ3e0m5leBy2mVA5Z7emPlVVhf27DHkH4f0TYVIiwGdTHH3Dr6PqnNd84K1M8gmCmDhJw6UlFUVRMskL4jjoiJJ2m1bWYWN9PQiXPSFQh8DIGI2HtKamcQbarTbW1NSVpcxiIvW/dqRCShgvcsWsZmp6BuMd1ntW3BQbvke/1sjhGsZ7pA9zwMVoBodiaHOK8YDahNWvbvbzSodpimu0NEpKvFRYZ1BKByZDHEPVgImkCIAgAvcglL6bkc0BY67lNwKhArdC4JtpJQQGfljBNYVAY3Xd/Of4YKOilaSkOkJVFc47hqMJSkegYwrnUJFExTShSIo0iWklbUb9jW/+kj937jQyiUjjhHaW8OR1P8S4t48dj3yUdPFE6ECVRGpFFMXEcUIcpaQN7SzLWsRJSpJkOK0oignKh3GT9R68YO2aF3P87T9M//gTLPz1b4CxoZqzJgiSvMO6sMfCWqzw1LVBq3ABRTpGCQnOErcSurULYRfOc/DnbmDmVQt8+e33MrkQXpBwsERht93uoFsZVVXR7bT5vfN30ZYVLuogvcGbZsKgNJ3Y0IoMC3MtZDTPtlb49WzbkyYpSoqw6xKavAgVfF2GlUDWbVOVASiCd5i6ZjIZI7xHS0V3qstkPGYymSBsyEjP8yKQp4Sg19ZUVY2pTQDmeEccOYo8iNd0pIkijcPjm1+L5qDfvm07vcKSZcGWGPqn0Kk/MtdiaTrinpPLeBy1MXxozzwf2bPALz/9AleNJ+FBby7fR2c0f3HTNDecFtzX28HPnTzBffMLPDgzw3yR85LBAI9AKM1D3S6/sW8vP3zuPK9ZW8cYsxUjLJu9vfcu/H7pqIVEVwVaKsbOkqYZQTUeBbGRVpRFyNy2PnQpn79igcev2cuuc+fg6GUAoiTFGQHOYKuKqihptVo4a7nziXV0nGKTrNFLCb7t60Mu9xc5uzgICnAd7C0rRR+TaiZUpPmE6ekZlIzZf6KPPznA77uCfDShtjXTXzpK3G2z8+nLHH3NHoY3zLPuYh57001c9WyfFz2wGgBSQoEXnLp5jkdfvp2Xffws88dWQgcWK45fN0+5d4Z2nZMkwc6ksIFl7sGIlFoEBX2UtoDgIlGiQOsa6Qu0kqQtTaedhktNhdRIgFEcM4kjvNZIbzDNSNTjSWvDyblpPnzN1fz06VMBSOUMk6zDJM5QOqWbxrxl+SSzWnJPvobOMmzTuZfOMhkNSdJOSAP0DmEq5so1LheTRhthtlZFrkGXegLemWbXH3bZ5hsrNxdcFAHt7MO5QFCw11FKqRLGNsb6kChZFgW2qli6dJGNjbUtgec/MXGETloGjY/d4qU3VmHbMOJFYEQIGWG9oawNUZQEq6WHylish0h5rEmwkUM1n7P3niIvG3Fi8KlHOrgG6vobzY5WGhBbFzBN8/MNzUMIQrPWBTSuc3hviKTE1BVeuC2hmjWGsiyJ4mRrrA4BRoYPjpjhKKfT6Tai3pqogdAgQ3zy5rtunAuNUz7gigf+hKQe4xwI5dFR1Ah+LUrFQasRdqnUxhI5h7UGQRCuZa2U9f4a9Vwv2AKlYDIZIxF0O70mO0ISJynU1dZFuCk8LqtAtbMuKLiSJOGN5Ud4bfJ5Ztwa/ckEIaCWEqTmn1c/j44TokzgI4f0NVp5lNSUVYESLjDRnMU000gpm7PThrlHFEUoUTVC4CBqxqmwgtab00zBxAiyOAp0wqrCCYURMZgqAIrKijzexaXp1zA3fArfTDqVCvcAzeRmdRLxgWev4oB5jmQwxA02yFoR0+0uo7rASUU769BNFakKz0BZOLpTU0hhcWX5zV/yrV6Hsq4aNrLg4NN/wXk/RXXuqXCZaI3SGlVDXQgmOmbjtT9Odvox2se/tnWYS6U5/pMfAal46fv/FZ1OB6ljvJfsuHiKGx+6l93njjKze3cz9m/oSHWNrSvqMmeEY7K0RJ1Pmko3ABycs8GL/F23w099K9HP/SPqS8dRikB0UpJ2pDFaYbzF2jBKxDkWZmaQkaLMc6ypGRQGm2WkPuA3ayxlXlELxYeevJYTo9dy52tfx4IWWDy/9XiHIydOkmWCugovblkFYpP3AfpinQtCPhkEfLEdUjZRjZigA4hmUw5dPc+lpT6Li6tEtWmof46X7F7k39/5Sd5/9h7+/MQs3gl++OZjfOfVx/mNZ17LxUkPSU2q20HoU4euEWfI0gQvPEtLl+l2WqFrlGFPKID/fngn40jx4kt9Yq0QElzjnWdLY/GNbt6F9XwA1wiBl4LvWl7ioDW8aBQiWf0mDlQFQJJrdqFKNvuoRhkum/hcJyRf63b5j3t28YrPf548H/PIt72RH6oqDl9cQqiID7zoep7evZ1f/NpT7Nj031vPgbNLPCYSZp58HtVboKxyBhurYWXQpPY53xSFOiFtdUDF4TDzjnIyZjhYo+ivNap+iakNcwsLXPv4ZXY+/NekVjC3ezdCyoAZNoY0a2GMIRc5ZVESnV9j9/sfptKa2S/k6Et9dq4LXpACHzeFMCJQvKQOn40AoRVagzMli/tmOPbKfegkR/3GcSId6GbOGZwp8E4h04xikiMkSBnSBGtf46mwdY4WNTKJw0UhAmFR64gojjDW8eMPPU7pDWkzYAl3Sug29vaHvPXoKXaePxNQr1KB8/z8F/+eoq6IpSSKYq6abHDo9GPUpqaUEhVrTkzv4zf2vIF3LrzA91anqYsR1tSsjQumWp7h+hprK4vUpmo6owgwW/CTSZFT1SXdTnfrkgtNXQicctZiveX/Ie2/oyy76jNv/LP3PvHGytXVOauVWllCQoDIGRONbQw2HptxxthjT7DnHc844HEYe5yNjTEG22CRRBACBBIIoYRQ6lZLnbu6qqsr37rxpL33+8c+tyS/v7V+632ZXqvXUleruqruPefsb3iez2ONdmAQIbEGKuky73v4g1y6YzsbwV6MMXT7XVa7PZZXlkuxsCFJEpdyVmli2oskaUqWC0y1SW0wIMozsiwljqusaUWl7EILrZHSxZB6zQliBQOvB+UKLQx9jC1YTwvwcqqBdN29FNTqNbpdl9OhS7a7s2gV5EkfU6Qo9Zzf3Qk0LRaNKgseh5t1wS3DAqUonPhWltOAotAU2lkys8zBx5RSDgglBEKo8jnsMzlRd5qKPCcMw5If74oHp2x3Vlpdjrm00ew88mkEBhE6i61D87r3QEmXUJplOV7ozoLBIAFK/YF2pFA/DLC4971aq6NLnr4fBKSDhH6/R56P4JUTwuE6A8BYgdbQ7fZohhG+EnjCIPMWmVdxsB9jkY0RRFjnrL0GoTx2x49iwgnyEjAEENVHCNcLep11irLYStOM0FOlyFLwTfFqipEG6eKXMLlGI2j74yxseTcTK3dQy+bR2nBq6of41PIP8QsjH0XKb9Pv9hhMXsWJK/+MbXMfYfvCP2ILw/y2H2Rh4gc4Jf4ZL3J8CgkIqdzkREm+dHIrnzi+i5dUr+NV4dcZb4wQRoJepwOepFYJ8aSjgQ6SDG1y8kKQFW3q9Qq5/D+w0NWaDWSvTxzECCEZnX+I1TOnGBgobOEOqpLMJKVE77uStVf/AtG5x6mc+g7KVyXpzCCyPkjFvIHq+fNElRrVWoMRP+Sqh7/sbFrKjSRdxy1R1u1wuiM1vvmL76V59BgH//vvQJIishxbFOWuKkcOMsg1aadH3u/iCcGJX38ET7lkpFA5S4fWBf1ej4EfoARsdNoMBgN3+JS7PuNWllhbAC728e2XH2N0zFV9WlhG0/t5Qe2rHNG7SZLCEYqUKnGW7uJFOLV5HEUopTi0ZZF3XPJxPhtewicfvRxPKdIsJR/M8xvXfZOTK01+8ZOXl0ItD8/30SJAG0mqS4CCFGh8CqtIM1d9SikJvXIkVFqGhn51P/DR2jjvvXAdgtEaK+HHn5xlVRdEnT551eBHET8yv8TbLyy7zHfL5t5QSskNyynXfXMJz1p+jgV8wJOSw6vL9HXhUqqMI83d0mnzmaPrqPKgdzvY59jr2pjy70AZJ0LLO22SThtVFJDl7uewFpXl+Fq7C9a6nbIxhiOjUyxv2UXzyquZ7GX4gURiEdbBjIbZ2u6hZSmMw2RKAcpasrRPnvTIky75oE8c+FgkWb8PhSFIBLpMVnNxlDUajRgZh7SLhHRpCSEljUYDPwgo6iEnfupG6vMdth1d4Ic/eharnQrdEckKrNUceHyNA0c3XIeOe+BtOdPiwF3PsvS5e/ClckWKMG5VpV0GBNYg0SgLpF3w3eHtKU0cBASBw5jmeYE2oiw2U7R1ATdCG3ytMcPRrACsE8gqKXnjmTk6q4vIwHevMRqPAq9IKYQgy9x1rM0Q3mLJihSdpXgYAq2RyiKsoWMs7x95DdN2wM8XJ1hdXSIr6Y6tVovGMJSk5LF7vvt3Z0f38PTWK7j1yTuI+ysopWgHde4/9GauPfttdvQvYqyzxn1t95t4cNtt/Pixj1CkzyIE/O+pH2B+6xhvffJJfJHS7mwgrMczt/wYT1/2Wm789K+yu3WS5S2Xcfcbf5urTnyNVz77aTyleHTXbXzlkrfz0vv+mBtbRxHGMFIJmd92KX//wv/I9fPf5uZHP47vhwgJvqdIwgYfvuY/M9md5Yce/xOi0KM3kFSqEe1Oq4zMdX2ygDKGNQOd4ejDTotUaHetukt8OFIuV1ilCM9axwKhPCqMhTTNXUAWEs8L3P7ZFG5t6bnmwlMSawVZobHGja8LbVgeO8ixAy9lzyN/V9rWRGnzE2gpSNOUKHYOKm1c9zt0LyEhKzLHvYASw+3RSXKCyJY2vBL2FCi0NnQ6XfqDhAJBHEZIWWxOa7rdPtUoKLMMTPkqgLWu+HbrJ+htrFMYyx3i3TyZXcsvzfwxW7wl/jT5BVbtBAMZghAcXvg8ni3c91YikT8mPsDJ7Vdw67EfIUwSsixDG421CmNg0UzzVf0qxqYPcumJL2N9H18qlqZew8WZH0b5IVNLf+3uOZuhKIhCRb1Wo9LrYXyBNDmB1IRhDL5lT+sOAtNi38wT+MHLnD5Nu5Q+CwgLbz50kf4gZdvad7FSgqeQEiYnJugnAzwBlSig3e0S1+qYdAAaeoOc1HTK+/77POSr1To6twR+6LzJVlPkCVKCJ3yXdmadKM4ag3/mMSZu/w1qF58l9COqNRdxWeSaaz/+Myy94Ud55i/v5Kp/+TNGn3qEIAhRQYTD3kiwClw+jcv+LmdYnjaE3R5ha4MwruCrACtdVrrJc0yRIe54HPv5I+SDPkYYCgQ+Pmi3Q/aFJFDu8IsDN8psdzt4oWDQTzC5YZDlCKGImxWUEI6nHypqQcY7Lj9GNz/PnRfeQG40h+sfZ3LqFN8YGeXoeR+b5QjP/zfK8mGYTOh5pEVBqkMGRcRSS2CyHOM7P2019NhII1pJRBy7fVdeMuqDooefGCq6hzENBJo7zl7O9/TLOLe2iDEFSKc0NdpgjaCwbuXhqQDlhyByhIQFBsSDnIr0SIsB209dYJu2dI0hTzzCKKbeGCWMKlghKMpDWQgQxn1PypPg+wRCUOQZuhTdFVlCpss9vFB4ge86iMDBKQzuoWWMLln/7tFnEBxeW+dPjx3l69+6l+56m1tOn+PAocvwqg2MFFyyvIESPk3jblhrXLjRi06eoHvyOM1vfQtueCFag05SPN/HCEGunSc58gIXDCMlpqTsgdMv5EWONZZmc5Qw8EkGfcIgcNqPNKFarTisc2bIC0NreYFn/8MrSHaPc/DXPkWln29qIEya4XdSok5GNkjIMgcFUlKQ5W73GMRVVIm01EVGFIZoT2J0wYEHF+hf6JBbQd5LiKOYLDf00xzfg8h2qXoeURiSFSmBsNSioAQr+eRGkWY5q/su4eFXvJI3HD1FNXGiR8/CSiWm2enilSN6J2h1I2FpAOU+lmUDlxcuLKYoaAk3kh0sLZZdpEB5koH0+ez2l3FF5yz/vHIXQihE6IPR5N02kWnRkClCugSzPCvodtqEoY+2YRmKoonCAF+6jIfvHngxT2+5goNrp7hy+SgWy7Fd1/PonhchMex/9jNOSAiM2R5x0aemdPk6KyKZE6cddDLAF5a0PyCMqlTTNn7SRvQ2iMOIhoIo61LLNlxkapYTDlpEWZe6Sd37XuKAGyKnkveoJi2KPHPdqedT+AqjIU43iHprDHoJGxsbdDo9xifGNp8DWeGY8UI4gZtjsxclSRKKiR0EnTW8LEcoWTou3Oem1RGKfEBgMoIwLtcdrkgzQLu+jUpvFS+KqXglSrpc8ymlyEdniNM1TJ6Xu3wfaw2e77N41dtZ2nMrowuPU118llAsUQl8kB5SuJ25QZCMbKW6cZ4kz9yBKdwDWgqJsIZubYbtlYzOepv2oEBIhUEQBqELyCl31hZLpVbFC+MS2QuBCvArdezYNnR7FqxzigDkmRMaS1ySp+dLMDloS0WuE9MlS7r0VUpdtClUzNvsJ8kGG64AtsoJTY3bf1doE5gOgdTIMgZYCPDCACkl27MV3hneQb70COvKo/A8hFDs7N2Dvegx0/kWSvlocva2P8vb9p1kV2WMVhyhsDS7T3PTd1+LF/qlANkSm0X2rv0LcnwHA22oSxDWRffakiQ6HiX86GVnOPJowWq7S8WrIMq1c316FD/wMVLhaUGeGfpJhicVnoJAKWJpvv9DHmudMtP3sBLy3OUfOzuKdBYry6awRwrB6EP/6pTDvhNiGOsgJwJBtL5C0FnHW150nYry3f5GuIrGdWkl6KJwyUhSSIJOh1f+jz9ifXURKyTrb3wJ6aFd7Pzz2ym6PfI0IUsTDBqjXGFgtGOUu5GYJFbO+220QVpLqCRrSyvIbEDaHSBLwEWv18No7bKnCxfzur3W4vj6KA8vXMPp/AgSj0f2v5TFxRkeOamRpsATArSrXNMsd7AHLCNByOVXXkE4WmVlkPLf7v95nj56lABnlxEWuqniA196FdYY4rig20/cOkIL1gYRa3mVC92Ks7pYCDxH0dPW5WejBEIpFxRhcEjLXOOHIZ1ejyJLOOslfPrFW9g52+Zt9y8w70s+ddMhDj/0FHuWVx2XAEEcrTI1NUWtXnPhFVqz1mox53l87vLLue3oM1w2GBDHIYEniaKQdrfNyspqmX73HJBIea5wUEpRGGdXdJzq51Y9VigMsLK8SJL0CUIPL1B0u20n4FQe9+7ZwdnJCW5ba3MgcfHG1griXp/9jz5EO3P7UqVCDALlR/hKEoZ1FJa0v0GWdclN7nzwUpIpwfpoBb/lY/EI4lKxWj4M3VTdTVPiuEJRWJDQ6XWwpxfwAslgvUWgQmcv9RzSsvrsAsGFDktLF2mMjFGv18nzjDzL8AOX66B1gfTcqE5bASpAqRCrBqR5htWZ6/jKEbnSDsDiKUW/38NaQ3/Qc+LFSs05CZTEJO4Be/z66zl12aVc2upx7exFpJAcmxjjr26+nhedmeUHjxwr9/WucxRCkCnJP152kJ3nfK448ihZljI6Mkp/0OcP3/x+tJD850/+AbXIdwpsDHONHTw4cx3d2gSvGzyG8qDf7jHodzn17LP8wPxd3HTTC+la52G31jxPj2E3A1qkdNdMlmS84uiX2D33JAcXn0YLB1+5Zu5hB7M58zCpKVwHbAUvOHMXVz77eRoTO9BqnKebWzi6dRdXPHMPsXDWyPWNNUaF5LJTX2Xyvo/R7W4w2DLF2NpZfvJzP+ecAKVg6pLzD7H75Lfc2q0RY2yB1oZ66yw/f/cvI1VAu+y8rdUkSQbJgLd99Zed2rzcbXtlMqc1EAYR3X6fNO07RbVUaC9muTJDGJ+gd+AFnP/ZjzD64O1Mf+q3HNjK89zh35zkmV/8HPHSCS77+5+kKDLX7ZeTtcWrf4Dzr/k1Dj/2j4x9+2MOwGIUtkyWW9t6A0fe9PvsO/1V9nzjD0lzhxX3lYfRmu3f+gvqp+/Hrs7z4Ds/ztjxu7n0Gx+kMJYg8MFYzl33Y8xe/W4O3//7NI59gTTLoRwPSym5uOs2Trz4v7B09rPsPPP39Ptd/NCn3+9hdM4gSVi77A0c330D28//D9KNDYyR9PPUZRkon+M3vp+VS9/Ctd/8NeLOfaRpWrIFDL7noVTDidcKgZQRSsJt+Rd4CV9w7iQkP+p/hObIBNJqskGHE8Ut3Jfcyhvkp2hm8+jC0GYLiRpDeHWU6Lmsu8Ktg4Mwwlifm8QRkq2W+89W6FqX+y5I2d7+PB6O1iqsIR4dZf8VlzOq4dAlhzg9d4EEsEqWOPDSslpqj3r9BGOAUoTnSbn5bwmlWBvE9OU4khViP6IWK7xAEoYBQgpaGy10UQaexT5RnqOKHJNkpH37/zy5/98f8sMMZukpcmsYJImzj5TVpBACYZ8DgTwfgjJMycoKNzpCCPrbtpGNjjDrSdaPPU5YKt6jOCaKYsI4JgorhGGE5ztRR+D54EnyZOBaDgtrb3gh/b1b2XvvEUaWNujtHuPsa68g+rPPEBw7R56mzi5kdUk+KsMQihxlXcxinqScPnmKntDIMMCrhCg5nB445emQEnX19DkOTq7zTBvyDdjTXOF1Ux/moWIbeb4PNFjfQ+G6CV0MMFpTjQy/9Y5Z6tv281hyK+fWztHr9+l2u1T9EG0toe+78JlSZGiHrzuOpnZkbYT/eubdzF1cwZg+vnLhGca4atBXikDJ8mC3KGHxPUs1rtJoNMl1Fyk1yYXzNJfGiU8vcOrECZ686lJOXbqX/Pw8/ncfJ4hiTFEgBcyePU0QuDAKsKxvtHns8LUc2bWT/OQpvCceoxIFxKHP5NQYa0bzdF4wMTePUr4TiZXFoLWUdDLXtVnrEgG98gCN4iqtSo2NQjM9OUPg+8RxjTxzI1lTGF7/vac4Nz3JjuVV8iAAnOMj7fXIkxRPCALPw/MkRpQcACnI0j6FzdloLSKBqDJKFNawCO5+4TjHdsX84Nfq7JjbIM9T8izFi+tIAUm/SywVQRRipcIaTZJ00Dpn8m+/QeCX1241ZmR0jEJrOnVF69bdJAsdLnm6R1yJkUoSytARwLQDuUSxZCh4c6FNLmcg007DgXGgkTTPKawj5EkhGAwGJdFMUalUNsVJQki3/lCKQmuu+/JXuKqfcvVKp4TYSMazjJlOl52dTqlpKYt44Uht880m92+dYd6X3DJ3iiJLkeVIes/qPFpIxsdGCYOgDM7J2V1ssLt1kcu651ltL6OUYv78Oebn52i1N4jiKv3BgCzLkUqW6nC5iS3t9QYURQHGkiYZmVDcf+Vb2dY6T7u1XgrtnBr80vW76ff7dAIPYx17IElSjBT4tRRDG5ucY2Rynmj2GN1u100iWhsIF9dCnhcMkpRef4DvuW5VMtQueBg0hcnL6YbBWkEyyLC2HLjLnI1213HdfR8lJXlRlHkIliiKkJ5PpVqKs8p72RpLPyuYr+/Dimd47Nr3Mrv3Nm4+v8TUwrMsXTxBOH8MKVxM8FDpL7IB1YvPUF04ttlE6fJ6AIjXz1NpzTHaW3DTFenivYcrNq+9QG39LOOds2hduClb+VxW0iduLxAdnSNvTlFdPUV88Qja5BgrsNZNzOKVk1Q2zlPrXihH6W6NM1xF+uvnqLTPM9p11DxjHCFVFzk2cCK9C/tfT2f8EqZHd+F1jzq9iS7ZKsJSXz9Jf/0Uqn3BIY37xglKS1x0nmv63T4VoTh9dg4jJPiKqS1TTE5vIRBDhbpHkWqyNON76WU8kV/BvvRbXLX6TTSSscYzrHoxkemhhHN3mSInCBruHvN8POUzOTHN6JPPknTaFNYgrctxsVjnzDBuiqKtRfkB23bspF6puLwEKfB9iRIC33Ppf8q657PJC1TdB+Ge3Vle8jk0vO9Tt2LMjfzywd+mMjFKWKTEnmDQ7VKt16hHFdIyA6HIoVsYsJoormIL8X9wyFtbijgEWMOg3y9hJpQP8OfsUM9XTQNll1C25+WvxplnqZx5Bn30UZJ+m0IIBlLR2ShpXEKWrHa3m/eUhxdXmfv13yA+fZpdn/0sgR9y8H/djty9g8pSDysDNg7vIrluH/KGQ1RPLaKkh9QFOk9d+pW0rvLOUtDlBRRHREEIIdRGGljcPlHnrpL2lAP4GC25/cmDXOjuZM8NP80t1QqeXuVCdi9HlkfYveMAhTX0+l2SbheTZ1gMwmi21jNuOXiR+c7dLM3tQQqDNQW1ep16FLuxXxCglE+eF6S5xhgB0sPqwsE7fK/0oTuvfugroijEaCdIEtJ9r0pKjDU0m3UOHdpP/6q9fOHAOPuOn+LsjgaHPnE3u/+vD7Ox3uGTr3o9G80Jdv7u/6bx3Sc4mxQuXlMKrNaIRpOjv/iLTB15kkwpNl7yMq79h3/gqvOzjDzxJI93uygBcegTRgHf/vc/w+K1N7Dn3rvRM9O8+BOfoH3hosvbFsMwFY21BZ4nCaMA3S+oxKPEUcA/vuXNdCtVfukjf4fodhHCYkxOa22FvNDceeuNnNm2jW2f/Txb5tsOI5mmdLpt0rRHr91mbXWJxtgoMnTQCWtAFwknxgXZkVlqVjGz1acnnFti63xIqyIZ6RuiKKZSqfKtwzU2YslVp/o8crjCzQ+vMb7YRxc5Fyd94qUNpgroddpu5CYEVnoUxmGAo76mdq5Lfb5LFFdAyHK64bLWhVAlz8D5yhFsKo7RFqtzRCk2U0KggcEgQUmoViqbbgSti9J/5fLQPc8d5AaIogqDlRWuPH4KOTIJvrP0zPQH/Nf7HwRwTHdtNi2shcjZ1m7zS48+Rm3+DGFYRSDYaDkB2k89/CVHjGs0y6Acpwxeiqc4G22hmnbYfeION6mwhubYJCqsEEYx3V6fQb+PLpwqvigK4krkLKUl5rcnJIN+Qm90hjMHbqaztoNXLj9GkvTd/SukS1/UkKeFyxjPHTEwiEMXGpMXbMnX+Yl7/oQgCNB795MkCUmSkqQ5hXEpY1le0G53nWAsdhMfnadEUYSQZSEiBMY4TcsgddkVQkqiOKafZmR5gZc7TUJRFsYOFe0aoiAM8QOPa6+7hn6vT6sjuadxG5+vXclVywWNuSeoBOP0Tj+OWp1lzx+8ydnljCAvBg4HbC0qy9j3t+91TYdwTH03Wy2FZKcf5qq/fxd+HDjBry4co8I4JHLcOs8Nn/pJfE/Q6vexwi91MWDNc1ZmuTbPlf/ybgfp8cJSrJohEYyevpfJc9/Ew9IvClzOgnR4aQvxwlNc9ekfY2J6gqVyCpr0+2Bd8l1v0GffPb9Jc/fl+MvH2RgMyI1bYTo3Q8bEsc8wffIOsJbeICESIfV6Ayk9lsM9PHXg54j5Cv7GsxgL3f4A40lqeUFcq+EPHQvG6RA8oXil/BKH6mc4lN/PwADasOAdYD3czUA2iLJVer2eW/+2e0g/xfNDqlWPqBLRaNZZzXr4UlKvlkmmgUfkueZsYmqS0AqWVlYZqdSZ2b6DqN8lMTm7du8m9gOqlYpLmQwDas0GsXTPJc/3KQoXAR14HkGguGxri2QwwFpNVKmQr3RQhfPQd7t9eoOEMIrp9xOsFDRGxolrEfVqldXzC9//IV8UejPTWhcFWZJs+gGHv4YIQlsWBMM/K+niB4dkPJCMHf0eu+75EgsX5smsdWMy6UYgQRCgPIE8tBd/YoLo2GkEimJyitZNN5LObGHHpz9NYQzNpQ2qXe1AD77H9J1PkDz8FOrRZ5B/+A782RbB3z7AYNBFZ4lLb8MilPNIS6WIKxUalRhZC1EVnzwbONxlnqO1G+sr6UIMdFHh+MZBRjsFOu+Ro/jW2R/j2NPPsH/7FqabLdqrS3zp/lUwBi3cyuDUcoU/+8pedHw1fa+PCnx63a6L/wylE7Ag0NoSV2ogE7o9N9YpCgdj8CpeKYIaiuaciCwrnIBKCad6X7xiK/Lp8wjgge98m+PjBYsvfDXrFyR21xS9dpfayQXCMGL15hfQ3b2bKz/xr+7CC3BVvpL4YYR/xWGWD1+FX6szEIL1XbtYNn9P+I2vQ+i4AWG1Dp6HFh4j332MPorVHdvpHdhHNjIOFxZYW1nEaucu6HZ6TrjjK5RyrHrPX2RsdI1tjz5MMjrOZ2+6CaM1L//s7ZjCIKVHrjVbnniMot9DnzlOxwqaIyP4HoyOVNm+c4a5PHexxrak8Wk3Cj66f5RvvHw/e8Z9Lr39Plqti1SLPloLLn1Sc/CJOYq8YDnL8P2AY6+5gn4tYKxXcGHSZ3GmxkzHZ7Up+MprG0wv5fzA12aw2u1YH7qlzkYk2PulOXRR0I0M7e1Nt6v99kq5v5NYXbhxPwblB+691RYrDNI6BT1GY/KMwPOQnotd9pUi8AM8r9zTKrmJ0LXGje6EcN2OEoJB6qZdcRmvnGUpcZmyhXiu2N6cxFm7qbC3xnL56hq9QYaNXEcDLp0vy3N3mPUcTyJNE8IwYGztSX5itcVo5wLVWpWRkXGkdBYki5vsLXRz5sYPkp46SRSGGFM48iGum0+z3ImxCoMYnOXyu/6ame4ipxbPlcJ/gSk0WVagPEW/DDjJc41Skl0ju7DWOrxxnrt1i4Ck32djYwM/CNk6s4X5+TniOGZsfIxBMmBto8OF3TeyrXUO3eqQW58LWy/n6E3v5vC9f8HoxWcZ5qlL6XIRalGFMNYEMVSrVdKkT7Xm/N8rS0toown9iKmJcdIs5ezZM7SnruCbN/8CL/WWOZguML76LGLhGNz9YfAk/TJq1vcCp1exIIS3OUnIMsf0F0PlnXArNABdwrFkWeBnWYbyfay2FEbj+TBIEoznVnnVeo1+v4/vOb2Q53skWYqpTnLy1b9N8+kvsuXoHRgh8ZVjNQRh4LJLpLP1xnGNvMhRnl9mBbhCxytzPoq1Dp7nkSbOO2+1pjZYYmS+z0B5FFoTlkFFnh+USXqWwhoi362CpJRkWYagYH3yctbql3Oud5y9/ml27tzO6kab2fgqwnHLp1au4US6lQm9TMs2ef/UF/GDgHlxKXf3X0bDnmCkmeFVIg6rI/hpije4AH6ALEXeCElRGDwfVldWyZOMnQf3sPPKgyilqJaBPVEcuSmPdlPX9fl5sjSj126zfdc2tgmBFweOW1G4ibcVLvSm31rnTHuD2TBg74ED1OMKge+XnnrFE60xwPCmzLI6v4BKu0QzY6TtjCTtkxuLsoY48knQBLFPo1LDl4L/P8C7/zcBNU4BOGTpZkmyeYgPO/jnH+zDjyvlugedD29oWypJIc1T5FBYIjY1p5tfrfv3v02n2aBx848gewler8/+n/sFKmmK8iMGL7+R3uwyYq2PCgKnTE1T/IfnsDUPrtmBnRll9MsXaaJJ37KN7ECVtV/4DHI5xyIJfI+p7VtJsoSV1WWiJKZWj9CFRVj3UAYYpClWC8ZHJnnRK15ObWKCJM9Z67c5eXqW1aUVqn7Er13yrzR3drn34StZ70rH0haKy7cZfuElp5lPDB+98DI0OTJcRMg1kjTd3In2+l0A8jzHGMdk94REGEsYBA6GYS3SgsKifMWgnzmqHprO9QeZfd/LqN93jPrvfZK036X2D19APvAEwYnzhId2sXdD07j2WurVmD23f5K5QU6j0ydqjBDFEV7oLmBPeASDnB/+6D8xkaTk1rAReOR4mK078DyPMIiJqw3qI6NsbGxw09k5znzjG2woydarruWWPQdoN8c59ewRlM2pxBUev+Qajtz6Sm766F9SOXfGFTdGY5Fc8bnbsdLjc7/9+wDc8SM/RmV5hZd+6UvUmyPcevI0nDyFVZJC51xcXqDf7dG1hlMHdlB75pQTSUqnARFWo4uU6bk+288sc+lin607dlKp1hDKp9vtkhcpWZKwvLxIOhiQ7dmCzjKue3CVG2YF2xdSZpbc9VLrWvbNpoyd3sCmzioZeBGLu6ukgcBrjBKkhoUDAWo9pfHR76CC7fhh1R2gRb45kpdSsRlqgkOcYl06X17kDhMrnOXQWku/36ESxe7BmWVEUTTcWpFnOQJnESpsiZMuxV2rKys0jIuVxbodtlBDv3gJZcfZI+0w8lTnpGlKt9Mi0ymPbttB47FHESurhOXkqdvrIQTs2rWTVqtFr/sUZ5eX6LQ7m06SIRPBGM2pd/4WFw6+mku++xAzF+fYtXMPURwTRIH7fpVXTjMU67UJ7nrlz7LcXuTGb/55Od2DTqvlNAjSOkpmEKCUYKBCPnnVzxIcu48dX/tzV5TogsD30EWO8gNkEHP7ZT+JZ+e45uyfsn3HDgptmN/zAh54+S+xfvp+Xvztv0IpjxM7r6Q9fQCz9yrG7RpBKR7VheGRq97FA+P7eOfRfyDUKU5bkbt8D2HZsWurg1NZeOyR77G20UJ4isZbX81ivJ2sWOS3wnv45PppVnWOE5aITRaGE4M6Aa0s7Y9SGIwYkiYpY6FLgg4u0+LZ1/8OUsD+O/6j29WXmiZrDTp3VkQ7DLsyuhxRO36HVwZ0mNHt9GauwmtfhCOfc9eIGQJ6LFmao2KHZLals8XnuXWu1S4fvRpGZfHhxtECdy5gzSZ0Z6ia12WAjBCSMPDJjSs6giIgCoNymmLYfu5TzNhZrqitUJmZoEhS+o39fE7+IjvbZ7CBZU7sYLmo0xENWokhyAtOZjuYLbZxoltn92Cdiq5zBbezu50wr3KiaIRKXCWu1EomvaaztsGD+ha+17qeN5sPEfRPU6Q5STIA5SBWRZGTZxmdVPLg1g8ykT3NZYt/QZZlWCEpdBm84/kO8pMXZIQ8e+ivmTSneMXol6lOjBKIafxy9SaQ3Lh1hTxN8ISh12vTrHpY7VwsSZIhfQ9lCmzWR1pBq7VOr9djamrSdXnf9yGvDdL33b4wz9FlxOhwJD885IHNPav7mIdSQ6W5K0Bl6VnOspSyXN38Os8f+Ucf+zx2fIT2hTl38UuFfHiZvpQs33wN2X9+Nxfue5SRn/ktdxOPNCheexNhsoB/wwHin/80437TpahJidnfRO5rIJoxfjsBz3Ld1dey76rLuPPur7DcalHLUpBNijx1Qr8gKO1jCiOgOtrgmWeOYqTCSMXp+fM88djjBBZsUXD7U1uZrPTJaRDFBbowvPyyDbbuupoLvR4LXMP0zC6uUr9HY+sT/NRfHaBtIiqVCqLeoFKpuqAObSjKKUL5CHapYFlGr9/DFhLfOr95mubO14qldmqJyUdPE9x3jFq1wVhzBGNyivl1RFwlPL/B1IEDNMdGiKKAfPkirfk5DBKhAqzwkUEFXeRkeUHsSfb1B1TqdayU9I49zXKrS6NaodfpE49XSXo9qpUqGE01ipmenKLe7TKz3kHsUfhehYmJGaKgFCntu4TV8SnMtt2YM+cZaY5QrztxU5452847//rPMbUa//qef0c2MsZLX+0hgpA8H9pqhg8ZzezsKb5yxW6eve1GRpKM6WdOsBPt0t2CkDNVyxqKG//6bqqVmEJ5pLlEar0JJDLWElcaSOXTnmoymKyTziWgE7YsOoEfQuEX8PJvrXH66JMsRR5JVjC9bS9vvNMjEQZPC7SUrI8HpBNVbBigkGA137l1C4tbYl74ke8RFWDqMbOX1NhzfIMoV5vYYOxwfC3I8wJbIjH9IGaYrBaGzsucFBlYSy6dvTMIfCfUyiy9wQZ+GCCDkPGpaXr9DbI0L7GZ3r+5f6WQeJ4ixAIeVmcsLy+SpQNOX3cdX3r1G7hs+y5ecsdnEEJQqdUZmxgnDEMqcUStVkNrTRxHnDt3Hm0slXqdQeIOwVApDq8cQRyPiU5+l4sX5mm3N5iYmCAIHcRqiPdVUqLVGfbNfJ2JlVkuzM2W0aY5843tdBqTTB77FkIKqpUqRZ7Tro6zPrqHxs4O4xNbaDTqWKOJygCZJM1IRMRg+1Wo+hRzt8/S7W4Q+AGyk7Bl61VMHP0qF+fnQAi2nP9rqk/ezfjGOVpKlQ4QEEJyvjLDenUr860W4cYiWufuGipcgp42htO7biOYfxrb61Op1pCe4ub+44w9epJXXjmDCl2BEhQB1VoNYwyDwWDzOejeF+ncDiVC2pbMkCFKfAgNcoe+pDNzBWBJ8hxtLJ513ngHH9Kbz2clZTkIcN57a4ZTAcPo6jNc86l3UyycdKuYsjFzTpih0O85qubzn9nukH8OysPzmkCnLXKixrzIy2RIJyoU0hWcUohy/ZIhogipXJOklNq0HjbaR4gnd5UWZcmkvshVPMheTrI/fZKerPP1/I2EcprQZuS5ZsxcpC46TIhlYg9IeuTWkAwy+t0exg8c86PQxKFbf6ZZzhl/jCVvmqdPrWDmH6bWbOBJj/W1NXLK71mCjraxER5AWIOWHiKAZjVAFzn9xMGrDKBMjpFV+tVLSYNRrr9pg+1bt1ORHkpJgsBHqIgH5ifBWl4z5bl1nnDi6ahepTY2ikJi84yNfg8v8l0SYpqwsbyEKJ7DIP9/PuSHfbbBQRCMGaoC5SZAwSsRicOOfnNcr5QT1SAYFp9Z7qhtw53+838Pf1X//rMkSeKEVwIgd4AJz4PvPUX8lbuprS8T1ipIFdJ/5yvo//SbCI4dxV46if3Q/fCtBbRSoMD+rydYai1g5zuEYYwSimdOn+WJZ56h223jIRGej+eHWCSh7xNHodsppRm/+cpvovW3+b1vvZowigjEGr/36q/ytZEaf3LXboQwfPrpPSWExqlfp0cG/M93HWd57QyTSU5v7SKfvbvDje98mh3TfWJPs97TJEmKMsv80Y8+xlyrym9+8UqyvCg9pk7c4SlFkjogkRIOzCGE279KpfCkJO6lXPJ336DVTvDjCqHvYSkYJH18pWhUGoyOTyF8j36S0usXm4EuoyMjDHo9IhXQnNzCxkaP7XsOUmmOOsuN1IyurLCxukKj0cCKEeIwdqzxKKAmqqyvrxDHFRfGIwR5mmB0QaM5Rlha6N587AleeuEc+cpFViZGQVviOMZiKYICow1RkhAJeN0Hf5eQAPnK12JFgPS0W7cM1aoYvCDi0hNz9OsV9APfZSmXpIPhRCTjqT/9AOnOLbR+8repHlklCmPiWg1PebRedpjxvmFmPiWu1hkZnWBi2TD1ocfYJutoP3bjbWtQ0qKNxRaaXr9LNaq79RQCv1sQW13aSOHwAy1qdz1GdXlAPtkDk9Ea2U5nJCK1CUFmeObqGU6+eDepPMHh77UQ0tHDijyn22mRFw6vqY2h0DlxJaLX67uxqtHo3I1owzBkZGQEyvtKKY8gCjCZW+6sri+CMtRqdYrcAZqMNijPIwpCB+iRLlpVeT7GGjwliKOASuyz78Iclx15nEOPP0qhC7rdrouJLYbeZk0/TTl7+LVMyTZj4+MgFNJTNEfGSFKXJzDTOUfjngdYk5qVOCJNBiRJQlh24054pEF4yLzP9Xf9bwceooTHWMt3fuiXGTSnuPl338RI3uPC/Dy6yCmKs1zxv15LQymak2M0Gw2Wl5fJC9dcZJmmyNa55Z/ew6C9TBL45IVzroynLV7w1T8gy1KSPC2faQX1hSPkQmBUCZwpp403feE/IRvj0F9loIvNeOgszckLzdLIfp657deJzz/OFef/HfVmA8/3CTyfyZVZbDGFEM8p7xkKKstnKbiD3OlRhrkRclO8Ovyz03a456WwlisRdyASAAEAAElEQVQ/+i6MTstiQJbwIAfTckL859Y07rMsjj9RYlbLr1HfmKWjU6crGP775bM8CH38MlVUlN+HxX2uG18XJbDHPge6Kp/rprRZJ0lGPa5sij0F7jXI85xA+E6zMdR6uSPDrXLLb3+QOt6DUpK6yXmb+ShOFeHh5V3W7QQbeoQkl6R5zppp0rF1umqUHVGE0JbT+RSf2f9H7L74LxzofpZCF45j4EWuwNKCF/Y+zKtn7qexF06rnXi1Cgf2HeDCmVlm5+dRvsLzJLVKwL6Nn6PfXsKPIianx9m3awuVwHcx6MaxAgb9HkWhucn8X4yO16lW9lFVygn/hHt/fGn5qesX6LQ3MGumTPwL8fwIm6UUvs/dc9dz2+6L1Ls9Wv2B00i02hA7yuz3f8iXO3NTOGoUxiL9oTpWb16kwzd3qPp87uNicywvhCAvShb78EKS4t9a8MqLJ80zymugfCEEWIHoDJjYAsGrb2D1X7+BOTqH/PTX8MZr2O88jnjJpdhvPEWn6xKSfN+n0H3sYgspJI3RCSq1JtZYFDn02/TWVgnDmNAP8aRfetslni8prGG8kqKkz9vf/GZyX+Lr84xVvsze7RWmd++gtbaOTlPnS5UubWmxHfF3927n4lrAtVtC5rLtNOo+f/LNl2NtAlFOzXfs/SAoGK2k9LNh4SRK9bzlf77sCJdOP8YvP/DaMplIEoUhQlDiN3FVtijTnYTAVx5hFCCE7wIYcJhZY90DRqcptWqDKHCpR82RUUTpd22OjBJEdbzAMdGF0dgiA2OoVysoJUp8sRNFCiGo1qpYnAshGQzwoipZlhJGIRMTE3Q6XbfTFJpRIeht20ZzpEk66DPSHCGMIv70lleyHIT84If+hFoQ0EyWSQZtZo8fY8eevQ5go9zuzGIZDLoU3R6X12rEd3ydJzspY9Pb2bZjG9bktNaX2faJu+hsn8I7P0uBpK9TkqRNNjPOmXe/mGBhjcMf+BBBEFOp1ehevZtsyxi1IxfxAxfGFPi+w20qy/LSBQdCsk74KKzGFIl7C0ocptAF9Y0UL/CQwok9b/3EYwwwhH3njZ56ZJausmw/uuJETNJi8gJrcrK0z3p7A9/zicIQ5QEUFCYnK9wod3SkQZZlbt9nCrIscywK4zDKs7e9hKPvfCeX/M5vk5w9S1ypYsvcdWvKR70x9Op15m57GdNHn2L18NUUkce5217KC3/vd6meO0tR5Gy752us5TkXy6/n8Mk+jVqN5mgTvesajr7oF9lYOMJtX/wgfhAwNjaCsJaFCwsYa2m32wRBiBeEVOsNiqKgXm8SV6okgwFF4ehr51/wDh6+8Z2888G/Y9faKZI0JfB8fE/xipNfY8mvs6ceIEREHFfAFlitMQiywm6OsWVJLaRkbEjlUc17SKGpjo0xPTVCHMdkaV6it8eoxj6VOGDQ74K1BH6AxiMrDHluqdUbCOW0M4E/AsKQpTm9Xp/VtQ36SYrXXyZ54pNMrR5jYnKCsfExmiMNatUYWR62fuAOy6LQ5a1rNyeYLhhKl5Odsgsu4VXD0ChR5h4MMyAsILqrSJOXEy6L1YUTAQoLVm6idhEOZmOMxfclfom9tabs7oe7feOKmiGQRpeTL3guW2JYhAwDh5SQdLtdknYXK6wjigq3zgC3v/ZL/OtQhy1wq4Dh6qGkj22uA9xUQ2CtYG7kRbRllW16jooX8o3iBYwxx0HvnGPNRxWarYxcZ+B5VCe3cXTpJnaLM9w0coq+HacaRoyI3aSDJl5jO5UkIIxCwjgiiEJM4eKdtTaIjVNUJiYZ3RinnQ3QBmq1BtVoDS9UhHFALQqQtk/XSrSQKFHgBT7V5gi+cte7H/hQuJjhL5y7FKtW8aUgTdzKGkAqQTJI+OqJAxhT40DVPavzXNPr9kjaHR7v7+evHr+Jp+eO8+6Rr9LJNVGzSlCvYoOArPd/0slbtzPUuiBLUp6D6zt9p1Iu03p4gQw/7g57d7hbIZC4KL50kDoL3vDfKCEJQ9uI805LCp3hKk42rSOivBg6f/Q5vGv2svbg0ygrEE+fQP7KH5FIhfr8vQRjI3ipRSoPVYnw3nsr+r6C4PgqSA8tFMITJXc/cbaaXh/daGyqWgut6fd7FFrzS5+5jRuvuJpLr68SeJIk38NvPvDzzC1sEHsJLbOOEA7gUBSO2ayE5CP37mKkVqdTuRy/4lMfXabfH9BqDVw6SuaABr3M551/94ISUmFLZrj72ashBMq4/Owsc/daPaYoiXGOwS0206GcgMf9DEIJ5Mgo03GFkVqTKA7I8pxBr4fCo9KokuuCTBfknkLnhvXWGuura8yePUWSZ/S6bb75o+9h+cd/ght/5f3E7Q3CMETv2s3Cy2/h8P3fYXejRhzFVKs1Lm7Zxh/f+lqu++53eOvxI+TaEEahKw48F2I0Nlah2Ryls9FyEx/Pd4Esns/Y1DQqz5y1zlgWL5xjy/Q4uS2I4wrr6y2WlhdZW1sl6Qx4yStewbFTx5xQTTmIR1ZkXFxepb68wmQUIBpNZ+Eqr02x3KL+6HHC0xfo9jaQvTbJYIPjb34T2VST/Bt/T7TcQSknavOjiJXXX07Y6zM66HGh18ZTHuHKGkEU4Qcxvh+UnbGh3d7AExbPi7FAp90mSVK8KKbIc2i32Te/gQ1CVqUkDEPHP0AhpE+j6XLGsYZtf/dihCexP30fGDdy9cMQqfwy+tkjUKGbUAUx2kq8+hj4PvsuO8xlYzM0mqMoX5LnqctP8J2T42tXX8OJ629g/YabWNm2g5njR7Gex9j0JLsj3xX3xuB7yukArMFopxEJfB8p4IBMWD33DSbPPFayMCyelJjC2d4sOMFulpNmBUEQE4bCiUyFQvkRVkjywtDTFqM8Ks0axXLC6GiDkeYIEtiuFllceIozQUC313dCQ98nCF2Y1Xq7S5okJF5AvVYryZaOXyEE+H7V7bkLRbNWoRKHyEaVIAgxWhN7llhp6qNuZaULTS4jGs0GeWEBF2CC0S6m2rjONQ5DRhpV0iQhkpbrnvoYvqdYL5wQNAqjMlFTlEFEbHa3thQ9/ttJpntesvlblqqo8u9Klb8sD3ljh/HMgHU57eXi3l1PWNcMuPPc2YPF0JhhKbwKgnSzkBgy/qVSTqmPI1oaXeoHSsunKQmKeeksyLIco93k02i3XvA8z7EP8qwsHobn+3Ncflmua5TysAxfl+cVEcY9xx878KsIBC/N/xNHVhVfGn87Y/kcl6j/Tb87wAtjjAgprIcu7a6Z9fFzl9JYaIk3UufqWpsPBX/A0488ymw6IE18iiKnyHKK1DFGRKFZXlohz917pAtDu92hL5s8u+V9HJb30vBWmRwfwZcSXWhO5nt51l7CpcH38IKIMK5RqdadEyXPOLPm8fHFlzMZtHhL7WH8IHAJkpmbjuMZksKhmgM/Iku69EyGqlbwqxWuiE7wAwce4MVbjpC0DbIaoa2hMNLF1o7Uvv9D3hpLoTMKk1NkGVKI53Ljn7ePl8rZr9yHnZii0M8bQTn3B3melMWB3BRlWEH5RiuCMEAozyWE8f8Y55f3Qf7AcTr3PInOc4cANKCs+/z6L7yV+ANvQf7qx/AfO4+85SDmJ1+KvHI38X//sqtmi7RkqSt0mqHLi6rb7eEFHvVGlTRNGORu522NJK5PoEt9YKE1631dMp51mRfvRquFLpx9DtB5TiWMaNaqqEjSq0YcP3WSPHUHsed5+H7gVLG580oLMqx1AB+L5b9/54Vs3T5NO10pXy/wfY9c52WcpM9QsJgVejNWMi9ynrnpNu5/9Zt4xac+xv4jT1Ct18mLnHq1jl+JKbTD76631/nwj78HU+Rc9b5/72x5gjJty5B2N6AoSJIuut+h3d1g9s1vYfHFL6F98jj5Y4+xddsOIi+iSHKEcfGyQeTiXpN+QpFl+L5PEIUor6R85RZjCwKr+A/330OSZYhKDW0MYxMpVrt447TIUL5HlmekaY+1lYtsrG8QhTXK9gTpKTxfImxBOuhTiStkSZ8izbHCpYBZYxzsZss4nesOkm4dZ/yjX0GW+M6pv7kLvW2c4OKqCzASBVIaWs2A82+6Ev/8Kvk3vge4LsP3QjzPRyof5St3TU3W6awuY4qcQT+h0+2wurJM8fKrYMco9S8+ihcG+LmbcAWhTxjESKFQnqTf75MMMsKg7JhyZ3PLEoMSHlYpOkWBHwQgfJQKnGgtruD5AcLApQ88zrXHTnPJrp30qiN4YZVarUpRpGR5ShRVwApet75B9ehRGo/cz9lde7jy/m+idMaOyXEqkxOkues2pyZG8TyFxd0z1j2F3YM0S3npiS+zuLzOUi9x97Fsk+cFnX7C8LGeZa7T8DzXyQ4FW2EYAC4C9tCjn+ON/WOM10IGjSaNRhO/pOt5vreZx12r1ciybJOamOdO5DUMfglDR9Ib+tOVUqyN7eT0Jbdx8DsfpTdIQAZ4CpIscfZgAqyQyByk8AGPTAuqfkQYeeRZjlIBQgjW11YxRUGj3nCC2KJMuIwkY2PjCOuyFZJBSrvTIR3PSAZp6TF3h7qnXIRuoTN0VGPlFT/L6NGvUz1/BIY2ZCFYetF78TYuktV2EK2cIt1+JfUzD1JdeAJtDEltkvnr38XEQ/9I+7JXEw3WmTz5jbK5cjCnVMacvPpdNI98nnr/gpsQScXpa9/H7NU/zJVf+o/IpcdY3n0zG9OXs/ORjzoiqBiG0EjOXvoO0mSV+PHb8cOQMK6WiW0hEli/6q2ca44y8eBHqETOMmYro/gmQ/U7hH5MGjYwukdcqaB8J7YMAoUlhOooFenWN3mWIXCERCU9kjTlymf/J6MjdYpaQrU/z0HxBdL6JCZsUrQusLq2xs+MfZh2P8P04cH0JjZMnRd2/4pWlGGMpNXvUauPE9kBQVBi04UgTxIypfCEorAuGM3qgtbaGkHgof0G3zBvRknJE+FLaEYxl1S+SLUaEwU+Cvi7ubdwOt3FTfkqE2LDES0lLt3Qr7Bfd3n3tm+xrTmgEri1h8XZbi0grObjb/kWnU7Bse9ZVheXELUAleU0pupMVgTv2Pc1dKdHW/jYbEAQ+dQqNbT0yJ/bdv9/P+QFztPXHyRkRe78vFK4TlO67hwEnnRCAYRAlQK85++OHL/ekpcdlSqjDSmV+MNDXnkub9mWD4Hn/36+2G/4kNj8Psv/tu0+dBM6F5dIzp/Dv+MitYbAPnKGZK2FH4QEQUAYRqjAJ+l33dhVCPppj4AA3Spc5Kpx1WsljPGrMc+eOs5oVMVWfDq9NstLqyTtvuPnS/FcZ23LnRduupEkKcK4sVMQRGQDV+2iXHCFMblTY0of4TlalTFD44EkLSBNM4R1KFHPUw6XWhZJgS/LlDFXdM29/CrsSIyc3SBIEsI8p9CGNE1RZRKWzBI83+eRh7/L3NwsvPF1eNbiKeHAL9ZsBkXs/b3fKqODLZlxLt2JT30StbbG6F1f5HSvx9z8ObbuPUSxuMwHnjnK9p27kXGMLnLSZMCZSp3vXnEdrz95hCmtydKUZJAgkBTaPYiHPuo0S2k2Rjg5Nsbjew/yhiNPUM2dinl9bZUszcrXwWN1edkBJgRgNUY7xXAYKOKghi4KkigkqlRpakWuC7q9Hjs+/BWq2qU5qdLGY7/1mHtgCbcuadSqTE6MMZhdpPGnX6S2PMAUOcpz0a5p2qbVSkmjkDTPKH7gBor3vR71119AbZvA/6sv0VARzYkpLv70a8jGqvTfcDNaSQ7+4l+RtrukfUsbS6YE7fe+Av+hHLm8SJ6512b2J+51HbISaOGKIiEEujAIm2F16jLKlSFJNBKJCmJi6vh+QL3pI8qkM6zAE6qcvErG0oIfOHGC08srbJ2fc0Io+Zx9KSssYRjgeUGJFPWRSPr9Lp5SuJKyBMwMEueimd7N/de8hQNP3Uk4OEae545ZPkjpxKNM2QFRFOF5HpVKBemV97yOUNJSDAb0pYvRXbE+2dxZepUm01vH+c6rr2FvPWTH4gaF1pxvbOe709dw4J6PYPvO8ZAXBboMTxmqz4ui4NQVr+Hs5a8kOP80/e/eQbXqhIHDvXijVmF0ZASEpVqtuQmC0XQHfQa9HsuLFwHD2Ng4UnggFBsbjuzmdtgSJW0ZnZoRphnt7oBOp0OWZ04uaoz7b2MZdixFUdC95FbWb/tx9NhW/H/4pc0deVYdZ+FlP4PaWEWrcfzWLPn4Trrje4k+8R200Sxf9YMsX/02yBKWbnwXqrtK88kvkGU5URyjPI/W5a/kwuVvJyVg9IE/pijDr0RvHS/rYZMOIJi98SfoTh1i5NlvwPo5NwWwlqI2wdnrfoIoWefGI58lyzKSrI8fRmRZiq98Tt/00xg/5tbHPkHeb9ENRjj2xo9TWTzCwTt/gfWJyzn2mj9lz9kv0fzKfyUQ0jmXbEjbxhx/wyeIl5/mmm9+4N88610nrdly8euMFyP01QTK90maM8w2r+ecPcveRhsjXahZNZCgJHWdE5AyM12n6U04pLUvGfRz5rIK7YEpgT+OcqqUe4ZKK1GexA8UVhoqlZBZ/4U8Ll7KVd6jvEJ9gRsrjxFHEUEQ4Ac+wgp+dNvXOT3YwaUj60gZltMI6/I6SjT0LZXvUB+fwcqdZcKqC30D12S6LU2OF/rEcQRW0++0GWmGmH7CidMX6AwMIxM1to9X8T1DFPv0ckG/n33/h7wfBBglsD1nzfCk83Zr45KQRGnXcMAcpwx1hC3l8LfunXL7F1vmvz/Pagelj778s+d5DNJk02M73AENRX1DUcfzD/nnFwLFJ+8j+/wjbKyukqcZqqsY/NkdSKUIo5AoiBipN2hOjLC0sUav30JZyIscRFFW9pIwiNwBVBSISKDCgOXFWbTf4tZtX2Bl1PDJY1XItFOCSr/0D7vIvziKXAfiebQ7HVTks77Rpt1ulzszS547TYM1GZ6QFDajwPGUrbGMBQN+6YbjPNS6nLNz7uc/OL7Oj131NP/87GEu5oAweMLf9MgmqWb2rTdTxAGv+E//wE1/+fsYLHkUOZOigLOhJD3xDAunT2NNQRiGXPErv4y1hmxYkFmXlbw5TuT5WCOLv7LM5Cc+hraW3Gr6yYDvvf4dbNz4Qt778b9huzUIK+m0WhiteeLaW3n0wGVcG4XsPXeStdVVVAC+5yM9hTUGT3pYY4k9HynhsSuu4bFdezm4vMxVs2dR0qNWq2ON4cFrb6KoNxk9d4qsXsf3fEaaIzTqDYSwCNEg6XcxOuOZD76PYrTBT3/yWaRRGFvw7ZsmOHLFNFdsdGgcO02eF1C+365YknhKoIsMgSX84iP41QbKD4njCN9XxFGVNFniyT/7Q/A9XnDHP7G83qN623V0D02ze37ANRsxlbEpVu5v06v0Obq/QSJz9m7byrK3jBURE9NbOT8dsvjGF2B3TjP9+CkQgvht+7EVRetDTzD0xdtyTEou0Llx6l3l0U1aDozj+VQak+4+9dw14/kBme+zFgaMt90awgK2VIfDc1bYIAidANUYpHR6DlumNeVpzofGLsMOFnjn2rMEYUC/36ffd8CaPE05N3GIp3e9gHz9ItfMPT0swTn++g9w4YpXcf3Hf5ltrbOlVqbA5O57WJ3czbPXvZEXP30newd9nkk8/unF72di4WmW913JrrXH8a7y0f0+I59/CAQ8vv1Gntp2I43dj1Nb+BxhWHEiTm0AXe6LnZ1r77c/Rjj3DOOPf5W8MPQHA6LAp9moMzY2wtYtk0RxyPp6yxWPayv4QUinvUGifL79og+wZ/4h9MlvstHq0Kg3CaIQpHATKWMo+x+HVVaKItf0ewMXkWpdQFQUOqeE1tpllGeW6lN3M/Wv/5XGqe+651q5+vQ7y+z4519BbCxiR3cSrp5lMH0I78wjJfHPMvX4p4nJGTt6J9X5x5G9dYbj8EG/j5CSseNf4aBUhMfuxhoXeSulZOaJ29l17A4XSBP57Pv679Eb30e0cAwTRkgsgefhpy0uu+c3mQwKjHXhT04AmqPznDiM2fvFX2Vq2za8vI+QEApN0Fkg2Jh1Mb5pm3CwQtRb2NRg+YGP8hRhURD13P87fJ7nReHuResS9pRwTYyUCi0k1819lL3ZURrJQ3Q9t05YWVxy8LAgYK36AjJCVvM6wcIS7V6P2Pe56F/KF5v/ib3qTg6bP3bFvXV58fWaEyIv9CtU5VliP6PRbFJLjxKJT3NlfJwGbYSwaC2xRlEUEAQeBxotDo508YPYQamM0zIIY8l0ztraOuutDeozMxRFhtSW9kDSSn22NQo8UU7EhUcYVJFBBRkU+J5gPp1hSi+R5hmN0SZRTWFqDuKUZ4ZON6P9f0K880Pn7fWlohbGBFKigpBiyCf3PHJdEHi+e/gMfZra7a6UGFounC1o+LHhQW+sRZUXnaPMeU59T4nFFW6cL8vx/lDYN/z1/9PtK7mJULXg9ojl+EwqF1CzdXKCKw5fyqPPHKHfa+FpgfR8fE9sVmBZ7tTtvvLYMllQtE+x0e5izCw3XvcEdRvz8a8dcnoRz1Xmm7aW8usrKRgdaxJXYwZF9txuSqhSZ+Iqe2EKbtzT4Udu7vKxp2/mmbkBWZpyeLrNS3bNo8KIrz59CKUEL9+/zE0z5ziyOsnTczMoT+H7Hkq4MX0QBLzgQ3cTjNeplBevMIa4Xieu13i6FvLl9/0w8VfuYcf/+H0XwlFW7BY3XnLWQYe+1CUvADsMMyn/31J7YEtRpAWi08+QTs/wva/fxUoUMzkxyeTUFKMTU7xrbZkb5md5SZbhT80gvGgzmtftbLNN+hpGY4XlDU8f4dDSIteuXMSL480DS/khj9/8YhLf48QthxBpygv+/a8RV2pObCQlYRQ5n7RSNM9exAw0Ea6rtSJgoieobiRUE42QCl9BGPqlRajsJKRkUCqnTfnzC+XheQHaFEipaDbHGJudQ8Yh15zvYv7oHvLJSZaPrhI+dg61/3KE8NmyosFoZk5cYH3hFL3WOlYXBLUK1cY4e7uC4FNPs/HNB8HmWAPx2/YhYo+VjzwGA12+/gZrnLdW4kayQhpM4a5zicXL3conjmJ6aYIxlr8+fDnPTozxstOn6IUB1U7BRp5y4+dvR+cp/X6Pc5dfxdnrX8Br772T0TQl1wVjow2Sfg/re5xZbXHv9T9OuLXHLR//Glu3bqPb6YGxFFmGsZq9R7+Kn3XZMftdsAZh3XXUWDnH2vJZokELgMFgUGZEOKDP3P4XMHfJrcx35xh58ov081Waq+eYbp0nXxtl7/Ej1M/NMnNslm5S4PkeL3jidrYtPUvl2DfZsKJ8YD9H4JSlC8NgkWsXmF74V7DO6qi1IYoj/LEZBiNTFMUGFxbWGCQp917yHuz6Aoee+EdGRposb72G4ztfTF9VmTnzAKOjTSqRz+raGklm8IIYpXxqlQpp4kJoBIJePM33rvtZ0tZ9NJOSWz5ciOM4CFJKhElpfudf8TyfVGsXMJPnCCmpH/kaVmuCC085ANWFo4AkjiMGgz6i32bLY7cjMIw8+3Vn21IKY7Sj/hlL3u+y5ehn6XR76DCisC4UqygKN0HTBdZ4VJdPEi4coyhfwyIvyk7TUnv6K8RjI7QK49ab2uLHDusspaR6/hEm7SztUkPl5W2u+My7EAJyKVDLx7nqk29hfLTJQjnF0Ll2z8Kkz9V3vpder4etVlyRYlxxpgsXoSulQmHxhaTd7RIOVrgi7NGcGMdTikG3h5JuipznOaP6AiN2iYZZptfukQuDV2jQizSr84zm5xy8J47ww8BFH0vJxbTBH3Xfz7bqGX5U/SlBUEEpwy3yMcd5KVdWUkC/N3CwMl8xMTlZru5kuW5xOSDdbpcnl8b47OwNvGXrva4Jsc6185+/dRPH15v80w/cx9bQJW7+zRP7KLpbubI4RdiMuJjv4A8f/llunDnJz1z299R8hVbgj48zOTqGzA1i/iKy1f4/OOR9342zK+Ms/vAHmTr5DWZO3oUNXZXsBBsh0pMurxm3bzdFgbLO8mXLfXqWZU4Brobo25Kh/DyYDrCZWuQAEbLsJp+zbgz5yZte37JgcMI9f1OQIsrPR7ivI6WbNezfsYtLLr+U06sLZJ0eEoU0As9TGGPIdEG/P3APLp3zu2+4D8TXeXz2p5jrjfGBT17J6QuGQPkuLq8MjHhOKDisykAFiqgSk7YL+n2XXaysE1vFVbdbtDrntkPzXLftIo+12jwz7+Ih75ud5I8fHeOZzhaS1PG3//nJA6yYXdx7bhIVZPiln1SXqlBjLOOza4wNYBXBeqtFr9NlfGSU6kgTFpcIjj5L/NRRKnFUqvhdUEmRF+hiOOp06wc9zHUuhTC6hGE8f4pijNt7z/zLh5j++F9jEcxawSOvehPxrj38+toSW8e3sDdN0cIVOXG1hu8HrsAwmoq1KPFcUlUqLP+07wAz7Q3CixdKnYDAFyA9xfu+eTdFEHD/5btJ1tcRSJrNEWQgiGs10kGXdDAgz3IO/OUX8P0Ks1Mz1Op1PN/n4rWX0WtGdEdivJMFEkschQS+KkdsqgT1uL1mvVZz+1eTk2UD4tg5E5I05aa//AiTk6PYOMKYjGqri5m/wHqaIIRGUSBtWdCagiJL6A8GID3CMEBJRewF7DmxwZELy2TaYUe7/+UBigBsYp1g1DiLkVIuj97VQ6Zc43hIHOJ2aFeVnkLlTvx0sLVB7imObJtmtRojOpJMCrauLhMWKVmec+Kyw5y/5ArOPfYw9vhRKlFA6CkwmtZ6h9bsWd56++/SUA4rem72PNu3b2eLHzBIcoztEMeKa5YfIxpr0G/DRrtLkWv2PfEFal/5O6rj4+RKbaqnhYA4DLjpyJfY1b9A7Xt3soFl+/gEP/L532BhcYnR5VXGp8bYvn0bjUaDjhk4J4zuoY5+jbleB4FTLFerFZojDYzReMqn3mzytUveSdZaZvuX/4CiyJ1iRlg83+crl/0X1irbefXd76F/4Vl6wufEq15BMNNmx/1/Ra/fI1hf5dp+Qjz3NBf7a4w1G1SqEePjY6yubrDaWicIY7TV+EFQqucLWlNXs7L9Fp7J1rjePFBSHi22hIIJJcsIVEVutAsZHzYu8rlmxd0RYlOUm2tDoTXDkb9D2LrPKdKcUHm4pEDpSpzSKmescWvW0rY21C2UVTzgoDyF1ihd2kK1doFeEtI0JS8cRjsMI3c/6ByPAIFLWZRSgtFkmXHnQenF90pRsjvf3IrHaEuRu049z92UwGW/U2LU3fRK4MA+SZayvtGi0WxSbTTds6soSLKUWbmf6eossujhex4H7RPs5WEqUcTqeJNekRN6PpOhYX/+G6wOVtko3CqJcmwvpaTuDdgpz7GDM9TqI0RxtYyHNliTEcVun+57Ck96JCbgb+ffyNVikbfuO0NcqSCVV7qVLMIYnuxdwpHeAa7NZrlZ9vCVj6Hgmi2rBJ6hEeZgBYnx+fLpHYRymmvHPGqVKlvzHvuac+yLj6OkISkyqqPTTE1PEXghUkh2eArb6Xz/h7yn3BvVq22ls+dWAmvYffput29WgiJzGE4XYeiUmcIY8jzD5pnbTUuJtQUmTVyn7zkrlEv+dhaMoWK0sKZkQbsufvMgpxTeSUGR682YQ+A5Vb5STmWuXZf53KeI8qJxgIndO3ZRq9ex1jIxMk4nTegvb2CiwPmJsXT7PSjcuPKB09NEcZUizSjSjIfPNUj6fTxVCiukj8CiVGlR0+5nqkVOdd0f9F1efWnvGRYrxhiQgtCv8OGHL+V493JODw4y0lxjo9UhzwseW9lKX5uy8LH004jvLe0lKzoOXoDGU6HL99YWheToD78YPVrjmn+8h7oXUG+OkHR7rK23OP/II0x/7guMNKt4pTK5yHPSElfsiif33ptScStLnYXWurS3uNWLKAsxzxv6YiVGOR+2EJLVl72aotbk0T/7A0ZGp6mMjYHVpWjKlsWRQ9e6Ikxtvt9d3+fR8Qm2VKq85sTxMmyoQBcp0gh2djaQQrDlGxc4e/osF6Xr0qNKTJb00LlGqYCo4pElA3SRkPRWkfQdAOeZiNq4T3DmgvPCe26ErYQABShJ2k9c4TQM3SgMYRA5a5xxyOM4DokqMVZ4rLU6TtzX7aOtpvWaq7jz2t3c9pU5GG2yLg3ry+fIqwJx07Wcef11XP/l44iO8wOXBb7LEBCgz7TRxjirk5B4ZbGqPHedSwlos+lwAYjCCOEJJHpzmoWF152Z5fVnZ1mOQjpRQE3D6XOnWBv0SXSO0Zqr//UfuOyJR9l69gRZkTM+Uif0PfI8Y25+Dm0t19guSTflxNIyQRAwMjbKSPnAtVpTr9Z47GXvR0c1Xv7AX7OxcQyjHe1sOOHSZbjLMFMiCiRe1mbmyTuRAWB9BknOwsUFkiynn2oyLbi47NwpU5PjpSjSIwhKy6uQWGHpHHwJM5UBa6N7qZ1/nAsX5jn+kutQ4wlbzR+6gl+UMBit2bX+KE3dYqpi6IzVUe0NXnbX+xFJjygMWd1YZ32jhVr+LJVmA8+vMr+wSi/JqMY+YRQxNiJp9wasb7SpN5rusNWWLafvRvVbzPRPQiRIM7ejt2g8BTbwyRLXIORjO8hHthKefvi5BLvnWdrEJqDLPcvcnyOyqf30/YDG4tMu570UgyqvcFonLIEvyUZ3k436xOsnEcZdFEMdlDEaJQXNRp12p1vSBEtHgJAIH9oTh1AyQ3WOIj2PvNBOAFxqGqwNgCE4yIlKpedswAp3LlQqsbvPyyhdz1NO51HkDPUTsqTfWetWhYEfIETO2sg1PL77Z3lp+q9UxXl6vQFKKbqdHqf9w9w18n6usQ/xgov/i8LCurA0Rxv4yhUWGMgLl07X7XXpdnv00xQvDGhUK1SikCxNUCLlJ+K/Is8Nnj9aJpgqp8OwCiU0nnKURl/5LCZjPNE9QCrqvGHXaWRWEMcelFGyQeDzE1c8y7VTy+yWJ8nTcWylipSS911zYrNol1JRkXDV1BqyaKMLw9pGi9FI8d+u+XOyQUpWhJgwps8BWhdrHJ5Yo+9rKtUK2/bu+f4PeSsshS7g5LfZ8rdvZbtugRSsT1zKMy/+VbZ/+0/Zcv4BlxTnBoh4wqK0RmERxj1s1nYcpK98go378aQ3VJW5qk14ZQfnqtRc63Ikokq4ijvchXzucBweKpQ3wmZnL4ZIRSd+22R0y/K/pWC10+LCQw+xNHeByEg6SYKxOUK7RCk/DomjkCJxZL6/f/AFjE+MkmQJOnfUNaUcxc35WlWZXDckVllqfsI7bvNJ6tuYXVzCCosucnxPEgU+nhIYm7nUN1/RLzyOrG4jrrqoWqNd9SiVJOkNnL5BWsCl1eVZ7nylmNKyVJQ3heL8oa2kccBrdu6i4QUkeZ+5c+c4e+YkK4sXicMAWR7EReFY2coPMMXQa2tKG6Hz24qygJJS4uPGYUNhJOW6ZThFMeUuHyG5/Nd/BuOHPHVhgdb5s7z81W9kYvsOlKfIrHZI3nIy4FJVh/8m1LKcDz7zLEG3jScVJi/wPX9TjBhYCMKIvN1CG7dCMNa9LjrPnJZCKoRQaJmT6ZTc5OSFe7Ct7JmmOzNGb+cW5PwK3V5GJY6xyqWuFTonTdLSavSc0FMpRZL0SwdDyfUuLWKDQYrAlKLNgtYl03QOTtG+7xzfecMeOs0QmRzAepK9D11gffso/T0zyGNrGOu0LYM0Jekn1C6fZPzXrqX3TyfxH1pxu/c4KiOGU1Tgk6YpUVxBFwWBF5AVTtSapQmBr8iSAUK4e81o1xFOZzlbC8NfHzjI2vQWXnn6JFm/Q7/XpkgTGueOI6WkUnUJd0jF+voyeaHZum07Fsu5M7N4KqDT6dJaXycOY4f71ClBGPBkbS8ZiluNmwgJ6TQd61fcithYJF6d32Q7CCsIfcjTHvVqTKXWYHFpneXVNZQfEnoBY16MlR7KizgVzXBR1Hlh3C8ngxkzWya5uNJidfvNPHzzBziv2pzQDW4du5yRZ3+dm/7l5yDPNoXAbnriYrCvn/8MI706Xb9gvehhTcaOfI611gZZkdHeWCc3xkUN5xpfmVLT4NHqpDz51t8iSNrccM8fsb7RpigKojgubZEwcv5BRDUkEwGtVodm0EAYiykcSU4ISZHnXPjhvySf2s/u//VKRHvh34iKu/tuwe8sUlk97cbWUjp9hjE8846/wvgR1/zly5BF6nb1DK1oLjAnN5rHX/l7ZNUpDv/DGwiz9qZ42WUAFAwGlmcPvpf1mRvYfecvERUZlMWTqY5z5A1/Sdhf4cp/eB2FSXFUPvc1iiLn9It/g5OVJpfd82sgSu4J7iAXxt2bpw7/ewaTl7Hnyz/HMCvPaM3Gvtdx8oofY+bBD3Ly8Adorj9Ba+p6tp7/PHuXvoKQkm7jClqVS2iJA7QXj2CUB1IShyET2Sw70sfZx2Mk/R69NMMoiQgUoRfST3KSPCeIArdeUL6baOBS9IoiJzeaCBfhLXHpbr6vkEq4aW0pkpO4CG1hLb1BSk1f4PeuvYudY5JQ1Ej7fdJBSqUSEQTOQhp7hpumL7K2Lsiy1GG3MWUEretGHfhKcHRlhFBWuFX1SX2JCGsoG3NxfoGuMGw7uJf/8unX0c88/uPOf0e0tcaLb72Vytjo93/Ib7Q3SLOMLE2ptB8jGJtAewG95nYGE/tpj+2nevzrrvq0zlcfSNcMSUBJBVLy5K/8FUVU4cqfeTFB7n7QzUCbUnTnez5ZOVbBlqIfwJZjveF1r8vR7fNHxs8X8xVabyrPh+I9h810wsF2v8vCyjrLFy7iWVHyxF0FuXVmmvroCLPnz6EaBoWgUY9pNKroLrS6Cckgo8iL0qdcikF0sfk6BX7A+94wx9teuMTXz05y9OwkaZ45332RQ+hRmKE9z5KlCVMNzY1TR3jo4kHSJHHTiPKHLoqS9obhf77uYXKq/McvXYY2ApQDomijSZOEahTxzn9+GFmtEFkHbkkLQy9POX3mNBIII0d3SjKHUPWUKrULbkxcDBPOjHEq3PI1lyXBcJjSpaQDarhvs2z/7XOjxcrqIsZqjBWcOXmUz3e6vOFt72Ryx048QA9XNM/TMlhjN8WWO3p9Bv0B/SzD5gXWeohNF4PFFAlJr08+SAmVG3sWRcGDLzzEiQMzvPlTDzNmIrqDHmdGBetFijw2i0lTmt9+igSDfew4WZYThhGF1hgDa3u3oEOPymOn3Hh3U+Qp6Ped/SYrXDKZG6F6joiHExIa466/PR++BzEzxrhqcOjJBVbrIf3ZeXToc+X3WlyyCGOL/c1iVxtNrjVSBagdNfzdNby9DVr3nMdKQeD5qFLJnQxSrIAsL0rdiqJSdban+//DBziqDT/71EnwJEKUKxYpCIIQKQTPjIwyUIrLbriJB0bGuGPXPl75qY/Q7LTK997ylZe9hTOjU7zqL/87O8dHqdebnDx1EmshjqtYBElaMH/hohvxlofP/1i9kwLFhX4brV3EbG/nIU7/1J+wdPpJDv7Be7GVgonxMZqVCutrK2yZGkPVR/nIS36FcP4Et97796yur9Ht92k2xuj0BgghuPenfh8jPbb+83vYPjXOyEgT3erhBwHT3fPsX32SV+2I2WIth5dPcV5Kqq3zGG3pCzcxaTbqRIFHJY6wpnBZ4oFHp92lOTpBu9On1+sTRj5eGDixsK/opwljY1MoJVhbb6M9xeLkIfysT6VSwVrL8uKiWymWCXVuAqSRhXYrJ5xP/ewVb+PiVW/nyjt/A691P40H/4li52FYu0CB3nyumYldzL7rbwhXz3D5h99OmmbkhSUMfLTRjH33XxBxHbI+RaknUsp5v33fdzQ3BJNP3M6gtgU1aLmJIs/BzKw1IDw6U4fpTV1OFtSJs9VSUC2x/TWmjt1BLV0uATmCXOeEUUShc5Sv2Ji+GhPW6GduxF9kBUEkybO8zBEoaE8dpj96gETGkK7jEvWgO3KQwch++s0D9EYvBQz9kUvodC9DX7wLrQ3bzn6MmfQIe6vLTE9P4nsenV6XIk/xw2m6+QxJNMZVl+zF8wJ6qeYf9c/RVB3eMv0ROr0e0nfPsvur72VuejdXPPVTZFlGf5AQZymVIiItBlgrKYxxmgdRcYhZWTahaEyRu2lUVGViZJJqLUMJidWSQVowl22htexz8/Ylp9q3kvVByH0Ll3DL1jM0sow4CBwLA7HZ8HrC8pE3PsTy0kXOPS7RGlbXO7S9BC19RsbqTE5M8INXPcOJ40s8fexR7LmYsFHj1htu+v4P+SCOWFhYIEsSKl6AV/KUp4/fCeceIVw/g/UkBSUEI9cOfuOp0gvo4jJ33PkRsmqTitZ4XrAZUCOVE8dIJBd+46fpXb6PmXf/GmZtFWMgN5bUGrR1AqkhQGLYoQ/3PUO1pizXC8O/39zXe8pFowYBXuiRtDOU8qj6Ib7noXyPWlRhrDFCEDuym05cjrQuMtKkg+9LPA+UJwGFrzz8wB08LtbUlntbw0PHG9x8heB8dx9+lGO6A4dk9DyyIidLMxd3K52l7UevOcnrL1tk/Ws9vt6bwViXM6+kWz8AeNKwZ7RNopNNcYyxxmFR86IEl/jU+zmRtBjpYYDHr9zHPe96KVO/cpHJU+dByZJE5Trp4b811DLownXwXqmV2MyQLrMLvNL25Pt+ad1zu2A9TMayBXlalF2FI2AYAwsXz3LX52/n9T/wgzSnZjCipHiV19pzZERZKvndrlmVSmwr3PcUKH8zFztfS9lorxMGEUiFEJr1qSadiSZibJJqFhPXMz7+rgNoKbjxvX+AbyziqS4b73gh+Q++hKm/+DRJ0is9zJLZX/1FbOhz8N2/j8xd955lCVJKcmOxucYb+p2t834PJ0W2VDZ7yifGx1/pI7aMcun3FsmznLlzp8nSlGj/5YwtpWghQInNUXav3yfyFBtfmyM/00PPufQpgSVJU4wxRFHk9ppFjh9XEFIyyDI6/T59o1mbmSFNMxCnnABISMAhbXWhEb7H7zz1OIWU1MMKK41R2iOj9BujVPKBWw0pjwtj0yw1x8nCiCTNOHP2LOutDaQfsLC0TKENnX5CtRoRRVWKAtZXV+HRe7Ea1lcXsbgdbnV5lvH7Pk3z1OP4vk+1WmV0pIGgYCQaozcouNBaZn1sB2EpyNq6bQdLy0tkqSYIIqq1Onvu+ydsENLtDpjTy+zZs4cxFeNFDeoj49y4+mW2Blu5RhvOzZ1hTrgCqtA5uiyc02SAEmGJA/WoVEIuXlimyDUTE1OcPH3adWvSIw6rYAdYbYgbMd1eh0HforwATxhedvvP0fAlF5eXmJycYGJiAl/5nJ07D8KAcPtsN3Q0m/dYb3Q33eo0wdRuEA8y9sg/4T/1Kfo6xQ7txYC3scDoQx+n0TqL7ymyFISw2NK+OHXfX7hGyXOrr2F3Pdzla+2U29uf+BhJmmOk03MIKTaTLQvjusorv/ObdIlIV09BvbEJyLFas+f+P6JWi+koRV4+40xJUQTD/tvfRWOkCeQUQlAUKarwXTMk3Xrk4Nd+kUpzgrxYZ1DkSOXhScX0I3/M5OnPEayfZHLpQYJinaIyyZjYcC4PBBpDo/MM/ugMYS1GpClJp4UGerUG63aS2V6TvXqVsbFxLiy2WBjbQltXMKKg09ogNW46uji1lXW1DYIqUQTVep3Z4CY6QrDSVYTZAtu9WbS19JKCo+ZFXLNlg+Ps5IboGGeSGaIAbtraR3oRvvIoMnfw1xtN/uibL2Elifmb5qfZOxPhSY8/f/Jy7jqznWqtwv79A6IgwGiz2TQNIXPbRjJEL2et3kCIjNZGi5G6R6VSpdpsUoki3nXwPr5w5POcUT6mMDzxxJMcuuTg93/IZ0VBf9AHAb4fIEoxhMbgr5x0hzllt2kKhC6wIsBq6zgt5UGy/asfJzWWpNAoBLHyiHzfWQ2MQUhLNjVGMTlGHEUoFVAIQ65AGE1hlbOcWItf7h9tqVIdHuZeSd4rjNvZbypsy65TSEUljjBYOr0uRheIMKJai9lotWivrzOZnWb3eMrTyTZ0luAJj7GxEcJAkAlBng/AaiqRTxi4rHSLpkCX1i33+rzoih5bxxa51CyyZg/jK4+l5SUGwrkGhPDIM0fN8jyfzz81g7aKB8+OYnF4R6XclKEoPfGFFvzil1+NF1XArLtDMFBIzyPr9dGhz5lXX8NUx2OXcO4HoSS9RoW0WmFs9x62pi75bfXANtYnmvj/8gWscBZCa3T5mtpSY1C+nqXSV/k+UjhIhVQKbQxhOcLOilKsqPVmUeBJSVSJyPOcQdKnUAXn507z9a9+iVe94S2oRrPsKqBM5nWj+3KUZ7VFej7VegMTqJKHrxHWEbmMMFjrHjQiGDK7M1766Qd5UbPJlGpSeBnrqwvsvn2Rvs7oLC3hBz5Z0CQfa5BNjpQ3mMcQ7TnyD1+BWoVkbQOtNWEYPXetXbkXc/V+rjw1KLUJlsVLmgyKBO/YBVo372f6/hMkS6tlypbbk1oLvV7HOVHCAFNkpN0W0n+OW15kCUmSga+o12v0T224dU2WOXJWUVCt1RyHQogyR953132SkmcZJk259QP/gcNXXo2d2bk5VXDpc+U9ISQjxoLWWOHx1jNn2Pb1O9FnjrESR1SrFeI45sfv+jjH5+bYEfqcufQmPvXCt/Pquz7C/pNPsr7Rw5MO95odOMz55k4mv/kJtNEMet1SVe/G0dYaVJGx819+B98PCOOIRr2GEIZKFFGpVDl+/CTdVpvXfOh9LM2d50KhueTgQSbHp5g9f57JiWk6Gy0m7/oQcbWCmZ5kYWmN0THn4Fhdv8DK8gozMzO019dob2zQbm84jKyOSJKkPJAkaTpgpFEl8BWNeoPxsQaYnLhSY2l5jXqtTqVWIUsLmo0munA201D5BL5PbaJOt5eTFRl+e4XJmWmW+gln+5JHfuDP2DX3MHtO/zalYhgv8FxhrORmEXvgwb/gVelRBuunWRQSPwhQysfznhcAJgQSy5a7fo9qtYL0nD3Z4FYGiFJ1viledveDtSVJVEoCz8NTEiVBSe26fXDAHuEmpbJcxYU2w/Rb5GUjV1i3J7eAto6LojzPWZOVKm3OHtYK/KSNP9CgfLR0++946HWn7FTzPnGy4kK+bFaCxVxiZKXr0NN+fwHPkwS986haBSstVjsdhy5H271+h6lGg2ajgZYeVXuCn8x/lZpZJ8ksyq9SrQz4scGvE6scVVVUaxVUluMFAW9KPoimwrJsI2UT41X5jPl3BN2czISM+sv8QvxBqvUaT6ZXc8fF1/GEXOEsE1ys1rhn/jC+KPjnqU8RerJcqwpCLwQh+dFDJzi/LhkLU7AxxsJrdp6mSLvcsH0dIeKS528ZCnGsBVNqyJxWwicIPUYaNUQ+4OLiArXto1TDgO6FJTKsAw4ZTX+txYlzZ77/Q77X7zk7h7Uoz104VjiUn8MmeqVCXgCO+S5cm15OfJ16sjCWbpG7/HMLoXAxlKnWJHmOJwWTP/XfIPCw/QGmVHr6QlBTPmaiSvXTv0Dx0CnCD3zcoQitocDdSEIKhHIPeq21CzYQw5tKOOW2lFTjChNTk0z2W6TtHqFUaKuxtiA3OT+9/1kOjQx4tl3ljK4RSKccFVa4vWuaMYRoSGHd7jPXYAqUhCFBuNeLmG8dZj69AaH75GkfkydIa6AQKBRGPIekPLU+zt8+uhPjG9B9J4bxPJf+lzl4jvQkqa3S6TvsricESriRT5JmdF56PUvvuo3asSV2fmfRVcDGcPirD6H/7COMZAVIhbRw8qfexmDbFLsfeQrv/Lw7VAXoQm/aFgPfdxQ66R4uOi8Ig4DQD0CVKxYhSNKEXt8laSmpyJIUX3lMjI6yZesWGo0Rur0+aZoQKEUcKVYuzrKtehkmiNxjwCl2XOcw5O1bwelKje/Walz57a8iez3Qxr3PwlH9Htx2kPUrFZc8ewST5w5KlFimx0cwUjB//iQrF+eYfqpNp72OLm2B0doG+97z29huD+U50ItFkCYJI3c+ghSKgmEX73b8nuex9p4Xk162gz3/+BQH8ybaFtz99mmsEIx/Z4SlW/cTGoH813uwOi+FmYK+dClbj/3nt2CigJf84Z0EaoMwDJzgr1ZhffUiRZ6SWUWnW9owy3hLqTwajcamTTQO4hJc4DqtKPQJQwetUmlKRZd6EWswVnO8McHp5ghvXHBpa1j3d9oKhM6JlpdYaHfIsgzP86lWLIPVFcaNZnJyK894AdoPWU8LxsfHSdKChYUF+t029xx+K+2Zg7zm3JNM9S5Q5NoBm/LCrTF8DyE1cRSRFxqtc+I4pBKETI1NsLS6xiDJEcqnVmSspglJVnDq5CkOXrKfXTu20dposbSygucF5LlGG8t6u8vC4jLUGkxvnSEIqsSVmDAIqVTrjI5Pcf7Ay/jyjtdz2Zd+i/DRz2PLyYtSklqtShxFTokfwMhog1Onz1Opj+D7EWHosgempibJswxbaLQsGBmvEYeW5fV1pFRE1RjPD+kUkMkAU6lTrVTY6PbxS9a/73k0miM0mk3H1RCWRrpOLl0k99x7/4L+zqvY8/tvwk+cHWq4flx80U/zzM0/zlWf/nnC80/iCxcqZLHkjSmWrnkr249+nkp7iUJb+lOXsbb9Bex6+pOIPMGT0Nr7ItZlgx0nvoT0XLGujaE/foD17Tcxeux2jIW5m36ExslvUe0tEEYFUigshouXvhlhu4yd/gZ+L0VLiRcEhKFLNmzvfxGrlRrbT9yBNjA6OkYcx8RxXBZ6ju8gwhivnxBHMV4YI4xTzkupyEKJr3BZGWURonUBZcBN4TYBRF7Asd4Yz9ZfzNWtL2Jtyq5xyfqy4dON/06/00A1LD4phza+yUzR48qJY+i8IM8KOt0uXr6OKVwSpU03eHn8WZqhZkPXmVLLVCsxvqe4IjjDy/KHuXr8Ikfz3dwaP86WmTWUTlhcWqI5AdUoKlMgBVZbXjJxkra/Rl440aqSHodG+mw5dJpqMIq1IdbKTfCILgostnyeu4AnPwjo9dYpvIKJasjE1l18ff51hCNLVJITVOtVmr5gkCRoCXOz89//IZ/1+jSCCOVDxQ/d6MlThHgQhO4QVdKN3wUI49TZVlhnCxEC4Sm0LQV1nucsCGVQgcV13gaBZzQyy7DKpa/JcldrigJTGErnC5FUWAUFhgKLlsr5l3GQnkAotCxbw1IE4pWpPxMT42zZMs3xxXm2zMzgIVhfXSaMInzP418WLuFgt8uFtFlm5wguXlyiXouRlQrGOl+kVLI8bKQLGCkFZ8YYxmuGH7r1DP0s5uxcj6XliyTdHrVqTMcUCKGwVuJ5Lnmp0NoJCnVBoS06K7DaEngBRaHR5Q2iPOVG14MBnh8QKcGP3XCCuSRhaTlm6ntn2f7AWa5dKhwuUQDCsra8Si0pCOKQbr9DNhiw/W8/TWtqFP/cvOu0hEQLU34fGlF25wY21b7CKkLfeUG9IGAQ+/TmF8vRsNhUTudFQSVyFpv5uQuczWfJCoMpLJXIo9qs8dArX8stOuUW7WNK4eQQmkQpGAL4zNbtPDYyhq7U2XfhPNI6doOxlm6mufcV70AWBWM//4MkaUIYxUxs2Y6KK+hsQK/bYnVxgTTtua6kpClmOsV0csfyL9cGwzCPKIrduBZKoY50MctaU/3QnVSvu4T2fecornkB0ldcdscJkqxHfGKZMa/KxBML9KLY4UPHx5nfMc6X3nqYQ/edcIxu6cI8fCHoSYHeOsED77+Vkce3U3niUcBSFJmDp0Quw9tNTwRplpAXOXG1UjYB2nVqSiGs+zxne3Q74eHK71P7D3G2McKh1hrbOi2MKciWF1haXuG7196A3rufyYXz9IKYhhEsF5b+yjpbZ6ZR0mPb/Xfx7m/dxer8HOe2bmP60GV02y2s1lz3wL/Q23UFU+15Ks06xgi6nQ6DNGXgV7n3PX9Hffk0Bz/8M27V5nkMhGLS9xj0BywvrTA1NU1aGyXKBy7XoNOh8Dzuv+pN7Dz/BCx9i6haR0qPysxWRN5h984dPHHDe/jHg6/iZ05/kr3pOgI1lHi4AyZx15FLaHPy3k63x/TUOHGlQqfTZmxsikHf5+ljz1IdadBsjOALSRT7mMJdI4WvyNMUi2KQ9KhUa4yYGu1Oj5VMMDY2yqhNmfz4DzEzViWa2cLg7CxZr0+/1yM0EV4Q4AU+1mjWR/Zx9+Rt7Jv7Z4QYDt8t2hSocu3lvm9bcj4cK8R1tAap3Ih9+fLXMX/Tu/GkYNe3/4ZkMODsle+itftFxEvHqJ26lzD0ePrG95NVxqk98zUqaXczSOvMi9/J2t6XUFs/DVhmb/gJGo2dNO75HfI0RUpFGo9x8vqfJxis8Yqz92CsptcbEBqDLVzhf/wFv4zxK+y5+C0YLJDnRWmbc379JEk5+eo/oTdxGTd/6V3opTmEzMsu1lJUx3jy9f9EY/FRLn/wv2IL15hpBNoKrPS5/+qP87hMefv8r/KFiR/i4tgtZOe/y67ke0gr2FjfQE+5FQTGYLXl/ug91M06h/LfIE8T8iRjMEixpWZCawfdOZx9mZpfxQ88V7h4PkIIqirlrdPfwPd8LglOILBsn1wnz3Ja/ZTpeCcKjzx1XJU0LRit1+muOzFtbgzSOmqfxenOxJAqJv5v0v47WtOzrvfHX9d13e2pu0/vk5lJDwmpEAhFUIqgFEERDx7svX5tR+V4VI7HiqigICiioggIKD0kIb1NJslkJtP77D27P/VuV/n+cd3PTvS7fmv9Du61ZgWykuy9n+e5r+tT3u/X+7nGZkQsFVJ5PLVUpFlGYyLG6JxDnev45JFbWBic5N1b76PWrJGgAUduDIPlzjd/yQsDoYqR1os6jNa0agmhBIzGOEsgBFaF3nZBiCkL35EJ4S1JQuKq1CVBZVPCX0La2go847BCEkqv6A3wY6XSWYbWYOaWSG/9TaT2FU8gIKzG8EYECCTT33sVZlBQ/u3jGCsxODSiGkcpojBi63XbsRJPYtMGEXm/erNex+mC06bF6SWDcH7/TCSRYUC9Wade76KNP3ylEJRFSe40pTZo4y9rnKOfxrz3X/bQntrJkl3k4vkLfhqCQJsSZzVShoRBRKAiAuvJgNZayiJfs7IF1UhcSFV5oEeWF78r2zW5yluvPcLJlSW+9syttLTgtsfnqY+PoStbW5YO6K6u0mg2kVKwurpKNugT3LfCxiBA1HyOsjEaaQSlMLiN00SLHRwOZfxIJooi4jBGVlivzptexsK7X0/yy++ndtd+siyvaHEQRiG5LimdYWx83Hd0vQGDNEWFit7W7Rx81bcye+IkNxw5T9Rs+f28c0jnjTie6ez4jpNH2RxFXLcyTzA27hW7lQ8Z2+eln/lrsm6PTZs3E0UJpdFcmrvIzEbBMO0y6K0yHHQQPt2I/kSd/MQ5nPOJfVIpzCteSH7NLup/+VmELhkMCgKlqNXqCKloNBoERUCW5ZRPniQ+cp7lsMbi3AXGpqdoP3yKRp7inGDHPafppyXxzGbKPZv58ve9kC3negSlJSotL/2zO5HCYJt1X8UbR2FA5Rp6qacLVWufqEoso3pmnBCYVojNdEVFU1QxHowyx8cnxgBV2a3c2uj3e44f5nRrjN3DHv/zhS9mKU54+5/8BhcWFrjrp3+JsNth68bNnHrxy5k+dpyFHXvY8c8fprV1K9+6/wFWO136gyFhXOeeG7+VE69+Ky9b/W3GnnyQXSunCQez9HVJmqXUa61K0OVZEaHOCLK+d2U4y8F3/W/u3/UC3vx3P01t8QJZkbH/mm/l2Ot+gju+8n626ofAWZYuu5Fnrn8DyxNbePGx/cjQcObab+Hg636K67/4PnY9+UXSxVnUrgKRD7GmBAI/9aqaiF2n7+fN3/h75mcvMsDbHo3RnL20RNmcQS3PUZRDDh48TNJss27jGBMTTZTVCBkwMT7B6bNnqCcJrUaT+cUuUnqsscBw/pbv4Ys3vJPLP/kLJE98gcnJcZ6YeTn57tvZt/TX5Hnh89MRa4AXZy3nrv0ulna/jPLpuwjt42z60A8jw5AyL7CV9shaL4xbf8+fs+fAP4DR5PgIU4Rvfqb3fwqJZeuxr645jLY+9lfUL+xn/PzDmKqAvvze36WrxgiHy8SNlj9vjGH7Yx+lMXeQ8TMPInFsu+/PiA7fSVkWGF0iQ4nqzbP7G++loVcZcfeDCnw2Uqfvued/kkxO0VSGVQAnEcJrZISAQEmCsk9oMv9Zrixyowx64QyyTFFFjyQKSYusSgP16w2lHAkpkRmSFSXXLfwTG9IjbMmeIY82oAUEccRr5v8f//pUBfrXx3+JjdESSIVG4aIa7YmEYphiludxZYEuS2/bls+tmMIoRIVRZevzEvA4jivBuJ+wYTXZoIuM6+g8B2c9w6AWok3hz07rSLMeFxZz8rxHrdmgHsVIJHO9kPGk9A29dZii9MK+io5YOf9InWFSPsnuyZfx4t0XcIUgrtdoVoJxWRSIirT6TV3ySXMMl7T82WM9JAGncIGCGihTHczO4Yz/gVGesiYRSIsXiVhHKJWn3VXWBSss2prKGuUQz2PdG+ew0nf0hfaghGBUHFAVDlJigMKUqDhk+sdfiM00ix/bTxwEaAcazzJWxrHxFetY/amc3l1H6Cws0qw1CZKADTNTvGX9AxxaHedv7k1Be/RuGMcIW2Jsl++4+Vm+/can+a3scu4/vJ44iijzgqzy/4IXYqkqAe6R03vZW9tL1BBorT3b3BjCICHPPRQo01kVmuKhMA7IsmxtTKeCgCxLKYvCe2ND360VeYbVhsNzTT7w0A1cytdT5iWy5W2H1ngaisGwvLqMLktazRbdQZd0mKKEIwyUtwCaEXDDf8AHP/Sd9L7nNaz/9Q8QfmO/jyOQkkajWbEIpBcxzS4glruo7oD+YEiWedZ/GAaEMiAUgrF2G5ylXvNefOcczWad9uoSfOyv6X/jQZ7ZcTU33X4HOhiJ1kaZBd4OubG7wotmz2FViJPBmo1NyoBaE3YfPcDKSo/GzEYQEmNyFnuL3P/t17L+wArp7EWfxidg9jU30//Jt7H5Tz9J528+S6E1rWZC+n2vpbh8K8md+xk8+szaAx3GMWyZJJjr+ix264iSGs4ZylbEY9++k11PLTJRryPihM7qCqf6i9SsYGNrPTpoUh9qphdTXvmvh+l1V9BKkacZRZl6uqN2uEvLvPy3Ps+5s2c4bb22Iwh8RxGGEVQFn5uq0fyLV5E+Pcvhd32CJK4zMTnuo12Fp0z691VUf0awKsfOzjI7O8sgJTNFjjGa5Utz2OVFrvyT9xL2u5RXv4C42yFamCMcm2Tu1a/n9IZNXHngEYqyZLnbIwxrqIVLJL0OdDp0Bim1QcpEGBOFEUEVPuRRuKDyHm/8l59maXmZJfypFS/PEU3Oc+7UKSalobSOYvY8YX+F4fnTPvgj2Uzx7ENc88X3s3nxJHOXFpgYH2NbIjk67JDOnWdxtU/rix/gzce+xPqrrsPFNQQOWwmsjCurUXvGpQvnwTnCUGEMPP1tv8m9e17CNX/xU8zf9wampj7B5uQ4g16f7vISzhTEUUS9OUa93qKzskIwPk5Zlpw5c55dO3cx6PcZ0z2i4Qq6s0gQJ8gw4uh1b6e38RqmDn8FNT9LmqbUlEQXhdeTSMGOB/+C5ulHaBy9i7TayUqLt8VKt6Zi17okCALydOCfaWs9h0NWXvLuAhvu/whxs86gWo8ky6dYN3+MII5x0oewTF58jGgwxFTAL1eNw5OVU2xYOo6MQoRzbH7i7+kPh4hmiyAMkEpQFpr1J79Ms1UniiKGwgcP6bLAGYNSIe2z9zE+aGPDEOc8qnwUHWuNIS9y9jzwm2xav46hHVQXqkAKD+MKhotc+y+v9fqFdqsKF6o898IRS8mb5n4R6SyN6XE2NQS9lXs5N3kdn238KvuK+3hp8Fe0azFxHFKWhp4b53x8Ix23xKv4AmGSeI1EqGg0Y4h2sriy4leQUQwOyjyn0yv4Kt/GFa2LvHT6jG+2jGE4HI74Q5zNtvCV5VfxnfEDTAbzDLodiiynxxhf7d/AyzZkXF/vkPc7rPQcP//EO1mXrPL+XXfR665ycGGKX/7G7bx+7wV+8cVHAIFxjkNzdf7xyb28onGJJLkECOrRGL3wek50t/DQuZLrdrVpl5ogiqnXUjKdV43zN3nJE4SEiX94lTGMz+zlwO7/xp7hQ4zNPQS535k4HEWRUeYpTms6zc2ohVOIYRccKCdIAr9/ioX03YqDREU4BeB8+Mea+Mr7k03Vta4xtMEf2tIrsEtryE2J7BYc+++fRpaiOmRsNTVQWGNxVpOd61PMZhz78mHKlZTx6U04pVgXdri1+SQzYoo/zbZDWdJIYmLhfdahClgaTLHYa3BhUZCmqWd+O09piwJf1VoF2vnq86rLr2Df9Vfz9KGnqdXrLHdWSIcDkrhGq9mkLPzYPqziMvPcq3/ViAYmJFJ5cZ6zvsuNKp+4KbXfTSO55/Qu4jjCmgWiKPSZ6wgs3rKzOD9PFCYIpcjSIfVaQqQ89tU56xXbxlahQIb4wiLpxQXkYgehvPYirNC5I2yxNRb32a8z9W/fICs1eeHFQvV6jfGxMaw1NBs1X/jhhYiNZkIUQrvdQCrFxq9/hbOnz/Hw7CJ79l5BfWYaIy3S+Q870lf7I0W0lCOKYJVRgCMvPL3MGE1ZFvR7HQqd0tm1nhM3Xsay0Oz7oiKUMZ1uh/LYOdTsIjM5BFPrsMawc8d2Tv/Rp1iarNE4tUDYnmTQHzAxvg79g9/K+be+iKk/+hfG7zpAFNW8/sI5Btdtp3PTNig1t5xfRUUBZbvGI7/+HSSLfd7w0QO0VlPe/rcHwRlKXfqkskARKAH9kWWxwFiHNiHD4ZCiKAmUot1seFuO9auczmqHufOn2HXkWrpPn+fSwjLOLXH2wjmu+LlXsv7abciPncBah6zCe6z1+gaLzxHwtlLFTx95motnTnBvt4M1lukH7wPpaJ05wY5/+zTGGPr9HvK6FyK3bcM0xiGIGB8fp90eY/2zD3L9ofuQQlJMTaMuvx568wQmJ1Ah1vjAmlHXMyo0wAOWtn/iveyU0G63CeMGq4vLbDp4Lxt/5R6kgtXtW6jFMdu3bGTrmQcRQtGdmeH4i95OL6xx+3vfyGCQIRsN2lGNYVqS5xqhNPtbV3M22sB3d+5FD3v869gtDMNrqD/+aLVS8wXUeOcctjdLf/Yy5ua/jbjmmJj8c9ZPr/M0txFBRUim10dcCM7SiCMWVwfUghjrBM1mm9rhL3P55/6CZnuMaHwCp2D3l36HfOOVTK+epKMkjUYDEYSY0ngLrYRm9xxi7gS6WlN5/ZIdySwqK5xYo9KZqmly1TQ1DANsNda3uDVLchj6Qhj7HF/eytA7VwAqlPbzx8Wj7xFUKaKmCtAxxhEEfoVljYe7BEpV+SUSi/AgTOELSqzn9guBL7TwazVjLEJIjLU+YU76M14qRZHnFZzId6XaWErtMxn859b/blIEUE0yg0CS5Sm5zgncImO1Ocb0OQpbYo1CFP6MGA/6fLv5c+pulbTIobITlqVAGI2N11Fft5lYX/JrZgS51qxEezmQ3U4vP8cd4gxCCuIwrqZrAVEQ8Kkj1/L48BquLea5ZstF+nVvX71vbg+PX7yWsVbCbdH9YDStesD21ipbWgNC5SdNMy3L5vaQre2+j+uVfn179+nN3HduG1t37GV7up+wUWd5bp44f5Atya3cuPkiYZJQqzdwWJSCoBAVGO2bveStRVhH3ukSW0t25XU8G11Oq664zZ5hYX7Bs+WFQNXrxNay0t7OA7f+MjPnHuLar/5PnDHUrKVEsLrxCuSFg3R376T55DNrBCqJQ0QhWAMV2MXgvA1LeMsc1ZiKCvno8GrosvQXwfI3Tvucb+WLCWcdZeUhd04gzzjmfv4Ci8fmGW+2PRUtjLik1/OxxTdxfDVgcnyezsqK70iDgEazyXirydOzm/nax6c4ffYsSuL3YigPk7G+IBmFm4RCMtZo4qxlOBgQyNCz/E3BMPUXqtHVTEIqYiE9eU4Lms2Gj0V13nHgVwD+Q+8U5EaTloXv0oQEFZBrjZMQ1xOkEpUxBkpdMOz3qEUhzmmKPPW4YOWJg3GcUGqLlL6bL4qc8TsfZ+zORyuxn7cK1etNgiCq0u8KnzhWnRHOuMoKqWi324BjMOizYf0MaTokjGKUENWhVEWLioA8L3BCMXfpAgefeoLbXvFqrPQURInDCoEXgBuKPENUl70VXjnsqu9pnPNZ8Th0mVOWBeuOXmDf73+cxolzFHlGNhxSlpbkgWcIv+NXGEyMkUQBMzObWFpaZvX8eQJgcvdOwiBgYWGJjZs2cezJk3DDDpKLS2zZuI7FzoAg9A+pu/cwofgcU6dWyFtTPvzIOibPrZDMruCcxpSZ9ykLr0quKYnAEocKawy9fp9Go0m328doy2Aw8P5bJatULAHr6/TTPmcOniUvCx5/zV94Cl91MRhjmf6ua4i2jnOCbaggZNfH70GFgd/HSz8V8UBn/0xYTJXW5tZ4785YssyL7oyxRFHMuqV5Lu65in9+209z5V2fZdcnPwLWsGvHdsCxuLDI04zxwGt+iV2nH+flX/1T/z3we3evpRRVLr1ZG3OOxIQ+s9143rtUVefo0ypPL69y9B2/zubjj7Pxoc8jg5DDV70KXWuz6csfJCj8FCovh2RZSrezipPwYOMazohxvnfTRbpPP8xDO27CObjZVdMhBNY6Lnvob2g+82mGm3KaKmX71oMESqKtQZYlSa3O2Pikj/R1jqeffiWPHN/Gjh2/QS3RBEHCmbNbyLKvESU1pPSvW6AC9iQlYe8QpRQEUUgYJcioxplwG62lBaxwFWMiqgzGlVYEWV26bu34VVVuvBek+stRSLFmVw1DD6DyLI2qy68cUM6sBbhXQCLhC+9qHGwqoA4Vm0JUBcZokjj6fK1d8lUzRwUcM84XE2Hk+RQ6L9GBrIojsM47bQIV4rHk0jcVhUZIibHGC1qr39HTQvXz0NlUseaS1cnrKcwsOs9YXVhkWBiCMAKWuePSuwiCkGGgiMKA1PRZclNYk9K2n8WFisVaJfAFkihh2Ovy6cnfIVcT/FD4/xBGDu0s45OTbGkX/GT+ebbWlglU4AmZcVRxIHwT9z3b97O7dp4XTh7H6Sb9/oB6u8nLN57BmM9xy7auP5OsI44kf/jSuzxPRfsCauvYkI++/h5fIFkvei6KnO+95hg7m4tsF0c4Optip2pMbJjm7PI1nD+/lf3nNXesj0nKpHJXeCJnWVmiv6lL3imFk4rm5ATtWkI0ew93rM4ztnKIRVmi4hgTjJSCHvc3ZvpMLx9lcv4gIokQ1qGs49wNb+bU7e9iJnqU/s2Xsff9f8n0XfeCraYBRmNL7a1cRmN1icAr8YUQqMpTLexIVDQSK4wS7USlyvSXgHaW3HibmpSKdRvXEU+NoU6HxM0WKo6JK4rYKXsVrlkwMVGQDoc4qchLTVgWdAd90jKn0+v7yrTQ3u6iAqSKfQxodfFSDd6XlxbRoSFwFhl7AVU9mSQrNVYL4jj2KmFjSdMMrTXWasJQMdUu+JWXH+SRCyt8ebCTWmMzKlT89C2PI+UJPhi8CFGJxKLIgybKGy6jbVoVmtHhAskz4zH3/uz3sOOZE1y6dge7P/gZorOzlEWGTlOcc2txsqOHuiw1cRwi8MlOtSSmVhule/lLYTgcep1AEKJCR1hFC0dhSFHkNJtN+oMBtaRGUksw1ncB9UYTIRW97pBeb+AxtoFg//I8bQlXCVUpv51Xf/tegTiKcGVVrApvRdJlsQaRsNV+z1lLr9slHfaZnruIc5aVLCdOaojAv9btVoskiSurkaPX7xNGiXcKhAlj7QZxHFPoHO45QfOuJ4knmzQu24ITguXOEFQICJIHj0ASM5ARaZbSbDV43aee5tLcHGkUEQWVu2OUp2ANOJ9V7dMKHYPBgLIsiGuxXxGFirgWV75CSftPX0ULx+nrfx9lQ0rtP2dixIlA8ujb/45wskb0j3+ESCJ2/vND+PwEf7BWkNGKK+F5BHmWoyuK18jbvxbX7BzNZpN6LWFm/gJTZ4+jnniI5aUldGlYXV5hy5ZNLMxfwpYLTJ97hvUXDnFieh9bB3OszFzOVH6AKO3TWb+HMJC4S/NrO2atNcWmyzj0tl9hz2Ofp9b/Kv1+34Ow4ghjDOn0Ni7uvYV+adGf+iCTkxPc/PGfpzmzgUGvS15oclegFD4i1hmiMORn3UMMa9NsNAPSJOZdhz/MhfPnWdYepVwUJVKCMX20MURxxKYNd+Fw9Hr+Qms1mxidkqW9KlUs4Mmn3s6Fi7vYuWsnSp3gvgdv4djxH+PyvZdx1bX/xtLyCp1OjyJUxKHPEShNiUOwecsWHhr7Fv5ZfQe3nvtH9lhDa2wM2xmipF6zNj4/lnuku1mbgjjWnENUxa/A0zF9zrLv/u3IcYGrCkFLkeeoilVljCZUgY+4rnQ+a9Hd1fRMl/4SHuWElGWJrLc5P34Nlw0OYyuKqROy2sn79UhZ5ljr15VGa3Q15nauihgPA4ZpXqV+WsLKgvX8SY+HSz2Htw7DkLNbvpOju36M8tLfsufc3zDWbFOWQ0zpVel5nlOqwhdZUhLX6nz1sg+gXMFbzn83pS7o91YxVhPHCf1un25nlXFxF2W8gTJZxcRjSCfJCk2iHdc0ThGHCkdAmqaUpUbFic+fLw31wPCyTWcxNmA4HJLlGePJNKGFF284RbsxRigUVpdYXaClQIUx1kEc1dbuClG9V6UusQ7qYcBLtp5lbk5iRchiN6VoO66eOczPTX6aOy63yDJYm/j69aVkpd//5i/50HoxXKhijAwY37IRmV1gkBmsCHDBKIfX+3hBkJQ97njo9+h3VnDOWz2UsExcOMjKhYOs6xwgaFmm55doTa/zFb/zmEus70Mfecu7yRzs/eP/QagtRue+y3e2crB5NbsUgqRSQkonEFSpc5VX1I1AA1Iw1mrRyVJwjrGJCVrtFrVm3R+DxmKNYNOGTeR5QTYcIqrDTkhPQJIVapdqXWCt/5mLsiTNsjXLkwjASYsuUybaDbqDjChStGotFlf7pIVnNVvnGPa6flQ2UlI7WN/sc/3mVXqZ4B8eqSOUIokCXrjBRzH2Vy8jDHyWsdGS9OrtnP+lbyV9cpaJL8zRTmbAOU5Nt+lctpWFQLC8ax3X3nIjExsvcc+bb6T9tYfY8IX7faY3grzIcc4QRQFiZpzBrvXIOx9HSm8dRPh94HDQQ0pVjdUMw2FKEIQkSUKe50jpBWMgqDeatFotsmyINgWNZp1+P6XbG2KMzyofDgc8/nO/xIObtvC+/Y8zbsrqEDEcbo8RZRlNtVp1FVVb4px3GlS0vLL0VLVCa4qyQOsC4Sy9nrcidbpd7z8HlpZX6EcB69dPsdrpMBikGAdxHJNmmV8nSN9xJPU6ZWkYn5hCyoBWs4G20B9k1Gs1LGCspj/okCQNBA2GwyFl6bG24SBABjGNVsT9L93F4ljMK//lISJjUEoQq4Ret+vnLs7vkkcRxWXpK/PuF4+Sm4JABhQ2e57+g+pihuHpFTi1TPL6X+TWP3kj/Ped8GAF2NEWJzRS+tfMOsHjE5MksgqSUgqMwwk/VtbaH+ojR8XM0kXu+MNfYHllldr4eMX4tyyuLLN5+zaanS57P/97nNpxI3e/9leZOn+Epel9XH7gU+za/2nuecPvU09XuOnwd61BP6wxDDbtprvrOs6fe5Z98qts2bKZubk5jC4pioLkxJO85K9/nvToQWQUeaXzwmkmdZfVvCDPM9atm0G3JlndfiNxvIyzlvUipaVWMdbTGMcvnGTl0ilWxHMXoRCQ5TnGGJo0aLWbJLEgHfbRpgB0tf92CA2CgDe+/sOcOSuQ4llmLy2j1H00mzdRqz+MKXOajZr3qwtJLY6wzpAPKx1OGLJlcIQz3WeYWD4IFYe+3Q7odXtrl6kXzj2PZyBH54zvbGWlxC5KTRR510WwBqR67ssygtVYj+kO5HOfmeqvprKi+r8/oq75AnC0Tx8J+aSUXLjtJ5i/8k3I+3+H5uxnqmLEd/KjRsFav1JTyo/mQ3jusg4CsD6IRoXh2m57RD311s1grYv3ExcPixlbOcBU70kmVvfjHERxTLMFpdZkWUYcex5IWVrqtYikFrKtfzexsoRRhBAWoy0ijABLs92iXosJl99PXpQMN24mUSHtdgtnLCvLK0xMAC5GSUm91sAYQ57na2vJKIqxxvjVB55+KoSg0+tSCokMYgLhMDLlwblN/OPpm/mZGx7jsgl/GTvjqqLKgS3J8wxVZROMuB1WSFb7Ka2JFo1GnRubp5ioracg9Ku/ahKkpKBWq3/zl3xuUpBQdwFYb0XzSmqLCH1CVWAcWuJtO84nY5VF5XVklEXumJg/yk2few8yiNj+0L2EFaBGjspMUYnXgMV912JUgKglKG1oNaY5/+o3cu5FL+cFf/bbpFesxz3yJLXr1pHd/SxiaYBweD29dQjnfdaBlAgZEClBOhzQTwe04hrT09MEgSJPh14kaD1574bWEbpBylktCIOAWq1GaR1ZmjLMMkxpSGIfxiCV8l1RYfzuFLDOV3xpkWG6ow+wJQpq6NyiC4tzfnyrnV7rojxlTKBNzv6zEd/7sb2cX44obI4KJEvDgnf8zW6EUnT0Cq16gpEBxVBTPNEjun8P6pGzaD1ZFUqw5wsPM3XgGDtSSWfTBJPnF5nb0KKzfT3BlTuJ7nzMiyCFRAWSMPYX55l3v4aV269m0llq+08yQgVneUaWZX6vpzXRyG6iQuI4JksHxHGNPM+ZmVnH5OQUzjnGx8dZXJony0q6nT5C+koULFLBxBc+TXLNjTRyAzWFAFaTOr9/9fWsz4b83hOP+A7DWD6xbyen6wnR4gLDMOJFH/wrH3kcRT68qBIqXXjHq1i+aie73/Mh8nOzlDYDB3G7wer7fxa93Kf1O39bHVCOzKacawWoq7bR3n+ChYXlSsvhOH36LMqtZ8PGGeIkpNPtIWSIUp6wWBYlQmSkaYrRmsGgz/KNe1k3tEx1ClpKcnHbJJ3xGkUkCQceOeqE8GPGNKUoyioZTIMJSBI/wrzwu3eSphnOsbYOGk2tpBwt4vwhXZy6QLy3DQiSAzVQ0dqEQzuLE5aHNm7ho1dez95Bn72P3kcgFKWUPPIL/5PxlSVWN21l8omHueFrn8U651MSpUSFEQ5JrVaj3Wowe/E8RZazfetWlldWmZp9lo0nHmbj6f3EaZ+NZx8jzLtsP/JVJo1fQxjjUBKvO7jrk+w4e5SxS6dYGvbpdlZoNltYp1haWqQsC8SjdxOoEFRImuZYXaKLEq1zWrUEW2QcuO6/sXrt69lw/ONcPTjOA6eXcTPjXJWe4rFVxQU9RdudfJ4zxSKEol6P6fd69PtdnJuhvm7cK1m09qrmauJhrSMQMN4eUGxY5Nz5glaziRDHGR//MdrtNnnqHTBUnfvKUsr5uVm279pJqBQLC/NE+TledvExpiamEWMTnDpwgJWVLlPT6543Hn8uJtc/HyNR7HNfo0t3REj0e3m7NqUxVe6HxWdP+MYjXCse/MVaWfOqwmL0fKtAjab76CpRbvTvTJ7+BkVjhsbsk2jju/gyzwlVWGWKiLWJw/OnEqPvMxwOSWox9UbsrdYVa6QoirXfHfFcEumoiAUYGxzlRUd+iXoSUEhfmNZaY9QRtJ0lz/xUshbXKMscY0puXX4/QZwQhSGBhKhRpyhSzx9RjjhpMD4+QZ6XdLs9BoO+55yUEUL49cT0unWoyv4tRjoEZ8mrzAqMwWldOcg8L0QqRRIoAhxGFyglOZlu5uxghrl8iivC3E8qoAKHacp8SFHkRNVCRogIKQS1pEajXsNkBWmviwhqWDvpi8lqvSVESIlbQyF/U5f8qaPPEKmIehTTbjToXTjPwJQgBCqKCaKYMPCCLyWkrywVlOkQjPVWqIrR7nw2LaLyKhvhx+uqeldHilIQ3PZ/foF+r4fSGmSACmP623Yx2LCZwctuYfEHXsH0s0/Qujwm/tcnST74ONo6jM6x62ro69ZT/tNDBJlX99/xOzvZcG3BoXefIzEJpiwwuWV2YY6FuXkCJ7huZpnvf8l+rgjG+JW791Kv1f0oSDgKWzJIh9U+vfSpkFXUrK28llI5XvGCPr/+jmN85K6YR54dZ/dmx1UbzvL5M+sIVQxSIoSmyL3f2X/c/Ztb6NwnOxUlz1yIiJOIOPFiOysUi0WDerNOLZGoCETgCGRE3itY/6d3MtGeJLxsAwZLaRz5MGPHckm91SC+1MMqRePoKV78nlMUJ87grPecj/jxQvpEqolvHKQoNfEzp/1+VUrE1Xu4+LNvof7XnyX89J3evmUdQRD5cdHKCkr6B7Neq9EeGyfPS5Iopl6rY+0CywsrJHGdRhT5KrjIaTYaxJ/5OM0vf5H8XT+KiqdBCNp5zivnLrJpOMB5xQYIONtuMdtsUo8isjDEBtLv/FTo09eEJFSS/LKtpNs30HWayfFxiqwgywsm1m+gu3crg/kVtjTrZHlOf5gRqYDsd9/NoU2T7PvJv8IhGKSZR/tOj3Pove9k/uwS2//uLlrNOmluKUrfkWttQBQMh0O0KelvnuTwj72Wi+eXefWH7wMneN0/PU7X5IyXktz4/XS90UTgd3Fh4Pf0utQE1mHKci3mN0kSev0htlIbj75GkJHR4W+N4fT3foa9e65A7b2JwpYI59s3pQKUlFy1usgVR5+hffdXKLLCx5zGCd2tuyiTOsMNW1DbFr19UEj6gyFRVGPjhja6NKRpn7PLC7RabeYuzpGnOdPr1tNYvcgdX/rf4ByXH/kqWlsK57jh/g8wOTXD0Wq15nB+HSRCGnPH1iJG+4M+ndvfxMXX/zh7Pvr/EB593F9QAahAUWrDif/+++ixdVz9wR8ikIJLl+YZ2/8ZoiThxgnD9MQ2/rr2BmbDaX5m4QSf2PEuyl0hP+B+gcXFRZSS5HlGkWvCMKy0PIqFhUUadUWEz0kvco2SkiAC8N71ft4jT3OsMaR5QRj4sJMyz7EKlHJk6ZAsL8iLkqReI5AeYJRnOXmeUW+1GW+PMeh2KdKChXCKla0vZarzOcIw+g/2WKpR+ugyhxGPRNAIY7/ftSN3/SgUSqydn0Ho2egqiFCKtVRPpUJkGDBisYyIhKNdvS8YWLugR6P88QuPM37+MZJI0peefR9UF2AcRKxfP0mRp6xbv45BmmOdJ0LmRQlCVsmJlb0xDLCVlicIgirvAXDelmy0eW5yF1RiQ+uI4hp5liNl4IlwobdtC+EZBkmcYKymNAVjY60KNy0oUg+cydKcTr9DENdptsdotUJPGhQCa/wEEAGNRhPrHEsry7QbTeI4IlCKwkGU+CyDfJhhypJ02Kce17C6JOsNkEIRAlbnOF0QRRHvvPxp7tg+y87xIcZKZMXlGHZ7OCVI08yvU9xIXOlTL5VU1BsxG8fq6M4KZV9ikATVOYeTSBkilUW553Qc/9eXvCtKCkpMlqKsxpU5F5eXyLVGBSGjmFAVBMRRQhTFxEmEkZLlV7+N5qFHaZw/5T9wYUQU+w5bKr8Dtuq5ik0IHwUrFQTLi0S9jhfMVaKQq//xo1z2758h0n2KjTE88Aj5LRtwXzxMWK8RyBABlD9+E/Yl27G9DPPVZwmTOpOXtWhsDmm+bAdKRPQvDEELyqKgXq8x6A149LziU4dnuO9cmyAMKEqvFWjVa9SiiO7yEsPK/43xOoPSOAbD1HsbpWLjhGaqXXLTNRupzbyQb738b9mz7hArw5t45MgmkiDA2oEPGDEjzrT2FZ12pJkHJ0gpMKak1F48I4Cx8THGxycQOIJAEcUR/aFG1EGKhH4vX0NUlllGHMc0W2OgvEBRSm/RK89cwBY5LgoZeayN1r5wk4r2wTO4+w+gtUHUGzjr6IeSYrJFODOB0L771aVPaYuThFotARGywFu5cfsqU1MD330Vho/e/9NICl627ddIkrpX6ktBp9MhHQ4QUlLqgtXlBRrTM17day3vOHmigiyN8p4DfvjeRzlx8SyTScLD41N86pd+hxf87Ye5YtBnOOyCcLTG2rzgA5/hyTOnSWeXWIojarWEOE6YDhL0f/s/rFw8x4oMGRtrkxeasXaTDV95ivmGpH/sJO1WjXQwwFnHuq1bODMzxsrqgK2lZv3kJBcvLfuxaxggnUOF8ZrwanI1ZevXn2LLUk6S1DHGERYlrSIjd6bKApdoA1FUY+5NL+bMi/cS/8BpwlMXPdzm2vVM/M63Iv7obnqfO1iNmZ9vk6m8xqMuCN9N2aWceIusBD2jYBq5No4dGwy47csf4tTxI2TGe5jdcMDNP/N9hFoj2mPIzirF+JhPltSG1dVVwjCk1WyiyxwEJLUaJgw5GU7yeLKXq91FoiiuEKsBxpQERY61YE2Jc55x7pysFOD+uQ+jmFJbokjRndpE3p4hXL8FeeLJSjDr0KXGOUc6vQ07NkO92WawskiU1Jg48yi7s3PMvP0dJFGdbxdHOZ7Nss72eHX3PjqlY7B0aW23rCqAlVIKnOc6DNPbyYub2br5yywPhijlRbdBEPLAg9/JUwfv4EU3/RStsR7dXh+hAn+1Wr+WyQqLFAVhGLKy2iGIIppND+5JhzlC+N9zZcuroBZy5s73MTt3kc4PfoJ838uJepdIjt1bYYrVf+jeXa3N8e/9B+qXnmHXl37NR5/KACn8iHppx22c/LbfYNed72Xi2a/QqCcoFVfRw/4z0pvay/5v+z22Pvoh1j39KaIkRooaCLi0+7VEnbN0J7bTWjpCd+oKkhPfICmW/OheeeaCHtvCpS23sfnIZxByQJLUvfZJ+FF8mg557BXv52Ek1x7/QcIwJEliwsjrdUysicMYJ72WwBcckiRJ/PdA+KKp0sr44sb/cdaR56UfDBuHDy8zqCpiu1arMdZqYp2hHjRoyibNRsNn1WuDs5J+b5Ww1mCqliBEQBBFnDJX8vXoZ7gh/HP22Qe8yDDw9lNjDNKF5FoTxjEyCH2kuhUo5/j3E7v4xNnbuCLez6HyGjYWjzEXXMtUfoxOsJMf3fxRjtoX8spNJ9gwadg93sdVdFKtNX98ch+PDjfzjqXfY/NEyMzUJCoKMS5jodfizvNXszs6C+QEUlAYQ68/JNOOekXTsdaRF/4zKP4rl/xY04MtsN7L2c8yhkXuxzpWVA+uwOPkNaBwVtG//sWc/e6fovH4PTR+8bu9l15JVBATRRFBGBFGEVEUE7WaRG5U1QUQSIaVF9yCp+NZi9QlyfI8YJn8g38gHa7S/yrU623s+JS3WkiJ+MJR8tklygdPEkYRtdY4D7zHIeOcbX/9QlQj4NFX/Cth7oVlcRQSRwpRm+CDz9Qpipx02Mc1JNYZdJEhhCTPUooyRyKJlH/QlBIgC0zpbTyfvGuclfxWNm65kmY74Nmlb+HCUsijR9pkWUZeFAz6fW81spY8TxESz9F/ngBGKUEcBajQj4OLQtPtDFmc75KqmGff9xnGL5zklg//NqURLA1WmJyYpixLuoHkgRt3ssMU2LT00bU4hDM4XRIFgQ93KUsGgwGS5wQ/QkJZlhjtR4G2suI0HjvM1rf9DwZnzq91mLb6TFhjCKOIjruN08XPouYPs2PDX5IOexRpSVo0UDKm2agjpBfmRJG/eIepD0QJGjGLC/Ns3XMFTopKOAajdaOt7rexKKI+SDl26BCLL7gJndRgfBzSPloXhMKRxBFlv0+43MdI/xEv8oyNGzezuLRAb6XroyJVAcOUyfExJienWPnE1ygXF+mHIWMTATMz0wRBRCsztN/+B+jVVZYm2rRbYzSaLSgdUjoiEZMkTb83lQKcZtcn7mXT5h1E7QmqNxjhHGk6JM8ykqROlpYYZ8hrEToJCePgucTEVoyoh8h2smav+o+XPKwl/z3v/ys1et2k505UcI/RDtRo42OKhYfu2CrMpNbvIqUiWF2ms34z//I/3sfu+77M5o/8ESoIEAoOXXUTymj2HdvPKGjlmZf8EEubr2HdYJbJ1bMcu+rbuXbxAOP9i9RtDa0NqQu8iruy8AkhodFm7o7vZv3TdxGfOux3rfnAI3ZtSSl8x+Kc1+ioQLHvj7+PiXXrsYNuNWXzltM4ibGV1ep2TnOTzlkVltv7j3H27FnOdDrPG3N7+IpzgriWgINjJ36PU6dn2POuw2APeexxElfUsRZFWQfVACXJygK0IYpEZSf1VMjpyQmKPKXZbCKVYjDwzpJa7HMAouYUn5z6bwQYXhT8GUJKxu79ALJ/geDEw6RpirWOOE785716xkoDOm5TxmMUhdeVSOE5EU4Ichlj4gZFUPculLJEyhJj7Br/vj8OOqyThw16vS5J6S1bw9ZWnr3xZwgHc5RTG0gWT5E1dzI2fiX1e359TbRpreHMlW9jft/rUOkyE4c+TVHkIHx6ZSkFcSwp4gm/6rAaKvurH+F7CuHS+F6eedmfcNmRv6G18pdr7AxVFSSnrvlh5na+kWvu+iGC4SGMlgSypLPhVTy199e4ffmDbEm/wLDXq1ZIoX+No4rhnmY4ZwmDmo+uFgrpHEVeIMKQKAxYWpjHmBKhApZqmnKmwZAGaZaT1BuAj5AWQiGVoQwtTirCMOa3jn0HfR3xI/w2+8/USJt3cPxin2w64VJXkE3WWRoG5I0a//jkGOc2vYr7Z5ssjt/EuyY/xbdfkRInNbTR9EWDTNSwTtCeHCOp19EOQhXwqZPX8tVTO3jj5EX2ua+T12OCOOFDZ/47Z49t4eNv/TeE7BOEAcaFSAKMLr75S944TZmVZHnu/aNYD8ZBVHseKrZ5lcRVjZzah/ez5Qsfw9zzedIyB2PxWbR9X8VVyXH2d38Z+7Y3ELzuXdgnjyKVYvnvPoudnmHHO95AaA3BzBR6dQk50SJMS2hG5HmKNdXPgfKXkvNKU/PMRfp378cVGlevY9HoAigFF95/lELmpCtDiCKCokThaLbrTE9PUWhHVuR0O11v+aolfkRXZOS6QBtNI0iYaLVJsxysnzSEoYdJSBWw0AlI6qu02m2Wiyv57GMDetlZsv6QNPMe+9x5KmBRpGhTeptTdRhLKbDG4ayl3qhjjECqiCCO0VYShHUIPFbYFDlT0zPMTE/R7w1x1vD05Rt55NZd2Cik+fmH0GnP8+WlwaV9IinREmKlqgvde/GFs5Sp560HYUSpPegiqXlRWjm3iFQhzipKnWGdrHblhloQUM8eZYv6CDdt8UyAdDhgZXmZ1+38MSbGx6k12xSlYXbWK98XFhbIC99NaV3SWV3GWQMV9GYEwrDWp3k5h+cNlAVWCm46e4zbP/InZPOLiEYDhyGUAlOW9Do9kiDCCEuweZrVN99BevcBON73Cu/SUm82CAJBMj3GcDhkudvDihBDQF4apqfHaDZbHDt2nCzPCYOQYQlnZxcY376Nze0ZFi5dBFn47x1GxFHEcNgnSerIMMIJ5ac1xluFPHRDIGSAVAHSSS7/3GPs/PzDPPLUcXplydj4GO6Ri6x+x9/Rn11eE/X4i/y5bPuRt/i5HajfaxrjmdzWCKy2COXv+FyXpKakFkfUkhhjJDqKsGVJYSGW0lvfWmMgJUGjQb3dptPxaV9PvuPnEdaw7ie+jVJbVBBw5WOf4NL5A0xdepajO17KgavexPDEODc/8AGKsuTwdW/h4PXfzQv/9X8Q7f8yURVytHj9qzj36h9kNRln25GnMMYwyPxO20nlvdOV91t4aTnHf/lDmMl1vPA9bybvdinKEmUNfafI0oG3WaqAQfGcN398fBytIsT585i58xSFI81yemmfOG4QhgEbNvwvdu+6jc0bSlZ6fr0hVUAYRrzyFf/IlZd/CEePvPBpiw4Fooq/xkO6nIM0yxmmGTJpM3/zj1EbHKQ9OEVzah1jE9N8W/kV6sLQCWPCKCI4+yjtlWMMdbZWgBRF7q111fsdZqtc9mcvJ/DkEK/NsNrTRq1j4pl/p338bmompRR+YufWQqK8HbFx+kFe8FcvIzIZw2otWhQlwfIJNjz4Phq9cwzX72Fi8Vn6619A/OyX/GVXFjTqvpjadPATyP4CYye+7jMoIlVVlg5rPdTmFff+MEWWs1qk5LkPVfKx04AT3vIrJBZJUWSoMFx7n7QusfhcFO0cJ2/9A4brbuCGu7/HY22FRFsIonDtzimKgjCKyYsCJQT1pFYhgIXPbNAarQvarRpF4c/pWmsGp/15uNM8wDFznuNj38mO3mcpy5IotkRx7LUogBF1PrdwOy8eP8UgLegVhs997fOk6d+zTfwW6D4t1UCUAwgaYDOEjCBuMZFZkH3c+C089tgTTCx12LdvH+PjE/zchvvI04JnFzuIaAO1epPWWJtQKt52zXkSMeTq4iidbsbyaheRD8kLizZghSQIfd6GdV4P5v6TduP/6pJfqdTfAklhDbpCsCopfSIdogK34A9iYbEIwjJn++f+mjPnz1aeRy9OECNph/OXmEgzKEt0mqKLfG18SNqk01nC/MA7sL/6s7S+9m9Er76Z4md+j6k//BHyz9zL8Jf+kom3306+ZZre3zyMFT5zWygQxhCEIRs2bsIq6C/3EEKw8rVZuiuL1Z4bjIC4llCPIkKpCGLfnUsn6HVTamHCwKYM0gwlAmIl0NbQ6fcwxpJrb2up1+reAqUkRggEA5zJyHXMMMvXFLTGVGMo4x/aIIiIosTnNlfWEyklUvmVRpaWlV3KVQQpS5R3efn/+F7qQUQyPo5zhlockw09C/q6w7NkQnL1sxfp5yn5cMCBN97K6Zddz8afeC9jR2cRFZmMSm0shDdaOSBAUI61CbTDCQUqRoaCIGoQJYJet4cVpWfjjx5iIM86bGn+FS2xj2FqQErqzTpKaaTQxFFMlvdIEv8QDQaDagwvKMucfq9LnmXIJFlLaPJjXUOWDxkEAfMXLyCcY2Z6hkBZuqdPIazARb6bE2HA0uoqJ0+fxlY+4eyWl5C+9RXIQKEeO4jWrvJqGxZ+9u2kr7iBzT/1Z0SLS+jCMjk+gds6xsU33cbM5x9H4YMjojghimsM9m7i2d/8TvY+cYmt/7xMKSzW+kKlLHNwfmUQRDFOCi8WKzOoUtDCuOYvYqMRViOsxQ57FGWJM95CpJTCpVXEcEVRHH09f0Q/UkCPxHi1Wp0oTigKDcrrLcIgRBc5f3rNrZya2sBrHnnAr4qCkPt+5yMEeU7ebNGePUdzYZZzN72UV/75/2Td7Bl6lb850pZr/+b/UFcCrPFIaAfT55+mdeYxdFJj66kHMK0Zdpy6b21F4IoUaQ0m9zakKIy8TfPezzIj67Qf+xJC+Cneuq//Hdse+QxTY22W/P2BqoKmBBJVZlDmFJlHnsZRwLlX/AwHb/s+9p3/OLv7c3x0/Vs5Pb6ZXxh8mJpeIdOWv3vBbyCv6HPt330XSZKQZkMf8OK8Mnxq+m5uvXUUK208cCUMEVIhMIQqpSy93UkJiXXeIRBFMc5alKACMmmsE/Q33cLctf+dYPUJth36Az6/9z2UYdMDwdDc0vogYRhXFrf/OGYdTchG1jYpJdJoAiVxSHSp8chYP4yx1iKGHWQt8fwQ7Ue5fmICrhrtBmVWqen9em6Ezd7yzD+itaZ9+h7GWg02XHqc+aUVdK3hdVPGe9mT5ZOsO/80UTOhFM/59INQUmqN1gqpDcpaojBBSu1/PuMvn6IsaFx6ghv+6aVM1CLmGLkdbKVcz9i6/4+YePj/0EhClMsRtiQMJO2lrzNx/11s3jCBCiKs0WR5ydRMg3qtSa0WEwiBdIZBv18VvZbV7go2lLSSGqF2XHSb+Yfx3+Vq7mfP6fdQFhnKDAhcRBhKwihAW43DMj45AcARfTlf69zEydmMXQ98G8uDHh1TYIVDMEQEEkUGkcS5oQ8dcylmMKT+1HtQSrHj2Q+QKsNdpxucO3eGffsuZ9v2nbSTGqBABYyN+/RR4WDnxIDvvuICZ45oVnuS1sQ4YhDwA42/Qo2P0UwuoyhV9dyEVTH/XxDeVdty/8Pb0X/Ii0B8gkuV8CY8hGXUTQgpKY0HJEhXfbgAN+rQqoMp/r2/IPjDD9HrD4gq8MTUD761+qcldmkFVlax88u4lS56YQW73KWcWyJNU3b/wmsIZ9oc+cjX6F9YQDjPTt+4YRONehOFF52s39AkmKpz9uAZAgla+zGO1QWtWkyhQ85euERZlrTaLW+Vw9LpdimMFwdJIZBBQJ6XZEWJlMqrIoPQj/zjiOlmm5tvuIrv3/NelocRJ+xO+ls0X764gTgOCEOBNRFFoWklJUEAb79ynoFJeODSRuLaDLI26VnxSYQ2mtlLc2T9nj/0hPTBJ4HAOk0ovA4izVKPtEXSSEte/Pg5rNMMpS/Ikl5GNMhoq4BaPSEOo7VowzIviMMIJzyFavbdr+XSq29ky69+kPrRWVQYEaqAYLLJpbe9lODjX6R+8JQffYYh6c+8lfzELK3P30sUhgyHGUEIURwQxS1MoRkO+6gwZHFxoXrwBY1GCxkkWKux6zfz0Hf/APtw7A0Expk1KJA2BX9x+bUc3bSVt505zfhgwNTENGdnT3Po8LNcu+cKVBwTjk3Qq0esHDjos+VRKBXQ/sIjJFHI+H1PsVIRuoyxdDoD3PwKqjukv7hK2ukhpGR+cQ7xthspvu0G9Pl5igeeQKoAEwQszM/T2jlJMCyw80s4W1bqZW/LKvIcpSRBVCeK6543X3V6eZ6T1BpEYUhZ5ORZziAdkA575NmQRhJjypIiS6nVYi+oMpoiL9YsVqODceSTf06NXHV+YeQr/Opz7ylvGpxmLO2TDLp0lhYReY4tIVxZJMhTrNGEywuEq0tE/S6i2yHPvXc3LzTWOsbu/iLtsQYDDaVx2LKgtB3Gx1soGYDOuPKpf0EI0MJhnGXvoc9z88X7OXb6BEvWZzwYa9CDPs1Pv8/bqaJ4bbQbZBnDOEJbS1YU1Oo1hBCkjSnCMxe5/N//GqeNtxg5RzBYJsi6RDrHWkvb9mmalBAvYlLGEg2XcIMV8moaE6oYq7zORziL0yCsw1TgIBEENJstjAada3QVTmSNIw690MuPwj0IpmjOIAJDs0iJg5DW/MME+/+Eq4I5yiyjXi5jFERSUZeGSASoIPTZCVL+B8/z6KIf/dWL4fy6QuvKy159hkXVKDnpxYlSSwwaZ3WVSS8rsI4lSWRVDLKGGDFW45zBB2b55sPYKhfTWozVHmhjNcb6fzcMAoTzE0fnrD8nR5oq6fHRI669rhqgIAywtsTaAOkMCB+2ZCsYk62U9UIolEkRIuCyR34NFUia7TZOSSLnqY0OR5oOGOSaldUOcZLQUnVMnpNmKb1Bn3a75Se8gUKFkiBUFEIiy4xEdUjcSuVUMbz8/Ls9GCqqgbUeCy0cKlS0Gy2uW3qapy6cozz6L6x0lymcRVvrnTc4P33Fw2wc/nwOlSQMvE3RlCWmLHFhwMA5jh4+wtLSEt1Bj8sv27sWn66tRjmBre7FUCniRo2kFxMlCdIaekWDf336VcjWJfa1e1hryIrMTyyK/8K4njXYDBhrqqraVaN3H7cqlUNVHxSJRCEIpWRY5pVn2fgqBV8USCEQ7rn/vq3G3ADO6KoYAIEk+OfPk3zmS2hdUvzi7wMwd933rx1uZ979QeobJtGLHXwFK4mjiDQdECjJxXO+k7jpn78dszkk++kBwwshaX9IOkzZ1EgJooJcJ8wtrZANB2wW/gEJw5C4VkdnQ2Qp135GpTxhKssyEJI4SryYTMDerUOsVcwPJ1geGl56wwG2jNf417tblManBulCY63gH3/yGeLQ0VjQpDbgB3ecZrY7zUef/iGSuE4cRxV3XbC8FPpdfuA9klJ6Vbc11tsadUEc16pLwHeA1miiIEAmMdfc+ww3PnKUuUHJIIlwppoajN5PHIFUJElMa6nHykKHsDckiWusX7eBwjkWrttI7xUvJJlfpnjkIM4Y3M5NlN/1CoqTF1F//4VKqBgyMdkiTmLPvq464Uvz83S6XaT06VQ+/CXCOcPFF72CMze+iAfPnmTXpfM4ZwiVwlk/3tucpywN+6jhgG6nw4aZ9WzZspvF+VWCpEkQxjz7nbdy4sbL2PQL70Ofv+DpbsYRdPtMffpuhAr8IY73hQupaPz1l9j4hQOcX+hgaz45T0pB9E/30c4s+WfuqQ40R1kUKClZeefLMPWIqf2nMcYCqsLuekBPVDlOfOSxhGrvPULzCnwnpMsCYzRBEJJZ5zMcKvSnq3zautRePPS8hm9tNM9/HN2PKvu18X31xzm/V339vV9g0/5H6HRWvUbDOm749R/2KWF5QRhGJEnC1k98iFq7jQsCv5+UkkBJhFLYaqCkras6gMryJcWalkRU0BartbfeWcEoWG3UuVHZxPz/959XvzdXFdGQ6nLwtMeVy1/M8k3fTmQL1j/9wNrkYsPDH+fGC3ez8ZZbsELw1qUv0e/3AcHJc+dYmJ/nhY/9IL1Bn9I+J+YqdYmzXumvgqDKcg+o1eo0m03iMKRwJUo5hLAESpDlumpgvNVMa00Z1nj8Xf9IbTDPzX/7PVjpWQDrD/8T9W3byRy8+vT7mJyaZi7Yyv7aS+klm2iPXWJp5x1c2vUymmeepj+xj42HP875G36IibP3cWnDHUzOf4OVnS9hx2MfoDGcq/gfkIUtdDJGsnIWEKT1KUQtpr56EWNd9Zr6z1sYCbCWfP0VNLtniYqSIIgwrgqOCQKqsFCkklict50p4cfwyo+GwzCsEMse8239zBwpvK3aVUWJkAIVjHLkXSUEFl5QaLxrAeGnlH6c/xySd+SuEtWzKRwY/dwYOstyknaDVqvN5q1tgjAk7a/SMTmBVJRlQaAEeTYgCCT1eh1kSFkYjAhpySW+r/gJ1k9v5NLGLUhhSdMhq6sdv3qszgujLcUwZXGpy8HHD2BPHmdY5FhnkNKvaCzGn8VVWmVhtLfGVVMOh0eTjz7DxlqyvEAKwcrSKk8/dZB2o4mweJX9BovxL6K3e1bTvGGvz+ryEg0BpwY38siF61l3+DhX3XqOQAaEMsIFAdL9R73O/9Ulv3nXFRjtUYO2Gt1Y6/cVenwTFoHqXIDqAjTOi7es8HQpY333Dq6KbvUXuBOucnw4EJYg8EIWXVlIfO6a3+MLLOJ5lpLn7yezx09BMouz/pJSVWqYlJK8SEnCmJqKiM5qSiExnZLx9gSRUtRFj79/y0FmezHf//kXYhyoMPZTbOMLmiL3wStpmlFqjdUOa73S2//KglIbQmN50+2X+MnvPMrffPkcP/p3N9Cox1z37DkOHR9U1iEPULDaIxyfOtuk3Qi459lryYqM72oe5szSGEcOHyIIY+IoptGsI5UgqdUYDAZY50d5Y+PjgGDQ7ZPlGUooarUGRZ4yH9Z55BX7uP6+Y0ws+UrZ+2Yt9XrTA3zyElnk3v7nHHnhu5w4jtl85wHqn7qLdDhETW0kiRJ0nrHunkPQH7L6qS9TOM8hl2cu0P759xPOd+gLhxPe0hOogKACeQRhyFh7gu4gxzlJUWqWl1cZDtPqAAgoJ1psOP8s33rmHMTRmo1odFG98fhh3nDsEKcFnOh1GHRXaUytY3Jmhv4wRawsI586TmvTBFxc8BnU2kDgc7OF8OIcawzWaJxQBIGoGO8euuHJXYCTqGHB+FcOMD8ovOOjOtiFlMjDF4iSiN6FBZKk8bynRdBstEiSCIHFljlZI6LTSKh3V/w+slrV6KKk1OVat61L7fe8KiAIlb9ItMZUl/1/JtI9X4T3fBudUt7P6ydrrjJFewhMt9shyzOCMCDP8jVSoLX+8hiNioUQa6lctrJpCeFXHAIqUI8/uBFubcoQhoFfLVhTvbYSa/1u3Y6Mos+zZY2+1/N/L7+f1f+fdcTEI5+FfMj6M/spq3+uVqutfW///pUYHTAcDMiyjMFwSF6WiGr0Pbp4nHBQFSXGeftZXKsTS0mz3qSR1EBrAiFIopg4qeEQpIUmKz033v94CqsLmrOHGMsWyIoSrUGFHhYV1moYIZmamWHHth081r2Ow+YK4qnrSc4+xtye19Dd9VK64R6K8V3YlZOs7HoleTDFcPIFpO0x0m3Xk5z4BusuHfP22lLz7Hf/OenGq7j2b96CXLnIwXd+HCHg+o98C9r4iNei9FPCQIUs7LiDU6/5PTYf+hfW3/W/K6eNt8AJBCIQ2PoEh1/0y2zqPsOZ9hWMn3+YpS23sfPwP9Kae5LO5ls4t/c7uOKJP6dpzlYRsBDJgIu3/wDF+AY49mWOXvEOZk7cx9xNt7L76fdTG84Czk8ApODsnndyfmwrOx757cplpZDKF4lBEK0VwzKUCGerSYQgrW3GBQlJvkKZDej3hzRabbQuWTLL1YMwCvAxiMl9RIFgTK76ZsFJ0mCKO+X3s3v1UXbKBZaDrTyYvI1d+mO0+gfoDB39cDvlYCMnhrdy3dn3MrtwCR0oqO1ABA2S9Ay95gtIVh9ZgwwVzauIsouIfMlbi5VdE04GgSBUAYX2Sn9jPe+/yEoOHjzExul10GpiKjGkRGCc9uJAIQhVSBTXCEPFbdNHaI+3eOm+lYoBI4gCRVmayr3yTV7yO/dc51O/lHweWcmAUHzujt/CyJDrv/CTkPcrNbbl/BWv4PSOm9jxmd9hk6zhjMVYH8AyAjCMWNZSepFEEMhqB1TxlIX3bvsPgUJYU4Uajex2lSI8eK7y94dcQBBGZFmKFD6iM6grxGfOMb+ySLa8ymqWk+YFCsNjFxucXo7p9HrIwI/THRohfXU2zARpkdHprvhQDBH4im9N9CSx0iNgnz1X49j5Js+cqWF1znBYcudjNbJMUJYZeVbgd9iORr3Jr/3TXjZvXMf05BhB4Hj/PTuQQrFuOgAVeIhPHNNsNYmLOufPnycJYsbHJmm12hXD2rK6tIAgZGxqMyjBxe2TXNyznunzS4yfPE8YJcQ1b/spSo0oCoQ0PgXNuYp/7QV02hjK4ZC8KHFID7kZi+hEEf1sEXvwKGZxxaNqAecE4f1P+/EbfqURRRGM9vzOj+VU4D2tPm4UiqKo9noSrQ0LL/sWivFx4nMXUKFEWAsVitWVEMgAGfgD89DTT3Hq1FF2BJCE0Lc5RS7ZdOejXH7gNI+fvFBdel5l4Kw/1Cye45BVGM7RZynLMj8VcVX4T/U5H73P1jq0KQnCiEhK6h/5OmEgkJMT6CCm0Wj5ZEEleOr7X0I0u8x1dx0njGK+/taXsbB9itf/1TcYX+jxyKuvpAgkN3/6YVqtNrm0PPzmG7GPHWbwviM4a0mSGlmhKUuLCkLfNf+nr//ol/+Pojyed3Faa7BlzrOtMYbWI4KNVH5MavSaHmO0mNMjTUglBAOfkji6FAB/OSjltTjV9xVKMTG9fm2Mq6TfYXdWO14Y5LR/niuQy/O1BKO1w2jPS7UacxWURFQH1cyBL6HCcC0+dbRT11pTFAXLy0uMT0yAFPSHKZkxtCfGybPMB+5UWgZZjUOFVKhAURR7+MhHf5Q7XvxVInWS+fl5mrUGeaEptOXwsddy/sJN3Hj9HyDlSiU88yx0aTRX/fOPMznRoiNASxCBIqnoamCIA0WoJC/Kv85V0z3Onv0cq6Fi29f+F6vju2h2zpM3tyBP3E1t5QQznaPM1ffQXDhAdOUduIP/hhGORj0kz3Pqpx4kdCVBtupZE2fupxb7YCBjvKUsywvyPCduR8RLx6ldeobxxWcQeO3ISODr4VYSse0mLm28DdNez/LYLvKwyWDDdSyuHCM+9xhzG25hZeuL6F+4m+T8YTSCOKlTlCUXr3wNujlN0ltlceNNlMOYzti1dC/chVs8gbWWKPTP+aXtr6Wob2RT8KfoziWCMKQWxuRlSRjGILyn3X+GRAUIEzx6618B8OaD30sYRVinyQsvorX4JrRWq2PSDIPks+3fRbqCH9I/R1oWJFHEXLaeU7XryXVBc/mznGjcyrmJ64jCF7BXP8b+8e/jePv1rCtOMu920c6nKIsUIQUXbvokOl7P1KkPsbjtx5lY+meKsZ2sP/0RTu3+c9qDx9n1zDu5uO1HyFpXE6VzmHAMITTK5Ww/+du+4XW2YmtoDrg38uDgWl529m8Qbj86K1F4fPHTvat5rPutXLXyBHOzjzHWrjNwG7jfvoHFueNc1TqELjR5UVT26//CuF65ACUCP0ZTqvpwKFQQsXP5WUoR0Kq1IIqr6tZxcM9trG59AdH2a9ncvoAIQj/OE6OQCO8PP33DLZy+6Tau+us/IZg9j7PWZ48brxjUWuOu3orrDykPn/HhBcZ4wUq1MwoCb89gFMAQKJyUZFqDtphCs3lqnOWVVRaWltGlZbHTIUtzanHEj39uq8e2ktKKarRaTcbGa9RqvnrXZUHSbDLIBqyudinL3AsGq3GhlIo4jnHOcuBYzE9+8BaiMCKJQSjBIHUMs2pvojWjkIwszxDWURZesOMpVX6EVgsV9WaCEQoZRIy3WkzEk/Q6XVYXljHaMhymhJVXPghDanGTRrsNSPY+fIzGpR4bTi95zYRUKOV38PVmm1Jr+v0+uih9znMY+lVM6NWrURzRixSnf+HtZIfOsnrTZaQ71+OWb8WON6m98qcQWeYP58pmMzqglfT8eeMspTF+tosXNA2HA4wufeVpPY5xBOLZ9aEPcf7tP8IhGXLd6grWGU6vW8eUE6ADLoy3uHJhyRcQe/dxrN9n/0uvobCON/7bA/SLHKTytqLKmiNHhaATBDJgWGgcElml+Y1cIrhRAIj3IAdKMFKRGG2qcRtI5dngFksU1VBKkGVDWq0mU1PjzJuM+au3EG8cw975LIKQLc9eJNKWejdHCMmZq7egA8lN//Y4kYDVWLB09VbCUDD43RSlJGGUYGyVx6S8E2X0JdcK7f8owBtdlCNamhACpESXOQfDiI+8/PVs2bCN6/7wN8kvv4Yn3vIDbH7qYc5dcxNXfOKDjB07RDk+Se+yK2g9fG8VK+wPI2NKgqDG6tY9BBiiE4fWLmdrjZ/yCcnNL7qd4fRuhiLgmmjAQ5cKzt53F+L0U35tEgR09r2I6PyzBIUvxFTFdfDc/nAN4wp+tyurAtRV76UKAoTWKPlc9z+yDTqg2W5Tb7RYv3k7J4MNfL59B9c8/bcw9ynvIJGjyUUl7ASK4jpOn97J5o2XcdXlX8c4QT/NcPjJ4tnzL2R29louu2wKhd9/O6t9pni9xcq2m2nNPUIchcgAivZmypnLwZyiyIb0Vlc4UxqO5y3WqWPEyqe7NYbLBBfmCcOA2uA8WQD1s3eR1BtMnf86SimmLtzPshr5yr3GZP39H2Ds6RZWG4xS7P76bzA51qanPBY2isKqCPdj8dbgDNd89l20Wy06UqwxF/xkxi/r6oM5dh/4AJfNfZ1L8WbcuadYndzHhu4RwjBk+2N/QfPYV5nJjrCiS6zwZ48tNLs+9oOIRpttYpWxC4/TuPAUs8kutunTdEZY2yjCupzdd/4E7XWbiWyPxbLA4mi3GhXHwGswtC7A+LVBFEWYLGN69s5qUiSoRQm1JEGXJXEUgYTSGOpJjXBK0R8M2VU+RC20zIw16XZ7FCZnZ3iCt6s/piFPMb5jK5fJQ+xM/4Akf4A8CthUPs3A7OHbJ75Ob7WgUzzN8aLwLJWl+3DtXSTzXydu3YhLGgwmbkLPfZax7n2sL/cjsXSmX0Xe2keQrqKDFlIZhNOsP/grIBVhHPlGSmsW6y+jH++jtfFBbn3Jtdh+hi5LllaWuOfZm7m4updrpm5gQ/1JtmzfxKHVazhzdC8XRZ9vv7wkH2Z0VzssLi/SiJvf/CUvhN+le4vX6K8hSobcdvqraJ1SSoGw/lhECq6758NssBGTg0VEVEeg1rCAotpbIAWre65gdftu7JZdtIYDAHTpRUVSBtBMmPvL70YMCza+84NVpYrfBUm/60l+8jqYjln8xS+SDzPWvXI9u39gN8/87uO8+icbXHi44OmPDhAXe1xxxXUs9Xtk7gyrnVMU+QCFH8EaYxhvxbQbCZFyKOm7Xus0PsTD6wpsJRwaGY/DIMBaQbMRs3Fdi8bYRHVxaWSoULHDBSXd1QHalJXlAaT2l2+3P0AEkiTxXsdAKnCCKOqQxBFTk+MMpUUjCBAk9RbGOfJsiAwktVpCvd5gcno9gXRILK4wbDwySxCEXoAj/eutKidEoY1XfjsHGPKsQJclkxMTRGGMDGLKRkh29W6WLTS/9jj2so24M/OYmXFcb1A5JUAF/iDR2q8wwtCP5Ww1BsX5/13ogqLMKU1JoS0yCHHSj+OlM2RRTGdmEydXL3FNb47FKOB9t7yAmWHGdJpyaHqSn3n0ANMnetz7/T/BoNVmojYHwtL/9F3kWQrOkA36/vfFTy6sNQjr9SNZkZPpkigMK+a23+ExEs0ECid8wiBYpLAYVwVxRBKhIAwD6olnV0dR4ic+ZUniLFE/5UV/+AWyxRWCyPulr3jwONc8ds4n7EnJ6z76DfrpEFloiEJqiz2u++1PcvHJQ+g4Jo4jwlCB82sFo/2Kwa+//+PezQn/96rVuM9rqrz6puqEnHas666w58Sz1B+8m0Gasjgxw8qWndBdpbN1Nyubd7D+7Eme/t4f5uINt7HpBbcx3Lid2z/8XtziEtZCaiyP/dwfI43hph9+OWEYMQLcHLn1h1nedQvfGjzLrw6uZtWF/MPEk7wnuAX1oht5w/nvxzlHb8cLOP0D76f+zL1sfv+71zrxoCpi+je/jkuv+RF2/v2vkZw9TFX/eQeGgMHWK6DWJHrmfkBirGPx2jdx/LZ3snvl35kJAsanZth12T6iOOFMZ4YLq+uYCDZQd8YXC9VUUyhFGPoJxaaNX+LbXr2BjVMnmJ31RZxxFSdCKF56x59jzQ6S8CJHj1lvo7MWYx2nbn4Xl255J9z9B7Qe+BhWSI7c8Sv0113P5NFfR648RliLCWpNPrXx5wjRvDz7BKe2vI5Le97CZff8Iq5zmpW9r6I19zRb2wH9XocNzfVoXeKwzKybQSrP6ZiYmiCMY0xRYLRmbLzlXSvpkOZYk1gXaFvQbteQMqrIfd4yCQ4VCpQICUOFMSX1RoyUEU+/8OdZXX8DM3cfYvLSE6Ro4sUD1CqnS0LJ5tVnCGoBYT1BiZAAMIFkxqxSKwY0mw3kwhNooZlZehzbbK/dCUJ4MmXcPcd4bcBQuDUc7nOK/yrnHn+WjKA0QRhw1bE/8NCbbZvpLi6TDXP/DLQkvV6PMIoY9lPa7Ta93oBr+u8lSmK6G9YxTIdoC7V6g/X50ywsLGIaNTbMzDCz+iADM0RKyfb8cfYNj7BpbDO56HFQSQIVkFEwmH4ZOl7HTH6U7Qfewti6jejVz1Bfeohtq5+j2WzRCSN2PfVu5NhmEjsgzR3OadqtFnkYQQX/MdW67rr5n6e2bg91G2Lc1chKYBnLgLfvfZgXjh8kO/Ukq50e9tw5broMdk2XbIzP0qzPEDmDKAL6XUtr4r/ArkeCld6nLCpFqSfbVIIIa3wtKD06wUkHq8s0VjvIsZn/JAKq1J3V37vxi//G3vvvpn72OK7ajTqsV50Kh8hKWl85jOgOK3GHqJScfiwvZIC6cgoxEdMYH0MaGN83TmN7g4nL2qy/PIQ8ov4LTTbekLD8txFhbQLQKFui8xxdeL/6O198ie+48Si//E+C2QsJtlICF9rygj1dwrGSM2eqMTQ+BhX8SLeWRESJAmkpdVr5Agz1uEmps+owNGidr+19tVQIPP2r0aozTP1hXot8eEVSa4IzGANZVtJPh/R7Q5BRZWm0mNKQO99t5nmBY0C92SaIErR1yDBaG8daHMN+j2zYpxgOqCc1hlbjLDTrDbKK/zwSc7mjZ9n8rt+hNcwpVlcQWe7FckIxrMRWzpmKWx9Wl4qswmn826S1RolKq6ENYRhUnRvEUUJRlr74EIrFW25gfOUorzxxAC0c9dRw68kzbM407bKklhesW+mwvNrh6v2PsNJosOfOz7I0Nw/jU+Sh5PHf/CHqh0+SHHwSV0F3fDnm1z8C4a02wg9ShasuRK3RRVkhMiVlWUBVqFhrsa7y3Vpg6wzn3/t9TNxzmG0H5lGBqAQ3vnseW+ojezlyqlWpla2nHwvv+a8t92Ew8CpafNfautiBxQ5hGPqgiYr6ZSq/sx/BVy9qVVz+5wvfH4xVJKifT/hxuhCMmZLXffpvOHjwaTSw/ZG7GLtwivalM6Rbd1M/cYTCwrZH7kMYS9YYo7NpO8tIhPa7QWU1Ew98A6UL4jislNElDkN34+WsTG7jxIlv8LLxAyyYkIun7udF7ZLuxTO06w0v6rx4lPHH/p3GU3eu7dKd9bY05xz9dbvIN+yinNlGePJpClOsdbAOy9H/9sfo+hiX//JtBFnf29XW7aE/sYNeNsFGNSCQkkAqAiF5a2uB4Mj9zJ/+Eket8dMqKdClH3M6W2VLBLBj+xkC6xkf2loP5cKnMkZBn7HJ8wx6/vMxqj60NrQPfY1yYgvNEw+SFyVRkrDh1GfpF4usFx3K8XEarSatJOD6zj20Qh+skk5fRTaxh54cR+15OWff8AdMHPsqN5//BLUoorSCe2/6X9R0l285/kEPPjElWhue2vZDnFM7eO3s7xGLktVtL+GBqddzdf8Qz4RXcOOB32Wmd9xb2VRAd2oP913301xz4jPsvXi3J/8FgsHARx0Pm9uY0suo2QfpNLcytnoEu++VPHbVT3LL2U8wceZOJianmd9wO/nFQ1DbTE1pHt7xdraf+TIvXLyTr237MYbU2Hn6EyTCMLN0kDzPabUa1UokJxSKRnOCKIlI85TNGzeBgLLIaLXqxEl9TYhqqglSlhlU4M+UNE1J04wgCMjznEKXhKUmTmoUVe5DXpTISjAa2ohOr0c+zCiNoyg8a36oC5wNWVhdpnSWTPspQrfbpTMYcpxbmCrPY7XxgVG1Ft3hQZLhgKm6Y2XDa0kjx/RgPyIKK3aIJI7qTOgcijOEStJUBoegjqbfaCKUn1YZo7FRxFicM6kuUvSmyYZDosy7WYrBECEEu2odjiEZWutjv1XCJnGcPM/IywnP28C7LvT/75X8/x/jeqsQa39GOzTr/b2ANM5L/9e4adYfmEKihKosbNJ389VBK0SAQBCWmvG5ObT0sZjO+svQ52wqBAGTf38AbTKfeCct1ulqZOmBFMWvPoylQKUaCZz58Gnmv7zI/KEFPvnoGIFpcPOvhtQ2SsYm6gRWM5dlNJOIUglcEuGMZc9Gw+bJghuv2cbCcAZrc7QuyfOC9/3g57EOXvlrL8aUObp0Psc8L9m9bpUP//iz3HV0gle9dIU/++RWvvjgJALHhnXnuP2qZT7+pQbDoaMs/dgXR8Vn1iyvrIDwOesCganVqdcFQZgTBAGDXJPrFIcjL8qqy6viCY2hyAq0E4RBVHnOQ2QQIYytUor8hZDrnLLIcLoglH4U2m61KfIhVuvndun4EWgSJzT7PpmuNtZmSS8RRqHPZSciDgJGbgZrLYGSNGoJSeIBF8KB0wbtLEmtvsZlD5WiFAYhIQx8mKwS0N+6HT056acqeYrTJW96+DGi+jhEAVeePI3BUeYlb15Z4Pyh/ZxdWKa21CGcXg9xSLZpGnp9xqJwLR1PipAo8JAmBMRRjK5CMUZCF62Nx+e6ShEsPQzIVRMspTynQAqJa9cp149ht61HPtOjP+ig8Osjax3nXrANN7tEcqGL3ryOb/zwt3DZUxe45q7DSEGV+13Vx5UuBXywyOi1lPI5D7Gt4mBHF/t/Ft1VInt/GQpZFVKjeNlqJ69LlpaWsMYH3DTqTdqdRajVmVqZp2g06feHbH32Kab2P0SKINq4hXp3mTnnKEtNahTLW1+OsJph6mloUnr18PWffw9ibIbzZkDDfpGGcxxQAdvMfeRFAWPjSCVRgy7b/+HXfBBP5MWVwchxIAQb//0v2PTU1xjrXiALQ4x8TosgpWLj1z6EnNpIrUwRgUeOrv/i73Ltua+y9/o9/NvEqzkcX8YvHf08U1WEa3juafr9LqMJ/ei1XdMvgHcwlD5oZO01c9JP8IzBYTClZjhIvVal8KQ9rQ21swfYu/Sr1CPFspA4C+tOf4HNl75B/ZqrSKMEKRXGaF6y8GlCqXjUGPYe+GMmH/8gYuk0Nb2Z6Wc+y/jhLzFIBlhnKCz0W1vRZY8s76MHJY1GHa1LFuUMvWgDBQGRHbJgawziSeYHE/SjKdT4JpL8LPV6gpCK+WSMTjhBOraZaMkjhdvtFlEYEIYx39j5Ds62r6GVz3J4621seXgZNb2NfjiBmdjOpmwTZmoX/7bhe2lNd+gxxjozz6A2jV23m31T5/jXYCeZrHHg5t9GWU1zfonx/Awvnn0fYRjQ6XrqYH/djXz1sp/l5vl/4YUcYvb8eTq9Ds5Z4qTmJ3thwmPcyNjCw9T1nM+GcA4U1Oo1rHB0u12CyDMXoiii1RpjaWmBhYUFJsYnaDdbmIqAGoYRYax8BPbKKrVAEStJI4pwKISBS0sLqMCRNvZwV/SjrI8vcBP3ovOShXWvY3XyVaxf/BSOkGP7/gJpc2575kVYNcUTe/6Oyc432FD8C0/t+yAbFz/GzpWPIZ3g8T0fQ9qca47+AGmyjU7rdqYWPsny1JshOMl5cz2TFx4hPNJCFRIrBEVXMJ9FTCdDlDGsri5jneHosydYN9lmkPV87kthSHt9Zi8t0NX/hTz5M8efQCiFcZ72FEURYVz3nGrlq+bRyEUpxfLEJk5dex2bHvoUvc6Cp4AlNVQYeoVyEPp0LCEInAWTI61eE+MJU7LmzpfSE+WsV9k7YYDSK2Sd8LElPYMwBU6KKodHMLw4xDlDsSRRNXiqewVhug792F2k88uVYMirOY02ZEXK731+O39//x42bNlIox5jXIw2fVqtBp8/8CK6Q02zOUY26FJLAqyFgRwyNTZkvGnYOGkYaxr2XjbJobldTE5s4J3f8nVuvmwWp27kiw9O+ZCD0tuwhoMBL77sAr/7jjP89qcT7js24TtK6+gM+gyrRKPR5RvFIThBGIz2yGClojfo0R6bJE4SDJJ+EPLoFdex++n9yONHSeKQqZn1OOWtdUkSE4QhQRzT666sqUBH94VzjqRWo9Fucunl1xCdnCW/ajftxw/jDp8hzwuS59GV/H3jSJImpzpvYEocwrnjPgIyCqsAG+X1FkXOME0JgnhNuOSEIAwUN//J/2HxVd/F7CAlXrmEcJZakhMXGhEG5NZRS2q0W2PEcey7yOoh1lojO12ue/dv0V9YrNLoCuIooiwNcVyr9r7V6qD0fnWk97dq6wVuoQrIS+152nIUmxkgUWhTkkQh9RNzhO98P7vX7UCNjyPEAKk8Ra0TC5763juIVwes+7W/p1CCvBGTthL/MwqfulWWmtJa8iLj/O1XIi/MY596em23rCqSpLcPyzXl7OhqXxN9ItbsfVSXv7MepuMdAwatLf3Sd0NxUiMMI9qtNmDI0hSrrZ+oiIraKARBUdBcXURbRxCEFIVGGc2Or/0FAQavufTuGCkDmqHCDRYZCgGV+2NkG/TrDlBhZZEdTUcqFXQQqbVphVKK+vwpZD3x3mU9QjwHCCeY/Mbf06zXGeDZD6FUSOsYGywg7B66sklf1OgMMxpBUb3fZs3q99wUxOsDRhoGKSX93oAc7RPNlKqgRv7CF8KhdU5ZFp7LX/2so99DjgrGEUIYQRD6lMJaXEdJ5VdG1jJIM5yxKDT14RxlEDAZwvRjf053MMBt3QRoKAe8/K7vpd1okGZdnLMEuV8R3Hb8PaikDf1Fus6xefBPfOeZu4mG81yXTNGyXbQUpHlOFIXMXHyIt3R/ilbZIS1ylAzpdfve/uk0V138Eu3hLBuLMyy3drG3nmOWHmKfu8R4uUzPGerpHLd37qY+uEinvo2t2UnWz54j0V1WheW1l34FGQYcnX45SZzwqHo1cThFGPqQHv86K3rJGKlsMBQNup0OQaiYnBwjqKZ8g0HG7PjNHFv3U+ze+STXnvtjLpw/R56lqCgmjGLC0K9aCu2BRPV6nTCMiEKFqs+wX7yEPcM7GQv7niVQcwyznLLMEdJBoOilfbTOSWToATiVEHdSzXNzcCfb5HnCsRaNTp3m/NcoLv4924o7CYVm3Zm/JG9dSdTaSFooimACW9+EjVroYBzqG2jbJvmwoAjXofBR2Kemf5Tl8Vej1SSnW9/PnD1FL9rJVrOP+x5+MYVRUBNEsqQoQqZrPd49eYBmfxkpHP3OKuvG6kxOjDM1PUUsQ4adHpkuicfa3/wl3x8soI3x3lrD2uHn8NVwrVYnqS58KRWn3v199K54CfHsszQO3kkchUyNb6VWVyytLFOqNl/9xfciF+a58pd/gkD6B2mwax+H3/sB1n3uE2z/pw8hhCSKYoJ6DMbjKy1+fGaM71jDWzcSbm4jvzJLVE+oCQi2NhEvmmb5/ffR760iraZZC33aT5l5xWkY+c5OSrSGovA7kuWkxQyC+sQMgyJnYbHLxnUbuffsLpZ6XRoTy/S6PUw6BCExWvPEySZv/oNbqbc38cVjGxnQIGp2GBSCLz7xQi6txjx5dg9j46DLHCEFcRTRajTZMNMnDh0bNkyxfrgFUxZEgbc+JXGMAO9ZDQKkknS7vbVoWK0N2jkarTHGxid9YEQYcf/eq7j3hS/mYqnZ+/h9BM4hgfp4i8FggA5CknqDrPSpbM75SEqjjaew7drGyTteQG3/M1x61ytRs116G9czc8UObvjgF/zIu6LzaVP6vaF1XOpezrGzP0SfY+zZ9Btk2bACH/lizaoxklqNTl+QJII48Ze8NoY4ijh1w0s5+KLXkRx6iOu/9g9IZ4nUgKTb4yu3voFndl3Hzz/9VaKVVS/SKUrcSGRkNMMdWzl/9eVs+uyXSMrCk9+ikDzLqcfe0lavJWjr97tB7JMIEX71IquYTSF8xLAPRfLv1djENP1+l6hSSbPaR075wJNakmBNiUUTLK9w2acfJFnuY62hdmaeN//hV4kKyzAvUIFAlyW69IESg6kmT33nzUQLHVr/+O8V2c4SBHFVYKg1O9Toa9TJP7+jH4nxlFII5yiLknQ4REaW1dYYf/zt38fuE8+w7y9/jyQKWVyc98Q64UYGaVycQBCgWm10r8+zr30bU089glh51BfDxrDpwX8iigKGKqwmcgJnBWEQeteEdZXnPPDjfG1YbW3m0O5XMnbyg88JAp/3exjnzXVrRQBUQSEBDn/5a6ORFerYOHBInziJFyaKyt/9PSufoxCKhjQgvXgxjHxc9PMz2r0V2HpMt7EcOfIhjhy5jO//7l+kKDJcoJ7754XAmJwoapMkIWEYYItyrdgKggAVVLoXMSokPJo3FyHKZXRSS8tkFFlOLzNoJEFVwIF3d7TabZ/qpr1mBwdR2SfQktT4CZBN/JnjyiFSlyACH31aWOpqlX6aIbJZTKNJHLUqgbJDKUHDDAlUjFWugniV1TTCsmH1MJt7hwmjmKD3NFEQMDSOWr5EYTwatt9b4bruJ5BKUdcHiYKItBwgA4kuNO0IjMm55tKXSGo1rgq+gcmHGCcpMk09aZJnOevmHuQti09Qc0OyMCYIVaWH8SuxWqLYlB7gutXPsSt/gkYzYu/eXZw8dbqyL0a43JDUYkyaApZOZ5WpyWlCJbm3fy2PNF/Hksl5Te0rxCpAWFjtdhifGCdWkqAw1JoJ7UZC2hmgi2UPUQtCFJab7aeYrDWZbbZ8AdGdJW/s46l1r+aFq2/EySad9suYc4dYf/GvufXZ17O0+V2oMOb6J++g3TIEzQYazS1H3kSj1SYPIjYvfJSmnWVv+TnoCTaoowyCm9kkHuBbboqo0aRwJbLocbEXsLmVkqQJ4+MTTE82aUaORhQwqATMpqIZ1hsNgirz4Ju65EcjQvB7cucMRVlUO1afTGUx3tXuYONX/5Lx2cNMn3qUTFi0KZm/NEerWSes1xi6Aqc15Bk676NihdUaU2RgLaIsyFMvhCCW9D72S4jVPvLtv+UPMiEJkxpCBUz+9I3Em8cYPnMPYaoIkjrRW3YRvnwDq8+eJ/3348h6ndaHT2PCU2SpIJcKPdrPBRLQlfBHEEYRZZqTFyWptghZgzDBOM/Hp/I4lsaSFUOsNSgnGKQt9u7bQlTfQBjVUEEbLPTMZv7t4C6CZkpMh8Gli2T9ASYqCeOIu4/tZP+H9qGiFrrMMFpTpAW1pIYNBXEc0mqPESpFVhQYveoZBSoAGWDLHFOaarefYITgBaePkScN9l04Abt3M3/uHIPhgCCO2Lh+M2ssaT2kXm9Spil5WuAs1FoNnn3dbZx/8dVcObvEtk8+RPv8Esu7NjPzzBls5esuS+eJh86B826JzZNnuXX359k0fpiyyKjV6pUFDZ6++DLuPfUO1if3cSm7jdvbv8OmiRNVh6RxArYdeoRo4w5uPncIVEggpVfuK1DOIJ23btWTGjKKEU5R5CVFhRN99o7buPSSW6nNXmLXgcPMzGykKEuGzZjzr7+FiS8/QnziHO0oZHz7BFmRc/5NL6I8co7GA0/RajcRTmCcwM406b7pVhr/+jBjJSRRQDQxTlnknv5lNIPOHMplTE3NMCwLAimp1xpc+9gZVlY6FKWm0YxRgxwroChSIhtgigJhDUJIagsDdtz5JN3xhGCyTZyV9LodkjCmNNqvR4zxKnPvSURFPm8gjEK0Nh4uUl2aXrdSpQoag9AWjI8RtVnGoNejCAKKPK3S/STGWXRrjHt/+0M0ly7R27KJ5qnjdC67jpl1m7l8/8PP8Srk2hXmn8VKRDu6rIIgWBPRiUpUeezqN3D+qm9ly/EDtOc/RRAE/5+LftRNj2xxDvGcdkVrwijyl6hzlW+6qk0qqubItueKnFAIjJKUokQhWFlcZtDvo6rijUpPI6TPBpfKRz8LLFY4ojhChV5YZ0UlVM0KpLWE0us1rH1uGuFFgd6JICvvPUieeuF7uHfyWm6b+2e+Mf5OXt79dzbkZ/n0le8j2DbLjff+iP+draPQJYUucEaT9vskcUBZFhgtSKI6pvQ4bF34MLAgkERxyKA/rJxBgjgMfbRzHIO1pGkf5yRxFIKzFHnprb6lwUrrs9N1zjD1mST1eoxJh16sG3kLspNeP6Otoxb5xFFjNEU6xIV+Z16UljiKqdVblGVBUZRIoWgGgtwE5CbyYB4hccZ5hLct0QaMsJXmxZLnJaqi/7l8yHXZ31OrJRR4r3n3ind5hwuPexJiklCL6pS6QAhDEEr6Pc3e9C4GWnC5/QZKRSRhzNylOT9pcY6syJAixBQlLlSkgwFFrnFCkGYptVaLIk0x9TpBEFBP6tTqjUrH42i2x9ibfw6TXUUtVLSbEyzUr+PI2DuZTq7jZvtTBLUmSZx466+AWj1AmRpTw2Ns6p6hXm+wp/OXNJsNmsVhiGrctOkQW9tT5MMh+SBlYaVDWK+zOOuxt41mjVD3kM4SK4HJC9IiZVgWfgVY/BfY9UEQVPCL5/ZY1nn04ajT8B2QZyu3Lp1gXecsQjqECpFYRJ6x7zWvYc9kk8/fdR97f+St2GHqfZCVOKp26lmufdtLPAyAionvQHQHuJUe2ng5mwgDdu7aQ5DUOfHe+4nWNxhfLlFN3/2U/z7L4uELLH/hCC/4rZcw8207qH2wz+rhZVwYY4OAssi9SNA5dGnWfk+lQkrtiOtjqKiGCsYJlCIdDH3+fJGRRAGSECkteVYSBzFXX3MD4+s3YVVEWhovJqsU7RiNdLYSbhlE4MdXSgWeuiUSnBMMhynZoI/TmvFt4ySRx70uLy+jKg6AMZoVsZUz7Tfxxo0HGS4eZmFhCZUkGAXaGsJBn9sfuw8CSTessXPXHrQuqbVbyCDw1ixjsKVAG0thTFVAlJiyYPrjX0CdPMf03Y8TaosI1P9L2n9HW37d9d34a5dvPf32O1WjkWZGvVpusuWOC9gYG3ChBkPyBBJSgNACPPwoCYRAKMGJwXQ7NrbBxnE3tiXbsmTJ6tJoZjS93H7vqd+69/79sc+M86z1ZD1ZIK1ZM2s0c3XXOd+z96e836836aMnfNGlpKcyIaZITkWgvNc4TlJedPgrZPmA9VWBMo44DKd7+IxAZmixgxYZyk0Y9Ado7dHIKor48j/5GcrePK8+/zhVHBMqL8QM44jXPfH3fP/mczilKIXAmRpb1RRZRiNNMXXFVR/6OK2zF9j/2FM+gwBImi22XnI9F1/zPNLeLIf/5kEmkwGB0gx6Eeff9AIa567h1hPrmLpEOEFVW9ZecSM7r7sdmRvm3v9VzEyHQEnOvvwg+vhFxjceofz6URafPQdSUBalPwSs7zSkULSbLQIpKCdjfwFVJUY6jC1RSlKbEuE0RSemf8c1zLzwRsSXHyWYSxGFh9RoramNodFsXhGqNZtNtre3WVhYYG1tnVa7RZHnWOPDjIQSlKYiECAwtIZ9fu7Df8TRpx5lnctJgxKp/eRN4W2TwXiE7m+jex3Si2fZ+9g36D75DYRzaCkZLe7j/Jt/kKs/+z9or124ctlaW3u1uStQ05Grp0lZlJJc+8gHaGyfJXjs09ggomzPITcvYMKEOogJi+GVy53L39+0cHDT0b/Ad9Ru+pk1lzkal1VA1lLkxZUiI3MBq/2KzRNPsLm16el+0icBXv5/+P2810BcffCHefndd1IVGUIq4igiDAPKKbjK1o48zz1oSKkrQCo/eYGqKkmj0FtrpS9c4npEYTOaqiKipBNYojAgsWNE5SORwVFbz6aYmZ0jWFhiZ3MDoRRaJ34dqkOULAi1v7CKosRWjpLqSriUL6j92iDPMwItyCYThFRYl1JWfuoUBSFaSb9ukL4omYyHPjxJOqrCR1Wvt5bR2YSdwcDbApUgn4y982YqFr08XbwchpQRYYiJZeU97AbsVHDsrX/C55pYP6WxtqYqK6TSfr3koKzMFPvtrjBAhBAMRzlf7r0NAby0fogkihkORyAkSjlmem3KbIQta3S+wwvlx+jO9CiGGUbnzM/OsLOxQTHYRmGIkhjjLEGgmVuYY1wawjykcmCNIy9KamPROvS2TiGwQQsjE4QMkcWYrfgOxvYauuKzzLkz3Jn9Cd3RYz5cSHoN0GWGiw40zWYTrQVFVUzti9o7zaZpgpPxBNuawVhPmLz8eQim2qC8rGmmDZppxGicURhDEgXEkcI4sEH4D7/kK2MopwQq575JpRLTS15MFb1uOr7zD7/PhLcYpNBcuutV/MZbfpqbv/hhFgZj5jtdhlJiihwhJaFSZGXlK3X8ZZUEGqqaxtefQgwz+vjGsTKGR594AuOEjw+dnUfu2Q9SIQVUGwXHPvUAMisYnxmwsGNpRrO4XkiYdnDNFZ647xQ2L7yV77JaX3oBmBCCSAcEQYht+vjQetBHOItwxqv+8R/yN7x4nbtvqXh2exdBZ5HKgcgykjgBBzvDIWXl/fFVVREnPiVpMBoShzEIH4FqsjGCGq0FURQTRSFhGGCd3zf7XdWQujYcS+7mOflC0hPP8fJrr+fG/YLZZkCr26WqfYRiWZR0Z2d56pmjpFFEEHrwx2Qy8d9P5a05WTYhFAndYJaTzx1ntLODOHcW/dAjHK09nlPpb/qXPcHJd29aBVd2kM1WkyCMGFW76aQVSRhQ1zW5MaB3cd3eFQ7O/zjnz59nOPiPNFUHJwLyMEEu7OHqJGS3qRiXGXv3HWCQNkmThJ3+Nq1mm/FoTG1LytowGfUpBiXj8TYWA0pwYeUiSRyzePEiudKMnaEvNEu7drPw5Se4Zjzi0OkJLq+pRhndhVns5pjr/vSLJBfXfRazg2bXC/+6j68xkzzGwmNr1Ncd5pM/9900d8bohZrq4pD+rn0Ee5eZ+9X3srG5RhKlSAH9/o6/nIy/jC0SlGIyHjIejelFM5S1odtokPcHpM2IvR97iI3OAnV3joVfeAHRnQus/JNPUW7miEaDyYVLNOdbBEGAUoo4jonjmCROCEI/SXPGIkJBFEZooRHOdxAeI+ptlUkUEoQaFWhs4SMtlVIURUFPCl75y//cT6kqr6ZvtVpMJmPyIECHAWdf9BouvfC1NLfX2P3RPyaOU7JsgtfiyGkH61BSYIwfEQehopdv0nnmY5x1JSe++9cZ3PRqrv7d7+biO/49xZ5D7P+dH2Hrxe9kz/1/iTj56PQZ00jZ4fzaT9Bp3k+n+Wn+V2SvnNpxHQKF99kba9nZ2KDb7fLeAz/IWjDLq4/+U5TWhGGA29q8cjkRphSNecT2Wf91lb+ssyynKEparaaHrAhBPaWuTcqcIAxxztMRL5MSp0oWL9oT02JFwB0n/iuHuBZb1bxC/CFFNeK5uuR1T/wbzp8/D0phrLfUVnV9Re8UJQlBqGmqmEAHhKFC5T4QxYX6ir7ACUmYNDEuozSghUZFTSKl0KEmFoEf+ccJKnCkTF0lziKth8xoJZgLE6q6RuuIoqhZmb+Te2/+aa67+GluO/EX/nJ2/nwva4O63H3jkNaH07gi5yO3/t/UusHbn/y3iCzHmG8KhEMlMc5b4eS0wBTCoRKPmK7r2tMphaGeFlQAO9s7tFotNjZWuaP4aeI4JGv3obKMJ2OkCpidaaO1pKoLirJgZ9AntCUz83Osba4wLgv2LC0x2OkzGfcxtqTVrdjuDxjP9UjilHqKpC0rb4/W0yY2iCMQgsl4jM4uIIWimgwZrF+gPft52rHlC4f/isbwaTr1KrU5y3BlFULJrqUlRsMRTDNeRGVYGzdJ4wghL0+Q/Go2UIEv3qydCkT9xNxNNS/GOvLCkIcSVViOrvU4GFUszLSoTYmqLeP/fSP/fxA1a/1eTEj5/4iz8wQsfQUkYgUogYd5RCGCGucUSE2yvUWydglOnSLWmma7DRoGW17kZK2lrAxWyCv7RakVdazhO18E4xz97k/5BsHVjMZDjHOEMvJpTgDOcjkwpixK2kHI5p+f5nkr1+M6Gmc1e++acN13nif6Y8Nnf29CHEYEWvtDUhriSJOkmmy4RSIcsZYMs5zBziY721uMB9tkozHgBVRvfcUGtx2ecOZ/HmcyiDBCoN10r+gcpiqwdQlTC1Q49apurW9QFSXtTocojjDOoomw0gNQJlVJXld0O20CIaY0Ov8AHth8H9HoBD19jt/Kfovd2QV+Un4CU3nFeNJuESpJpAT7dy8z051BKF85BoHPsJdKUVm/dukPdzgaaa4/dZpVO2FnbRO3us1gp082GaMlpI0GzkCW++mLc5fxxj7QYmc0YFhfy9e2/gO7mw/x2oO/hZhGSv71w78MBHzn836MIi+8IC+KoCh49F2/yNahm/mNUw/zG2SIQY6++jomc7tpNlO+sT2mkUZ8sD3L7cWYu1ZOcWo0ZKASLsUpRZXR1V3anbanfOUTgiCiHA9J4hgnBLK2LH3u69TtWTJTMRxu0m4nVNmY5NNfRQnJTjYhiBLiRkVR5pSTIb3+kAKwUUT7wiadS5u03vcwnLxI7+A+oiePE0eRtygNdqiqEiHgzJlTzM0s0J2ZmYbE+KIVKRFCEQUxWgZoFaJVgAs069ceYIhk6ct/hetpti9skf7Ru5DLXfa+9b8TlY44mibTWUcYzJEmEYvzc6RJMiVGagKtWE9SGknKrFRkeUkeCf72hS/nquVdLN/7acrSTxsu0+saDZ82liYxg8GAJPZCyTjSWBtOuzHBns99gHmTMfPgZykvC8+Modh9BNXp0FGSvJhMu1tzJTlPCM8fiOKYxupx7J4jhFmf6MyThGHA5Oo7GdzyWrJ8i+S5RwiCgDRNubS6yFb/jVi3l3bjkz4BMAgoy5I0TT1DwDmaaUIc+33keDImjCJ25RdxVcHBvUu0wl2cOnXqivcnDAIuveZXGB55LUc+8P3I0w95HUYQAuLK913XPpRKTFPnjLXEagreAi4n5/lu07/P0mM3AT8tqeraE8wAcFR1zWQyuSJwNcZR6Qamd4B80qcuFdZWIAK/FjWGnfRa0sGjCCwBvoAwxqBCLwCUSnoxrZYgvEPHkz+9y0VKDwiXwq8GpBCIUKOVQjiL1gFK+68TJQ26bkwnX2HBbNBp93yQjamI44S68mS1OI6mVjBDkedEUcyu6jy5aRAHCiu/Kbb1ITfiinU2mMbLIhRBGKOnF5zSZootN2g9wTlH2mgipGR2fpFZcRJbGrKsQStJ6fW6OBRSR4RRghIRzY6kNzdDOc1CmFlYICl8TnzR7iLCkLLK/Vq3tjip+Zp+B5Om5Jr+f546ZPyqq6ordOAx32GgyaOrqMNljFBkLmLQfRm57ZOMjiEnF7kw/wZyNcfi6U9Quh6zRclgOKQwhqdm/jVxZDk19+10zAleW/wE1TQ+2jmmr2NxRRvqV26+kY6SGFN5gFjtYu49exPvP/E2Xjn8HN9uPk+aKMywYGz/EeP6sqqwU6qUkBI7BYQI598wYPrm+J9DHRAGwTTIwuKkYvbic7zpD/89zZk21dIMxWDA/n3LnDclkfUqUK3U1LbippZghxvlhP/mLzCjbDpe8x79+fk2ZVWRjSz6f1Ht+oSiDOE8Jz6MEsIkZXM8or+zjTjl2Dyt2XhO0eh00VJR5wWRrvjVf3aalb7gK88uM5qMCJOYVrKNlOtUuaEqc8q6pjQOYS0Oyc+/ex83HIC1nT6HrrmAAYzwo/XX3fU3bA5S/uyTN3sLlKu9payqiKKIbqfD7be02Lt3D7m+nsLWTPIJk/GYweYGg61NdBiCNR4BW9c+gMGMmVn7KHnYprfraVrFCZ7dOkqapggBzUaLZprwnnsPMcra/NwbLmKVFwZ5YlRAnMRoa2mkDe7fvcTvLs/xjiOHeWrfJZJa8B+P9iirkqLIPbdAKZI4Jcszrw6vK/KiYDAcsrW1zWQyZGtHcfzv11jsXEIEGi3BIVjuPAEipshHOGdJ04Rdu5ZoNDpsrZ5hZvd+FuKYygnSJGaSTSiMZLsO+LmFO5l3FSuzimE24a71Na697hb+cO+dbLwm5uZ//Qby4ZDReEKVpozHY5K0QVkUyBqa7YrCGIqsIogLalsyHgyYtMdkRUaRF8RxxCTLiSw0qxKswVQ544EjThtoHC/7nb/BYdlcu8RkMiK9uElVFGxWNUtLy7RaTYajAabymgVjK7Y21pFTNwXC4qyhv7OBqSqKfESW5WxtbWBCxfxTjxE88Rwbf/wEF/7gQcIgxjx0BvYMKLZ2COMEW0/jXfH+fuEcrTRGKYUJtN/NB5ov/dJvch+CX/zQX5JVBdsLCzx9zXX0w5ADD36JnZ01hqMxYnrw13VFXZdTMaUljgIElrLIvNc3TqmqkqVAEj/yJXJrKdKUONT099/Ig+94N2cvPMrdn/llwsgf4GrapQg8LEqpiOXl3div/RW7z32RM9k2e/761zhw4GpOX1wh2b7AdePTrEQR0RSh20ge47qD/465mYtMxppWqzX1plckSUyR51R5MXVaGLa3t690+N9y/m/Y2NxAxBFOp2DslWyLOElIzn+DurObNN9ibPzEKs/zKbDFE+GkVGgc9ZRXAOCmlLhwOlW5nAYYaO3/zGU3BD5cx2FRQUiSJOiqRilPCHR2CohBsvLG3yE7+FJ6n/gB4pXHvetE1GzvbHLqlh/j3HXfz/Izf82kvYc7nvwv2K1z5HnB6l0/yqR7AAYruKhJTISZ9CmjGWbLi+x58j2c2f8mBrvv5ubHfwM72CQIAuI0IstyQq1pNZuMRmM220eY0xPszgbHO/fQ2jjF8slPsT4ZkXUPEAUx3a1L3tGkNeOyooy6jMIlZovjWOt4xan/5jvRafGjlKaoCsDTUaM4ItSeEjiZZB4IJtUVXcTlZ8ZaUNqPni9rQMLIByeVRUFdlYwmE/J8QrM1w+r6JmG0i0bcpKr62KLACUduHO12l7qYUNclYZqwvHcX49GQLK9ozy+zd3mBv3zu1dSh4kj037DF1hVNyyTL6EwTI511pFtfgfYBQlXQUBnt4f209Yhca8LsJG74NAvFI5y6/b1kzcPsOfkOYA10k0udNxG6Ib3scWbdCQ+Gm96ZzkJdVmRZdoXTLy5rOwRX1l95UbCyOiE2J1lOLtDlWbZ3+kzGEKPJL1ef/7BLvv7mh1X4hxTh91RSSl8ATEe5MlBoJQkDRVYXPoZPCpQz9NdXGfS3sHWBqCsunVtD1gXNmSaTvKaeVsTT6Zffb+GQT54hz3LK2iCFReDBBbUxaBGhwgAn/f7eOphkE6gsUgUkUQJKsnb2AsUopzwac/YX93pyVC8jG/WpqZlrT7j75k3Ob7d5fHMX2xur1Bub/Mx3/Hea8YR3fuO1hEFKEASUUlLXPiVsbTzL6FnF/oWKrZ1tyqomKzK0Lrjj8AmGk4T3f+5OKuvAKYTQ7Fro8y9++BG+9shL+e4X/hVaWd7z6T/kmmtupCYHB6U1DPqPUxWPc/SJLlXhxT51VVPkBUoqQmV52dlfIW00CebnkGFAUZUMshEVNQ9eOoRxguMn7gPhD7I0SYiiiImaZ7VocfvyFst5j8PNhGtWNjGxpW0V2cgHfLQ6LaIwZDgc4WpHGjUIdUy73WKcTUjSmLr0++inT7X4nb9eohte59nmgaYsa150ze+RxAmbGxnNZkoYRH7ULwTJ3wVUH4fGj0WosCIOY2/zkhqbJNy1k3Okobl67QI3tFrQniEMJbcNVnlkZQ01GRI2Ful0uyitCVRId26RZq8HUhNFobctjYboMCKf9JlMJkwmYzZ2NhkN+vS6XYwxlGVBXuSMi5yNSxdZmFtme2dEGMc89D3vYnawxp4P/gHOVownY0BgyooLF84yNzfPXG+GtbX1aWVuWV9fJwpDGs2UJInJywJrDXmRMxxWSCm8In1ugeq6fchA4owP1dERyN//oofxlDWyqf1uXPlu3tbGv4+jEd12Ezf12EshWPrGg8x2e0RxSlJZeuMhP/TpD6HPnMTW/gLuddtsb+9Q1uWVyYqTnp6oQ8n5V7+NswdvY09+htXODIc/+nEefeH3cdMD7+fgxrM4KxhlE65KLU9vnaS38hTO+fS8flHQajbJshFVVROEHvlcFhPiUFGXJe1Gg3YzRQK7ZmcI1p8gCBSL83PoIEJIWFycJQyfAieIoy5po4GpK8B4i6MS6EDRbjZIwpBsNKaqS86NhszOzlLXJRvnVj2YSkiiOABCAq1YevT97H3qw6RpiolCz7F3TKdUl3UBCuUsZorgttZ6/pdlimD18bPexijJq5zaWrQF6wzCgqkqVNxEochNfaV5MdYgrJ+IpSe+iNKadLxGFLc8CCuOWVrcjclPk/WfxXT30F9+IfTvY15mIBVPHfwWRukyqhpjVIQYC6TJMbpBkV/kyOn/wdbeV7I5ext1axdxseNXKFrhosCvHWzNJTnL11/4O8z0n+aur/4oFxbvZtg+yPoz76bcXOUrL3kfEseLP/JyrKvpzS6QjcY8cNdvM1i4g1c+9KO44w/z9A0/ieou8NIzv8vWxhoX51/GhX3fzc3H/wPx6BkvlIsSLth5Hj38b7ju0gfpPXuvnz7GnqMxpsG4c4Q92RMMRiOU0nQ7HcbjEToICLQmSSJEIH2IkPUc+LzIaKYNdBhQlhalPRPDOh9Ehfb27ThpsH5xhWrKSxiNhny3+xWG4wJb536CU3rtgpimUQZR4KNjRQWyppGmVLO7GbbuohRD8maPZuNaRuynH2RcVT3MdtZnqeXIlxcZ54aD67/PgfA4wc7j6CjAxPG0qAFhDPk00bTEIIzxdnXhx7o6UETSi21VAPvnVvl3e3+fzZ0+xoCTgko6zD8GhtNrdkmShCgKqOuKwXCHemAQzhCGHsAikNNuVfjxvnHYylcpysHi4iLzV+3nzKULXDh50ivCjSUyJdZUFFNbnFeoKrTSeLiepSyKK90jwn9AjDVI62ilIVKHOBHhnPSH6GSMwuc+B4HEuuqKhxh8nKcNDGWRXQGRrA1m+YU/fQOz+55PZS1lZZGu4sET1xOpDXb6NSIo/W7dGIyVLHfnuOOlL+WRxx7CScW4KMmKgrIqsBn8zO+/GrTfk9fG4oyhtoalxS2uPbjBI0cf4H98sUesLX/y0Q9w1dy9pDrx4zEcP/XT/5ODB1f4zf/4HZwbdijKkizPUVqjhe/IvSo2JU0axGmCrkrvNU5ifvS2v2KSFfTme1TW+I7NgbOG3z1+F6cmi/xU8UH2rFzgXUefRmvN8x7zAJ3zSYKQgmzsrWBVUZAkKa1uh7IoEVVFVhbko4nHNBYFh/a0eOEtW8zFT3m+uAiQNUDhOwChSOKEtNWmwjLIJ5zZPsTFfpf+aMBsr5o+QwoV+G7yV/UO7WaX9aFlIYi5JD3Y5p6Hv0j+sQ+RIwnClEiH1HWBUpZ22mZ+ZskT7/DQnzhuonTANpaFxWWStEGjqonDlE6nQ292luF45H8/L4mlo9PqgIVBnLBy8EaynXV2T+1mZWVoNlrotMVoNGSn32csof+yFxN89gvk+Zjt7S3a7Rar65doNBqc/+E3Ux3cw75feDdlv0+jmTAejWjWFQv//r24pRmcECSJ7859HoIvpAPtMbxB4ImLVkjCIMRGiZ/MxPEVzcT+Rx7k2bf/IEfPnmZ+bZU6c3QunmNnewuB33ePRqMrX7vb7RIEAePxhDRJCTRcPHATF/ccoqhDdnpzzO45xtrcQbZ3H0JsP4lQigTJaGEXWzNXE1YZ7pEPwjR2tK4MTvgsBm9jC7EO+sMxvdlFdBRy/Fv+L8bLh7jrb/9/PgveGZL5PVw6cAv7n/0aHRljjY8aLRf30e8sMX/2YeKw5acFwtFqeI2LqUsmkwlFURAnMUEQsLW5SV549Kkxhs3rXs2ZO7+Pw5/6ZTqdDDENAO+0ZxgMXkVerBIEPuxDSoGUfg9qnfRBOc6LwcJIo6NgKrhzOGNxtqYyPlBJSpDTZL4iL4jimvF47CN78Z3+ZWues47WA3/C0lPvJ9y1SLPTo9PpoaUmjGIa2TmufuLX6VcON7yPA/YMg0YLh+RVj/06mzlokyOjFO2gLiYE7VnaqsJFKc9/5reoOnvplpeoEs82FyoiTmKElCRJyg2zDdb632Cx/yRJnHLr1/4dprnInByzHccsnf0USeg9/1p5cJiSiqWVL5KIgna1SR2nbC/fQ60bmPMROooYzN7JVvN6ys4hZtwGgVZYIeh3D9Hv3sB2fjO7B1+nrkqEsFRVzqPX/jRrc/fw0pM/RzO/nyBUU0JVSZaNmUiNCnvEYQrGr/7SZos00myvreCsYWlhAWcMOzt9tta36HbaWKAoSvLRhF1LuyjqinE2xhrHLXsDNtb7XKo6FFU1DV+SSOWp/kp5h8Jg7lVU4QJ20iaWO9x96Z/Qa2qKYYMgX6WI9zAf9pHZKg6LjlNkI+V4++2ciN9Ot3wvi+IppFBesyK0R5xPaVZm2riKqvbrPWspyhLFtBgQllArtHSksSaTAZO6xAYSITVyKir9B13yh4/cQKPVJE5j+uM+Z86c9rx1CVJpf4FNLSwKh1De+1qWHtGX7TrIV//Zr/L6C48iVz+ABZTyh+94KOhf2PTpX4TUR65i6a7b2Xf0HKdOHmM8HPgdSVXh6golFHPLuxmZitHmNiKIMSIiM95aZcjIsoIgjOnOztPq9ShtTTYZUU5ySqVxUmLqCmu87UnGMWkYszLYgxzHOLzCFqX41OMv5fS5M4zGlwgi/30IIVjqWf74Fx/kwtDy3PEFwlBSWs+Xr6axnWv9BZwMKIuJf8Amfpf/pa/Oc3rtbp46WbF3V4LVkioYcHStZLQzhLpCOsFfvE9xz0uWWF9v+4N9ugeVUvo5lvQxjUpqgjBCSDW1J/k3fbGTY1sQJk2krQhxyKlK+eV7LrC0k3P1YkAzXPCHsDFYawiDgGaj4TG4WUZdFSCEt6rZms9/3fHeTxzmna9+lHvuHKCjkqoo0JMJ3/etZ3jumW9QZwGmnmac4w/9wThhK38Rb79Lcd2th7i4GfL5U0u88Z5Vjhw0rG1mPBX12BgOeeF25T3bFiqpUEWNq0uqIiOKYzY216mtIQoCGp02QZKSbazhBhn1pVNsbF0kbXUwzhP1aqlIOj2WF5e5/Xl3UpYlSRhcyVFfXFpkdXOLR5cPc8donfLok5x/7iQVFWI05K1/9muk0nKxrokCRbvRZHZ2FqkUjUZKoCVPfOtrOPmtr+WuXcscuO8r7NmzQFnVXLy0Dk4wvukazP5lVLfNXKDRgUQpQVlatl9zF/k9t9I8cYbk/sch+Obn77JGRUiJE45ymuIXT2mDgE8mS1OMMQz3H2Bjdp6n8pzrLl6gLD2bwY/lK4qiIEkatNudK8WE1xM4pPDF74s+8Ovc2JwhyXcYiIClSZ/l848xu3GCShi0jqiqjGTzONec/wr7No/RmZ2bjqz9BadkgDAQJSl5e4HnujfQWP8IcRwxGu+wufsGxgsHiLozzFIAjgdf+f08dt09RH/f4vDTn8NZ/wx96lU/zU57L2///E/QHa3jgLqqeG7fK3h47xt5zdN/iDj9KHEcIYRgZ2fHQ4+myGqlFJvt/Yznrqac3Udr6+T0soX19dfw5JM/S23u5RUv+aMrcKiyrDBGoIMIpQKMsehQMTPTwlioakMUtBmakI1995A8/mGaLd9NMg3biZOYMAxIGw3GZYY11tsfdeAz2rWnEwKgNHHaotXuYY2l3ekQJwXbmxu0Zc1yuINQTfr9IcYKGmZAPdxBSkUr8JHRRjlaU1bCSAckRUYvO4eMm2jtSaFRFJE2fDyyEII0TXhn/hFGxTZbcRNrx+h6hbTdwTrBXef/klajQbG4zL6rrmJ7fY2drW1u6N/LbPAMLgkZlS1ee/RnEWGMFhapQ26+8KdcO7yXuewkKk5JGw2GwwH7179Aa3yO3XIDHTXIrEeUS21ZXv8CWgp69QUIU3QQolSIEyFrc3fz5L5/zstHf0aw8yABFgvo0MPWJqMJBkOWj9hc2WCSlxgBeZmRFyVhnFCVBc4YH3SGY2Vjk6v2X0VeGbbGmuO8kv2je0nSGGetbyyBMIy49dkfwCUdgk7FuDbEk2MkjXlSs0ZpMqJ8QBR2MEpjXO1H7gJ2Vfezra5it3hymiPi0clRpKkqg8GSpA0wBlPXfhU8xTNWVYEIEpQOccIL9JRQ3lJZW7KyopY1Quup6+kfeMlftf8qkkaDuJmyMxpQ1o6NtS3qSQ4ywNoCgcGzZSRWBmTGUVZ+RDzuLTDozvO1h7bZd+wECocOEzqqomtKahdwdrvEYuj/2r9k88AeNr7rJ6lW14hDjQj82ymVZLbZ47VvfQ18f59jf3ueo+/2Ofa1NVjhEDe3SPUC5kFodTr0XtVlZ2uDzfVLlGMveFFhRBonPgUNRxJGtJpN0iRGCUukA5rNFloKZBQgtSIIgytZ5FoIei3D8sKAS1tPUGUvxIUNnJNIGZAkDdx0t7u2sYmSXqAiBNhpR3/0uTZ1uck///HjhJHj3/zoEmMjKV2FmCpZ3//RNo8+dpADeyLqaoI1l4UVfh8rp4hgKRUChbPen+ujsgVOKNJGw8erimDqhvBdxKv2XOQVey/irEZPSYRKOVDT5DatqesKKyRJq0MwtSaFScT2RLPRbzCpd7H3gGC7P8Q6RbOZsmuP5dTxx/y4U/vRslQe4PHs9ts5N34jt5z/Oq99fZthGbG61SArarrNiroMeUdnhqIzw9+efZL+5hofFYt8NtrD9x+/jz1PFXyxu5vrV0c8eu0dHAQawyFydpmTh27lyNGvMx9IxqOJp/9ZiOMGpxfm2Ulj7un7nddD84d4/55r+KEn7uea7W3KsgYz4Et6hr/qHOGWseIHxNNc22zRQnG6UTNoeMuOkwqnfGdd1J6R0OnNYk3NvsePUi4uMPeNxwDJ4vwi5y5ewiLZtWs39uf/G3P791NmNY1WmyjSzMzMsLa2Q3NUo75+DP3UyStcCjPdFV9Wk1sxpbwFIUEYIIVER9FUTOXhMyoIuHjD85g5c469X/oMuQ7RyuOHL4t6LmeJV1NbVVkW0z3pCGM02WSAGuwg1Hm2i4JebxYbR8yvnfBTuyBEywglax656vVcmj/MK9fuR934Ev5893fw/Itf4mXZM2SjkbceOcMH9n8bz+17PgdH27jxCawtuO2vfpyZ3QcpLzzHRuj31rP3f5x9taPx+H1cWD1PkjQwxrL7wb9idvcNTE4/xajM6bTbZFnGhb0tBskCfd1kNgzQOuC+Q9/L5vyNvO7BXyaIRpjaEEUhu7/0Bywd/SR75RDbTKYaI0Fv5ixFeT+33fIISvo9aW0FURB5e6+xPPLo93D23It5+3f9BoevSSgrw+raBq1Wg2O738kzu76VO9IGh9c+xSOH38nJ3S/jLc++h6PN67nWnuVqrRlNd711VbB6/Xdy+rp3cuQz/4qk/AZCQavVIolitBQYHEGgCYOAqhh7Ep6Y7mh1iHBQljlaB+ggII4TTF0RRBFhFFGXFc1mizFj4ji5Uuhcpvzpy44DZ2k2UpxzFJn2yv44RSpJu92m15v3TJG6Jl3czVVXX007ToiCmCBN6PVm2VpdI9AhQjnyuo+IE79rr2p65gJMiXRlkaOkJgoiloszNFotQOMiRW1rGs0Ot8dniIr3YRsh4czVhEFIGIR05hYZtV/ARC5gm/tpVk8TBor+MKeoLUVd0+l1prt+R292hkZtGE0mBKGmNzeHtUyDqTzCelwUGOeLX2NKngrfznPNN5Hkv8sucS+mKhgUhc+6kBKZr6HFENnbhXAeS17XPk2zsn5tU0/FzH4i7ffus+VR7ql+lUbSZkMJnDXTdRAYa3F1RSuOfHiYlP59dm7KI6lQKkZqTV3mFGVNfzhBC01eVQxHI9zE8wWqSvy/3t//R5c81kFtqCclgVHYfXdw5jv+K8v3/jnNr38ARIs8HyOMBRkTNufJywl5sYMSjuiRL3Hjz76NcP0iE+vYvWc/aRIy2TzLoHT0x2NvtxCG9N0fgBuuZfzUMaSpIfSXTWVqKmEpneXS5kWWkhDVcSRa00o0VmucLmn82BGuz/fz+Av+O3m3T+cH91OeLOh8NaAOGp5lrDR2ulOzVeUfyNr4XzvvPVQ0cdaQ1QXjzIu0pAM3zf88uZLw+n97C+U4ZX5OklcVYTBNzhPwghvPEkRdPv31LnleEQh/4VVVRVGXlOWY3GhaszVh6MhMiHA1osan7GGRSOIwQaiAcVFg3dQ7rTRShlNLlZ4qgLmyq1XC23mcVDTbLU/PUlNt8dRvL5VCCIdxPrDD5zZPQSrWIp0gDRPKrCIMEpIoYpxNkMrwbS8d8dI7HmXvokXbGc6fPcvnPvEZ7nnJS1i+as5PXZxPLqynkaBFXTEbPcCovo6r585QjQ9xeLnkS3+8QhwOacUzZMGQn3ITjq+scsOeXWz3WnyuXmJYJhy+8y5sEvOJaoETsuCYjHjtzbfzzq1n+OP2QT6V7iJpRtxTb7GysUqn02ZjYxNQfOgld7OTNrj24x8l2Frl5OISoyjmzHCL8PwJdrptPvbGF3D1k6e468JTHD75ONt5yYYWLCQxxSRjtGuZJxZmuCobouqK+V27ySc57XYX5xzZeECSZez7yKdRwjGeFPQ6ilazx8Gru8zOzbP68DpyZYM0TYjCCJwhCGLKA3u48IYXE5++RKc/pnb2Cnnvsle2rmuYBrnUpkS7EGEcg9GQZqMx9Xt7//iwN4c0NUEUeTqltVesPGmaYI27csjkub/ggyBhu7fE6IWvxP7pb6HLkrTRZDjcoSgNeVFgypzFhSU2NjdJopgoSli9oUmW9Kh0A6sbjIMWk3gGnfmseYSfHt185l5Ga+dpHf8qbnkG5yrEaINgK2Blax2lNPMLC1QPf5Ebjn4dHcYMxhlBmFBVNUuP/S3N5z6PVFBPd8lVXXDwod/jugufYzl0yNk5L0Kc2UfemKe7sIvFVkhp4EO3/Ax2tMUdn/gXRN02OB+BbK0hVBd58xv/gjQI2dm2SKkJo4Sk0aTIJoyGGf1BjyzvMR5DMxowzgqy8QDnSg64/0nhFLvW7sPYnFEyTxb3eKTayxPtb+d89ji32IcwlV83JklM2VigiHvYtOutsvipVDNNcMYjVoWKePfMu0i6fV7z7H9iadcyriwp8wJjHGNhySZjn8cQR+RZTTNNCKOYQuVUZYXqtBBT+NVlT72OwukUQ1EUJcPRhIfSu0jtM+yNC5rNth9XS0E77VDWJePRiHa7jdYBYZjQaLZImi2SOCUIYpI0IQg0Fy6eQweSRqfHztYWzUZCXVW0my0GDpyUpI0mZsqbn4wnBGHgY2WTiPmFeUIdkGc5SdrAWH/mLc3NM9KSYLumVfapc0M+mTDOSiJn0bJLqATjvGRreweDo9vr0W212NzcZDQc02q1qLIJUsLcjJ/CLSwuYaqSzSLn+vA+TBWwy37Nj8rzjLKo6DSavlAuCwTeRYFO+dq+P6ctNrhn+HNIq1BhSBIEyCogKzJKXU4tkCFG+TVPHEfUzlyxXirlw46kFNi68qwH67Mi7BUsNDSaCamKqLMBYRySNpuUWUXXNel2G553wD9iXN9XNRubK7isJIlSousPUOuIOoiZZCPaKqbT6NGZ6TKuwCUpk7rASB8og1DE/S2a3Xk63Rmy4SblpI/KhyzNaoZlhTMO6RzBp76M+tyD3l+N8cAQCQ6v5ndCcP7xNY6+Y8yFp0+ze3nf1L9e40rB4M+Oc+nZ56is4eI3zrP4lz3cqQJla6wUYCRVWVJZzdhoRv0dJJZRYbBCIwINwosgiiJD64zBxjp5NiLWIbO9DkWeszkas7md8Js/d47n3/F13v0Xb2XpZTFz4luIyxnuWX4lxoYsXP1RwmaDyjlykyF3fYbzx+Y4c0yxtrHKL/3CPjZ3NkAUSOF1DpddAhJBWRiiuEvtNqavgfVBGkFAhERpRRiG04veey4dnvcfJRFxElFMps4F6wVESniPqhMCIX0+tcMShJqi9HapyylcznEFdlTVhlgoAhmyvFARCUX/1EnKrQ0KdYhPP3I73zF/hrqqUE7gjPWHig7BwVb1QraLa3n45Fn2HX+G0aDg75+8jWsWz/G8G8CVFa/YnXFkZYWicR3VcMJPdrf4frdBo66xleW7Jhd5SVPw+ZHlO6OSJEr4LoaMtk/xBjNhbmkZtGJ+bo4oTJmZneOHN1ZZDQNefeMhdjbneElH85anPs3+A/Pku1qcjUM+EoUErZh/s3OejTb09l3L2uoq3U4Ht7XN37/oDh7as8zMZMLhJ4/R684zDLbQL51gntSEZUAQasqiwKiYwAnO75rj9L4jPO/RM5xf3aDX6xGEIXEckEQReZ4Txk3aOzvs++hXyLoJ6avuJn70GFIKokaKzQqkFIRRhI0DwtpSCEksvLgvUf5wiaIYrQPO3fpicj3H6x/4GEGY0t9cx1Y1IlDYsmRUeV7DoL9DFEc+ka22RFHE2tv+OadveiF3VxnXPvMAxlq0lnzijT/JTneJl/3ej9CWgrCRkgUN7v3uP2Z24xg/8sWfZy5JSOWEn3zqvyDH2xSJt97lk4yqKFm261z7xIe9pqVus7a2TaA0vU5NXZVUZUE2HrK+vkZdz9JuWsb9PkoqausY9vtoNCoQbG1vEkUx4/EY62pmik1KOqjAobTk2469B5U2SciodEhlLIVOEVFFXRVU+ZjJaOgFw2HA1lbG5uYlbjxy4xXgVFWW2MiLisqy4IYjv8JN1zeRlJx4boPS+Bit2lnCydPctHoUYSfsqJBXPPdXnP/y7xIGEHZ3cSR/mnE8xcvqgLTZ5NrH383y43+KGa6R1zUIL6rN89zrhASM8jEZIULEhNMM8kAFREnKZDyZXrgRQeSnINZU0xhvDw+yxvoCXwrCKERI5VHT+DCpuq4xxjLsHeLvW29mtnEHB87/FvFUBFdUBaOpJVEqRZ7n5KMJmzt9xtkEHUQM6xHGGc42buZDM9/LC4s/5drNL1DkNXVtGI4mBIGiMJKqqgjDiGa7zVNcR6Wa7C4+TtJICCoFcYM0bXBJHOCoXeI1zSc47g6wVqa8KnoaK1IqpxkVMBso5md30S1LyrJECj+BMUBWFVgh2BkP6XV6RHFEICVRENDfHJDVOZNJBkoTJSkaQVlWNLOj3F49Tm0tdd0ibTYJQr8v18ozWJyrcdbgpMLIJiW518YIi+/vpht26Zsq5RyVcdMIaAPSswXUtOlSUmKcQwYSCdTGeHG7cxBo+qOEP3jsn3JN/CT3xO8mCCxNLbFlRhxKtrYLVtczmu0GUgT/b9f3/9klv7h7N089/SyjrYzbbryWXcGQrfe+A3fiFKt2wqbMkZMhw8GAdrNFt9kgD8AkEXVVoed3ofMRjUZCXRaUdYaWllbY4MihA2y680zOD/yeMUkJwogqz6cEMed9+MbijA8TGU/GrGysgBXoIPS0H+sAy+aHn+XiM8/QbTUIhWDt/RcRWmEr6z+UVUVlBBUB24Mx4+EQrRyjrCavBEmriQ4sSRxy4/51fvQNn+U9H9/Nn39yDi0BW1LkI3bPJCy2u3QbawgBS7fWdF9wiuLsl3nsowc59dTLqOuQR49+miM33Ug2nrD/um0WbvgyjflDPP65JdxkSFJoZtUc3/L2M2xv1lwdDTl6SvHJezs0VMBst0VdTXBVhql8sAUCnCjZiq/n2e4rudt+hc7USx8EHoDh8GInMfWg6CCknCaveX2k9EjSqejD/zkP5wjDEHclcz7E4jCXywfp7UPO+QJBhwnXXX8zf3nf1Xz5/g57FlZ96qDSlLXx4SJBAEJyeP6TdJKaN75UcvCaa/j8g5IPf/Umbju0h1e/5iRr5y/yPf/hMMPxYX7rXZ9h1N+i1WhgjaXV7qCSlDcqxY2NPRwerjIfz7FtDFeJmu9bPU4nbTOZZGSTkrpyaBkQBhEv2dryY9AkJgoT4ihlTgxIkwZ5UbC/cPzFYyucPXaa3jXX4pDMzPRwFubm5giihO+ZVAQPP8bLjMPtXiZptcgOrMKLh7R3zbH3sZuwDv7m4h4+tHkTP3LtFzj15h7Hl1us3Xg7FzodfvRvP0ey3Z+Kr2A8nmDbKSd+4TUkOyUXdu3D7F/mtj/8LF/8oVfT3zPHa3/zQyyGCU/dtMSTb7iJ1qNDjl17iLd86FMsnzxDHMdMJhMajQaTLGO4a4/v2iYZ62vr5JMx3XYL5DeZ/NZZ6ryC0nlvNZ5ad9sDn6a5tcbzRxvsu+15jMZD5mbm+WKjxTiMeMlLXw3DPrML82zWkvuDkNm5BdrnJEqHFEHKl+du5/Dqo1zlthBCEkUxVVFOO8ma2nq1/d69B3CNWY696Hs5cPqLzA/PU9eGSV6S77mRc3e8kZsefx+ByegPBmxc82LO7LmRfQ+8hzAJkUri0BSqRU1KN24ShjFCWkRdE5ocJ/xeMw4U7/j6L7Kzs86GUuRFxcraOkEQ0Gy32dkeEGjf1WrtLXZhFPsQJ6Wp602qakQjKdjeKpnkI8rKEUQJo8EInCNppCSxtxfHIbjRJkG3xatGn8SigV2AwFYGUxv27NnD2bNnGQrpC4XAY2yLMvNrmECjbMFP9P8r5WRM3WzSarWIdUCR5Wil2dosPU1Nh1OAij8PkZ5tgvxmqiRAksREkcZaQ5x4ZOskG9FhhddMPk+69YznaDi/s65NPdUi1AxsRCPP6I8GDOoAJSxZXZGVkgjr4Tb4VVBe5oRaocIAMNw7972c6t3DW+yvscAaQiu+0HonhUz4J9lDzHVjNjPHn7R+jgPBOlWtOaF2c2ez4u92Xsama/ACvcYb96zy6pkP8tC9X6dfVt7CLRVZWTPYGRIFIQpFrEPavS4IgbCwtLTssdKTCVpLZO2wtSEOE+rSF0Zh6MWIaIV2FiugMjX79+5j6+IKbtoUGWsxzhGIipeeeRPtXgumzhQnHJWpvdhTcoXUeHlVW0+psZeJjZ4CKKkrrxuRDo9fDiKcrT13wXs3EEIwGAzodBLGWU5ZF3TbPYwQdHozRJGiLv738vr/z0u+2Bmx0N2FybqceW4Nsfoc22sXEbUP91BIcP7yaKUJ1x4+SHn+NJc21lG3vISvveuXuPqhT5N+/I9RCJKoRSAkc/OLrLmAdjdgvlplaWmJSxcvegucclhjEUZgjM88l0KR7l0CI5j0B8Q6RgahH0E775+bjEZYY+jcusDym47Q+MQa5cR4W4wS5NmYSW7JxobS1igHTRHSnl9glJfkk5xeS6PLEW4ypqwl3SjkunlFWVUEgWQxDHjbt19ga+z40AduoJO+kPkb72L06Aprx5fI6pLz5g2srW8Sp3BxfZXPfvYz7P5yj9ep6+mE9zBQj3H+2aOUdc7y7g5v+eEN7LDmluo8F1ZSvvClNs5UPPHko0gl6TRDnK0IhL7CBTix+K2ca9/N3skW8+YU1koc3maltQ/lsNb4UZMQ0xG9F4OAH9E7Iab2IEdV+hznIAinbHSv4LfCE9P8vN+hA0FhSkQQMbIFJq/5rlcc5dDeOfbPPMrF0TRSWDqM/aZlqBGc5469HyGOvw2hFLceHvAv3rbCoV2rNNIGiwsLzHQ1uJqbb7+V9fUV5ufnWV1bpchy/kN6mEebS3ywOk2TabjJdG99GX+5s7PDyuo2me0xm3pspw87CShr46cc+DhQ4fzEI0lTgtoSBRECccW/KoV/rsMg4kBec/cDj9Dcu5dLwzFJq4N+rs3Sid1wIiVNW+RlSTtRRNLSTkPefCrjoQt91rpLrBtDEiX0ZkIaacN/aIdDwpk2kYF5G7D7vlPExy6wvGsfHTR5DbsW97KYNrkQanTtaAlNaCy9Zpe5eQ+S6vd36HQ6yK0tvnz9S2iMxiw9cC9jpbFhgFTa0yenECQ1fTaEhCDQPh1PSeY2LhE8d4zWDTegVIAQATqI+L8e/VuEViRhyLa1uNrRqgt+5dyf0eu0Oa5DpBQ80zrAV5eeT1/F7D/7ca8RUBodhpSTAp8YKAjDmKXlLmcOvYqnD7+eOm5zy6VPkuUFe/Zfy98dfAtPL9zGzPZZnjd5lr37Au6/9WfYiOa5PT9Bc/sCgY4gWeJjr/o9jmXrfP+x3yeOQ4+rDkIIE3IHkRkjZYCpKyItfZpg7XBC05mZJwojqtKRpl7cVFUFYZwwMzNDbYzXvXgxDf3+DHG8TWkc4yxDV5Zs4nHCnZkeUuTezmtP0x+MkUGIMSC0oKorBsMhlTEEUUyr06XR2PINSGsRVfZ9IiLuSqCTVJJmpBmUAodCTVGpnW4HJQQ721s+PyQMidOUPJt4vYUQ3t0iFVGSUub5lSAn8OtPoQQI51cEScTLh19ms9xBhhFxHGGUprI1aavJ19WdfDx9Nd9Rf5Q1tYuvLN3B20bv5tHGyzguDvGu8X/h1ugCz6v+E0c3v0EWSJqthg/QKgtCl6FdydxcF7W9iQpDvt39LZWJaYcOHYa0lSISJamseMP8Izy6fYxb5kb8y96TnNtxzKkhggbNwBIoTVV6G2ugNNYJaisY9gcIa8jqmuHKJZrtNkooalN7wWNRYJwh1BqkozI5q2sX6XU6YC3GWrI8wwhBK449TMiKadPkPLDMKf8aK4V1OYGSU3TwNE5dKeJG6qOs8U0pApz11rzLoB1rfVS5mgo4kYJASc/UCOMpYM7SjXb49bvfw86lVY6fEqgoptVOMbVHSAulkEFAHIcg/xHj+seeepLtZ5+lHfVw7RnGFzaot4c4JRAi9N+QEIRC0Wh0kHGbslbMtudRaUo4GaA2VxkP+9i69NQjZ7lUrTCclKTpHq7afy1b25vY0r+QzjgvahDTTGcrkLtnGb/vX7H94FHqdz6MTSOECjDOq/mFsOR5hjUVi991Pd3XXwtnc+Kvr1JXJZP+mFRYwhriKEaGBjPXZW19Fbd6ihuu2sVstEXkKtx4wrlT8PP/6TZKK4kDR6C8XXDvPsNrX3GBS9s1n39sL1p3iLYc468exEoIxYgsm5BNCirhBU2duVna7S79557HdpZx1213sHbxDMPTZ1jdynnvry2SDwXXLyxw5rykqLaoKk/KU1LSiGe9cE8IjHUgLItbj5KxmyVOUAcOZbyARckYAVRFiQJcPeVUM/UBTwVAoAgvax6m/P40DJnkGUVZEIU9okBjnPUKfuV92IHSTMqcGsfYljSSJnuWBhzYP+KpJwbY2l5JC/QZ8t5KZOuKoKVpRClpEJFK+P7XbDIYZigigjDkT35xlRPHjhMF1yIQBCpAS4ULNXtDOE+Nrksf6FFVVz44dV0hpCQIA/7m3Mv4yv27+eWXfoVme0KWZey0ury3u8C35ed5MGzAzBLl2QVmSsG3ByOqqrzi83bWUBT5FLc5RS3XNRgHxrGxts7M/AKxSNh99jrWBuvIGY/wfM38JV63tMZoOKIz6hKsrDM/5zh3/jyzs7OsbV0k1iFKBYQ6JDWKN7/P/7fV1VV2dkbIdps3feYo1kwTzpAcPrrJ81cdW1tbvPXrp/1+VSjv2zYWZR35aERjZ4M4CJkM+9Rl7g98JadDRH9YIX0QE84RhuFUuDm16cHUshfSm5kjbTTY2t4miSK0FBR5xnjYxwFJkqKkII1jkIo78rMMz32Og5tHiULPcfd588HUviqmYlGJVgHXrz2OfTahd/RLDCJHGMXEcZOXX/oKvfXjdJ78AtnyAq1Wi3eu/08u0qI7WKd2AcYqIuVIsk2a+QZpI2YyGXurbWn5yDU/yla6xNu+9tOk9YSN5l6+ccN3sWvw+8yLMUu795DECSuXVnCMsAjC0NMoy7JkY2ODufmFqXtBsDM4wqNP/hlXH/gyb3nLB1hZXePSpRV6c/IKAU9KS7fdZHtcU3X3IsSIqi4QON+oADIMSFttmu0us/MLiHiJz930K8yc/SLzT/0mWTah151FaW9Xq42jLGtkGJBlOePRhEBIkjjBWb9iixI/spdSYmqvsRH4os5Ow42Kur4i4rTOoLX/9aW6R2My9ijXqbdcSjVds0KapszYkqQY0wsrrC5oFhPaoWUxKlirxzTkVIGuJMI6nPDPVRxJxs7wvK0P8Vp1L0tLi6z0JTrU3DWzgcsrBnWLTrtNx9X8VPF7LC8tk0YN5urzxOEu7kw2uY4tVjcLqiKnGo4pytwLAzsdAqm8xkQpOkuLlJMMISBOYy88HE28hVaHFFXJpIgQxo/NS2vxgHKHsTXg/NpTKa/Tsg4pIJQQRYKogiI9iCD3kbZC42wNeNCSm1L90A4lYJtdtO0KNY7t6DpOpm/mSPYeYtamr7WgKmvK2k+ZwyCmMjU6DKmLwp+jdlr0af8eDrMcVxUkoUfJ6zDAISjKmnI0/odf8rHSLM71aOYBRapIJo7YGIbGTBOCAgKpqIWl7wTHt8esTWp2p03k+ZPc/PPvoC4nyDggiQJqoTDFGFWPcYXBiAKTw9VXHeHEqGY4GqDEkMJkKO2rUlfXiEmFPbWCOX4BOX3QpVJeoYgfUZWZH/Ov/sFD1A9fZP4bGwhKsmwyFa1JhKup3YTBcJvB2LP1O03F0owjMDtgKoTU4BS4gFDaacqWRQjFeNTig599HWcvaOYCx7opGVw4z/4DV7O6vQllTpqk3Pq8lPm7TnLm89dzcPerqcoCXVnOraxypBvwrh97OxvnKy/SKAqKuGRdO+T12/Clj2P6fh8rlQahkNJXf7a2RKFmPbmVDXGAdXE1SzznL7uqohaSj41upNhs8fY9j6OVItBqykqeVpw4pHQI6ZBK4Go7Fd15tagUEGhFXfkqWAR+1GvqGoukrhy1legoIU6bKB1SG18cmKniFOdzzU3t0Zeu9jhVpTVCK2QUYrVEBtpjKJWiKAuc9cryK/ncUqLDgB915/mpYAdjavqXWenimyrWOI4xwnHNQs3pYU6v4YjjhCAMua/d40udWTp1zcdnFojCBbLHGyyrJm9LnqEoC6+8xU1xrXba0XvAkxH+8BJaECcR2XiIkt67KoXztLhpIIuta695qGuvI5miRcM4JkpiBqMBgfYHs3HmsugdZy3OGYzx+QO1rZHCF27GTkeotRfkVMYfrLVxFEXOhYvn2dre5Mce+RRVPuHCTI/1jYK6rhguLhGO+oSTyZWVi5KewR5MR71C+ClPHMde9CUgDAOiKEEKRRhEBNrDnIzx0cRB5KhqR6PVpShyIuF40eYj/nIPPLIzimMMltFo4F8fqfFRxZoQy21nv8xK/xLDKGZmbhaJZb7uc9vFYxzPJkwmGVXZ4EB+gYVJyemyRsgpVc9UvPTv/gWzc7MUCws4p9A6RCuYzy4CjoYWRDri5OLzOb10N9Geh9i39RWarS6BDnBIjHFo5VcAkyyj3+/7/IfasG/vXqRSaL1DkpwjjE+CjFlc3kdWOHbt2U0cx2yuryCEIJSCB2/5p5zpPZ9XPfKTKH05Hrviy61vo2pa/sn+U5i8JB+PGI0GxP0zhJtH/XujNM1Wm6Ks0FHCWRaZ0WOarQ5xlGLqmlG/jy3rqTXSI4PjOJqS0RzWmCufH2/XUxhrKIpiepEZrK35UuNb+ELjRbxu9b3c3ThPEIQYhHcSOX8eCCm5yT7Lvsn9dLpdAn2J5+dfYlIPOaI+z1vUF9geDghkF+F8NDNT1G4UhNRF6DU6SqKlRFhLqDSNtIF1ORM1QkmoKn+hOfxnWk1DinAWnKUqcmxVcWZHsG0b1PWA9bV1Eh0wGY2xDqo8o65qRqMxw/GIwc6AJEpYH/RxxhE1GswvL1KMx0zGI4TWLO/aRbORMt7pMxkUjLKMMG14loo1lGZCqxOwe3ePoXoL94qf4Ib8fdzIn+O0IQoFSRRiy+oKiVIrzYngJXw+/HFurT/MzeIvebLxGk6G9zDffJKrJ58kCEOMc1c0UCqIiOKEqvZ2unKSIac5C0JpdBgRJTFxnDDTaRJrRxxqNvpjWp0Orswh/EeM6/cuzrOD48wTz6DrMUkQYXEkyu/3PHvQBznsTEqGWyXCJhg5IS8zJkVJJHxuMcJiqBn2h0y2SpZmF1FU2HLEieMbFOWEoi4QSpLGyVQgZnEG1Cijfsevk00yhA5QWnsmvLEYAZXxHmAlJWEvxTy6Qhj6EJVuECKUQOKoKomqodtrMComzHQXOLivRahLnHFY/CFvrVfgKilBe87zNKOSx4/tR1TrBIGgBjbXH+QN/+w+osdu54HPFoRaM/eSDdrXbFPca1l9fBE9RWEaa4m+9XOo2YqrP/dDNJrXe9uLFJxe/luK5XPccGyBRz46QBlH5MPf8ARs35UpJLcP/5pr1Qmub5/1+/FgmtoWBny1fyu5jfhO8SxhYKldTV5r/mjrdq6PNnld6wyi8pa7K94qLAZ/IanLfG4loXbTC8wnounI73BxlmjKxw7CiHw0JptkjPMRwsmp+MeLioSQVLVnU08mE7Z2ttnY3iaralxVIQdjhFa44ZAqm5BNxghTI2wNdY0rK2QaovHZ1dpJxHQ6ZafoS6XA1TXfc8ca77h9leGwmF6aNd823CSejHlhOeKl+ZC630dcs4jdvkAYdCnrmjAIMdYSBBEISZQEU6W1RkjhLxAd0Z1bYDQc0213fBraVClbmwqlI/97+DUBMEWfiit2x+5sh62NDUxd+uLLebKWw135O1p7J4ZWGoFEOjnNYvd6B38pw9MipuqPuGH/bqQOUEFMNhqhoxihA8a9Ln//U7/I7KkTvPbdv824PcvXXv8D7D3zJGeP3MQ1p57i1JGbeMHnP8Z2Z4FHrn8B8uHP8f6rXszNW2d5STbmbNTmSG04Gs+RSEkYaqQBgT98kzD0Ew8pQPkQGaU0UuZXOnpnPQteTlGdXqKMD4+JEsbZhBnwSnDw+fFKo6UkyzJksIDQlrTZBikxVc24NAz23MZ8dW76mmlM7VcSr7vwEYqi8ImAUvKCtc8xOzyJO/ExTHeGurY4V0ztTN5+WNU11hqs8xfVcDxma2cHYyuajYs87/a30urOMskOsbC4SKO5xfLSLsDR39qg1W6iBCxlpxgEc/R0yczMMqPRiHw84YHW80FIfliv+NG8BT1c5fmfeAdIqJIUEBSFb0o+W9/KV5Jv4eXmg9w9Osrj6ga+Ya/htaMPwGB9mqIJlXGc1Veh3HkwNQjlY4qDkLIynrrYatFud9jZ3MBZRaPV4ZpozFOTVYLNk5SxoKpq8tqQNAxVWV0Zb9uqoqoriqpCCJ94ZoxjlBWEKiAvK9xoxJkq5bzt0lNbdBdmEbVjlV1U7hx5nrOzve2T5sqK4XCEyCuKsiQvCsIooB7XjIdjyrygmIzp97exUUye5dRlyfp6n1/a+GeouYy3rf0Y7U6XUCqMdcTNFkoqssmQ2PmI5igIKbOCIFQMhmNsKT3uOlDoQFKUJVVde696ZcD6kJoojIii2O/QdUjc0LB5CbH1DI3WSbrG5yBsNJ7Hidb38gr1lwTZMWrri3CEpKNWmHHnWBLnSIKAO/MPsMedYDH/Esb5NVngHKUW6MIilCCJfLqc10qK6cfEB/so5Zkhrqzo9/tEiy10qAmkIopinClRgfyHX/JVUZKXBZtuwlw/Z2QthXA04xRrLXG7TRqnOAurrb3YjT6NfIhqB2RlgVZ+p+WMxQpDNQ1aSdpN2vNdhIyphGNiS2xgKVxOWVVECBpJADEMJzWhUPTmuuQXcqqyZjwekmVj4lRhpZiO6kp6y232/OlbkCtj7vgfF4kiR6xqpHJQV5RZwfrOkP5jFzGmyeLcEp20QLsRhfWjZsf0/pOe1OYl/hIhA6yKqE1FQIW1ISdPPcstLxqx97ptLp1/glDeSFnk3P8XmjPf6HDuIYNSa1PKld/hrD0iaS6GPPCRT3HNLc+nlAGicnRfuEDpLpKvrKKlRjozFUf5aQViqprFkYoBS+4xgmBu+j17rn9tDT8y+2HS9jyN0If2hEHEhm3zUL6Lvkv41t7FK4Ad5xymqj2O5H/Jyc6yDCH9PjGy4f9jBy7xKVZpHGGdI1AwGQ0YDQae8hXGVHVNUZYgfIZ3t9Njfn6e+YV52u32NCHLk9ryPKfZabPdHyAjjcVhnWWcTdjq72DLmnGWUZmKryjJNXmB3NpmuDPgP3/xOqpJwC++aZMyy0jDCFvXBFKgBWgJDaV4WX+dRrNJJxsyKXM6c2PODYYEau5K9KMxNTqIfFpZEGFrQzCdNCilMbWjO9Pj1OYGs73eFPYjPDgjL2lEiY+SdNNQmsuvsTHYaRqhF0VGHD+RoIKa3QsVVVleWTl4OqAPPvHj4svqXN/tSyxVkfGoSPngy76bw/uOcefFrzMYDL1avsgR1mNzk3zM3NGnmH/uGEoptndfzcVrbsG0Ulb3H0CmMRf27ufiVYfoz+zl/NU3cGLlLEeXD0EY85W4ycXru7z66a/xmf0v4kV5wLesPMwHDr2JuWKbpcmEb6RHeHv2aWZtNQU2SdaCGUZRg64qYQpgYop/dUJgEQitQCjO77qF9MSDCKkQSsGUpCmE/0yXpccjy+nUZmt7B60UX9v3rZy47tvhmT9huX7uSnKXVv61s9Zd+TppUXBk+2FOiOk6IgjxkzlPwZRSTINU/JpQSEldWcpJDrUvZvPaF7bWVFR5RquRYusKYw1hGBPGDRTw4tHXuHH9M+ggppG2mYwmFNmI1639EioKYPEq2mlKK22yEyTY2lGaEqED4jQljGLKomJudIJZcQ3d0Sn0fMTj7iBPi6u4K9rNtXOO0WhAv7/D6YNv5qvBW7mjKbh98zMEYYQ1BiFqsJbJxANXwiikKDJ2+ts0u12ubTzK91/8JGujS2xtzRApzUl1EFUWBHnucyqKnAumw8g5DtYVSeLPkjqICVWIFspHzwJ/nP4YxfUB33nyR+jO9OiXXf60fhtz4QqdoOQ6cYzNhmNTXM1PLD6OGOxQCUOj2SIMNKPhBIFkp25wquxwm5lQ1DWlMd72XOXsyx+DYgdR10wGI0ohKfKKvBqwvLxMURbM9hIU3n5qK0u322NuboG6NlT5hF6vSyMImeT+cypwtJsNBknCIMuJowitFBiHMprh1oDhuKJjTvDKnR+kETeIYs2F8EWcMjdzstzLAXWcUGuC0EuZ9wTn+B770/5Z14q0HnPIfJWRq6iswRofC9xuNJG1d5ZFUUg96E8/6L5YDpS9EoRUlhWJjWg0WtSlIXcltizob1wiEaDD6B9+yfeBCzt9aiTrkxFxqKmQVFNl4s7mFkPVR/T28vQr/wON8Qp33//zmDonUJpOq42rc6QpcaZEOoUTJXnpqFAUeUnc7nDVNbs5+szjRGkDEJT9be8xjKAZxZBbyiKnqqZMfGepyxIT1zgUZeFpRkmlkA+scFB3ueGW26hsTqQlo+E2WxfPUuRDlLCESUCzERFJi5AlUgkSHXrxWuD97vU0nEdI0GhkmGCDJkILQlfQn0wIrWHlxK2877dL7v/MOtdfE9BshaysF2wdnaE343edxtRYU1MYw5ffM+KZx4+SxA2OHTvHC7712zh99ix7t2dx187T6az78ZbxO3mE8zZDoNVoEioNxo965TQX2sfB+H9n7EXifJt4bh92Wlzs1iN+ZfkBZlTmoUBTwWIQfDO+02OKfQKSz4tW1Mb7OoNAU5YFRe7hPlVZoQVk+RinFefPPMfqygplPmHICG+MEFhbTjtUQRKlzM3O47Sm2+1RCxAWdrYHtDteixHoiKo0KBWC00RRA6sMSRrx+K5lfn12llcNBvzM2gZhWXHfiRkULbLyAjvDAVprzqzV/PYDd/Gyq1d48eIWgQ7ZGQxwzvHYhQjtJG4T3EiwZ37ApL+NRlJlBQEKU9UEMqDMc6RKyCdjry8oSxrNBCUFWkkPyhACoZQXKGqFk17lLJUiCAK/V5/ChC4XXGVd8bvvfhNxVPGz//Y99JyZNrf+kvmAu55LvVl+1N6PnMY8W+OT/zY2N7h47hwHrznC4e1zHNk4PRXzeDU5eUb/wnlUEJDYmpf8wX/yU6lOl6uOP8Jr3/cb7BptcHFmmUPZgEtLe5g/8Qwifozrjz3CVSunuG60wVXK8eCeGzmuUq4fnuO5nbNctfEcJm5wdPYQM8UO2/UGJ+I9bEczzNt1f6Boze/1vpNSKH5t44/QQUAVppz4vvfSW32SG7e+Sqvdpt1s8+DMTfz9/tdxqPd33NB/kFanS5ZlhFGEUlP4iwooigprLKPRiNFwSBondM8+QK+zn/n+c4Q9f5mTe4dJXRtPnJum0zkHDnMlac7zB9yVnxGWIFBUtcenSukLhXw8wtqauNVE1DVIvOo+DFlcXPJWJwczM7OEcUQxyUjjFKk0eW1otFqcOv0c+WREL19nrrfApbU19i3vJUibyChCRhC4gKjRpNHuEU+nFXr8DK9bfZDF5V3EjWW+t/EAZyaP0a1OEM/M0uj0aGYZ0eQkB8xZ9lWnfXcbReBqf244qKqCylk67RatplkkUwABAABJREFUOJpCj2rSRkocx9NQGMvazA18rPMj3OBO8O3Fn1BXFUEc80fRu2DG8jPr/5EH6+v4sr2JbzPvY4+tsVj64zGRsFxvv8525sgGG/R3+ohywuH6aYJ8nSfUyzFVxoAGW2Y3q9sP0Rj0GQ1HHC0P87nxCzkonuBEcT1hYDltd/Pj/Q9yU7NPVZSURUXQCHjZ+u8wmYxwWlIVGqEDqqqkLAvfSZcVVZ2hHKxvrvuG0jnmZucJw4jNjS36O30UEEQR43xCEu2mznJG4zGj8RinA7q9GSpbk1cFwVSAqxWkSYx0UDvD4f57mA/uZ58+7gWVYYDWiW8UtMaUFcZYamP8eTsVPleVtxdecY9pj0yWYUhd1RgJMggQQhMYvzIxOGbmZimrgqL0wLRIBtRlSTXIUY2EWvwjYDhpo0EQJ3RaPYbAMJ8w0+mAUOSF55I7Y3H9i+w68wWu7hiSTkQ+cDTjBjQMtiow1QRsTSoUSaONMjWDfkYQpLQbPTrdBeK0RV4WLC7OczGfMLu8DzUTsbO5QW8xZZQV2IsrfvczPRSd8d13Nh4TSEmsYtp/eJyXvuWNNPYtgpLIKCAwBe3dh6myEYNsxBPuflp7I6JHSp536160rAmkIY5CvyaYxqkaY3C2JlCCqqHZmCmoHk9YSJuMs4KyscZ2nvDoNwQbFy7Rb0c0Wx0iJQmFIECgtCJIEpyzFLbi7LlzNNKE+bl5NjZWuHj0EeJYseFWOPR2x/W3KB7/nN+Naq0xzuNMfSLdDp12F2NSrKlwpkYKjastwvoLvaxLTO05zGYqLpFScW3c913VNDpT4HfGYvqAXB4tS+l9tHGgUFogFaSNhNF4hNaSZiNFKICEf/3rB0nkcY7M3u8vvjT1a5ypkn04GLPj7uZrF99F+cifU9gP0ZudZabdpdvrQhgwGY2oGymhs7TjCC0haaakaczS0iLrq6ssLSwgqpIXjce8vCwwwtFIQ/7sh49z7vRJmq1FGpMJnd4M43XLyZ1Z9g0Er7/uPM12m1E2wcqEX3roeUTUTLZDFtP9LDcf4+d/4wW8+M7zvOZlT1KVpafgKckkz4jSiKLIUMJSFRM63QZ1nmGrEmfMtLv2MaPy8k4yCLDGXBlTT++CK691GFTc89IzxHFBmKRsbG5SFTnKOZypOdvYx4rsUhQxicvI84jHvryLVuNp9uyZZ9e+fbTjgB9+9vNMxhNUt+OnEdKrsE2eoYLYw5+kxJhqymTXLJ15lqTRYO+ZY4SdGfadfo7SOoKqYN/FU1R1yZ71cyTdLq899yg3X7hIr9fhx575WzYHG3S6HX7s4XfTFIbYOu7ZfpDDYY7+XxIpX1I+zbCGJFDUMqAIm4x234oKI+rVL03DYCRXD8+y5+JjzJ78Gno5Jk5TmKI/L+fTZ3lOUVSURU5d12RZhlaKpf5jLP39I8zu2Y0QB6aAHzEtWhVRZK5Q7VxeYI2XHzrhp0RSOMaTvUyy27nu+ueQStBqNX20rPV0SgtIp4jiiNjUlEXJcLiNVhBHoQ8MkhKsxVYWRQWuQsuaNHSMh6tgx7RaAY1U0k4V5WiN9ZWCUDmazYC0EeMcNNOIOIBIS3rzi1w4exatQ+bnF4h0QCJKDqsh47TD3MwykUrpznSZZH1eYj/EBXGJtNGcpviJK5e3Vi2c9K9LoAM6rTZJkhJFEVp7TLZAsMQah/InuEWfIU5iWu02rSTiReXjZOMhaZpwll1cYIm+6HFN2CeOEpI0IUoT3hp8mTMXjnHROTq9Lq4w/MD4E6wW67xudoNmtcHZs5cQ8SLzaYu80KhMcsnt4UK1gAr2c9Et84rgYZJ8mzm5hQoiTOboD4deI1NVKOEYjfssLM4inaC/OUBoyXhzhUAGbA62QQjG+YiqLj1SeLLDeCLJioxm2EApxXg8RlYl62vryNowyTOazSZVXbO2vgZCESUtUimpKznd+1eAYFJ4b/6SeAqDpDIVctptV1XpzwQhqGqfICq1RMoaJ7wXvqq9rc5ZS2Vq0tDnLVDWXpgeaq9lsBZXFGT9HXrdFmfOb1O5mGYQIDWoQDNxBYWxfnLzD73kH//qVz2LvsgZjke4uiIuS5CKWgqUkCgkgZDcc+wv2XPLDRxFE4dNwiRGYLE6wwaKus7pDz30Ys/cPFgfvZqPhkRphLAVpi7Z6RdUTuN0G6kTnB1gnWQyyYniBFdYnIPJaEShBMHrjzD+yClsbcjzguE4Z2tzSDq/SJjGhDYgChvYYIayYQiEofH6cwQvErS/kHA4upV6upf2bOMKW3sYhjM1whqEqzl/03HY12c0dEweDen02uzZ26F/ckSZT+i2Y7rtBOMsodaMRn0uXbzExfMXmJmZZffSoveNFxXtVpMgDqkbE/ShZ1i/XzA6XmE+2OL0A2u4siRJUxYXlnDCULegKg2BDOlf/V3c130zL77w25jV1SmhSnsxou5QZBnNxOMqnecnequh5UqmfGnK6URkmvFsrVfZTnOOzbQClVJirJ0y0+20S9LY2lATcvJsgzToMVNfwiMd/EEqpfTK+sIwsLsY17u4uBPztYc/g1aKKAgJw5AkjgmUZiW/jk+d+SFec80nuHP/cdIw5iun7uLzT9/Bj77qScyhbYIw4GfTBBUEXuuRxOxpTqBVEThBgB/F3n2d4y+XnmWumaNsDyklzUaTRqr51gNn6aWKzX7CXLCC0ctcWu2yumVodc/R6/bY3u4TN1NGWYZ1jv7ODuPRkDrPOXfuNOfPn2W212N7Z4utnT5ZFfPp+3bx2rv71NWIOPWddZllBErh6ho3pdZ5U7PlB975JFlRkOcxzTRmbXUVJRVaCv5l8QVOrmwys7tHbRwf/9Rhvv6N5/OKe3JuuWWDze1tLFOnBf7gMKamqEsqAUm3w9g6hFAEke92/KpFUdcVZVVOCzqmxFtBXRsajZTcmisrnEr4CMxer+vJiFNx18x4zV+mUrHHlDjdwtaX627Hm/KHGE3G6FYba2uakw1u+7PvZjZ05FFMVXrh4Gy+xcvv/R36gz5i1x04pmJLJFL5uFJnfahUVfjoY2Nq/6OuUVoihLzyvV3OdvCuUY8HVUpPqW9+GuJjkxOcrXj8sX/Lzs5BWq0f5GLjCR8Bi5x+HW9dA8HmVo+vfe032L38Ca499GfsrF/y2p8p7lpp4Xe9UqCl5P5dP8DZzvP5juP/N0nVx1a++NncGvGhA79Mox7QzxZYTo6x55aT7LInWOA8UdxH2pxHh4comvs43D5OMTqLlZpCaurKYJ1hsJXzXLGbLXUtN7efRNkJ7USgVUWoJfYyx0JBEmui2L/mgZDMznRIkhAlva14lI2QjZB9qeSH3McRVlEIR5LGJFHI2+v72ap3CMIG3xl8mTu370MOn2aSLBGnCQvLS1RVQaJ9uuFOPkEiSRspIZqtzS3mi7MIB4uxZTw8zc7GLmyWU+Q5L+18hjuWnkH2T9APFrkqHJPXGZFNkTYgQEyV+wZbl9iqINSCrdWLtJMmsfSFdKq97qeYjCHUzC7MMer3GWcDshzKoiKKE6KkSzOOEVrSmZllfnaeYjhmazBAah+uY6bPza7lOVyec46K5d2zjCdjBv2MMNI0Wk209IV/u9FgLHfzYf3z7J18jLvMx/li8+cYBx3u6f9rmo2QqqrJCh8whlRXvPO2Mjx5cY7/dvb7ucP9FR/7m3to6pzDvef4/MW7eHPn96nXnmBQTnBKMTPbwxiLMRanFEnSQwr/bP+DL/n9+/Z6YZgxbG1vMRz0p1YJH0OLscipUOvC+grlsZiqsARxE+s0zpZYA85KqlpSFTXSWvr9bTqdDkWZcenCSS5dOEEUh2TOMh6Nkc5x8thx/2GzGdvakecFJi/9GDSQjMc7NN54hM6P30O3CdWvfgwDbIyGPPLkUwzyCd3FOYI4JtDaq4elwMUB5hnBYLTFddu3Ue/WUwKcoHYlTihk6G0qKIMWIJShtyEYZgVH4utwd2rOnjvPzs6EZqx4yU3XM/+q51GajJ3csLm+TcO1CXopnd2zjIYT1uohh16pUF/MGZ+H4STnrh9p8sJ/2uXvfvkkj//3S6z++px3FNgaUxvWVza45sAuDl93hLjdZjApuNceJGeG2WtuZjE4SX97myrLGY76DMYVj649jxfsP0MQnPcK+CgiSRPQCqsU07PYZ1pPKVk17gozWQlJZUqEg1BqD9KxAi0DsKDiAJsXzMwJfuFffpj7PvUhbOb3rnYaEeysD+OoSsPu9P0sL91PM7hIXRusq6ltxTAbIocSrSVnxnsZVx2ePTfGrH8VZx1P7lzN9qTBVx56mtNHj6KVJgpCPvvEv2JnskD8myWiUrzwi2eYaZ7icO804/Utv3uPImwVIMOAMi9JlMIWOd937TPESUIUJ1NGeMmv/9z/5PojswRhzytd05RwKsBpNFqEYczMgrfo7L5qP6ub6zS7XdrdGQoHn3vgCB/6wn6C9Awvv/1BgjBknI+phOWPBtfzeL3Ez+18gadGDT6gXs4bx1/kJcU58qKiqmpcmRAqQVVO2FzdIdjcJJhkjBuCMxfOc+PhDCFmOXLoJEUeUeUFtfLrk7oqqfIAZyzSOWohSZf3Mli5gC0rH5WpfWqatYbVxQPc+5Z/xy1f+WtuOfZV73hQwTTEpp5GPIPWgV9TaYVWaspT8LkK1oITkGcZtvbvM8Cg36dq5CRJSl6UJFFEkU0wdU1rtEpjZm7KYBcYJ3BCYmpLVfq0OGtBOUEQhDTSJo1WEyUFURQzGAx8gMcUzGQdPm5UaizSB+PgqWduSn8USiOlnk6n/P5VIXwYk3EcPvJ3bG1dSxydZZLZqR6lviJyvPzPZCzJsnm2d+bY2e4TR36tZ6e6C79WkEjpkMKxvtxjGMxz7PwG8eg80oExFbWO2Lx6jkEtyZklr5Z5YvYV9LYe4kWP/wjaHzT83ct/Gys1b77vdZjJkEArnj70Lk7ueROv+Ma/ZK5+lL859JeMwmXmOzdidch3Pv0TBBKPuvblFmEYEAR6iq2WjF2DB5O7uX31QSabz/FgdQfJ/pjdjfPYYouq8o4Oa2oCV7J24YQfQZkaW+SIapvZfMxIVZhyB1tqkkBRDoeMqglQkEYaMxmjWgmBUszPzBIFXrE/N9ejvHQJTAWhYve+fexsbbO3M2JzrNHlJdZWcmYX5hgP+vQdHH/6GTY21wkCTVEbpApIdch4e4PmVFhdFSXjUc64LnFCeCJgFKNkiCZBKUdntuXzGsY5eeW1R3VWsr26wYUz5ylNhQpKmkLSTFMvZNUKmQakzYR8PEa6gpleyHBco0RFu5MwnuSEyjJ2EWPmKOO9KKMYyN1kok2SprQbeho4EyCtIElDJI4sHwKW7TxiKNps2w6bpkcWlCzZAYO6zdBEpKKmzkuGxifURVGT4faA/miIziICLVH87xNq/j8v+VtvvvXKuBExtVoBBktVG0xVU1YVDyXP58uzr+c1F97L/Pg01ng0qlYB1oTYquTSynmKIqPRamDqmqjZZLC2TlV4C1Oz1yNbW8EJQaOdXBk5WRugpKAdxczOhX5npwOElNhntnGffpK985L0jkOIzRLCkO3RiLXNTSamJEobJFFMu93GSUHZt4yPbrH2kXM0v+v55OMMoTROQlkWUxiKmFZMhjgMkMpA3qC+f4n23hYyUbSPXMfGvoJ773+YneEQU47oNFNmkhYLS03271/CYcnrispa6l3nEHc/zvNfv5/T7++xNRhhzg059ZkSzi9w6x096qqkrgxRc5nBaIIxJYPRNseeeYKF+WX27jvAO1pP8Or8WbpRRZQukCYpcjp6u/fYIR4evgK1/TBXXfUAw9EObFc4BF+9dCdXzfS5UO3m+rlVjiwMEY0mMpl6660f+SSxB9o45wiUprClZ+Np7x8NgpBinHkLm9vE2YH/9WWBFUwPQedxk6Yijc5PR6b+9y5HnTJVCe+O72MufBux2qQ2fsVwdeMP2N/8HyRiyPZYXXlftkYh4yImkw6bST508s0EDHlD8DZiFU9tdZokTUniFB1ooigiq+d55Pid3HD1Rc5eOMy3vvoEnbYiKDeYbJU0Om1MkRMJTTEY0wwiytGY8aCPqyu2tzfA1diyRDhHkeVIobjrhlNcvFTygltWfM6CNV60JxQjF5GJCKtCqjAkFyFjGROlEXldoVWMVYrcOGorKI3lY298KxdmF3nHn/0XljoNFmaHXH/9l9jeGSDl4rSLDKmdmcafemtiEPpI2jRJkSpAKpBSo2RNPBXmyGaXMkqokhZxHOGcIAwDqtrbsuR0pCikv2yTJCUMvQ9dSkUQRuhp9K2Sku3+DjujIednjrA2e5Bbz32JKIyw1lGXOXVVMi5qqrJiOOzTVQH97S26nS7gIU06CK+M+43xwrskSWi1WjSSmOFoSFEUHvuptS/ymz0++do/YLbe4qe4j/N1zH/e+1auK87wtLial7e/xrfHxz2mtvaIXo8/9Qc8SnHtoccIgsc5daq6okXxxYYXEF72wDebx7jzjtdTVStUtUNIg1R+HTVFD3jBpAyQAm577BeYECMnfWoLQjhfGFU5d33yjQhTY4nBVJw99EN0Nx9gODFI5aeJVz32mwRJi53tHbLxBKUlOzalVE3Ob2WMhhvsMf+FLNnH2vNeixFNnjp2HkzuXWdTK5pWCiGmlshAc/rw9/Ps3u/i9DMTrjr+Ye696w+JzCr9r7zR8yimGoWvH/ptRvHVfMvXf5DQZZw68208/Ng/48XP/y2+/o1/z67lR3nFS/8Tl04ppFOEUcxxfRuf7vxr7on/gOjxrxCEEY/Fr2WBHQ64x328LRBTkg1rH/aUryOMoZwUaDHGupwkkoh6h1gbnB2SdhNa+BS2ZtgiTiM6acRk2PWwrszQtRWNdouWChEWhuMhjdY8OxsXaHZDjC0JQ8V4kpPGIdaECFNQupJ8UpBRUFNBXdFfHZLEDZI0ZW6x58/vokKIijBUaAStTpPebBdnM7K8RgWKaxpneNfmD5Dl24g44q32Z0mSBjb1+h1rLZ1Wi/44R+CnQJ12l7oouEbfx+27BujhKm+7tWCu0SAoxrxy6X6Gq6dYyyO6OiQoa/LhCJNq5mZbRNpNk/gCirr8h1/yWspptyemYzHvY2SamCPwFLUzLAKKg3t3c53SODwDvSxL6qpEScmNNxz09nNjMdaLCorCHwQfSt/Ew+FBvnfld2lU/SmFaOoHrh22rvwFWNfTzJxvKpaj7S3Stx0gMZL+XzyHThQDU7Da7zM2NeFwQhzG7PSHhGGECjXXH7yGve05zm9cYqvoE8cJnU77ythPSIUSU2SjVJTGMJoYJoWgXziCacqerSXNMOWma69CtTXb/W0unLnErs4MhfFdq6m9EEat76J+ekx6epZrd8WoPZogDjEbFQdeXPmReV1T5BN2SvjzkzdTPfNhMrWNKMfsnDnOuUsXmZ+ZZ+++vYTBPKpSNKdq4F6vw2tuHrC69gXecP0Gy/OLWK0ZjIesjBb41AMvY25nyIZtcWznLD8kPsb6+ipxFPvAHmP56tG72LcEdx25hC2atHttD/NwXgToap/E50ezlmw88nto4UenWvtM7bo2Vy5yD+bwgpQrWorpoSqlz1cWQhOJbazBU6aMZ/VHahOB9j8EKCV4yZGfoiws4t2ej3BBvJ5YDLwnux5T15UvIEYCW/ududKapy/8IM+t3cMjTxyjPzzEyv+ftP8Omyy7zvvQ3w4nVNWXunt6uif2BOREZBCkCAYQlJiDLgXrklei6CtKVrAiZdmSFah0ZctKtmTaSpYsURKTSEoQAxIBEMAgcAgQwCBMzp37S1V1wg73j7X2qa8hwuNHLjyNnv5C1Qn77LXW+77rXRc/wvX1S3ni8rfzfW/9y9x2+gZN3eJrMdOoqhpbe979ka9id+sKpxaPc/3SEV98/p3MvnCRNzfXuOXcOc7sZv7U73tWziXfQc6ZMJeWqD89foHBPEJjHGebjq/37yP76zSzPWZpAzHvnjrF0cEh2zu7VFvb4Cvuf/krifvXMTETovQ6D8PAcr2ibhqOj45ISRLt48Mj2tpxuH9d2ixzJISeMEjgLJPI7nr6c/zw//EnGQ+uYU+dpu8HrLUMXYe3hsViQb9aQUiYRidwOXFbyxkuujN84JbX8/bjj7PXiktks5jxky//fq40t/Ca+Bxb3WUODo9ZD0s+edfb+eBbfztvqv4czTO/QQwD165d5ty5c9R1i9s7yzz08hlkhhjwXkSLfd+zvZizXotYdD5fsLW9TTtraUxNdhUxelIfiCmRsMTsSMaCb9habNMPHUfuEFv2pBDo1sfMFtvMFnOaulIfjM1rE/CNdl44ZrMjxlHny2cjZik66EcSWnROQxZTmnAgjo/JSHOOMTgcbuzUV14S5/se+p/FhMbUEDIhJc4//LPs7ewyZI+hIsXMvR//G9z+ib+DG5ZE5zn19C+xlzPnH/mnYBz9sJZ2VeulIlO0RYJ+po+BvYf/PbfnBae++FOM64vc8/D/RLt+huNVR1BDF2Ogj4aA4/krB/hwxLX9NSlZLl1ZMgbLwVHgS489LfRcFuTvudN3kHYtz168Sr78BZbz+/nEV/8AW+sn+ZpP/L+ompqX/MbnWewf8Xd//NP0W2f45n/5X1ClkaryZB2w4pwTO1fjeH72Rt5369/lDfZf8FVHP8tBf8C+zVw1YJ3lgeqP8zBv553VnyH2T5ONwWb40mNv5pff9/18+zv+LS97ya/j6xk5Ox785Lexc9fIe3Z+P29qf4VvaH6SXFu2L5wDJ050OVnIjkTNL178al7cfpH77rmdTJThMtkSU2ZYJ/p8CpcTJMu6S2zXK/xWJYY81UDrDXFWY3JitIaqmZOMIFizWcup3W2uX71Es2g4NT/iuINqvM7cOsbUcXp+jNmac3DVcXh8wKrrWGx5ri+PmC9aFjsL+m5gSJHsv3Iof8Eg38yayd7RIC1JRsUaJfM1xvI77Kd5O58VL2NjSGrVN69boEUsQ8tmIXaBxiTY2cVYy+m+5ZmQefV997PnejVXkAdNkANxUHfOg7YWhZQIMdC7yJXfDJxNryR+/4t59vsuUV/33PofTk9QVTl+rMNVFbfMWs7sndZOcYd10A8BY+K0qQkEh7TnxcizBzW+asgGRiMeAevQk1NiXrVgK269ZU6/NrSVp0x1c8oPmsGTP/1iUk74mfSb5myoXIutPTGMmOzwM8/n0ov43Py7md//Ir609WpedPWfcOHK/0EcO9aXnuLyjeew2ZKzZ2f7NGdO38L+Yk6zc453vCSR+yWPPGI5d/Y82VhedwF+4HWf5uV3Jx452OWVt13h7t37GdRbIKXMpcuJf/fhN7O7tea+Oz7NxRuHvPun7uaOM4c8eWnBy+454LOP3s7v+rYbnD91nRurBf1qKYIz3Sin4K2VkLjr6UaYSzIga6uMvRR3KZmwlvOG2yUzWRpLL7zXYTuZYDpyAG/gAr9A5aV/PKdIXUk7nLFeugtq8SR/6d2/jK8Hzu58nCvXXsf5W9/N5cfOYxh59tKT7O8/r33u4kDlbCak2/jlX/8TtPUVxvA93LL3FJfSi7m0/zm2/T9l9tiMWke6Vs5TN61w167S+QFiCpOMpfGOZgiYuibFRBzOsHWq50auOXfWcHy4xOL4rz75QR555FHOvOqVHDYzaVWyhsXONvPtLWbdiu29Hfqxx3tP2zSs1itmW1s0W7tsby+48aWHGMeBunLai1yLk2HTYpeH9F0ndMoo1/z46BBS5MrVK9TNDHvqHB8491YuXHmA+oY4MIY48oHZK/jI4quwVx7hqy5+iGFMzNYzvvEL/5bnqtPMLj/CyhliGHAzT+szjsSd52+lPtqh6zqGcWDdrfji6Vfwc2/43fy2x97FS1efZb1eE/qecQwsFluE2HOtD/zq67+bu7/4cc6Pj7C1vU2MEe/nZOuJxnH18kXcOPAHnviz3LK7xy3n7+T65Ysc5bOiSF6tGNTFcL1esl4dszXskc3tzM8WJQka7E/Cnnni8uX78u2UZVKjCCnVqAFD14n/fQhBlNPJqLeGuLLlCBhLTEFHQwutYA1khdptCuQcyTEqpyafYTG0aSAZN7X1xpQwKSIeF1Yje57sWKVVy4offYCm2+eeB/9nMauycNtT/0IMdHLGJjP5ObziU3+AbCykTMRy9taf5JazP4v3iVO3vBvrRoJar+ZocLZi+9lf5k3PvZdMz9Ia7MHD3Pelv8Ht7jJdHFmtAn1KNEDuV+R6wdX9Q1wQMZtQQRnnxTqWlDnYvYQ5O3Lt+lUeuXhJDKFyxKSItXBw9ips93zxyUeZjU+SjKPCcOXaeYyJPP38M3TDIzhr2T94BR9/8B1sf+kJ+O6Bi88/w8dvfHbabyqXldKSe7S/eAufvP3b+Pz1s3zNlZ/B6ZyHuvJA4nPtD/LZ9of5+vWf5478G0Rf88XZH+AVi8+ys/wwy/VIP/R86je/E2tHunu32K6v8srFh/DWk8IRQ7JsbVd89trbWF05zZvP/QwXn/gc15+qsSDt0ylz5twueescp8bL7OwtWDSNtlZnGl8T12vGvv/PD/J1XWlAlizPWkO2xaZSm/aRbK6x0kMNsr7lp8TXvjwk1tlpFroYvMjD9Yfnn9BQsDHhtKizmTXUbCYsZYmZ2EpgKWMMdz5pMY0lLAJXhxss4oy7b7tDPYXlYKTHG4UajXrBiNq8jHeV4zlxzBlylfiZz13gX3z2JfzpNz/IixbPk1JiFSt+4vpbeO29F2DvOjZnno1b/PSZ1/G7/Bc5Vw0YL7zdGGTUo/UNZaqec5mIYVSu01Q1CRFtvWLnMm/pf4Irlz/HM/N7mHFMrRPdXGUwtWUYoti2Hh/x/KVnsGQ+Wv8zVtzGf3nXj3J6p+L5/hjDnIvPW96y9Xlurc/x2hftsrW7w3x+nms3rnP+/G3EnDh7yz7//R98nDN7I6988av52KdafumBl3PX+Tt4+tkdHr90G48+vcPO7pO01YyffPdreNurP0GbPjLd92KdKTPRE8b6SfmMkT5Sifty74uzXQji/gQy3WtMch28tXJt1LvHVp44BII6xBWFcM7iEBWMWHPiHTEZco5K73i2Fge84SU/T8wj5259nFnT8IaX/hNefvwP5eHGydpwnqp2JAba6lle99K/icnHfP7JP8q8eYTXnno/t25/hicefxLnLeM4aDujpa7EKhaMmrF45rOZDgtJKhSr+NhvvoP3P/AtvOhPfolH730xP3z133CP6anJPPvEQJUCqxtXqLyXQULJcmp7gc2RW07t4Z1je2dHkx9LdfYsx4sFp87fzplTe3zx0YdJriJbSzuXmdQ2Z4HFtXVSuOlENauomoahX3Pu/Hmsq3j+jlfw0XOv58DUfMPhxzg+PiKlwLeNv4l5/FHufeoDrMKao8Mlw2LB1uFHuWu94nhrjveO5XJFHDtetv4F7vnUz9B1A8ddT4qRWdNQeU89LJnFNae9oEMA15rTnMmR9eIUfnmNZ+58Ob/x0rdx3O7woo9cYrFYsDw+pplXzOKapj/k8PiGUBZp4GiM7F+6htm/ynp9TEqRVddx1e2RHXT9isPDfS5fu5ePfeR/5KUv+wi33/ax/6R6n15Zd6TyJZMnoZ/shxIUci6OhVk9MfTrVuB6Y0UvYJwlW6GjJKhkLBmTErYSoWQeMoFEIJJtmTBp1HzMkMRpQPYtLcCs6mvNtLeCyYZMmvKWpEWFTKosHR+b7xvQbgF5SG3Zv3Mm50COFkfCJq+/lyGr/sFkTBZBNjq++87nfpo7b7+NZ5As5jdf+iJiSrziX/4BMMj1Mmai9ciGFCS5N9mwc+NB3vrA14B1ZOtIUdvOkkSHuy//T9x96W+RMYzIpLhI4tTeB/htX/tBnMl0gzzP88XnOH/ul4hxh1c//HaMWdNnUbhDZrBWry2kNFLFj3C//Rvsrh7kRncMBrH4VufQbvt5fH3I0cEVnjl+lqvt1/LQbd/G0wdbvPbKvyLETEoVH/7Y74FZgPMN9fElwsP/GG+d5oUGTOaDwz9g5DT11R+nMjfIKhB1ajV91LyO98e/w33uP/I1q7+NS5ZnnKVuPRgROOt2+lu+XjjIVzUnVSgpZ9nQNLjK31nnR+sDYmQAiqEkB0bjqfxsyRgNOlxGHbAKX2Z1w3RO4V39fFMeQFP+W4KyVciTDB7H1z7wOnnL2ebnjLUyk91k6W+28vloQA8xCL9my0MiyUbKlpwid+0Gzs577jzlWGxtYYCHrp7mfdfvYbBbfMfeQ0Dm5w4v8NHhHl65MLx266kTe0VJX7KejpioZATKjjFiVLgWU+SXnrwdTm3zu297mOH4L3C1u8JR2CGMQU0GRTFvfMLZjLGOMQRm+VGyGXjq4iM8dymQAjy0+qM81n0v77jtb/Pycx9g3rYslHdyznH5zBnadkbTNHz3m8SUo5md5cI7HCk+z3133eBLj5/hDa/pef9HrvLdvx0+9Ou7vO/Xe87dGth/WiC2mJNudmIXmpLBe22JMmVwjcDHcq1F1W3IjOMgCWQWwx+ytISVlQKiRnVWhEEkQUkihmQzeI/XpWSAtmoZY0RGQomw0jlfniscFpMtTd2ytoNsaiYr2mTEUhlBGl505wcwOO69/ffjvaNbrzHWyWTDGEhZjGCIhqjrO4aI6SyVbzg4PkB20qCVg6VbnWfWvJ70/GeZndvl6d/8CN3qWa4evIFffuCHedl97+Hr3vAvydngXUXTtFS1x1U1jz75Wr742Mv5jm/+Feaznqry/K/f+fs4bmf80ff+NDEMnN5ZsHKRnCPWVpJZmcQwdsQga+z4+AiMZRh7GcE8jpw5fQqM4cLhY/zA5Q9x28WHGCW3pGkb9lzHGy8/yI0wEpKY2lgvkH4k6jSugeXyGF87GtNijPDc1/f3SSmxtbNHNwycvfR5/lvzv3B8eMDSwPtPfwPv33sz33LlXbznpb+Du288yu999N/wfa5h9+EHcdbxq7tfz3IWePPl93LUb0PsaSpDWxniAD91x+/l2eYufrj7G+w2gXGIfPLsN/PArd/Bt5/9N2w9+BN0XQccM59fZnfn4hTAC7VUQl4J/CZnvHVK5ZUkIE/tpkk7JoSiz1jrQfdd551omVKcRK1G5z0Zy8bwCIWqjeXpp38P1i24555/uHE9RNDRnBLPX/wuVqtX8KKX/D1CWAvcb5HKSpFPSUys/MnCgSWyJBjqrEhJAoAwLnj66T/J+fMfY2fnfQh4ocmL/rYgZUkRyDRRFSBIRI5ZkAV1fUwpE/oRkyRJL5x/mXGfY8boPpyR/AB9UrK+twGZbCmAiKCX+jNlv7DGkZM4cUZkL/RJ3imqSNw5WK/v5ODwVdx+2y+wtf3F6XNMLtdD4pjA/pnbb/ykrARrJoQPtd89f+OnOX/jZ8QGO1v2lh/hxVf+Anvdg4wRTaZGXvnyP4KxgXS4hRkuE5Ih5EwM0lLnneWV7k/Spy2G7iqjQ5CWUZK/FBPH9lna3eew4yNcWl4RzYhBhuNECGoL/JVeLxjkS6VVpphJ+ioVu9XqWGKimRZ9qdxsCeimzBcfdRiAXDhr3eb3Ycqg3Qk64OSs9BJ8ywM4DmsA6qbBGD89fFb7cFVGIwlGlmBisiFnS0gJQ5iy2ElIU7gsFRvGLENLvv7Cs3zDvc/Lwo9yPG/cucx//4qH+KrTS+lzBH7w1EXuqgfeNrtKVbU3HW/OsrkCUzuS5OhZg/zmof/AJ1/GZ2/s8UPfdJ17FtdY9iuuXL3OpUtXePh5z9hdo1k9x6wW0RA50w89bzL/E9bKMJoQLFjYco+w5Z5kWH+BZy49qxt+aS+yOCs2kFv1nMViwXy2YGtrm8X2Nne2M9rlDr/jtbdR1TXf+9Ur7j51gQvf6njnt17kX/3b63zsWSvZaYrEZHUDyFNy5pynrluykWEdZLQyEd9qazIx6EjbnEiIGU/WByvogA1xxxN/e2fdFDAlkfPkLNBpNtDHIFfWGOl7z4bae7pxJCPzu8VnP2iAl8QvO1lDMSbm8zntrJLNahR3wLpuWC5XWMT8Bq2OQxhIKZNykGvqrfKhWn3lhNXBICTDHbd/iHO3/irxYuSVv/SPSDFxZC3ZPcv24ima6vM8d+k5Vqs13luqWlq7nLV87NPfx/NXX8Vu+6+47ezn8N6x+7I3UO+d4e+/6fuxKfIjn/84i9MLCTq+wXvPQbPg3a95J696/MPc9+xnGMZAiInDs7dSnzrF4efg+eci99+3oCHytsPP0deBYRhp2hrrauIYpL1uFJvaqmkkeU5Zk7agg2lqUhSuum5ajo479m+5n/roIrOclQ4Tz+6j42PatuVue8yZ4Rp3mWPu6K9yx+p5dhZbfN31h3n84Cp+e4eP7n0tEcP9n/3XnD73KO3BUzz99FNUlWW5XLOz9xDdXmL/qS8RXBK6bPcUuztvxF95jGHZ09Yz9k4f8x3f+V+ztbXgiSckYHz5Rln2o8uXvp2Dg9/GXXf+JbDHam4kAV/2GwlaaaKmko4ntSSS2lJvArv3ljFKQgRSMEklPhKBp555J2TPPRf+MQbRJaVS7BjLxYvfy3L1Yu648yeom6enXRFU8W83iUihy+TzM9ZCjPKZGSQ6A+v1y7h69ZuJccHW1vsAcSbEFFrWYrIcQ0mETu7PMs94U/kbKz/X9+J6mBKTMFcuaxaEVYudcrwl5iRNFKSQszKszFiykeTJIKgEoK2PGmfKldbiseh+jDXcfud/4IJ/gDOnHlVxrx4rbjqGpK2nKW6OBT1e2XDMVIwaYxmHoAVj5tzhz+vdL6im5fTpB2Q/WSfVjYgDKNZhjVA1ty0+z3K5Arx4zmTVuxmDsZ4t8xxvOvouqkqQ3xQhO0sOYo8cMxNd+lu9TOHVv9Lrn/+rn8hGB4WIyYKVRZTLiWuwtnaq7uUEDeSN+MqW6limdkzVGbo4rcIleovkhuWsG70R9bi2f5VXTEFHK7rJUcggPeMCZ0lTjYJdmiiURQMmB8iZpq4FGimVZJafjDEqH2cVgmWTwWapSF2ZWqTnYxEYKmVwvlIo+aRyN4rjUXkQs7TdSAUsiuVsMs8d1Tx9NOfNt12fvoe17C89v/PHv5bT846/+32/wHK15OjomIODA/Zv3GB5eEDfrZUXTLJYk9WsJWEtpCwikpwEwoujtA/pU4zF4q2n9g21r5i1rcyzns1ofcXpvVMsdnag9nzqc5/hiScfw1vh0oYx6Hlmrl+7hrVeoNm6khGNej/F0x49f4XskIcno1OxJnGeKKOdExi8jGsEN13Xqq5wlSeaiHHiTBYz8hCGLJ0e6h6FtWI+QyIn8Swvyeg4ymji2WzGqdO7tG1F3w8sl2vAMp/NuH5d5qXL7Uu0s5qUxHBmHEdRoVeN0hIiSHTOMIxrnHNUXr43DKN8z8qYSYNM/goxkrIkfoeHB9RNCSjCsw79rVzbv4/d7Q8L7aTJ9GzW8Ml3/rfkoefl//wvUTcVZYBPTJHLL/86Pvm9f5W7P/NLvOlX/i7OOtg5zc/+2P9M89CS1bffxtlbnuAH3/k/8KkXfyvPnHoJ/8WXfpImB9p2Tq5avlTdxrlLn2bo12QjyXHpmlivV9Oz2YcB5x1N3dK0Mz69D7/8O/4Wu09+grf8xz/HXXfey2Kxzd7p0wzDyNbWgsVii4ODfarKsrW9zfL4iMVsRgyB5597nnY252J7G9du3GBx6dOknDg6OmJra4H3hn4Y2d3do/ae/ev7WFexWq9Yrdfs7Z0mxcCzzzzFEEZuu/1OFlu77O1s84UvfJa+7xU+LxRi4dwND33u77C//2Ze9rLfw/bOF5jNWqra4b0tcVc0JaHMYTfEkBnHpMI9beEzhtpX9F3PoBbHptCIJwqmo8OXUlfbbG19hqHrhHaadsbMcnk7fX8re3sPSjKl1slxDIwhYFSDBJsirXQMgBHUUt9v2v9zZv/grSzmD9M014UXR45bBk4ZTN4E4hJqDw5fy2L7EZxbaoA0MpUNqCrHuTNnuH7tOmPKimpAGYCTc5oq+aGb4fzrmM8/QdcNeh9k7XpXAYah74lKWcjDVZIkpXVz1OMGZ2TmxxiTmMasX8Jv/Pr/wLnzn+d1r/qrrHsRc0a1pk5R6EIZTyLxw0yaiEzMohkon5VSmhAEZ5VKmXgPTV5yQXa0YEwZa7yeW9aWy8ipnR2Oj5dkPAZJFlMGY5wWnVI8OG80SQv4ypKiFElZY/FHP/LQyaA6vf5vcPJqGalBKcYIMYn6XP8YYwWmlNUCWaDVonJ2zuFMmSqmIw2Bpm4EX7Vsgp6Gf8PmgfPOSQAGXUBZBSVpgrkk6ymiLoMzaEUPtQNnk8AfGsCdfpLJEWMGso0YI85G6N+Fo0vGknHS46v3McTEMGrSo1oBk4tqnAnNyNPXMs9crPnLf+9lfOfbL/Lt33h1EjAKwpBBFabGee7cg7v31sCMRJJxp2T2Foavf8k1zu303HP7HZPXvDGGMQb6GOj6nuVyycHBAQcHh6wOj1keH7NaiwAphpEYZHBIDJHok2blRbgjiVgksgyR1XHH1cMbWGs47O8lp8SXrn4tTdXztS/+ILs7OwJjWk+MkdV4N+/99A9xfv4T3L37UZlC5SUZJEM/DtOzMGplve5XhBA3VqRJV0KGMEYNcrLCYtRpcZq4iEuZqPGxTiFEKVlMkM1o7HtyXRNA4cQNmmCt1+PJovTNG+e0SU07BryrNIkRuCBp8pWTVCoFbWjbudATyLNRaZ/wGHrZrIYB74W7914dFsce40RvEXMmB3nIq0oU2zIvKQk6kC+yt/UcpFRwIrJJdOuRV/+Lv8gwDCR1doshMAb5zFOffTdvHdfMHv8c+8sDucfXr3H2E79GffGA1ZkLnNr7HM88/yiffv2LuHb6pXz88cfYPXwWcHzuq36Yz77snbzl6hGvufFute2tcK7igbu/l4tb9/G7nv5n1GnAuG2M9TyzdS/DsObF6TIPHjzBXcOz3HvP3aLZCB3H+9ew3nN0MBCHNd16xei8WI86y9B35JzY3lmQMtw2PMst9cDz1jCsOnKKpBjITnwwYogMIRJTYswDIUki3ndr6QzymTxKt8vOzp4UDkmooVKlnqxUnXO87OV/nW59N3X1BTCyjmXPyVpggHe1WuqOYDIBMW/RrROQYTjFhto7oTk2z5yMyzbA7s6XmM126PusM8nlWS0o32z2FLPZU4i50cbXP+teW/REzmn3tBH/81JBWz03oSI0obGGvb2PgmEKlEarWGtlvUuVuVnnV6+9lS898pe57fb3cs89f3Pae4M8VEKRqsYle/FnF6pERYHTZEzDE0/+Ia5c+Wbe9Ma/Sdt8YEq4Mg1Xr7+ZW858Fmt63b+z0lCapJjSBWGIWd476/A0OfZE217i1KlPcc+FJ6hcxUBPIE2/j0HvgZ0SL1OQnSm2oehLwjqlEQ3EHKd24KSFWkwqttTgb4zA7xZBObLS3kbRkrKHyZTIQlNaxjQKQljYAit3MAbIWQJ9SZq+0usFg3yBJlJU2AOBIU6elDWy2SYgh6hzxy2Vb+Uiw/R7Was3X1Ui6lMSdVK/gxj7pw13H8napiUZr3NFgOdxijBYU3QCA8YkHBmbA85EvBXqABLZOGLOENBIogiCzkKWwJwwWU0/RGoiG+9EAMhiF4jfkVWyVyAz4dYc9kRbQwYuXV3w0MM73HtXx/e84/qUxZbrkzVwCHds9QHMpGxJCmdVxvA3fuejukA8KASccmJmZpxsByr8fp8ESh7HgaHv6NYdx6s1q3VH161ZrlasV2v6dc+gbVrjMDKOo1r7JlIQIdyvPvRjhDjDmoHKDXTjQM4Cexdw59n9La4f309jXsGt/ftpm0qCqbMS8Gujgd/jzAxjYHdXHPpiTBOik3NmuVxhIgp/SgJpbNYxrYXGEZjSRCvq+yhCodhLW2LW9q80jiTdyCtjBC4s5RRJH9AKX9U0zQxpTRqFX0vyMI9GJk2lmOQYDHR9L5CsldHLdd0qDGqovCTJIY5gZGqWd552Nufw4EjmwTujE9kMuEhMI+OIPshGr0ssl0U2OqMCKr3oSrljrFSTZcSoURSqbVuwmb1HPkHXjSpGdCyPj3jVj/912bhfb4BAzDVvfd9/w3F1iurwS3TGEobE9hPv49a9e9h65te4dnRJ+MsMKWS++OJ7ubF4EZ+/+DS7ww1IlqE5w09+21+nXV3nrR/4Ma7s3gP9iuHF38Hl86/k2z/0d0jLfTCIq91S9pUBQ+iWkih7zxfPvJY7eIYn67u4MDzOk1uv4sKtkb24ZBhGqrrGeYfHksYoiewsEY3Rnn2ZtWCQZ8uqZfEw6lCdyhHSgHXgvCFFi45bEOSlPmZn50vcuJ5ZzGcqOpMR0ORNwBQEBzKijE+50mAmQj3rpBXZOxnGY6xFAFgjx2eSKvelsBl037DOYqwWHOmEpieLFwUaGKzzilqiwTop+iVjpUuVLQJQhdYtG0jfyDlswN3Ne5lCFyQtYKxha/sRTp36GOfPfVyScHUptONAygZfeWaLhn7oyOOogdnKWtb3yDo6+dTpD5HSNpV/SAosPffLl7+FRx77Ee67513ceec/Jo4yblnIPT0wE8FkbenOxNRwfPQ2bj//CWI8IsREXR3zmtf9Ne68/S7WNzyZoqeRjrGUHQ994ceYzy/x4hf/77IXs6EMjAZrqftkHUlYMnIvkSRIxoM7jGPSPhTRuiSIcmVj3CRSkrhI4Syax6SJliSeTn9p4zEi+5b83gZb+UqvF55CF4Jmq17U7RmtmM0EFeYUiVqdFf9sp8F7CvKFYzjRQtUPRfafp/83iLlHoQjQzymQBDlNi7B8H4VVMmB0c8UYrBMThb70tuqyzViMK/B5mh7UsoAlqys1kgacE0BINgW2N5BLNV6+Ll7WxlgVceixYviaN674N3//C9x+foWzXh5Ao+hCzpAdJtupZbEsCGckmaBwQXaTRaYT6tgYE5UvrWtCiXj9HGMMZrYl3QJkQk6aIUadvhUYQlAEJkir0zDQdb1OAxtYr9fcMJ/k6Njz9OW7cGZJM2sIIUKuJk7zrls+xTfVf5r1wW8QhpF2a5sMjDEQotyB7DKhj2DUxxlBEIwB77z44FeOWbtHCAlfNzIuWLnToRsIQ2RUMZ705QeGUaqfEFDVuyA8WSE2Z504kI2jolOQpuTOEJOINzOSjaecRb2atUoYxkl4lFRMVXjCnCI4i3e1+FgPAb+oJQnKRREtO1jfielRDEmH2FggQh4IsSOlmhjlnhpddJkSUNC1GymbvdGRvjEk3YSlivJORr+OoaP2XqkDWbth3MC21npyLp0gkXq1z064jtHqcBwzO5ce5K0f+k3qpoKqiM7A+MzX/fqPEtoFi/gM1DU2e+x4iXsf/ve0RxexV77A7V/8RU4980mefc13sH/qHh67cYXq+tNYm6mUniELZ5yS2Nteue/refCN/wV7z36R/cVLOX3tC1zffRmvPgy85tmfFr1HIxbJh815fuHuP86rb7yPNxz8iiSVviKrFiznzJmztxAiHB5e4KnH7uIVr/owr3j1bXThGKxoScYxMfaZ0Etx0/dCfcVcsbXVMA6ZnB3OW4FNGSXomCgVmwGLpzKOOEYdV5wnQWlV1VTOShJmPDkLdVNsirFQtxWrtaHAmk5H4kLGOKs04rTzkElka7BlS89ZaHIjezRGRIBZrZWT2hamnBUdSgrtw0SD5Szogu7hZDDOTFtuu7jKq17zl9hatKxWco1TjnIdI1hbi1jUQxozOQURaXonSW9OGIR/Pn/+E9x//2fo1z3dkEX3ZR17pz/NLYcPcNsdDwrtbBKQpriiy1e9CCShuvjU9/D0Uz/IOP4E99/7c8SuU/TXyIjWWhweTVZRok3gWo6OXsww7Mme4vyEgsg1V+o4M9Evly+/iaY5ZHvnURTKE6rElttmVICcVNDrNWlPGt/AecsQeowTTw8mehdJirTYK8JtaywWOwkBnTeAFQTpK7xeeEBN08pYyBK02XDJYRwJow6/yOKBbhRCTRnN9DVjUSherpxErxiE58CI0Kqqayq1KpxEMFrl21JhG6nWBHBXTubEhRHxlopBsrZT6YWVil8CPhrMjXVTciG3U6E63TSVfZheZfFb4yeOuLQDplIVTmKUUpEmhXYTF+4+VlW48ORFaSoZo1TuIcnlTpqSkDcPWkqZFAqHXHjhrJ8lqvYCiWyug7p36TUpog5r5fNra8Ert1cqQ62qY07KNUbGMPKKVx6z7jK//y+8iaYaeevXvYVxCAxDoO871us1q/Wa9ZN30OX7uee2B/A6dz6ESIxSaaFJUhp7+dwk6AnZMJIYY8QMEWsiMUSqUWbTlxtS1PqLxUx67XPU6+G4cXQvl6/fz523/KJU+FYSvGEc8VVFGtX/vEBmcbM+i65jvV7jg+gw+q6T0a/q+y9tPErDmESymRCk2q4rzzgm5XhlznzOkb7vGMdOKpkhUlVGoUyZHW+swebEGGTjizESgq5v5xWSS4qaFABCBaqKUnlvFX1SVCiWdlcrwSRZERslS07Kd/qoELJjHINoJ1QDYW2UTd5IAuKcBDXn5L2tFQEaRKp0hB1ugE1Ym3HG4GLkdb/x9zDGs6bnNR/4a8SQuOWR95Fn2yz6K8QmYmzC1EkmNRb/eDwpWLYvfZw7v/QuTj35MWZn38ptlz/O/Nxv48yT7+FweUORn0xVWfb35hzef4anh5azT38JY0XsS/KMgyMFqbKN9Xz8E3+MGzdehfef4Y47n6BuxdtC2DdP8Aa2rSSPGG5cu4dfftef50Uv/vfcd/9PY02F80YCuOoliq/G1SsXuHb1HnZ2nmK1vIV77nuAnAOPfumNGCLnz/0GySRRkytSs73TyjhsMjHCYtYAWxweJaGrlE4Io6BCxkhSnIxwwsid1WRRkKYCt2fSVDBMuqWyPSUdZazP00Z7JDomec5KKa/1FKWQkEQvZkVBLWqLrIl27JVukWtjrLRkh9hrsBZkYd7MJxrYOou1RSzoaNvneeUr/xbbW1ssj2SPdNYKwqnzF0qHFybgrOe22x8gjBe4865P0c5qhjCQteiqqopUyRo3OeNyxtqI98e8+av/AIZRr5XuozliHRgr3TlBdRZdf5aHPvejtO0Vvvqtf1yQNX0erXoYxJgIwfKZz/xNmuaA17zmf5Ck3YgToVi2B2pfE22mCz0paRGq5mIK6COdV6XYLDFIYoicy4mk58teLxjkTZaWM+OU68xiDjEMYgLjrMW6SvkPUVmXRCArJFSSgqxez1N1rAdY1TVV00wIQc6bFr3yyqkEaaNQWJyyz6zVewnWhb/V9IJUVrTEEPn0xHRhbPm+VsgxRblp+WYaYVrlOeFsxUZALg+nNQrpa4aKVRjfgM3it+2spaBj02JiI4CRBFwnaBVopsC0KU3QIOiAEkUdsgY/ZzfjY28SQepnhEE48KweARZHaXktHFa5B87J5wQfFaUoiEPm3/7tB7EkZs1LiXFkDON0DiFE/tmPvoPr+3O+/3tv4dT2kpyzVCsxEIaBfhgYh4F+7KZJY6vlimEMMoxEEYSYEtGIp3lpMRSBotyXsQ+M/YgxKqIx8InP/ABXD17Jzuuf5NZTX8Q5acc01uK1LbMgGOMwTgmI+O5b2rZlHHvCOIpjYxCoHZvUPx297rK1UnxLkiX0keXRMYO2BDrVoIzjoBWCJoYh6LUasTbLGs5gcCLUyVGQgsLfGTMpfguNFULS+yWeKzLSN1PVtdxTG7HWUdcNNthpJG3OiljlrImCiOeKrkUS2FrmJ+QBYzzWyGbnrLoPygqekgWM0BApR5xrsDiqOtMPmsCZDFoVNrmH1QrbWIgSGJ1WQZEg6y4HrKtwww1e8+EfI6TEXc++h8q33P78rwLQzGo9p0hVWc4cP8Rv/+D308Yj+m7E2pFkBmIyjKHSfSKTw5p77vs/2b3+enCf4vpBR7VKGCtK+BghRYc1rSQFJnH58lm6botr1yr29q7gfYPzYJ34a+QkrorOWz78wT/HjRsvp51dolufYXf3QRZbx7zn3T+KcyPf/T2/UxKE2uCxSKcL1I0gk//uZ/8mcaz53u/+M7RefD5KUjfqoCh5Hg05SRtq141YK5WfQOKJcZTxuMaKPslXLWHs6Lo0cbxdP1DXMmzIuRneW/quE/gYrzn1Bi+wziiqIBbggrxE5b5VDWOkbXB3d07lZT+urSTI626FaF9qQDRBw7ASgW5dEzuhZQUCV37abOKBvDdgVaeT87SPGuWyd3Yu8sY3/yOapsWkmqauycaTsqFbdVS+wlmLR2jEIspumhvEoBB8SW4KHp4NhaY2QF1d5+67f5qdnWtUzjHmPMWRMEaF1iVhHYZTQPHzKMWXPDdJeSGnWiLh8XUSYkpUvmLeNhwv18QhYJEEIVOQNKGiYmmL/C1eLxjkH/zQR8VGctZMQ17quYwqnLUtdSXZXyoBnTJCQkQdVjlzNOvIFBWitEFJ/28zbV6Tyj4X+F1SgmzlYUgTX6FcZQqS0WgQdNqWV/gLWSBeMl+TFbq2ReI2VbdStRuFYJWbohxHqR4NOFkAhbsyCgpY4xCuK0kPtnFkmceqNy5LC4X0P2ySB63IJ5WrMZD1Qc7yhBb+pkDzKYkCPKoorDRtWOWWB205K59R0pRJ5FE+Ss9JWl5OQEBGFP4az0UsqSIV0UVYTm1pC0uuqJynrdtJAAjwJ37oCZ6/0vD6l54GThPDqNW2fG6p6pMR6DDGRNcNcm9Sph8Gur5nGMUWuR8k4I5hZLlcEsbI0PfiaR6kHS5E8f9+5Yt+mktXP8fO/HOsixNULhWMXmudlOesOBvOGhGRWSv31s5b7ekPpBgZx8hyvaZPIupyVQXO0ve9albU4MhmwvJYk1tHjCsko0yK2ui9TKKEtrqPjMHIhMWUIRuCbuZjCDhXiTLaaDamz0G5kSkJYlWEOwY3ZbJiSSwbzmaUsCGGUZE3C8lqS6sgQ4KsaKVmPCIg1OQvWSKlN1mSAu/F+15GbOrPUykEP8gQniwBwvsKaxzjuNZnR1AE8fe2xFHEhJXXSV0hMAw7PPrI7+VFL/owi/lTDL2gNs56Ca4q7M15pFpfx9UzUvLKhRtSDlhXEBBDjo5Tpz7E3t4HqesGCJA8FicJPI4YMslFrJPn//Tph/jW7/hurl+5TBiU+zZitpQV7ZBgO3DX3f+Ind1Xc+rUE3TdbRjzNH1nedVr/j7O9iyXh3hfsVpmHEIJucoSsyBMXedJsWL/4JAxdjgV6JWio6o83nlykmv31JNfzyc+8Uf42q/929xx+4epKj/9XFC3vueefQ3ve/+P8sqX/xQpz3jxi3+R+VycDDOZT33qj/HUU2/le777r3DLqaeJaZz0KM7KgJWUAiGJhXAMQQY9NVssFhHrYRgS45iom5rDg7t45qm38vIX/zy+WuK9YxjCCRMgyEFCUIpZoXOPyUUvoNSTIr3jMCBzGArWmnBGkQsj1Zuzun9nR+1qGb+NxZpK7GQ1wW2bme5dlpwcYLEaOJ0TlEMeL1XtkyFpW53VndQY7r33Z5m1M8hWppiq5kEoQqOi88ib3/Jf46zC/UlL3JyIAWI2uKpVceaANZVoxnSvlR8Vn4ZedUiGDQ0+EQP/Fy10Lxjku5njYFyyOrwi0+cUVokhUulUsKaWSTjz2Yyd7R3m8xmLxYLt3S22FgsJvN6J2jeKbaxxTrn+ahJU5ZzoO4Fy7RT8RJSzOQdVkyMbjLNenLtS1LJaNpJcgqJe+JQzMWcRUxgJlsI3Kq+oCsqUhCMtAdxMogf99CzByWtWJ5tneS/1+JdZWDgr75eCjm1Vvi5mwV2s9fohbLJGBE6X4FOREoxE7SRQdEE/12SLp/ToFiQgbyreE9RFadtIapfpcDLtzmgViaIMWSsvZAMpIpjy75PK3JTM1MsugdMpVJz4xq++pmRDzcbmViD3LJCGnL/yfpjEYiGDTXKG2Wyh171c+QJdiwpVOMygugJJQLp+oBtGwjAQxicJ4Y2EIBX00JdEYRRR4dATowxlGUKg6wZImSef+0a67hT33vEfdBCMutkZS+Mrmlp47eIb4ZwnIJxqThHvLOTEMATCKO15IQ4TBFfaIWVwitigEqU3d7XqGPpBYPUk9I5U/klh6ZPPtcJ0BTXLmZSNXmdJ2pqmEchwDMQUGcc9mmaJcxDDiHNSUaQMOUSMlcQbRKshHKCb1kHtG8BJtWOk39up0jxlR0wDRtf8GAYM8hyJNqJSh8zyzOmkN6fnYipiDhhTAZmYtSiwlkuXvp7HHvlhhv48b3rz35zW6ziG6TkGJ1XNGKnqrJ8xUlVONlhrtDtGFMt9t5RjMXNsruSaOmS/yBlblSICdVrzGJbkHEj5dp5+7Ie4975fYO/UkzRNQ9bEwFrHqdOP0fefoaoMEFRbkbn7ws9hjSOMjqEXVfyIcOxWr1XG8PZ3/GFJRkmQnVIwZZ8yjKMUUOM4aHIh8P1qtebgYDX18IcgE0AxmcPDAyBy6fJ9XLn6JlI+4mUv/TeT2BhGINF1R7RthBzxlaCdTS0uiSGC9bVSp5n3ve+Pc/nyy/ie7/1T3HK2o64i1tZk4OMf/Q4effitzOdPcuGej4B1zHMDiE6kX4/s3zgmY6gaz8Nf/B52tp/mtts+jsdwfHxMiEFbExvcKgKS3CfVS1sLTVtTuUoKlJiIscJ7S45Hk9nQMAg1F3Pm6OgQUwf6fiAaua4WQ8iSDNlJ+4Dqu+Q+GJvJuq+XoGqsWLTbLNqtKVYko3SCtpCbDjCktBGUWytdCNJ62rM1n0N2xGgJk1kRQKQbB6GCkX1DOskVqTay36b0/2DU7Ld8yzeTrPRWZhUB9VG41+s39jlarlgeL1kdLbmx3Ofp61dwGGlTyYZFO2OxmNO2LbPFnK2tBVtbW2K+srXFbHsL39aABGWL8EzF/rZkpUV1HSlBUU4wCfYoEKWAGAL15EyOAvPvH1p+/B/s8M3vOOYNbwriIpXNBNtbzbpSzmqsI/C/Vdg6KU1RzB+yuiIVSD9nIIrS1XtL0X1PBIK1CqPJjbNC6VJaEguEetKzIKWIUToCNYKQCCoVforCs1lrNaFhCvYbAwytrLW30xiDdRpY0aChXBXo52dESBkDzogfvFVRmizgeOJn87SwxQhGj1tRgMJPYRBRkHodJ5MmKoBy/DFKQCrrzGx8ErJCcrY8RDZTtXWhCSnq1YyMMI1aWWdtsTQmTZz8EMLUNSCfGckxqZ96x7v/3v+X5WqLp658D8ZkfvD7/gLjsBbtyRgJcSSGkbFbQ4bKe233UyjYiV9EZS112+CdFzmLNVhfaTeKJHRjGElkxjCwXC5JMTOb7WBdRYhiJBKSCpRi3CRUSQyfkt1QUsZYahwOWYtWkSOja2l//2V87GN/n3vv/RVe+pK/BRjZTAq0khSAd4J6CVJVfl+uc9D3NYh4ytmKnOXZtLZSiqEnuyCJqqmUVrFY2wj1QIHXpZ0sZUtKAeGRpaPAVVY3Q9kEz9/+Xrr1Ge6488OycTum9RhipLICaVsHxiey6XFVIMZxs0eYMoPDEgJkRlKC9WqkqTf7jbECZeeUVTQlfwybhPbixW/gmWe+F18F9vb+AX3fQZaKcD0spWvIyPprGs8YMs5VVFVNSobLz7+ERx/9eu5/0T9hNj/SZzhhtSXZW0OIPTEkKucZQxS+13hJbsNIaGQMcM5wx50f4Nz590nCliqGEHHJkJMj6XU6c+tn+fbveCfL5YLnn/tm7rnwK4SYJl3Kq171v/BVX/XjWAvD6Fgul2ST8MYTVHiLzXhn1FsenL2Od8dcv3odclDL145hCNx//79iMX+YW87+GuMoVA1WCp2D41vY3rrBmbO75Jw5OjzHY4/9Lra3L/KKV30BMJw6PVcKwfEffv6vM4aG7/yuP4FFjK1Slo4Ra9K0L1fO8bM/9+cZhgXv/P6/QhiPsFY8M4x17B90dOstQnXAmbM7jCnqustaSRtNzKVwODrawppDEh3GQNU0ssZzFsQhw5gGYhqEkkW6Z4wiXVaRhaSue8bqtcuZrDQNOZOitHQaayakpCTXGKtmN0xB7ybtlyJpkzjyt3i9YJCfeY9xMoc8xURb19TVLmMIhPO3Ew06UU6EO+tuzfXr19nf1x7t42MO1j1X9q8xXr2o08UyxETjKmZNw2I25/Tp05w5fZrF1kJmn7cNtnKMThiTuhLXLpMlE6x8ha+8QKcn+uhFZLQBqMmZD33I8gs/t023rnjb162k0jVoFXmSDy/zsiVQFqveUkUWbruuhF4gl//TGUopk8TTUNCKwkwYIEcSsvFajEL8VivVDQ+ekji+5SQBtWSQpqir9dgkWESsjQVy0HYaM0V8q8ecp0CoV0Ux4kIhGKuCuySLx+rUwU3KcRLWd5RWm6QJCrqADToQQ0VpGFWd62IUxXeakAj5I5+TNOA7U5FNvOkzKWu6JENlEIfyyOixWmuptW2x9KEWpCST2dZ/FrOJzRvLdYgp8aN/7DfYP6z4lffeS0qGN3/NW4RqiBGSiOuGUTQIowbecRwZh4EYRO1fNAdD32ufemAcesJyJRVAnuARKSCdZW+xw/HRbcyrA9pZ1vZLg/Xy4I8h0OswobEfiDHQD524ymlCVYR+KUXGqM57zpMNVPUxbXsF758SkZMiXhjDMA5iJuQ81omnfc5qQ2ygiCQFgZANsTKO0lNu1cc9jAnxLRkJozj8FfkoRiiK8lBMfuVG7lUIcWrXNMZhnSiahZ/tuff+f0lV1WQK/y8oXxk+JUNXInUNTWsZhqJhKUJDWdfiXChctsExDEnEda5C5r5Yrl+9QDt7mBSkdbI8Nzeu300ID7N36idxLnHXhQ9Ke2kZuGUl2IxB7IuTlQ1+HEdmC8u8ktHbTz/9bTz55G/j9Jnf4NSZj2IQOL6qPM7JaNLDA0mETu1tsVx1WNews3sKsFy/WvHgr7+Tu+9+L1vbD+C9o20bac8sLZujOBXWTUOKgWHsqOqa023g7C3vIoZA1xu8q6fnIAP9GEQvYgX1SBnW644xjLSzGhF/CrL06lf/bVKCvh/IeW8SQeYc2Fo8zT33PM7YR7o1MhjJO5555i184oE/wYtf+m950Yv/NXHMWK7xmlf/bZrmGS49f1Fa7LyZkvq2fQY3zrlx9Ybw8MaSQqKqLO2sIqZhEm027VNYu8fVa88DAe+cqPvzyMc+9ie5ePENfMPb/jvO3noJr2sbRMwt1bZoAa5ev4MHPv5nueuuB/mmt/8r4miIwRAJU7t2ThK09492WGytaNsg1yzKAJ3Sjh1TAC0iwzhOBmvjkFgva2Ko6PoDFtsLsGkS9w59IIQeYwx10zCMGxfPosVxzoIzuFx9xRj+f6uFLqoAylmL855xEOV1XTc0xhLSSG0dbjEjLra49dRprHfEHFl1a0JKrNcr+m4gZ1mAh0eHHBwesn/9OteOlzzz1CPsP7jFr3/y9/DKl3+AF93zMIvZnLry1FXFfDFna2eb2WxG7Svm7Qzf1rIZGsnW6kqCf900ZGfBSZX4TW9P/NW/tuSNb5EKI8YT0IYGP2lzqGTjIU8CqfKaemHNZvFNyYExsnEbs6mk86b6FSM5ORajc5tDGElxVJW/BtS8QRTKJkQWQRIkbXBQoaFhCqZWq3GnQVXMnqUHN4Y4qbg3p6yWjogJj8liDitNB3ZqBbRsaIDyeydjo3WOqZwGmYedAaqpR/SkGVARWp68dlF3+jJkBiCr5W/WnxPRWdTrICJGua6lf3wq6adqq/w7xqiZsdEWPIs3TlTneZNIeJPIFr76dT2Ynm/5+k8pMnTLlDCURCxTkqNNohRTJIxBqKEojoIi5ouMKiaMaRTkIGVSENOibhSI/rnnzvNz7/lT3Hvh03zbO/53hn6UFqvApAmpvQ6XaWdyPnZn0pgUM40hhLKk6PuR46Ml49izt3OZb3jbD4pv/SjH653MZq+cJ0fpMx566a03OuVKwB7xvCi2zMZKZVbEPtLyFhlDoDKSlA59wCAwv/cyuavck5SiusUZvX+6zrMgbCkoTeAkWQ8lofNabetalrkPiHAR2Z+SqxF7UE/ONeOQiEF0CmXqo3RCiNjN+5qUR0Iw5Ox56Dd/F5/59A/xqtf8j9x11y+CJt5Xr76OX//k3+HMmZ/nnnv/Cnfc9e+Yz1tSdlOLlAimyjllbC3JrEwjRC2tDa9/w0+ws/sxzp1/H5gKnaSgMDuSMCr103Vr+n5Nyj3trML7mosXX8Kjj76ZYVjxhjd+gtms0XUeiKmToD+vqVuvSbfBukg7q/jsZ36AHCz33/8PiSGJXsFuHCetNdMztVy+lIc++//m/vv+T86ceYL5Yo41ib7vyMhcgP39l1DXT3H12loqUi9i0iLnr6ua+XzOcrXC2oEwHooxzd5lKl/jTMYby333PKBOj7UMqzJSKKUMX/WavyxUF+Jgl5LoKyKJ7LLoLtQc7ate89ew1hOjFzSMoEF+YDZ/lMXiHGO6ysHRMVbjRoziJmcwDGMghsTRamS+eIZm9ij7h9eU5hPhrkV0IDFEDo/P8Wu/9ue55eznedvb/v5N7Z8gLXKynUnS7XEY6+WeVImPfuq/4/DgFr7zu/4ys0UnbXVO1nZMA9aKoDWmzC1hpsiZmGMZIwZDq+WaEP4fCO/6UVtnvLRBrdYd5ExdVeQQGXPAWMOy73CjwObkTOxH2rqmme0QUuRUu001Vdx5gpCX3ZpIYrlc8R9+bsGTP/Nazt5uePXtVzk8PKI73CcOAq0aFe+5DGkIVBjatmVnZ4fd3V2atqVqG3Z3d9labLGYz8Wytq35lm9ssLW05VgNysZa6TlFKomiqCy8qTHFHjJP0LEBNRnZuNmVIFOCwdTLrLSCpgKyx2EIMfOJj2/zVa9ZM1tsYPaY0lSd2glpkN+d4OsT71NEUiGOeFtNCEYun2YsxoPPOn/AbgR+VivnIuaSJMBukgw9P6PXYhLVnQz6+j/5ftDjLMmRmXiikyr/k9U5gFGVO0aU2yDITbmeE//v1Bg562aZAU08U4xTslZeJxME58vQoeJMx+Y6mhN3RrUQAolthJHl3mPMBLlZI3SMscK/xGTJU8eFkQCk5GFJTqJ+UtJEQEyXJFG5dMny8Y9f581virzhrW+VTXsMuvaieBgEGWQUoyQUBUYN48gwBlJMuGFU2DzRYDTA5CnZCUGSjMpLAGibRlTP6xVDGGjqitl8xtBrN4B3imqJm6FT8WSKm/u4XkV9Zoz2kFtSrqfAXbuKbJKIvJLw07aYsGjLX0hBkuIsBjMpREISqkAKSw+5dIIkEcTpZxpFA0R5bknBMo6WOApcnaKsHV+JOC4G4VatNaJDMDIYJgbD3t5j7O4+zu7O0xhTSaKREvPFZba2v8Bi8Zs0baWfH/De4GtNRsaItYJyWSfQtNifJoG7VcQWwhOcO/95qkr2M3KFwMYDZJlq6JwkS8vjkXFMpCwDhRaLBXfc8Wu86U1LTp36LBAYRkl2MsiMEKPiNaODiZD1tjw+4qHPfgM5Wy5c+F8F2YiRnI30+4co6JTe10uXXsPly29ib/fznDr1GMdHS6wVhMVVjqvXvoYHHvhvuPvCe3jt6/43ck7Utfot6GAlX3lCHPC+gWT48Bf+S/r+NPfe9Rhts403RpLuLAimdVKRhhh0rcJ81sjTk5OILbMkozEn7TUX98vVakUue1k2IsRV9DDlGa97zS8yjv9Bka8aa6BfDyTy9L42SWfCornO17zlT4OxjJ3oIsIYCKM896KMj6R4ld3dhzm19wWG9ZphzNr1VFpkDb6CpG2PQhFbYrQMMbOz+1mMuY1r1x7HHUTpyNKOCNHMKNWn3USyhUjSKvtaIAw9KXxluP4Fvet/6d3vziDtIQIpVeLza6CqavVBNnjl8IrK2Fceq1mSmHI4hY8zTdNoKWgIwyBiJSP9gR974BSvfu0xi+2BIQTWw8Dx8pirl64Chq7vODo65plnnubg2j7Hh0dU3tPU7bS7eww+S6BsmpqmnjGfz9nd2WExm7O3s8P2qV2aWUvV1rjKY53DW6+9pXmaKW9UYFVayMSlScUayutatY+UTg55sH1TTaY1hVdGg//P/fwuf/Ev3sUP/MBl/tSfushkTlruRakc9U9paj3ZMTB1EKSsqmZ7cxA1JZlCjX2YuHe5TCW0bY55CvaaNcshq5Z1qpA33Qag/Lf2xpbPsEbMZzbtfnl6j5xL8C3JTWldYxOo80bpLYeXJ4QlxmI7Wr6GJhlx+jn7ZcnE5n1gkwZtXtO/SvdFOUZrp/syvZe2eaLntTluaeHLiq4UCq1A1coZbJK1KXGQa5kRqDeJtZ4cT9LrnWWTL4iPbFpSSd+UCBWUQas6WZ/SWz+OpTshEFVfkFLcUAzFUc9sjjHGyAff/10c7J/j27/zn2Jt1OdZ9Q76szHI1zGwWq2EJtDe7Zwl+I1hIMSBFIMOsdHEuFjLsdGVWCMtsoC2DYqLmHdaFaWEryoyhmGQ45bgo89Jlq6HcRyn8arSESMtR8MwMoZI2zTs7M5B9zVpyUqCdoTIqJ08pY0xjIHr1/fZ2p4zm9e0reiFvBeERxAC0dHUlbS7SeA3CmN7Lj3/Vr70pd/J69/wd7lw4Sph7MjJiU4gG0KKJBPxXlZqCoahDzz+xG/nuWe/hTe95X+kcldkwJaRHvlZ29L341RMOG/UbtiLLilnQhiAxPHyAgZHU3+JECSwCipXxJtpeoasr7l66Y1sLx7AV8ork7FOrsny+Byf/vSf4K4738X52z+46d5AoH4pLBLOpUlV/9Dn/j8cH9/G27/xn1LbQGUtlbX63GgzmxEhK1Fa/FIybG9v463QMmEMLNcrfOVpGyk+q8ozxGESY4cokHflBFHNmLJBk6I4U5Jhte5k93Viv+uVJosx4qxa8k6eLV48CnToUAyJfhzBGVarFcfHS2zVCoKchXKVe58wyBwVKaYcOTn6MbK13VK5zLpbgZFkJcakaLPEm7puaeqKsRcn0pgSIY00dc1ivuD4aMUwBH7tQ/+Z3vWVF3jZeYf1tdo0imgmROnRc96TdPOralFT+6qiKL2duo0Z7RFfr3uc9xseaN3R1DXkyJvecBlfeRihSpaqmrF3ZosLt9xGDBFXeUKKdMNAH2TTCmGk73oOD4+5tr/P8vBIHfgy677j8PohB4drnr7yPKEb8VYtVa1lXosmYHtrQTNrqZuarZ1t5vM5KSdCN3LruVvZ2dvF17V0CRgjU86MwVVeHixnpoA5hIHYhan1BK2wk/LDr3zVkre85Yi3fvVBiaRTMC0ikql9Ime88dPEKgwb8cYU5YT5nH5Hj6P8vgRTtcwscLnZ8LjTGyPCt6L6zyfeY+L0FQAonGqpUjeBK09RNSPJ0kSPKCqSNCmxTkwcCpMwBdMsoxjLpnFT8pLFGzqlVDyVJLFz0odbyPZCDUyz7Ln5M4oi/+TLKmxcdA15cyqb3y06BLR1qySBWQRpZfDOyWM+aUl7EvmRclY2WPmSIki1mQRfSSNfSeqYEpATU9NOXJvyQZJgFGhTgnLQCtYYaaMU9EjwBelEKctR3NlCGPk3//KNXLu6zT33fBXzhcw9GEfhQMtGJEOXAinBk0/exr//+e/lJS/9NF/4/Gt4+zt+ijvuekzpjB7Y3NvDwwPiKAYoUf3mjWESnMrxSqIkfcFOKKk0iiVpkiq0dLgQRDRnLXjbgPNESguhPIPOGipvIAkdZZKgBDnK85myIyQV+BLJKaroNSOtr2IqRLb0nRhFeW1xLM6VYuaSWa1GUkiq8pZ2vitXX87Bwcu5du0uTp15QsWRFSGKWMucsOi2um9ab7h+7fVcv/4qDvZv4cyZS1gnA7pIjskJT+mkMMr46ZCCIkUBVCG+u/M4ZEfXye+UBCQlmYpXhkiJXDJw9uzHCEME4/RaqKA5Q9Ne5C1f/d/S96Mo73VNBk2OnMnUjQjLonY/3f/if0aMmfnsDvJoZKCOd2TVNpT9BAOu9qSuZz2ObHkHzpEjxDCwGntMGIipxlpDH3rqWmiPMA4MY+mSkoAuiNCmhS+obqI425XgHRHaCSCaTFsbcoySFCD3wmZwJlPNGzItycCiamhdw43lioQUxSZLvBvDIHuRgRiNJvZJil0tj5yrMLbCOksYRy0s81Tp1XWFN+rsScbbGmOEOk/JbDRGv8XrBSv59/3q+3Oxj62qihCjiAdSmkxXrLXUdT1tYuM4UnkRxY3jiPeepq5lQpcxkx1tSuUhcdoXWyAOhTeTQDLz+Vymbw2Bynv5fpLJPFXltQKSrKsfe2lNGQSGSTnRhcDh0TFXrlzhYP+Q5XLJcnnM8eERw6onBxFVoTCqc1KJjGPAGod3jtp5thYLdrd32N7epmka0QlsbdHOW6q2klYYnbiWjcxRt15tZW3pudTNPskm6py20WGm79+kso+Jk8ZARs0YppY53fhT/E+h8em9SlVdvJStWGoWlXeptqXgLIOEzIQOlIBYBmRsTHn0XL4sf5SWRQmGGy9sCfD2xDlOgakElpLslH+fCMQlObnpHO0023BKME6e96aSvznIA5No7Ob31Eo568OVN+LFm6/BJliXf5/8jHJfYry5jdHZMrCCE/CBaBEKcrFJ9piOM2dtQUwbhKd8ZjmG4h8Rb0peimOi3N+cmarSTSufaDaszhKYkqCYSSZz7ZpnvfTcfdda6DIlg0o7rBwHkyL5Pe+5wP/2D9/Kq179HJ/9zO38nt/3Ub7+7Z+fEs9xFGFgilGCPfIsZLVYFt9uWTvDIPvMM0/fyi/8ux/ie77v85y55Wc5Xh4i44kDq1VHVVWMYy/HkLO0QypqEuI47Vc5B7K2I46DPDM7ewusNXije0rKCDhZ6DGBS73zDMPAlctX8N6zWMyoas84DliLWqVCmaAo61catJy2fcpgkYqD/bs5ferz+KroFSx9PwjPq6hNrV1F4xjICUJYsFrdxtb2wyJ0Vuy2+AWEMWBU9BrCSFXVClsLyiYdRFqpJ8RZUd3txMBIOgxiiqQg2gHnnATwUcTN1lqs14QQVDckn1k8NgTZScQsLblNA3Ul1F0mqfmR56UX7qU7PGLQ9r8QA2VcuPcy1fNXP/IDXLtxO1/7ph+jaUTw5r3DWcOq70A/o/KVPhNRZ5n4zd6DJCwhlamhfnqeCmAmFKoKpq1lDEFRa0fjiyeC+IikHPE2UznxQklRfOzHMbJadTx/7QapqvB1DQnVRCWatmIzrEYU/XGKYfLvMWSdNGdkNkYST/4QRxbzBZVzdH2nSUGDM16QcyOzS97/3k/+51XyVhestL/IiZM3HG2pVtbrNXVdqz1pUT0zcYhRg/kIpHGcIPumqTHI5K2ko1ujbvLOyjSqftVjK1EJr7o1lfNqahIpLYXDGIGRyluwhqaakXOmrmvC2LHtau4+e46mnYlVa450fc/h0TH7h4es1zKedegH1qsVq+Uxy+Ux/XpQmDNyEDquX1+Tr18mdIO0CWKonKNyltl8xs7uLjtbO8zmc3Z25e+6rmjaVoaCVF7UkZXF1VLpW+Vty8CB4qqUko5hPck5p001jhUPgJPV6018dwl4JThosCpqaYzZJBAnKvuoCx57s/hwCorGYhAjIlMeEw0AZVO0+eZgWH4/55sr62KeJKcjlE022go5BVQJ/OW8p7Wn71Eg8pN/bjr/E9U7FIMme1OALkmLBCOpaksrlZxTMXOSn7daWRcxVXkWCiVhrJl+p5xuVEpkM5yjeD9Kb+xkcJE3JlKujOe1RuahlHs9aQRKC2VBELIiPSfWQDHw0CuOKd3BBl9yTP1Z8VjIZAchR269NWHyiEH61wskbqLw4tOasBmbE9/67Rd5xSvfy913HvPcszvcfeGYzK3T/ZbkZ5Q2P2clqMV0ApnKxKID0XPquzu4dnWPi8/v8U3f+CqK22XM5ToIJTCEgTEVLjdNwsey0Y7jwBh61uPApz/5RrbPfobFqS/SdSvGXGGiwehGK+tMDLLKJE2PV1FrZoyB2Evg8rYiyKalcHNm7IIq8zPeapJFgBzYWnyRoc+MA1gvsLCx4sgXhgGMo49lWpz0alvbs7PzBCA6Aetk0I2vasIY6LtjrZjF6yAGDWpYFUgqX46R64djHPS6hIHZrMZnMSNKgHeWK5dfxzB4br31E7o+kEKhGJslRQgVakfXYU4l0TfEoB34CcgSvJrakqOsUWlbzFRG2jGdJlvWwI39uzk8uo2txWkWc3HNjEEcO2dNvQnMBrwVQZsMwZFkQJz/ZB91NuvkTRXtafGDkUE0J7uJZJ+Vg44xqN2x7HEhRU3msnLymW7stB1WPFBiTJiQp8+ytiJFgUDlGZXYVYbQpLjpnydL8hSj2BtbZ0jRszoeQUcWiWWuzOzIKdE2LUMY+EqvF6zk3/9rv5oF8vCUCUJZvbVzSmJJ6yuGvqdbr/HOMZ/PqepaRp/2A95a5byEcxhHmRyVcmLoOipn8bV4p1e1qCtlgIslR4ECq7ohI8pTGdCQaJoKa41yb2rmomZfbdtOwS2kcaIKpmpMW+82qIEs7pQT4yAtRSEE+lF821fdmn4YODw6pOt61qsV3Uo8Arp1x9HhITlm4jAShzAlAFbtC5umZmuxxXw2Y2uxYHt7QdPWNO2M+WKLei4tJlXbYKwYrpSFKkA6J6BYDcwa5EsQlP/7sqBc4H15AqeA5yqvFrsnRH1T1MxA4fkVSzebACOfm7QaLMN4xJaxBMEpaOZS9W8cu6bFp0lFUrFPgdYTmzWZv+zYT0LlJ79fzusk5z09sGyQgXLtnHM3vV85xxJs5Nq5Lzufm4WQJ8+zXPfyeZcuev7IH3wR3/j2I/7kj15jw3cqcoEo0sM4qC3oZjSxyUVfcfI87HQvy0aBtlJOaIfR2eVGTTz0PEKSYFeGMRWZgNVEaZqRTUFX1IgKQWRKgijHUxI6M52H/M6JQSZomyxm4tQluEglU0SlZU2VttGyJgrZU0SvAFeuzDlzS8fJho4iXpTrI1B3SRqm/uRUhKNZ9QSBhz5/nv/fX30HL3v5Rf70n/uPjGFg1Ao2h0jfyXRFksGo++ATT9zGs8/cystf+cGpMh9DR0pB15MI5vqxJ8SgIkCRSBVHxKRuhtM+hA6fUvw7qW9ByCKOdCfWlFBfcnWs+m7EFMgU1HHEGDFnQRMkKOiWPIfSjstEy6zXa+q2oWlqxmHAafK+XC3JBn71/T9LShXf830/QlNH+vWafhhlHDNJxZktTz7xO9jafi+z2WVmTSMOkTFhrScTJpOlnBLZWKrK8eoX3c94fMSoinwDG+8SpR36oWYIFfP2CIVm5Jyz9Pf3g8yHqH2FtxZjZcKgd+JtbyiJtbTHdt2IrxppfZMMY9KxyLhocRItmpe2rqisWGhbjV0hJixRn1VxIw2x0BiGZy5eJbpKHDEVNbFGxv86X9Y4miBt9pOcN7bc5SmIIWCdKP7L3lP2XIyIOMWBVCZOPvDRz/7nVfLe1hgrs8qDPiykIANl2pahHwh5FLjewGq1Zjw6ovaene1tmu0F/TAIBDcKtzFrW61CvHJGI3UtSQTGUHs3XQSsZW93j37oCTnRLmZkMk1dE0Mgx0hT1WQvfNI49JKQ5MxyucQaO035MtbSdT1Gexi7vmfWNpKdqRlG6IP4LA+SBW+pXWuTLe3Oafy5O7CVeHSPYZzg0ZgT1/f3OV6tuLF/g+PlktVyxcGNfca1WHteWu4Tb4hzYL9eCwJQ1ywWW2zN58xnc3a2dpgvFswXC9rFjLptqJqKqhEzEadwlqsqVWK6qXXNGEPIWTNFoz3tMgwXOBGQBGqNuWwgJUfIU2UvLUcRTKkwNwIWk05A7CqCS0StvO0EUW8Sjymq6ThI/UwDuQQfYxSy+0/hb0lyhLfeDCOKk8lQhhPJzia4f/mf8ohtHKIkLSnnUHy/DVq5W1tIjOlB1K5vaTkEipVCSXqLWK7vDeuV5fAgs16vsNaqHambqlRnHN62woufSLaLWErgYqOJh3r2u5MDQyyVM1MwSznpAI1Ese811uKMQMbZFRRgY6JUjkVU2KoFiBFykKq9fFbWhFKnTiqjrcetfH7UoRkUN/CMzmGSNjyMuFxacxOVkeJGD5BSKh4h07THlCK33LpWzYm2Maqc3GgyI3MCPC4bslGUQ69nSeSMEQrwzW+IfP/3P8prX3eNc6fOT9qCsoYym4qsuBb+i3/6rTz55Bm+9ms9F+65JjRHVnohiho8arKayZvzL/dPrfOKjiLFSMxRUQtxmQzaIZEVWgaB0sdxVJhd14k+x088/lLe8+4f4U1v/te84hUfQWyUkyJ/wuOOQ89quZwq7ljWujW0sy1xvcxQ1zNdA7C9IwXXq1/zzxmHmhxXxLEixqxJT6mgPVcufQOPPvb7uOP2u3j1q35ch0xlhijdBKHoBbCEIEOWSInr+wdUCF+fERMggd/FRCanSF0P+Gp9U/KOLSiAEbjaFJ8OAaykx15Wp80gEyBFw+IroS9CknvsXSUjonXOSMrQDwMYGfVrVdWuLh468jWD2o2PY5D9FyvdLSEzDoGkojwy9OOtXLnydm6/41fY2l4r9I/w7QlCqLBWBlflpG3NBqU3pKAukpDSxl4yNaN28cZZMRr7Cq8XrOQ/+Gu/lttZK0pzhRnjOLJar6QaShlnLIsdGSd6dHQkwqgQIUV293bl68dHYmahRMhssdB+SPVdKCIeMnGUPnNXydACo1UjJ6uNmKjahrEXOL1pmmnoSYhBhh3EiEU4IusczXzG/o39qbUuqEZgNp/TD1JRGaT/23vldbQyKvqBnBLeO+UBB4r1aFE6W62+XeWnTLHrO5bLFQdHB6y7FcvlkqtXrnLt6lX6VUcaI91qTQqyOTeuJgziglQ5R1M37Gwt2N3ZZbaYsdjZplnMmc9a8d62kIyIIxtfYb32TqvCdhKfSUmmmWScsn+Mdg8Uy1ndHlNM2GlTcKhbCFPgpiADavigjLHY+97M55e2skFNY0SlrvCVQvZGk5YpqJ1EGXKB+wsyIKpl7ytkGJDbHE8x4ymL3AjfmDVAbLJnOQfhMcPNXv56vW6qlLW3xRqrFsCC/JRE4aQuwlpD31vqWvt4p+C1QVOMMRtYXwNuzJkwiPDHUGgUpg14c1JoK9jNeoXyPvI7E2bPVBPrZ2x87DWpKQLKgphotbARFYqAVmiGUr1r0mC0Qsyl0jSaG5SfleM16WbvhCL2K5VLmWFQrmFBBgq3bNm0M5aCQKqbjd6gvDbaCaYqaNMeezPCA7qpftleeBLB+Y0HT/Hww3t83+98DBkolKc9oYgQJ60KCL1iiihQUQRFGIoQM8Ty30YrMqPPkBjqxKBVayrXSRFmPa+HPneBf/7Pfgff9T0f4K1f85D6AJSEUI4l6H5Y1rEcT5wShZwVaUhhWsPlvFLOMr9d/120H1MykzP90PLww9/KnXd8mKZ+cpqVENLGAtae2AdicpAqTu0aKmu0SraTZwPZTuc9jlIcWiMDjKyxbO1uM6sbnn/uIiElytjXmGQYk/PqpKjXtXZKI2ZhNUVwV1prRS8VQiSMIuRNOpsiY6hqz6xyigwYSQ5M8d6Q54gkibi8R+aZ5y6xHAbmC9mbn3zyB3n2me/g3vv+NXff/R8l2Vee/+q1+3nwwT/FhQv/kXvu/VlIkIzYvkOSBEiTcBEPardKiFPcKc9WzpmPfgV1/QsG+V//9U/mlBNN206LjyzWsznnaercmOV76/Vaqnzv6bueyliausY3tXx/JcnBYmuL1XqNMSLoi6NMEpOWI3k4ZjPh1fu+J4wDi8VC22wSYz/QLmb0faeiECfKcFAqIJOCBIIxJIZR0AanRishBJwRp6P1eo2vayzQq+Vp0zTkLFaJVVUh4l0RDI39mtlsLgmBtQyjdBg4Y4WysJuJQ77y1G1NdjB0HU6Di7GyMA6XS8YUWa6WHC2XXLl2lXU3cHx0zPH+IWM3MHQ9KYwC0fUjNlvausEbQ9s0NLOW+WzGbDZjd2+PxdZChgqpBgBbhgQZmraVDc65KcBYp9yxYNMUBzVtnttkws5TpF83C80Eeo2xJA4nKmgKT5ehWFDGzahcQQ4EzpKKS7K+lKIOmJAHvIzH3cDXQJJMulAt1jiFLPO0ESUVy7iJ+tDs90TlqLCEVGUnBEQng33ZZXMq18JNQSfmTfvaydd/qpHIm+sxIR16DzQoGFuSkTQdX0qSMBvN3n3BrJOq47+Myjj5+cAkohQeMWmnhSTATu9Bue9RqxwUNSn3cAMVnkg+dA+wOq55Am0Ulp/cJ80JzUa5pjBpDabjzoYyktkpomNPrLOTCZKc182jrK0xkxNe+TWjs9GLU9t0H6f3yf/Jv8sx2pvef0OnlGtdAmlBukoA1KfmBHqUNZE94Z+gySHajWL0c0rnSNd1EuzYCN1S2iQ6ZQ2FANYWjYqZjr+ca9IkYSPoFOqmdENMyaYp5IAiglEmT5rpEsnqjiGobXScVnvZk6X9UCiR0vU0JVl6XD/1k7+fg4MzfPd3/Rh1tRLjqDhOz34MaVqjIYyTGLOyHu8s27t3c/bUgkce/SwhyiS6qvLE3OLbPeb1MetDsQqOVqBqO91LQSUr7/VZEPFbCIkgC3sz1CgJ4tBUjrryQjWgttkn7zFiGJdSxiTL5as3yN5StaJhGYbTPP/c13Hb7e/F+yMZ5+xk1O3+4QV+8zf/DHdf+AUu3PkuUgLrESRK140kRmlTrCF21N57dUgsplWZd/37j/3nwfU39m/gq4r9gwPmi8UEiRsnqkpnDHVVsxoGyJnKeXHFi5F+HDhed9RVzWw+U9dUw3w2FwjRWkKOjGPP0EklPd/aUqjE3vRApwzrrp8GpGDtZCXqVOCU1OjDW1mwKQRCTMzmC7bnC5lfnwVCNMayWi6lUm4aVqonaJuGVEtC0q3XdFnEezhL07Zi0pDyxJOUFqeZ8SQHrmkYQhCBSEzEoyN2d3aUL4zi3mUMVS1wuzeOM6dOUZ+7nXW/hhe9FOPFcKUfR5Zdx+HxEev1ekIADm8c0K07uq7nYBxJqw57vK9ZpaWuKlROSuU9flbhnaWqara3tvDOs5jP2dnZYT6fi4tg25C8w1devZCV1/JGESppMLFGF3yp5jjRj58zpRe5zKU21uKAVKY8GUN2JwKxZvrFW790SpAlOFEgRnOz06DcRjNtSrp1T8Ed2HQJqK98ipuAyAT9btTopqytE69J/0DZDOXnQghT9VW8ECTw2anq4sT7lQAiFMPJlkBz07kJEiLjXjcqZtk8o/r7xzhOxwRyHcpxTpWhCguzEQvnMnXROIfPWYJMyhN3Xi6AVMhsvqbCw7LxGC0jJQFR578Udca3ZE7GQLLS6iZ9+lqr6zluRI8q3opFj6ETEAtnXTIxNijHZMrEBhko9wmYJt6Vz8lZxE/G5pvu48nuikJrlOwmqdIfwnSNp6RUk3d5f6/fy9Pa36yXzTFFnfmhv7WZva7FRs6ZZDeJpbWO2Ww+tXmdPOecCh88rdgJ/XDFf98ARnRUpeNCCpJNR1MRjJY852TSPqEUUdq1SvduuWab66Z22BNCIojATYnQ1NslyM25cyPWdLzq1S+nquT8MlGTww2VVpCeGANiG2zo1p5/+A9/iJ3tI37vD/1zxjFoK2Xg3/3MD3P9+nn+xB//1yz3HyGkQFIkrgwwK0FeujlU7Bkits5UURHAJNSCjBFWpbvJSh2pN6FJyqcLiu28UCE2G+pqSbSG2jVkMr455r4L71L6xjGfyWyUECO7p57hG77pj2lxIYhBvukZKx1PQpPkCCEmcrL0ITH0I3u721ijY3+/wusFg/y6G6gRfnc1jPTDMbVzE9QhqvYgkPUYaGetZDYx4q1jfstpxnGkH0epCKxluVrinaeet/TLY1HDt7V4whvh7UKIHO7vY61lvrUlVeIwiLXuBKcH5lsLaZNbd5LlWhhjlM298iRGjldLgYizwDFV02AqL1UnYs7jJ6tMWRjbO9tUtSeGoLBIou/X0vLma8CwWCzoul541hjo1x3GWnxViYAvCOfWhZGoN63SiqqYV5hkWB6tCG1S8xzIo2wMNsGp2Ra3LHaFY6o8ISf6ccBoG8lq3dF1HcvlknEMrI6OOD4+5vjwmOXxSr7Xr6mSg37NtYN94ca1tYQM3nqauqGpGxaLOTs7Mj1wsZhTty3tfJuz52/H1zX7h9exZbhM2SQ0OINwiNYajPdyrfQnZVOfag1ZfFWSRCgmjI4tnWSGJckzRe0fKc6oVkWUychkLjkE6dAovKVTTs0YGe5TphRav+nDlcDJTaY3X77RZfJU6W4q2MLNlZ8r06YEZivXBpgCbtkUN8lCQTo23LgxZmphKqJJGVwh1IZzBucK/BtJJk+VHXlTeZegZfRYrQYujCQEYnySSGV0syIZ1hi89TdB3QVJMFrVSbKmGyIW52rwJ2FvOcesyZYxYpQFMrY3I6YxRp/z0heeYpzMmkrSNGi16OwGbShVrLUbiZ5BRXjGaAvVhr6Q+15yBUlAYlQ4Op1oi0yb+1DuW7kmJRjrO+gGv0mkKqdOjamgKQUtKNSAHKW1TPRfKWKmRIDN9StBFeMmi1yjuoqyvnLRlOSMc9pGFbN+nq6rDGXoTbFTdsZjqzJ3IOs1lJtbJhgmpUOmBFYTt5wyQwi6HjZIV1JNQaFpJsriRHJQKtI/8kc/o/dsV66R2fxgSRxzSTimZ1D49XG03HHHMafPrLj7wj1TEmEs3Hd/T1Udsb0349ZzLwNT9CxpuvdoMhZDmfdekohEMpuxypplKjoRFdPUYWIxyjOaEhgxSAohMg4L3vveb+K22x7k7PlPQUEm9dkUlFO0bDElXJT/VlpdLLHLcWY2Il04QSMibeg6Bt07x2K2LS2iv2UNr8voheD6d/3iL+Z6McM5z2I+ox9HYidQ+RgDYRzFYKKqCWOkW6+pK89sPsM1DWOIHB0ekfqercVCJswZ6asvvN8YRlHlz+as1mviMOIrxzCGaYMIKRLDKBs1hsqJj/d8e0HX91MfJ8ZIhe4r2rYlkVn168n+NIbIYjbHO0dE4E6LUAbSWrGpUvuuw5pMO2tBL3DTtnT9QM5QVxVd10uPLLJ4SgLS9R3DIBVXO5tJRh2/bGPRYJSVszNG+vslaMlDvZgLLZBTnsSNG14vTwWX1bnoY5TJZjEKTDeMI6vVCmcsYxi5dPkK+wf73Ng/oFuvGbuBft0JChLF/EPQGZkHbrFsb78MP7/Acv/X2aksp8/sUjctvm6om4aqaWjaBlc7dQpUblZtjIua3TovPa3OlJWL081wGEeGohDe7MrTq3QQGGMm4VjRZ5SKVzYPgUTJeWp7KVuZNSeqaLSn/AQqUTatjJl6kYtwZ4MqmSlhAaESOFG95QLDbgoYNa5JpWifglM5YhEgbtoaTRG5FQhREQQKYmEkOUugbT5xqvA0RZLrDgKBp3IgTJteGb5U0pGifD9ZBQvyYCa9SfnsgloUiDpTKnU9Ts0BM0m9GWSu92aE582BtKBBZY8LxcmPTZJU/hsU4cn5ptbRgsJIt0dJojaoz0nkA1PmQwjMaa1DGm60ej2x9gpdIAZOuqanNamJ3gSRywmcNKcp1bZzXjt/tP0yFdpKnt2CZKHP/ibBUg8BWaTTPZKlUc4XrYA3bZro+TtT2kXdhBpgmCDxUvWX8ckASQWwU5CnCHJ1DKruX3ILNgZLJXERUWKekvvpb72PIIhEDHr+xT58Cu6bx0eg8UI35MJuTNfkJM1i5bHQ53iTsEz3Sv/eGMfkqfsil+R9U0rr+krT+5Re/6R7URG7xph4+Evn+Cf/+Bt5+cuf4p2/+30nEKiyv5ib7qUsHQ3kJk9tnkX7UIyFhM6IExU06j3MUe69xahjZeCnfupdv2Wof8FKfrGzRe0rgrbINN6zH47Iq0TbzMQNisxqtYRs6boOS4M3C5ZHRwyjBKT5YkEk461na2trygRLb3jlPcvViqqqqL0XBbkZaL204mFgPj9NIrFa94xBglFKeRLZdX0PWvk7s+Ga97a2gcx6tSZjMUol+KYmxUg/jhweHbK7vcdie4vlckVOie2tLWJWUc0YqOuaGGSwR4FdZ20zmct0w4rKy2zjum5oGrHaFXtLqdy9mlyUaqPvugnSEhht067ovafrZPJYBtZ9T13XE9zYDx0YmLUtaRh0E5IHo64qsnUsFi17s4WKCB233XqOmBND3yslICNWV13H8WrF0eEh66NjlsfHjENP7Vv+2f9xP48/7vim3/4c992RqG54rbbQCZJSrTkvyV7TNixmLbPZnKquWMwXmihl6qZmtphNym3nPdYZ1us1VVXjnZ+q+A3HnLWClutWMmJTCTdtrLiQZUQrUgB6cvmTRC1tsvSqSr6OVO+q9M/Ce4smxOKN6ACwN2/qZYOdIMnJDa08X+kmkZ21VlriQFqiMtPaIW8eeA2TstEor3wTn69QYkphqiST2fgeyIMvCFbKGZutBpQT6EL5HE0YmD5bApUxxZxFfjzlpPag2iapwzk2nKGokEsFm5N0uDjvNgLZEyK10rKnby9/WzslYwlxMyzXrgTdlDb870ldxmTypNdD8g5bVkwpotiUxlP+gTFWfQeKkFOHF524zyd1OM7YKak66aJ4MqErFbv3G1pJfkWTtayBPAnqk41s1H3ffxnMX5waRZCW7ca9sZgXyaYf1II3YApCpIVLSZLGvBFBWiudGRZJuovYccPHl4S8gpR0wmFUPQ3T+pFjFOGXd9UGsVHrc2PT1DVQYJSQhD48eZ6CyOl46ZKIGRHJlgFhbrK1VCoDTbw0ESqCR2ulap+EvnbjhVEM2Caki81zk2I6EcBl0YggMoBNGOOZbjAI/VU+IzPFr9e/YU3bfoI77zpkZ+dWRQlO6jd0LcRNIi1Iy5clI3CTgDfnImKU9SReLr14QOizUTqSvtLrBYN8DpG1gTQMmHEkekMfBtarJUdxn929U7i6whJoF3PaeSsZkFYSTVMzc47ZrCUMA844UXyWjESrqmQ2RghdHEl9gJBZHy8ZVUkYgkDvC3WcmwxZtM93NmumjFVmlldYMuvlimzg8PAQshgn+LYmKxTvnGOxWBCGwHopYpAcI8lame+rKliX0tSSdxKeLEF5Z3tHBH1O4LEQpDqvKum5997TNLX2uEo//qxtsdbR9T3GysAQpofdqCeD9IWGFDFKC9S19NhL8HP4ytB1Hakftf9dYPPDoyXOllGK4j5ogMZ4nHec3tqh+CVP2bd30oNqZFE+/vgNFrtr3vK2+9nbceKuheHGteusl2uZx14qunENQ8fVw315AEMUnYYr7ZGViCOto6lr2rZlvmhpZzPRAhiPraTdbGd3W6ExaTdqZzMJ8FXFOkoV7nwlqEJVi1+3tYKsaI97gXhjCMLhqXI9KAdqnNXA66YAIYp5qT6lgJBN1umY3VJhSbIVSdlg1Yhjep2oUCZOVeF4wqbVT2uzTaA6gQycrA5zkmBhihLKSEdFzmLNab2ZEg2HVDqcqEDQBGLTb5+m6juEoEE+b4IzpaLUc0uitA55o+g3Nx2n/E55VopXPEaDnkLIpbIrCIoBdXmTqioqDDoZFzk7wcgnP6NUcQXK3FxLs0H19BkyRmFg3SRLpa2ZlG7hVgdx1ZNINZbP0xG4KUYRJ6rfvrgHmk2Qx2wSgOkzpTgSsCmKQlsrzRJ8Jze5acMvI3c3ltAnC4OihRCIXLpKUko4LwEtxs26C/o+J69HUfnnDEdHFc89ewtf/ZaOw6MDUk44Fa8GbVM8mRgVmiQjhkAixDbaZp1uojAkoZFgX/rbb0bF0ATPTWilqNvjJj7kPKEf5fizAcwm8Tu5FovivGgozATRB0KJaeW+a0C3aOeIPiPOW/AViU0yO9EqeVPZU+gZvb6vf/1S1gOzE2tvoy+TAiDflJyU7KkkbxOYkfP074KOSOKmN8Sqyj8UpPHLum9OvF44yFcOQ8ZXnuPlEld5Zk1LchXjMLIeeuaVcPQREYsxjJgUwavZSoaj6zdw1on/uzGsO5lvnGPAe0dTVbr5ZJpZzRBGrly+igmJ2+64g1W3JqbIzs42lasZhpHl6ph61qilrlQ6QU96SFFmi6cMTqbjnWlbBp3Jba1lvVphMrSzVqESmbqFycQcZSwgyPjauqYfBrrVmqZu2d3dVbMc4dtLe0lVVYwhYJ2lMtWU4UqSEujW3fQ1MfGxYALd0Eu1ZyqqytOrkKKua5zxrLtBuForvfXeOZbHSzLQto2M+fSelA3duqeuBd63Xuw2xwJLJ2lfS8ZCSHSDqHi99/hZTU6R/niFt6pWzpk/+6dvV6HjbTqUKNEsZly5cZ2j1Yr1uhO4GRnUsF6t6Pue46NjutWK0A+sVitsFriv73qBrPsOc3yIuYbCdjLtqXGOrcWC9WpJGAfOnz/HYmcHX1Vsb2/Ttgr9mYo8QjccyxjXFBmGXrjHbAQqzpl61tDMZ/iqwnpP27RUVoyUsIr/GZlClVPS/tqsPDGbRCFGNt70dqIAZFPPU6VUlN6THFAfzmwMOenUvFyoAdlwNjjbl21oJdB7ES1qsSifM1X6hiGMIv4x0oc+BQTQuQrFWnVT5ZQqVuYvlI0lTgGxcK0ytGcCWjconCa9KZd2PDPBnaVbIIPAyFHU1sVK+SSUO3G4piRbm6BWkIVSDW2Sq0JT5E3rqxV/8JNtm2XTj1FsnCekQrfXkgjFKINrxJ+t0EGaZGDw1qq3/SYhOwmvluQswUS9yHWSa1D66EHV+HEzIrloHMo9L+/nnNwn+fvkPUqYmEhZxMdgcM6f0KGoS6K+x7SXZ4WP0TVlDP/in5/mYw/M+LEfs9x3/4FqazY0Vjm+Mjo1Z6MIqYJBFFRCrnFxoROiQtIByNrTvTnHDfViN94KMak+ZpPMUQJbuVZ5kxRPtCcFNVG6Ss2lZPWnzTmYDfVSgqtoLiCEzWcbCsJUbT7HFRSECTWahIiF208bxMxbSXJiSGSrg4BsSTyY9Eo3a1m46Wvlv08mR+Vrxt3covx/Rbu/YJDf2tmmHwfC0OMbndCTDc1iTrJrWufZWcw5HnvJRoaRCsPWfM5q6AkKA2aLiuIkn6rblqap6bWNzjvxDA5RpmQ18xnn77ydYdlRV5WeVGYYBgYyZt4w80wjY6UfNMqmVnkihhvHh9LDP5tPXvroQ+7qmjpGaie++serFVgxZKmbBunTHEW0ZALOVlSttKSFLnB4dCTDFawhB2jqWtAFqws+bHpnTypXm6aZqh1rLW3bgjXU85n0+Hc9MYon/zAMrNcrtuYLSYasZdY09H3PEALzWTsNgGlbmQ3gK6FDJrvJMILCQt0wTPwaufDklpBk5O9MeaKhH3HzltJD35VOAgzr5ZrGOkYGtlzLfFFTn6qmgOC16goxUNcN3dALPRAj677j4OiQbt3JJKnjJWEcWR4fEUOkX/cYI1V8GEfGIbHuB56+chF/sE9d1ZDlWqeYZSqZsaJ4TZlZ21LPa3xdYZqaZtaSiQItkmjU4dDGQD/2E09O2fw10jjrKC1PUTfFwlFa4zBYrQ41cdIMvfCAIAG4GNeUjUgc6byYEJUFUTZ1WzagjcagBClA9Ci6mRvjJm2BDBQps8QT4ygW0rLI9X11j7Q4UgqaRFhwhhQ2P1845JKsiCBPlNmpjGc1mxa+qXjIGxGnNVaHWYlrY/FdqJ0j15Vct1im4vXEgmBoYiJBc+NmeBLqLJt6Qd9ER7PhrQ0ivBRUIIrLmk7BzCnJVDkNfkXp704kVOV+TcmVVmul+MhZqDSjwd4AFCe0EG7aaG+G32Vz941TPl7mf0BWaFroSUCNXkq7od7XaMh5VMRJrnNWtKBuGhEjK6UnCY+secvNavhpHWqSF1Lgbd9wjHNwy9lrAs0bqVbdiYq9GNWEGDAxkXNBSsx0nGLmVxJmDe3aj18ExVorQ5ZOgCLqmxwfrThnlirb6HjjTJwoKhl7bKc97aQWBrTI1RkRUrEr1K0PnKwF/W/VhJXfM6m4fCLHnU4gcyeCsFFaQ07XalLt8D5PCK5QzJrEqypOWnzlw0TnIn+KQFhPREWtG3EqeZOoTUgZG+fDkzNRfqvXC9vafuA9OVi5oGM/0DYNVSU8ebKGPERuPXWGdRxZd2u5AFPV46be9BgjVVMJ74Zlve7o+14Hb8iiyilNPsKNrzFVhUvgfEU39swqsV+MMTLmSI4yGCKbzND3tFVNu5jLg+gsSxWcNcrZg1g5zmYzkrP0XUcaA2EY2d7ZFkje++kz6rpmCIG+65jP59N5xLH0KVZkkgykyZnlcoVT1GDopVpt6wbvZWRtP8iM7rEf5b2STCLy3rPuRLkvfsijVhmSjISc6PuByvsJ5q0qEeGV4RvWiLK42APLQ6YPtz6sMlxIYDNSFp2FZvqVlwEKxQwj54x3qpA36CjhrD8TJoviMk6XlISL1aRGEBEmL4IQxD3PV+KcVZXeU1Pg10TXS3fCar0Uv4IUOVquODw8ZH28Zhxk2uDqcEkYwmQJC6gvdSYFaduaNr6YMM7R1i1t09K2M+qq4tSpHZLqK245ewuzxRxbWcYk6mHrxUkqpA5DpK5mAisqBOerBswmGEpgtGoGAuiQlaTcpjFWlf0aPIxRtbMINUuwnwRnBV4lQ1Q/d1tMd1T4oyNUlRsQG2TN7g/3I3/oD654+Ss8f+Wv78rWpJuvxgcNZJlf+sU1i63Iq18rm6nFblrnSpKuyYzRQF8c/qyVoSoYdABPqZhUE6AZRlmLhfc8OUFwEnepAI2CWOj3cyrtVF+eNOcpgIs4L1NG1G72Na26NBERas1PwUX3XIoZTAkQReBZEAKMUDtFnJa1ik8hCqyv5z1pLfQYblLh19UkeBPfA2QNwZRMCs8+TutXEpjyFMuNK3C006FerrQMT8lGmhJQDFNngPde3T8VSi+IlClQeTrRs56Fl9fqdKr+v6zKTDnp4Eahs8qekSlJmSavMelY8g1tIkVUeS+mYGUy4mBXEtmJarAY9WQw2m4nfH6SRCOVZHsjmCzrHVTgqF+Vr0vqkVQ74DXJK4hELMn2iRB5ktuHzTGWvTOEOO1nBaHQRV/YQDYpfr5pn1bCR6+3jhL2bkMHmZOI1s2+GMYY/sCP/OHfMtq/cAvdcsVie5shRKqqwVpPSEEsE1MiENnfv0HISYKQEWi4ahv6VU/fdbRtOyk8hW8K7GxtwdYW2RmW6xUxBNq6IWaZFNT1Pf1yxcxXONDRr1EGL4REaz3bp/eIBo5Xx8S+I1lkOtEy0Z7IcM2JzH1nd5eu65hVDbPthpwiYz/Qr9e4qqJbrrAKF2Mtgcze3p740FvLMqzF4KauiTHgnFXXq4ivJPPsuk42I+DGgZj/SFtdnhaewOwt3jvW646hHzCmzPWWqmTeziZ+K6XMerUSzh7EbQ8RPpXNta5rvJcqWAJumS0uZgpF3RxGce5zVYXTQFU5T0wjwyBDZ4qASh4OSzf0UikMA0afwmbWMowjZLEZDiUAAaNalToQGkQfjr4fEY+CFbV3uEoSAO8rttstMLBVtbIhIpXqar3GkqibhsPVMavVmmEcuXGwP2W2h4eHrFdrDm8cMqjmYxgGhnXHrKkIRA7HY/bXB1jreP7GRcZexIr+UdmYZJqXmDLNZzPqtqbvVuzt7DKv5diamcPXDW07x1cNVV1hayP+AlrhphjBySbsvSWX/tcsD2wikpJsOsllBiLETI0gCDEFGVNJ6enNeCO0mcNM4s6gPclOK3tSIuoDn3Li4CBz7Wqk63SCnDo3FqEWwI0bmR/7iz27u/ATPy0iI2MydV1hdbM2J6D3CX41wuWHEDAnkIDyJ+juWgJBIpNCmvY4ixr0KKohRjxKj9giUCqbr9cC8QTcbrQaIogAzzBZ+JZAJNcyahEhdNkYRsjizniy0k5J/kzKdaPBPReYW6pFE9NkTUzeJC0bJbwOOzkR3KfvlePShJwCxRrACLXkncWbegqu1jgCxdBmQ5XknDGjwvtKHZUpjiltkm9jN3RhCa4nvSROdkUUvYJ8r3gFaIKq54JWoyevXbZGC4dyDYabuhROdqNM8y5gmmKKJnGTm6KiJ3JcMoWt7GPiteLUklZQLOss3laAVetZCZ+pzGwoangtSsBMSY2ehJy/UjqTRbXu+WI6I+uHk9W/Pm85b2D/gjSluAnEWRFCo9qFksJqQy11a0vWLb4gMRKDiEGHbmQzr2JjFpX1fMrzcBIt/vLXCwb5mA1VO4MkwbdfrxnGjtO7Ldt7e1y+coVLV66xO19QbVUstrfpRvFqX8znYKWSHruexjpIkV4NMtbrNb7x6tw2Y3t7h3XXyYM0r4jdyHxri0Am9gO+8iQDXRYRFYeH+FrcgxaLhTjcYWhmLb6qGGIghjipK3POdF1HCIGD/lB4uH7N1tYW890tXNNQjSNHB4ccLZdUdcXY9wwrmbC3tb3N7qk9xphYHh1CSoTRMJ/Pp/cvi6FUCs1sJhC9ulflnEUVnsTJr++ywuyVjqu0rPu1WO5Wcm7L1ZqcMrecPjPBimXDstZqK4qZAq4xhr4TOLqua4zy/8VpMOWN+rtoA4JW5/PZjF51C1HndVfWMpvPWa/XjDGwmM/UPtIy6kMxhiAPrbMMwyC/5yuyN6LVGHpSiNJxYC1D13GcIs2sle6IYWQV+hNtRZKcVb4Ss4dxpDvuaOcti70Zq9WS86dOM5vNuLG/T93UWO9Z9T2+8vR9z2q1IoTIci1WwiGKs+BquWR9tCT0gwg9u45+7PE5EohUrmI0mb4/4mh5nT71rJfPMoxryb2zxwlJQF15mtpTV9WUtDkrQtOqrmlnM5p2hq9qXG0wNstkwqYWnjWL4C/ZUvUZWu/UcUwCfSQTiJhcxDjSjlg84DEonaVcojHcet7xc+9qaWqL97p5Ip0eyRi1Ds1sbWV+5A8aTp1WSFVRiGEIGKtIztTeJRBlRjjBkAEnz28+EciuXEn8/L+L/M7fteCOO5spKMac+OTHOj7zqZ53/u6q1IcCscrOrK7JCWMyKW1429LmdVNlZxO+OjEeVzOGHBMplP5yM9lU13U9VUGQldo42fNdgpBaHceNrgMj1E3lLNFuBHFls54SnNJid4JqKH9ObsjR5MkoKGehGb2iW87IQK+UZNyoU15eYN4g2o4syTNGpqgVhGNKAFTJX2zES7AtrmklJMQkwVWsyCX5ccXB0IqBTmnzleMJN32OtVZcC2NUG9ak52k23y+laIGY1RHUWEHLcvEtYCMwlQRI9h8JjBbn0Nkdnso3EiKNIKHGGtKYJp3EyUSmIBBy/CVh25gXbTQUkozLVFCHK2uP0kbKpu3SqVD3RNDfaFW01c+e9KiQBMN5GSoTU+J/+bs1D3/J8ef+/BV293Rgmt3MtoDSmSHU4ZfTVzcnqf8PhHdnb7sNYyCOklE1i5YZM2w2pCGwWGyxOlpStY2YtSRRQa+Pr9IPK6q2YRgHvHViLVt5YsqMOeDbmn61whuDrR2H12+QjYxgDQaSMxwdHUlmlyJbu9tQqhqTqRczkjU0tWdY91R18bhmk7XHNE2Uiyqwcd7TeAvW0jWeejbj8OgYt38ExuCNoZ61rLS9bT6fk3Pm2vVrzBdb9ENP7T1dN2Cd5Xh5JJuuwj0lc6/qWnisMMp8+zHSzlpiCljvyUmVroZpI40hsrezwzCOavUrbWXtopkyuLGXSrWuhN/v+15G9wL7h4faeQAYw1oDtq8qqfIns5VI34neQXjGQjc4ZrOZtAXGiHMV4yDjd+eLBbO2YRyHaUG2NQR9WEIIdF3HYrEgJ2RGdjT4SjbX2lf4qmbVdcScadoW6yv6Qar7vlOLYufEicoYbSfL5Erat2I2MkSobgkxsn9whHUVwxCpkqHJFjMkUsicmW1TVRVd3zO/ay4GQt2SqmlYdtIVICrhyLJbMaZAv+5ZHh3Tr3v2Dw5wWw2VraAaoKtIcZTJaknU12sT6EMkdks4FA8DZx2ztqVpWu1cEA4tDgNtU6vh0C5N3dJUnnY+o5o1+KZmNp9jjY4ftlY5eHGuEwEd+KqmGKVQKWSateVNJ3NZK9X9OMDYi3SqtKlFNYgpMOx3fa+hiK0KTSShVxwaKdu0Ae9kk8oxY3JSCNVuzIty5j2/vOJn/m1PU2V+/49AkDIErOGf/PgBD30u8LrXbfGSl1l1XmMDRac8BaLpdRJWnhKdjV5hUqZrxV42+HEcGUbxbi+VZelBDiEqgSvH5u3GqbBUtEWXgR5T5fwUEKqqmpCKGFXMmtJNwePLN+SyEbsT47uTFMBkxJNcUDTRLk1cuhGEomhDcvFXV1rjpGah/Hfp+DFsxIobncCJAUF6c0MMoMhFVOMoY4tpjug4os6ZF/HmxtTHaKDP3k3HMOlVTiRVBSEJQa+TE/jdoiI2SiInSY2zJTzJ8JjSB5FzUo2KXMNuHDg5MbOID4sAsdAvKWUZ1KQJUJkgKD8j1f2UkEY1zIlJtC2FitFZ9WOZL6GZcdZ/FPX/JH7NyBC3ODKGiAlWTXDEw957C3kQ+tEAuAkROGnqNNE1bBLKktBsKLLf+vWCnPz73vfeXM/ayR1rPp9x4/CQtO6ZzeYkXfDt1myaJuWdcMeVrzHOcXh0ADFBTJw+fYohJZZ9J61k48iwlmATY8Rp9Vo5ganG9ZpZ07JOI3GM2JyZNS3jODKbz6V6NUyK7VW/ZlbVzBZzqllLr8rvsugzMCaBXZyxeByVr6nrBl9bGVSTEvWsnUbIWmNo6loeZF3EwzCQUqJpa7khiId9TmkSAjrraFS5P/Q9JkHTNlSzGethYLlcklNiPp8ThhFSFltdFVJ1fY+znrad4WvP4dHh5MAnFrxzzbS1Gg+BWpX269VKNhTniMPIYrGgmbWsVivJMJ2hW62Ue83UJ1r3QhBPAO88Kcpm2fe9mgHV1E0tgytCwDsvfgM5sV6vJ5TBOUfdNCIm7EVVXc9qMJYhRPGljoHtrS0RWhkkKTNQGWmvS0mGVFS6JsqwjLqR2QTH3XKqSgp3GhUS7vuenBLtbCbugWqgknOmbRuB/pSTr5sacp6sIdv5jBgjy9Ua6yDlwHItD+myO5TrajyXL1/m+OiImBLr1UoMLWLUNkxxoyMnUpAAenh8hHVCjZBFsRz0eLcXC2695SyVr7hy5Qpt0zBrWuq6Zr61YDabs5jPqCqhxGbzBaZyKnKzhCSGQiEFqqqWgJ4yzlUY3LR5Zr1YxVFrAycHEYT1soatd+qBsWnxSuTJNTIpbF1Vlbo5ygxvYywH+4Ff/sWBd/z2mt09Q9KAZXLm8ccNjzxi+c7vbhX+3VS6JTiU8bRW2y6zughtetql+i0KqsKjxuKdAWq8Iu1o5Wc2Abcs9WLQY7Q9shiWqNgSbbnTYTHFUwg29N+0+bPha09uxNNGW5KqUmmbRI6RMQwK2W/GH1urMLYtA4QsYmoUJwvbgpyUTyhaGqM0hlHu3qnozTk38b+pVIU3JQfT4w9GkiVjvSIsG5673KN4MmlyxS3wP03CNhMs83R8hZcv55tPJhxsKtSs8DWTgn5j2LTpXJGgXsSaKKxdvrZpHxSf+kLfMK2Fsu5Q4bAkFoJGlgR3c3G+3OJXumo2/H/WC5lIWCTxFNRHWlG9dxtlvVJfMQXRkmSEurgJhdjA81DurSRg5RqVtfaH/uAf/S0j/QsG+fd+9APZ4tne2eZ4ecS4HDB5pJ7NwAnHWFUVyWb65QpiFp/6lJi1M7I1rLqVDHrxFb4S717pWc/TBlLsS23OopgHyaC853i9ZHl9nyoZZtsygW2IUewAe3Fs2z21Q3IawIE8SPU0a1qWQ0dtHJWxzBYLDtZLGCJb2wtClI2+8p7V6phu3bG7s4txnqPVSoJpXau5jGW5XmprlWSKQxhER2ANJlvl1SrJRFVU2HWiMK99TV3XhBhZr9aYLCiBcU5607uOcRjF+lKzx3EYKX27gCYcDZWvWA09OUZslkRrCDLsofbVpuqwlmzS1N+JbhIJbekyopxeHS8VZp5NlYh0O4z06076+StP3w8c7x9hga3tLerZjG7sJb/XB7mpa+q2ZblcIZ0TwrvXtfTo102t3Je0/RV3t5L5dn0/PZzF3S+oQxZAU1fSS6sPQxgH6rrC+4ps7MQVt00jUwhTmri7osQeVcWt1PE08U/UsnYSHxWOvq4buq4Hk9nZ3SXGyHroWCzmJJ1zsFgsOF4dc7RakjCEMDJ0HU3bcnBwxOOPPSqQcUqT1XLsAuMwThtnVEvoErhMGd2bRDhmtfRqKlkDs1aSgbZp8XWl96QV22nvqWo/qd1TltYdEW2q2UpVyc5opU22GwZJDgrkmjYweZrKztKvq3MFrCiHvYqvZG/eBJAyqa/Atkb5xyI4mtAAJLAl8ka9nrV3HqfdCWXP8Rvnu4JS5EQIA2EcVXdQtl6nw1LkZ0tI2Yyu3Vzfk4FZ1vOJVrckLVklQFr0uDNT0I+KkqHmaSUhn66ncvuUzVuPw2lnhnV28q0oXQSlPU+gDhEEZlBL1khKQSHqcUL2jDHUdSPHmDcdHHJvJEmb7mveBNhy3je9SmVbOHpOBhdVxE9BeoMuiBbJi77HlrHQG+MksUVJahWblIvf3BNZJ0yoU9J1l3NSOqI4EcrP3ZxUGeW5py/c/H1bkA0mGJ4Ta/ZkdbxBSAR2p6BmusZKZ4hmGFNyITE7TzoYQamKUE/WpqAhm+MpydMmKd1022RdF4IwbO5ROav/6isE+Rd2vJvN8L4hmkB0CSpwdkbMBp+hco5ZVUmQqVv2jw7JwPb2Nqa0EGVYHR1hXWZkwFcVOwvhhodhJOfEGOTvYRDRWDubk2JkVrfEmAk7wn0k5YpnVYV1FYsz5xDXqI48DkQ8MUX2zt6iowGh7htSFmV33w9stXPMwhFSYNTWrbaqSUYgp6N+La13bTupOYcQGPoBC2wvtsleREmus/9/zv4k1tZ1X++Dfm/5VWOMOecq9tnnnnN9Y4dECjQCoYiUgCOIEKFDEtIAkigSGMchQogWDdqINqKDgA70kEAIEQmCohDj2Ipjx/c6JLFj7Di3PMXea605R/FVb0nj/46x9o0cLjqrdc5a58w5iu/73n/xPL9HdpgpklJpIrW1dfYy1u67ro1KYd7WRxyi4euYO24bpRbm+YbW4o8vRdT3ul2wkvAntqGNTQ7/UrHWyz7cGsJ143JbOQwjy7oQQsA7J7nRrfI3xojWISX2RgmUna5m3TamcRKHQNv5DeMoF6QWNK4bxKcfaqbEjWkcH2Ex8qCSDtM9nXhoxJswR7fvz7S9VEmSo40CbSwpJm7LwjAOqFpYloV9l/CjaZpAwfl6I8bI6emZfd3Iue0W2dFWNUGPvJ8UE7Gkh3ah3e/NetZCPH4Y/xn3x41ojEG19Lo17G1HqblcLzjroMA6b2jAai94/VQ5DkcO44F9WZjVjcPxyMfDe37y/hucd/iuo1QRt/38u5+LEldr5nmR9VQubFvg9fWV0KKU07aS09eUv0xlzxvzvKFu5/ZQ1TgtnIbakqpenk7SCBX45ptvH3nUWhu0s4ynI9o5qop4r/FuwJoerR1F1cd+VSxDknAt49qvKmOlhXlfi3xfRdor6a4eD1PNHZQno1jdSJFN7MU9wtk/LFuqPSRzblbVWh8PYxGb3ffRslpQ7fX+0CmSckZbiy1ers/Wuct0vgmgmvI7l5bQd0e+aqQAV/IQL63rBFBZDiRZXdwV1bXtzx3eu8c64X5fUMV3rzDckbS5HVypAXcefDWlGjFNpqMSrHKfBKjWEWqs0qDkMS4HRHs/qWXXP8RzXw+1UhRFZXL+w6P8x6Gh9aPAkphTixk67vYz0Sukx1rnUUy1Tv4O6pGVacJYKVbuOQt3y9y9uVPtYCxI4fF1398awIcYsDRHo6xWvuookKJR1YdC/l5kaiuYbKO/2knvU5AfRubepwP3iQvUH/zePzxduK8fjNE/+Fx/wCO4T5xKeehE1L1AQL4/ee2CVpfL914AyIoF7jQ8MD8kTFophGmukvKD3/Uf9+ePHtf/uX+lOuu4rRdC2JnchOsGOmvx3pFVJeSE0tIRKOAwjHjnWLaZddnFv5syh+OR6TAx32a6riPuTRzWPN7tU0RbQz+OLMvKvu0iROm7B6jBaM3teqY3ErFqnCXmyJYD67xBKvTecziMhBTZtsA4TYzj2ERikZgz1mpKTMQY8K7D+Y6sYF5ukDJlj2jr6MaBddsgJbEXKc3T8YTvPOf1wtvlDW+9AIFSonOOfhjZYyCGyO16o+9lHF6zqG9DSgx9LwTAlJkO02N/66x++C29Eb98N3SyW2x7sVKEC/5Qc6r2cGhe/7iK0K3WStd51m2n1MI0TXJT5kJNmb7rCSURa2n2SCeCwNYNOOd/UPWqr8yCu/goFTrvsM6JgNCIDWqZZeIhKODEPM+P1xpCxDsvlW6+gzIUxrqGcCwMw/Cw/twfCqF1aHdBoW/vS6FEGZ8SKe2PG9I7T04R2zvCLteBsTJCN1pjrWtrl/xYLQhYCYEmNVXytm3y81oX7tz94JOO31rb8uXlXiolP352jJFxHNFthRNjFDZCvRcYkv+gm1I4RNG90JYQvuuY55k9bVhruS0zy7pScuH8+iY6BqXYg+CJ920nBFltUZF7LMb2MDYPT7xRIlY9HARbPS83pmlgvs7kmOlcT9/39MNINwwN09zhBo/vu69dJkCbRC3r1twhCm+7P7RTvI/Bpetp33crOO4jy9wO2lzlf2Osxbm+QZ4S9xhhrcXip5R8l5X7rtvySPUzd6hOIwK26zcl+YxjDF8LidLIcaqSc2yQqgrqPl7+AWAHsdHd3SpKKzK0Qu3rtMEUHgfJV2TpvUj4SjYz9+Lhfv+2w0brr/jrP7xq0ELf+8HhbewP6GdNnb2HxsdQd5V5aYeEFATWWLQ2X/3aPzi471bO+9f3sBBCs9x+XTvcbWspZ77ab+U93mFG8j21K1rdD7iHT+Px++6fsXOuvddWfLQJDPcDGaQAaxM4cV98LVhAiqmSC/kHboF7EVS5H+x/GIzzQyGbfOlfXRM//PvHNVxl/H+n1bXhlvy7UY10WL+ChdqPfRQMIu1rq4WvyvuHD7+99VLutki5BnKbhqhaH1jeGCP/o//h//hXG9f/3//8v1xt1Szrlapg8AcwmpwSt8sZk+HHP/qW6fkd1Wj2fWebF7Z1ZdlnOtfxdHySB0TXsUeJh6XIWP4e37qH0LonQaBOw0iiEoN4xp21bQcCewgYowkxEfcN/fiCKtPhuWWLSxfgnNiNwiqK9XEc6YcBSuW6XAUVC4y+pxsm9hgE7dh8+52THfdtnh+HQN/1rEH2xzVFrNEMhwOpREII6ALWOrR3skNruyWxPWXitmO1oes8+e4BTmLBCylRsyhq74cKNLuJFhyukLkUJcc2fhWftXdO3td8awe+Fi2ANqgqgTr3zy+XRNwD0zDS9d2DHrbtG7WKHW8cZDet79SsCsfDBPDQJNjmk073VCUt10aKInC8V+TLMjcOubgK7irmaTi0Qq/jhyEpdxvcMMjqZw+BaRzbDk4KCWNoN1l5TCCM0u3nS1Wfm06h5LsLYKfW3AoOKy4N5LpKWTQGOWU0YJxrIUxJxITtQZRSeqQhyvdQ2qFkHiFI3rmv47UqNMVcC2Mrsu4PvJRr29HVBy655iB6iPsoGojbyjiOdH3Pum9Nv2IfASQxCvFPUeX7RRgcr+e3R9F2u1xZWi7D+fWNHKIgcGPiMq+8fPhATpEUg8Qsb0EOSC2FqNGWDuh/kJ8wTRPTOIr3WmtSFhdHdzw1toRt4BrbRG7CZLjrLIpW7X4TQZwQ9BS5pvYwt4/DU/qhFv9ZMrVm7oI82eULfCVEwfQa66TovBcNTcQYUnwcaPeDozHXABGdyUi8PsbAcih9tfXd7y9ZN8r9pWgj/QpVqZZ29vWQLLU+ig2l7gJDsW7dvf6PbrPeJ9Xy8L9z6msTO9JWSnJwtS6u/gCE1FYDXw9d9dgdP1gWxrWzrD4OFvja2dLuR2jj9zaBLLU8mjL50UbWguUewSr/8MMT565deGB6HwXg1678Dnf54Z/7PQc8nlHOfbVUyjUjzwFV1eO+ktNW3s/9oL6PukvrnuXoaysH/cPExz98yP+wm5fpR3r8bwr1UaSgWmrGY3LfvusfvPb7VLOUIquX+xrg8Tnf1zz661vghxqABqlCJrKU+ihU/8yf/hd+tXG9j/LwOhyf8OOAKp51W6gY+ukZlQrFeKpSpCjw/FAza03YrmMcRry3UDNpX2VP1HVCtrKW2+WKqpWn00kiYtGUkghpl5uytoMkxfbmFM5a9j1ymxeW243OSEZ9UJX9/AWVC0+HE8fjSUo+B9479hggFcK8EmsbfQKH45FS2wGXMsuyMB0PaGc5Xy6yk7dyYa1hZ0+B0+GJznfSFYSduG7c1vlhJ+m7XjKKlQi5aqmYnKlbxnb9Y+Sp2oKt78UKYjtH2GSvqLQIAZ215FyJ247rvNwYVAHU5EJVsi+73m7EILY945yk+2krIRe5sN2Ey6+twfZWbIYpUtbC1A8UU3kZXx6xuzFGei8q4ts8Mw0Dl7NoKWwDv4S250tZRuJd18lDQinSvfIshVCll7Te0Vsj30fYUErT245lkSJqGsVudr9x7ofJoXHr5dCRUXBNmRikCDkME5RKLLFNL7o2HatsbaRfS2UYO3KWa8f7u0pVFM/e3X3qGed9UxeDdgaq6CPu/AHziOXM7MsmD2jbMKRKEVvgRUImKYpKCTvbutL3A/u2iZXOGAEdOUdNWbp7I8WhWBtlUlC147oG1igPqn3bSDFKOFEpjcOQRZugDbcvX3h5euLw/F4IZq3Y9Z0w/i+3G+u6UGphWRdev3xuhXQllsL1OnM9v3G7iLslxdxER4q9PaRC3rnNgXz+XsbJQEqBp+MJ++WTTHdCZBxkMpFTYZ03apXi+eXdC91g6b1kTjjrKFlWAqiC7x3KWKzzoudQ0kX7JoJVRkRpSrdAIWMk48C41pnfOyYpEFJp9MO2I74jfEsT2gkBrYrlMFX2TQ7Mx761jV7v6wgqeKvJSnb1OUSIue1Z29ShTe/ugJXyAPBUPn2u/K2/lfiTf/IoXVs7FApf9QLyD7oVnRp+gCfWWmGNk8KofBXbyUENKWZKe87VKpoLgFzba6hfO1dxcnx93TknSo6P9y0vR2inIGFU925cYm0rmLvoEO5e+NoyMe7/8CANGvNwNqgf7OAVdzZB270rmehUZMJ7H/mXnFoDpFuKo+Sf3A/2++RBDsUGuNUyCdGohx31jsKrWTj/ctDeJwZfBX4iMDRgNYYO2T015r0S5b5MYMThdRf36fbZGGVRTj/elzR/DYmb0gPWhLqjjM0P1j1fhYultqbwTuPTcn39/2rW/8hDXvUjS1hwe6H3IxhFPx1RRrPMN2IIaN0Sm3KlGwZc10nA/b7jTEeqiqLAIg/At9uVcL7x7Tc/4uX5mdttphbofEcOEW/kQE77hh96Ib6tAedk3+6tI6fIMPQMbSSvtObjMOKMo5B5u7xy+7xwOr0TMZ/R6Aq3XdTlnfOM/tCqrCoPpFypRnF8eoKaietKBS7XawPrGN4dn4k5cb2cecstm14r9lkQrcenE36a5KEdxYs7X2bpQZRiD+kx9n798oaxhqfjsR2kN6xWuKaGTnsQ7GaFmCPeW7w19J1n3TeW64Y2mnXd6Yee2jlyTSivUEY+b2tFe4AG77qHyDCHxNB1EhyhVIt5VVgNMWxs687Q96ANYY8M/ciySXyudZ7LvrTKVnC7GoWzSjj2WixfNcvaBCqDc6IR2HaBt/gOqkCCtDH4fmj7p69UvwffQMHSuvNj37FtKzEE+m6gb77+tMcHXOMxYq8V7xzj4cD1dmVPG6Y1Ok8vL1AlD1pr17otgILrHOu6M7h22IadVCrWyfuaxol93UhVRKZai6BQtfHknYQmiN/MOq8453h6fse6rqQKxVj2XFBVAB+6FvY9o0KkFpmKVKXINZNCEl5A6/TuxUYumWXfvmouEqRYiTHx8u4btJHxtHVepkgZ9F4gRSbXUaMceC+HF3768dfoB5noSJemmLeZ1ARpW9jYw0bXj6zLwu12hSYqnW83KfhCFEEtoLDM20opWVZopbBvsr5CaWot/Pz8SxlYtgeyVlpwxlkmIVZLceWsgIbGfhCqWtv1D4fxkTthtGuFmQg7fS/3ZSW2nXCHUg165B3aNCBK6+hSEZ+2MgqtCtfrZ+bLgjIW5z3OO0EoK4fRwkmgVkatsb2gjpPN3K4LpYh7JOVNCokKVC0WSCsHYy6K/83/duGv/mbk9NLx9/9nrFjoqlyHd8DNvUwpzfqrm0Uwt+ZAa3FBqDa/Nkb+XwqFs0LVdJ0X5CxixLp3f03x1VxD8nu+CsPqo/vMWTC8cnA1sWtOVESFLwdZO9Tr1wQ6074/EPa+DCDs18nIfYryhzQB6jHWLu0DMG1KkBprRKxsX/MC5Ey/WwxldXe/nqqCrL5yBHLOUO5C0PLA3UquRNv5K92Ie/8RdK58EzTXvrzaKkWQbuN4VaUV1aZRI6tcYJUin2H9Gjxzn1xo3/1HVgf3eOg22bwr6ls6n8bg8K2gkcIkPSY4f4cz/I8a1//F3/yLNevKvq3ootBORsgh7BxOUoHu60qnLSApa64XYd6eVqw1lJjR7YVmo/n85TNl3vnw7h3JyA6jHwa2GLidL49RpdeG4+EguzZjSFVU6VTpYjtjKUkEMt3QcVlmQszs+yp+5HECZaR73wPH46Ht7xNbipQYcUp82cPQ8/rlFZDOO+XMuq4teUqqYGsFshK2HV3h+eWFqhXzPNM5j3KipN3nmVoL0/EE9eseEC077hQCy+3GMI48PT+xzDc5QHMih9D85O4hbrLWPFCtt9tM13fiCmgjROMs4zQ2lDDEXXay0zTROc/1cn5wzHvfbG0oyAVvrVTFAMYw367EGHHW0o+jjJrjXZyDjPi05nK7tvHk1707VdYq2goVLobmZVUykgxpZxwGUojkUkmpMI1D+93CUVcVqb5LkdWHvvvFzUNEeFfPD8NALiK6jEGoer7rHrvMzjVXROu+trCzzDfx9zeaYGxrl7AHrBHrntEaY21DL28YrTm1QCL5mCwhBrZ9I7Z1wdPpJMLIhj6uuXA6HqkgK6os9rSu79udd+fOfxUFCi1Ns+2rrA6cl1F9CCImu48GSwUN67ZQitAGXaNEeueEh94OxpwTfdc/xtnaGIwSsaduzhalFPPt9vVz67qmCtfc5pluGJpF8kYOqZH9RAnuvWhFXIPSKBTbvlG0Zg8711YghxD4/P1nYuNVbNvGusq9vK6yIkoxylojZRlllkpOsur4ag+TVY63rj1Q76NmEVhRi9w/Rh6gYV9BaV6eXqDqdl33+M63vIkeYx3OyepFWQsOqIlaW/dv5RnlnJFnX9zJqvDl/Ant5EH74eUbBn9gmyWXwRgBDnX9iDUTWnXyQDdtbaAtv/Vbib/8by786X/hA9MBUiyUooh5a/tt0Z8IIboCplmn2vTJ3KNe7/96v7TuB2alZlk/CD5XDsV7JoNSVYoCVZuL4mvHeg/7Kunu15cDNKbWfbbrSSkBsda2k1aNaiRpiff1QLtu/9AA/6twrTSnDHfB352Ap5CViDIPlPN9bXJH9Cql7+ecrNJaLPl9z/4g7LVru9zdIeWraU/+vjYLuHq4AB4Mhx8UIYXaDm8eK8e7juKHb+9egJS2hnm86/sq5D/yR+v7672Xdvf/3DIZKg9ypAgbVRv0fP1Z/8Kf+jN/x3H9Hy28+/P/SrXOMkwHcpFKzHeOsO9czm842/ZtyjB1E7W0fVfzBN6tWOu24TuPcx1v1yumNCsUhc71dM6zxcD1fOXp6YTzlhQCl7czWsvD5PR0EvTsvsnux4iCfV1ulJRQqfL87gPDOLDtK6oqrLLMQUhqJcmuux+7RpGUKtW2cVCukkRVSiVugc53DIfhcdgUBa9fvuC0cNu7riemyDovHIcD43Ek5EQ1cgGUkJr30tP1IxRBjOKlW+2soG5Dy4lfY0DlQo4Ra8WKdD6/iUf6dETVymGcKArWKNhfpzWn0wnXeWLbB5eUcFaS+uS7AF2Fc79tO77zHJ+eRbx1ObMsC957UYwbRdh3uQm1RltLSlKFqgpDo93dRX3GmsduMsVIjmIr6fqB0ARz+762kbJh29Zme9HSncJX2xS1BabIjXCYpgdr+y5iu3MCxnHkNotOpO97rDbs245rgj6tFKkd/CiFttLdd16ifmMIj1WIcZaKrJtKG6laKzkCrrvjM78KcO46klIK677L3r/rSEGEh957KQiU7OKGfhBBkZWO+nK9Yp0osOO6toMvN9ubIaxbGx9LVzo098K+bYSmXemHnqoKyyJak2k6NCuWPAweAqt2jaks4qqshNUQt11WDfsuMb/twJ/nWYSg0ygBScvK6HtiDBxPh6avWMgkue58JzoHZJR9dzCUPUshpepDw3Db18fIuirF8/MTMUX2fXuIYud5ET6Es3z+8sq+7RJlHDa+vH5hXXehH64bcd+++sarKL/vmGaak+R6vUlo0/H4+A4flk2l+NnPnjhfBp6OmT0YNBXnFH/ij5/RhcdrhYYuVpLs1g8dLx/eiW7GOrRSbVdc0LqQtIzKxfKnAcs9m1yEmhanHd54tFWkulOoOD0A4mLJWey0ygi+15peDuAqu18ZD8vKokKzVf1hMpqEu8h4t9SM0hWFHI4ynXRoZZujoN43Ek3kVZpGoLlyrJEi6H6gVekyU1t7SlhWukuQuO/3JXK7jcrvqvof7NpRUkzlu57hB+N6rWS0/lXFfs9H+JoLYLQR8Jy+v2exOKZS0A18cz9ov3bSP/z7KoChnBvATj10Avf1wg9381Jw1nZW5IcO4If43h8Kimk6iztP4XH48tjEy2H+WLfcX+t92iHP2tbXN83B18nj/bP8F//0/+DveMj//xE1a7G2A6QTNEoT10DYd8aW7rZuKykGVNXEuGKpPJ3eobqeXItENarIflthqPzow0diysS4UbeNcL2B9fTHA93Hj6IW3lc5tLTsSPfzlfntStf3+L6jm0YUGl0qvbaMLyewDvYstDRtiXvA91LVh5wZ+h5njVSJ3rKHQMiRXivitoOucoCGXR6SBnzfkWNiW1Ywmr4fUEbhvOfydqY3jo8fPxApbQeueTtfMc7grOBOuyY43MJODgEXo+B/U2TdFmxRHIaRbpTR8/2mqrkwTr8mwpuUUMaQERWvMwbddfRDj2r+dV0V+7binews13WVyrPtyjrfYatY1+Iu7HvjHH4YsVpzmCZu20pRQgBT0Lo/y9h3or9oVX3n/ePmtMY+ojSLks5z2eT7e35+ltVFFnW0d72kBCbJDDBG0znRaFijWdNGiDLeVQcR5e0N7ANywNKKM2+9rIliQTmNdV4EgbXS933bESes96zbRgwBowymIWSnaWJdF/ImOgVtNFVJQAlWMw6dFJTt53QtFOiuhPbe0/lOQilK4TBM8uBVil3vUoBoI95ypchIJd4PndicYgRr6axD1TZyq4AzeGMfo9Lr5QJVYDPT4UBKkXVd8Z3jdDxitWXfdmIKkvfeDgHpMppIrCLjVi0xzykmyKI9mJcZrUz7zOTa3kOkAseXZxGWJc9eC3EN+L7D24msFMttoXNWVmiN2WCtQx+lMAt7ILccgWHs8daivex/wxoQjG+PwWKtw0yGTota//3f9cS2rIRtE3x1AyyhNNu+c56v9L2IQ283sVXGGLler1wvV6xxXK7nplouxE1EvzHJPRRS4M/9H/8Yl3NHPyi2tXWzBqbppzw9rfzX/7G/Ts2tq90AYpuKFIZfftfIhKLaFnhUaaNi29Y1BWcsvuuwTqYj0zhhtfjHlTMUMtVEnl+e+J3f/jlGCQp4HAecc4yDp9YENGGaAowSzZr6CiuS164ffyddsiHFIsIyk6k1Nn+3IhTw/oA1fWO6f41LLlEOvRzv4BiFjhGla1OD69bBtsO7kfgqFW1s251Lh+q9bwLXr8ebbdoWpb7CYVIR6+f9uVJSkhRBhENy74xltP3VT34X691f232GoKlIGBGPg/3eHYOcv/cJkYCXaLbF5gz4AaL8XhSUcucXWLR2Da6T//BkQOn2Ou7jelmgPPQJrVgQI4h6TATuVjxj7muCJirFPCBsD6dGUQ9txg89/b/SIT+YjsH1aONaVGlmS5FlFVW7dGaJH79/hxs82gv9bdkzeX5DW9lpKevojKXXmroESkos80UsT7XSdRZFxjVBk9IaVRSn44lpHMhFVOE00U8sGVNgy4ktBQiWochOr2pFUZWQAuGyUQqCGe1F8Ry2CCUTQmj7EhgOEzlFQo50fcdxOkApfP70CVAPsMPopVMMKfLu5Z38vH2hpMjewCFPT08t6Qn2ZSaFwDiNHE8HVIXz+cK6b2hj+Pj+AyoLOEg7x9QPzMtN8uS1eijf7512imKNKaWinX34/O9Co1wrS9jJy8IwjgIqQpFj5Ha9PsbfS9hJWRCsx2FCq6a6zwXnPOtyo/eOvpPXte8B1cQv276xFVGFa2OYbzeGvn9Uurol0HmjZKJSCgbFdHgipcLbm+xtvXWcDpL+513Xuh7F8XDidr2wzHPjlsuDBIQVUGulc/J56DtBqn4VvqQQpFPfxHYWwkYK8RHsEkIgFelEtTGEfSftG8/PTzir2alYo/ju03fixvDSgYcUUSgu1yuH6cC8z83e2WONY1lWgRQtC1XLg2IaBnISeuFhmvBavOAJISt+fhOPuwhUvbhT1hX6ntNJBKEhRkpKdF2P1uoBLColM19uUvQ5J9kSSUR4bhgJIbLtuyCJD5OsvZpTIcTA2HXy8Na67ZAtOSe6bmwTuCwFo4Lr5Yzzrq1wRPinlUQl37UmQoDsKbVwvV6EVmgElNIPPdZ6wh7YtuZwUApvLesmk7l3795RUpVJjobRelQPThvBTC8L8/VG3w+MztM/vRBDAas4vQyy/18X/q5vfw3XSzGZYoYi+oiUxFp2nWf6vkNrxenwmZ//XPEP/gN/H9dLpu8c2lr+Z//z3+T9+57n9++IcRfhb06UIsFU6zrjRi0q/CyFXVGVTEZpRSqBtU27SIqyXjD3DhQBUGml8Z3cw4UsmGztRUOgDL2XkC2JLhWAjW7CMq2+YmWNtaLX8cLUMNZIQW+tHHxKiH6+s5hO87PvE/+vP2f4r/1jiZ/+dJVjQItYzTmZdOUss/fyOIAMYNBYSvma9Z5Splb32CerVoTcPd/3M03uzRbRq77a5pQKLeZZ9vwlF6qSTtygoGZJm7yr7ts4Wxn1KDbuJD7uaNv7s6AWSo3cQUz60SHL7j0lSc7UypALzf7ZLILQWAMNLXy3i3JfhyiUETxtRtwSVOm0Sxux3+l19ymJdOv6oUEB1TQBMk24T0/uI37VPkfJqfhKU/xq/5Mu/84l+I/780eO6//1v/j/rNM4yZjEWOF1L4vc9NYwjLLvc8bjfIeq4hudS8IDpihIBdt1aKOJWaw+67rKXv3Ock8F7zxbCAJ8oZGTSuE4jLhpIORACOKtd9o9Ri/eerpOuqxcCqlmYtyZb2cUhafju4fdCW1YgwBGdAVdkNdQK66Fq6QsY9cK5FrJSaoz7y3aVPYQiTGTbquMTXtDjDs1RqwynJ6f2WNE1QopM46TWAS1aYS4IAp859FWRlyqVC7nC6OXBDbnvaiczxfCttP3AyFGnLdY7yjAFlbeXl+ppfLNh4+gNfseHjCGvu+xzWevGlVJNyKZdY6073JDaNm3p5wf+2bu4/UYmW8L4skqPD8/C6q3StdZ2kjpej0L47tpHk6nZ8K2M883rLYitjMCwrHOMo2jWBK7ro3NHdZY9nUn5rv3Waps66x43pvivCII3FoKh8OBbd3EdqgMt5a4Zq3kmh8PE2TxmO4lE0vGISLMdVtx3mO8EAoVSjrPkjlOh/awkajPGJM8uKQmJ0aJyvTe0w89MSZ+8fNf0HvhLYilDJb1hnOecRjROZNyIeSC85au91ij2fbAsu3UqvDeMXUd+7bx9nqmH0eOp6Nw79roUxsju+6WhriuqyQ9KoW2FtO6jm1ZhTvQBJL3z14rQ2xrFaM1voGQBEwl3YKgShXHw4TSVYBEKLqxl+4iCKkvJsnNHoYBhViZBKEqVqN93+m8p+978p5ZtpVC4XA8ULIEBnXdiLMOBVLYGYXVhm1dZbV0PFKAt9dXqDAMsj7YlpVpOrVd7E6umWEYMUrSGWlFd4qR5XZDWU13nCipYCpcL29S8O6B98/v0UpLxsYuWRvaWa77ldoZStXMtwu5Fvawsy0L+7rJNRtk5bCtq3jU101smNZKPHIM4q6pEMLWkKm0PbMcrilGzpcz79994I5odc3fX5qYrTymPVIopFygcF90iVCsHYb3sXhu/uq7tc9Yw1/5zT/Gv/fXvuU//w/8Lv/wf2FthykMLYbZecGRO+dEu9B7XGfFsaIMpUrHrpoQVISEBW3ETitduqzuXN9TikYXLfooZchVXrF+HI4FVCHuO0pb0I677FBIga1LfqwS7odabfz+8tAAeN9xJ8yVmh8zcevsA9iVs6jbxdIoh6lR8j5Km5ZoYx4NoDIG72RFLf+/pnlTUrSJxVO67ZQjdwytahqCUpV8R+07+CHYqf4AAVyRouBeiMjB/1VDgPo6uRFtRpMPZnHy/PN/6u9sofsjD/l/66/+m1W5pvQtleV2I8cowrOnE8Zb9iRjMqyBWHiaTmgtYok9J4pS7Mv62CGJPSMzjQfm5YbtRGTmraSRGWOYThIucj5fcC11aN039rAQw95gLokUMuM08fTyTG4D0XURhavWokgsIUlOfMkMw0TYIjVn3r+8k923hnnf+PL5FV1kEjaNA4UqnUzbpZYU0FX8ord942ff/ZKXceJHL+/BW277KgEtrqPvO77/8pl92+l9J1jYppo/vTyLZzQm0QHEIDdslYJjXm68vr1JNU3leDjinQiF+jb6jw1jWVIWNnqtDJP4/EEmF845vPd8fn0lB/GmP797x7xt7LcbVBinEW2kOyfXB9DCetcOf818myXet+uaB1QRgvjSS5Y9b8wJg2CEqeJW2IJEDQusQYA/fdcRQsAaTYyhqW7F257zD2IytXSJEiqU2gNAM68LY9cztD18oXK9XhmGkZSkc306ndj2Xfjq1uKMZhpEy3CbZ6xSuM5JrkFTt/f9IA+AViCJsK8nrMI00FoJQMk7tmUlJ2E7mE7Y8jUXASuFINMFZ+mcRVUBhYSSSaXQ++EhZlIIpWvwPduysS4rMSaev3mHU+ahqN9jpPPCidj38ChutRMx4r2zzzFBlgPaDT3zIul7x+nA0HWtQKo471mbdz6lxNgIfLpREXPOnA5HoLDvO2vTwDjXYZWIK+++aSmoU9MAyANvW2V9p5te567VmAYhKa7bilYCZul7sZeqCsu6oK2mIGtB2QPL+55vNwE5GSlkr9cLT0/HlvAo43prHU+nE3tLcdzWDe89IUpOxOFwZBxH1uXKuq48P7/gneN2PovQ0fvHaq2Uiu+GJoxUWNPR9fKzqMKRCFsg58ZhaJOJsO0Y67hs4jiYpoPkSFRpGGIMfP78WRCn1rKEwJ1wdrtdRbvhunYQJXkPxjBfrtyWhXgP1mkFr+ikFKk1P/fxsNESapNV+WrPal30vln+xt848O23v83L00COCW3FM38/wSoVXfRDmNd3jmkcCVsmRQF+qXbooMUGeToeRTCsAAy//btXfvLrnq4bxCVkNePYtCNOfwUKWQUGqqpUDCXRGr3KPddCHBTSBecsiXfCy9Ct+K6ACBsrkVoTKQcUA1rdNQimAXJa1HA79CuKqiVPgCrj+BBlcnPH9sqar50nBe6xvhVQ9WsGgjRNYru9T11kXaaa3uCOa6Z14+XBB7lb8eQZ9LUzv+fT30l7d1Hf/cC///kzv6rw7v/xZ//lqqsEaHjr6IcBNXi264yzlqAr3335Hhvlgk4h02nHuw8f2WrbOyrZAxtr0Wiuy0xs3F+P4ul4ZAmB8+VKZy1OaSqljZ/ky8Fo5n0h58Aw9RLpqA3bvHL5/IYzhi+vn3k5nvj48QOmdwTg0/mNy6fPvBwPTP2IMQ7XDU0ta8m18On1M7d55ugG3r+8k51kilxvV1zb3Rpj+fL2BYyms45RO/TYsewbdZf3npEH7Hy9YpvSu2jFsq6oCod+ooCkoM2zVPdaUZUSAdKycZiOFJW43m44K9Yd53xTHksaVIzh0ZWLr7twmCbWdUeryh3a0fmOWiq3ZaXqivUWpw1OiTr6Ns8sizDXY0rioXaWlOXBXaqQ37pOVhRKa/IWKCFgO08qmbEf6McDOSdu1xvLPIu/vuvxnWMYRE3++nbGGMthmtqoObXAG3lIN6YUISVSlM5+HMaG0SycL2+oWqVY0oY97O01d3R9j8QG7yhdORyOlLZHlS42oorkGuRUmYYeTJUM9wZxuVyvQi10sl6qwO16xTknXaZSD47CHgLTYWq7axGneefoho7SePzrvJBLxQ/y/ryWTiiWxB4DT6cnasrMb2f2uDM+nVo2NeiUWdaFrh/kvZVCDnsL9KBBXQRte1/lbC3BL2y7oHO9F7FP02akNno3ba+onIi1fNdR2k7b9z0ooeFdz2dyjvi+w3qPNY6w7Vjnmo3nDpChWdcEvFRrbftguK4LRYk4a7CegohMu4eWQSKjq1EYZ7EKchTUdNd1aCN5DrU01kAD2ZR2HVgNl8sZgNPx5RHSdJtv9EPPMPTcrjdA0Y+DBFIpzee376EWRj/KxM1prO/loZ0St+uVznX0fY8zsK0bXX9AGQgxkJPcW9bo1qR0DH1HjoGYCn0/ULK4fA7ThEazLiu39ca7dy9437EsIjAceokdvt0u3Cl/tn2fSkvkrKLy5fP3EhhkLNN44MvbF0IKFMTS+eX775m3lfP19hB/qgq///u/96BcbuvG+e0NlTPzPPN2uXA8ngSB3HIdSgWjmxA53XPVBUmttEbbrjUomW0X1oPW9pEVoJTAsP7Nv/wtf/M/+Jb/7D/wm/z9/2mPxULWTcOgJH1NKUFyG4MzumGv1aM5KTmLg6ZWnPNMh6l1/4qtLPRjT9cPj7UFVZwtBQn4Ulq1BEQRJ2ol68DaxLh3gpxRGlUTqhVqUieJh05oflHgTFVs5EUJr0CU/e1AblOGWmj7+XaSt/XMHXSlWpN0lwZIwWO+FhupPtaxAtFKpHsxcVf4t9WI6Pka/Q74M/+9f/5XO+T/jb/0b1TXyU1snfhMS05czmecs4yNSHabz/T9iD9M5JCxWWAqVUPVopDc143e93SHCW0tl+uZ+Xaj73pQihha+pkzbGFvxDTF2+dXno8TQ+dw3pBLIuTM220h7Ymn4cDLyzOhJPYY2be1jSw1vhuZlwudtXLTdj2xFMJthio2IOe9dHINTVnafieXjMqpjWaUAEWqQGm2243T8UTWcD1fMRUpcijozjEvs2QfawtFKGSg5LA/Hsm1MC8LSklnVRWkkFCxMO8zwzBK6IeVXXvMkieuqqA3jbWkEEVtqxSd74khYJ3hNt/w1tF5zx4jAYXKmcE1pXpJeCsP6+v1StzDY7R/F/PEKPjcmCR5LqXYmOCi3t7DTgwRbyTFrypF1YoQQ0v+u1PGFNMkh/W+723UhOSRZxHXiPpWBF/WCLxnXcVilXNpu/NGdsuJ5TaLba9KEtrYifgqZhmbGmPlIezsQzGsK9y2DZTiOIzEFJt+qX3PSqw8KMWyLIKeBYH7pMzlehGr4mHi9csrJSbRXjhLbquDivyMOwHPOTlo53kWR4DvKWRS46N717GWiDOKbV3oXEcIwmDvmkugKggxoqtiHIcWg5rb7ls9PMYxSdHUDwN9J/bFfd/p++4HgjQ58D5+eC8sgSDd/NgP0hGXIjbOnDEoUcaXzBaFQf50nBic/LzbuqCNEf94gRQE1zsMPdu2c1muomfoehn1a1Gll9SodGEn5ozpPFPXcbteMd6TAVsq674/7HxSsFRZ8TUhKxSu5zfCHjmMItAMSXQO0+GItYYQNkoWF0xOievtSimZ03QglMh5uXI8PHHqj9SUua1CwDycniQ0M6zsuxQ/w3DEe8/t/IpzvTQeVELYsL5n6jpy3LneFmzL28g5NLCUrEK0FVGiUop1WXDe4q0nxJ2KoGoP05EU5DsYhwFjjGh09hXXkiJrpTloRPBYa2ZdZp5f3rWRseiN+mFga9MtpZRMAfedZVtZ941t39m2nePhQNp3ztcLy7bJenELhG3jcn5r5TfEGEhFro0SZTIlu2rdgpXa+qEq/tpfH/mt3zryD/5Df4s//nefeHkWvsi27c2KKs8y3Q46GWUXthAxrpNiNImVN+WvnPkm26dEyQr5+M03GG1Ev9ImnMY6ur6n63vevz9hjDhvcmpsfGUeYkEpOCxZ3QOKCllHtDf07gRFSwphjUgQkEB3cpF1ilKQa3nofXKu4vBodjelJbul4QLEIlxkvaKoZIpAiIwDZX/ASfjK4M9tNXHv3kULIZOeexEBlT/1z/33f8VD/rf+Uo277JSGYeDLl1fWdaGmzG/8+q/jhg6cJddEryxFKd7Ob2jk5vLGSmysqhJuoizKWW7LgrOacZqka9WW03RslXohpsT5csFaz9CPJBK3+QopUVPm6fREP02yF9wTXd+BgXUXUd/oHJ3rQBsymXWdGV0nGexKkUgP8E5NWTqLEmXEaD1VyYEStpWwb+KDb3uuBHx6+4zJhcH0GGe4XC8cDkcqza4Vml8WGTtjREAz+O4hLJy3lbhvhG1jPAkQRxuDKpJYdydB9eMAWrOuC8vtKvawZvNyLSgnN9WpdSJiyc22ZJ2naiN+3yo4YSqUWNDOkHLier1wPBxl6rDIhGboJ4wyUDPLMjPfrjjjBFXaObRrgSS3WfbBxlCVJMjFLeD7EWss27ZglABNZIcHe9ibJ7VF3AIa3ex2O7YJjqiiydg2iYC11kqQjJECLlPJMVJTfoy2l13EdrathYZhQFkn7gmliSnROwnfSfHutc8NMiO/R2tN7zuU1s3elggx0A898zzL3rLZpnKWB2yKkWEYMC0cJaedDI+gpbit8oBAKFk5JkxVDIeJZZ0JOdD5gb4fidsqEI9SOZ5OlAJxC9SWODZOQ8sYiFAllXBZZ6Byuy3tkLNUhXjdLxchY7URpTOSyqabCDDH9Eg/PD494TrPtqx8fv1C1/dMhwNaVShZuvEWMey0YV9lDWS9J7Y1xDiNdJ0jh8Q2L8RSOD4/SUEVI/MyU6k8n57Ywsa6LlJEnF4AuF1v5FI4PT8JZGffSaU8UMtU0aOkGhm8iFnn+UrK8VEobvuG1YpxOJBiZr7diDlwfPdE3CPrMtNPHd50hFC5rW9Yq3k+vWCUoWbFdfnCeOiZpiMlZPZ5oWiwtqfrOrZtAQXT9EQKG18+fU83TJSqWbcFqqwP+37EKLHN5Syq9WWZQckzNey74LepsppsdlSqWBLbBJ5xGmXcHCPVKLx1LNcbUIg5MPYN+2wMwzTSNXvjvYgeh4F5luZmD4FcBRZljREhoffYFoxltBT8pRS2fRON0C7Ib43wOlLJDIeJtAeu1yu+7/n0+ZOsu2Lgcn5DOYfve47DAa+ES1CqsFXWbSHkREhRfm+V+OdaCvu6UnOmtoTHnO/YYnkm7PvC+XLhdHqW1axSEAt/4S//Gttu+Ef/yz/HWMXg+nbAR4w2pNzierU0d6rd75SK7wf2dGMtkVC+4b/6j/49PLknli8L57cLqUT8ocN3PX373moRm602ihAl9EcbQ4hB9DHNbty0f1ArzkqomTJgnCGGhDUeZ+W8QguRsfKHHQUPtHKp5HZR1PrVIvnf/Wf/1K9moVvWlXmZ8doSto0P799Ru2/koaMtyzxjtZaRbi83ulOa3smeJgE7VdTipWAHR+ccndYs5wuTc7ycnslZPL/LNuOGjv0289Q6fFsSvbOYYWyjQcsedr7/7hO+6xgPp3ZzKIxSXG+Rvdl2pmFkGAcoYmXJOYHRxJTZ3m70TyeyqiQSyihC2Al7oLcelStDP6KN5Xa7kRtHv+rK6Hu8FztP0UBNvC0znTV01dO1gsIYI8CNNpJftoV9Xckx4a3HOY91nrgFnp+fUUZzu12Y95tU8lZcDXcYjR+EjmSqUOpCkBFp7xy2hRzs2y5VpjXEkkQQaAzGePYs3X6IMyVEjJZuwihN70esEl+71rDHlW1fsc4zvTyLTasW0rpx9CcSIrRTRtYGwrK3mNE+DlRjrSj3c6BXnVistGEJEpzSWUssFWs8JSUohbStBCX7WGccxoriWVG5LTPOaMZhkPGbSuRa2NaVw+HI6XAipviw0m1bYBgkJyDmxL5shBiwVlO10Az7rkcboTIaY2UFkkobhwoPfuokTKj4XkQ0ObM3EZwbPMpDVYV5uTKOB4bxiDawbnOD1hTyttG7CVU8GIlnTlRc13F7XZivn7HuzHg6cjo+iTo3VcIeURo54FQl7Gv73iXkZVk2lLZY3zFZA7mQoozWQ5Sdcec7cpIOsRuHpu5WzMvG6/XM4Tjx8vxMjZnL6xeMd3z4+EF4BsZyfv1CroX3Hz7Sl9xikRPiylNcLxeGw4HDdKCkxOv3r+Ir7zynrsMozdrWdKfTCVUVt8uFT2+/5N27j5yOz5SYuS2Chn46PmGUYdtvOO9kghBiC9+JVKU4Hl8oUYpUP/S8P35EU/n+8y9lHD88iWakFo4vL8Ja2BK1Juzg0VrEgLXuWC8jf6UHcdmkK2ZQHI7P6Ky4Lm8saeHD04+gWgmxInE6vifvQXLhrXmMcgXD67jDUgqi1zBGs4WFTGDoB5TVEMQVgzUkVdi3pWkBLNpKCJM1htxirkvKZIRYOY6yckgpMTdxZEoba4hM3SC2NCUrQkIipIqmkjNY1xFC5JYWhmGktOK/lEJhl/FxrXS2g1QhSThT5zwGxb7vnIaJZDynrmddVw4//jUBUj3yCIykezaLHqXy5csr33z4hvPtxvPLMw6ZEKcK756fub69sawre9xRVrO20KWUE/sufIt9X6UJ9B1hD1L8pMzv/l8O7Lvi9FHR2UxBQ9jYt1VCh0rFtKjdvcjzXCWBLl3DRq2Jf+3P/pTf/4P3rG9/kz/xfuPL5cpGxigwRtEZQ+fke0klf80OMQ7byH699zjjGE4jp6cjXec5PT9jtKOSOZ+/57JdeH73HoOnxsi2z6SM8DqK5K50g6zQcoNIFdnBYbTBaPvY+ztr/mPP8D86T/4v/fnaWdc0xRVvLFvYudxkp0xO6JL5+PKOw9MLOMf5eubtyydOXY82tuXIG2IT3A39IONd08IqfMcWo3iDa2GerzgMQ9+TEDW/Rnyo1lqs74klk5YVpy3aGYpW+M5DC0spRUYotcE5zmGVfU5MnE5PKOuaj1xGq2UT8dt4mKil8Iuf/wKnDc+nZ/rDSCy5ibnkoZ+qdNvcrSxKUTSEHKg5o4qQre6f73KTka31lqwy19ssnaTvGPuhYSpr468nlNYc+lH2n8ZwXRZyyWzbQtcJnlaVRn5y8l62beU4TI0LrSlGtZG4JBYdjgdyLbx++sTbp088v7yjVlGqH08npuOJlKIUZFmUuBWpInPJWCUdYKFKyloMDWts6bumum7q0BjFg22MJgYBr+SUW0jLiNGK6/Uq3O1cROthjYzx9yD0O/GQUIqiuwNmqhxgwyC7sT0GQtpZrytpD/RTL1AfJXS/O0UOJYStXCq5yDVVlWq6B4+zmrjvpCpVvvderi3V/LtUGeP7nt535JIbiGnGdFb838154voe1zuWdaXvRrR2fP7yifP6BVUN3778Gt56YgrkKoLCFCUARlVRWvd9L7v2FjVrjRY4j3fcU9xKrczzK7UW3r38iFyUWB+bIr3vR0LM3OYrYRMannNOcg2CgIWcE7fGsm3CwE6JrutIVV5P2ALOW+5Rquu68dTWJ6l19IGMt5apG0lR9vtZaw7HA5RMXFbCutIdBjTw6ZffoYzl6Zv3jJ1wBmJsO8++l7WVqmybdJDTdADE4rnMc8tvEBHT3pwyz08ntFK8XV7phx5vHXHPrC2UyjtHLZl1kV2u7zviIlbaz7cvoC3Ph3d441j2M1+uv+TD80cGP1FS4LKc6aeJQ3dEa8f19iYAHCuuhsv1zJ4zYDDGsWwXvPdtnSIalK4TWuO8rqzbJvt6pZi6Aa0ldjSlRMo7t9tFIp9dD8gzYFs3cutalQFVKvN1QTlLPwzoKI1NzAk/9AL+cj0pScCSTAaSKMARi5hv2GmK4nK7gBJI1+A77vDXXO+JZxnrRSyplCY0GFGMEicbU+J4ONJ5h9OaL2+v7EGgYrZFybqhF//5uosbxMt7c9ZBFgHmtm9oK0r9ZZbC8HA8ohXEELHWMo4HqjJsu7APet8RUuTzdzthTXT+ynm+EHNkPEwSFoZCabFV7nsgRdHxrLcbv/j9v826buhY+Rt/0/I3/oOJP/knP3Owmb1WigVyaUFElZoTVTaaFCNr2FqrYG7bmnbwHX7wdJ00tpTK9bLIPecg1Cun05H1komrvHfXWYZheLgunHcMozh47hNHbS12cA9sbmm7+T/zz/9Pf7Vx/V/8rb9S9xD49N13EBKnw5HD0wHf9Y2HnR8IR5wj1Mo8z2zrDCEwWc/7D++xQ0/WsOwrKoh9DIS9PAwjKM16u3E8HlC2Kc9LISBUNo/m3fNLs2o40IrbNuOt5TiO1FyZlwVt5LBXKGJOfP/d9/iqeXp5wTgJNzHGYLVkly9p53d+73dwVfHNxx9zfDrxdnnjNt9Y5xvH4ci7jx/Y2j5qHAbyLhY4Pw0yeowiEKnI3tla1/b94q2UnGlR8SutiesiiNlpIpTEcrlSG6ijPx3Ymn/fWfFhUivGCAwkhp1pknz3PUXSHjFVVJ9Ywxw2UgicpgNOi7IZI9nvuU02sqqs8w3ddmkxRJ5fXtpKQDLr70ha33dC9VuFVGeU5unp9KAv7euG1jKt2IOQ8uSaUg+YQ84J3zQEMUS6sWeLEkHsjSWH2KhZqiWWSUCNFDU7vZN1h3j86wNxq5R+BB1ppQSJShVrm3OUttusRgt33UlwiTYW3/Wsy9K6dtkRWqdlPTQMnC8XQgyPh2Pfi0Bt2wPzssqDpu9xzpBzYGk5BzFKMuCxn+Rhqgrn2wXrHB/ffYOqmhQS83JDW8XpcKCiiFEiZ1UTCYnaX9TSyzJTSmYcD0KYi4F93+QBMNwLRMUeA9oUVDHsywZZgi/cIN5213y91+uNvu/bjl8U94W2OKxfkwBFLCRWrxijOEemSWJ5c2JZZnrn6cYBjSJuocGXBDmdq3TmlcrT0xNWaa7XK5/Ob7y8e0evWyBOCx7qRxm1Xy83/uBnv8ePf/wjpulEjpWcZDLhWtSxRnG9XAklcXw60RvD5y9fqAqmacJZy7burPvOOE14Y3h7/UIuhR//9KfkPXI7X1jDhp06Sq7YqtEFskr0TwMej9WG7z79jG7sGIYnOu0IUZj04zCRUyFuG/O6Yn1HzhKIpJyAdZzzxBCaBkOKzy1ECkIz1AoMihQzw9BjnAMNy3wTBfndeloL03Tgnio3X28MXU+mYrwjLBthDxhn8J0c8LfL9cGvv8chd84zh3Yvt0Yh7JF93bGdZTxOmKrY1xVtjdz3tXI8HLheL22t1NN3Au7SWkmIYyPHHQ9Hrucz27agrGWaDoxdz/XtTIgRP4i9NMb4UMzfo59zljjye5LlvMw8vzxLWmSQaYXvJHhL18IWtoc42xrN66dPmM4znCbpdHNli4EQEs53QigNCZUS13nG9T3DJI6fX/z+b/O2r9wWWbO+Xc8tj0P0VWnf2eeVpDUp7GKZXNaGly9yuN/vI21w2uKUoaimI4gRg2QEJApZQWFjnq9Y3ZGLXAPeuYfDidqsoIh4MOeE0QbnPYeuk+82ycHvh57/xf/6f/+rHfL/tz/3Z+vlVarW8XBgnWecqhyfn3HDSCqJz999h86FDx8/cjwdyU09mHNi21bW25XRjxxPJ67rwuXzZ0ytfPvxR5I4NnTQeXKM5BS5Xq5cPn/h2/cfePfhHVZL5jLWsO07YYtM/SA/f9+43a6M/cA0TGDFfrXuG/M88/T0xNANFKUIy8pyvYlPPSaOpxPdNFANEDMxV5Z15XCYqK3LWYJAZJ6PJ0nLMpq1JGLJEAI1RHzfU6jIras5OgGEJGQsFFNqawyDQbHsM+fzGzVmnp6esUNHsaKktWhur2esszx9eMeyb8SUGPue3CrQ2mxlRsueWghTLcWrJtl95kyiMq8LjopKFdVELBpY0gYVpmGgH8R1MK8zb69nXt6/w9gWOlFFFLOFQNWaHCJjJ5z+dRWue4lCfHp5/45+HLitCzFGwrqybzspi6DS9x21Fpw2klgYgxR0DQ1ZQ7OhGEuqCWc01jic66hZxp2lfqVRCUNdo40lxp0UJQo41drsSnJzO+/Y1pnbVRIPnfM4L3yGaRzFEXG7SjGlhFSojOgVFBIlW3IRd4I1KAzGdczrwmU+07sGTwL2uLGGhXW50Pseb6W7dc6zbGe87xm7I8721JKZlzfxlmtLCImCYhjFr3w5n0VlrhUxBZSSqVgKOyIQtqQSGKYRcO172NnSxh4Dz0/vKakgedTSsI39KHoNK0XYvu8PEp4wLArOeqZ+QFPZdxn9amvo2xj29Xwmo3j3/EJnHSHsLPOMsaKKVkpRklAPD08n0YXkwtv3nzGHgXEaqZs8G/qux1qHta5NDBKXy61BTiRQJeWMdlaYFM3HH5vV9m4LLFlSL6fpgFGK+XrlNs88Pz8LCCcIJ6AfB9nvo/nd3/89nj68E7FbDOQY+PTpe55f3jEdT+y3mevtirbw7Y+/Zb4FvLF8OX/P+/cfMdoRto1Pn76n6wchXjYrWiiJ4/GIUZr5diPsO0/HJ/YQHrkEQ8ttiCEQ9kjnvRTwikckcMqZbhBaXth2cTM4R0gSFb3MN6bjga4TUaZc95G+60h7EHdGLfiuk3yCCl3vm4tCiYpfiYV2aF02bWpljTQrpYhAOdUMumJtx9iPzLdZYC3KtPcgyaEoyRNR3Nn0hXVdiVkaN2cMT6dTE6tKHLNcM1kEd7mAQhgMtTAeDuLsaTx/EWT25CyOrZQSQ99zvr6hcsKWtoqoFdeZNn3VhIa1dr0UXjkm9m0TTHUK4nq4zZznmecffWDoegwikqy14voejEGXwvntC9dlQVkjTdG+s4fA96+fcL7DKkvYVm7LInkrSlFSYptn5suV2HQBy3zD+5YkmDKqMSyQrHRUrU2UWR4q+txu5rvoNlfhefxL/9Kf/RUtdP/av1ozQKMLGaB3lsN4RFnXkrISvkXs0SxcuYjKM6WIou11qiLVyngciWFDVRhdxzCMxFz4+R/8rO3yPRoBgwQDWMFY5hA5jhOvX95gTxyeTripp1jZD93HPTULzMR5TzWKeV05v77xO3/zb/PrP/kpzx/fSyxoG0HtSTrzaZgeY6eYItZYuhYLeicWWeuk+kSxxE283iCTiSIdd8yJ2sIfYhCbl9aa67yw7ZuMKGOQONaUUFWqed93KGse4g0oWGUoMbLGDeMcxnYSQqIUsex8+fQZlSpGC4RmOk70vmO9zZQkHl8/dKwlsW2xecwHQtgfXlprPbRQhpSzCGLCxnSYyLlg0TjjxFqHIGBD2MlboLeWaZxIVTjuGsOhH3CHgcs2y/60SM5Azll0Dbk+6FeZRAyy/7OuE9Z6yNRmgakVuk7EcZ138rO0BHTMt2tTX3cs80269ZZt7n1PSbl54SvOiT6hG3tCiMJEb8Ij33nWdcE7QcnGkLAtmli6HcgxMvQDKbewFGQPp7SEgOzbzun00twJEi4hoJjaUrkqxnq8sWhg39vr8p1ARoxoLHLJAo9qiNRlWQgp0h8GOuMFNpV2tl2CiowdMMZRskCctBVGutESY1xaqltqQTreOFLc5fpS0n3Jw1nj+g7rvBye287r5bWNSQ2mVnLceb184fD0wjg+yfg3ikK7ay4bpzX7PBNrYZwOsgLrR0LY2dLOx3fvyM2GuO+BcRrESdBGjyln1hAf6X9xW3h+eWKYTi0ytZBCfFwbtRbWbWU4yJTDakPaN2JMohMqmW1ZmOcbz+/e008HVK2EbeXteub47h0qQe86lC6s+8Lz8xMGzbrcuNxWnl9eRCyZKuttAZMZpyOqGlLcuSwzaAFp7fvO89MJ2oRIq0ZhTEnSIKvsjp13+BagFGMiF+EOSGaFKK6XeUErgaQMdwFnCGz7TkUmFiFKUmeNEnWrrSY0O2yIkdowrb4Xi+DYD9QsLBHjNd55Xl/fREDYi2f+utw4nI6kPXC7LeI+GgbQcr1P04GaqmQMNIfFvu/EEIhJAFHGCCo8xcTp6Zk9hCZIE9eEhG5JaNXdWp1TRiGBXvcJk3FWxuRZ7GTWtlWa68j1B8/jWilk9hypShI3S5TJY0oZ3/Uoo0g5ktYd60TXZZxlmEZySGRkLdFbR9wDcVvZYqAbRPisrMUUCPPM9fJGomJ99yiMqqocnk/UArpU1m1lPB7JVVYrYV3ZtoV5W9iz2OByFrvssqw446kpsawL13kGIO4727qLo2WeH8AykritjNESd54z/9L/9V/91Q75v/RX/lLtDgeKVmzbSlgWVCkchwOuH8AKOOB8/sJ6vtJ7z8uHF4bpQKoiPDJGs82bVGrWNhGexI/23mNsO0wp3PaV8/mVsgd+9O6j0MO0YZkXBt/jes9bWIjbxtELwMR62UnnEDFOFOD3anfZVoyGw+HQbIsiJtmzpIj1XYdXhn1e8H0n4zIjPsqcROijED2AbshdaxyxwrwsUmVlGQ/XXIjbTo6JYRxwvYeiWJeNXCr92JNKpKb0CF4xnefz58+YUnHaEEPk/bc/Yk+y8y0pE/ed3lq6sado3WhlilozzluMlTS12+X6IK6dl1s7kBJ6L5QC7z58oGi43C6EeWHsJp5f3rNsK1sL4TkcJ7SuqALrMvP58ycUhpd3H/C9pHflKA6IdV/58vYJKnx4fi8eam0eKmuj1MNXXYrYpnJVXLaFPazoCqdxbGEwqlnzNqwTyEVoKFpVGnvbdZILnzMlRbSuCKFaiV/eeayG17c3tLFSDEDDZMm4OhUpUuJ9l9dLl7RvW+vWHcpIBK7YoDKpisJ76icBOVWhVxkjYsh5XyQq2fYPFK81MkoX+5ckqsVCy3wXBXUI8ZHEdjoI/CnsO7d55ny9Mh4mxmmQ16OksNq2RbQGDdrhrIjrRHUsQRtaKcapoWljJKe7PWkj18LT8zPeCtf9eruhlKb3gxz0VsSnJYHr5bMAzfV6piD8+Wk4UQLtwS3Wx5zFn+47h1IaZ3qJcm2fkzFG0t6s7JZLLXS9KOXTvrFtq9zrRlwBKSfRQAw9h/GArorPn7/HOsPxeKIkWSFEJAdi3zMkMCRyDagqmRPGwS+//wXf/OgbxvFISZX5JvfGeDq2tD7HNs8s88xPfvoTFLDOF+b5yrtvfoTRjvU6c1suaOs4HU9tzZNFmNr35CSxxXJ9iK7hrhkorYDpuk6gVCWDkbzwuX3P5+ZSUVpzGEfYd26XC8UYbNc19kNDvJaMa/Gkqor1DqNAiV33eBjJKbPsK+u6oVBtXG8YGmFSa01oGqkcE3vcOQwTVYmImhTZ9xWclcNNW1nH1MLT8dBskIltD6gWpjWNAzGsDdaiCftCrYVtCWgsuSQJfLKC4N23HWMFnTtNk3jMq9AZ7ys5qzW1iQdDiKL4r3KOjMNII9OIrSxn+k5wvusyyzMnZ5xz9P2AdwLiiilyTz28ByoNh6MU5ylhEADNEgJVF5xz6AxkqBpC3IVVgtAUc8lg4OnpRKcdJctBbZo1e98CWsGyzVhr8caha+V2uxByxI8jneuoSTQISVW6SSYzKUSZmFjLsm6inUFBLtxuV97eXqlUtm3nf/W//N/9aof8X/5//5U6jAeqtpyXG59eP/Pdb/8uLxj+xN/3n6COvSgGtVgbakwMRsYPtu/wXixFXz5/wRrL8Xgg1cqaItY7ck68XS6QMi/dhDKGeVvorBcvtFakUljXjVyrZGRvO9MwcLlcKHvkMEx47yjGME49YZfx4eFwYBhHaghNiCbxl30nRLoYAtu6SvxsyY+ktn3b2baNl5cXGf9ZQdzu20ZKiZCSqOe7jpjlwLvdJKfeO9d2NbXt1yS44Wma8OPAbVuJ+0pJmev51i7wQeAxvew6t3XDWQtGiy6hEbg6pWETm5AZO87XG+u6oBUCpfEdyrdcaqWoJbPvG7YfJAxGPDFMhwnrLPO6tgAh0FVTkojaYrMimc5L2IvtZJ86X4X4lKUz1cYIJ4HK29sZmqhRW0sskbjvhFW86X7oqaoydgdUruQsIrfL9YJ1nsMkD9ycI/u8EtJGSIHj6RlrPNoaak6sy9x+t+guVBFQh3FG9lwxkWJiHGUvG9sNRxVsp3UiVKRI9GxOiS2sAqXA4LylIEWRdXIdq6JIKZAp1DsrOxf6rmFpQxCBY2kWGm0lA957rNWClgW88fJalRK8q2pBMi1a0znb4nQ9ThvWZaUbRrS3KCdhTDl+tRx577iDdmOIhH1nXmamqRcBW5KUOYUGI8UwRaJ5KwVrHeNw4PX1QimRfnAY47Des++BEpL4kXOk6wfG4UQ1hW29oahiDdOeLc68vX5i6AdOxxes7dlTJBcJbHLWo7WltK467EFAP53n/PaZiviEhWhW2dImrhPjJFlOK0LcuF7PvDy/YKyk6K3LzOF4YpwmlJLktlQbpQxL2BeW+UKMCX9vCJzhej3LmqzZVI3W3OYL02ESV0OtXM9vXOcLv/HH/25qkhS/L2+f6A4jxkjxfj6/EdPG8fQOo02LJt6x1uCMkPputxu+k0amaiUR00NHbFz7Ena6vhci5DSRGrq6IvfbOEjRbo1H1cKySTOiEJX3+csrykigT+clMXMaB67XK9NhoqIkLa3Fwt55CsZaYop8eP9B6I1xlyAg5zmcDsR1w3r7yGMIKT8KBaEsdtzD2IX3odjDjvcOKDhl2cPGbZ1BWZ5OT22vHptG47kp4hPL7cYeA/000Tfl/vV2w3UCULqr15115BRFB5NExzGOw2Nfv1yvshqJssoZpwk/9jgn3/PWQFGliOXWOd8ixXd656Vhai6AlDOX6xWl2/rMioVw2VZySVjnsMbJe8hJcONaQ6rM8w3tZUJojKXE9Oj0UUqyKbIk/MUsjWnJBacl7E1ZzeFwwGkDKXNZrrLW1oJqTilxW650nZPpSQgsy8Kf+tP/k18VhvOv16fjs/h9rWYridsW2JYLLkQOxnF694GoKumudt02dKlMXYcygLNoawlRhCTbbSGsuwg2apHx7tBTvcH3I/N8Y1mlu3w9nzGh8O54ohtHpuNITVkU9J3lerux7/JgjCFiKAzeM/aD4G1zRvfyJT8fj3RedlOUJIfYnW1sDBjVAhcKznuxGcWCsoY1BWrLvdeIfzW2iMWci/CNu1Y43Ga6rqcbOtK2cf78mVoSxngOT88YJwCbUjXbthB3WV1M0ySjrxRR+uvDH8TqtSfZSbsK7w4nlHGozrKlIOEgtmPohJa1B6m6X19feTc94w8Dy77TO0fcAiISkWowxUjnPKfnF+wokBn2zHa7oY1iPJwoVaGMYVsXLudXXCdrFmc77klINWcorcNK6RG1aI3Y38K+UZXB9h0hrozdiHfyMLRWlMc5Z3zfxqzb1lLGklw7DWEpaMpMCnLzOOfoXE+tik+v30n4Ra6Mw8DYDw2ZK9dMiJHD4YBt64c97lQkxz4n4a07a0TkhCKkwh4j275yGAemrkdV4d6nnDieDhhl285xJ6aMc4PkrCfRmGzbKlCPKjjUwXeEbUcbzVZEkNU51wRYkXWXoKRaK73vhJ7YS5JX2IMosscJimLZpLh8ZE2nlv3QdqlGa/ldqnGwlWI6HcT+WXUTVQptTWNR1aBUZQ9XMAbrRpQy7PtCJUrWvPJQJSAnpZWUA52f0MqR0kplR1vPoX+GIlCa2/LGMB6YRpmohZioZN7On9CmQ1s5uKgZYxyHwwi1UEvmcnul1MS7dz+hFs22XVnWC+NwwDuJ8RUEaWGcjtQiU655PmM6j+9HchRF9PX2KgFKGEoqWG2oWUA14zDinYxff/nLn/PNj74VZkOF+XLh0+snPvz4W6zxkCuvb68Yp0lB7tOvISKKWmDdNqEttsmghEwJ9leQwIXb5UznO4GfaE0qSTRBmwj6lIOoKu/efcQpEXaezxdiFX92ybGRGj3OCBbcO8Pc7Iq9l/VU33WS2V556CtijI+Amz1saAXXm+z4TRUV9zavhD2gjKYfR9rjEmNN838LA75vaGWFUDznecFaw7JuOOtZ941hGoVg2qYY+yppk769tkrFtoRBZQwlJfnv20aqjZtw30tHAVAdT0cprJwlFSnocxbEtzGW3rTnaKkPBGzKURoVEMiYNqSWllhzxnWiK5G1gHvEflPFo77HXWxtMYseIYUGboPr+cL1dqU/HDgepgYaCrIO9B4/9BKMViQEq5by0MFYY0lx57ZcH5kQJWdyzRymg8RNr5J9sOXAOI5CD82JdVn4p/+Zf/FX7OT/2m/WsEpE6tPphLMGY3uuKXD99Jk8z5xeThyniXE8oJxlzZEv5zfCshB3sTv5rpNoSURA48eBeV+5rQtp23jqJrT3fH57JS0bL8OBl3cv+NORZBXzfON2uXC5XNiXhUEZfvTxG6bDgVgK4+kEVgRY67YJ0/x2I4eALbKLss6hrOV8u5LiTtkjXSPDOWN59/wsgTQK0Irr7UpKYsGZ+kEU3DG1m7ay7RtPpxe0MQKq2Tf6lsJlkKSky7bwdjnjjaUzns56fv/nP+N4POGdHJDO20aUiizbSlgDp8NBxClItUdqh1zXcV1m1mVjn2eehpGh6+j7gVjFRx7izun0hOs7qeS3nX1dmK9X6WZ9J7z2wwC6EvbQPNmJfV3pvMc4J6ppJaKlFERbgVFkzUO9XpOEgFQqiQbbyZmUK6YBUlKKDF2P7SVq1rZDY912IU4ZI+z3IgI3rAEyJQec83g3kHNl3W7EFEBZhu4oWfY5kOIumd/GUJuSWCE70twQnjFG3r+8PEI/QozMyypRu93dz6zYtoVaqlh6qsYahbONUNYNJCX3i1EKZ4SvnlG83W74XnzLzlritnG5XJquo298BcUyL8Ij7xwvLy8YZUkpEuIusbalMHQjRmvm+ca2LSIe7DpIMgV4aE3mjeM0CUe8Qq5ZCsRGy7JWIn33beVyE0Tv2PV420bJccZ2DmM8KSuutzdu82f6vuebDz8mFVHtW20xVoFKkCFnxe26kNLOu5cTucK6BnFbhJnT84jBg2APuFzPDMcRawS8s20rxjqeX56JOTJYIbEVBeu2422PZLTI+sZZOTRzEhRvzpsgmG3X7Kuw7SunpxNaCw718+sv8H3P2J2oqZBSYFtnfO9w3ShEuxhJOWCd4unpGYqmd55tWzlfXrG2xw89qmS+fP7E04cXxvGEobLcLsRUwDjCKgx7bbQEpNRKLomci0zVtG5ypcLhODVegQjOMGK9mqaRPUgmSOc9W9g4n89sy8Lz8zsBFK23tl7qUUiRJdY8jzH+EUvsrGHdN4yzkmuOwKgulyvH40FiYXNh2zaGYRD9SUocp5HQduol5Ice5Hg6Cpb3cmY6TfjmqVdFxttVVVwn0c5WKYyC63yj7wa2dWccR5RWsgaoqhXzkZwDIUVut5XT8UlEse11ukFSBDVK1pgpkmsRe+eeHhka3jmBjhkjE0n1NQwmZyFz3vULMUqzYJyhdyIqzC1TwjdcrzWGUARilHYZycs1VokpyVSkylQkhAgNVmaNk6jmUmRHXnLDBRs671GlcJtvFNVcFVqeVSkl1m2VdULn8VqzLStb2DmcTogUua1kqqwRtNakKKTQmIJoEhT84//4P/urHfL/9t/492oMEa0Rv3PKHJ+emWPiui7oHHFU1tuMR4s6UmncODAeDjgjxv2YM6FAyJl9WXDGMPSdjD28o6TCdpsZTgeWIqSsUz9inZMdr66E28zgeq7bAjnz9CRAlqXBX3SubKsE4YzD0MhnhqJF+b63LkhpQ6kythp62ZtuQbq9uQnWpn6kpMRgLYP3TMcDQcuOh5yBStg2yKJ2xWqpALVinmdKkguya+z2HFOr9AEjEYzf/fITb5+/MAw9fpDxvzWmZQWL/7EbRLm/be3zqIpumPju/MbPf/Z7TC1gpu8HVIFeO0pt3ug90A8juvdkJT8jbzs1ZN6//8gwHZr3P+GdQWkZI3dDx7pshHVjGgec61DWs+eEIrNczwy9HLy+WQd1reRtJ+RIduKv7u8hE0qzzQvaKrGzKEvfHiyfXj/x8vLMuw8fBB3c0pjivpNjxDoRwHVtnyahDA7ve5ZtJqWdsO/0fqDzHejMvG5NjFaYxoPkPSsR3ZRaxWvtZdzmtKBBY4rsMT5wtDmLley2XtijZA88ncRHHZtorLbueOiFVLVugjHNMYCG8Z558PrKfF04vXtmGiZ0rfhGG6xVCghrrUx4mh2uUNljZOw7xr5j3wOXy4Uvnz5zmCY+fPjIugkgJOyr5AI03QmlyopHge06eVDUKq+tJJblRth2xuGE9x1dJ26G23qllMrp+CzBQbWyzFf6vpdiJFZKkYMxFVGIpyg7y3Wf2cLC09MLnRnZt8jt9h2lJo7PH/DdgfX6xvntjY/ffMRaT8oyfVIl8fnzL6laM56eRbtjzCPgxVrPcltZNqHSUQ3zvArlssruuO9GhuEg+hlbSSVyPLxDqY59X5mXC6kmhnGiJoWpilwjy3bj/cf3WCOiPV3her3I7li5xpV/Y9lWPn77LTkqtuXMp+9+zsu7b1C6k1yJLN3yFiMlV7ym2U4ruYLre+HTW3GD9H7Aoik5socgGgsrws992/C9E0EYGm87WWPFlWVZeHn/AZUrpU1D9n1n7GSicVsvWGs5n898/EamDjElcky8vr3hvJBAjYJlWSjAeDzI5NEYiVNWitvlJojiGHj/8SNp3Yn7ypZWptMzrq1M9nVhjRvDOKG1xDY7azBebMr7KkLVmALOO2hxr8Yo1m1mHHqMcdSqUaUSs1hinTGYxiD5/OWVcexZtoXO92x7wI1SOJNkgmK0FNxvb68oDR/ffyBsInb8iq2WUCBtLSVG9nXFecswDZCFk1FqRVnDdJCoca1Eh3U+n0WzZQXrvoed1DQ8Xd9hsmKbF0kTbJbZ43RgXVdMA6Z1Y48zVgqseWU6HihVwFKHwxEUkoKa0iMcrSRJ0qsV1nURxLfYTqTIq6UJgBX/2D/6T/5qh/xf/ff/nVpyajnA4uH11rBcLvzGr/8G275xXmaC0mgKh2HEGvEj/+3f/R0OvXRuQjrTfPuTH2O94xefv6fUyq9/8y2//+k7fvnlE3Fe+Xt/44/z+vbK7e3Mu6cn7NhTjHibr7cb820WmlmU7rOmzGEYeX4+0Y0D0Sr2VcRLr29vpHXneZg4fnwW7nMIvHx8j2oit1xFwfz2+Qsvzy+cnp5Aa3KtfH575e3tFV8VTmmOT0fZu+5i1erGAT+NggwthRgC3/385/TWcjqcUMqw7iuH0xGMZllnvLNYZ3n99KWNJY900yC54dsuAImYOI4THo3KsscxY881rnz58gWTKr3rcNZzmCaUhi+XVym6lGUYe4ZRcuiNUkz9gMWQUiY7xWVdiGvC14IqGdf1uHFg3WZqlt1gLpVUKut6k27i6R193xOyqKmfn14k/OZybtoDJV2F63BubAEbLXqxFIZ+wPmOP/j5z5kvM6pUpuOBp/dPQq/T+rFXNs1fH5q4JYbI958/kRu05+XdO47TibAF1jALTSxFQkoY7XBasrhzlRCeHAT64b1tgjQJU9lDBBS66Ul0g+DEKOpu50zLmBY/aknxIfqpVZCfVml835FVITUAk1USW5tyamAjK2yHImjUy9sbx6dj67orfTfgtWNdFtYg0yDrOrzrySmiVeGy3ERl3w/si9Dm3r9/eXDpu65nHEbm+cr1ciYX4Xr7bngEIc3zlaoKylg631NSCx4phVQjzkvm+7ZuzLN0jeMgxMdUEst848vlM6fTM9NwbGyCgNKVXLUww50jrDv7HjAWYX9XsE6xpQ2A43SSh3+uUMX2ZXuN9z0xZHLeGfpJqI3I57xsG9u+ME1HaoYt7GArMc6S0qhHbteVlK5kFfH2iFUyHs85ELP45cfxRFgTIW3c1jMfPnyg8yMpCPY57GuLxKZNpSLzJgK8zo6oqpiXC29vX/B+FN1XQ69qrQgpo1oGRM4R5yy6Kmoq+N5jraXrBqz1lJzY9oUMKC3xoXvYKSXiXYe3jpLFrSTk1YpCwoHWvBKzrBPXZWZPO3awKBPpOLK3yGVVPZXMy8vpkfKojWPdN/qxI6w7x/Eg3PWYqLUSS5bMCi/Z8grVQrICVQmCWu5LmcRVA95KnPQWdvpxZA97C5hK3G5vkk9SjXSwVDm4KOzbJsWVtQzdQN0j3333S0IRQdrLuw+Sj5MTX94+8/zuBZBR+qEbePvlZ9mTO8M4DexR1miqalQxDONAqbmhbwUoJel3snIdp/GRN7HNM7GItdoqCS/LRRL3ci7sW2DoO0ki1JJr4a2sbpZ9Z94WsoLT6STaAW3YlrWFSUkyYM1JOBWnE2PfS+e+blJwWMf5+sp0Osp6PAloyDpp3HIS3ogGQpKGJIZdUir7gf/mP/FP/4ownL/wr9ciAc0M44jF8u7dB0KNjP1AiYn1NvPd5+/ofM/r2xv9YPm7fv03+L3f+21+7Sd/nN/55S/5yY+/5Refv+fv+elvQK389b/x7/OTb3+Ms4497Fznmfl84dd++hNCCQxdx+A7vn/9xIf3P+Lt9Y3Pnz7zyz/4Be/eveP4fMKfDi0oJTx2UHnbSMvG8Xjk+ZsPaGvxWmF7T6mZcJvJMZOV5nadCcvK+w/vGzBDU40hUvj0+spyvfE8HJjePQkJLYtFqLRkKkrl0A+sFwmEGU8Hsq74oWffxYe+hyAUsz0w9j3bvhHT3shlFuUkRlLtmfF4pJtkVBtTEtrfukCuPD29sJfE7XoWv70xzCGyrAtD7xn6DmccZEXcV/Zto+96qhI4UFKwrDN5mTl0A7u2rPnG9fbGoTtwGt9RlaXrDNt65dOn73h6fodzA0ZV2fcVgT3M841x8OQSCDEy9CdU0ZQaKYgnvCoRDVIrYd2YrzesNjx//ECslZKijCpjpqbC4VnCXm7zTNgFELTNV55eXuiPB0LN1JzRVTz/Gk22tEPQMPU9oNniLrGjWjqJru9lL2vEt7rvG0XBniLTIETBuyhpXVdBjd6DIBTcllXCRSp03tAPIyEl9n0j7gGlKh/ff0OtlXmdud7OlJQ4PL2IcrtFwBptiGRAtwAbedhZW7m+XSi5cg+CMkpCmrQVKMg6r6hGbPPGkDfZ9Y/PA/0wkVN9xL1e5zNYg1EWW4zsk9erkOOOR1H+K01JkcvtIgyGw7GlX2VSvneVDqWcOBHSzroJE79zA9ZqluXG+fUVawyH4zP39LmYkogua6IEi9cGawIx7vTjCaWkwKhF7GprWJmGkwhnU5BVxuA4jE+sy8q6zlSdGonSEvckimhd8Z0EhHS+J8bE9fIGNQu7343iz96vzMuVp+OJvh+xWhDO83pl2WY+fvgGZzphFsxXcs5MxyOlBSwttwtVw3R8otMe0sb3n75Q0WRgCy0tztrHPaeNIeaIroIeraoS0s40DaxbJMaC0ZIv4VvgjjGmXU/C+FjXtX2mgnDObXISguTGO6Mwd0peCVQyMRRSCRjfnEAJBjtSUmRZr2BhS4GDP4mlGfHhhxzptWCfsffwFsWyzWKfxLQVluUyL6QceHl54Xg4itVxWwlRLMeuk8nGPs9UYDyOrEEQtcNwJw+KVa0qRMi8B9awMXSNdVJBFcQO6hzkwny94HuPsUacStbLSkSqBeF1GBi6nrhHwZfriitib/vl6/f4ZgPUuVKy+Pi7JsDWSmOVEgiOEXSv6yVpsPcdFNjWldfzG6pznJ5OEBNhXsWn//LEcJxQpaKrJIWGXSaPmJZVnzI1BdZ1xQ8DHvH437ZVRLpao52M8clCbu0nWf9pLauqmsXbr3JuYKDEdVnwXc8/9U/8M7/aIf+v/YW/UDGyE09rpITM3/v3/gl++z/8D/iH/uH/Itf5yvl24eOHbwgx8R/+/u/z5cvP+WM//gn/zr/3W/xD/7l/hE/ffeaP/cYf4xc/+wM663n++IGk4XQ4Yo3h55++5zf/nX8bFRP/lf/SPyIf0DwzHQ7cYkB3HfO+0VnL/+dv/U3iuqFTpfeep9MJ6xzn1zPTNGKfhsdrjyFy/vSFp3ESsVXnH9S74gzLIsEYl8tF9tH7CsvOh9MLh3cvmFFEVroJm5Z95/L2Rl53RuuxxtBPI6bvKPqeaCYPoRh2nDIyXvc9/jASkN1gTIHDOKIq7KsIsFwLakEpbsvMHsRCQy54LQl6prPYFkyR20GV9sByW3D9RIwVpyv9cWw44JV92WTfpCVnOaeVp+cTQ3+iVs22r2zbmfl6wZmBl/fvSVXhupF1Wfn06WeEfeH9+48tXMXQeYfvDPsWMLZj2XbZ5RlL55x0vEDKBaNNSy+UdL+QIuttYfIe6w3ayx57nVfmq4gou35i3WdQhXEY6bqBmNKj8kfBNB7xroNaWJaZL18+4ayQ97SXRDWLxVRIUdTvxhlM76WqL7ITTTHKa+8kPMNZ9+geu76ntv1XToG3L19EJGUsxkqaXtWNmKdETJZT4el4glRk71hEE6CU4TCe6AYZH+ecBPbS9ub5Ee4ykbKMGEOKlFTx2tNZGKaJ27byi+9/yfv37zn0oxD9KFyvFw6HE1Z5NJWYA5d5ZjoemoLcoKroM5RWKG+Y5zec9eRUW7bC1uKBD5QiCuawi2K860dqVsTlTCExPJ2IpeLcgFOGHGXCNh2eMV7wvEY7/uDnf5t1v/Hx/U9xnRSiMWYRCGqD94NMRQhcbp9JqTL4g2hatATHDIeBzp+IobLvN4ypDONEyaAxWGsFbZxWxulACcg0pWYu85VxmnDGowTjwZ4WjDf0Xc/gehEDh4U97BJGIwZ89rRTc8V1IqS0wC9+8btUHH1/FKvUckU5mexcLhecMShV8L3Fai9I5qEjl4RBEVOl60YUhXmWVEBjBBpTa+F4PJJSafHjlRDFRx72He87OciTrIriHhms3G9fLp8wXrLTvZUgqMty4XB4J7z/vD+AUsendzJa33ZMrahSKFqREPR1bz0WRaqZXCooWbfWWiFJhtsr7woAABasSURBVIpoaSSoKcXAum/se5BQpeOBLS1oFCUmWYE2Vsb7d+9QFWwThOYoUap26nHWstxuuL5jD5HDdKQ3ss6dlyth22SlZiwf3r9jmWdRxve9eOwNHMcTcY8oXbGDpWQgZ2qS/fk4TNIwoAl7wHe9aElyZL3doNn/nGqHrYLz5UzYI9ZZWb+mQth2+nFgz/L3749PhEWeTcZLMVKrTGGtd0J23DeUkvVWzoW1ERm990zDSI2JdV3ZU8R2HqsVNA2YdQIw6pwlx8j1eqZqYYtsYWccJ/7J/8Z/+1e10P3VWnLmfD4LPx3Fb/z0p9RS+PVvf/ygGV2vF55e3vGL1898OJ34+PKOn//8Fzy9f0dVirfLmZ//4hf83T/5KUop/t1/99/Fa8Pf95/8T3GNK4dxEoFE3/Pdp09YFIdxlF3Yx2/YQ+B2u3K5XvBjj+570i4I13UXK9zgOp5enslbEBADFZTmcDowuY5E5RZ3ofYViXgtVC6XC0+HI11nQWu2XUA1SilS2FFZ1PfdOKD7jiXuXM8XVPO2OyfWJN/GlXfy1B539nXDWsf5emH0HU/HA1oLhvZwPBFyYQ0bY98JFeztDVLm6eVZImT7TtTyced8fmOfZ06nE0sp+Fo4HSYRttieWDTbvhD2jW1dZK+s4DgNDYlZidvG0Fk0iT0Hcs101qPxRBwhihpc1OcQqdS0MfgB2adltiBgnuvlwvPhCIjYxPcTn9/OxJwYvWV0nVibYmqQGISbnjK9dfS9sO211qRcua6LxKpqi1UVSqTrR4pypG3HOyO+2lIZxpF1Xzm/XbHW47sO1xKf1nXm7fIGquL6Du16BusZrWVdFm7rwjCN7SFl8V7iPkOMomPoOoZOwDwVwQcDLLeF45NgN+9K1/NNEt76XkawDejLvNx4ff0swBPr8a6TEWdO3OYLz08nhr5HaYNWAvYRWpiELClzTxeM3K4XYooMw8Q4HXDGihUuBLZt43CcBD4SEzUrwr4yLzeOTye87/n86VWCl8KOovKTn/460+lI2Hdi2NnWRSZZvn/4h7XWLOtCSRVjPF3nSXFjXs8oY3HdRNoTvevIOfDLT7/Lj37t13g+fEvYZMoR80Y3dihtCVG8+jFu7PsmIl08NVbm+YL1iawyzk6QNapGQtrpDxO+G7CqI+yRVC/sYQV6vJVxZ0oBbUVIuu+gq2G5fZE899N7rO2ouRLDxjxLGM/zixw2NWbW65XqFd/++Ncw2okgLyyc5ysvLx+JWXjlab3xdr1StWcLmRTlmvTOy+jcGEpOEv0aNnIbed8ZATWJ+Op0ehLbccNRz7cry3zBecvz8wulKMaxTSLWhVrFvvv+5QVrPXtYKaqwx/Kwyq7zjRASVRkyC9NwpDc9fd+RSubL9RVjLM6Kj9xpR1g3gamkgDaavpOJxrrOItzrBhSawfeQE7frhW4aMNoTQ8Y7CWMpCAdfaIyBy+sZBZhOMz0NJCTlM4dMipmYJOWutI51jwE/eN6dnpivF9DgtKCG5UBMRBJJVU6nJ+JtI6wrGNF/HY9Hai6EbRP2xLbSD5Jk+TyduN6EYR9iADTPxwMp/iC+VisOzydZXQFOez798hN7jvTTICRA50mliNW1rXpTERtcDjKavy0zsWSGcaD3fbuORMh4OB4pVRw+KWdKFs2V0oq8R7ZleYBxTu9ecF3HvmyslysJcSD03tNZR4mR1+sXxuMRbXyzNir+qX/iv/OrHfL/h//z/6leLxec85yOJ56fnpri2OE6j/aWoiqd9jjf8YtP3/F2vUKpnI4jz+PEcp0JWyCnwpYiH370Dd1hEGJcS3yLIaJL5ZsPH1FOE6IgY40R7rzren72y1+wrwu9deiquMxXfOd5en7BOuFM7znxy8+fGoFJrGGmFOYvbxyGkaenE4cniVWdU6AaRS6Fz58+iyCwaqycjXzz4x/THweSQfZbWXKzt219HAadFw+30lrCFbLshyuV7777jsF6np+f0VYoT7l5l/dtFyZ612OtYb/dGL2nP0yYTiYDb9cLcdnIe+D9u/eEkujGgd7J3vjL7cK8XKk54bWlxMK6zvRdx/F0YJoO9OPEnjKv339i32YOB9EvqKrlyK6ZedsIIbOHgjIaP/YkIG8RUqDkSDccUI0Rb6piz5kQd27rmWW98XJ6ofcjRgsMZc27wFdCojOOYfAST5sL8/lK5zps3zUZThHLWS1CBTOO8+VM3zmO3QhZ4kettex5p9TC6CaU9UIWrKK8//L2ibEbGJ9eSKUydn2z4EgYhrESZGSd5fz6JlheAxQJRum6gZqrIERDJMdE33C8BVG1h7CwrQtaW3KVXVuOEVVFCGNNm1y4jhB2tBWq1eVyAUQIODYbWQ6FdTvL+NV3VBpmtspBZTrNtgtgyrqBVAS7Sy68ffnM4XRg7AeMsS2md+WyXrBtdeGqJe9ixQs5CEZVFYlgzpU1bFRVW0Jhh8KgkG45pI3pcIJi2fcNYxKfX3/JYXrhcHihNTnEbSHmhPGKrh+wdKgihau2GqUcSlkgkkKglIjxjmE4obCEfePzl19incL7AW9HSomEeMW6EbRFYVEpkolseWEcjmh6pnFkXS789u/8LV7ev2fqDxy6J7QufDr/Ptr29L0kXFprKClwm9/4+M2PMVisMuQU+PLle17ev2PoR2JI1Bz4g5/9Dk/v3jGMz/R+oOad3/7tv4lRI2tIoDVaV5xRAjvpB2EXNKHu66fP7GFjT4Hn9+/RzhGCZB4opUh7Je1FgE41s+8Lz++ecdYTGsde10oKAWUdWJmsWOfZthtj5wmbwGh83wuGWlViquxhoXejrFmWczvYWzRyLFRnOUwHzq9nus4T1pVqBXm8rivD2LPHHV0toEQAaxSpJNzoMbojb5LEeL2dWy6IQ9XK5fLG6/mV8TRiMDwdTlhlON8+o2zGmR6reymFrVjtwx4Yref2s1/ys9/5Dzm8e+HjT36DLWdx+XiPdZZcsrxXbYUOue2QM+uyiWDPO7pROnNrLDU2amI7rJX5ynqvBfZtZRg9pcDTdGKb50YTVJRQKAa8Exyu9wMxZ4qujMcDznVoNAaZcmMNWmn2RZgcKURiiphG5Msx0o8Dx6cjuY3070FqyyyxvcY7sApvxYm174EvlzO1grNWRO0xScR3mBnGCautrDe05p/5b/1zv9oh/+f/6m9Wo0wTMd24Xs5clws1FSbf02mNysJpHp6O+Gmg7ydKLLI/to43Er/ze7/PiKVTloOxnMaBw/MBPfgHUSkrMM6LFWiZmW8zy/dfOPQj48uT+GGpEhRzmMQikjIoxTyvxHll/XLm1779lnfffoPuHNu6cdtWVi1hGfG2oHJBo3j39Cyxl9aQi5CftpoJOZH3QKcMXe+JKXL5/gvOdhLOMIrK8jrf2PdNOM9acxgO+HEkl0RJ4o/1fQfeE7eduG0st5m8BU7HE1UpjBclasiJGIOQAbcgme7DQDf0+GkQtGIVlnguEtpjsqw8lEKCKnpPsVkuhFyhwO02Y9Gy2ng+ibq/FOZt43KZKdpgnONwaOKbIBnlWStKSLxdX8n7Rucsy7KQlfC/j4cXpuFAaodFyYl9nUkx8P7lPf/f9s5k146kq8JfRGSfp7utXVWuf8ZzIYQQzfMhmPAA/4AJA2YI8VOUXWXf7pw8mRkRGQ2DnTbzkhCilOsBfK9k3YjIvdf6VlU1mKrELQveCs5RfWt9k7jI8PbKNF8Ji6epG7p+jzFm/Xcjl+tATJHX1ycwkXf3P1I0rbDwkwB3nl4+k32gbWtSCTf7E2TpaJ6niWVx31znhTESk3MTL8MzfXtgf9h/461frzPTdaasDcqUAtJaHLUpSAg6WBUZUxj0ekKN00hCIpqy25fRq0ScAiF6bJR8uaKkMTUhWIbpjQJD3fSo2mCKiukyEvxMLhW7qmfJgXEcqVVN3TSwejQWL7Gk3X4v8UWjGaYBQqDf9SgMJKHszXbCpYW6bSWf79w6bVq4jINEBZPU/y7eEYIU7KiiWA9UzXV4Y7JnHt59h8kVOgvgKcXIOMs+cFkChdFUlfQSKK0p60byzilCzixhwU4WUwj8KAXPZThLG2XdoZKBFAlpIOLZde9x84zKihQd5/GF/nQn7P8s5kzrr1hvub17ZLIT3s2gLOfpE/v+kVP3Pddh5PXlhbapuH/3gFEl0S2kxRNzEH9Gt5OiJO84Dy+cHo4cTw9YDyZlvD3zagd2+3vG6yxO7GjxfiKZgqbsSE7gU03fUlIQyIQYwMtjsWxLjK5QRmFMRc7w8vZMyJBy4sMPHzDZ8Pb2hC4N0c7oQnM43VGYgslZrAuE4Ni11VrUVRKXQAnytUzCWk9JgZ+vjP5K1opAoOl2FFVPDJ7OGJ6en3A58XD/iCajKSAJY52cmP1MuVLl8kqK9NcJDGjEvEbBSjzMFEoRoyPpRFVWqKyJQWJiEYdLEyZXLBaZ4lXIuRaVlMlczvzLv/4zS848PnygbjtuTrcoFLN13N7fyX5a5gSEeeY//vTv6Kbm5v6BUmu8W0ApDsfjt7rarmslxhaBpPDOQgLnBqybqGpJcEBEVQWqKGnKmoKMnwYubqQ/3KKTPOy+ds5UlbSBOu/wIaCSFHaNdpKG0bal6BoqUzBfRyJCPazLilJrYeAPF6ZlYX88Qk7CSbEWBWhjyFrWXilEvBdD6+U6oApFaQxF1tLtUBT81V/8zW+75P/+H/4xJ6SCtW5rirpCJfVtjzOGBescz59/oaPg3bt3nM8Dy2T54Yfv2J+OsrMKAacyF+94e34mOEuR4eH+TkpCQsJkGXtGJbvOq45kt1Ak0HW9Zn6tHGZ1gzGatqzRZcFI4OV6wc2W0hTs2o6cEj///DN6Dnz3/j191zJZS7GCd3KIQnlaa1PbtqVcjSFmLe8wGnnd1RWLVqgEy+I4v75hx4nv371nt+ukljFBVVbY9Wu/W0EKIWfG80DXtaiqWAtCSrQRwtE0DDLGLwsma7/RnUpj5AVoChJwHUdMYWSH03WoYsWxJmHBz7OlTJm+6+Xi1Yqm70iI859FdvjL4tntT1RNi8pfnbsRn7Ls0ZXBEVmc5/npM+e3Jz58+MD+eA+6lF2as1yHVyY70LV72k6Mc8oYqfSNAW0kMlcUckmCpiwMzo48P7+gi5pkIru+p286dFIyYTAy/terQz4DOin6psYtEx8//gypoOwMGEOlS/Y7qQC9XC+kZaFpaqqqkZ+dAnayzNYK6SsFQg7s655d2zPZUZoOi26tRdbkLKTFGKUQiNKs2FxxfIdFXupJJdqmQwVhwOc1aTH7GW0Uh92R0pTYZcEtFjc4Ug5EEylNhaZGZaGcXccrdVfS9jvaUhj8zlnOrxK9ErYdOOdZLccUynB7/7AWdSwEpPHQf3XI1xVtK0CbnCUtUdYlzkfatqcsS15evhCiFGwURU1dS6Zd6Yj1jrqu6Tr50k8+4p1lmkcpNlpxnCFazsMrXdOz251WBzbkFHl5e6GoDFUpK43CKKZx4DIM7I4HlhQxqkQl8G7A5guH/ZGufiC4iNKZJYwYramaHTEg7YXB4xZpTWzrXg51a8lEPJ7KNLRNjzGZaRK65P5wpK16MjKZKExJW6+GRKNwbub19YUfPvxAChkweDtyvrzgYqIrdxKBcjMxLbLuaveYUkyTyXuassAjhqtEws0TGvF4WBsgS1R314lh1fqFzMLiLYfDDhtmYgA/euqqRRvDru8wZSkXu4o4PzNZx/F4K93o04hK4liv+x5rF16fP9Mcaol5VS1dJRHDrDIvT7+w2zcoU5FyxWItZS1Yb+8sKgWyt5RNT1PvGM5vhOwoi5qYF+zVEpZI3dcoY6jLllIbxumKRwhwYXF0q5dj3x+ZpisxB2YXKZuGphA8q64qJjuTc6SphaGhs4EEh/1eTMhxNf8uYa31VpSmIKZENmo1OTvOw0DbdRx2+3UNKRwC7z2ztZR1RV1WhGVhnC7MdsIUDV3X01WVlDRFMUWO4wWVI7vDgRBg8V/z+RKbPhz2clZamQgbpZnmmbB2DxDTGu+VD8WkoWla8iJQnXka1r4JoTvGJaBB6s/XOG3TNvTdTrDlw5XLeKVoqhWGlSVTb+Xc+du//I0wnH/64x8zRlECBs3nlyeGTx957Hv2dyd006FVQa6ksW2JkdHNoKGpasbrBKPlrm5oH27Y9TuqTv4gpmHky8cvqKok1mvbT5Ct5t3hCArGX7/w4+M7uvtbprDgkpiBSm2IccEOM8aUqKpkv+tRSfbZs5NSmVwWXOeZ8Trw9vyMu858/+57bm4PksU0BlUWRKMIPpBWfOPoLR9/+YReAiddc6gFIpEKTWgM+5OACnLOKDLD5cxPHz/iXGDX7LAvAyZG/vBnf6B7vGGOCwUK7xxvb6+8Pr9x7I7sTyfp27Yz9e1BRqpriQVaVhLHqqEtakxbERFHanB+beH6HwyqBpluaJgXh5sm+qahqBp8DJgooBjdVOQsdK3x/MZsrzImj4pTe+Cu6fFF4uJmyr4jBIfRBSELD/7pl/+izgXd8YZkJDopYIksXwDTICSpsmJxgX1Zo1HEHBm8xLjuj3c07RGWRG0qhssTr9cnAobd6UihSgxGOgMKw5dPn7nMX6haw/fvf0SbGhWQjvvsGOeRQjcURS1ZaoXsYYNnmM/c3TwK6jQE5nkiThMpLZxO9/gc0HXBPEl9aswLu/4gtcDeU+uCsigogNGO2LCw7/e0bQ967b2+Djy9PTMGz31z4Lt3j0SUYH2D5zKfMV1BqVrOl5GmbemrnpwCTy+fCDHQ9yeOxxOtacholjAy+wsJaOsDOitSzDg7kTXUXQ0L6LXC9KtrfpxnSZMoySOHq+Xt6YVsFPvTjtvbW0LUZC8rhtkPa1+1cBmWsBCcIzlPXX29XMTk9ja8UJSGsmxYYiZJVowvz//J7rBj192SozyQUoo4b9nvdpSFIflMVIbh7QtuemN/e09RtZRVKY9p+8I4vdK27wguUVUtYfEM9pWmabhpT+SkvpHLJj8xhwWUwWS1Rp0ckUy7P8ozYwnc7HrGecCmwK49UOoSdGSaXynLGlIjjnKTGaYLbduikarQebzyp5/+jd1+T7+7JSnDr79+ZAmOu8dHstLoaEg+8OnzJ+7vbykTGGpON7eUdYkPM+fLMz4EdNXRrA2Kvzw9Cbq436OLjGaR6JZXuOCougrrB/b1njLX0rte1Qyj/B/03ZG27gTsNF8Zrle0hrrvcBGyXxiHgbJJvH98R6P2uHGh1Ar0wqdff+J080BRH3B5wQcvcCdrccPAxV043N5wd3zPdJ1RpaRCXJi5Pd7w8vxG2VRykS8JfODp6YlcF+yOB9pOfDKX8xWFoSg0psikJP6ReR6oCsPhcCItkbAsGK25jG80XUPWFVlnwjRjR0fT7tY+komHu3sKDEuIFKXBXi90bYepG5KWfvfgPDlLU+eyLGKUjRGjDE1brTjzhE9B2BhXy3C+rLjrhaZv1oZRJRyXWXruu7ahbWTnX5oCv0R8Xtj3vTQuonB2wk4z83hFFYa2bTFaamNn61mCfAShkObMJZJj5jpdiQpUoWT6EBJVljG9UopkFLkwaAQvHFOSi7+q+Ls//+vfdslv2rRp06ZNm/5/Sv9f/wKbNm3atGnTpv8dbZf8pk2bNm3a9DvVdslv2rRp06ZNv1Ntl/ymTZs2bdr0O9V2yW/atGnTpk2/U22X/KZNmzZt2vQ71XbJb9q0adOmTb9T/TcE7ySTnlrl+AAAAABJRU5ErkJggg==\\n\",\n      \"text/plain\": [\n       \"<Figure size 506.092x337.5 with 1 Axes>\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"visualization.visualize_sfm_2d(reconstruction, images, n=1, color_by='depth')\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Visualizing the localization\\n\",\n    \"We parse the localization logs and for each query image plot matches and inliers with a few database images.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 10,\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"data\": {\n      \"image/png\": 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\\n\",\n      \"text/plain\": [\n       \"<Figure size 761.121x337.5 with 2 Axes>\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"visualization.visualize_loc(\\n\",\n    \"    results, images, reconstruction, n=1, top_k_db=1, prefix='query/night', seed=2)\"\n   ]\n  }\n ],\n \"metadata\": {\n  \"kernelspec\": {\n   \"display_name\": \"Python 3 (ipykernel)\",\n   \"language\": \"python\",\n   \"name\": \"python3\"\n  },\n  \"language_info\": {\n   \"codemirror_mode\": {\n    \"name\": \"ipython\",\n    \"version\": 3\n   },\n   \"file_extension\": \".py\",\n   \"mimetype\": \"text/x-python\",\n   \"name\": \"python\",\n   \"nbconvert_exporter\": \"python\",\n   \"pygments_lexer\": \"ipython3\",\n   \"version\": \"3.7.8\"\n  }\n },\n \"nbformat\": 4,\n \"nbformat_minor\": 4\n}\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/pipeline_InLoc.ipynb",
    "content": "{\n \"cells\": [\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"%load_ext autoreload\\n\",\n    \"%autoreload 2\\n\",\n    \"\\n\",\n    \"from pathlib import Path\\n\",\n    \"from pprint import pformat\\n\",\n    \"\\n\",\n    \"from hloc import extract_features, match_features, localize_inloc, visualization\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"# Pipeline for indoor localization\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Setup\\n\",\n    \"Here we declare the paths to the dataset, image pairs, and we choose the feature extractor and the matcher. You need to download the [InLoc dataset](https://www.visuallocalization.net/datasets/) and put it in `datasets/inloc/`, or change the path.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"dataset = Path('datasets/inloc/')  # change this if your dataset is somewhere else\\n\",\n    \"\\n\",\n    \"pairs = Path('pairs/inloc/')\\n\",\n    \"loc_pairs = pairs / 'pairs-query-netvlad40.txt'  # top 40 retrieved by NetVLAD\\n\",\n    \"\\n\",\n    \"outputs = Path('outputs/inloc/')  # where everything will be saved\\n\",\n    \"results = outputs / 'InLoc_hloc_superpoint+superglue_netvlad40.txt'  # the result file\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"# list the standard configurations available\\n\",\n    \"print(f'Configs for feature extractors:\\\\n{pformat(extract_features.confs)}')\\n\",\n    \"print(f'Configs for feature matchers:\\\\n{pformat(match_features.confs)}')\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"# pick one of the configurations for extraction and matching\\n\",\n    \"# you can also simply write your own here!\\n\",\n    \"feature_conf = extract_features.confs['superpoint_inloc']\\n\",\n    \"matcher_conf = match_features.confs['superglue']\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Extract local features for database and query images\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"feature_path = extract_features.main(feature_conf, dataset, outputs)\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Match the query images\\n\",\n    \"Here we assume that the localization pairs are already computed using image retrieval (NetVLAD). To generate new pairs from your own global descriptors, have a look at `hloc/pairs_from_retrieval.py`. These pairs are also used for the localization - see below.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"match_path = match_features.main(matcher_conf, loc_pairs, feature_conf['output'], outputs)\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Localize!\\n\",\n    \"Perform hierarchical localization using the precomputed retrieval and matches. Different from when localizing with Aachen, here we do not need a 3D SfM model here: the dataset already has 3D lidar scans. The file `InLoc_hloc_superpoint+superglue_netvlad40.txt` will contain the estimated query poses.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"localize_inloc.main(\\n\",\n    \"    dataset, loc_pairs, feature_path, match_path, results,\\n\",\n    \"    skip_matches=20)  # skip database images with too few matches\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Visualization\\n\",\n    \"We parse the localization logs and for each query image plot matches and inliers with a few database images.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 4,\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"data\": {\n      \"image/png\": 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\\n\",\n      \"text/plain\": [\n       \"<Figure size 703.125x337.5 with 2 Axes>\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"visualization.visualize_loc(results, dataset, n=1, top_k_db=1, seed=2)\"\n   ]\n  }\n ],\n \"metadata\": {\n  \"kernelspec\": {\n   \"display_name\": \"Python 3\",\n   \"language\": \"python\",\n   \"name\": \"python3\"\n  },\n  \"language_info\": {\n   \"codemirror_mode\": {\n    \"name\": \"ipython\",\n    \"version\": 3\n   },\n   \"file_extension\": \".py\",\n   \"mimetype\": \"text/x-python\",\n   \"name\": \"python\",\n   \"nbconvert_exporter\": \"python\",\n   \"pygments_lexer\": \"ipython3\",\n   \"version\": \"3.7.8\"\n  }\n },\n \"nbformat\": 4,\n \"nbformat_minor\": 4\n}\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/pipeline_SfM.ipynb",
    "content": "{\n \"cells\": [\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"%load_ext autoreload\\n\",\n    \"%autoreload 2\\n\",\n    \"\\n\",\n    \"from pathlib import Path\\n\",\n    \"\\n\",\n    \"from hloc import extract_features, match_features, reconstruction, visualization, pairs_from_retrieval\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Setup\\n\",\n    \"In this notebook, we will run SfM reconstruction from scratch on a set of images. We choose the [South-Building dataset](https://openaccess.thecvf.com/content_cvpr_2013/html/Hane_Joint_3D_Scene_2013_CVPR_paper.html) - we will download it later. First, we define some paths.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"images = Path('datasets/South-Building/images/')\\n\",\n    \"\\n\",\n    \"outputs = Path('outputs/sfm/')\\n\",\n    \"sfm_pairs = outputs / 'pairs-netvlad.txt'\\n\",\n    \"sfm_dir = outputs / 'sfm_superpoint+superglue'\\n\",\n    \"\\n\",\n    \"retrieval_conf = extract_features.confs['netvlad']\\n\",\n    \"feature_conf = extract_features.confs['superpoint_aachen']\\n\",\n    \"matcher_conf = match_features.confs['superglue']\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Download the dataset\\n\",\n    \"The dataset is simply a set of images. The intrinsic parameters will be extracted from the EXIF data and refined with SfM.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"if not images.exists():\\n\",\n    \"    !wget http://cvg.ethz.ch/research/local-feature-evaluation/South-Building.zip -P datasets/\\n\",\n    \"    !unzip -q datasets/South-Building.zip -d datasets/\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Find image pairs via image retrieval\\n\",\n    \"We extract global descriptors with NetVLAD and find for each image the most similar ones. For smaller dataset we can instead use exhaustive matching via `hloc/pairs_from_exhaustive.py`, which would find $\\\\frac{n(n-1)}{2}$ images pairs.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"retrieval_path = extract_features.main(retrieval_conf, images, outputs)\\n\",\n    \"pairs_from_retrieval.main(retrieval_path, sfm_pairs, num_matched=5)\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Extract and match local features\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"feature_path = extract_features.main(feature_conf, images, outputs)\\n\",\n    \"match_path = match_features.main(matcher_conf, sfm_pairs, feature_conf['output'], outputs)\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## 3D reconstruction\\n\",\n    \"Run COLMAP on the features and matches.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"model = reconstruction.main(sfm_dir, images, sfm_pairs, feature_path, match_path)\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Visualization\\n\",\n    \"We visualize some of the registered images, and color their keypoint by visibility, track length, or triangulated depth.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"visualization.visualize_sfm_2d(model, images, color_by='visibility', n=5)\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"visualization.visualize_sfm_2d(model, images, color_by='track_length', n=5)\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"visualization.visualize_sfm_2d(model, images, color_by='depth', n=5)\"\n   ]\n  }\n ],\n \"metadata\": {\n  \"kernelspec\": {\n   \"display_name\": \"Python 3 (ipykernel)\",\n   \"language\": \"python\",\n   \"name\": \"python3\"\n  },\n  \"language_info\": {\n   \"codemirror_mode\": {\n    \"name\": \"ipython\",\n    \"version\": 3\n   },\n   \"file_extension\": \".py\",\n   \"mimetype\": \"text/x-python\",\n   \"name\": \"python\",\n   \"nbconvert_exporter\": \"python\",\n   \"pygments_lexer\": \"ipython3\",\n   \"version\": \"3.7.8\"\n  }\n },\n \"nbformat\": 4,\n \"nbformat_minor\": 4\n}\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/requirements.txt",
    "content": "torch>=1.1\ntorchvision>=0.3\nnumpy\nopencv-python\ntqdm>=4.36.0\nmatplotlib\nplotly\nscipy\nh5py\npycolmap>=0.3.0\nkornia>=0.6.7\ngdown\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/setup.py",
    "content": "from pathlib import Path\nfrom setuptools import setup, find_packages\n\ndescription = ['Tools and baselines for visual localization and mapping']\n\nroot = Path(__file__).parent\nwith open(str(root / 'README.md'), 'r', encoding='utf-8') as f:\n    readme = f.read()\nwith open(str(root / 'hloc/__init__.py'), 'r') as f:\n    version = eval(f.read().split('__version__ = ')[1].split()[0])\nwith open(str(root / 'requirements.txt'), 'r') as f:\n    dependencies = f.read().split('\\n')\n\nsetup(\n    name='hloc',\n    version=version,\n    packages=find_packages(),\n    python_requires='>=3.6',\n    install_requires=dependencies,\n    author='Paul-Edouard Sarlin',\n    description=description,\n    long_description=readme,\n    long_description_content_type=\"text/markdown\",\n    url='https://github.com/cvg/Hierarchical-Localization/',\n    classifiers=[\n        \"Programming Language :: Python :: 3\",\n        \"License :: OSI Approved :: Apache Software License\",\n        \"Operating System :: OS Independent\",\n    ],\n)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/SuperGluePretrainedNetwork/.gitignore",
    "content": "*.pyc\n*.DS_Store\n*.swp\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/SuperGluePretrainedNetwork/LICENSE",
    "content": "SUPERGLUE: LEARNING FEATURE MATCHING WITH GRAPH NEURAL NETWORKS\nSOFTWARE LICENSE AGREEMENT\nACADEMIC OR NON-PROFIT ORGANIZATION NONCOMMERCIAL RESEARCH USE ONLY\n\nBY USING OR DOWNLOADING THE SOFTWARE, YOU ARE AGREEING TO THE TERMS OF THIS LICENSE AGREEMENT.  IF YOU DO NOT AGREE WITH THESE TERMS, YOU MAY NOT USE OR DOWNLOAD THE SOFTWARE.\n\nThis is a license agreement (\"Agreement\") between your academic institution or non-profit organization or self (called \"Licensee\" or \"You\" in this Agreement) and Magic Leap, Inc. (called \"Licensor\" in this Agreement).  All rights not specifically granted to you in this Agreement are reserved for Licensor. \n\nRESERVATION OF OWNERSHIP AND GRANT OF LICENSE: \nLicensor retains exclusive ownership of any copy of the Software (as defined below) licensed under this Agreement and hereby grants to Licensee a personal, non-exclusive, non-transferable license to use the Software for noncommercial research purposes, without the right to sublicense, pursuant to the terms and conditions of this Agreement.  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LICENSEE BEARS ALL RISK RELATING TO QUALITY AND PERFORMANCE OF THE SOFTWARE AND RELATED MATERIALS.\n\nSUPPORT AND MAINTENANCE: No Software support or training by the Licensor is provided as part of this Agreement.  \n\nEXCLUSIVE REMEDY AND LIMITATION OF LIABILITY: To the maximum extent permitted under applicable law, Licensor shall not be liable for direct, indirect, special, incidental, or consequential damages or lost profits related to Licensee's use of and/or inability to use the Software, even if Licensor is advised of the possibility of such damage.\n\nEXPORT REGULATION: Licensee agrees to comply with any and all applicable U.S. export control laws, regulations, and/or other laws related to embargoes and sanction programs administered by the Office of Foreign Assets Control.\n\nSEVERABILITY: If any provision(s) of this Agreement shall be held to be invalid, illegal, or unenforceable by a court or other tribunal of competent jurisdiction, the validity, legality and enforceability of the remaining provisions shall not in any way be affected or impaired thereby.\n\nNO IMPLIED WAIVERS: No failure or delay by Licensor in enforcing any right or remedy under this Agreement shall be construed as a waiver of any future or other exercise of such right or remedy by Licensor.\n\nGOVERNING LAW: This Agreement shall be construed and enforced in accordance with the laws of the State of Florida without reference to conflict of laws principles.  You consent to the personal jurisdiction of the courts of this County and waive their rights to venue outside of Broward County, Florida.\n\nENTIRE AGREEMENT AND AMENDMENTS: This Agreement constitutes the sole and entire agreement between Licensee and Licensor as to the matter set forth herein and supersedes any previous agreements, understandings, and arrangements between the parties relating hereto.\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/SuperGluePretrainedNetwork/README.md",
    "content": "<img src=\"assets/magicleap.png\" width=\"240\">\n\n### Research @ Magic Leap (CVPR 2020, Oral)\n\n# SuperGlue Inference and Evaluation Demo Script\n\n## Introduction\nSuperGlue is a CVPR 2020 research project done at Magic Leap. The SuperGlue network is a Graph Neural Network combined with an Optimal Matching layer that is trained to perform matching on two sets of sparse image features. This repo includes PyTorch code and pretrained weights for running the SuperGlue matching network on top of [SuperPoint](https://arxiv.org/abs/1712.07629) keypoints and descriptors. Given a pair of images, you can use this repo to extract matching features across the image pair.\n\n<p align=\"center\">\n  <img src=\"assets/teaser.png\" width=\"500\">\n</p>\n\nSuperGlue operates as a \"middle-end,\" performing context aggregation, matching, and filtering in a single end-to-end architecture. For more details, please see:\n\n* Full paper PDF: [SuperGlue: Learning Feature Matching with Graph Neural Networks](https://arxiv.org/abs/1911.11763).\n\n* Authors: *Paul-Edouard Sarlin, Daniel DeTone, Tomasz Malisiewicz, Andrew Rabinovich*\n\n* Website: [psarlin.com/superglue](https://psarlin.com/superglue) for videos, slides, recent updates, and more visualizations.\n\n* `hloc`: a new toolbox for visual localization and SfM with SuperGlue, available at [cvg/Hierarchical-Localization](https://github.com/cvg/Hierarchical-Localization/). Winner of 3 CVPR 2020 competitions on localization and image matching!\n\nWe provide two pre-trained weights files: an indoor model trained on ScanNet data, and an outdoor model trained on MegaDepth data. Both models are inside the [weights directory](./models/weights). By default, the demo will run the **indoor** model.\n\n## Dependencies\n* Python 3 >= 3.5\n* PyTorch >= 1.1\n* OpenCV >= 3.4 (4.1.2.30 recommended for best GUI keyboard interaction, see this [note](#additional-notes))\n* Matplotlib >= 3.1\n* NumPy >= 1.18\n\nSimply run the following command: `pip3 install numpy opencv-python torch matplotlib`\n\n## Contents\nThere are two main top-level scripts in this repo:\n\n1. `demo_superglue.py` : runs a live demo on a webcam, IP camera, image directory or movie file\n2. `match_pairs.py`: reads image pairs from files and dumps matches to disk (also runs evaluation if ground truth relative poses are provided)\n\n## Live Matching Demo Script (`demo_superglue.py`)\nThis demo runs SuperPoint + SuperGlue feature matching on an anchor image and live image. You can update the anchor image by pressing the `n` key. The demo can read image streams from a USB or IP camera, a directory containing images, or a video file. You can pass all of these inputs using the `--input` flag.\n\n### Run the demo on a live webcam\n\nRun the demo on the default USB webcam (ID #0), running on a CUDA GPU if one is found:\n\n```sh\n./demo_superglue.py\n```\n\nKeyboard control:\n\n* `n`: select the current frame as the anchor\n* `e`/`r`: increase/decrease the keypoint confidence threshold\n* `d`/`f`: increase/decrease the match filtering threshold\n* `k`: toggle the visualization of keypoints\n* `q`: quit\n\nRun the demo on 320x240 images running on the CPU:\n\n```sh\n./demo_superglue.py --resize 320 240 --force_cpu\n```\n\nThe `--resize` flag can be used to resize the input image in three ways:\n\n1. `--resize` `width` `height` : will resize to exact `width` x `height` dimensions\n2. `--resize` `max_dimension` : will resize largest input image dimension to `max_dimension`\n3. `--resize` `-1` : will not resize (i.e. use original image dimensions)\n\nThe default will resize images to `640x480`.\n\n### Run the demo on a directory of images\n\nThe `--input` flag also accepts a path to a directory. We provide a directory of sample images from a sequence. To run the demo on the directory of images in `freiburg_sequence/` on a headless server (will not display to the screen) and write the output visualization images to `dump_demo_sequence/`:\n\n```sh\n./demo_superglue.py --input assets/freiburg_sequence/ --output_dir dump_demo_sequence --resize 320 240 --no_display\n```\n\nYou should see this output on the sample Freiburg-TUM RGBD sequence:\n\n<img src=\"assets/freiburg_matches.gif\" width=\"560\">\n\nThe matches are colored by their predicted confidence in a jet colormap (Red: more confident, Blue: less confident).\n\n### Additional useful command line parameters\n* Use `--image_glob` to change the image file extension (default: `*.png`, `*.jpg`, `*.jpeg`).\n* Use `--skip` to skip intermediate frames (default: `1`).\n* Use `--max_length` to cap the total number of frames processed (default: `1000000`).\n* Use `--show_keypoints` to visualize the detected keypoints (default: `False`).\n\n## Run Matching+Evaluation (`match_pairs.py`)\n\nThis repo also contains a script `match_pairs.py` that runs the matching from a list of image pairs. With this script, you can:\n\n* Run the matcher on a set of image pairs (no ground truth needed)\n* Visualize the keypoints and matches, based on their confidence\n* Evaluate and visualize the match correctness, if the ground truth relative poses and intrinsics are provided\n* Save the keypoints, matches, and evaluation results for further processing\n* Collate evaluation results over many pairs and generate result tables\n\n### Matches only mode\n\nThe simplest usage of this script will process the image pairs listed in a given text file and dump the keypoints and matches to compressed numpy `npz` files. We provide the challenging ScanNet pairs from the main paper in `assets/example_indoor_pairs/`. Running the following will run SuperPoint + SuperGlue on each image pair, and dump the results to `dump_match_pairs/`:\n\n```sh\n./match_pairs.py\n```\n\nThe resulting `.npz` files can be read from Python as follows:\n\n```python\n>>> import numpy as np\n>>> path = 'dump_match_pairs/scene0711_00_frame-001680_scene0711_00_frame-001995_matches.npz'\n>>> npz = np.load(path)\n>>> npz.files\n['keypoints0', 'keypoints1', 'matches', 'match_confidence']\n>>> npz['keypoints0'].shape\n(382, 2)\n>>> npz['keypoints1'].shape\n(391, 2)\n>>> npz['matches'].shape\n(382,)\n>>> np.sum(npz['matches']>-1)\n115\n>>> npz['match_confidence'].shape\n(382,)\n```\n\nFor each keypoint in `keypoints0`, the `matches` array indicates the index of the matching keypoint in `keypoints1`, or `-1` if the keypoint is unmatched.\n\n### Visualization mode\n\nYou can add the flag `--viz` to dump image outputs which visualize the matches:\n\n```sh\n./match_pairs.py --viz\n```\n\nYou should see images like this inside of `dump_match_pairs/` (or something very close to it, see this [note](#a-note-on-reproducibility)):\n\n<img src=\"assets/indoor_matches.png\" width=\"560\">\n\nThe matches are colored by their predicted confidence in a jet colormap (Red: more confident, Blue: less confident).\n\n### Evaluation mode\n\nYou can also estimate the pose using RANSAC + Essential Matrix decomposition and evaluate it if the ground truth relative poses and intrinsics are provided in the input `.txt` files. Each `.txt` file contains three key ground truth matrices: a 3x3 intrinsics matrix of image0: `K0`, a 3x3 intrinsics matrix of image1: `K1` , and a 4x4 matrix of the relative pose extrinsics `T_0to1`.\n\nTo run the evaluation on the sample set of images (by default reading `assets/scannet_sample_pairs_with_gt.txt`), you can run:\n\n```sh\n./match_pairs.py --eval\n```\n\n\nSince you enabled `--eval`, you should see collated results printed to the terminal. For the example images provided, you should get the following numbers (or something very close to it, see this [note](#a-note-on-reproducibility)):\n\n```txt\nEvaluation Results (mean over 15 pairs):\nAUC@5    AUC@10  AUC@20  Prec    MScore\n26.99    48.40   64.47   73.52   19.60\n```\n\nThe resulting `.npz` files in `dump_match_pairs/` will now contain scalar values related to the evaluation, computed on the sample images provided. Here is what you should find in one of the generated evaluation files:\n\n```python\n>>> import numpy as np\n>>> path = 'dump_match_pairs/scene0711_00_frame-001680_scene0711_00_frame-001995_evaluation.npz'\n>>> npz = np.load(path)\n>>> print(npz.files)\n['error_t', 'error_R', 'precision', 'matching_score', 'num_correct', 'epipolar_errors']\n```\n\nYou can also visualize the evaluation metrics by running the following command:\n\n```sh\n./match_pairs.py --eval --viz\n```\n\nYou should also now see additional images in `dump_match_pairs/` which visualize the evaluation numbers (or something very close to it, see this [note](#a-note-on-reproducibility)):\n\n<img src=\"assets/indoor_evaluation.png\" width=\"560\">\n\nThe top left corner of the image shows the pose error and number of inliers, while the lines are colored by their epipolar error computed with the ground truth relative pose (red: higher error, green: lower error).\n\n### Running on sample outdoor pairs\n\n<details>\n  <summary>[Click to expand]</summary>\n\nIn this repo, we also provide a few challenging Phototourism pairs, so that you can re-create some of the figures from the paper. Run this script to run matching and visualization (no ground truth is provided, see this [note](#reproducing-outdoor-evaluation-final-table)) on the provided pairs:\n\n```sh\n./match_pairs.py --resize 1600 --superglue outdoor --max_keypoints 2048 --nms_radius 3  --resize_float --input_dir assets/phototourism_sample_images/ --input_pairs assets/phototourism_sample_pairs.txt --output_dir dump_match_pairs_outdoor --viz\n```\n\nYou should now image pairs such as these in `dump_match_pairs_outdoor/` (or something very close to it, see this [note](#a-note-on-reproducibility)):\n\n<img src=\"assets/outdoor_matches.png\" width=\"560\">\n\n</details>\n\n### Recommended settings for indoor / outdoor\n\n<details>\n  <summary>[Click to expand]</summary>\n\nFor **indoor** images, we recommend the following settings (these are the defaults):\n\n```sh\n./match_pairs.py --resize 640 --superglue indoor --max_keypoints 1024 --nms_radius 4\n```\n\nFor **outdoor** images, we recommend the following settings:\n\n```sh\n./match_pairs.py --resize 1600 --superglue outdoor --max_keypoints 2048 --nms_radius 3 --resize_float\n```\n\nYou can provide your own list of pairs `--input_pairs` for images contained in `--input_dir`. Images can be resized before network inference with `--resize`. If you are re-running the same evaluation many times, you can use the `--cache` flag to reuse old computation.\n</details>\n\n### Test set pair file format explained\n\n<details>\n  <summary>[Click to expand]</summary>\n\nWe provide the list of ScanNet test pairs in `assets/scannet_test_pairs_with_gt.txt` (with ground truth) and Phototourism test pairs `assets/phototourism_test_pairs.txt` (without ground truth) used to evaluate the matching from the paper. Each line corresponds to one pair and is structured as follows:\n\n```\npath_image_A path_image_B exif_rotationA exif_rotationB [KA_0 ... KA_8] [KB_0 ... KB_8] [T_AB_0 ... T_AB_15]\n```\n\nThe `path_image_A` and `path_image_B` entries are paths to image A and B, respectively. The `exif_rotation` is an integer in the range [0, 3] that comes from the original EXIF metadata associated with the image, where, 0: no rotation, 1: 90 degree clockwise, 2: 180 degree clockwise, 3: 270 degree clockwise. If the EXIF data is not known, you can just provide a zero here and no rotation will be performed. `KA` and `KB` are the flattened `3x3` matrices of image A and image B intrinsics. `T_AB` is a flattened `4x4` matrix of the extrinsics between the pair.\n</details>\n\n### Reproducing the indoor evaluation on ScanNet\n\n<details>\n  <summary>[Click to expand]</summary>\n\nWe provide the groundtruth for ScanNet in our format in the file `assets/scannet_test_pairs_with_gt.txt` for convenience. In order to reproduce similar tables to what was in the paper, you will need to download the dataset (we do not provide the raw test images). To download the ScanNet dataset, do the following:\n\n1. Head to the [ScanNet](https://github.com/ScanNet/ScanNet) github repo to download the ScanNet test set (100 scenes).\n2. You will need to extract the raw sensor data from the 100 `.sens` files in each scene in the test set using the [SensReader](https://github.com/ScanNet/ScanNet/tree/master/SensReader) tool.\n\nOnce the ScanNet dataset is downloaded in `~/data/scannet`, you can run the following:\n\n```sh\n./match_pairs.py --input_dir ~/data/scannet --input_pairs assets/scannet_test_pairs_with_gt.txt --output_dir dump_scannet_test_results --eval\n```\n\nYou should get the following table for ScanNet (or something very close to it, see this [note](#a-note-on-reproducibility)):\n\n```txt\nEvaluation Results (mean over 1500 pairs):\nAUC@5    AUC@10  AUC@20  Prec    MScore\n16.12    33.76   51.79   84.37   31.14\n```\n\n</details>\n\n### Reproducing the outdoor evaluation on YFCC\n\n<details>\n  <summary>[Click to expand]</summary>\n\nWe provide the groundtruth for YFCC in our format in the file `assets/yfcc_test_pairs_with_gt.txt` for convenience. In order to reproduce similar tables to what was in the paper, you will need to download the dataset (we do not provide the raw test images). To download the YFCC dataset, you can use the [OANet](https://github.com/zjhthu/OANet) repo:\n\n```sh\ngit clone https://github.com/zjhthu/OANet\ncd OANet\nbash download_data.sh raw_data raw_data_yfcc.tar.gz 0 8\ntar -xvf raw_data_yfcc.tar.gz\nmv raw_data/yfcc100m ~/data\n```\n\nOnce the YFCC dataset is downloaded in `~/data/yfcc100m`, you can run the following:\n\n```sh\n./match_pairs.py --input_dir ~/data/yfcc100m --input_pairs assets/yfcc_test_pairs_with_gt.txt --output_dir dump_yfcc_test_results --eval --resize 1600 --superglue outdoor --max_keypoints 2048 --nms_radius 3 --resize_float\n```\n\nYou should get the following table for YFCC (or something very close to it, see this [note](#a-note-on-reproducibility)):\n\n```txt\nEvaluation Results (mean over 4000 pairs):\nAUC@5    AUC@10  AUC@20  Prec    MScore\n39.02    59.51   75.72   98.72   23.61  \n```\n\n</details>\n\n### Reproducing outdoor evaluation on Phototourism\n\n<details>\n  <summary>[Click to expand]</summary>\n\nThe Phototourism results shown in the paper were produced using similar data as the test set from the [Image Matching Challenge 2020](https://vision.uvic.ca/image-matching-challenge/), which holds the ground truth data private for the test set. We list the pairs we used in `assets/phototourism_test_pairs.txt`. To reproduce similar numbers on this test set, please submit to the challenge benchmark. While the challenge is still live, we cannot share the test set publically since we want to help maintain the integrity of the challenge. \n\n</details>\n\n### Correcting EXIF rotation data in YFCC and Phototourism\n\n<details>\n  <summary>[Click to expand]</summary>\n\nIn this repo, we provide manually corrected the EXIF rotation data for the outdoor evaluations on YFCC and Phototourism. For the YFCC dataset we found 7 images with incorrect EXIF rotation flags, resulting in 148 pairs out of 4000 being corrected. For Phototourism, we found 36 images with incorrect EXIF rotation flags, resulting in 212 out of 2200 pairs being corrected.\n\nThe SuperGlue paper reports the results of SuperGlue **without** the corrected rotations, while the numbers in this README are reported **with** the corrected rotations. We found that our final conclusions from the evaluation still hold with or without the corrected rotations. For backwards compatability, we included the original, uncorrected EXIF rotation data in `assets/phototourism_test_pairs_original.txt` and `assets/yfcc_test_pairs_with_gt_original.txt` respectively.\n\n</details>\n\n### Outdoor training / validation scene splits of MegaDepth\n\n<details>\n  <summary>[Click to expand]</summary>\n\nFor training and validation of the outdoor model, we used scenes from the [MegaDepth dataset](http://www.cs.cornell.edu/projects/megadepth/). We provide the list of scenes used to train the outdoor model in the `assets/` directory:\n\n* Training set: `assets/megadepth_train_scenes.txt`\n* Validation set: `assets/megadepth_validation_scenes.txt`\n\n</details>\n\n### A note on reproducibility\n\n<details>\n  <summary>[Click to expand]</summary>\n\nAfter simplifying the model code and evaluation code and preparing it for release, we made some improvements and tweaks that result in slightly different numbers than what was reported in the paper. The numbers and figures reported in the README were done using Ubuntu 16.04, OpenCV 3.4.5, and PyTorch 1.1.0. Even with matching the library versions, we observed some slight differences across Mac and Ubuntu, which we believe are due to differences in OpenCV's image resize function implementation and randomization of RANSAC.\n</details>\n\n### Creating high-quality PDF visualizations and faster visualization with --fast_viz\n\n<details>\n  <summary>[Click to expand]</summary>\n\nWhen generating output images with `match_pairs.py`, the default `--viz` flag uses a Matplotlib renderer which allows for the generation of camera-ready PDF visualizations if you additionally use `--viz_extension pdf` instead of the default png extension.\n\n```\n./match_pairs.py --viz --viz_extension pdf\n```\n\nAlternatively, you might want to save visualization images but have the generation be much faster.  You can use the `--fast_viz` flag to use an OpenCV-based image renderer as follows:\n\n```\n./match_pairs.py --viz --fast_viz\n```\n\nIf you would also like an OpenCV display window to preview the results (you must use non-pdf output and use fast_fiz), simply run:\n\n```\n./match_pairs.py --viz --fast_viz --opencv_display\n```\n\n</details>\n\n\n## BibTeX Citation\nIf you use any ideas from the paper or code from this repo, please consider citing:\n\n```txt\n@inproceedings{sarlin20superglue,\n  author    = {Paul-Edouard Sarlin and\n               Daniel DeTone and\n               Tomasz Malisiewicz and\n               Andrew Rabinovich},\n  title     = {{SuperGlue}: Learning Feature Matching with Graph Neural Networks},\n  booktitle = {CVPR},\n  year      = {2020},\n  url       = {https://arxiv.org/abs/1911.11763}\n}\n```\n\n## Additional Notes\n* For the demo, we found that the keyboard interaction works well with OpenCV 4.1.2.30, older versions were less responsive and the newest version had a [OpenCV bug on Mac](https://stackoverflow.com/questions/60032540/opencv-cv2-imshow-is-not-working-because-of-the-qt)\n* We generally do not recommend to run SuperPoint+SuperGlue below 160x120 resolution (QQVGA) and above 2000x1500\n* We do not intend to release the SuperGlue training code.\n* We do not intend to release the SIFT-based or homography SuperGlue models.\n\n## Legal Disclaimer\nMagic Leap is proud to provide its latest samples, toolkits, and research projects on Github to foster development and gather feedback from the spatial computing community. Use of the resources within this repo is subject to (a) the license(s) included herein, or (b) if no license is included, Magic Leap's [Developer Agreement](https://id.magicleap.com/terms/developer), which is available on our [Developer Portal](https://developer.magicleap.com/).\nIf you need more, just ask on the [forums](https://forum.magicleap.com/hc/en-us/community/topics)!\nWe're thrilled to be part of a well-meaning, friendly and welcoming community of millions.\n"
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sacre_coeur/test/images/17616986_7085723791.jpg 0 0 548.189 0.0 166.0 0.0 548.189 249.5 0.0 0.0 1.0 511.96 0.0 319.5 0.0 511.96 212.0 0.0 0.0 1.0 0.9597616508944248 -0.07189778304632602 -0.2714558569370573 6.325314461495489 0.08820701911602968 0.9949280910191304 0.048348893262344296 -0.9693179587756338 0.26660287930004267 -0.0703477255783911 0.9612357162813263 -4.820659107538116 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/00246274_6807912549.jpg sacre_coeur/test/images/96399538_6003485006.jpg 0 0 1138.93 0.0 308.5 0.0 1138.93 319.5 0.0 0.0 1.0 944.215 0.0 319.5 0.0 944.215 239.5 0.0 0.0 1.0 0.999510589187868 0.01140246854798322 0.029130152974767915 -0.5858889545936343 -0.016313807949127918 0.9845440410306653 0.1743757177510875 -3.7095027293731215 -0.026691604888430684 -0.17476560011060593 0.9842482122140024 -7.815857218544313 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/63360516_5790897098.jpg sacre_coeur/test/images/71781222_5227267590.jpg 0 0 516.78 0.0 319.5 0.0 516.78 239.5 0.0 0.0 1.0 862.013 0.0 212.0 0.0 862.013 319.5 0.0 0.0 1.0 0.9990924394790637 -0.007816874762741826 0.041871157671086456 0.23395397899208525 -0.001945256213314267 0.9736171693380311 0.22817936705246666 2.871821303033397 -0.042550127544320415 -0.22805373059685596 0.9727183470084334 6.153254115487492 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/36799566_319205128.jpg sacre_coeur/test/images/58368117_3401402227.jpg 0 0 815.415 0.0 166.0 0.0 815.415 249.5 0.0 0.0 1.0 682.756 0.0 319.5 0.0 682.756 239.0 0.0 0.0 1.0 0.9944458208746407 -0.003186747968671788 -0.10520149230094847 3.8629097780301733 0.0005710605596025389 0.9996901732540285 -0.02488436033270759 -0.3174832414975217 0.10524819824965946 0.024686071714935316 0.9941395347879923 -2.5715990143658463 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/61737552_3071958212.jpg sacre_coeur/test/images/85532633_499885666.jpg 0 0 531.42 0.0 319.5 0.0 531.42 213.0 0.0 0.0 1.0 1397.17 0.0 239.5 0.0 1397.17 319.5 0.0 0.0 1.0 0.999089444708489 0.04261160253579519 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0.0 239.5 0.0 927.73 319.5 0.0 0.0 1.0 0.9964524756749663 0.028824432458523234 0.07906716015309234 -0.9951953458514654 -0.021846452373966256 0.9959037601867367 -0.08774071440665825 1.8483062968320791 -0.08127235840002889 0.0857021151393755 0.9930004789629934 7.057531628179406 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/75911664_13736760514.jpg sacre_coeur/test/images/81476348_2961239173.jpg 0 0 675.746 0.0 255.5 0.0 675.746 319.5 0.0 0.0 1.0 534.342 0.0 239.5 0.0 534.342 319.5 0.0 0.0 1.0 0.9864006441332283 0.07332589427790141 -0.1470954876326877 3.340813939463003 -0.08744659351777609 0.9919172773630618 -0.09194132993810418 -0.4105039520485071 0.13916487536619646 0.10355398638872632 0.9848399409890497 0.24622905387562 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/60386407_4541255112.jpg sacre_coeur/test/images/48360689_7391063350.jpg 0 0 1433.05 0.0 212.5 0.0 1433.05 319.5 0.0 0.0 1.0 1914.59 0.0 212.0 0.0 1914.59 319.5 0.0 0.0 1.0 0.9995899627049463 0.011093363489711029 -0.026397798128050935 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410.251 0.0 319.5 0.0 410.251 213.5 0.0 0.0 1.0 0.9662851229736503 -0.11606298322994833 -0.2298313404293734 4.421503463814597 0.09962179306254132 0.9916464852166766 -0.08193135361029533 1.2660584089807134 0.23742063824950443 0.0562728378631803 0.9697756484115395 2.9151919193650313 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/87493438_3174891219.jpg sacre_coeur/test/images/97437832_311711460.jpg 0 0 1913.51 0.0 212.5 0.0 1913.51 319.5 0.0 0.0 1.0 489.971 0.0 249.5 0.0 489.971 187.0 0.0 0.0 1.0 0.9959765700380718 -0.06438185879650199 -0.062334967659450395 3.0847153815915638 0.07199083713861779 0.9890653580247054 0.12871300215418183 -11.24974612979007 0.05336657477558838 -0.13268268090963756 0.9897208267402242 -47.0807845646399 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/87252152_3382721265.jpg sacre_coeur/test/images/15114643_8210538601.jpg 0 0 1262.46 0.0 239.5 0.0 1262.46 319.5 0.0 0.0 1.0 927.73 0.0 239.5 0.0 927.73 319.5 0.0 0.0 1.0 0.9978854407109399 0.02299746402836213 0.06079279451874001 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sacre_coeur/test/images/51093888_43012197.jpg 0 0 1525.68 0.0 319.5 0.0 1525.68 239.5 0.0 0.0 1.0 1767.41 0.0 319.5 0.0 1767.41 239.5 0.0 0.0 1.0 0.9991465886969936 -0.02655433107296556 0.03163798028364278 -2.7538505119329835 0.0265975317899787 0.9996457760917457 -0.0009453277806328578 0.3420658899374054 -0.03160167080775803 0.0017860132135847512 0.999498946752301 1.5137258735515644 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/70170436_3664390013.jpg sacre_coeur/test/images/87252152_3382721265.jpg 0 0 523.702 0.0 213.5 0.0 523.702 319.5 0.0 0.0 1.0 1262.46 0.0 239.5 0.0 1262.46 319.5 0.0 0.0 1.0 0.9977122733992054 -0.029721709163847344 -0.06071935039975851 -0.6632256113236316 0.010264136828191312 0.9543559423858383 -0.2984951971607088 3.936686423343288 0.06681966030863334 0.29718909003733285 0.9524777045994416 34.090218193629966 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/59996089_2005549974.jpg sacre_coeur/test/images/28406439_2578759591.jpg 0 0 497.691 0.0 319.5 0.0 497.691 213.5 0.0 0.0 1.0 812.302 0.0 213.0 0.0 812.302 319.5 0.0 0.0 1.0 0.999382559922201 0.010039406385533545 -0.03367059908546838 1.578771095196493 -0.008345819003427065 0.9987109706085607 0.05006739948578003 -1.5998620220029096 0.034129843663724437 -0.049755477141042066 0.9981781134977649 -4.202542917274002 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/11173357_5349727279.jpg sacre_coeur/test/images/44748036_142906563.jpg 0 0 530.786 0.0 319.5 0.0 530.786 213.0 0.0 0.0 1.0 516.863 0.0 187.0 0.0 516.863 249.5 0.0 0.0 1.0 0.9942914638163536 -0.0790508667673628 -0.07166202233583341 0.10019070192494883 0.06686576489757995 0.9850351594501102 -0.1588543487971227 0.3087865761837598 0.08314718556027247 0.15315578706149185 0.9846978472724414 0.6984441191302331 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/70116109_2697195876.jpg sacre_coeur/test/images/79704892_2352783119.jpg 0 0 606.734 0.0 212.5 0.0 606.734 319.5 0.0 0.0 1.0 1800.38 0.0 239.5 0.0 1800.38 319.5 0.0 0.0 1.0 0.9989294112685277 0.01288896516358806 0.044428660566397445 -0.7482647079657112 -0.017376291209361894 0.9946179158197239 0.10214336020630987 3.434253950412147 -0.04287301956382121 -0.10280601201992187 0.993777051498997 35.69986021466043 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79410678_281876803.jpg sacre_coeur/test/images/59996089_2005549974.jpg 0 0 521.004 0.0 249.5 0.0 521.004 187.0 0.0 0.0 1.0 497.691 0.0 319.5 0.0 497.691 213.5 0.0 0.0 1.0 0.9981529062551973 -0.01639291350993496 0.058498274512667085 -1.9822640721679052 0.009227300052691116 0.9926434012653174 0.1207225532291286 -0.5023668411080018 -0.060046920554189705 -0.11995978622470937 0.9909611581797143 -0.8282466817863288 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/36478780_3343078633.jpg sacre_coeur/test/images/25923245_22222637.jpg 3 0 666.684 0.0 319.5 0.0 666.684 239.5 0.0 0.0 1.0 530.117 0.0 187.0 0.0 530.117 249.5 0.0 0.0 1.0 -0.22346316711487682 -0.8164416276758897 -0.5324352369452386 7.868167954812936 0.9746657228017996 -0.19251331518501272 -0.1138655007968655 0.8000491962103247 -0.009536337778922507 -0.5443911204955677 0.8387773042872265 1.3516567529128638 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/99117955_5783559928.jpg sacre_coeur/test/images/45575968_5097432755.jpg 0 0 537.035 0.0 319.5 0.0 537.035 239.5 0.0 0.0 1.0 588.085 0.0 319.5 0.0 588.085 179.5 0.0 0.0 1.0 0.9396347944668287 -0.15460911250299716 -0.30525804716389743 2.856252200806054 0.12566665904196778 0.9856831691882303 -0.11241254727243044 3.2601385142487476 0.31826772351671234 0.0672659818190604 0.9456114127152905 15.371996216297966 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/39598026_13855927694.jpg sacre_coeur/test/images/48325951_2932818065.jpg 0 0 546.706 0.0 319.5 0.0 546.706 239.5 0.0 0.0 1.0 714.985 0.0 239.5 0.0 714.985 319.5 0.0 0.0 1.0 0.9836969423127173 -0.064509202603503 -0.16786568578500755 2.1541606949951246 0.029277285922880383 0.9784411461764417 -0.20444012325842628 0.8923333613647483 0.1774349633347402 0.19619247245598084 0.9643782180959961 8.314789650736662 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/64044824_2624053101.jpg sacre_coeur/test/images/01012753_375984446.jpg 0 0 1359.6 0.0 212.5 0.0 1359.6 319.5 0.0 0.0 1.0 773.348 0.0 249.5 0.0 773.348 199.0 0.0 0.0 1.0 0.9951615597161443 -0.027090206730543 -0.09444358507928068 6.129505193519574 0.04347760672355116 0.9834218440109139 0.17604310391425712 -7.272083083463793 0.08810884051514416 -0.17929751091822255 0.9798414334991181 -32.16023855780941 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/17616986_7085723791.jpg sacre_coeur/test/images/95803142_180463023.jpg 0 0 511.96 0.0 319.5 0.0 511.96 212.0 0.0 0.0 1.0 586.012 0.0 187.0 0.0 586.012 249.5 0.0 0.0 1.0 0.8884274566540381 -0.24642020862445768 -0.3872644252248273 3.054208585123196 0.22634708861157807 0.9691624545367041 -0.09742244193948979 0.9910979126536836 0.39932899937307276 -0.0011034028591491725 0.9168070313658325 2.0433608177101332 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/85360130_8421021553.jpg sacre_coeur/test/images/83804881_3941265613.jpg 0 0 1605.2 0.0 319.5 0.0 1605.2 213.0 0.0 0.0 1.0 1145.06 0.0 319.5 0.0 1145.06 239.5 0.0 0.0 1.0 0.9994693942446553 0.0315450231969594 -0.008114276290873773 -0.40817771130066816 -0.03024681604913779 0.9912959591944263 0.1281306029162898 -1.5089964811426038 0.012085532140165032 -0.1278171850586047 0.9917241083671321 -2.65027474323764 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/64661937_6056840145.jpg sacre_coeur/test/images/34935406_396311145.jpg 0 0 697.765 0.0 239.5 0.0 697.765 319.5 0.0 0.0 1.0 481.009 0.0 187.0 0.0 481.009 249.5 0.0 0.0 1.0 0.9990159038604112 -0.027745049861194273 -0.034603988818711254 0.9167054083936119 0.02405252012550058 0.9944005795926404 -0.10290268986490783 0.06106833934718292 0.03726526679869658 0.10196911058757385 0.9940893321912275 0.3977610345209577 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/72198457_1660226670.jpg sacre_coeur/test/images/76212982_3312164124.jpg 0 0 1443.11 0.0 187.0 0.0 1443.11 249.5 0.0 0.0 1.0 540.23 0.0 319.5 0.0 540.23 213.0 0.0 0.0 1.0 0.7647225669798354 -0.15518726849067452 -0.625392922289799 39.4730144491768 0.2326861027329738 0.9715815340433133 0.043433861225799474 -3.654756717542898 0.6008798325345186 -0.17873509561483822 0.7791002454426794 -31.49878968034577 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/33317152_9653273357.jpg sacre_coeur/test/images/64966234_8900198268.jpg 0 0 531.534 0.0 319.5 0.0 531.534 239.5 0.0 0.0 1.0 578.134 0.0 239.5 0.0 578.134 319.5 0.0 0.0 1.0 0.931998414933137 0.16627663781171168 0.3220730263156991 -4.323327705162506 -0.05194035527537387 0.9406659643757725 -0.3353352694824476 4.2089321984206665 -0.35872155504790637 0.2958033522173652 0.8853356554217057 15.763453855412312 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/55297752_267282770.jpg sacre_coeur/test/images/38901171_7234089272.jpg 0 0 652.245 0.0 239.5 0.0 652.245 319.5 0.0 0.0 1.0 528.65 0.0 319.5 0.0 528.65 239.5 0.0 0.0 1.0 0.8291590841817579 -0.13738645041719505 -0.5418673051224182 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7.384743024740333 0.0024021185188843313 0.04391673910721465 0.9990323067112545 49.160157165534436 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/48360689_7391063350.jpg sacre_coeur/test/images/31148870_2948239995.jpg 0 0 1914.59 0.0 212.0 0.0 1914.59 319.5 0.0 0.0 1.0 722.471 0.0 319.5 0.0 722.471 239.5 0.0 0.0 1.0 0.9843920324921939 0.08456982086181858 0.15433817338976105 -10.703735713032277 -0.10497172707845429 0.9860440231757187 0.1292212090703744 -10.051389429388948 -0.14125601891620249 -0.14340547325274175 0.979531320255306 -44.98441499525061 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/06841583_3820040279.jpg sacre_coeur/test/images/47232856_233187107.jpg 0 0 566.414 0.0 249.5 0.0 566.414 187.0 0.0 0.0 1.0 548.399 0.0 249.5 0.0 548.399 187.0 0.0 0.0 1.0 0.9975646942308658 -0.04961188273585125 0.049023891272352633 -0.8335304654535357 0.02576071107439142 0.9152583257948796 0.40204301116683466 0.12796849154980094 -0.06481563537466124 -0.3998010232034904 0.9143074292908381 0.6295977450138182 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sacre_coeur/test/images/59269571_2206364373.jpg 0 0 522.011 0.0 319.5 0.0 522.011 213.0 0.0 0.0 1.0 873.907 0.0 319.5 0.0 873.907 239.5 0.0 0.0 1.0 0.6337218468536364 -0.4253478196613262 -0.6461237134866452 6.619353702230709 0.4001144828682102 0.8950842954157993 -0.1968057537245971 2.880050292014773 0.662046087081195 -0.13380334976882305 0.7374222956834984 4.560803042132767 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/59066216_374458283.jpg sacre_coeur/test/images/76381653_4597196691.jpg 0 0 1271.07 0.0 249.5 0.0 1271.07 239.5 0.0 0.0 1.0 1053.54 0.0 319.5 0.0 1053.54 239.5 0.0 0.0 1.0 0.9739331132437041 -0.21826055478984124 0.06177880826187154 3.7459542621260047 0.2230338313483758 0.9710638437876153 -0.08538689221704966 0.3926780744670806 -0.04135457654831746 0.09693988606993775 0.9944307203054704 -4.581353538875533 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/38432569_8875267871.jpg sacre_coeur/test/images/40439555_5986637695.jpg 0 0 569.282 0.0 239.5 0.0 569.282 319.5 0.0 0.0 1.0 2201.25 0.0 319.5 0.0 2201.25 301.0 0.0 0.0 1.0 0.998053855271806 0.008789690115425583 0.06173526807878688 -0.6919889511574588 0.00048179028298354464 0.9888994315009988 -0.14858560581403712 6.207371351092367 -0.06235599293739228 0.14832618017287436 0.986970655298381 47.49689977982349 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/77706306_5103474140.jpg sacre_coeur/test/images/21037086_3590495621.jpg 0 0 505.257 0.0 319.5 0.0 505.257 214.0 0.0 0.0 1.0 661.089 0.0 239.5 0.0 661.089 319.5 0.0 0.0 1.0 0.994542163133679 -0.06580609567256955 -0.08096569348628922 -0.9278273068670226 0.05477313314904784 0.9897813556106085 -0.1316539857758311 0.2986457197976904 0.08880196864045173 0.1265006950888361 0.9879836964786523 0.5951492779100621 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/10162786_7360656560.jpg sacre_coeur/test/images/73479674_2286585340.jpg 0 0 534.866 0.0 319.5 0.0 534.866 211.5 0.0 0.0 1.0 510.127 0.0 249.5 0.0 510.127 187.0 0.0 0.0 1.0 0.797205713442034 0.23922893932302847 0.5542856348903125 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0.9851921605251287 -5.7575020339024965 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/99378904_311153817.jpg sacre_coeur/test/images/36478780_3343078633.jpg 0 3 728.066 0.0 319.5 0.0 728.066 239.5 0.0 0.0 1.0 666.684 0.0 319.5 0.0 666.684 239.5 0.0 0.0 1.0 -0.09232106041144829 0.9957003928467213 -0.007586137975978125 -1.4834486195879153 -0.9387231605255321 -0.08957393929053328 -0.3328292915188386 6.935894442714871 -0.33207777657871335 -0.023605869712017356 0.9429565807701209 -5.546959032890213 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/86255041_34613076.jpg sacre_coeur/test/images/11830476_115274962.jpg 0 0 943.253 0.0 319.5 0.0 943.253 283.5 0.0 0.0 1.0 708.87 0.0 319.5 0.0 708.87 239.5 0.0 0.0 1.0 0.8723444589668837 -0.2045274235631873 -0.44405368810581836 13.446401449812917 0.3048588225234918 0.9376367575942934 0.167028168695134 -1.2836943586137899 0.3821992193076341 -0.2810797819457397 0.8802942195322938 -5.926327502797047 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/04543624_3663972093.jpg sacre_coeur/test/images/19504977_367623688.jpg 0 0 433.924 0.0 319.5 0.0 433.924 212.5 0.0 0.0 1.0 495.415 0.0 319.5 0.0 495.415 212.5 0.0 0.0 1.0 0.8073571478369876 -0.3873070016849674 -0.4451603332309889 6.68455110711083 0.3486755623253172 0.9217694932799461 -0.16960646654993938 0.7100175409825038 0.47602498681649913 -0.018283536425772157 0.8792416756626812 0.04174270063122959 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/57933149_11837935973.jpg sacre_coeur/test/images/40430408_7756569670.jpg 0 0 522.366 0.0 239.5 0.0 522.366 319.5 0.0 0.0 1.0 517.998 0.0 319.5 0.0 517.998 201.0 0.0 0.0 1.0 0.9422517531460523 0.056292213940669265 0.3301406069280918 -4.595051453227986 -0.16587618330942097 0.9348097035956148 0.3140317020209555 -1.721381013220314 -0.29094110315300975 -0.35065938560537163 0.8901636196694254 -2.000612046558303 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/04808852_3532579721.jpg sacre_coeur/test/images/37465591_6089695306.jpg 0 0 536.862 0.0 319.5 0.0 536.862 223.5 0.0 0.0 1.0 445.094 0.0 266.5 0.0 445.094 199.5 0.0 0.0 1.0 0.9105260085218081 -0.1725690640632805 -0.37571572489538885 5.645081414126256 0.09082107478411533 0.9700156083933696 -0.22543569337684566 1.3442985552400146 0.40335334407985535 0.1711421561204733 0.8988973479869843 9.912489080594767 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/60953043_2624021191.jpg sacre_coeur/test/images/60643706_4839245857.jpg 0 0 1395.38 0.0 212.5 0.0 1395.38 319.5 0.0 0.0 1.0 417.17 0.0 319.5 0.0 417.17 213.0 0.0 0.0 1.0 0.7943931248005619 -0.3157816471185077 -0.5188656036130369 16.901499448225564 0.29101408378398047 0.9476787116898071 -0.13120923157048775 0.9829548049695429 0.5331513540346392 -0.04676548677250959 0.8447263597982254 -6.372976816919225 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/63360516_5790897098.jpg sacre_coeur/test/images/48445083_12204174934.jpg 0 0 516.78 0.0 319.5 0.0 516.78 239.5 0.0 0.0 1.0 1439.35 0.0 213.0 0.0 1439.35 319.5 0.0 0.0 1.0 0.9975916554188098 0.005785936613641766 0.06911882504977447 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1.0\nsacre_coeur/test/images/50742443_4801039009.jpg sacre_coeur/test/images/37404008_4118566175.jpg 0 0 900.02 0.0 319.5 0.0 900.02 194.0 0.0 0.0 1.0 529.805 0.0 239.5 0.0 529.805 319.5 0.0 0.0 1.0 0.9535269401790498 0.05329319935727395 0.29655726134263516 -9.790388371199485 -0.012983707056808416 0.9905869396585663 -0.1362678917754977 2.228821334985535 -0.3010279018693136 0.12608469328249822 0.945243276842537 -40.376404282215375 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79704892_2352783119.jpg sacre_coeur/test/images/73088789_3818781918.jpg 0 0 1800.38 0.0 239.5 0.0 1800.38 319.5 0.0 0.0 1.0 512.969 0.0 319.5 0.0 512.969 239.5 0.0 0.0 1.0 0.8500374347017723 -0.1673019160199841 -0.4994461217205237 32.51768516181475 0.28408810977762466 0.9440967791293496 0.1672579370928747 -11.105299243114338 0.44354290151980375 -0.28406221243528673 0.8500460893256104 -38.595683411989455 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/04739785_8198592553.jpg sacre_coeur/test/images/06841583_3820040279.jpg 0 0 720.152 0.0 319.5 0.0 720.152 239.5 0.0 0.0 1.0 566.414 0.0 249.5 0.0 566.414 187.0 0.0 0.0 1.0 0.9980597449371895 -0.00032876150420592913 0.06226264893003948 -1.447146983886504 0.01764985414156347 0.9604615299685124 -0.2778527165591971 0.6564805700516494 -0.05970953177419438 0.27841253809126 0.9586037922149532 -6.074307583874678 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/63858075_3812078922.jpg sacre_coeur/test/images/61702125_8353062682.jpg 0 0 537.525 0.0 249.5 0.0 537.525 187.0 0.0 0.0 1.0 1508.27 0.0 239.5 0.0 1508.27 319.5 0.0 0.0 1.0 0.990568654758593 0.07626247180031279 0.11383222568612938 -2.823239871004791 -0.07053219119830409 0.9960710173532724 -0.053551268832615004 2.540043497354338 -0.11746893297598851 0.04501737202151668 0.9920556869459288 18.626209080710282 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/15114643_8210538601.jpg sacre_coeur/test/images/74182138_8276852729.jpg 0 0 927.73 0.0 239.5 0.0 927.73 319.5 0.0 0.0 1.0 710.115 0.0 319.5 0.0 710.115 213.0 0.0 0.0 1.0 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sacre_coeur/test/images/39598026_13855927694.jpg 0 0 896.446 0.0 239.5 0.0 896.446 319.5 0.0 0.0 1.0 546.706 0.0 319.5 0.0 546.706 239.5 0.0 0.0 1.0 0.9986281209784713 -0.03635974146389022 -0.037680833213804624 0.9616766897954212 0.03823081190937499 0.9980078949432913 0.050186120109157205 -0.9056479669293549 0.03578101468317373 -0.05155783967099301 0.998028811285878 -4.424309094415389 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/21932760_3503330187.jpg sacre_coeur/test/images/01930654_7662043242.jpg 0 0 724.718 0.0 319.5 0.0 724.718 212.5 0.0 0.0 1.0 529.489 0.0 213.0 0.0 529.489 319.5 0.0 0.0 1.0 0.7037375155669642 -0.25842939688333305 -0.6617913236135344 18.581292942898866 0.20639899493671127 0.9656890335050448 -0.15762025712835245 2.7340340580948004 0.6798183316686546 -0.02566977589713646 0.7329311690279234 -0.8950869816411089 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/02580991_8300101521.jpg sacre_coeur/test/images/22663714_8829093598.jpg 0 0 610.611 0.0 238.5 0.0 610.611 319.5 0.0 0.0 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0 0 772.57 0.0 305.5 0.0 772.57 305.5 0.0 0.0 1.0 682.756 0.0 319.5 0.0 682.756 239.0 0.0 0.0 1.0 0.8503573111572075 0.2663011898594407 0.45384592059522866 -9.082243709869958 -0.2311699569094445 0.9638591783235444 -0.13242331888284412 1.4309450137628354 -0.4727080434940472 0.007691595472202561 0.8811855337981452 8.854459679387473 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/40133282_13969857252.jpg sacre_coeur/test/images/67317975_3907395582.jpg 0 0 1447.89 0.0 213.0 0.0 1447.89 319.5 0.0 0.0 1.0 664.539 0.0 191.5 0.0 664.539 249.5 0.0 0.0 1.0 0.9970074604300047 0.0024818096250844774 -0.07726554515369494 4.176593173363412 0.005303488954395463 0.9949338112643304 0.1003921521232836 -6.2916138191332305 0.07712325752860444 -0.10050150160081558 0.991943270214662 -32.55221773967493 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/26986576_7149171553.jpg sacre_coeur/test/images/02099432_2588386443.jpg 0 0 887.819 0.0 319.5 0.0 887.819 216.0 0.0 0.0 1.0 938.485 0.0 249.5 0.0 938.485 167.0 0.0 0.0 1.0 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1508.27 0.0 239.5 0.0 1508.27 319.5 0.0 0.0 1.0 0.9911426016335457 0.07532763342007272 0.10937134391794667 -1.820224516991028 -0.06352579466482368 0.9921573049909294 -0.10764922463881643 3.7570161760986376 -0.1166225391564139 0.09974783103640322 0.9881546202716674 23.974833916085142 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79241502_2244390302.jpg sacre_coeur/test/images/12872711_4632849327.jpg 0 0 614.197 0.0 212.5 0.0 614.197 319.5 0.0 0.0 1.0 670.919 0.0 239.5 0.0 670.919 319.5 0.0 0.0 1.0 0.7140035335068466 -0.17696367206339367 -0.6774088963909293 14.068372030578093 0.3437125505975331 0.9315127462922291 0.11893563829587638 1.4086659022598333 0.609967734147861 -0.3177544055791343 0.7259280274473326 -0.054120145723006274 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/84979436_3867757669.jpg sacre_coeur/test/images/70860676_2671019430.jpg 0 0 527.25 0.0 239.5 0.0 527.25 319.5 0.0 0.0 1.0 722.064 0.0 319.5 0.0 722.064 239.5 0.0 0.0 1.0 0.9996233242998827 -0.020129896004359056 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sacre_coeur/test/images/23363225_3187214147.jpg 0 0 662.611 0.0 319.5 0.0 662.611 239.5 0.0 0.0 1.0 482.157 0.0 158.5 0.0 482.157 234.0 0.0 0.0 1.0 0.8363172301759677 -0.21711212125368043 -0.5034240929033142 8.172000454921745 0.26202590184446783 0.9648703827589963 0.01917214743062107 -0.5726506922807579 0.4815764916120708 -0.14794414918892634 0.8638267253606904 -5.464924372133435 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/71205878_8911611472.jpg sacre_coeur/test/images/40439555_5986637695.jpg 0 0 795.021 0.0 305.5 0.0 795.021 305.5 0.0 0.0 1.0 2201.25 0.0 319.5 0.0 2201.25 301.0 0.0 0.0 1.0 0.9698648120452545 -0.05463186018998018 -0.23743968962371353 1.439717755774991 0.02098386700786105 0.9896452971957189 -0.14199247537737256 5.206247069341969 0.24273838526656502 0.13273110257426413 0.9609685378448144 44.47617580495045 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/18698491_4586522698.jpg sacre_coeur/test/images/34935406_396311145.jpg 0 0 1792.43 0.0 246.5 0.0 1792.43 319.5 0.0 0.0 1.0 481.009 0.0 187.0 0.0 481.009 249.5 0.0 0.0 1.0 0.9976041222651172 -0.021933769046579166 -0.06561192738410218 4.666061341477728 0.02312287389291269 0.9995808665983533 0.01741906522799928 -4.574325912077712 0.06520236148007087 -0.01889446760023053 0.9976931648315157 -40.58913004321245 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/75026938_1499132926.jpg sacre_coeur/test/images/99378904_311153817.jpg 0 0 580.942 0.0 187.0 0.0 580.942 249.5 0.0 0.0 1.0 728.066 0.0 319.5 0.0 728.066 239.5 0.0 0.0 1.0 0.9997757945371242 -0.021162026076911006 0.0007275369284884754 0.7884319478610613 0.021174054612050925 0.9993929916639013 -0.027664193904093866 1.4647397563157016 -0.00014166491471290802 0.02767339634735064 0.9996170081914644 4.168440357305281 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/76465860_1236444051.jpg sacre_coeur/test/images/16214259_2076433877.jpg 0 0 690.247 0.0 239.5 0.0 690.247 319.5 0.0 0.0 1.0 593.424 0.0 319.5 0.0 593.424 213.0 0.0 0.0 1.0 0.7512218032076008 0.27074011911807805 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0.0 0.0 1.0 634.092 0.0 319.5 0.0 634.092 213.0 0.0 0.0 1.0 0.9898090339700102 -0.059321756359913436 -0.1294565776379482 1.6216869292324663 0.0450049155271473 0.9928183203415972 -0.11084376560043405 2.5665428882940247 0.13510230882464364 0.10388797820953442 0.9853703131989444 8.938387921932936 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/97181778_57457394.jpg sacre_coeur/test/images/85015287_3451838837.jpg 0 0 1458.98 0.0 239.5 0.0 1458.98 319.5 0.0 0.0 1.0 2131.2 0.0 239.5 0.0 2131.2 319.5 0.0 0.0 1.0 0.9999451521637782 -0.010472142261875116 -0.00016401404058829312 -0.46849596980623465 0.010464544636636314 0.9996194382465664 -0.02552394924706368 2.369140548927121 0.0004312420507175361 0.025520832981426815 0.9996741974834741 12.310896865338911 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/78882005_4504743257.jpg sacre_coeur/test/images/05925733_2718809034.jpg 0 0 1001.41 0.0 319.5 0.0 1001.41 239.5 0.0 0.0 1.0 1052.11 0.0 239.5 0.0 1052.11 319.5 0.0 0.0 1.0 0.9975275428520771 -0.019546827843894065 -0.0675035019294466 3.7371261135454463 0.013848770523362627 0.9963804318644736 -0.08387041524015786 0.060631700637700126 0.06889856897272159 0.08272820872475378 0.9941876234769293 0.3557776013782501 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/23735654_3093471146.jpg sacre_coeur/test/images/77145724_5072492873.jpg 0 0 662.801 0.0 239.5 0.0 662.801 319.5 0.0 0.0 1.0 558.428 0.0 192.5 0.0 558.428 319.5 0.0 0.0 1.0 0.9111472452260451 -0.16980890578753877 -0.3754672196507014 0.6985699401209251 0.11101001019535671 0.978610778628388 -0.1731985034253095 -0.486261100887589 0.3968469165225 0.11612871939179789 0.9105090034585079 -0.8847701875001088 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/41728687_4706427664.jpg sacre_coeur/test/images/04739785_8198592553.jpg 0 0 1542.39 0.0 213.5 0.0 1542.39 319.5 0.0 0.0 1.0 720.152 0.0 319.5 0.0 720.152 239.5 0.0 0.0 1.0 0.9983131845221412 0.016597996241745606 -0.05563534964409206 2.941258963623309 -0.016055045668735307 0.9998191638012053 0.010191918584523573 -5.312326938409525 0.05579445418530589 -0.00928149861917413 0.9983991349483163 -34.622254140525065 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/24557061_6127380941.jpg sacre_coeur/test/images/79410678_281876803.jpg 0 0 1027.21 0.0 296.5 0.0 1027.21 319.5 0.0 0.0 1.0 521.004 0.0 249.5 0.0 521.004 187.0 0.0 0.0 1.0 0.9974079036280127 -0.0012929995260325781 -0.07194304645063485 4.835985595970245 0.01221617240223595 0.9883664673936715 0.15159977329664204 -6.517592457390832 0.0709100762389336 -0.1520856807328688 0.9858203217644729 -40.508969553086146 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/95748780_10564008623.jpg sacre_coeur/test/images/84278429_5829272410.jpg 0 0 512.767 0.0 319.5 0.0 512.767 212.5 0.0 0.0 1.0 1453.22 0.0 319.5 0.0 1453.22 213.0 0.0 0.0 1.0 0.8386804285721217 0.24681655506336841 0.4854860727937861 -12.00776193837313 -0.23735032599331907 0.9679508616598397 -0.08207284668414315 5.9636283616829004 -0.4901835997674212 -0.04639738741163017 0.8703834332984675 39.512181631654954 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/53515910_7697309520.jpg sacre_coeur/test/images/23363225_3187214147.jpg 0 0 500.109 0.0 319.5 0.0 500.109 212.5 0.0 0.0 1.0 482.157 0.0 158.5 0.0 482.157 234.0 0.0 0.0 1.0 0.92396713115264 0.13328677403639788 0.35849599219033185 -7.089196487971156 -0.12410130300664755 0.9910774155848212 -0.04862533197587216 1.4809687473828297 -0.36177839507302323 0.0004383887336101804 0.9322640187595495 6.441199513653765 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/67317975_3907395582.jpg sacre_coeur/test/images/27770418_2219914621.jpg 0 0 664.539 0.0 191.5 0.0 664.539 249.5 0.0 0.0 1.0 1305.61 0.0 319.5 0.0 1305.61 239.5 0.0 0.0 1.0 0.9879816194096503 0.041002673535699884 0.14903389034581774 -0.8968663192902218 -0.0337719574093635 0.9981412682284764 -0.05072931649440178 3.426762741385968 -0.15083691392170728 0.04508646606437307 0.98752996712829 28.79981709885904 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/99818215_2123948121.jpg sacre_coeur/test/images/88698102_4801040627.jpg 0 0 944.024 0.0 319.5 0.0 944.024 239.5 0.0 0.0 1.0 1399.17 0.0 319.5 0.0 1399.17 239.5 0.0 0.0 1.0 0.9978800689009633 -0.025527217060566217 -0.0598642571101623 1.629912606743041 0.021749863599376317 0.9977813716141289 -0.0629227931137509 2.285189765866103 0.061337684367910414 0.06148736170116681 0.9962213573435436 19.905576426142936 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/23363225_3187214147.jpg sacre_coeur/test/images/65409197_2096349519.jpg 0 0 482.157 0.0 158.5 0.0 482.157 234.0 0.0 0.0 1.0 548.189 0.0 166.0 0.0 548.189 249.5 0.0 0.0 1.0 0.9862916931099511 0.08177926407784593 0.14332078728918574 -1.9674923775063005 -0.08091133890146061 0.9966504585356186 -0.01188354904539671 -0.7257221709700863 -0.14381255626501835 0.0001243689161600504 0.9896049379388188 -0.41658326466784956 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/60535642_3153438485.jpg sacre_coeur/test/images/27172569_5015079786.jpg 0 0 722.898 0.0 319.5 0.0 722.898 239.5 0.0 0.0 1.0 476.902 0.0 239.5 0.0 476.902 319.5 0.0 0.0 1.0 0.8062640724004031 -0.26416007737964875 -0.5292992528571105 10.049845792273608 0.3514187498263078 0.9336467036636779 0.06934475472927785 -2.8724469645448116 0.47586038690652993 -0.24191586607067928 0.8455965976258661 -7.439347587228115 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/88346204_4983096872.jpg sacre_coeur/test/images/55640818_3363877988.jpg 0 0 525.321 0.0 319.5 0.0 525.321 239.5 0.0 0.0 1.0 534.551 0.0 249.5 0.0 534.551 187.0 0.0 0.0 1.0 0.977248439214768 0.14269022716977295 0.15692350723374157 -1.6017138899887042 -0.12981699651688433 0.9874919409002518 -0.08948303790321752 -0.6071053801594545 -0.1677290537373738 0.06707582073513524 0.983548574705425 -1.0357798514827112 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/40439555_5986637695.jpg sacre_coeur/test/images/33672452_9565324953.jpg 0 0 2201.25 0.0 319.5 0.0 2201.25 301.0 0.0 0.0 1.0 493.101 0.0 212.5 0.0 493.101 319.5 0.0 0.0 1.0 0.9847139488406873 0.04324190420558336 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8.592967665363089 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/95398527_2664763907.jpg sacre_coeur/test/images/17412880_2226819267.jpg 0 0 829.676 0.0 319.5 0.0 829.676 213.0 0.0 0.0 1.0 298.489 0.0 319.5 0.0 298.489 213.0 0.0 0.0 1.0 0.9992243287882744 0.03890055219551594 -0.006122727864803895 0.2720167182594002 -0.03937944145908997 0.9869989918108211 -0.1558276283423216 -0.855362222725623 -1.865456014045896e-05 0.15594786694054694 0.9877652871247808 -1.785731583732086 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/16577293_2866312822.jpg sacre_coeur/test/images/99119091_3503925030.jpg 0 0 536.259 0.0 319.5 0.0 536.259 213.0 0.0 0.0 1.0 504.731 0.0 319.5 0.0 504.731 214.0 0.0 0.0 1.0 0.9648427485146723 0.07543486026726895 0.25176984032069943 -5.731230411811238 -0.09970533826347412 0.9913745440818605 0.0850609126934899 -2.18682384183082 -0.24318165259825644 -0.10717320188806954 0.9640417981792283 -6.92890698207926 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/70970334_5790897082.jpg sacre_coeur/test/images/44122025_7441115438.jpg 0 0 633.07 0.0 319.5 0.0 633.07 239.5 0.0 0.0 1.0 1479.22 0.0 319.5 0.0 1479.22 213.0 0.0 0.0 1.0 0.994726587700395 0.02667607216550388 -0.09903233257754242 1.1830552134321675 -0.025663818531219577 0.9996046931245525 0.011481546140038254 3.1016411089277094 0.09929946696898613 -0.008879451401411463 0.9950179753162679 18.345968438163922 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/73088789_3818781918.jpg sacre_coeur/test/images/31148870_2948239995.jpg 0 0 512.969 0.0 319.5 0.0 512.969 239.5 0.0 0.0 1.0 722.471 0.0 319.5 0.0 722.471 239.5 0.0 0.0 1.0 0.7757851882892515 0.37186848314207477 0.5097756103195045 -8.85282204923638 -0.299754308341076 0.9281004950989181 -0.220854761388806 2.982160464580065 -0.5552519214392454 0.01852841716811955 0.8314757972997592 10.089916569540998 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/08047759_7746982324.jpg sacre_coeur/test/images/55963526_10058115724.jpg 0 0 499.512 0.0 319.5 0.0 499.512 213.5 0.0 0.0 1.0 730.033 0.0 319.5 0.0 730.033 239.5 0.0 0.0 1.0 0.9936759207413286 -0.006976272979311754 0.11206915790792293 -4.032266501703416 0.003660981639249606 0.9995503345700723 0.02976114705943491 1.0049795897861735 -0.11222638616791471 -0.029162652077174993 0.9932546390385074 2.9202952155451083 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/33678893_2402563668.jpg sacre_coeur/test/images/77653698_4129853031.jpg 0 0 653.635 0.0 239.5 0.0 653.635 319.5 0.0 0.0 1.0 346.996 0.0 213.0 0.0 346.996 319.5 0.0 0.0 1.0 0.8134423906039108 0.23155065934906363 0.5335688983848371 -8.787162466562148 -0.10332745597221848 0.9602798529481475 -0.2592027022702376 -0.3417318803780332 -0.5723940198944291 0.15571414892969135 0.8050578797901414 -0.3791955451233343 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/09199317_7932673946.jpg sacre_coeur/test/images/18427217_3121596461.jpg 0 0 592.689 0.0 319.5 0.0 592.689 212.5 0.0 0.0 1.0 653.258 0.0 319.5 0.0 653.258 239.5 0.0 0.0 1.0 0.9861368351913848 0.04956411193262159 0.1583588996142937 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2.1043364731652434 0.7442451142837561 -0.1584594897517271 0.6488372677123143 1.0910682024971616 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/40133282_13969857252.jpg sacre_coeur/test/images/90301699_2168560949.jpg 0 0 1447.89 0.0 213.0 0.0 1447.89 319.5 0.0 0.0 1.0 599.141 0.0 213.5 0.0 599.141 319.5 0.0 0.0 1.0 0.6592338692466696 -0.2146242311517701 -0.7206574394541254 39.50452294152223 0.29396748955740054 0.9556863357852085 -0.015708044969427046 1.03713888226048 0.6920937947427244 -0.20149458304369755 0.6931133473557279 -19.28735194311662 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79704892_2352783119.jpg sacre_coeur/test/images/97437832_311711460.jpg 0 0 1800.38 0.0 239.5 0.0 1800.38 319.5 0.0 0.0 1.0 489.971 0.0 249.5 0.0 489.971 187.0 0.0 0.0 1.0 0.9994841724865858 -0.021710281634072567 -0.023665430910370593 1.369501044733614 0.02495013166865222 0.9888882460919318 0.1465521329457179 -12.114315348591878 0.02022077838564063 -0.14706699294060419 0.9889198247122397 -48.940876221564736 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/27770418_2219914621.jpg sacre_coeur/test/images/64655298_3515609807.jpg 0 0 1305.61 0.0 319.5 0.0 1305.61 239.5 0.0 0.0 1.0 649.481 0.0 179.5 0.0 649.481 319.5 0.0 0.0 1.0 0.9967093090834127 -0.04316096749653142 -0.0686125649661149 1.634068399513926 0.0500471607306886 0.9935206711149158 0.10203900122092455 -6.2856225552028295 0.0637638995769754 -0.10513708647347321 0.9924113855446272 -28.186562698747345 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/55297752_267282770.jpg sacre_coeur/test/images/94345410_6525608719.jpg 0 0 652.245 0.0 239.5 0.0 652.245 319.5 0.0 0.0 1.0 1400.71 0.0 319.5 0.0 1400.71 211.5 0.0 0.0 1.0 0.9983875353905282 0.01296332549253516 0.05526555318642052 1.7465108991366207 -0.01082991571647898 0.999191057040766 -0.03872911637683596 5.527089497097026 -0.0557229046479134 0.03806814576428869 0.9977202885456767 48.212943979012394 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/51939662_7396091320.jpg sacre_coeur/test/images/86255041_34613076.jpg 0 0 1086.81 0.0 319.5 0.0 1086.81 212.0 0.0 0.0 1.0 943.253 0.0 319.5 0.0 943.253 283.5 0.0 0.0 1.0 0.9999718042357986 -0.007421647987657979 -0.0011444975095266608 0.43641407807286015 0.007461486895008752 0.9991720523975638 0.03999419859124253 -5.940988940720818 0.000846727062064957 -0.04000161057741828 0.9991992565071768 -27.7981211423988 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/26329012_3452802515.jpg sacre_coeur/test/images/27614460_8959698816.jpg 0 0 896.446 0.0 239.5 0.0 896.446 319.5 0.0 0.0 1.0 807.303 0.0 319.5 0.0 807.303 319.5 0.0 0.0 1.0 0.954504967176181 -0.12985204180792206 -0.2684375437123332 4.4831681744414915 0.10143415184014956 0.9879135852565007 -0.1172086212960307 0.061246820008890174 0.2804128750190808 0.08464747665441971 0.9561398559936579 0.0970947060659837 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/33411162_10141421203.jpg sacre_coeur/test/images/82864141_2050910556.jpg 0 0 878.795 0.0 218.5 0.0 878.795 319.5 0.0 0.0 1.0 520.268 0.0 319.5 0.0 520.268 239.5 0.0 0.0 1.0 0.9716380495150261 -0.05965253774925252 -0.22882542576101517 6.930039262438589 0.08004060384138376 0.9935055939716027 0.0808711103166019 -4.705971323946315 0.22251517357551717 -0.096892773142311 0.9701024626509566 -14.042563138105884 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/18531924_12156446553.jpg sacre_coeur/test/images/36981833_2290028612.jpg 0 0 619.007 0.0 239.5 0.0 619.007 319.5 0.0 0.0 1.0 1252.04 0.0 249.5 0.0 1252.04 187.5 0.0 0.0 1.0 0.9994612418565392 0.028648201165403696 0.01601582331854755 1.2485495769356154 -0.03254795013618489 0.9279545000907952 0.37126954723377775 0.08667573623303415 -0.0042257506453636665 -0.37159080496054886 0.9283869972701332 -0.9942099665685049 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/21037086_3590495621.jpg sacre_coeur/test/images/58011909_11987000544.jpg 0 0 661.089 0.0 239.5 0.0 661.089 319.5 0.0 0.0 1.0 1714.15 0.0 213.5 0.0 1714.15 319.5 0.0 0.0 1.0 0.9478919863908514 -0.0903984020477208 -0.30549780857352243 3.8887367507148607 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1.0\nsacre_coeur/test/images/70139640_13923464795.jpg sacre_coeur/test/images/92912238_291183223.jpg 0 0 544.883 0.0 239.5 0.0 544.883 319.5 0.0 0.0 1.0 1859.84 0.0 239.5 0.0 1859.84 319.5 0.0 0.0 1.0 0.9687179494778614 0.11644361373069466 0.21914930796318793 -3.062624878016143 -0.08899573890604778 0.9873493285221662 -0.13122904374944624 3.945877940744281 -0.23165770614415998 0.10762057557997134 0.9668260023891897 50.12852322911606 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/57417409_1401404166.jpg sacre_coeur/test/images/43759956_9209511641.jpg 0 0 548.254 0.0 187.0 0.0 548.254 249.5 0.0 0.0 1.0 634.092 0.0 319.5 0.0 634.092 213.0 0.0 0.0 1.0 0.9938576889019203 0.019033037480104507 0.109016685396386 0.5390832236054222 -0.0421239032128953 0.9760069406408824 0.21362590807047493 0.39312909342731706 -0.10233509167750954 -0.21690595958872436 0.9708137482062408 0.12666862195918238 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/43759956_9209511641.jpg sacre_coeur/test/images/86827532_95504488.jpg 0 0 634.092 0.0 319.5 0.0 634.092 213.0 0.0 0.0 1.0 526.393 0.0 249.5 0.0 526.393 166.0 0.0 0.0 1.0 0.9998651594639949 0.015637387637746854 -0.005013481615330365 -0.10651700710096623 -0.015351063629303623 0.9984868866536833 0.05280418568715826 -0.8967698351687838 0.005831615169872356 -0.05272010326717557 0.9985923006793157 -1.3766933449033987 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/15865748_8030415.jpg sacre_coeur/test/images/89598965_8275144360.jpg 0 0 666.681 0.0 212.0 0.0 666.681 319.5 0.0 0.0 1.0 715.898 0.0 213.0 0.0 715.898 319.5 0.0 0.0 1.0 0.9949416196078332 0.03878071456080887 0.09266730680393573 -3.1561775131584136 -0.048851481244549105 0.992839935242352 0.10900640241827685 -2.8850427682193653 -0.08777645670881887 -0.11298194176997903 0.9897122685313797 -10.69890373569774 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/76465860_1236444051.jpg sacre_coeur/test/images/60386407_4541255112.jpg 0 0 690.247 0.0 239.5 0.0 690.247 319.5 0.0 0.0 1.0 1433.05 0.0 212.5 0.0 1433.05 319.5 0.0 0.0 1.0 0.6130498709328438 0.2917681939820132 0.7341942363773347 -11.649674566821812 -0.1780791136452649 0.9564245684315564 -0.231386849634606 3.901860691570703 -0.7697127289012051 0.011107019446514745 0.6382937796081634 51.162316602292684 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/73088789_3818781918.jpg sacre_coeur/test/images/58207157_8155269003.jpg 0 0 512.969 0.0 319.5 0.0 512.969 239.5 0.0 0.0 1.0 716.507 0.0 319.5 0.0 716.507 239.5 0.0 0.0 1.0 0.8848105746073204 0.2905292488543402 0.364284233289332 -6.095296691867699 -0.26007356447094004 0.9566269892640632 -0.13124993133314092 1.0800103861358763 -0.3866160732903425 0.021390628127927705 0.9219926533882193 5.141791639373879 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/14122634_883725893.jpg sacre_coeur/test/images/19422098_2931690374.jpg 0 0 479.75 0.0 319.5 0.0 479.75 239.5 0.0 0.0 1.0 1163.74 0.0 239.5 0.0 1163.74 319.5 0.0 0.0 1.0 0.9977030659695766 0.0007719688179618146 0.06773474897754596 -0.9350360331672851 -0.009661454093132476 0.991333862539486 0.1310107983616234 6.363610318022694 -0.06704661408090166 -0.1313642913682701 0.9890642923964039 44.34237896872726 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/04543624_3663972093.jpg sacre_coeur/test/images/70116109_2697195876.jpg 0 0 433.924 0.0 319.5 0.0 433.924 212.5 0.0 0.0 1.0 606.734 0.0 212.5 0.0 606.734 319.5 0.0 0.0 1.0 0.999809450723833 0.011669950198684512 0.015648466559611243 -0.7617044046078766 -0.004959839364024494 0.9271880164542041 -0.37456345542137676 -0.009012927230661799 -0.018880207540970525 0.3744144687456387 0.92706922252717 14.829108952656222 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/16214259_2076433877.jpg sacre_coeur/test/images/79770190_8442039294.jpg 0 0 593.424 0.0 319.5 0.0 593.424 213.0 0.0 0.0 1.0 704.085 0.0 239.5 0.0 704.085 319.5 0.0 0.0 1.0 0.9755983704827855 0.09014969321511375 0.20020202877232474 -4.3978203540247085 -0.056772223487340394 0.9843874060856627 -0.1666083712790089 0.8518101950520847 -0.21209604935414839 0.15117694120851055 0.9654847478314722 6.114160746334896 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/93760319_30262336.jpg sacre_coeur/test/images/85019556_13753237.jpg 0 0 1034.56 0.0 239.5 0.0 1034.56 319.5 0.0 0.0 1.0 1875.74 0.0 239.5 0.0 1875.74 319.5 0.0 0.0 1.0 0.9981968646609495 -0.03480518464526518 -0.048904176742471016 1.8444805385186926 0.03595576754100376 0.9990921710951429 0.0228476790272236 0.6273731453762279 0.04806456242999767 -0.024564868780490665 0.9985421198227994 -0.06841536466074416 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/44509707_7002758055.jpg sacre_coeur/test/images/60386407_4541255112.jpg 0 0 1017.42 0.0 213.0 0.0 1017.42 319.5 0.0 0.0 1.0 1433.05 0.0 212.5 0.0 1433.05 319.5 0.0 0.0 1.0 0.9965721537479262 -0.051387229820692853 -0.06483282336575431 2.558133605343 0.05314807069394788 0.9982550317382738 0.025732745495365916 2.5065398414701163 0.0633973576399752 -0.02909027707969535 0.9975642990923922 14.388903708824728 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/94345410_6525608719.jpg sacre_coeur/test/images/26172565_2334920022.jpg 0 0 1400.71 0.0 319.5 0.0 1400.71 211.5 0.0 0.0 1.0 701.449 0.0 319.5 0.0 701.449 239.5 0.0 0.0 1.0 0.9849331973162476 -0.0761795700520718 -0.15525227834423228 6.193119753008954 0.11033356577614233 0.9681075267903622 0.22493181374578733 -16.910707156873997 0.13316569035421688 -0.23867234795537037 0.961926405310695 -46.91627418379684 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/00204549_3820006713.jpg sacre_coeur/test/images/92410481_478846885.jpg 0 0 565.301 0.0 319.5 0.0 565.301 213.5 0.0 0.0 1.0 698.31 0.0 319.5 0.0 698.31 214.0 0.0 0.0 1.0 0.9854532978907641 0.07630587541691122 0.15185259646471627 -0.2806521899535711 -0.04903967602573529 0.9832012778860528 -0.17581341626429797 -0.18508959877293185 -0.16271726353250926 0.1658091087367977 0.9726409571925299 -0.48060427858085575 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/74182138_8276852729.jpg sacre_coeur/test/images/30442266_2401730436.jpg 0 0 710.115 0.0 319.5 0.0 710.115 213.0 0.0 0.0 1.0 523.192 0.0 319.5 0.0 523.192 239.5 0.0 0.0 1.0 0.9547879586984693 0.03649533195621055 0.29503905617700166 -4.474998653779046 -0.0705068667324707 0.9919194581749107 0.10547307825962514 -1.9940621077424472 -0.2888057057400002 -0.12150670450389717 0.9496459261707085 -7.207338128789966 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/95734826_713795234.jpg sacre_coeur/test/images/62960466_112702816.jpg 0 0 1838.16 0.0 239.5 0.0 1838.16 319.5 0.0 0.0 1.0 562.98 0.0 187.0 0.0 562.98 249.5 0.0 0.0 1.0 0.9742248839679033 -0.046892291897264245 -0.22065128238545798 14.133862034348036 0.06648227577663456 0.9943953023385838 0.08220760119670256 -10.040216840502726 0.21555969582759404 -0.0947580901431553 0.9718821543207472 -47.5230847326359 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/57417409_1401404166.jpg sacre_coeur/test/images/92912238_291183223.jpg 0 0 548.254 0.0 187.0 0.0 548.254 249.5 0.0 0.0 1.0 1859.84 0.0 239.5 0.0 1859.84 319.5 0.0 0.0 1.0 0.9659390679545196 0.06685291866931432 0.24998480806750678 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1666.8 0.0 319.5 0.0 1666.8 272.5 0.0 0.0 1.0 690.499 0.0 239.5 0.0 690.499 319.5 0.0 0.0 1.0 0.9587509661329918 -0.014644564123607873 -0.28386990273835716 16.32754663016606 0.07233271831735939 0.9783657392175727 0.1938258449899644 -15.074386759502522 0.2748900922184652 -0.20636379785922168 0.9390683788379002 -50.19479428999395 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/35558294_6148191791.jpg sacre_coeur/test/images/44656171_6113568114.jpg 0 0 638.785 0.0 319.5 0.0 638.785 239.5 0.0 0.0 1.0 533.981 0.0 319.5 0.0 533.981 239.5 0.0 0.0 1.0 0.3704327934018534 -0.9287841689070808 0.011811568908608348 0.6315850564947907 0.9264542705084484 0.37035827556852624 0.0672103591313603 -0.37869384089611335 -0.0667984298405179 -0.013954042621786615 0.9976689102429477 15.76786355832488 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/67770719_8270986474.jpg sacre_coeur/test/images/30442266_2401730436.jpg 0 0 499.694 0.0 212.5 0.0 499.694 319.5 0.0 0.0 1.0 523.192 0.0 319.5 0.0 523.192 239.5 0.0 0.0 1.0 0.973246400903902 0.0059489679285480825 0.22968685837066488 -3.4442919627882205 -0.06281147955790559 0.9684740793461836 0.24106570820070816 -2.0789993387495853 -0.22101167653168824 -0.249043304296958 0.9429375755698278 -7.6988747257613985 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/15556549_5221678700.jpg sacre_coeur/test/images/30178210_1968722368.jpg 0 0 1213.47 0.0 319.5 0.0 1213.47 213.0 0.0 0.0 1.0 742.141 0.0 319.5 0.0 742.141 249.0 0.0 0.0 1.0 0.993114210019645 -0.10974110210764587 -0.04100068737540134 2.183585197215576 0.11710062551618508 0.9400909242996479 0.320181975684378 -14.107481240294929 0.003407251205054873 -0.32277847598257337 0.9464684073341237 -26.05452205165446 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/63360516_5790897098.jpg sacre_coeur/test/images/30178210_1968722368.jpg 0 0 516.78 0.0 319.5 0.0 516.78 239.5 0.0 0.0 1.0 742.141 0.0 319.5 0.0 742.141 249.0 0.0 0.0 1.0 0.9893977349143581 0.01740161803419229 0.1441849709093466 -1.9869061434537305 -0.06942860005535512 0.9286751672292939 0.364337897103769 -4.178506757684021 -0.12756093305040764 -0.37048565081718765 0.9200372769066885 -7.156969166539539 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/14122634_883725893.jpg sacre_coeur/test/images/15865748_8030415.jpg 0 0 479.75 0.0 319.5 0.0 479.75 239.5 0.0 0.0 1.0 666.681 0.0 212.0 0.0 666.681 319.5 0.0 0.0 1.0 0.9989336199276587 0.006815912394411635 0.04566362136817346 0.6289660785983564 -0.013942024967644292 0.9874027909965445 0.15761138370065714 1.3775052060728696 -0.04401412180227823 -0.15807995341113276 0.9864448719576319 5.292342441919497 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/06132465_4129851965.jpg sacre_coeur/test/images/16214259_2076433877.jpg 0 0 298.312 0.0 319.5 0.0 298.312 213.0 0.0 0.0 1.0 593.424 0.0 319.5 0.0 593.424 213.0 0.0 0.0 1.0 0.9684565288579632 -0.09340564623477216 -0.2310137159647657 0.60890007392887 0.1444904133593855 0.9658160040616067 0.21522538592300058 2.4220726709767333 0.20301347777824688 -0.24181569748454138 0.9488470352435352 8.161149576360867 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/95803142_180463023.jpg sacre_coeur/test/images/64966234_8900198268.jpg 0 0 586.012 0.0 187.0 0.0 586.012 249.5 0.0 0.0 1.0 578.134 0.0 239.5 0.0 578.134 319.5 0.0 0.0 1.0 0.7484171938782825 0.27578084292747046 0.6031721400906799 -8.241815194737773 -0.28607075478180266 0.9547308961139869 -0.0815624868671477 3.0712117968024693 -0.5983604491992488 -0.11150714183225113 0.7934298520691515 13.501426218660802 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/45927449_5904684394.jpg sacre_coeur/test/images/61084833_3699152935.jpg 0 0 445.549 0.0 239.5 0.0 445.549 319.5 0.0 0.0 1.0 1839.79 0.0 239.5 0.0 1839.79 319.5 0.0 0.0 1.0 0.9902284244331168 -0.06247377282958759 -0.12467836682097003 2.4377260656309505 0.034587205886551786 0.976129472939575 -0.21441776336784438 4.772623238964322 0.1350977151311914 0.20801028764737742 0.9687519432750505 51.580890955609824 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/58207157_8155269003.jpg sacre_coeur/test/images/47058715_3625029597.jpg 0 0 716.507 0.0 319.5 0.0 716.507 239.5 0.0 0.0 1.0 679.749 0.0 319.5 0.0 679.749 239.5 0.0 0.0 1.0 0.913750274960714 0.13595513344567822 0.38285328351600617 -2.045364686366408 -0.051902121180632484 0.9736887266234089 -0.2218928422987893 1.2417387633986987 -0.40294739709566385 0.18288374814688224 0.8967647014895139 4.500355424632583 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/76610569_4643204754.jpg sacre_coeur/test/images/97519566_136306825.jpg 0 0 503.401 0.0 212.5 0.0 503.401 319.5 0.0 0.0 1.0 1521.37 0.0 187.0 0.0 1521.37 249.5 0.0 0.0 1.0 0.8057489200776881 0.15858244383348885 0.5706314802930503 -8.573597887202439 -0.17687606571346934 0.983947948615645 -0.023691597514487395 4.677545522973336 -0.5652287458820227 -0.08184157209427438 0.820864435766207 48.60723822816035 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/75026938_1499132926.jpg sacre_coeur/test/images/05925733_2718809034.jpg 0 0 580.942 0.0 187.0 0.0 580.942 249.5 0.0 0.0 1.0 1052.11 0.0 239.5 0.0 1052.11 319.5 0.0 0.0 1.0 0.9983603461747104 -0.04631894742512201 0.03363293468226222 -0.2902179095187668 0.05422333029032436 0.9535327569516847 -0.2963698902931029 0.05526146358871975 -0.01834256356507802 0.29770763599469235 0.9544808609041424 48.46071412450798 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/48360689_7391063350.jpg sacre_coeur/test/images/84259836_1237320024.jpg 0 0 1914.59 0.0 212.0 0.0 1914.59 319.5 0.0 0.0 1.0 693.174 0.0 239.5 0.0 693.174 319.5 0.0 0.0 1.0 0.7778215311258612 -0.12247570728945108 -0.6164360200709963 41.30495846370842 0.21142137701944877 0.9746557543818828 0.0731242900101123 -7.085755913155012 0.5918569650314351 -0.18720539942595565 0.784002213880514 -37.64435052448874 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/38879018_753144146.jpg sacre_coeur/test/images/69212502_553330789.jpg 0 0 1556.17 0.0 249.5 0.0 1556.17 187.0 0.0 0.0 1.0 859.802 0.0 213.0 0.0 859.802 319.5 0.0 0.0 1.0 0.9954486207404365 0.034343867414273685 0.08889624422321482 -4.033859025015858 -0.040094899878717165 0.9971609161202665 0.0637377938581696 -5.919278902172037 -0.08645485798772858 -0.06701198499687701 0.9939994725336125 -34.15238736927705 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/38432569_8875267871.jpg sacre_coeur/test/images/01012753_375984446.jpg 0 0 569.282 0.0 239.5 0.0 569.282 319.5 0.0 0.0 1.0 773.348 0.0 249.5 0.0 773.348 199.0 0.0 0.0 1.0 0.999061357902786 -0.005927259275419709 0.04291003079611268 0.10469103549856781 0.007941963594594478 0.9988663876384098 -0.04693468717756682 2.2610456312076024 -0.04258319339485384 0.04723142220678804 0.9979758836748615 9.6373710514229 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/97181778_57457394.jpg sacre_coeur/test/images/89443230_8712904049.jpg 0 0 1458.98 0.0 239.5 0.0 1458.98 319.5 0.0 0.0 1.0 614.242 0.0 238.5 0.0 614.242 319.5 0.0 0.0 1.0 0.9993357237104266 0.00534523021483025 -0.03604913078159057 2.2648103780359046 -0.007124727385018065 0.9987528339806575 -0.04941674691128754 -1.4969390018628284 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1.0\nsacre_coeur/test/images/52133956_2077236824.jpg sacre_coeur/test/images/35996631_900261655.jpg 0 0 765.696 0.0 166.0 0.0 765.696 249.5 0.0 0.0 1.0 896.808 0.0 319.5 0.0 896.808 204.0 0.0 0.0 1.0 0.9996894315293333 -0.004608353016331684 0.02449088751015158 -1.5774393635042672 0.005120089515328403 0.999769013919867 -0.020873511660754848 -0.014775730905913331 -0.024389037945623342 0.020992424542522682 0.999482112366156 -0.5775444713297446 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/75519914_2079302390.jpg sacre_coeur/test/images/11173357_5349727279.jpg 0 0 569.028 0.0 187.0 0.0 569.028 249.5 0.0 0.0 1.0 530.786 0.0 319.5 0.0 530.786 213.0 0.0 0.0 1.0 0.8793293877304892 -0.12043779640117341 -0.4607326394684365 10.451944867875671 0.17260593890209375 0.9823083718089932 0.07264607718033751 -0.803858006665257 0.44383219546271035 -0.14340502038629738 0.8845608980724595 -4.467454025245896 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/12060097_10141374576.jpg sacre_coeur/test/images/44859504_43728211.jpg 0 0 852.046 0.0 319.5 0.0 852.046 209.0 0.0 0.0 1.0 528.651 0.0 249.5 0.0 528.651 187.0 0.0 0.0 1.0 0.997456051917356 -0.003270024093644599 0.071209068494596 -0.9826520278667445 0.0015942296355630804 0.9997207392829626 0.023577571533048063 -3.850557057442452 -0.07126628182605134 -0.023404067807838293 0.9971827147944031 -16.37216332177572 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/55784150_6371469373.jpg sacre_coeur/test/images/83916827_2652728872.jpg 0 0 607.13 0.0 319.5 0.0 607.13 239.5 0.0 0.0 1.0 690.499 0.0 239.5 0.0 690.499 319.5 0.0 0.0 1.0 0.9888689861228389 0.058171061378857795 0.1369461788530311 -1.8606654248628565 -0.05889885615359543 0.9982631540528996 0.0012649127064971034 0.5016560305033211 -0.13663474312263074 -0.009316806234656916 0.9905776820085331 0.7092003714070715 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/55784150_6371469373.jpg sacre_coeur/test/images/68912179_3174719785.jpg 0 0 607.13 0.0 319.5 0.0 607.13 239.5 0.0 0.0 1.0 539.729 0.0 214.0 0.0 539.729 319.5 0.0 0.0 1.0 0.8818890015867288 -0.27334906581201757 -0.384125080019595 4.351078138321144 0.29101391917242236 0.9566353830306602 -0.012634982457007483 2.6816805284474174 0.3709214037074027 -0.10064309292484654 0.9231946057675222 4.49439074690808 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/06132465_4129851965.jpg sacre_coeur/test/images/69212502_553330789.jpg 0 0 298.312 0.0 319.5 0.0 298.312 213.0 0.0 0.0 1.0 859.802 0.0 213.0 0.0 859.802 319.5 0.0 0.0 1.0 0.9975249572541504 -0.04962961954602297 0.04980823745950216 -3.3968034279406236 0.041956357401498716 0.9885770148066639 0.14475893709730953 2.904917313498292 -0.056423609674522236 -0.1423108803277603 0.9882125224928267 14.163118020426953 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/74361805_4541261018.jpg sacre_coeur/test/images/89443230_8712904049.jpg 0 0 903.565 0.0 319.5 0.0 903.565 212.5 0.0 0.0 1.0 614.242 0.0 238.5 0.0 614.242 319.5 0.0 0.0 1.0 0.9968874613606007 0.006310933641403726 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sacre_coeur/test/images/59914221_4605768617.jpg 0 3 569.282 0.0 239.5 0.0 569.282 319.5 0.0 0.0 1.0 658.209 0.0 319.5 0.0 658.209 239.5 0.0 0.0 1.0 -0.03900793616435327 0.9940924447026327 -0.10128470911909597 0.10840433319633991 -0.9894356722270585 -0.05258984115692928 -0.13509759113943146 2.5953768851978083 -0.13962604141343335 0.09494482604244993 0.9856419474469332 0.29449335223245665 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/56774631_6820191793.jpg sacre_coeur/test/images/97437832_311711460.jpg 0 0 1196.24 0.0 319.5 0.0 1196.24 213.0 0.0 0.0 1.0 489.971 0.0 249.5 0.0 489.971 187.0 0.0 0.0 1.0 0.9961819668236043 0.002404954415486909 0.08726800771023997 -4.647139010369302 -0.009299075977530142 0.9968566148590442 0.07867920054074808 -7.320856674550398 -0.08680447086077533 -0.07919031257689638 0.993072947085235 -34.7404113343712 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/97202520_2635602680.jpg sacre_coeur/test/images/30442266_2401730436.jpg 0 0 677.356 0.0 319.5 0.0 677.356 239.5 0.0 0.0 1.0 523.192 0.0 319.5 0.0 523.192 239.5 0.0 0.0 1.0 0.9929249576939285 0.07899006582412313 0.08866001291230889 -0.27682689097094415 -0.06976064232352756 0.9922562393428576 -0.1027667663584823 1.1070211377474255 -0.0960910046316457 0.09585470768966299 0.9907463822001119 2.4357524560656136 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/92423741_5783562525.jpg sacre_coeur/test/images/60748234_6779431614.jpg 0 0 502.585 0.0 212.0 0.0 502.585 319.5 0.0 0.0 1.0 1251.64 0.0 305.5 0.0 1251.64 305.5 0.0 0.0 1.0 0.9996903465750939 -0.006104112312432705 -0.02412365597180049 -0.17576438083972512 0.004502029280842042 0.9978150062707023 -0.06591619674520786 3.953259785545714 0.024473305802915533 0.0657871801635829 0.997533510328952 27.447740151836985 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/52649350_2359344244.jpg sacre_coeur/test/images/70170436_3664390013.jpg 0 0 869.111 0.0 319.5 0.0 869.111 212.5 0.0 0.0 1.0 523.702 0.0 213.5 0.0 523.702 319.5 0.0 0.0 1.0 0.9976090611062324 -0.007206294708118631 0.06873303801899831 -2.173264092952832 -0.016982994821007732 0.9384890288820723 0.34489117204546504 -14.535306300116966 -0.06699058953055237 -0.3452338511568133 0.9361227744958371 -32.1714793048396 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/72198457_1660226670.jpg sacre_coeur/test/images/66599130_8409392232.jpg 0 0 1443.11 0.0 187.0 0.0 1443.11 249.5 0.0 0.0 1.0 701.54 0.0 319.5 0.0 701.54 239.5 0.0 0.0 1.0 0.9993718065771288 -0.01574700182010866 0.03174939609572835 -2.665147374495671 0.010717845278690692 0.9882046588019366 0.1527634776860291 -10.186124470672189 -0.033780467897114815 -0.1523272275590459 0.9877526490639377 -41.20379948314003 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/21037086_3590495621.jpg sacre_coeur/test/images/76812051_2399423344.jpg 0 0 661.089 0.0 239.5 0.0 661.089 319.5 0.0 0.0 1.0 731.379 0.0 319.5 0.0 731.379 239.5 0.0 0.0 1.0 0.9457632593896903 -0.0681780679915985 -0.3176218006269753 5.707509002170454 0.07039578375058357 0.9975089723311876 -0.004503748318779847 1.859240950503891 0.31713765279249034 -0.018099755901967392 0.9482067854732737 8.721593128798713 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/40133282_13969857252.jpg sacre_coeur/test/images/70970334_5790897082.jpg 0 0 1447.89 0.0 213.0 0.0 1447.89 319.5 0.0 0.0 1.0 633.07 0.0 319.5 0.0 633.07 239.5 0.0 0.0 1.0 0.999027628909779 0.015057453681148905 0.041437540510324465 -0.7997884078734578 -0.020020129883806262 0.9923177685189503 0.12208456364752637 -6.750142333354154 -0.03928092506981283 -0.1227954370903554 0.9916543195869457 -31.14956206560678 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/84278429_5829272410.jpg sacre_coeur/test/images/58219592_4573644273.jpg 0 0 1453.22 0.0 319.5 0.0 1453.22 213.0 0.0 0.0 1.0 612.079 0.0 319.5 0.0 612.079 239.5 0.0 0.0 1.0 0.9975242215435762 -0.016518819194073373 0.0683560973601884 -3.892520260538508 0.015965017382858354 0.9998352195963104 0.008640131640350567 -4.96913727880192 -0.0684875583872507 -0.00752743430599496 0.9976235723352379 -30.77452003051018 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/04915709_121816865.jpg sacre_coeur/test/images/27614460_8959698816.jpg 0 0 582.627 0.0 249.5 0.0 582.627 183.5 0.0 0.0 1.0 807.303 0.0 319.5 0.0 807.303 319.5 0.0 0.0 1.0 0.9720724857587524 -0.08502184418525237 -0.21873812754556352 2.8672414223964875 0.04592517282185975 0.9829621433393129 -0.17797837863927915 -0.02162766408374639 0.23014334865922773 0.16296229862493652 0.9594150969704376 1.2290424026345375 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/73413427_2624866230.jpg sacre_coeur/test/images/79220560_3217246137.jpg 0 0 1391.03 0.0 212.5 0.0 1391.03 319.5 0.0 0.0 1.0 1106.67 0.0 214.0 0.0 1106.67 319.5 0.0 0.0 1.0 0.9917740658246548 -0.06027790977671638 -0.11291933382102295 6.110994472854687 0.05572606037967378 0.9975177815628711 -0.04304511192283393 0.9392575127677301 0.11523371274151735 0.036398476051043495 0.9926713163927763 8.066293702649112 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/61046986_5564238795.jpg sacre_coeur/test/images/00204549_3820006713.jpg 0 0 1203.71 0.0 210.0 0.0 1203.71 319.5 0.0 0.0 1.0 565.301 0.0 319.5 0.0 565.301 213.5 0.0 0.0 1.0 0.9999515873763681 -0.002974327920326718 -0.009379566989142862 0.91511699852322 0.005069001034220319 0.9727146901443122 0.23194921169508054 -15.45190640995802 0.008433749581089474 -0.23198552745996154 0.9726826753454215 -41.54164263500075 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/99117955_5783559928.jpg sacre_coeur/test/images/22593097_5934502901.jpg 0 0 537.035 0.0 319.5 0.0 537.035 239.5 0.0 0.0 1.0 1517.12 0.0 319.5 0.0 1517.12 179.5 0.0 0.0 1.0 0.9836095372280176 -0.07312019555005614 -0.16482025141591902 3.9435280559731103 0.04263058488847799 0.9824753713250692 -0.1814518613068865 3.7801331208785753 0.17519963329342747 0.17145139760990244 0.9694893020304349 42.57353361534136 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/98400098_660544149.jpg sacre_coeur/test/images/23236854_6565983213.jpg 0 0 1210.72 0.0 239.0 0.0 1210.72 319.5 0.0 0.0 1.0 668.656 0.0 239.5 0.0 668.656 319.5 0.0 0.0 1.0 0.9521097991149168 0.08155830491633459 0.2946780842351982 -14.328193923715125 -0.12383328777981793 0.9840450361624706 0.12775243105961948 -2.957860778479583 -0.27955723433134966 -0.1581252974801193 0.9470185547442197 -27.678993311887098 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/73479674_2286585340.jpg sacre_coeur/test/images/03337951_335877896.jpg 0 0 510.127 0.0 249.5 0.0 510.127 187.0 0.0 0.0 1.0 572.41 0.0 249.5 0.0 572.41 187.0 0.0 0.0 1.0 0.9940775710692182 0.04854076752506191 0.09722950470511191 -0.2079181006157261 -0.035419935265086064 0.9905641414699383 -0.1323937680547737 4.618680570281312 -0.10273855597068027 0.12816581261007945 0.9864169065841568 15.989730455802432 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/36940211_2500226864.jpg sacre_coeur/test/images/08124432_3626165332.jpg 0 0 647.827 0.0 319.5 0.0 647.827 239.5 0.0 0.0 1.0 1404.56 0.0 196.5 0.0 1404.56 249.5 0.0 0.0 1.0 0.9989329635632492 -0.03030091444187634 0.0348538217521441 -1.4186716560244792 0.03177482741907834 0.9985892703126044 -0.042542091615579036 3.4525087184139758 -0.03351558815285703 0.043604171824799295 0.9984865455028633 35.401100407590455 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/96885359_3247150502.jpg sacre_coeur/test/images/30178210_1968722368.jpg 0 0 1659.61 0.0 319.5 0.0 1659.61 213.0 0.0 0.0 1.0 742.141 0.0 319.5 0.0 742.141 249.0 0.0 0.0 1.0 0.9362041803052567 0.08879953641804478 0.3400534886027532 -3.8421613385756954 -0.216314722745939 0.9081676797866785 0.3583844389956529 -2.8732175653907266 -0.277001215705473 -0.4090795860499784 0.8694390253346512 -5.625428087244576 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/72198457_1660226670.jpg sacre_coeur/test/images/26172565_2334920022.jpg 0 0 1443.11 0.0 187.0 0.0 1443.11 249.5 0.0 0.0 1.0 701.449 0.0 319.5 0.0 701.449 239.5 0.0 0.0 1.0 0.9967352167920768 -0.05816934146406342 -0.05599317208453933 2.849004865582223 0.0708859288574465 0.962470712037822 0.26196433642659256 -17.72850137853444 0.038653495268457606 -0.26507820767283974 0.9634518416197491 -47.551549667049606 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/67466492_5056065534.jpg sacre_coeur/test/images/74182138_8276852729.jpg 0 0 662.238 0.0 239.5 0.0 662.238 319.5 0.0 0.0 1.0 710.115 0.0 319.5 0.0 710.115 213.0 0.0 0.0 1.0 0.8517697333479363 0.1343959636538108 0.5063852745745565 -6.580522248498068 -0.2040305238401694 0.975324932472128 0.08433754466277119 1.8911592557446428 -0.48255555814215995 -0.1751542207650231 0.8581731365256698 9.222520712697499 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/75026938_1499132926.jpg sacre_coeur/test/images/79302802_4840098295.jpg 0 0 580.942 0.0 187.0 0.0 580.942 249.5 0.0 0.0 1.0 528.086 0.0 319.5 0.0 528.086 213.0 0.0 0.0 1.0 0.9982414731428362 -0.02434353842039402 0.05404954611090901 -0.5741181319431602 0.028410873387518343 0.996717756472452 -0.07580591141778117 1.3885774097091197 -0.052026758220927824 0.07720819949783107 0.9956566227165489 4.503381677071868 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/06632036_566711823.jpg sacre_coeur/test/images/18244579_9045725729.jpg 0 0 498.319 0.0 319.5 0.0 498.319 212.5 0.0 0.0 1.0 676.419 0.0 319.5 0.0 676.419 239.5 0.0 0.0 1.0 0.9356096070646919 -0.02791720928970152 -0.3519308065426046 9.089382338065125 0.0727966331495735 0.9907012654119065 0.11494195453938352 -1.1859575239526154 0.345449436778148 -0.13316017473975578 0.9289419004937488 -4.475119019683551 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/92912238_291183223.jpg sacre_coeur/test/images/18698491_4586522698.jpg 0 0 1859.84 0.0 239.5 0.0 1859.84 319.5 0.0 0.0 1.0 1792.43 0.0 246.5 0.0 1792.43 319.5 0.0 0.0 1.0 0.9996600829497934 -0.004990704700244347 0.02558928337033104 -1.2652703272472114 0.004503774720236667 0.9998083670597501 0.01905111992995339 -0.12876150629972472 -0.02567945813449925 -0.018929395761911483 0.9994909921585123 -0.5097543495162995 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/31938889_10141160664.jpg sacre_coeur/test/images/60953043_2624021191.jpg 0 0 1776.39 0.0 210.0 0.0 1776.39 319.5 0.0 0.0 1.0 1395.38 0.0 212.5 0.0 1395.38 319.5 0.0 0.0 1.0 0.999212177310242 0.02926159009324232 -0.026810148454285053 1.3922772643307506 -0.02570059254525496 0.9918620875947621 0.12469594514250676 -7.389916536960071 0.030240771447642114 -0.1239086701461013 0.9918327163412568 -33.41445401232241 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/32903762_508473415.jpg sacre_coeur/test/images/73608962_13972912642.jpg 0 0 713.267 0.0 319.5 0.0 713.267 239.5 0.0 0.0 1.0 713.805 0.0 239.5 0.0 713.805 319.5 0.0 0.0 1.0 0.9863247152921529 0.047404119286360444 0.15784931256909987 -2.0006108819011907 -0.04359001223110608 0.9986698470421579 -0.027539924518502974 -0.1383657975630732 -0.15894485470610517 0.020282654744321067 0.987079098694212 -0.0777171145657718 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/70724808_2779990339.jpg sacre_coeur/test/images/44122025_7441115438.jpg 0 0 1030.95 0.0 249.5 0.0 1030.95 165.5 0.0 0.0 1.0 1479.22 0.0 319.5 0.0 1479.22 213.0 0.0 0.0 1.0 0.9917875024616204 0.02698262487832423 -0.1250179503736025 1.7670125471256122 -0.025919424233009733 0.9996127744278043 0.0101234701647586 3.3698899074150024 0.125242698024157 -0.006799937898475904 0.9921028310796248 19.78630703675468 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/44937588_1061437022.jpg sacre_coeur/test/images/87551911_7790325846.jpg 0 0 521.234 0.0 319.5 0.0 521.234 239.5 0.0 0.0 1.0 479.404 0.0 319.5 0.0 479.404 239.5 0.0 0.0 1.0 0.9696463274733397 -0.13268965994433235 -0.20537637099072956 4.592830793214155 0.11177942356109968 0.9875907298430289 -0.11031731866058712 1.4622839052469194 0.21746576761829106 0.08401193053353018 0.9724456979401043 2.8305320274184345 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/53515910_7697309520.jpg sacre_coeur/test/images/22663714_8829093598.jpg 0 0 500.109 0.0 319.5 0.0 500.109 212.5 0.0 0.0 1.0 595.075 0.0 239.5 0.0 595.075 319.5 0.0 0.0 1.0 0.8556319757304529 0.2609044512562532 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0.0 1.0\nsacre_coeur/test/images/47788810_3531619701.jpg sacre_coeur/test/images/58368117_3401402227.jpg 0 0 394.04 0.0 166.5 0.0 394.04 249.5 0.0 0.0 1.0 682.756 0.0 319.5 0.0 682.756 239.0 0.0 0.0 1.0 0.9942505471085916 -0.02876675884938652 -0.10314224721018816 2.1528639433401047 0.03116874493852339 0.9992774148182365 0.021752185479616108 0.4687005083675282 0.10244197827660104 -0.02484193670959633 0.9944287401655749 1.9712617659632317 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/99818215_2123948121.jpg sacre_coeur/test/images/86890299_6076455455.jpg 0 0 944.024 0.0 319.5 0.0 944.024 239.5 0.0 0.0 1.0 1814.03 0.0 212.5 0.0 1814.03 319.5 0.0 0.0 1.0 0.9998348500202258 -0.002189780878060929 -0.018040996223573406 0.5212091523355185 8.686712564229477e-05 0.9932786047870477 -0.11574802687907264 4.167675070715568 0.018173198373852464 0.11572734392528898 0.9931147550655274 35.93062863366548 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/78937340_9546137587.jpg sacre_coeur/test/images/84979436_3867757669.jpg 0 0 944.217 0.0 239.5 0.0 944.217 319.5 0.0 0.0 1.0 527.25 0.0 239.5 0.0 527.25 319.5 0.0 0.0 1.0 0.9992736575574644 0.009580438445255106 -0.03688322804369993 2.5060490123742487 -0.012562187755097114 0.9965958218621296 -0.08147980906796679 -1.274058339598587 0.03597705866983268 0.08188396086013014 0.9959923032851831 -43.26800469480931 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/20864632_4515642500.jpg sacre_coeur/test/images/32086795_402359870.jpg 0 0 707.548 0.0 319.5 0.0 707.548 239.5 0.0 0.0 1.0 689.084 0.0 239.5 0.0 689.084 319.5 0.0 0.0 1.0 0.9084394033510438 -0.14062150475436513 -0.3936539633228878 2.2398968113068003 0.10876025932604928 0.9887971583735858 -0.10223201838784364 0.6340313735918213 0.40361994057594575 0.05005768665190128 0.913556331912012 2.7889420856197393 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/95398527_2664763907.jpg sacre_coeur/test/images/23743016_2389191967.jpg 0 0 829.676 0.0 319.5 0.0 829.676 213.0 0.0 0.0 1.0 714.056 0.0 239.5 0.0 714.056 319.5 0.0 0.0 1.0 0.9993880401652719 0.011278505092635682 0.03311103286658517 1.0415339162117478 -0.008483626540744837 0.9964827169212576 -0.08336799720483828 -0.8034686429542275 -0.03393483837200142 0.08303607770182876 0.995968592147645 -1.7675521807926513 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/76850149_8327024804.jpg sacre_coeur/test/images/27733835_2747519645.jpg 0 0 799.829 0.0 319.5 0.0 799.829 239.5 0.0 0.0 1.0 506.292 0.0 187.0 0.0 506.292 249.5 0.0 0.0 1.0 0.999628740949177 0.011524844890815667 0.024689232847661183 -0.9535805565055899 -0.006605071231576406 0.9816100271221827 -0.19078293342753097 0.16810567040225854 -0.026433942240785678 0.19054902939514162 0.9813217179366717 0.10329269859589552 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/61046986_5564238795.jpg sacre_coeur/test/images/93845208_10996896025.jpg 0 0 1203.71 0.0 210.0 0.0 1203.71 319.5 0.0 0.0 1.0 1826.02 0.0 226.0 0.0 1826.02 301.5 0.0 0.0 1.0 0.9997315769844762 -0.002111115147599028 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7.527052059636308 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/01723814_7963028620.jpg sacre_coeur/test/images/89443230_8712904049.jpg 0 0 505.251 0.0 319.5 0.0 505.251 214.0 0.0 0.0 1.0 614.242 0.0 238.5 0.0 614.242 319.5 0.0 0.0 1.0 0.8453826417233498 0.2431302871781462 0.4756215433824698 -9.52628496095288 -0.16914499345676987 0.9664332016515771 -0.1933826205582899 0.643847855042292 -0.5066736230171843 0.08303330778762458 0.8581301238952552 8.240322663222521 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/08081221_11367454663.jpg sacre_coeur/test/images/94345410_6525608719.jpg 0 0 670.286 0.0 212.5 0.0 670.286 319.5 0.0 0.0 1.0 1400.71 0.0 319.5 0.0 1400.71 211.5 0.0 0.0 1.0 0.9990753485153965 0.03714009702566811 0.02165782033730726 3.483551439258394 -0.032621758895651026 0.9829748785852417 -0.18082093052764459 4.508452308744844 -0.028004800220553926 0.17994721799253582 0.9832775446949623 41.3392540237818 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/36478780_3343078633.jpg sacre_coeur/test/images/36799566_319205128.jpg 3 0 666.684 0.0 319.5 0.0 666.684 239.5 0.0 0.0 1.0 815.415 0.0 166.0 0.0 815.415 249.5 0.0 0.0 1.0 -0.09694610689454207 -0.9646707947259872 -0.24497287637761936 2.2139219191167987 0.9934526285002194 -0.0788429329345306 -0.08267809173103656 2.169145389708941 0.060442760393587466 -0.2513842670673991 0.9659982520620779 11.401440480332687 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/12060097_10141374576.jpg sacre_coeur/test/images/16385535_4660789205.jpg 0 0 852.046 0.0 319.5 0.0 852.046 209.0 0.0 0.0 1.0 669.771 0.0 239.5 0.0 669.771 319.5 0.0 0.0 1.0 0.9996863840594122 -0.004240505768554493 -0.02468099748884841 -1.6943408742896104 -0.003089483575923065 0.9571466542130005 -0.2895871844887015 -2.9508498953959172 0.02485133029541449 0.289572616867835 0.9568333767918333 19.773901599591643 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/61046986_5564238795.jpg sacre_coeur/test/images/34366638_4030867612.jpg 0 0 1203.71 0.0 210.0 0.0 1203.71 319.5 0.0 0.0 1.0 648.225 0.0 239.5 0.0 648.225 319.5 0.0 0.0 1.0 0.9911284148597043 -0.016095633402299282 -0.13192951088770413 6.515376219582459 0.01847270434159614 0.9996879822363526 0.01681360658863996 -5.342678445168463 0.13161772088893664 -0.019101538094833375 0.9911164950652439 -40.34572172029429 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/30959030_12203993343.jpg sacre_coeur/test/images/24662873_8171467618.jpg 0 0 1448.34 0.0 213.0 0.0 1448.34 319.5 0.0 0.0 1.0 733.364 0.0 239.5 0.0 733.364 319.5 0.0 0.0 1.0 0.9972189609196148 -0.012001840348434201 -0.07355474023238988 4.140721888220788 0.016904506477081412 0.9976500373026855 0.06639759582030515 -5.498349940046082 0.07258499599207793 -0.06745634809416369 0.9950784187483059 -34.70488465809382 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/65606241_8601988847.jpg sacre_coeur/test/images/70139640_13923464795.jpg 0 0 545.165 0.0 319.5 0.0 545.165 212.5 0.0 0.0 1.0 544.883 0.0 239.5 0.0 544.883 319.5 0.0 0.0 1.0 0.9175322013258884 -0.12122901792390939 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5.6024131835673145 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/55784150_6371469373.jpg sacre_coeur/test/images/62933368_3252099162.jpg 0 0 607.13 0.0 319.5 0.0 607.13 239.5 0.0 0.0 1.0 439.426 0.0 319.5 0.0 439.426 213.0 0.0 0.0 1.0 0.9548484271995953 -0.14891174337466345 -0.25707931414172175 2.9857863805028084 0.1344277559369342 0.9882213856553306 -0.07312777425314139 1.4868084720279984 0.2649408603975987 0.03526734493234131 0.9636195073125094 3.61018105228465 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/67569977_7754509434.jpg sacre_coeur/test/images/20934731_2795411032.jpg 0 0 1806.88 0.0 239.5 0.0 1806.88 319.5 0.0 0.0 1.0 380.178 0.0 166.0 0.0 380.178 249.5 0.0 0.0 1.0 0.9757465328887265 -0.06856450210551818 -0.2078884619372904 12.190798416286455 0.06796653219439698 0.997637218658404 -0.010026487370537096 -3.6874405545895534 0.20808472807272008 -0.004346147552250333 0.9781011486264376 -44.32704038041428 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/21142120_2892123124.jpg sacre_coeur/test/images/25122990_2171869199.jpg 0 0 706.719 0.0 319.5 0.0 706.719 240.5 0.0 0.0 1.0 611.269 0.0 239.5 0.0 611.269 319.5 0.0 0.0 1.0 0.9535932287432447 -0.09829074512931929 -0.28460302794762665 6.7407778416695905 0.10467087342174211 0.9944804432214364 0.007256466579912485 0.274666873935512 0.282318901868373 -0.03670936490895678 0.9586179949155018 -2.1378035054810143 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/17616986_7085723791.jpg sacre_coeur/test/images/60635619_2829148962.jpg 0 0 511.96 0.0 319.5 0.0 511.96 212.0 0.0 0.0 1.0 530.154 0.0 249.5 0.0 530.154 187.0 0.0 0.0 1.0 0.9689762667190416 -0.13912948644394718 -0.20427427771766093 2.2497283663016274 0.1488070230561525 0.9883245315999676 0.03272751330104895 0.6482118646050332 0.19733591772506653 -0.06210963081155905 0.9783664596336371 0.9458361629563572 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/65409197_2096349519.jpg sacre_coeur/test/images/99117955_5783559928.jpg 0 0 548.189 0.0 166.0 0.0 548.189 249.5 0.0 0.0 1.0 537.035 0.0 319.5 0.0 537.035 239.5 0.0 0.0 1.0 0.9703319145261349 0.09021921844691712 0.22431332611967922 -5.155229515541672 -0.10149258396188934 0.9940628369275454 0.03922157110952116 -1.4623605476137425 -0.2194430018314208 -0.060824081270396804 0.9737274773183858 -6.027734341045065 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/39049516_4219301204.jpg sacre_coeur/test/images/33411162_10141421203.jpg 0 0 1803.38 0.0 239.5 0.0 1803.38 319.5 0.0 0.0 1.0 878.795 0.0 218.5 0.0 878.795 319.5 0.0 0.0 1.0 0.9999339045704684 -0.0010711465018932713 -0.011447232662480999 0.7526031049638698 0.002464283591052816 0.9924789872350462 0.12239030681912631 -7.159473401674533 0.0112300399304881 -0.12241042660683958 0.9924160285188318 -35.13545727898739 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/39049516_4219301204.jpg sacre_coeur/test/images/03836329_3380486130.jpg 0 0 1803.38 0.0 239.5 0.0 1803.38 319.5 0.0 0.0 1.0 944.708 0.0 319.5 0.0 944.708 301.0 0.0 0.0 1.0 0.9834821664122874 -0.0017554076816552304 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0.0 1.0\nsacre_coeur/test/images/16555640_3650571161.jpg sacre_coeur/test/images/44122025_7441115438.jpg 0 0 1235.34 0.0 239.5 0.0 1235.34 319.5 0.0 0.0 1.0 1479.22 0.0 319.5 0.0 1479.22 213.0 0.0 0.0 1.0 0.9989099985494201 0.03354306493748929 0.032460400376416884 0.5525184214218962 -0.03954808672526343 0.9775751154771944 0.2068401373914674 -8.186562339838911 -0.024794427486210507 -0.20789842807089567 0.9778361212244521 -25.552751113066968 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/72198457_1660226670.jpg sacre_coeur/test/images/57164580_3093476792.jpg 0 0 1443.11 0.0 187.0 0.0 1443.11 249.5 0.0 0.0 1.0 647.246 0.0 319.5 0.0 647.246 239.5 0.0 0.0 1.0 0.9998147920455893 -0.01834888998700524 0.005805156593915095 -0.5749748633959239 0.017999154866852964 0.9982995000084974 0.055444915969483206 -5.273691787125767 -0.006812637588639258 -0.0553301592174538 0.9984448715127225 -37.08715376682923 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/55864846_6415556309.jpg sacre_coeur/test/images/97181778_57457394.jpg 0 0 437.599 0.0 213.0 0.0 437.599 319.5 0.0 0.0 1.0 1458.98 0.0 239.5 0.0 1458.98 319.5 0.0 0.0 1.0 0.9975621330379184 -0.035503390249509145 -0.060077450092607405 1.1468276690273262 0.03181805691231623 0.997616670972616 -0.061225722142250694 2.7603964600395816 0.0621079864684348 0.05916491425081709 0.9963142631411689 29.071118920976613 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/85291069_9106452141.jpg sacre_coeur/test/images/34366638_4030867612.jpg 0 0 1805.38 0.0 239.5 0.0 1805.38 319.5 0.0 0.0 1.0 648.225 0.0 239.5 0.0 648.225 319.5 0.0 0.0 1.0 0.9897221991893462 0.009628717169970187 -0.14267885700924685 5.823302574581916 -0.01224654903082487 0.9997721937804854 -0.017480920461772256 -5.149378995776096 0.1424780350392298 0.019048578661305063 0.9896146528737051 -39.896693120473934 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/16555640_3650571161.jpg sacre_coeur/test/images/66599130_8409392232.jpg 0 0 1235.34 0.0 239.5 0.0 1235.34 319.5 0.0 0.0 1.0 701.54 0.0 319.5 0.0 701.54 239.5 0.0 0.0 1.0 0.9967635868246276 -0.019887003049618667 0.07789004487229188 -2.5876778931168953 0.0028490447444305673 0.9770476374810861 0.21300187096988685 -11.992287606635786 -0.0803382531833212 -0.21209059668531394 0.9739421665956967 -45.428040515528906 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/40133282_13969857252.jpg sacre_coeur/test/images/47058715_3625029597.jpg 0 0 1447.89 0.0 213.0 0.0 1447.89 319.5 0.0 0.0 1.0 679.749 0.0 319.5 0.0 679.749 239.5 0.0 0.0 1.0 0.938343905988832 0.10411263766186295 0.3296532614319348 -12.62424394405141 -0.0915848216362497 0.9943669544283448 -0.053353354034723695 -0.9753300680657699 -0.33335106800410613 0.019872559472495954 0.9425933093548531 -30.605708156635338 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/08124432_3626165332.jpg sacre_coeur/test/images/79410678_281876803.jpg 0 0 1404.56 0.0 196.5 0.0 1404.56 249.5 0.0 0.0 1.0 521.004 0.0 249.5 0.0 521.004 187.0 0.0 0.0 1.0 0.9964479781610933 0.05320672553442502 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0.0 0.0 1.0\nsacre_coeur/test/images/02933228_4036000307.jpg sacre_coeur/test/images/76298563_8026742947.jpg 0 0 679.926 0.0 319.5 0.0 679.926 239.5 0.0 0.0 1.0 520.791 0.0 319.5 0.0 520.791 239.5 0.0 0.0 1.0 0.9714291333078992 -0.08678078942159434 -0.22089484726454992 2.691938368532133 0.05672357243555591 0.9886725582820157 -0.13895685960125478 2.3274533392116337 0.23045145972810016 0.1224567968201826 0.9653478428119724 8.196666632529926 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/77706306_5103474140.jpg sacre_coeur/test/images/67770719_8270986474.jpg 0 0 505.257 0.0 319.5 0.0 505.257 214.0 0.0 0.0 1.0 499.694 0.0 212.5 0.0 499.694 319.5 0.0 0.0 1.0 0.9670590053406806 -0.11888694407877609 -0.22508392816259362 2.8200187134035217 0.03410025859938442 0.9367693491135438 -0.3482820106247845 0.10585691700885845 0.25225790880158494 0.32913383461594664 0.9099653105245572 8.763505582976375 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/58368117_3401402227.jpg 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0.11266212676139534 0.9801376016800298 8.35835972940617 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/63170630_8128095778.jpg sacre_coeur/test/images/54446446_3898144328.jpg 0 0 1392.01 0.0 212.0 0.0 1392.01 319.5 0.0 0.0 1.0 567.536 0.0 319.5 0.0 567.536 212.5 0.0 0.0 1.0 0.9094185827694651 0.16016354506048758 0.38380396056741545 -5.53263266871677 -0.13875636346721473 0.9868395598301443 -0.08303225127383758 -0.2404894525111836 -0.3920516712257852 0.022255830424962632 0.9196739449941833 -2.7083657562214043 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/34904068_5083153.jpg sacre_coeur/test/images/30442266_2401730436.jpg 0 0 646.015 0.0 319.5 0.0 646.015 239.5 0.0 0.0 1.0 523.192 0.0 319.5 0.0 523.192 239.5 0.0 0.0 1.0 0.9787891909668985 0.019560528893350478 0.20393407110087497 -3.0481732392430376 -0.0361622582738359 0.9962971868315124 0.07800132427177335 -3.044015053489262 -0.20165319417976194 -0.08372156962830035 0.9758722703592272 -12.198478089542265 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/69212502_553330789.jpg sacre_coeur/test/images/62933368_3252099162.jpg 0 0 859.802 0.0 213.0 0.0 859.802 319.5 0.0 0.0 1.0 439.426 0.0 319.5 0.0 439.426 213.0 0.0 0.0 1.0 0.7175244581785551 -0.22491468460568004 -0.6592207798335079 18.51615580896919 0.23890833056609767 0.9684873013294222 -0.07039287428265033 0.7752152412411621 0.6542793451590008 -0.10698472700521455 0.7486473179581483 -3.728191727586533 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/73413427_2624866230.jpg sacre_coeur/test/images/59358073_3809805538.jpg 0 0 1391.03 0.0 212.5 0.0 1391.03 319.5 0.0 0.0 1.0 1733.74 0.0 319.5 0.0 1733.74 239.5 0.0 0.0 1.0 0.9992135310279395 -0.019806956183115097 -0.03435118480397962 1.3919876935821853 0.018234452368011397 0.9987978326322313 -0.04550158542288195 3.5643395481289604 0.03521113683929741 0.04483942479467439 0.9983734781265813 20.717460242726833 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79704892_2352783119.jpg sacre_coeur/test/images/97643496_704095933.jpg 0 0 1800.38 0.0 239.5 0.0 1800.38 319.5 0.0 0.0 1.0 753.473 0.0 239.5 0.0 753.473 319.5 0.0 0.0 1.0 0.9825541090311793 0.05575630408837587 0.17742225728569092 -11.06602139742444 -0.0712534323754988 0.994065048505048 0.0822047913163615 -8.657487872224726 -0.17178582945241883 -0.09341260030135595 0.9806955260957824 -47.980662013895696 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/59066216_374458283.jpg sacre_coeur/test/images/97437832_311711460.jpg 0 0 1271.07 0.0 249.5 0.0 1271.07 239.5 0.0 0.0 1.0 489.971 0.0 249.5 0.0 489.971 187.0 0.0 0.0 1.0 0.9988946246525308 -0.03038410982356706 -0.03586550864701348 2.1338153067354426 0.03331477296228199 0.9958948865799498 0.08416353596647703 -7.9582066850033435 0.03316104254620452 -0.08526535494641584 0.9958062886440867 -37.54384058979556 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/99818215_2123948121.jpg sacre_coeur/test/images/97523888_2454093481.jpg 0 0 944.024 0.0 319.5 0.0 944.024 239.5 0.0 0.0 1.0 651.106 0.0 319.5 0.0 651.106 239.5 0.0 0.0 1.0 0.9684350273883733 -0.04879750150022885 -0.24444304362083227 7.210068254360013 0.03423776634036192 0.9973966389100489 -0.06346432105490717 -0.490245999299705 0.2469035704142484 0.05309188768797659 0.9675845587742827 -2.7940234977776814 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/70467218_7085137245.jpg sacre_coeur/test/images/38714154_3919914519.jpg 0 0 983.528 0.0 305.5 0.0 983.528 305.5 0.0 0.0 1.0 1481.11 0.0 213.5 0.0 1481.11 319.5 0.0 0.0 1.0 0.9969117321222993 0.01615030405762894 0.0768515844713872 -2.3455897731049284 0.00330956357745153 0.9691142435860848 -0.24659000317834756 3.456660409574485 -0.0784604686822825 0.24608281239740568 0.9660679087397219 39.846625648544105 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/02580991_8300101521.jpg sacre_coeur/test/images/15012791_5817353527.jpg 0 0 610.611 0.0 238.5 0.0 610.611 319.5 0.0 0.0 1.0 506.581 0.0 212.0 0.0 506.581 319.5 0.0 0.0 1.0 0.9700427168658323 -0.11435684443965057 -0.21433534376149946 6.536347094448551 0.11778527297118775 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0.9904584354357306 -13.743241600393716 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/18698491_4586522698.jpg sacre_coeur/test/images/36940211_2500226864.jpg 0 0 1792.43 0.0 246.5 0.0 1792.43 319.5 0.0 0.0 1.0 647.827 0.0 319.5 0.0 647.827 239.5 0.0 0.0 1.0 0.9968711694565389 -0.029149549942728833 -0.07347227534580074 4.565609129534862 0.032932220701400235 0.9981652316313574 0.050809833713490814 -4.944757169513114 0.07185638695361095 -0.05307046354098177 0.9960021011792687 -34.89181157605121 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/57895226_4857581382.jpg sacre_coeur/test/images/51939662_7396091320.jpg 0 0 456.232 0.0 319.5 0.0 456.232 239.5 0.0 0.0 1.0 1086.81 0.0 319.5 0.0 1086.81 212.0 0.0 0.0 1.0 0.9024410365288577 0.14190255180844444 0.40677246880654666 -7.2789467390170675 -0.16376239923484828 0.9863122004747013 0.01923849764401995 6.991308681878052 -0.3984746568924647 -0.08397564518956993 0.913326906879146 40.35425118245191 0.0 0.0 0.0 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595.075 0.0 239.5 0.0 595.075 319.5 0.0 0.0 1.0 0.9986080372001932 0.009827974663830405 -0.05182083512627615 3.435320428101246 -0.018021112310327173 0.9869365199014045 -0.1600985483881812 -1.1490454636581813 0.04957043020063637 0.16080956625434728 0.9857398520151309 -7.7259622406205 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/60162628_4661185887.jpg sacre_coeur/test/images/34297653_2634761938.jpg 0 0 517.267 0.0 239.5 0.0 517.267 319.5 0.0 0.0 1.0 648.902 0.0 239.0 0.0 648.902 319.5 0.0 0.0 1.0 0.9974952755504616 0.035967551542609943 0.060905750882313606 -3.5473997923043257 -0.036843076059830476 0.9992323782116092 0.013313229511335579 -0.538396511086642 -0.06038015403225047 -0.01552383875211431 0.9980547316803022 -5.159512654597609 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/67770719_8270986474.jpg sacre_coeur/test/images/72213636_3271218925.jpg 0 0 499.694 0.0 212.5 0.0 499.694 319.5 0.0 0.0 1.0 348.891 0.0 319.5 0.0 348.891 212.5 0.0 0.0 1.0 0.9892763609201939 0.0684748003396539 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662.611 0.0 319.5 0.0 662.611 239.5 0.0 0.0 1.0 0.9283212872300118 0.14881666436553048 0.34069515418146284 -12.58395605416985 -0.1448335651145336 0.9887545882407927 -0.03725053890878946 -0.6363658909561369 -0.3424073978345499 -0.014763625567527874 0.9394355801587857 -21.743798981357763 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/66599130_8409392232.jpg sacre_coeur/test/images/55597679_2718818848.jpg 0 0 701.54 0.0 319.5 0.0 701.54 239.5 0.0 0.0 1.0 682.241 0.0 239.5 0.0 682.241 319.5 0.0 0.0 1.0 0.9984175166965376 -0.035047424858096206 -0.04397886269942894 0.3523095614475287 0.029417891610981663 0.9920082968631314 -0.12269525910920037 -0.921578909852874 0.04792754955851233 0.12120733049417996 0.991469481642169 -7.8076133333205515 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/00246274_6807912549.jpg sacre_coeur/test/images/04388678_7557805274.jpg 0 0 1138.93 0.0 308.5 0.0 1138.93 319.5 0.0 0.0 1.0 528.283 0.0 213.0 0.0 528.283 319.5 0.0 0.0 1.0 0.9963489330917809 0.025808917014496814 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sacre_coeur/test/images/79893810_6766787721.jpg 0 0 521.65 0.0 319.5 0.0 521.65 239.5 0.0 0.0 1.0 1017.45 0.0 212.0 0.0 1017.45 319.5 0.0 0.0 1.0 0.9110046510583493 0.11813279488432524 0.39511412088518566 -1.4477158134225547 -0.03581641606428377 0.977137966752573 -0.2095675983327516 1.7120414886818582 -0.41083781482522436 0.17676548504576717 0.8944083257697064 5.798229023026569 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/78627958_7119964169.jpg sacre_coeur/test/images/55185330_108661534.jpg 0 0 1461.04 0.0 319.5 0.0 1461.04 213.0 0.0 0.0 1.0 674.5 0.0 319.5 0.0 674.5 239.5 0.0 0.0 1.0 0.9996190007527954 -0.026291367891989357 -0.008403410518985356 4.469516983772607 0.027455492274254853 0.9784152919953264 0.204816289229345 -15.763019840670527 0.0028371249462888445 -0.20496897414991483 0.9787643589536609 -45.52045996019853 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/48445083_12204174934.jpg sacre_coeur/test/images/63366740_3980778716.jpg 0 0 1439.35 0.0 213.0 0.0 1439.35 319.5 0.0 0.0 1.0 492.101 0.0 249.5 0.0 492.101 187.0 0.0 0.0 1.0 0.9818128645873049 0.01304451569047847 -0.18940258588855483 8.048352267097247 0.023481703313956947 0.9816327316901869 0.18932984361673433 -11.375778030117129 0.18839349389070156 -0.19033397144194372 0.9634733368260854 -42.681929838114726 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/75878456_4122246314.jpg sacre_coeur/test/images/39585572_5151898468.jpg 0 0 887.502 0.0 319.5 0.0 887.502 213.0 0.0 0.0 1.0 697.515 0.0 239.5 0.0 697.515 319.5 0.0 0.0 1.0 0.9983910742311747 0.022646632494672504 0.051984545128069104 -0.2429109832901534 -0.026229262869969176 0.9972507738983399 0.06930310042458482 -2.6162821493802686 -0.05027214601366313 -0.07055511317979209 0.9962402759070561 -8.584373129120182 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/62139059_2843916338.jpg sacre_coeur/test/images/77647660_7639153124.jpg 0 0 683.468 0.0 239.5 0.0 683.468 319.5 0.0 0.0 1.0 1863.9 0.0 305.5 0.0 1863.9 305.5 0.0 0.0 1.0 0.9767256428204487 0.03528277521064337 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0.0 1.0\nsacre_coeur/test/images/25142691_4077149258.jpg sacre_coeur/test/images/27614460_8959698816.jpg 0 0 689.154 0.0 319.5 0.0 689.154 239.5 0.0 0.0 1.0 807.303 0.0 319.5 0.0 807.303 319.5 0.0 0.0 1.0 0.9968278329702503 -0.07953475698535242 -0.002914420545419398 -0.5309682186213289 0.07428258812668438 0.9428989048365347 -0.32469024062830254 -0.06440320328775068 0.0285721633243967 0.32344377825109666 0.9458159196131241 2.7964890456812697 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/00246274_6807912549.jpg sacre_coeur/test/images/34366638_4030867612.jpg 0 0 1138.93 0.0 308.5 0.0 1138.93 319.5 0.0 0.0 1.0 648.225 0.0 239.5 0.0 648.225 319.5 0.0 0.0 1.0 0.9980728700815177 -0.006939790940209577 -0.06166348440485915 -0.3301329197969399 0.00013893451176984672 0.9939739994213106 -0.10961600782552851 -0.7113899733644666 0.06205261239016101 0.10939619635120357 0.992059446565298 -4.509578391483556 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/20934731_2795411032.jpg sacre_coeur/test/images/38879018_753144146.jpg 0 0 380.178 0.0 166.0 0.0 380.178 249.5 0.0 0.0 1.0 1556.17 0.0 249.5 0.0 1556.17 187.0 0.0 0.0 1.0 0.9823881722856324 0.012723091074042677 0.18641781542228297 -4.40353007056564 -0.020159784123611548 0.9990724098080791 0.038051321453626864 4.298581632745307 -0.18576076565675576 -0.041139311051590216 0.9817334134217989 40.95189231739208 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/60453279_4122247122.jpg sacre_coeur/test/images/08619228_3960784810.jpg 0 0 885.173 0.0 319.5 0.0 885.173 213.0 0.0 0.0 1.0 484.401 0.0 319.5 0.0 484.401 213.0 0.0 0.0 1.0 0.9996305342270455 0.026515225729290114 0.005978113872825181 0.08912149366346356 -0.025665449267197268 0.9931986974644659 -0.11356774220174203 -1.274573228811313 -0.008948729231829246 0.11337235182977022 0.9935122697207731 -7.870175201659108 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/04915709_121816865.jpg sacre_coeur/test/images/08619228_3960784810.jpg 0 0 582.627 0.0 249.5 0.0 582.627 183.5 0.0 0.0 1.0 484.401 0.0 319.5 0.0 484.401 213.0 0.0 0.0 1.0 0.9976883271255427 -0.0048464497123150724 -0.06778284327632181 0.8377397258706085 -0.01144890249697302 0.9712084023183981 -0.2379562184473426 0.122277275026939 0.06698450976943254 0.23818218067548771 0.9689077996691008 3.367470472443237 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/26329012_3452802515.jpg sacre_coeur/test/images/56739575_3512017389.jpg 0 0 896.446 0.0 239.5 0.0 896.446 319.5 0.0 0.0 1.0 767.042 0.0 319.5 0.0 767.042 213.0 0.0 0.0 1.0 0.9776511925990793 -0.08902340300774002 -0.19045466475389702 3.7192732606098695 0.12675358962747593 0.9723452824001902 0.19615855655730177 -0.4796650989767217 0.1677249925507443 -0.215915459175614 0.9618985608487189 -1.297623639884887 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/10162786_7360656560.jpg sacre_coeur/test/images/18432192_5847633717.jpg 0 0 534.866 0.0 319.5 0.0 534.866 211.5 0.0 0.0 1.0 708.131 0.0 213.5 0.0 708.131 319.5 0.0 0.0 1.0 0.7876231639942275 0.23924896320450914 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sacre_coeur/test/images/20864632_4515642500.jpg 0 0 1049.84 0.0 319.5 0.0 1049.84 212.0 0.0 0.0 1.0 707.548 0.0 319.5 0.0 707.548 239.5 0.0 0.0 1.0 0.9612607669879124 0.08507861689104323 0.26218193453729366 -10.445993579431306 -0.07993386181140558 0.9963411748416279 -0.03024633946644913 -3.514218571599618 -0.2637959734069604 0.008117404949344577 0.964544344315575 -31.623504793094025 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/77647660_7639153124.jpg sacre_coeur/test/images/04808852_3532579721.jpg 0 0 1863.9 0.0 305.5 0.0 1863.9 305.5 0.0 0.0 1.0 536.862 0.0 319.5 0.0 536.862 223.5 0.0 0.0 1.0 0.9919873395529067 0.03872376782278899 0.12025634275310773 -11.725923609206202 -0.06522427216422183 0.972177881128185 0.22497991413848478 -16.96902718574687 -0.10819848653005133 -0.23102085890827953 0.9669138794442281 -53.49296483303875 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/01012753_375984446.jpg sacre_coeur/test/images/70139640_13923464795.jpg 0 0 773.348 0.0 249.5 0.0 773.348 199.0 0.0 0.0 1.0 544.883 0.0 239.5 0.0 544.883 319.5 0.0 0.0 1.0 0.9790618357204921 -0.079622191158046 -0.18734521213741115 4.540337984636318 0.0766086335494982 0.9967893548968246 -0.023283024503934328 -2.385977045550817 0.18859755857724855 0.008443260008059181 0.9820181628967651 -14.865003931932517 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/90679226_9106466645.jpg sacre_coeur/test/images/07643413_4366433493.jpg 0 0 512.07 0.0 239.5 0.0 512.07 319.5 0.0 0.0 1.0 692.547 0.0 319.5 0.0 692.547 239.5 0.0 0.0 1.0 0.9725973469072268 -0.005236063044224186 0.23243705477573945 -4.126192383661401 -0.042523770365398256 0.9788757149984396 0.1999851582998207 -1.3714811357434382 -0.2285741230825004 -0.20438913432492045 0.9518292662168859 -4.935962573205033 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/13402995_4460408839.jpg sacre_coeur/test/images/14122634_883725893.jpg 0 0 702.935 0.0 239.5 0.0 702.935 319.5 0.0 0.0 1.0 479.75 0.0 319.5 0.0 479.75 239.5 0.0 0.0 1.0 0.9751041103038779 -0.08921695494173354 -0.2030081501304984 3.960807544772693 0.04286077667165559 0.9740581596767435 -0.2222018348039869 -0.5827083457315224 0.21756591619917115 0.20796883544916184 0.9536320231569064 -2.3143610922795306 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/57606942_9403768875.jpg sacre_coeur/test/images/25122990_2171869199.jpg 0 0 456.61 0.0 179.5 0.0 456.61 319.5 0.0 0.0 1.0 611.269 0.0 239.5 0.0 611.269 319.5 0.0 0.0 1.0 0.961453832351906 -0.028112932601708725 -0.2735254856066708 7.886713781337447 0.09584228044439998 0.9666383087311063 0.23753870710409064 0.13945245979390253 0.25772230313857253 -0.2545978065773502 0.9320725139982144 -3.748409752092395 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/32813607_2497921988.jpg sacre_coeur/test/images/62960466_112702816.jpg 0 0 769.873 0.0 319.5 0.0 769.873 212.5 0.0 0.0 1.0 562.98 0.0 187.0 0.0 562.98 249.5 0.0 0.0 1.0 0.9731426805561953 -0.08077300201545315 -0.21556680037824522 3.9316241628848063 0.062356446552377494 0.9939042139398981 -0.0909180239879504 0.04079131979526912 0.2215964730162986 0.07503422990825345 0.9722473283526224 -1.9335057646225269 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/70467218_7085137245.jpg sacre_coeur/test/images/20864632_4515642500.jpg 0 0 983.528 0.0 305.5 0.0 983.528 305.5 0.0 0.0 1.0 707.548 0.0 319.5 0.0 707.548 239.5 0.0 0.0 1.0 0.9583128375088551 0.1444665580889698 0.24650744219932322 -2.765979058930826 -0.0915780545665049 0.9725431262729873 -0.2139470202199095 -0.5496550552010989 -0.270647308110649 0.18245350403072672 0.9452305292781064 -2.2100185518688225 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/23735654_3093471146.jpg sacre_coeur/test/images/85360130_8421021553.jpg 0 0 662.801 0.0 239.5 0.0 662.801 319.5 0.0 0.0 1.0 1605.2 0.0 319.5 0.0 1605.2 213.0 0.0 0.0 1.0 0.9987967657167711 -0.016828845817192847 0.04606311693946463 1.3259837863546478 0.020362131438889885 0.9967965299897168 -0.07734378710488186 1.609852849468965 -0.044613948457663 0.07818866765024884 0.995939821401924 7.200704794233247 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/16385535_4660789205.jpg sacre_coeur/test/images/67770719_8270986474.jpg 0 0 669.771 0.0 239.5 0.0 669.771 319.5 0.0 0.0 1.0 499.694 0.0 212.5 0.0 499.694 319.5 0.0 0.0 1.0 0.9997421746541806 0.010615100230459371 0.020072465340038523 1.8935056651661397 -0.012279662241437896 0.9963299113465435 0.08471078828239488 1.4299105685867066 -0.0190995841045283 -0.08493543078883999 0.9962033820880896 -29.343996195420928 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/17616986_7085723791.jpg sacre_coeur/test/images/60535642_3153438485.jpg 0 0 511.96 0.0 319.5 0.0 511.96 212.0 0.0 0.0 1.0 722.898 0.0 319.5 0.0 722.898 239.5 0.0 0.0 1.0 0.805214291943706 0.2205109848456696 0.5504587628623864 -7.196107723600276 -0.19395585078350347 0.975165538620122 -0.10692661144249549 2.845708456847996 -0.5603669083702602 -0.020665861949600135 0.8279866243807544 10.936034876784866 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/25134250_4289943327.jpg sacre_coeur/test/images/30442266_2401730436.jpg 0 0 695.364 0.0 319.5 0.0 695.364 239.5 0.0 0.0 1.0 523.192 0.0 319.5 0.0 523.192 239.5 0.0 0.0 1.0 0.9661100168306062 0.1247432079744429 0.22598798075077117 -3.2034934082993365 -0.10209156398430895 0.9887484901003667 -0.1093331417616932 -0.6027057755380263 -0.237083841589434 0.08255637703103032 0.9679750496106325 -4.425645934150224 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/55640818_3363877988.jpg sacre_coeur/test/images/57933149_11837935973.jpg 0 0 534.551 0.0 249.5 0.0 534.551 187.0 0.0 0.0 1.0 522.366 0.0 239.5 0.0 522.366 319.5 0.0 0.0 1.0 0.9458292808956138 0.1510974620171749 0.2873613202441387 -5.19707924953349 -0.08532091970159425 0.9696716680304732 -0.2290353616371799 0.1811012150290992 -0.31325279258413663 0.19211041926706648 0.930035630901995 1.3033723826857637 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/57606942_9403768875.jpg sacre_coeur/test/images/42008365_12432214243.jpg 0 0 456.61 0.0 179.5 0.0 456.61 319.5 0.0 0.0 1.0 848.932 0.0 319.5 0.0 848.932 319.5 0.0 0.0 1.0 0.9998671429568761 -0.008505775956413289 -0.013904970716729383 2.6075039667482516 0.013861484541399965 0.89253156583111 0.45077185276076753 -1.8636563517831297 0.008576460899597805 -0.4509047080819249 0.8925308894083115 -5.034620858858971 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/71870353_3302102984.jpg sacre_coeur/test/images/35558294_6148191791.jpg 0 0 682.987 0.0 239.5 0.0 682.987 319.5 0.0 0.0 1.0 638.785 0.0 319.5 0.0 638.785 239.5 0.0 0.0 1.0 0.347465029924604 0.9372864760576356 0.02760642640678542 -0.7256589195556167 -0.9274622472801258 0.34786213559387347 -0.13713392902622024 2.4817560134414443 -0.13813700753090338 0.022045326478163405 0.9901677487834464 5.714362856465398 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/76465860_1236444051.jpg sacre_coeur/test/images/64966234_8900198268.jpg 0 0 690.247 0.0 239.5 0.0 690.247 319.5 0.0 0.0 1.0 578.134 0.0 239.5 0.0 578.134 319.5 0.0 0.0 1.0 0.6606492223892284 0.29906088123374475 0.6885529712899392 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1.0\nsacre_coeur/test/images/73413427_2624866230.jpg sacre_coeur/test/images/98073777_2853247623.jpg 0 0 1391.03 0.0 212.5 0.0 1391.03 319.5 0.0 0.0 1.0 712.676 0.0 239.5 0.0 712.676 319.5 0.0 0.0 1.0 0.9480725998970583 0.11721746841872079 0.29566604543291547 -9.184629363450174 -0.16043479703549118 0.9789264959219409 0.1263471071381169 -6.93816887577108 -0.2746252377779824 -0.16722135234322275 0.9468991488516032 -25.686069886766628 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/95398527_2664763907.jpg sacre_coeur/test/images/50742443_4801039009.jpg 0 0 829.676 0.0 319.5 0.0 829.676 213.0 0.0 0.0 1.0 900.02 0.0 319.5 0.0 900.02 194.0 0.0 0.0 1.0 0.984689786113672 -0.04797096045712757 -0.1675852382408184 -3.090859887396695 0.01218423477490021 0.9779778504467982 -0.2083527500620285 3.5772096829116817 0.17388953259572948 0.20312092700724044 0.9635892898249534 41.55853639894047 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/69212502_553330789.jpg sacre_coeur/test/images/44809085_2582173264.jpg 0 0 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0.7384863347141999 0.17204291336008468 0.6519502813888195 -3.5256489984758606 -0.3347874114102822 0.9328524779821028 0.13305503930273566 -1.2876243671094663 -0.5852822589158064 -0.316524075364299 0.7464966089093682 -1.594735680610027 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/72213636_3271218925.jpg sacre_coeur/test/images/27733835_2747519645.jpg 0 0 348.891 0.0 319.5 0.0 348.891 212.5 0.0 0.0 1.0 506.292 0.0 187.0 0.0 506.292 249.5 0.0 0.0 1.0 0.9845670051359112 -0.10119549446813907 -0.14278404776812972 2.3924455501408888 0.09101685530556514 0.9929360286362969 -0.07611816528440966 1.0929060934238657 0.14947824071746546 0.06194767901485678 0.9868225476835659 9.000037428116144 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/36799566_319205128.jpg sacre_coeur/test/images/04398000_3306414527.jpg 0 0 815.415 0.0 166.0 0.0 815.415 249.5 0.0 0.0 1.0 619.126 0.0 209.0 0.0 619.126 249.5 0.0 0.0 1.0 0.9969163296389676 -0.04898362175840268 -0.06130608859321619 2.8656649193541863 0.04772523585103194 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720.152 0.0 319.5 0.0 720.152 239.5 0.0 0.0 1.0 507.387 0.0 239.5 0.0 507.387 319.5 0.0 0.0 1.0 0.9990769077637877 -0.019066145435177363 0.03849434336876996 1.1722073443162562 0.022700257874943775 0.9950942555231209 -0.0962918528085147 -0.5737578926796199 -0.036469585486527706 0.09707679806797435 0.9946084981596077 -6.309383052318468 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/78937340_9546137587.jpg sacre_coeur/test/images/59066216_374458283.jpg 0 0 944.217 0.0 239.5 0.0 944.217 319.5 0.0 0.0 1.0 1271.07 0.0 249.5 0.0 1271.07 239.5 0.0 0.0 1.0 0.9998280750177436 0.005308901962598405 0.01776614663523518 -1.7902763983188728 -0.006195831496354478 0.9987176695746082 0.05024567793883128 -3.2601356509887127 -0.01747661518664129 -0.05034711550243457 0.9985788581189782 -12.28944897994375 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/64044824_2624053101.jpg sacre_coeur/test/images/31148870_2948239995.jpg 0 0 1359.6 0.0 212.5 0.0 1359.6 319.5 0.0 0.0 1.0 722.471 0.0 319.5 0.0 722.471 239.5 0.0 0.0 1.0 0.9959073879366886 0.05007494554888545 0.0752394476415013 -5.084877862864506 -0.06298731126128831 0.9815632115783565 0.1804612431965828 -8.365188102209519 -0.06481568693762056 -0.1844618158434389 0.980700140319428 -39.12667665862368 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/50742443_4801039009.jpg sacre_coeur/test/images/06423637_6065403341.jpg 0 0 900.02 0.0 319.5 0.0 900.02 194.0 0.0 0.0 1.0 1816.82 0.0 230.0 0.0 1816.82 319.5 0.0 0.0 1.0 0.9916066192894063 0.0009547242759326879 0.1292880546802013 -0.39347465284313576 0.0011591368855700611 0.999866901429109 -0.016273777319134854 0.8440335742930531 -0.1292863835951578 0.01628704786353945 0.9914735312093693 3.959329981511104 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/26329012_3452802515.jpg sacre_coeur/test/images/82675968_6187144108.jpg 0 0 896.446 0.0 239.5 0.0 896.446 319.5 0.0 0.0 1.0 712.807 0.0 319.5 0.0 712.807 239.5 0.0 0.0 1.0 0.9380592456948977 -0.16708024737017985 -0.3035276634922079 6.287891535835156 0.1454605580816922 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0.9913038892480862 -29.839724433369618 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/70724808_2779990339.jpg sacre_coeur/test/images/63170630_8128095778.jpg 0 0 1030.95 0.0 249.5 0.0 1030.95 165.5 0.0 0.0 1.0 1392.01 0.0 212.0 0.0 1392.01 319.5 0.0 0.0 1.0 0.9864811536640019 -0.046441449023202484 -0.15715637205778565 2.383706561866899 0.04861838390341848 0.9987670241118806 0.010034156333134458 0.9008158863024693 0.156496601280538 -0.017539194945129306 0.9875227543850912 4.37687844097162 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/88496846_9311240752.jpg sacre_coeur/test/images/82864141_2050910556.jpg 0 0 586.712 0.0 319.5 0.0 586.712 239.5 0.0 0.0 1.0 520.268 0.0 319.5 0.0 520.268 239.5 0.0 0.0 1.0 0.9792552094954889 -0.06284303981213418 -0.19263952611838658 4.492885867350273 0.07886486175852253 0.9939336806459045 0.07665619386256216 -2.7464928603875514 0.1866536049899791 -0.09025846677656396 0.978270842312797 -8.328333691547131 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/40430408_7756569670.jpg sacre_coeur/test/images/04543624_3663972093.jpg 0 0 517.998 0.0 319.5 0.0 517.998 201.0 0.0 0.0 1.0 433.924 0.0 319.5 0.0 433.924 212.5 0.0 0.0 1.0 0.9444191921913844 -0.16858842190431833 -0.2822239065359003 2.9295256321445926 0.1388819111979882 0.9827289839890925 -0.12229292199371218 1.7343630879528427 0.29796678365644574 0.07629998707455736 0.951521995441963 2.542046708063219 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/57007030_768923483.jpg sacre_coeur/test/images/62327360_2404846280.jpg 0 0 515.756 0.0 319.5 0.0 515.756 239.5 0.0 0.0 1.0 1508.2 0.0 319.5 0.0 1508.2 213.0 0.0 0.0 1.0 0.999310552964139 -0.032612186804337966 -0.017744407748527424 -0.13790370310192057 0.03222487312504858 0.9992452173409231 -0.021692237629283295 3.9209881303114233 0.018438445883033505 0.021105470691973084 0.9996072142698295 35.39463174210798 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/06708261_13898670284.jpg sacre_coeur/test/images/28570538_3018664920.jpg 0 0 903.681 0.0 195.0 0.0 903.681 319.5 0.0 0.0 1.0 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0.0 1.0\nsacre_coeur/test/images/28570538_3018664920.jpg sacre_coeur/test/images/22199037_8161715444.jpg 0 0 655.109 0.0 319.5 0.0 655.109 239.5 0.0 0.0 1.0 593.177 0.0 319.5 0.0 593.177 212.0 0.0 0.0 1.0 0.9988076897916842 0.03817587237705068 0.03042698771239597 -0.6360076224149661 -0.04144195348645143 0.9924834510323622 0.11514844296871685 -1.4394644788948634 -0.025802389506128218 -0.11627210411420345 0.992882185609466 -5.683699721096305 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/63516274_5829260794.jpg sacre_coeur/test/images/77299481_4479618965.jpg 0 0 522.011 0.0 319.5 0.0 522.011 213.0 0.0 0.0 1.0 696.583 0.0 239.5 0.0 696.583 319.5 0.0 0.0 1.0 0.9677881710632962 0.11218957868730263 0.22538756483871505 -0.7867273638488426 -0.08359436045046699 0.9876300003668479 -0.1326610917950604 0.08234103508290062 -0.23748271274102853 0.109546706063421 0.9651950478218466 0.32018645173442195 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/40133282_13969857252.jpg 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614.197 0.0 212.5 0.0 614.197 319.5 0.0 0.0 1.0 0.9995236707775108 0.003956303439267978 -0.03060684920971513 0.5384599083798294 -0.00959740210590387 0.9824211227035031 -0.18643129441916792 -0.16678728193030612 0.02933123639172742 0.18663623798471007 0.9819911370489283 -0.8437561379199643 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/73413427_2624866230.jpg sacre_coeur/test/images/84979436_3867757669.jpg 0 0 1391.03 0.0 212.5 0.0 1391.03 319.5 0.0 0.0 1.0 527.25 0.0 239.5 0.0 527.25 319.5 0.0 0.0 1.0 0.9940108727773203 -0.025665867540843622 -0.10622451715044855 5.889821244721261 0.01042491755381139 0.9898664913407176 -0.1416179734878777 0.49447527704700367 0.10878283823501897 0.13966242359415384 0.9842056195436709 -20.250166426344336 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/92863105_622062757.jpg sacre_coeur/test/images/07643413_4366433493.jpg 0 0 1225.4 0.0 239.0 0.0 1225.4 319.5 0.0 0.0 1.0 692.547 0.0 319.5 0.0 692.547 239.5 0.0 0.0 1.0 0.9956438377157832 -0.015431033245840366 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0.0 0.0 1.0\nsacre_coeur/test/images/15556549_5221678700.jpg sacre_coeur/test/images/60635619_2829148962.jpg 0 0 1213.47 0.0 319.5 0.0 1213.47 213.0 0.0 0.0 1.0 530.154 0.0 249.5 0.0 530.154 187.0 0.0 0.0 1.0 0.7580906075340005 -0.28571124501912637 -0.5862317930975347 25.877671040948265 0.36490881466926867 0.930865162991913 0.01821003307817923 -2.6322638653193 0.5404999424101721 -0.22772600378011243 0.8099386887023861 -18.192033087353458 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/26161317_4040935017.jpg sacre_coeur/test/images/08081221_11367454663.jpg 0 0 576.672 0.0 319.5 0.0 576.672 312.5 0.0 0.0 1.0 670.286 0.0 212.5 0.0 670.286 319.5 0.0 0.0 1.0 0.9597975697044453 0.07673798299696176 0.2699998280647576 -3.6054292923007276 -0.09317962595726444 0.9944627339254699 0.04859452788066202 2.627171206932709 -0.26477572112243397 -0.07179939274839416 0.9616333317356761 8.368917351147704 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/67770719_8270986474.jpg sacre_coeur/test/images/61084833_3699152935.jpg 0 0 499.694 0.0 212.5 0.0 499.694 319.5 0.0 0.0 1.0 1839.79 0.0 239.5 0.0 1839.79 319.5 0.0 0.0 1.0 0.9991636353956104 -0.010757915862643887 0.039449929649110274 -0.3283705669740365 0.0072159832131830585 0.9960188501228971 0.08885032237492972 3.5709290824874524 -0.040248717859014294 -0.08849134108009746 0.9952634441516232 41.90984417839859 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/88074069_5867013385.jpg sacre_coeur/test/images/73088789_3818781918.jpg 0 0 1107.69 0.0 319.5 0.0 1107.69 239.5 0.0 0.0 1.0 512.969 0.0 319.5 0.0 512.969 239.5 0.0 0.0 1.0 0.8286600086015863 -0.20044734736011108 -0.5226312764088212 25.909248309668392 0.30419125944675934 0.9450409299021683 0.11985540657742269 -6.178013852231808 0.4698832491381376 -0.2582992484424605 0.8440919561478162 -27.385340597401033 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/12289579_3098252990.jpg sacre_coeur/test/images/70185138_6825344581.jpg 0 0 989.015 0.0 239.5 0.0 989.015 319.5 0.0 0.0 1.0 2115.3 0.0 319.5 0.0 2115.3 319.5 0.0 0.0 1.0 0.9972739058353196 0.050013709154119144 0.05425297813588637 -2.5046165605134894 -0.03914933947430036 0.981863720312132 -0.18550192439310523 6.636014056887481 -0.06254667024464032 0.18287226042094662 0.9811450710317214 48.27247686420419 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/07643413_4366433493.jpg sacre_coeur/test/images/18185624_5817353047.jpg 0 0 692.547 0.0 319.5 0.0 692.547 239.5 0.0 0.0 1.0 534.387 0.0 212.0 0.0 534.387 319.5 0.0 0.0 1.0 0.9512928611374698 -0.15622577518750863 -0.265773210681492 2.579632847139736 -0.024157149658313268 0.8216669569874985 -0.5694557435967175 0.05891004588216441 0.30734073024783515 0.54813950684289 0.7778719409830649 -0.08343999295654186 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/59914221_4605768617.jpg sacre_coeur/test/images/67770719_8270986474.jpg 3 0 658.209 0.0 319.5 0.0 658.209 239.5 0.0 0.0 1.0 499.694 0.0 212.5 0.0 499.694 319.5 0.0 0.0 1.0 -0.03594599089184291 -0.9955954902187921 -0.08658813772571583 1.9372508981052627 0.9859360557937884 -0.02117954096827427 -0.16577551366279009 0.6442706684394818 0.16321145678104929 -0.09132933209203484 0.9823548103791373 2.5899134820750938 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/63858075_3812078922.jpg sacre_coeur/test/images/57164580_3093476792.jpg 0 0 537.525 0.0 249.5 0.0 537.525 187.0 0.0 0.0 1.0 647.246 0.0 319.5 0.0 647.246 239.5 0.0 0.0 1.0 0.9998363423306342 -0.005996079821164352 -0.017068555348280678 1.2148662000289225 0.0043587478259150166 0.9955251290324 -0.09439660365931547 0.9862314043683307 0.017558185335881805 0.09430675740264877 0.9953883391098716 4.996246526158712 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/57933149_11837935973.jpg sacre_coeur/test/images/79142222_31041441.jpg 0 0 522.366 0.0 239.5 0.0 522.366 319.5 0.0 0.0 1.0 495.471 0.0 212.5 0.0 495.471 319.5 0.0 0.0 1.0 0.9992273609284462 -0.015695771604201585 -0.03603226228980572 -0.10951689747615584 0.0247167588462928 0.9637626425097932 0.26561372467301936 -0.7230500638156836 0.03055753596262012 -0.2662991018690996 0.9634059504381339 -1.2302403801545938 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/34366638_4030867612.jpg sacre_coeur/test/images/43279207_5330361477.jpg 0 0 648.225 0.0 239.5 0.0 648.225 319.5 0.0 0.0 1.0 429.857 0.0 319.5 0.0 429.857 212.5 0.0 0.0 1.0 0.8629681037076871 0.16726800104363201 0.47676772941341844 0.004799059360790281 -0.2002526596086634 0.9795639505427264 0.018797316744256748 -0.7785744056718102 -0.46388029091869787 -0.11169549061620465 0.878828306936679 -1.577749993413553 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/26329012_3452802515.jpg sacre_coeur/test/images/04388678_7557805274.jpg 0 0 896.446 0.0 239.5 0.0 896.446 319.5 0.0 0.0 1.0 528.283 0.0 213.0 0.0 528.283 319.5 0.0 0.0 1.0 0.9937657457438367 -0.06922164279842105 -0.08739569070888774 0.8988739637062406 0.05358697869068064 0.9839808536108968 -0.1700297486970308 -0.09491358157585142 0.09776542487505646 0.16428646899686755 0.9815558454838629 1.5193439854822905 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/62933368_3252099162.jpg sacre_coeur/test/images/11173357_5349727279.jpg 0 0 439.426 0.0 319.5 0.0 439.426 213.0 0.0 0.0 1.0 530.786 0.0 319.5 0.0 530.786 213.0 0.0 0.0 1.0 0.9943985905006053 0.053286500484268175 0.09127974625594391 -0.6423232602467994 -0.0611435702336459 0.9944549506350177 0.08556176118213031 -0.3665628335344999 -0.08621430872826524 -0.0906636642963695 0.9921427281126757 -0.8806180239774313 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/99543611_6046123347.jpg sacre_coeur/test/images/09906423_9611413320.jpg 0 0 803.204 0.0 213.0 0.0 803.204 319.5 0.0 0.0 1.0 1488.12 0.0 239.5 0.0 1488.12 319.5 0.0 0.0 1.0 0.9969089707479016 -0.017124977468450833 -0.07667619701748964 1.126389370468476 0.007001991589676715 0.9914377286072925 -0.1303924936788577 4.00790373363279 0.0782526431255707 0.12945256057999746 0.9884930745347406 41.553577987031076 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/32903762_508473415.jpg sacre_coeur/test/images/43274786_5333458956.jpg 0 0 713.267 0.0 319.5 0.0 713.267 239.5 0.0 0.0 1.0 502.299 0.0 319.5 0.0 502.299 239.5 0.0 0.0 1.0 0.9506844252673463 0.09714535048497457 0.29455373776824884 -4.926367544390738 -0.13825344541021817 0.9828451453088582 0.12207131184276165 -2.0574066814604466 -0.2776420508249761 -0.1567743640457852 0.9478062515048847 -4.66013222723694 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/64272078_4462759761.jpg sacre_coeur/test/images/45575968_5097432755.jpg 0 0 1069.29 0.0 319.5 0.0 1069.29 231.5 0.0 0.0 1.0 588.085 0.0 319.5 0.0 588.085 179.5 0.0 0.0 1.0 0.9341019422287783 -0.11389337091941452 -0.3383516832897934 8.70745984946322 0.15568315133722047 0.9828369564454699 0.09896602161710663 -5.9587008409453635 0.32127296480428613 -0.1451200093220028 0.9358011888110882 -34.662705153816255 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/95898988_2340390005.jpg sacre_coeur/test/images/32813607_2497921988.jpg 0 0 727.689 0.0 319.5 0.0 727.689 239.5 0.0 0.0 1.0 769.873 0.0 319.5 0.0 769.873 212.5 0.0 0.0 1.0 0.87505749153666 0.16173407166096046 0.4561978480544767 -6.827226264734865 -0.19953619579506066 0.9792445306457258 0.03557324511578198 0.31149596057457435 -0.44097584182492744 -0.12215661776751832 0.8891670639775167 2.562768890123274 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/59340498_8155265289.jpg sacre_coeur/test/images/95398527_2664763907.jpg 0 0 709.882 0.0 319.5 0.0 709.882 239.5 0.0 0.0 1.0 829.676 0.0 319.5 0.0 829.676 213.0 0.0 0.0 1.0 0.995192148340403 0.02783198030036235 0.0939040401376507 -2.009627524757402 -0.03873229147744171 0.9924548174966391 0.11633247536530336 2.527882524685087 -0.0899577538543497 -0.11941028473407418 0.9887612383286511 8.08064632980592 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/49028473_4605994993.jpg sacre_coeur/test/images/87252152_3382721265.jpg 0 0 619.868 0.0 319.5 0.0 619.868 239.5 0.0 0.0 1.0 1262.46 0.0 239.5 0.0 1262.46 319.5 0.0 0.0 1.0 0.9922651342384414 -0.08320633635106578 -0.09212279286800373 1.2983063112846942 0.07300061717590786 0.991346875019263 -0.10909758604789584 3.918371890527213 0.1004032532675329 0.10152871012957265 0.9897530539244225 33.09552973189454 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/30442266_2401730436.jpg sacre_coeur/test/images/28574044_3399035477.jpg 0 0 523.192 0.0 319.5 0.0 523.192 239.5 0.0 0.0 1.0 838.765 0.0 213.0 0.0 838.765 319.5 0.0 0.0 1.0 0.9842108186778439 -0.023975761045387765 -0.17536883212185372 0.7431053322263796 0.013547744326089125 0.9980810546305701 -0.06042074983980239 1.6522611124393674 0.1764809423738534 0.05709090356460938 0.9826469893654655 8.203659552151839 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/70860676_2671019430.jpg sacre_coeur/test/images/72776302_21108497.jpg 0 0 722.064 0.0 319.5 0.0 722.064 239.5 0.0 0.0 1.0 565.519 0.0 187.0 0.0 565.519 249.5 0.0 0.0 1.0 0.989970864915248 -0.049183239079416935 -0.1324337404614573 0.6076284787973546 0.027179779849059362 0.9862361437908613 -0.1630936180476974 2.2651312504699845 0.13863241390927444 0.15785841021050623 0.9776818378897602 9.498154668317186 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/62933368_3252099162.jpg sacre_coeur/test/images/59358073_3809805538.jpg 0 0 439.426 0.0 319.5 0.0 439.426 213.0 0.0 0.0 1.0 1733.74 0.0 319.5 0.0 1733.74 239.5 0.0 0.0 1.0 0.744164981514496 0.2271437783185827 0.6281912003989615 -11.096891522853795 -0.17449689041910268 0.9738602272277415 -0.14542040110656906 5.980599183200957 -0.6448017645149502 -0.0014006409569616203 0.7643485609872739 49.57116865985153 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/99818215_2123948121.jpg sacre_coeur/test/images/64837411_8951541213.jpg 0 0 944.024 0.0 319.5 0.0 944.024 239.5 0.0 0.0 1.0 1049.84 0.0 319.5 0.0 1049.84 212.0 0.0 0.0 1.0 0.998277420921159 -0.011618181697766785 -0.057508336204735076 1.2640558319720112 0.0069389692752308205 0.9966975433395566 -0.08090647567586981 2.9360685956059243 0.05825840355173292 0.08036805929553353 0.9950612712093023 25.854463729819408 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/99543611_6046123347.jpg sacre_coeur/test/images/34297653_2634761938.jpg 0 0 803.204 0.0 213.0 0.0 803.204 319.5 0.0 0.0 1.0 648.902 0.0 239.0 0.0 648.902 319.5 0.0 0.0 1.0 0.999606608984692 0.0053840133149529856 -0.027525255216796062 -0.10209876355511138 -0.006555728738308117 0.9990682546400974 -0.04265729704399078 0.19144534293264903 0.0272699412327029 0.04282096415325041 0.9987105262958587 0.050963502397022964 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79893810_6766787721.jpg sacre_coeur/test/images/96482156_2206813531.jpg 0 0 1017.45 0.0 212.0 0.0 1017.45 319.5 0.0 0.0 1.0 889.73 0.0 239.5 0.0 889.73 319.5 0.0 0.0 1.0 0.9991167460663264 0.014472776007365882 0.03944954352684477 -1.1567427718408143 -0.011799072265765792 0.9976707707383246 -0.06718493215048092 1.0782460029634635 -0.0403300089697863 0.06666012277995065 0.9969603394355561 5.853507550393019 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/06423637_6065403341.jpg sacre_coeur/test/images/34366638_4030867612.jpg 0 0 1816.82 0.0 230.0 0.0 1816.82 319.5 0.0 0.0 1.0 648.225 0.0 239.5 0.0 648.225 319.5 0.0 0.0 1.0 0.9913903802755736 -0.008358034732600893 -0.1306723274165677 6.257570216001218 0.016844621588870966 0.9978092760139327 0.06397583468841775 -6.8010980406688795 0.129851348166208 -0.06562615298766682 0.9893593055222444 -45.199640839990344 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/04808852_3532579721.jpg sacre_coeur/test/images/35558294_6148191791.jpg 0 0 536.862 0.0 319.5 0.0 536.862 223.5 0.0 0.0 1.0 638.785 0.0 319.5 0.0 638.785 239.5 0.0 0.0 1.0 0.36633848097950517 0.8656070357145804 -0.34135110527878154 0.7835779311753261 -0.9216968392791509 0.3878706560422719 -0.005593804086719761 -2.4503566343419543 0.12755804097136197 0.3166714605119235 0.9399192158269739 14.391971536592918 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/70970334_5790897082.jpg sacre_coeur/test/images/82675968_6187144108.jpg 0 0 633.07 0.0 319.5 0.0 633.07 239.5 0.0 0.0 1.0 712.807 0.0 319.5 0.0 712.807 239.5 0.0 0.0 1.0 0.9578885718352379 -0.10822869398261706 -0.2659624667998573 5.471704494421471 0.0954096170588399 0.9935859597445937 -0.060695515247011125 0.3330721263310521 0.2708255691771619 0.03276416330736456 0.962070694222953 -0.08038621658130651 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/41560346_5689316901.jpg sacre_coeur/test/images/48360689_7391063350.jpg 0 0 771.673 0.0 299.5 0.0 771.673 299.5 0.0 0.0 1.0 1914.59 0.0 212.0 0.0 1914.59 319.5 0.0 0.0 1.0 0.9792927467857041 0.10653848437030891 0.17214896874796698 -3.595775947477162 -0.04142700141683746 0.9377936338300847 -0.3447127846503145 5.047789027354603 -0.19816538458197086 0.3304431141601263 0.9227880735345667 55.22359920187818 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/92912238_291183223.jpg sacre_coeur/test/images/52110624_7557803032.jpg 0 0 1859.84 0.0 239.5 0.0 1859.84 319.5 0.0 0.0 1.0 531.679 0.0 319.5 0.0 531.679 213.0 0.0 0.0 1.0 0.9974505542369609 0.015130415451311356 -0.0697385286670861 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0.41090722292479903 -0.1146385537698188 0.904440852758097 -2.5161999587901995 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/73479674_2286585340.jpg sacre_coeur/test/images/76465860_1236444051.jpg 0 0 510.127 0.0 249.5 0.0 510.127 187.0 0.0 0.0 1.0 690.247 0.0 239.5 0.0 690.247 319.5 0.0 0.0 1.0 0.658394020501215 -0.3931291075673111 -0.6418464135224059 6.613880314432416 0.30330729161372344 0.9190287066894719 -0.2517755411763117 3.51462974768334 0.688855573122693 -0.028909186498521856 0.7243219300240743 7.725630178496811 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/38714154_3919914519.jpg sacre_coeur/test/images/95271137_4372074334.jpg 0 0 1481.11 0.0 213.5 0.0 1481.11 319.5 0.0 0.0 1.0 1503.0 0.0 239.5 0.0 1503.0 319.5 0.0 0.0 1.0 0.9977975152875855 0.01096073892291482 -0.06542156134016193 3.97827532674864 -0.008602705793774207 0.9993069148840209 0.03621716882924137 -0.908787319516783 0.06577318556179737 -0.035574598623789255 0.9972002486932149 -6.420555333075853 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/03257649_3859474410.jpg sacre_coeur/test/images/13402995_4460408839.jpg 0 0 1327.45 0.0 239.5 0.0 1327.45 319.5 0.0 0.0 1.0 702.935 0.0 239.5 0.0 702.935 319.5 0.0 0.0 1.0 0.9880821667401829 0.02181041120396899 0.1523743342336213 -9.782380522421512 -0.03938570245837909 0.9927803597213489 0.11329573598952816 -7.5699680390787325 -0.14880321976316774 -0.11794686648937562 0.981807587296743 -38.75522204990746 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/35996631_900261655.jpg sacre_coeur/test/images/51093888_43012197.jpg 0 0 896.808 0.0 319.5 0.0 896.808 204.0 0.0 0.0 1.0 1767.41 0.0 319.5 0.0 1767.41 239.5 0.0 0.0 1.0 0.999128627647738 -0.008522987367367138 0.040857607628004375 -0.6778903232495861 0.006221893398163986 0.9984046586306202 0.05611974400526527 -0.04681873939521086 -0.041270733665518304 -0.05581663113275764 0.9975877055335535 0.43836913274505207 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/94345410_6525608719.jpg sacre_coeur/test/images/55185330_108661534.jpg 0 0 1400.71 0.0 319.5 0.0 1400.71 211.5 0.0 0.0 1.0 674.5 0.0 319.5 0.0 674.5 239.5 0.0 0.0 1.0 0.9891429995183931 -0.05057767736552007 -0.13797834995413358 4.849047797115209 0.07832627301456385 0.9758768020802874 0.20378778696771632 -14.706107848999375 0.1243427579692682 -0.21238259277506877 0.9692432681358872 -43.27501277278417 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/85019556_13753237.jpg sacre_coeur/test/images/14702458_3061790008.jpg 0 0 1875.74 0.0 239.5 0.0 1875.74 319.5 0.0 0.0 1.0 810.323 0.0 319.5 0.0 810.323 212.5 0.0 0.0 1.0 0.9942208759916149 -0.04524773388578833 -0.09735241301923149 4.715287973639093 0.06352370416787355 0.9789980269759597 0.19372042273846737 -11.196919876277999 0.08654241013086376 -0.19878507427716724 0.9762145796357287 -38.55576243944613 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79302802_4840098295.jpg sacre_coeur/test/images/78937340_9546137587.jpg 0 0 528.086 0.0 319.5 0.0 528.086 213.0 0.0 0.0 1.0 944.217 0.0 239.5 0.0 944.217 319.5 0.0 0.0 1.0 0.9997260681414275 0.010280515846489471 0.02102616637458703 0.20692821352948376 -0.00790738650338818 0.9939015937234027 -0.10998679572006066 4.596433914077699 -0.02202866126590013 0.10979040480848228 0.9937106244248484 42.36731620339675 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/21155361_10359960085.jpg sacre_coeur/test/images/33631460_6836524250.jpg 0 0 778.711 0.0 212.5 0.0 778.711 319.5 0.0 0.0 1.0 492.214 0.0 319.5 0.0 492.214 212.0 0.0 0.0 1.0 0.831107090637067 0.13475632960005524 0.5395384467538078 -11.269863683924484 -0.2549897383788601 0.9545403863658072 0.15437902745546772 -2.2944556761226305 -0.49420768631646217 -0.26588227174698364 0.8276867646376813 -5.6585505577155475 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/41814686_978754656.jpg sacre_coeur/test/images/01991223_5589230.jpg 0 0 701.026 0.0 239.5 0.0 701.026 319.5 0.0 0.0 1.0 712.534 0.0 241.0 0.0 712.534 319.5 0.0 0.0 1.0 0.973358653150549 0.09811412506213502 0.2072354959948727 -2.1133593271465383 -0.08346260292027181 0.9934285296286918 -0.07831826372914938 0.1695640900248014 -0.21355778199523004 0.05893534578728864 0.9751511158616447 0.8374452288806278 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/04915709_121816865.jpg sacre_coeur/test/images/01991223_5589230.jpg 0 0 582.627 0.0 249.5 0.0 582.627 183.5 0.0 0.0 1.0 712.534 0.0 241.0 0.0 712.534 319.5 0.0 0.0 1.0 0.9970964245625342 -0.009083293034590474 -0.0756056473569193 2.1435538537925782 -0.0018094187082986358 0.9897539116039928 -0.1427722678552587 -0.24695043121496973 0.07612782755700527 0.14249452007794347 0.9868636509767738 -2.5022253379907275 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/75911664_13736760514.jpg sacre_coeur/test/images/65606241_8601988847.jpg 0 0 675.746 0.0 255.5 0.0 675.746 319.5 0.0 0.0 1.0 545.165 0.0 319.5 0.0 545.165 212.5 0.0 0.0 1.0 0.9990806076011525 -0.02233241290811142 0.03659512056289913 2.05553039660204 0.019133628236258207 0.9961508386384306 0.08554186665293326 0.7818996906557643 -0.03836461632583032 -0.08476302267883777 0.9956622852154836 4.874083281422688 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/58219592_4573644273.jpg sacre_coeur/test/images/44748036_142906563.jpg 0 0 612.079 0.0 319.5 0.0 612.079 239.5 0.0 0.0 1.0 516.863 0.0 187.0 0.0 516.863 249.5 0.0 0.0 1.0 0.7630639390750027 -0.20466550857471633 -0.6130623577444577 14.110818276402284 0.16389632374206206 0.9788083642335018 -0.12276881187978378 1.5836088331935971 0.625197104877476 -0.006798213470411675 0.7804372904637713 -0.9739739382403112 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/11830476_115274962.jpg sacre_coeur/test/images/15865748_8030415.jpg 0 0 708.87 0.0 319.5 0.0 708.87 239.5 0.0 0.0 1.0 666.681 0.0 212.0 0.0 666.681 319.5 0.0 0.0 1.0 0.889306970800128 0.27757487272724585 0.3634354161563698 -7.960073063248064 -0.1506023079048581 0.9281544391180752 -0.34036492474863167 1.187886111648829 -0.4318009455061797 0.24795468774730725 0.8672176291359077 10.442473167464588 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/63170630_8128095778.jpg sacre_coeur/test/images/88698102_4801040627.jpg 0 0 1392.01 0.0 212.0 0.0 1392.01 319.5 0.0 0.0 1.0 1399.17 0.0 319.5 0.0 1399.17 239.5 0.0 0.0 1.0 0.9994493183961087 0.014047106901452493 0.030062247840978648 -1.0084185809135933 -0.011724904484308473 0.9970331641408107 -0.0760749381741292 2.453022188353017 -0.031041690875129566 0.0756805681206405 0.9966488173055491 20.507605681772382 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/92863105_622062757.jpg sacre_coeur/test/images/97242119_2076423149.jpg 0 0 1225.4 0.0 239.0 0.0 1225.4 319.5 0.0 0.0 1.0 1416.69 0.0 213.0 0.0 1416.69 319.5 0.0 0.0 1.0 0.9925178184381217 -0.022294135472913874 -0.12004728904205474 5.085329836550887 0.01993077499275402 0.9995838954647919 -0.020851861682347993 3.7126953972722645 0.12046221104985365 0.018303208760950165 0.9925491666703637 16.057097040277746 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/40932424_8951501615.jpg sacre_coeur/test/images/60748234_6779431614.jpg 0 0 640.24 0.0 319.5 0.0 640.24 212.0 0.0 0.0 1.0 1251.64 0.0 305.5 0.0 1251.64 305.5 0.0 0.0 1.0 0.9977872291262931 0.011769312568788385 0.06543797577960522 -2.9206713255981174 -0.009093321919478817 0.9991160402379741 -0.041042047167018036 1.4353273090269596 -0.06586316792367924 0.040356181940926536 0.997012247512641 14.117847565238144 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/57164580_3093476792.jpg sacre_coeur/test/images/55695069_9640098822.jpg 0 0 647.246 0.0 319.5 0.0 647.246 239.5 0.0 0.0 1.0 462.683 0.0 319.5 0.0 462.683 239.5 0.0 0.0 1.0 0.9797173230956384 0.017146281090754004 -0.19964962276716977 0.339389208874449 0.023469982736195986 0.9796561624666094 0.1993062047492729 -5.462195815430137 0.19900534348775412 -0.19994951459294238 0.9593836901247424 -13.824135346382999 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/04808852_3532579721.jpg sacre_coeur/test/images/73479674_2286585340.jpg 0 0 536.862 0.0 319.5 0.0 536.862 223.5 0.0 0.0 1.0 510.127 0.0 249.5 0.0 510.127 187.0 0.0 0.0 1.0 0.9663245123047213 -0.09914980857191005 -0.2374578960135799 3.9681690973359345 0.11679795539277468 0.9912553793223446 0.06140855462052585 -0.858124363589889 0.22929277035072415 -0.08707518834127369 0.9694548659118803 -1.2019815325605725 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/17616986_7085723791.jpg sacre_coeur/test/images/83916827_2652728872.jpg 0 0 511.96 0.0 319.5 0.0 511.96 212.0 0.0 0.0 1.0 690.499 0.0 239.5 0.0 690.499 319.5 0.0 0.0 1.0 0.9960305973698421 0.04572114759840471 0.07637162932241424 -2.2621288411161227 -0.045519901105729704 0.9989538531297573 -0.004374690907459668 -0.19788616565745087 -0.07649174927010069 0.0008808969838257279 0.9970698251948575 -0.6018315878970357 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79302802_4840098295.jpg sacre_coeur/test/images/88496846_9311240752.jpg 0 0 528.086 0.0 319.5 0.0 528.086 213.0 0.0 0.0 1.0 586.712 0.0 319.5 0.0 586.712 239.5 0.0 0.0 1.0 0.9992275569354518 -0.010275349186351493 -0.037930286841870456 1.2033876322547163 0.010199524541212047 0.999945580888707 -0.002192021961465127 -0.043852940831568876 0.03795074650044764 0.0018034578578047863 0.9992779835360197 -0.18865237873620622 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/43392981_1383168609.jpg sacre_coeur/test/images/18427217_3121596461.jpg 0 0 678.327 0.0 237.0 0.0 678.327 319.5 0.0 0.0 1.0 653.258 0.0 319.5 0.0 653.258 239.5 0.0 0.0 1.0 0.9753438833702275 -0.03681457691188631 -0.217598244705886 5.191414020137842 0.060924607024649344 0.9925882366123673 0.10515124724720719 -0.17920610256897485 0.2121143593233987 -0.11581571337927365 0.970357778916248 -1.112568838716955 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/02933228_4036000307.jpg sacre_coeur/test/images/54190154_780094544.jpg 0 0 679.926 0.0 319.5 0.0 679.926 239.5 0.0 0.0 1.0 1357.22 0.0 239.5 0.0 1357.22 319.5 0.0 0.0 1.0 0.9878955452329303 -0.03517292411744609 -0.15108030023123334 3.7956484903903323 -0.00890386964623312 0.959490628740334 -0.28159981261499756 4.81055872096516 0.15486482109973884 0.2795363997201567 0.9475633426939007 50.17611991025556 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/88231888_30382573.jpg sacre_coeur/test/images/18838757_518705247.jpg 0 0 545.858 0.0 249.5 0.0 545.858 187.0 0.0 0.0 1.0 517.004 0.0 187.0 0.0 517.004 249.5 0.0 0.0 1.0 0.9513497022469778 -0.10658056777673741 -0.2890922458437354 3.1584437606414957 0.11498041999742384 0.9932930965623311 0.012178971172951664 -0.5366489385568298 0.2858552904037329 -0.04482640844417329 0.9572237701050855 -4.572412129962855 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/99027725_2234948189.jpg sacre_coeur/test/images/44122025_7441115438.jpg 0 0 1385.64 0.0 239.5 0.0 1385.64 319.5 0.0 0.0 1.0 1479.22 0.0 319.5 0.0 1479.22 213.0 0.0 0.0 1.0 0.9760914677274124 0.11139950771059495 0.1866429648060245 -0.6108427514396505 -0.12341317669333995 0.9908851367981891 0.05399845822699674 2.7995452297981434 -0.1789263380506186 -0.0757416355399813 0.9809426946552608 15.560655823698838 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/84979436_3867757669.jpg sacre_coeur/test/images/59996089_2005549974.jpg 0 0 527.25 0.0 239.5 0.0 527.25 319.5 0.0 0.0 1.0 497.691 0.0 319.5 0.0 497.691 213.5 0.0 0.0 1.0 0.9998471110686323 -0.017087242507136627 -0.003712227257669041 -1.2225118760519627 0.01746953727384242 0.9669801274655913 0.25425233205236614 -0.22262275248030106 -0.0007548212689817722 -0.25427831057746775 0.9671307931271347 -0.31858592791453066 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/75519914_2079302390.jpg sacre_coeur/test/images/36799566_319205128.jpg 0 0 569.028 0.0 187.0 0.0 569.028 249.5 0.0 0.0 1.0 815.415 0.0 166.0 0.0 815.415 249.5 0.0 0.0 1.0 0.9943263135284002 0.029286511616390787 0.10226183287211607 -3.6775321237158116 -0.032013045004773984 0.9991716477541409 0.025123361116640475 0.4223549808439082 -0.10144134844600554 -0.02825453170055755 0.9944402115078805 3.51942217188272 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/44809085_2582173264.jpg sacre_coeur/test/images/24662873_8171467618.jpg 0 0 1129.38 0.0 213.0 0.0 1129.38 319.5 0.0 0.0 1.0 733.364 0.0 239.5 0.0 733.364 319.5 0.0 0.0 1.0 0.9970241019839833 -0.022348235380525328 -0.07378005447550394 4.165993332364197 0.030106673642712772 0.9939337479170414 0.10577945430826384 -4.7677525533878224 0.07096850192305651 -0.10768593746148813 0.9916487334776551 -32.874576550917425 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/39890331_3228856431.jpg sacre_coeur/test/images/60953043_2624021191.jpg 0 0 853.952 0.0 295.0 0.0 853.952 319.5 0.0 0.0 1.0 1395.38 0.0 212.5 0.0 1395.38 319.5 0.0 0.0 1.0 0.996683823248203 -0.010579032627223858 -0.08068110400842095 1.0958415233822065 0.01783470288994054 0.9958048773134139 0.08974725450755747 1.75318081700193 0.07939319774497718 -0.09088856026744448 0.9926912862337103 5.804767384992553 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/07643413_4366433493.jpg sacre_coeur/test/images/99119091_3503925030.jpg 0 0 692.547 0.0 319.5 0.0 692.547 239.5 0.0 0.0 1.0 504.731 0.0 319.5 0.0 504.731 214.0 0.0 0.0 1.0 0.9970385028407444 0.05506563335564837 0.053684260973106135 -0.8697912296843073 -0.05158904960519007 0.9966074637680017 -0.064125916155209 0.06923012246456511 -0.0570332693602647 0.06116648743432113 0.9964967972858851 0.19454035611720888 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/60635619_2829148962.jpg sacre_coeur/test/images/31938889_10141160664.jpg 0 0 530.154 0.0 249.5 0.0 530.154 187.0 0.0 0.0 1.0 1776.39 0.0 210.0 0.0 1776.39 319.5 0.0 0.0 1.0 0.8493633067632131 0.24712302200460393 0.4663820162909073 -8.08167098661334 -0.14489830780717408 0.9588434639079791 -0.24417963083673727 4.899050620931799 -0.5075297562891044 0.1398192537394614 0.850214162881837 48.94079756511608 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/12573771_2610756325.jpg sacre_coeur/test/images/97523888_2454093481.jpg 0 0 686.081 0.0 213.5 0.0 686.081 319.5 0.0 0.0 1.0 651.106 0.0 319.5 0.0 651.106 239.5 0.0 0.0 1.0 0.9880955910875315 0.012267089192402087 -0.15335130060135563 2.676192440239312 -0.009506199580866724 0.9997794976099711 0.01872400406650694 0.34114857765739703 0.1535471753009817 -0.017043317796118545 0.9879943270462589 1.7003015696725043 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/89443230_8712904049.jpg sacre_coeur/test/images/43279207_5330361477.jpg 0 0 614.242 0.0 238.5 0.0 614.242 319.5 0.0 0.0 1.0 429.857 0.0 319.5 0.0 429.857 212.5 0.0 0.0 1.0 0.9058770182497057 0.12122284547472384 0.4058224359766641 -1.2692291857086708 -0.16820324525169128 0.9823331912760347 0.08203151592065573 -0.792923086589556 -0.3887087548458637 -0.1425711157719284 0.9102631382483448 -1.8323088274647672 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/01617203_4574281148.jpg sacre_coeur/test/images/16634907_9608639107.jpg 0 0 609.931 0.0 319.5 0.0 609.931 239.5 0.0 0.0 1.0 772.57 0.0 305.5 0.0 772.57 305.5 0.0 0.0 1.0 0.9968613368295121 -0.03289981613819798 0.07200748039301892 0.7938846470976326 0.02666656843663663 0.9959489550685332 0.08587533421018574 0.36450285876479427 -0.07454105756086638 -0.08368560805759667 0.9937003319621754 0.6106307461115152 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/72482105_8590533286.jpg sacre_coeur/test/images/66599130_8409392232.jpg 0 0 877.949 0.0 319.5 0.0 877.949 206.5 0.0 0.0 1.0 701.54 0.0 319.5 0.0 701.54 239.5 0.0 0.0 1.0 0.9921892088400952 -0.008025151119774143 0.12448361663596869 -1.237170291036633 -0.025965491795230736 0.962783220685893 0.26902465166138684 0.3406708961602303 -0.12200970083193319 -0.27015563461679554 0.955054745021299 0.10515997012580858 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/20864632_4515642500.jpg sacre_coeur/test/images/99936428_253699491.jpg 0 0 707.548 0.0 319.5 0.0 707.548 239.5 0.0 0.0 1.0 658.712 0.0 319.5 0.0 658.712 239.5 0.0 0.0 1.0 0.9921559469034192 -0.07967970062069506 -0.09632093403396678 -0.73226072757988 0.10576375280339183 0.9458080519289891 0.30701979984885963 -3.205518346243424 0.06663786924206394 -0.3147987836941039 0.9468163075103802 -7.075928643628531 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/61737552_3071958212.jpg sacre_coeur/test/images/70139640_13923464795.jpg 0 0 531.42 0.0 319.5 0.0 531.42 213.0 0.0 0.0 1.0 544.883 0.0 239.5 0.0 544.883 319.5 0.0 0.0 1.0 0.9726972660003907 -0.08907425196415063 -0.21430307126215414 2.793801451165902 0.07084425161466365 0.9932995978812615 -0.0913071785900881 -0.11307118585757275 0.22100027314128623 0.0736321022784969 0.972490201896927 -4.34159305840668 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79770190_8442039294.jpg sacre_coeur/test/images/85360130_8421021553.jpg 0 0 704.085 0.0 239.5 0.0 704.085 319.5 0.0 0.0 1.0 1605.2 0.0 319.5 0.0 1605.2 213.0 0.0 0.0 1.0 0.9954098721089802 -0.02464015462637322 0.09247729066085503 -1.7293564273991848 0.012510013095789559 0.9914973290587852 0.12952430675992105 -1.7272434732650113 -0.09488248563526896 -0.12777288150966687 0.987254478171859 -5.425162314538605 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/81476348_2961239173.jpg sacre_coeur/test/images/15556549_5221678700.jpg 0 0 534.342 0.0 239.5 0.0 534.342 319.5 0.0 0.0 1.0 1213.47 0.0 319.5 0.0 1213.47 213.0 0.0 0.0 1.0 0.99073953282428 -0.02239099945868682 0.13391721787122352 -2.339978818856469 -0.0011541562800003945 0.9848839716454221 0.17321151901424175 3.226950697156954 -0.1357713004372021 -0.17176206082596007 0.9757376432414661 20.45265122995268 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/71781222_5227267590.jpg sacre_coeur/test/images/85019556_13753237.jpg 0 0 862.013 0.0 212.0 0.0 862.013 319.5 0.0 0.0 1.0 1875.74 0.0 239.5 0.0 1875.74 319.5 0.0 0.0 1.0 0.99782315539259 0.057142460902782063 0.032919442953196924 -1.2994837855480452 -0.04452937569527324 0.9520137056033237 -0.3027986774139172 3.427927576975455 -0.04864242245780908 0.3006736495029158 0.9524858378117932 40.0640467679725 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/77129992_2502002338.jpg sacre_coeur/test/images/33317152_9653273357.jpg 0 0 1567.64 0.0 213.5 0.0 1567.64 319.5 0.0 0.0 1.0 531.534 0.0 319.5 0.0 531.534 239.5 0.0 0.0 1.0 0.890623133883646 -0.11828087867654681 -0.4390900444450739 9.793299195366053 0.22514063448199828 0.9536252335354763 0.19977639667751448 -6.453551731389924 0.39509761843918545 -0.2767824916860031 0.8759505261142159 -9.07587252166018 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79220560_3217246137.jpg sacre_coeur/test/images/27770418_2219914621.jpg 0 0 1106.67 0.0 214.0 0.0 1106.67 319.5 0.0 0.0 1.0 1305.61 0.0 319.5 0.0 1305.61 239.5 0.0 0.0 1.0 0.9924373626299886 0.04003925755597042 0.11603852425121171 -4.120426647876182 -0.04395737009483494 0.9985396826115585 0.031404647177673224 0.4747853207211863 -0.1146116524197173 -0.03626789357510435 0.9927481095551112 1.433534071224699 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/89598965_8275144360.jpg sacre_coeur/test/images/00204549_3820006713.jpg 0 0 715.898 0.0 213.0 0.0 715.898 319.5 0.0 0.0 1.0 565.301 0.0 319.5 0.0 565.301 213.5 0.0 0.0 1.0 0.997957171919602 -0.021190466002061845 -0.06026978650074731 1.1164275570833615 0.026196832382791482 0.9961610514283422 0.08352775341338778 1.1991378840574543 0.058268421871011146 -0.08493599806792904 0.9946811887458546 4.542778422207536 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/35719192_2298527061.jpg sacre_coeur/test/images/66599130_8409392232.jpg 0 0 551.852 0.0 249.5 0.0 551.852 187.0 0.0 0.0 1.0 701.54 0.0 319.5 0.0 701.54 239.5 0.0 0.0 1.0 0.9975048465687574 -0.039682042177102195 -0.05839020980005287 2.148723880149918 0.04793364095772873 0.9879009904899105 0.14749236947581001 -7.455738718300083 0.05183094767004612 -0.1499232087360326 0.9873381307059486 -32.44777077857744 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/85532633_499885666.jpg sacre_coeur/test/images/97242119_2076423149.jpg 0 0 1397.17 0.0 239.5 0.0 1397.17 319.5 0.0 0.0 1.0 1416.69 0.0 213.0 0.0 1416.69 319.5 0.0 0.0 1.0 0.9977309463625105 -0.024485007134030175 -0.06271716747602168 1.8647499369673086 0.02758333167932168 0.9984167631432014 0.049021698135832785 1.7006306087874474 0.06141757471634151 -0.050640413705840506 0.9968266800280096 5.417741403443422 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/11830476_115274962.jpg sacre_coeur/test/images/85291069_9106452141.jpg 0 0 708.87 0.0 319.5 0.0 708.87 239.5 0.0 0.0 1.0 1805.38 0.0 239.5 0.0 1805.38 319.5 0.0 0.0 1.0 0.8663488897966096 0.2874622541685877 0.4084177439540259 -8.408875559041867 -0.1465208867372733 0.9280580870999148 -0.34240300337200635 6.384403173377724 -0.47746332937504754 0.23679873183098193 0.8461413178100534 47.679399805833135 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/95399415_4857734874.jpg sacre_coeur/test/images/83804881_3941265613.jpg 0 0 542.7 0.0 319.5 0.0 542.7 239.5 0.0 0.0 1.0 1145.06 0.0 319.5 0.0 1145.06 239.5 0.0 0.0 1.0 0.9816711550068395 0.03658835343448146 0.187037525166718 -2.548509749061112 -0.0679192053841057 0.9841259667988194 0.16396055322021963 0.032764942809093256 -0.17806943861182037 -0.17365878574158658 0.9685731263912027 0.3828377700565282 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/38432569_8875267871.jpg sacre_coeur/test/images/84259836_1237320024.jpg 0 0 569.282 0.0 239.5 0.0 569.282 319.5 0.0 0.0 1.0 693.174 0.0 239.5 0.0 693.174 319.5 0.0 0.0 1.0 0.8072093128916666 -0.23466837303041488 -0.5416122966479079 9.31057957258908 0.22058698649456424 0.9710222307077039 -0.09196308422775697 1.358357842541784 0.5474984078243612 -0.04523916633507582 0.8355829768844606 -0.3443693178824745 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/02933228_4036000307.jpg sacre_coeur/test/images/59914221_4605768617.jpg 0 3 679.926 0.0 319.5 0.0 679.926 239.5 0.0 0.0 1.0 658.209 0.0 319.5 0.0 658.209 239.5 0.0 0.0 1.0 -0.0023864515400946382 0.9771158465910263 -0.21269444560154385 0.5276404470559162 -0.9862750285881388 0.03281482801106444 0.16181704189012203 -1.445030681246601 0.16509352753064563 0.21016138894503328 0.9636266485336438 6.154263701680754 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79410678_281876803.jpg sacre_coeur/test/images/73479674_2286585340.jpg 0 0 521.004 0.0 249.5 0.0 521.004 187.0 0.0 0.0 1.0 510.127 0.0 249.5 0.0 510.127 187.0 0.0 0.0 1.0 0.9995760336534268 -0.02196630499997719 0.01911110646539263 -0.2710701626651519 0.017292605768846475 0.975952284758626 0.21729727025469325 -4.149520921411666 -0.02342474613324235 -0.21687466269499056 0.9759183684865897 -9.257478008170875 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/61059746_3651170874.jpg sacre_coeur/test/images/51939662_7396091320.jpg 0 0 1456.26 0.0 239.5 0.0 1456.26 319.5 0.0 0.0 1.0 1086.81 0.0 319.5 0.0 1086.81 212.0 0.0 0.0 1.0 0.9995152542635767 0.028911000073076027 -0.01155034931038222 1.8632010644636168 -0.026085867847567546 0.9802209180464742 0.1961797118021299 -4.187682638212945 0.016993645667027754 -0.1957833136375573 0.9804999286629458 -14.054388768590869 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/58368117_3401402227.jpg sacre_coeur/test/images/36940211_2500226864.jpg 0 0 682.756 0.0 319.5 0.0 682.756 239.0 0.0 0.0 1.0 647.827 0.0 319.5 0.0 647.827 239.5 0.0 0.0 1.0 0.9996806640505757 -0.0015091860349026895 0.02522483460624032 -1.3202495750269776 0.002329792315001799 0.9994679131979423 -0.0325340215085587 0.9742323407872733 -0.02516231291374232 0.03258240085172457 0.9991522632529879 4.852484359832163 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/54446446_3898144328.jpg sacre_coeur/test/images/44509707_7002758055.jpg 0 0 567.536 0.0 319.5 0.0 567.536 212.5 0.0 0.0 1.0 1017.42 0.0 213.0 0.0 1017.42 319.5 0.0 0.0 1.0 0.9632029661088729 -0.06744359742797493 -0.2601757237811445 1.348957263430211 0.031464666331677264 0.9896439960343476 -0.1400526182754342 0.020194230573528205 0.26692699535960274 0.1267127549978356 0.9553501226614006 26.63324269895066 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/25927611_9367586008.jpg sacre_coeur/test/images/96709709_8993852809.jpg 0 0 828.45 0.0 213.0 0.0 828.45 319.5 0.0 0.0 1.0 1473.26 0.0 213.0 0.0 1473.26 319.5 0.0 0.0 1.0 0.9915381561226566 -0.03146973999788526 -0.12594340164275358 2.1966935014576663 0.01869234610685512 0.994672344228372 -0.10137812300618347 -0.6545681200496518 0.12846276172457136 0.09816609950334604 0.9868438254143332 -1.1510618032535849 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/04671520_6574800359.jpg sacre_coeur/test/images/05383315_4256744078.jpg 0 0 497.791 0.0 319.5 0.0 497.791 214.0 0.0 0.0 1.0 606.112 0.0 239.5 0.0 606.112 319.5 0.0 0.0 1.0 0.99124293605623 -0.12092873411309525 -0.053044160700579705 2.5600464242270595 0.1097929828036598 0.9779318936431265 -0.17774901496954612 3.2665456878316745 0.07336853989074504 0.1703685788558823 0.9826452079427891 5.260103904877732 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/20864632_4515642500.jpg sacre_coeur/test/images/43392981_1383168609.jpg 0 0 707.548 0.0 319.5 0.0 707.548 239.5 0.0 0.0 1.0 678.327 0.0 237.0 0.0 678.327 319.5 0.0 0.0 1.0 0.9973215876395957 0.01355973587405461 0.07187339139808363 -4.8391750693229865 -0.008741738000674721 0.9977193768951854 -0.0669300155730647 1.1383368172504038 -0.07261702861425687 0.06612245103524977 0.9951656086422639 4.8840630038238 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/97879806_8161726916.jpg sacre_coeur/test/images/41728687_4706427664.jpg 0 0 794.081 0.0 319.5 0.0 794.081 239.5 0.0 0.0 1.0 1542.39 0.0 213.5 0.0 1542.39 319.5 0.0 0.0 1.0 0.989838108645388 -0.03444660947304481 -0.1379635813145364 3.2312248692647887 0.02967241644612073 0.9988925324012671 -0.03651378390733322 4.968412723157037 0.13906856717306443 0.03204902196315794 0.9897640091535131 34.81220128062135 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/68663909_1356782012.jpg sacre_coeur/test/images/75878456_4122246314.jpg 0 0 672.136 0.0 319.5 0.0 672.136 239.0 0.0 0.0 1.0 887.502 0.0 319.5 0.0 887.502 213.0 0.0 0.0 1.0 0.99963731789362 -0.019357310889244587 -0.018722371366536802 -0.3009197195516897 0.016660714606098893 0.9907360994981347 -0.1347753751248203 1.808478729858216 0.021157818017543947 0.13441456642179464 0.9906992838749695 8.441369135894039 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/52110624_7557803032.jpg sacre_coeur/test/images/28570538_3018664920.jpg 0 0 531.679 0.0 319.5 0.0 531.679 213.0 0.0 0.0 1.0 655.109 0.0 319.5 0.0 655.109 239.5 0.0 0.0 1.0 0.9969196238110191 -0.04642107694160332 0.0632166692896563 1.3412520861555954 0.05306449409373005 0.9927526121665229 -0.10782583411743975 1.9347002714437045 -0.05775312222791528 0.11084825055961359 0.992157871621649 7.988878422812461 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/04739785_8198592553.jpg sacre_coeur/test/images/66060871_14030313413.jpg 0 0 720.152 0.0 319.5 0.0 720.152 239.5 0.0 0.0 1.0 564.715 0.0 319.5 0.0 564.715 239.5 0.0 0.0 1.0 0.9815958851193171 -0.03887805100725261 -0.18697062728327657 6.291041466235461 0.07396902987580958 0.980035243669596 0.18455217090217813 -4.7668460672391 0.17606277555478914 -0.19498568746283054 0.9648743341744516 -12.457204396431038 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/38879018_753144146.jpg sacre_coeur/test/images/33654157_4220339151.jpg 0 0 1556.17 0.0 249.5 0.0 1556.17 187.0 0.0 0.0 1.0 1437.6 0.0 319.5 0.0 1437.6 239.5 0.0 0.0 1.0 0.9987588700688231 0.014091380217129301 -0.047771879410629804 5.061573218477407 -0.016008402256367633 0.9990719744561679 -0.03998650914311597 3.5231383227588147 0.04716408078236853 0.04070163215192321 0.9980575768081338 14.672669055461562 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/38432569_8875267871.jpg sacre_coeur/test/images/81703421_7754459314.jpg 0 0 569.282 0.0 239.5 0.0 569.282 319.5 0.0 0.0 1.0 514.334 0.0 319.5 0.0 514.334 239.5 0.0 0.0 1.0 0.8820838726555343 -0.21238346424599408 -0.4205012553083354 10.572928239145327 0.21104395806590526 0.9761797115445614 -0.05033506265669345 0.40150278778812876 0.4211751290910845 -0.04434450229337772 0.9058946272892122 -2.9200739188137397 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/94003968_8161684801.jpg sacre_coeur/test/images/73608962_13972912642.jpg 0 0 680.107 0.0 319.5 0.0 680.107 212.0 0.0 0.0 1.0 713.805 0.0 239.5 0.0 713.805 319.5 0.0 0.0 1.0 0.999546124975035 0.010752728022163378 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6.20952725547175 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/07251208_9118340426.jpg sacre_coeur/test/images/22199037_8161715444.jpg 0 0 1004.34 0.0 211.5 0.0 1004.34 319.5 0.0 0.0 1.0 593.177 0.0 319.5 0.0 593.177 212.0 0.0 0.0 1.0 0.9961792455738646 0.015255396344397786 0.08598943871349309 -3.1731882452793663 -0.0321210172222813 0.9796095963618466 0.1983261933492044 -9.811249751537295 -0.08121053466448894 -0.2003305059099972 0.9763567675093734 -40.03524911241682 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/87565848_5767537300.jpg sacre_coeur/test/images/00204549_3820006713.jpg 0 0 1030.07 0.0 213.0 0.0 1030.07 319.5 0.0 0.0 1.0 565.301 0.0 319.5 0.0 565.301 213.5 0.0 0.0 1.0 0.9496157896933831 0.09665955288628726 0.2981388649620101 -8.424209140204141 -0.13905338172153758 0.9824417406835906 0.1243880347718409 -2.8397549602775283 -0.2808807736332571 -0.15957805926385799 0.9463830271115199 -4.782901219189238 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/34935406_396311145.jpg sacre_coeur/test/images/79410678_281876803.jpg 0 0 481.009 0.0 187.0 0.0 481.009 249.5 0.0 0.0 1.0 521.004 0.0 249.5 0.0 521.004 187.0 0.0 0.0 1.0 0.9991138190815784 0.013832110512271064 -0.03975234884883553 0.765270296614562 -0.01196880591152951 0.9988356399080489 0.046734485495518674 -0.06820645406169135 0.040352499368382776 -0.0462172821383412 0.9981160446693911 -0.4662396447614352 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/59088601_13927956521.jpg sacre_coeur/test/images/64661937_6056840145.jpg 0 0 1295.39 0.0 319.5 0.0 1295.39 213.0 0.0 0.0 1.0 697.765 0.0 239.5 0.0 697.765 319.5 0.0 0.0 1.0 0.9993614501262487 0.035048410290700494 0.00694988760024017 -0.4092982202499692 -0.03561966452141931 0.9925560389912335 0.11646350914090882 -8.666954017402702 -0.0028162920556633326 -0.11663669404663235 0.9931706550744085 -39.891616113850745 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/47029087_8959697396.jpg sacre_coeur/test/images/61672452_5135373512.jpg 0 0 622.643 0.0 319.5 0.0 622.643 239.5 0.0 0.0 1.0 1840.71 0.0 239.5 0.0 1840.71 319.5 0.0 0.0 1.0 0.9787034798787887 -0.0476126018018885 -0.1996810923017107 0.1918669489604874 0.014027643811307415 0.9859681257059802 -0.16634326046143086 3.246131228984095 0.2047992277384184 0.15999967262932488 0.9656383282970163 40.50089443844257 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/86827532_95504488.jpg sacre_coeur/test/images/39576665_3604888991.jpg 0 0 526.393 0.0 249.5 0.0 526.393 166.0 0.0 0.0 1.0 544.089 0.0 319.5 0.0 544.089 212.5 0.0 0.0 1.0 0.996671820622357 0.017333317079437128 0.07965449200352606 -1.5654301405824884 -0.03684157066637257 0.967425718914034 0.25045993103588277 -3.0441946383597873 -0.07271850279090447 -0.2525609520545252 0.9648445392130075 -5.594754810042997 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/48325951_2932818065.jpg sacre_coeur/test/images/63360516_5790897098.jpg 0 0 714.985 0.0 239.5 0.0 714.985 319.5 0.0 0.0 1.0 516.78 0.0 319.5 0.0 516.78 239.5 0.0 0.0 1.0 0.9991196376613812 -0.005700289401964882 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3.3236745816345152 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/64951325_3689575044.jpg sacre_coeur/test/images/57007030_768923483.jpg 0 0 782.711 0.0 212.5 0.0 782.711 319.5 0.0 0.0 1.0 515.756 0.0 319.5 0.0 515.756 239.5 0.0 0.0 1.0 0.999154639733726 0.011405839426343156 0.03949573047240316 -1.4643466348864167 -0.008289629982772913 0.9969045276043252 -0.07818340537956785 0.6549037505024768 -0.04026521989654288 0.07778990724366246 0.996156334315907 1.168922899476767 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/21142120_2892123124.jpg sacre_coeur/test/images/04808852_3532579721.jpg 0 0 706.719 0.0 319.5 0.0 706.719 240.5 0.0 0.0 1.0 536.862 0.0 319.5 0.0 536.862 223.5 0.0 0.0 1.0 0.970338219439513 0.05855865909053898 0.23455196298576117 -3.1606137611376015 -0.08515666599793052 0.9908279976013789 0.10492007150854944 -0.6492491981736488 -0.22625667311943037 -0.12178161854220967 0.9664249351367995 -3.785481113072045 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/33672452_9565324953.jpg sacre_coeur/test/images/12573771_2610756325.jpg 0 0 493.101 0.0 212.5 0.0 493.101 319.5 0.0 0.0 1.0 686.081 0.0 213.5 0.0 686.081 319.5 0.0 0.0 1.0 0.9676939525415718 -0.04085308007499343 -0.2487959808012513 4.874025333996206 0.0919148365825564 0.9760379172614203 0.19723500420561943 -0.8185478778121209 0.23477665350386182 -0.21373116271703327 0.9482609941641346 -5.488415340053695 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/32072823_7643459828.jpg sacre_coeur/test/images/27172569_5015079786.jpg 0 0 483.073 0.0 239.5 0.0 483.073 319.5 0.0 0.0 1.0 476.902 0.0 239.5 0.0 476.902 319.5 0.0 0.0 1.0 0.9641621513381173 0.12354151466563797 0.23479531528796113 -5.755323964393949 -0.1299071147547471 0.9914562067828935 0.0117784365589504 -2.2476363877728684 -0.23133414677290962 -0.04185790469906736 0.9719734710119683 -2.358744134049994 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/50567962_6045994327.jpg sacre_coeur/test/images/96482156_2206813531.jpg 0 0 1315.23 0.0 213.0 0.0 1315.23 319.5 0.0 0.0 1.0 889.73 0.0 239.5 0.0 889.73 319.5 0.0 0.0 1.0 0.9989826873827193 -0.002744038361801035 0.045011782491577626 -3.587000913033849 -0.0042161951831712514 0.988091431342667 0.15381010046605276 -8.269647883158022 -0.044897817405499044 -0.15384340597071028 0.9870746640612116 -45.48037636336754 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79770190_8442039294.jpg sacre_coeur/test/images/64966234_8900198268.jpg 0 0 704.085 0.0 239.5 0.0 704.085 319.5 0.0 0.0 1.0 578.134 0.0 239.5 0.0 578.134 319.5 0.0 0.0 1.0 0.9956499418478455 -0.031073791249851924 -0.08783856098401566 2.4258501189790573 0.04191169592572118 0.991350524533192 0.12436859431703566 -0.3142653481638944 0.08321419976789957 -0.12750904675796979 0.9883404473924265 -0.29225230849577777 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79770190_8442039294.jpg sacre_coeur/test/images/66118802_124159749.jpg 0 0 704.085 0.0 239.5 0.0 704.085 319.5 0.0 0.0 1.0 618.946 0.0 187.0 0.0 618.946 249.5 0.0 0.0 1.0 0.9990806527628695 -0.014408447970771121 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0.0 187.0 0.0 618.946 249.5 0.0 0.0 1.0 0.9996222815353697 0.008873630068887597 -0.026010631430675384 0.05633981316149672 -0.010956022788936539 0.9966503952302505 -0.0810429222821696 0.15912261314094311 0.025204361183537406 0.0812972839447051 0.9963711616664465 -0.11436543840492241 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/05383315_4256744078.jpg sacre_coeur/test/images/00246274_6807912549.jpg 0 0 606.112 0.0 239.5 0.0 606.112 319.5 0.0 0.0 1.0 1138.93 0.0 308.5 0.0 1138.93 319.5 0.0 0.0 1.0 0.8060456680939052 0.30805455097020185 0.5053640020555455 -9.925840536037498 -0.29300209124468435 0.9495872624272207 -0.11150697539713943 2.3582883269651775 -0.5142374504772009 -0.05819299496093987 0.8556713270083229 11.394131955556368 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/87493438_3174891219.jpg sacre_coeur/test/images/60535642_3153438485.jpg 0 0 1913.51 0.0 212.5 0.0 1913.51 319.5 0.0 0.0 1.0 722.898 0.0 319.5 0.0 722.898 239.5 0.0 0.0 1.0 0.9688886617028473 0.03371464895961384 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1.9103271056196727 -0.39556334211837263 0.009999414231751925 0.9183842627610543 19.314872874197338 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/55597679_2718818848.jpg sacre_coeur/test/images/39585572_5151898468.jpg 0 0 682.241 0.0 239.5 0.0 682.241 319.5 0.0 0.0 1.0 697.515 0.0 239.5 0.0 697.515 319.5 0.0 0.0 1.0 0.9996030553378972 0.02297367727788315 0.01630772551499981 0.7159103074677303 -0.02499160655970116 0.9902798221516466 0.13682577769144302 -0.36672447950891685 -0.013005820262713292 -0.1371790216893048 0.9904608849660136 -0.5611291053112828 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/39980369_7971720718.jpg sacre_coeur/test/images/88231888_30382573.jpg 0 0 670.012 0.0 319.5 0.0 670.012 239.0 0.0 0.0 1.0 545.858 0.0 249.5 0.0 545.858 187.0 0.0 0.0 1.0 0.9853514040643255 0.06712635874107842 0.1567694564340453 -0.6220726887072072 -0.048959106312667706 0.991924164453925 -0.11700195674196098 0.7053955081446298 -0.1633573274069054 0.10761274986983119 0.9806803147039949 5.336465090034083 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/85291069_9106452141.jpg sacre_coeur/test/images/84259836_1237320024.jpg 0 0 1805.38 0.0 239.5 0.0 1805.38 319.5 0.0 0.0 1.0 693.174 0.0 239.5 0.0 693.174 319.5 0.0 0.0 1.0 0.7633523623615349 -0.14903736274172175 -0.6285547194827641 36.86613795082614 0.18857160779357732 0.9820519213818122 -0.003843493779879539 -4.789446751216937 0.6178461941383222 -0.11559363398251286 0.7777558692620118 -31.956523346945545 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/21037086_3590495621.jpg sacre_coeur/test/images/56504296_2750328426.jpg 0 0 661.089 0.0 239.5 0.0 661.089 319.5 0.0 0.0 1.0 415.365 0.0 249.5 0.0 415.365 166.0 0.0 0.0 1.0 0.9852727487764753 -0.05471482231628303 -0.16199968746064225 3.8996304421549315 0.05495620568434254 0.9984842768007238 -0.002994067219631352 1.6555431118062585 0.16191796063200783 -0.005952915305378469 0.9867862670427363 7.800761725187211 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/76342746_8957142551.jpg sacre_coeur/test/images/97202520_2635602680.jpg 0 0 461.782 0.0 319.5 0.0 461.782 239.5 0.0 0.0 1.0 677.356 0.0 319.5 0.0 677.356 239.5 0.0 0.0 1.0 0.783772757960669 0.18840186000926465 0.5917812121246975 -10.583501361063503 -0.2914121091392154 0.9530295777873937 0.08254457286470267 -1.1601447195846797 -0.5484334476723323 -0.2371483987030729 0.8018612039915685 -0.4523495485140048 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/97643496_704095933.jpg sacre_coeur/test/images/63516274_5829260794.jpg 0 0 753.473 0.0 239.5 0.0 753.473 319.5 0.0 0.0 1.0 522.011 0.0 319.5 0.0 522.011 213.0 0.0 0.0 1.0 0.9867320110130132 -0.048610545613085594 -0.15490950034588802 0.8347716539315324 0.0788947050743176 0.9774629566022098 0.19581060742897133 -0.7038893599141882 0.14189983774991083 -0.20543413378906733 0.9683291035184706 -1.0184028230386886 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/87551911_7790325846.jpg sacre_coeur/test/images/85015287_3451838837.jpg 0 0 479.404 0.0 319.5 0.0 479.404 239.5 0.0 0.0 1.0 2131.2 0.0 239.5 0.0 2131.2 319.5 0.0 0.0 1.0 0.8081445625121103 0.20394823457110087 0.5525463633917441 -10.704817732449555 -0.16187960470299326 0.9789173964700628 -0.12456213096072348 5.34216983502819 -0.5663014741843011 0.01121822194489806 0.8241218306980359 49.94316076461371 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/31148870_2948239995.jpg sacre_coeur/test/images/23363225_3187214147.jpg 0 0 722.471 0.0 319.5 0.0 722.471 239.5 0.0 0.0 1.0 482.157 0.0 158.5 0.0 482.157 234.0 0.0 0.0 1.0 0.939576675138465 -0.1852378663300951 -0.2878933907077775 6.094199819089283 0.18832516255046805 0.9819562404039066 -0.017192297175330894 0.5511737986886742 0.2858833760226133 -0.0380640881842578 0.9575081307772869 -0.4343807045348589 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/70185138_6825344581.jpg sacre_coeur/test/images/26161317_4040935017.jpg 0 0 2115.3 0.0 319.5 0.0 2115.3 319.5 0.0 0.0 1.0 576.672 0.0 319.5 0.0 576.672 312.5 0.0 0.0 1.0 0.9733857473340464 -0.06298878654762656 -0.22034654446166685 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1.0\nsacre_coeur/test/images/96482156_2206813531.jpg sacre_coeur/test/images/84278429_5829272410.jpg 0 0 889.73 0.0 239.5 0.0 889.73 319.5 0.0 0.0 1.0 1453.22 0.0 319.5 0.0 1453.22 213.0 0.0 0.0 1.0 0.9994648531537468 -0.002393117846273195 -0.032623309110713 0.5363473374526717 0.0033972417107084696 0.9995210645403677 0.030758743291125528 3.4902056516423787 0.03253407535367042 -0.03085311211311082 0.9989943039946814 25.711617107778608 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/75878456_4122246314.jpg sacre_coeur/test/images/06132465_4129851965.jpg 0 0 887.502 0.0 319.5 0.0 887.502 213.0 0.0 0.0 1.0 298.312 0.0 319.5 0.0 298.312 213.0 0.0 0.0 1.0 0.9881052247353088 0.11323172912499348 0.10405114305065916 0.2350726594224073 -0.09595280565421953 0.9827281964900854 -0.1582351127608146 -0.5714738717575175 -0.12017122757910152 0.1463689425483024 0.9819037675451823 -8.496367069004856 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/86437085_9493229723.jpg sacre_coeur/test/images/80871904_5968113125.jpg 0 0 520.807 0.0 319.5 0.0 520.807 212.0 0.0 0.0 1.0 526.948 0.0 319.5 0.0 526.948 239.5 0.0 0.0 1.0 0.9968878383233596 -0.0491785548673146 -0.06161255995446157 -0.01775560806715107 0.0485263877606394 0.9987493575771486 -0.012037874818158014 -1.0848528683674816 0.062127509960432696 0.009010576030204895 0.9980275457249265 -2.5418059248719898 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/85291069_9106452141.jpg sacre_coeur/test/images/04915709_121816865.jpg 0 0 1805.38 0.0 239.5 0.0 1805.38 319.5 0.0 0.0 1.0 582.627 0.0 249.5 0.0 582.627 183.5 0.0 0.0 1.0 0.9984861823152668 0.03264394926135443 0.04426868308529414 -3.668572538403018 -0.039775657912915985 0.9844291731895725 0.17122237006562252 -14.157845312621403 -0.037990008727016314 -0.17272398660845117 0.984237361456577 -42.705576047708725 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/55695069_9640098822.jpg sacre_coeur/test/images/28570538_3018664920.jpg 0 0 462.683 0.0 319.5 0.0 462.683 239.5 0.0 0.0 1.0 655.109 0.0 319.5 0.0 655.109 239.5 0.0 0.0 1.0 0.9789704517766898 0.021557863173852977 0.20285983605317506 1.731014922062724 0.02260910943009667 0.9768094583525734 -0.21291338671800394 2.5464813108234075 -0.20274536423534217 0.21302239461692715 0.9557801926555856 15.561235028622342 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/68684534_2877733555.jpg sacre_coeur/test/images/74361805_4541261018.jpg 0 0 509.45 0.0 212.5 0.0 509.45 319.5 0.0 0.0 1.0 903.565 0.0 319.5 0.0 903.565 212.5 0.0 0.0 1.0 0.991153431153352 0.019727722434398336 0.1312466871219567 -2.469256551645926 -0.03354226199382231 0.994022626234203 0.10389386504888369 3.886945256615066 -0.12841258728518495 -0.10737707158425028 0.9858906490705323 13.840926576719582 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/42792712_254986596.jpg sacre_coeur/test/images/84278429_5829272410.jpg 0 0 1329.63 0.0 319.5 0.0 1329.63 239.5 0.0 0.0 1.0 1453.22 0.0 319.5 0.0 1453.22 213.0 0.0 0.0 1.0 0.9964110475379422 -0.0053507611017144345 -0.08447717857488508 3.627106703917527 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sacre_coeur/test/images/77706306_5103474140.jpg 0 0 1443.11 0.0 187.0 0.0 1443.11 249.5 0.0 0.0 1.0 505.257 0.0 319.5 0.0 505.257 214.0 0.0 0.0 1.0 0.9672985295369879 0.053595709084641945 0.24791340166133663 -16.425813878735788 -0.11484284710955604 0.9640363717499626 0.2396768541410269 -16.05153739591858 -0.2261518852969215 -0.26031014945806935 0.9386660486380476 -45.44710455044905 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/01617203_4574281148.jpg sacre_coeur/test/images/11830476_115274962.jpg 0 0 609.931 0.0 319.5 0.0 609.931 239.5 0.0 0.0 1.0 708.87 0.0 319.5 0.0 708.87 239.5 0.0 0.0 1.0 0.9881688316949919 0.020315411493696377 0.15201856505833952 -0.34089496665791064 -0.0645328927943347 0.9542508339949112 0.2919603595826177 0.18705519150708128 -0.13913254764486152 -0.2983163251916634 0.9442719440447184 0.3328438889911838 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/59914221_4605768617.jpg sacre_coeur/test/images/04808852_3532579721.jpg 3 0 658.209 0.0 319.5 0.0 658.209 239.5 0.0 0.0 1.0 536.862 0.0 319.5 0.0 536.862 223.5 0.0 0.0 1.0 0.016277354814864135 -0.991740984083656 0.12721976343718544 -2.646450718192919 0.9898959338934776 0.03390876680111396 0.1376816458181273 -1.1499001730841183 -0.14085839620481125 0.12369323353688383 0.9822723126484827 -5.673658543888916 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/73088789_3818781918.jpg sacre_coeur/test/images/28570538_3018664920.jpg 0 0 512.969 0.0 319.5 0.0 512.969 239.5 0.0 0.0 1.0 655.109 0.0 319.5 0.0 655.109 239.5 0.0 0.0 1.0 0.8695226105169701 0.2635407322089899 0.4177040965402458 -7.203881906462649 -0.17114675367320195 0.9541159750845234 -0.24570611468914202 2.010600407544123 -0.463291720740699 0.14215832214562402 0.8747295541696661 14.576707777963598 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/61737552_3071958212.jpg sacre_coeur/test/images/95748780_10564008623.jpg 0 0 531.42 0.0 319.5 0.0 531.42 213.0 0.0 0.0 1.0 512.767 0.0 319.5 0.0 512.767 212.5 0.0 0.0 1.0 0.8285907807643347 -0.27573348515162177 -0.4872456907951991 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1.0\nsacre_coeur/test/images/84259836_1237320024.jpg sacre_coeur/test/images/22199037_8161715444.jpg 0 0 693.174 0.0 239.5 0.0 693.174 319.5 0.0 0.0 1.0 593.177 0.0 319.5 0.0 593.177 212.0 0.0 0.0 1.0 0.7465859412930078 0.24521956568402206 0.6184470849388596 -8.357749505392054 -0.25382016015159925 0.9642665687981623 -0.07592964242531135 2.3119749206148805 -0.6149672825152978 -0.10028633458232847 0.7821495333577789 8.394061245801998 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/92863105_622062757.jpg sacre_coeur/test/images/85291069_9106452141.jpg 0 0 1225.4 0.0 239.0 0.0 1225.4 319.5 0.0 0.0 1.0 1805.38 0.0 239.5 0.0 1805.38 319.5 0.0 0.0 1.0 0.9970158558135583 -0.05179220108156379 -0.05724466056746719 4.315455124545306 0.05394607508616107 0.9978676185222797 0.036742848113236894 2.339716378975594 0.05521960013578459 -0.03972132691390088 0.9976838236380516 9.100551868536584 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/72841866_5318338358.jpg sacre_coeur/test/images/70724808_2779990339.jpg 0 0 535.133 0.0 319.5 0.0 535.133 239.5 0.0 0.0 1.0 1030.95 0.0 249.5 0.0 1030.95 165.5 0.0 0.0 1.0 0.9995152270623023 0.00431764291982584 0.030832917964590336 0.35973904698453074 0.00040886717418450735 0.9884314294216164 -0.1516678679192608 1.8892865948762494 -0.03113107287306613 0.15160695000941526 0.987950499271403 7.761525133608035 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/19631710_3287132673.jpg sacre_coeur/test/images/25927611_9367586008.jpg 0 0 500.5 0.0 319.5 0.0 500.5 213.0 0.0 0.0 1.0 828.45 0.0 213.0 0.0 828.45 319.5 0.0 0.0 1.0 0.9874103170725406 0.0495789462706552 0.15020916691532665 1.1990133531404341 -0.07508036112712474 0.9827207067639354 0.16918319027140952 0.2828121325389952 -0.13922573437308752 -0.17833098604584371 0.9740709698498317 0.40974063528218574 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/03836329_3380486130.jpg sacre_coeur/test/images/56739575_3512017389.jpg 0 0 944.708 0.0 319.5 0.0 944.708 301.0 0.0 0.0 1.0 767.042 0.0 319.5 0.0 767.042 213.0 0.0 0.0 1.0 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0.24599345849592544 0.9659266370344258 8.350838788228254 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/44656171_6113568114.jpg sacre_coeur/test/images/78937340_9546137587.jpg 0 0 533.981 0.0 319.5 0.0 533.981 239.5 0.0 0.0 1.0 944.217 0.0 239.5 0.0 944.217 319.5 0.0 0.0 1.0 0.9977900589077445 -0.022679049262879093 -0.062455256539476846 1.701530595042105 0.0264452317289831 0.9978389131870712 0.06015108518094241 3.2505623724819706 0.06095611588413709 -0.06166979855793683 0.9962335006825175 20.671031711442275 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/58207157_8155269003.jpg sacre_coeur/test/images/39890331_3228856431.jpg 0 0 716.507 0.0 319.5 0.0 716.507 239.5 0.0 0.0 1.0 853.952 0.0 295.0 0.0 853.952 319.5 0.0 0.0 1.0 0.9936618955973417 0.025096130185919316 0.1095729048970997 -1.983394855171424 -0.010431841066828764 0.9911407146942864 -0.13240566591825087 1.0957603159230755 -0.11192503710007826 0.13042341785504025 0.9851205602083206 3.7136599970610975 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/58219592_4573644273.jpg sacre_coeur/test/images/15114643_8210538601.jpg 0 0 612.079 0.0 319.5 0.0 612.079 239.5 0.0 0.0 1.0 927.73 0.0 239.5 0.0 927.73 319.5 0.0 0.0 1.0 0.9992173444474702 0.03402894306382892 0.020167538008006036 0.41638381904707944 -0.03426420135363935 0.9993473705597163 0.01143667176140428 1.231103246490047 -0.019765198226755414 -0.012118745369861267 0.9997312003482324 5.22886015922238 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/40430408_7756569670.jpg sacre_coeur/test/images/23743016_2389191967.jpg 0 0 517.998 0.0 319.5 0.0 517.998 201.0 0.0 0.0 1.0 714.056 0.0 239.5 0.0 714.056 319.5 0.0 0.0 1.0 0.9759676884595125 -0.09726260417766228 -0.19500527406092222 2.9728440858796557 0.04315258873572659 0.9634070062058316 -0.2645463938119776 2.1462846523628527 0.21359991846534307 0.24977375006612698 0.9444512420498491 8.896701533048414 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/67770719_8270986474.jpg sacre_coeur/test/images/15012791_5817353527.jpg 0 0 499.694 0.0 212.5 0.0 499.694 319.5 0.0 0.0 1.0 506.581 0.0 212.0 0.0 506.581 319.5 0.0 0.0 1.0 0.9936956942710568 -0.044246542932491494 -0.10301024524621456 4.289366111997187 0.07407948480323782 0.9487993082242505 0.3070701917224637 -3.2440321861775305 0.08414925500828238 -0.31276527325089487 0.9460955484145583 -9.241595544635468 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/55695069_9640098822.jpg sacre_coeur/test/images/60386407_4541255112.jpg 0 0 462.683 0.0 319.5 0.0 462.683 239.5 0.0 0.0 1.0 1433.05 0.0 212.5 0.0 1433.05 319.5 0.0 0.0 1.0 0.9753447153732742 0.01964804536716708 0.21981046496169473 1.69088040711171 0.03922992332053389 0.9647291706033928 -0.26030489911477805 4.296309817524874 -0.21717205001954495 0.26251015542287026 0.9401727070013086 50.701674578207694 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/61059746_3651170874.jpg sacre_coeur/test/images/67569977_7754509434.jpg 0 0 1456.26 0.0 239.5 0.0 1456.26 319.5 0.0 0.0 1.0 1806.88 0.0 239.5 0.0 1806.88 319.5 0.0 0.0 1.0 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sacre_coeur/test/images/93650031_6280047097.jpg 0 0 2645.81 0.0 319.5 0.0 2645.81 214.0 0.0 0.0 1.0 536.98 0.0 319.5 0.0 536.98 195.0 0.0 0.0 1.0 0.9814413740750388 -0.076126806882745 -0.1760043707625964 5.065642521978621 0.10165348990245872 0.9847921670375999 0.14089341976131645 -8.3285200169382 0.16260195953416726 -0.15617009001478183 0.9742543331904785 -31.105164810291363 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/36940211_2500226864.jpg sacre_coeur/test/images/74917306_234403154.jpg 0 0 647.827 0.0 319.5 0.0 647.827 239.5 0.0 0.0 1.0 701.955 0.0 319.5 0.0 701.955 239.5 0.0 0.0 1.0 0.9682181174466589 0.10862692692480572 0.22528619086602053 -6.805482262183558 -0.11773890361533486 0.9926672764273821 0.027372045698163816 -0.5060661097164112 -0.2206608882958351 -0.05302705966878042 0.9739080569126517 -4.225042812870262 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/18427217_3121596461.jpg sacre_coeur/test/images/14702458_3061790008.jpg 0 0 653.258 0.0 319.5 0.0 653.258 239.5 0.0 0.0 1.0 810.323 0.0 319.5 0.0 810.323 212.5 0.0 0.0 1.0 0.9853581151756675 -0.07402815832398374 -0.15358781407590644 2.104257284544386 0.08791450666470027 0.9924366009085684 0.08567749234746248 1.740877731100975 0.14608362117416984 -0.09792560927666634 0.9844136075209624 5.847758327557232 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/63858075_3812078922.jpg sacre_coeur/test/images/75030977_10341125684.jpg 0 0 537.525 0.0 249.5 0.0 537.525 187.0 0.0 0.0 1.0 870.934 0.0 319.5 0.0 870.934 239.5 0.0 0.0 1.0 0.9972735015062687 -0.02209519488703678 -0.07040856166923488 1.9895118317293108 0.032024381817947846 0.9891786687752415 0.1431782113633896 -0.7913717281173884 0.06648309681870179 -0.14504262684792027 0.9871892595821988 -1.2942498158376736 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79205306_10858206333.jpg sacre_coeur/test/images/85019556_13753237.jpg 0 0 428.425 0.0 319.5 0.0 428.425 212.5 0.0 0.0 1.0 1875.74 0.0 239.5 0.0 1875.74 319.5 0.0 0.0 1.0 0.9934301578342942 0.07598467867827403 0.08557365313861828 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1.0\nsacre_coeur/test/images/75030977_10341125684.jpg sacre_coeur/test/images/59066216_374458283.jpg 0 0 870.934 0.0 319.5 0.0 870.934 239.5 0.0 0.0 1.0 1271.07 0.0 249.5 0.0 1271.07 239.5 0.0 0.0 1.0 0.9938418372716723 0.05665377815552288 0.09522999479770934 -2.5762956721603794 -0.03367694310071826 0.9731937857377673 -0.22750762383881476 4.246885484797099 -0.10556640560262501 0.22289953975299603 0.969108626102381 31.782538655328004 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79302802_4840098295.jpg sacre_coeur/test/images/69077959_3760142614.jpg 0 0 528.086 0.0 319.5 0.0 528.086 213.0 0.0 0.0 1.0 2150.73 0.0 319.5 0.0 2150.73 319.5 0.0 0.0 1.0 0.9999836527510135 -0.00270353722538537 -0.005038364537333006 0.5352159863483141 0.002146291386403431 0.9942030983061777 -0.10749694298761069 4.763908609946864 0.005299779620394592 0.1074843719099104 0.9941926483992464 43.133127244661935 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/46259219_6904914541.jpg sacre_coeur/test/images/39123262_5579580720.jpg 0 0 605.234 0.0 319.5 0.0 605.234 264.5 0.0 0.0 1.0 683.689 0.0 319.5 0.0 683.689 214.0 0.0 0.0 1.0 0.996994499821162 0.07501318631909208 0.01936463799321251 -0.6082888801204636 -0.0761371423509432 0.9949160039935337 0.0659187420402636 0.39922231221329296 -0.0143214133724019 -0.0671949914487366 0.997637073410577 0.5817494054582166 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/44509707_7002758055.jpg sacre_coeur/test/images/97963132_2552614010.jpg 0 0 1017.42 0.0 213.0 0.0 1017.42 319.5 0.0 0.0 1.0 756.149 0.0 319.5 0.0 756.149 239.5 0.0 0.0 1.0 0.998223211264314 -0.024542497248923177 0.05429628276362246 -2.066257259710357 0.01476113750897966 0.9846863927342293 0.17370900029501155 -6.32193848667287 -0.0577280634752426 -0.1725988812038998 0.9832990882201409 -32.917346361361176 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/04388678_7557805274.jpg sacre_coeur/test/images/86255041_34613076.jpg 0 0 528.283 0.0 213.0 0.0 528.283 319.5 0.0 0.0 1.0 943.253 0.0 319.5 0.0 943.253 283.5 0.0 0.0 1.0 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0.0 1.0\nsacre_coeur/test/images/88346204_4983096872.jpg sacre_coeur/test/images/90741813_5700626652.jpg 0 0 525.321 0.0 319.5 0.0 525.321 239.5 0.0 0.0 1.0 756.043 0.0 266.0 0.0 756.043 319.5 0.0 0.0 1.0 0.8495636781326175 0.31509501155682323 0.42303272980915285 -7.362086933826552 -0.213474104148963 0.9387501264630196 -0.27051248940383993 1.6563011847279103 -0.4823591645813065 0.13951105245703765 0.8647926355992827 8.771084335164431 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/15012791_5817353527.jpg sacre_coeur/test/images/47058715_3625029597.jpg 0 0 506.581 0.0 212.0 0.0 506.581 319.5 0.0 0.0 1.0 679.749 0.0 319.5 0.0 679.749 239.5 0.0 0.0 1.0 0.8809843425813713 0.22916957308675184 0.4139418979732603 -1.5885657310640309 -0.12400289182958739 0.9561242381238391 -0.2654236690463151 1.4837632516702899 -0.45660691074968274 0.182504104182191 0.8707481731317541 11.491890419398704 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/18244579_9045725729.jpg sacre_coeur/test/images/57417409_1401404166.jpg 0 0 676.419 0.0 319.5 0.0 676.419 239.5 0.0 0.0 1.0 548.254 0.0 187.0 0.0 548.254 249.5 0.0 0.0 1.0 0.9714212759146149 0.0552184207747922 0.23084980118587836 -7.1505992870387 0.00014274149871402824 0.9724283218240531 -0.2332019265343233 -0.30902833533738805 -0.23736192686546442 0.22657026486631768 0.9446296791616916 6.136578617622172 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/97523888_2454093481.jpg sacre_coeur/test/images/43274786_5333458956.jpg 0 0 651.106 0.0 319.5 0.0 651.106 239.5 0.0 0.0 1.0 502.299 0.0 319.5 0.0 502.299 239.5 0.0 0.0 1.0 0.9094508476070096 0.09274194114179744 0.40533700563869446 -8.730198014246351 -0.17137531225584576 0.9717670004290153 0.1621708951273481 -1.9575430497984956 -0.3788530825215799 -0.216951213940935 0.8996680013390781 -4.739892743278401 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/12060097_10141374576.jpg sacre_coeur/test/images/08319155_4244960671.jpg 0 0 852.046 0.0 319.5 0.0 852.046 209.0 0.0 0.0 1.0 661.935 0.0 239.5 0.0 661.935 319.5 0.0 0.0 1.0 0.977997146524418 0.11100502559450572 0.1766337048325129 -5.838862547940984 -0.11841053282684572 0.9924515573614469 0.03191946125017678 -4.147279507595103 -0.17175717483051087 -0.052132433125667316 0.9837589553903128 -17.098699349729248 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/90319881_5214536200.jpg sacre_coeur/test/images/69077959_3760142614.jpg 0 0 519.617 0.0 319.5 0.0 519.617 213.0 0.0 0.0 1.0 2150.73 0.0 319.5 0.0 2150.73 319.5 0.0 0.0 1.0 0.8083588394668516 0.2613509960173143 0.5274956336658748 -6.81785300256844 -0.09522779554653005 0.9423008550677195 -0.3209373233109434 5.592089194634177 -0.5809368757542883 0.2092002758588107 0.7866051048457825 51.577377526631516 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/60748234_6779431614.jpg sacre_coeur/test/images/35996631_900261655.jpg 0 0 1251.64 0.0 305.5 0.0 1251.64 305.5 0.0 0.0 1.0 896.808 0.0 319.5 0.0 896.808 204.0 0.0 0.0 1.0 0.9992416750363785 -0.01930190260837582 -0.03381584578550233 1.4328676234482955 0.015136273934078142 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1.0\nsacre_coeur/test/images/47232856_233187107.jpg sacre_coeur/test/images/68833924_5994205213.jpg 0 0 548.399 0.0 249.5 0.0 548.399 187.0 0.0 0.0 1.0 499.829 0.0 319.5 0.0 499.829 212.5 0.0 0.0 1.0 0.9194122207573112 -0.07505847185908576 -0.3860665669600103 9.68005836670552 0.0749183223361742 0.9970702587011476 -0.015431921201181384 -1.6754440097855325 0.3860937882178919 -0.014735162564600246 0.9223418355922889 -5.684191607331163 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/84982523_3167326578.jpg sacre_coeur/test/images/48360689_7391063350.jpg 0 0 463.512 0.0 187.0 0.0 463.512 249.5 0.0 0.0 1.0 1914.59 0.0 212.0 0.0 1914.59 319.5 0.0 0.0 1.0 0.9999184014611934 0.005369269051846308 -0.011591435163097293 0.7210955611352294 -0.0033559568333318673 0.9859188577809287 0.16719073965289416 3.649078757755283 0.012325906580216144 -0.16713819677679276 0.9858564272779166 41.448422751930096 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/36940211_2500226864.jpg 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0 569.028 0.0 187.0 0.0 569.028 249.5 0.0 0.0 1.0 516.78 0.0 319.5 0.0 516.78 239.5 0.0 0.0 1.0 0.9998534237006539 0.016643616807422053 -0.004015113155110234 -1.051235220658553 -0.016754038947519347 0.9994318513333015 -0.029245114454120105 -0.35184295382429354 0.0035260874954609403 0.029308097175648955 0.9995642061153035 -1.0046347222233667 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/58207157_8155269003.jpg sacre_coeur/test/images/32813607_2497921988.jpg 0 0 716.507 0.0 319.5 0.0 716.507 239.5 0.0 0.0 1.0 769.873 0.0 319.5 0.0 769.873 212.5 0.0 0.0 1.0 0.9976036175529632 -0.013021530879988473 0.06795190930932477 -1.9769433533286245 0.011594176023667394 0.999704669267045 0.021357652680024583 -0.5249569180636015 -0.06820995035603976 -0.020518625178355645 0.9974599684665127 -2.4962012062294217 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/89611407_866799904.jpg sacre_coeur/test/images/58219592_4573644273.jpg 0 0 673.378 0.0 319.5 0.0 673.378 239.5 0.0 0.0 1.0 612.079 0.0 319.5 0.0 612.079 239.5 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sacre_coeur/test/images/31938889_10141160664.jpg 0 0 609.931 0.0 319.5 0.0 609.931 239.5 0.0 0.0 1.0 1776.39 0.0 210.0 0.0 1776.39 319.5 0.0 0.0 1.0 0.7823467591392301 0.19670058721101671 0.5909673658123473 -9.40084474552608 -0.1519904268171812 0.9804304244479365 -0.1251203139892576 4.931340422147441 -0.6040136245319924 0.008066089987134623 0.7969331713337353 49.03028917301137 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/70139640_13923464795.jpg sacre_coeur/test/images/00204549_3820006713.jpg 0 0 544.883 0.0 239.5 0.0 544.883 319.5 0.0 0.0 1.0 565.301 0.0 319.5 0.0 565.301 213.5 0.0 0.0 1.0 0.9747626819291414 0.08197616029932636 0.207647834231148 -2.1983094490626574 -0.11298797287204057 0.9833709401619628 0.1421805613691414 0.9503668737518429 -0.19253942948023448 -0.16205401317942209 0.9678156151395105 4.322970560864036 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/41560346_5689316901.jpg sacre_coeur/test/images/98073777_2853247623.jpg 0 0 771.673 0.0 299.5 0.0 771.673 299.5 0.0 0.0 1.0 712.676 0.0 239.5 0.0 712.676 319.5 0.0 0.0 1.0 0.7981296248326382 0.3497478256043856 0.49057676305499487 -5.601488422911158 -0.2931005822307188 0.9368037163560359 -0.1910257723908834 1.1997037932672483 -0.5263849833159434 0.008674993171420311 0.8502020899956372 1.9224990641493602 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/96718433_4122167216.jpg sacre_coeur/test/images/79205306_10858206333.jpg 0 0 536.625 0.0 239.5 0.0 536.625 319.5 0.0 0.0 1.0 428.425 0.0 319.5 0.0 428.425 212.5 0.0 0.0 1.0 0.9734408390939375 -0.06668463188025124 -0.21901162675777272 -1.4784479578146805 0.10571668186670363 0.9794693475822202 0.17165016842972922 4.868213416349591 0.2030687468794367 -0.19024446645791204 0.9605051415911107 8.617351483008694 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/75519914_2079302390.jpg sacre_coeur/test/images/99936428_253699491.jpg 0 0 569.028 0.0 187.0 0.0 569.028 249.5 0.0 0.0 1.0 658.712 0.0 319.5 0.0 658.712 239.5 0.0 0.0 1.0 0.9805852023317474 0.038419500852548666 0.19229301319144956 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0.07115600631350723 0.11278721742056551 0.99106804325033 6.343264688280281 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/70116109_2697195876.jpg sacre_coeur/test/images/86827532_95504488.jpg 0 0 606.734 0.0 212.5 0.0 606.734 319.5 0.0 0.0 1.0 526.393 0.0 249.5 0.0 526.393 166.0 0.0 0.0 1.0 0.9926671631520859 0.015436791872536049 -0.11988998563797512 3.584093026280142 0.022508735040111017 0.9508608996709799 0.3087991358857547 -2.8863750041890492 0.11876556759635326 -0.3092333341242155 0.9435409291705037 -7.418124593813831 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/94573763_208832452.jpg sacre_coeur/test/images/04073909_6377255611.jpg 0 0 760.459 0.0 239.5 0.0 760.459 319.5 0.0 0.0 1.0 679.951 0.0 319.5 0.0 679.951 221.5 0.0 0.0 1.0 0.9681333335773997 -0.08808801257703211 -0.2344319740490617 5.755711865305856 0.109211398865651 0.9908998623051213 0.07867867081680911 -0.07581715013817059 0.22536796306067766 -0.10177408768405026 0.968943402011676 -0.14082869181508428 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/26140494_3397638398.jpg sacre_coeur/test/images/01723814_7963028620.jpg 0 0 675.035 0.0 319.5 0.0 675.035 239.5 0.0 0.0 1.0 505.251 0.0 319.5 0.0 505.251 214.0 0.0 0.0 1.0 0.7733243211862636 -0.2579113499102927 -0.5791815171854637 14.705985222259738 0.2722836753563509 0.960087818132832 -0.06397641446170318 1.7233644499785794 0.5725653625536935 -0.1082271549121979 0.8126843105064653 -0.6689556891471673 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/30442266_2401730436.jpg sacre_coeur/test/images/38714154_3919914519.jpg 0 0 523.192 0.0 319.5 0.0 523.192 239.5 0.0 0.0 1.0 1481.11 0.0 213.5 0.0 1481.11 319.5 0.0 0.0 1.0 0.9821853263106235 -0.0765592400530909 -0.17161196794684008 0.28244180891294546 0.04794004651734821 0.9851108433445096 -0.16510111527480265 4.0603675025085035 0.18169682638947918 0.1539328070541247 0.9712316686519387 48.489252150483566 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/62327360_2404846280.jpg sacre_coeur/test/images/30442266_2401730436.jpg 0 0 1508.2 0.0 319.5 0.0 1508.2 213.0 0.0 0.0 1.0 523.192 0.0 319.5 0.0 523.192 239.5 0.0 0.0 1.0 0.9723071789040126 0.06777266513761522 0.22366406888873525 -12.136341275192958 -0.09529778747136372 0.988824207840164 0.11465172345994247 -11.458460220288977 -0.2133941928797104 -0.1327913846957588 0.9678994609957171 -46.477290047469594 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/67741421_496100843.jpg sacre_coeur/test/images/95271137_4372074334.jpg 0 0 1150.26 0.0 239.5 0.0 1150.26 319.5 0.0 0.0 1.0 1503.0 0.0 239.5 0.0 1503.0 319.5 0.0 0.0 1.0 0.9987921074156698 -0.01408471133194645 -0.04707384699448996 1.2042744604296671 0.015263207861722387 0.9995766491813284 0.024770080686124577 0.6100902077390753 0.04670503880669374 -0.025458659000878372 0.9985842458360448 1.9073157874204938 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/09199317_7932673946.jpg sacre_coeur/test/images/70724808_2779990339.jpg 0 0 592.689 0.0 319.5 0.0 592.689 212.5 0.0 0.0 1.0 1030.95 0.0 249.5 0.0 1030.95 165.5 0.0 0.0 1.0 0.9865564327365316 0.013361275716502584 0.1628738202947207 0.26598576053126144 -0.026279010299423086 0.9966524189572097 0.07741685478257056 -0.1762583256964949 -0.16129419903968084 -0.08065625888900627 0.9836049762268274 -0.7718468527769797 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/24721269_9145209888.jpg sacre_coeur/test/images/04398000_3306414527.jpg 0 0 581.406 0.0 239.5 0.0 581.406 319.5 0.0 0.0 1.0 619.126 0.0 209.0 0.0 619.126 249.5 0.0 0.0 1.0 0.6296060138107974 0.23386353389370124 0.7408806347098215 -13.929986191986595 -0.2863785368613364 0.9563286943570556 -0.058504375686688787 0.16253563138940108 -0.722207450112804 -0.1753376053905114 0.66908379380873 7.30563905220007 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/57606942_9403768875.jpg sacre_coeur/test/images/40932424_8951501615.jpg 0 0 456.61 0.0 179.5 0.0 456.61 319.5 0.0 0.0 1.0 640.24 0.0 319.5 0.0 640.24 212.0 0.0 0.0 1.0 0.9984932649497822 0.006643511959144169 0.05447075911691133 2.210668041218955 -0.0208429413999009 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0.9923024228304603 9.395959802419279 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/33317152_9653273357.jpg sacre_coeur/test/images/64655298_3515609807.jpg 0 0 531.534 0.0 319.5 0.0 531.534 239.5 0.0 0.0 1.0 649.481 0.0 179.5 0.0 649.481 319.5 0.0 0.0 1.0 0.8995977339200139 0.1894106035038871 0.3935067221868887 -5.2922071214373085 -0.06687430889690081 0.9501703638265694 -0.30447349066092166 3.4732924585986225 -0.43156893300553717 0.2475881721447487 0.8674378093434043 10.572595193074518 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/23735654_3093471146.jpg sacre_coeur/test/images/35558294_6148191791.jpg 0 0 662.801 0.0 239.5 0.0 662.801 319.5 0.0 0.0 1.0 638.785 0.0 319.5 0.0 638.785 239.5 0.0 0.0 1.0 0.36202786329270115 0.8798134185722067 -0.3080002836037788 0.4736372176191217 -0.9321346314217066 0.3444482224056608 -0.11171593881760847 -1.4545095929950036 0.007800968147637413 0.32754201346066636 0.9448044106131662 13.3206457770721 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/08081221_11367454663.jpg sacre_coeur/test/images/44937588_1061437022.jpg 0 0 670.286 0.0 212.5 0.0 670.286 319.5 0.0 0.0 1.0 521.234 0.0 319.5 0.0 521.234 239.5 0.0 0.0 1.0 0.9007684555439807 -0.15211646803012682 -0.40678835977809324 9.33349442488496 0.147990535450036 0.9881052312892287 -0.041795374338213995 -1.5501919303997995 0.4083074710486251 -0.022552872386886358 0.912565820657873 -5.36183998634301 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/02580991_8300101521.jpg sacre_coeur/test/images/30588853_4939266422.jpg 0 0 610.611 0.0 238.5 0.0 610.611 319.5 0.0 0.0 1.0 850.404 0.0 213.0 0.0 850.404 319.5 0.0 0.0 1.0 0.9863498156343713 -0.06675382049680861 -0.15052564116163591 3.5291223629053374 0.05166574935613742 0.9934405681676084 -0.10201219467440421 0.9046904035848923 0.15634798221118978 0.09284268936162725 0.9833288074141783 2.090595795835174 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/25134250_4289943327.jpg sacre_coeur/test/images/67741421_496100843.jpg 0 0 695.364 0.0 319.5 0.0 695.364 239.5 0.0 0.0 1.0 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0.0 0.0 1.0\nsacre_coeur/test/images/79205306_10858206333.jpg sacre_coeur/test/images/73479674_2286585340.jpg 0 0 428.425 0.0 319.5 0.0 428.425 212.5 0.0 0.0 1.0 510.127 0.0 249.5 0.0 510.127 187.0 0.0 0.0 1.0 0.9994353366802687 0.021378860774680507 0.025922039016529157 3.6208937866385216 -0.01868577771202632 0.9948101150078444 -0.10001838225734169 -4.373919270385916 -0.027925785684459692 0.0994775320866768 0.9946478628659743 -9.800379681193032 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/39980369_7971720718.jpg sacre_coeur/test/images/87252152_3382721265.jpg 0 0 670.012 0.0 319.5 0.0 670.012 239.0 0.0 0.0 1.0 1262.46 0.0 239.5 0.0 1262.46 319.5 0.0 0.0 1.0 0.9874335453969104 0.05353289366813814 0.14869170360313752 -2.6166429078210722 -0.018828410244404476 0.9740288179746686 -0.22563987396410748 4.011057413660604 -0.15690915968341648 0.22000475233591144 0.9627966683350428 39.17353198619065 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/97202520_2635602680.jpg sacre_coeur/test/images/04543624_3663972093.jpg 0 0 677.356 0.0 319.5 0.0 677.356 239.5 0.0 0.0 1.0 433.924 0.0 319.5 0.0 433.924 212.5 0.0 0.0 1.0 0.9900921290113908 -0.03592460636898161 -0.13574608181058206 1.0288241904005497 0.0390243460238271 0.9990332059799831 0.020242375521894278 1.258824313554619 0.13488764393784966 -0.02533921874467527 0.9905368481315097 1.9072738501649622 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/36940211_2500226864.jpg sacre_coeur/test/images/71870353_3302102984.jpg 0 0 647.827 0.0 319.5 0.0 647.827 239.5 0.0 0.0 1.0 682.987 0.0 239.5 0.0 682.987 319.5 0.0 0.0 1.0 0.9997807701319013 -0.004783270524578327 -0.020384601971862704 1.0462195562939505 0.0017446220680337639 0.9892016100434303 -0.1465507795316184 -0.3316871758261425 0.020865473114748637 0.1464830877971037 0.9889930925042519 -5.452124956380311 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/76298563_8026742947.jpg sacre_coeur/test/images/63170630_8128095778.jpg 0 0 520.791 0.0 319.5 0.0 520.791 239.5 0.0 0.0 1.0 1392.01 0.0 212.0 0.0 1392.01 319.5 0.0 0.0 1.0 0.996901064093504 -0.03525145164085113 -0.0703249853640407 1.545767765986779 0.035287523266602935 0.9993769349934395 -0.000729729283793702 0.8726687443026862 0.07030689234313205 -0.0017541266577429453 0.9975238663454221 4.4137687623075 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/38714154_3919914519.jpg sacre_coeur/test/images/15865748_8030415.jpg 0 0 1481.11 0.0 213.5 0.0 1481.11 319.5 0.0 0.0 1.0 666.681 0.0 212.0 0.0 666.681 319.5 0.0 0.0 1.0 0.9973707583784306 -0.010150999677204179 -0.07175324060408474 5.6811219256912935 0.014849076642210829 0.9977585600677321 0.06524845388543304 -5.488204182906468 0.070930072990996 -0.0661423693037914 0.9952859447055267 -36.99568707231483 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/59088601_13927956521.jpg sacre_coeur/test/images/90301699_2168560949.jpg 0 0 1295.39 0.0 319.5 0.0 1295.39 213.0 0.0 0.0 1.0 599.141 0.0 213.5 0.0 599.141 319.5 0.0 0.0 1.0 0.6746230909351922 -0.2103760295593269 -0.7075490169337392 44.15244930158436 0.2955958614301116 0.9553105432404414 -0.002202879715966044 -0.4352862109720492 0.6763924688244521 -0.20766244764161376 0.7066608351656801 -25.283687071318866 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/30959030_12203993343.jpg sacre_coeur/test/images/38432569_8875267871.jpg 0 0 1448.34 0.0 213.0 0.0 1448.34 319.5 0.0 0.0 1.0 569.282 0.0 239.5 0.0 569.282 319.5 0.0 0.0 1.0 0.9971983974252263 0.015351012638292047 -0.07320998964307847 3.482355215565024 -0.0029940415930708795 0.9861224347873345 0.165992708647212 -9.005487628528426 0.07474216940589574 -0.1653084692932526 0.9834056732053268 -34.02661560679787 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/83916827_2652728872.jpg sacre_coeur/test/images/98400098_660544149.jpg 0 0 690.499 0.0 239.5 0.0 690.499 319.5 0.0 0.0 1.0 1210.72 0.0 239.0 0.0 1210.72 319.5 0.0 0.0 1.0 0.9886069500758838 0.02482546774793445 0.14845872966166368 -3.9576521090992283 0.012662736379923278 0.9690916727350748 -0.24637569876695825 -0.2080314428287548 -0.1499865106235599 0.2454486218878213 0.9577364045729586 38.521208443949114 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/51093888_43012197.jpg sacre_coeur/test/images/30959030_12203993343.jpg 0 0 1767.41 0.0 319.5 0.0 1767.41 239.5 0.0 0.0 1.0 1448.34 0.0 213.0 0.0 1448.34 319.5 0.0 0.0 1.0 0.9984959287570454 -0.0047011473052127285 -0.05462398254997439 2.21817483120392 0.003093740878915556 0.9995607555749382 -0.02947413581146612 -1.4564644365103172 0.05473855152430822 0.029260812163597143 0.998071889118488 -9.402337124615045 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/58368117_3401402227.jpg sacre_coeur/test/images/95803142_180463023.jpg 0 0 682.756 0.0 319.5 0.0 682.756 239.0 0.0 0.0 1.0 586.012 0.0 187.0 0.0 586.012 249.5 0.0 0.0 1.0 0.7522087380089644 -0.2619017551724017 -0.6046399632017194 12.012338596395175 0.28466255500916987 0.9567310552820187 -0.06027368940595704 1.2577969699459297 0.5942636151057985 -0.12677996094245259 0.7942150824964339 -2.376828125783148 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/34366638_4030867612.jpg sacre_coeur/test/images/33672452_9565324953.jpg 0 0 648.225 0.0 239.5 0.0 648.225 319.5 0.0 0.0 1.0 493.101 0.0 212.5 0.0 493.101 319.5 0.0 0.0 1.0 0.9552173696395215 0.06997779672421942 0.2875115383851185 -1.3990175219515715 -0.013032437776657958 0.9806408337024103 -0.19538093776271884 -0.11501255691113965 -0.295617882247592 0.18288428921333205 0.9376371390118798 6.504941168952737 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/95803142_180463023.jpg sacre_coeur/test/images/59088601_13927956521.jpg 0 0 586.012 0.0 187.0 0.0 586.012 249.5 0.0 0.0 1.0 1295.39 0.0 319.5 0.0 1295.39 213.0 0.0 0.0 1.0 0.7127203787035985 0.27767775300735253 0.6441465107142835 -9.214835190040393 -0.20701677073196065 0.9606731887775036 -0.18507047576470376 4.766140093042574 -0.6702042363461377 -0.0014456309524565668 0.7421753106475852 49.48313176495665 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/75907133_3528579515.jpg sacre_coeur/test/images/70139640_13923464795.jpg 0 0 539.794 0.0 187.0 0.0 539.794 249.5 0.0 0.0 1.0 544.883 0.0 239.5 0.0 544.883 319.5 0.0 0.0 1.0 0.9712296922887514 -0.06456656265359592 -0.2292248760579798 4.000180573670244 0.08245925801582271 0.9941787531581816 0.06934751283444432 -1.3442937271200364 0.22341297093986487 -0.08625407674969755 0.970900035358883 -7.064357900204783 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/92423741_5783562525.jpg sacre_coeur/test/images/31148870_2948239995.jpg 0 0 502.585 0.0 212.0 0.0 502.585 319.5 0.0 0.0 1.0 722.471 0.0 319.5 0.0 722.471 239.5 0.0 0.0 1.0 0.9964043392112382 0.0692205116459875 0.048856049456375686 -0.8878756569020436 -0.06757341771343184 0.9971142489278082 -0.034597800561006295 2.069214644131167 -0.05110994051593257 0.031172028368407885 0.9982064308688146 8.410849291747311 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/77647660_7639153124.jpg sacre_coeur/test/images/45927449_5904684394.jpg 0 0 1863.9 0.0 305.5 0.0 1863.9 305.5 0.0 0.0 1.0 445.549 0.0 239.5 0.0 445.549 319.5 0.0 0.0 1.0 0.9964225631009409 0.03137643631343469 0.07847034463808786 -8.64658475162144 -0.048056174905323004 0.9741562641158434 0.22070382220825252 -17.42487789666032 -0.06951747835487347 -0.22368525281773022 0.9721791130625302 -55.07305413097956 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/30959030_12203993343.jpg sacre_coeur/test/images/99543611_6046123347.jpg 0 0 1448.34 0.0 213.0 0.0 1448.34 319.5 0.0 0.0 1.0 803.204 0.0 213.0 0.0 803.204 319.5 0.0 0.0 1.0 0.997131961283098 0.021908175511364102 0.07244227794240882 -4.321670568492825 -0.031435102556200814 0.9906029009994055 0.13310795189936317 -6.735961827221482 -0.06884537831258597 -0.13500342357631268 0.9884504992702828 -31.99052378608348 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/62766948_5445805244.jpg sacre_coeur/test/images/57895226_4857581382.jpg 0 0 473.93 0.0 319.5 0.0 473.93 212.5 0.0 0.0 1.0 456.232 0.0 319.5 0.0 456.232 239.5 0.0 0.0 1.0 0.9545212496324872 0.15468508152564422 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0.8415823593998547 5.600481337154966 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/85019556_13753237.jpg sacre_coeur/test/images/94661279_5887793763.jpg 0 0 1875.74 0.0 239.5 0.0 1875.74 319.5 0.0 0.0 1.0 526.02 0.0 319.5 0.0 526.02 213.0 0.0 0.0 1.0 0.9989370764054007 -0.0390187948953357 -0.02454080331909559 1.2608837408469697 0.044077741844939414 0.9643577221003696 0.26090484184705537 -18.103899685750523 0.013485920676085946 -0.2617092231280774 0.9650525438924124 -48.777383707385134 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/04808852_3532579721.jpg sacre_coeur/test/images/60162628_4661185887.jpg 0 0 536.862 0.0 319.5 0.0 536.862 223.5 0.0 0.0 1.0 517.267 0.0 239.5 0.0 517.267 319.5 0.0 0.0 1.0 0.9755728411467824 -0.0955973072326097 -0.19778469725099745 4.164818369035435 0.06790555322630908 0.9874847593563938 -0.14234706136718783 2.2328092355185465 0.20891736992845664 0.12543924780035579 0.9698549003090398 13.808588506998971 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/88496846_9311240752.jpg sacre_coeur/test/images/08124432_3626165332.jpg 0 0 586.712 0.0 319.5 0.0 586.712 239.5 0.0 0.0 1.0 1404.56 0.0 196.5 0.0 1404.56 249.5 0.0 0.0 1.0 0.9991872883078712 -0.024080955667522 0.032324456037213095 -1.680030850518099 0.027477638651165245 0.9936485425742129 -0.10912173575552642 4.236223131847725 -0.02949139294978912 0.10992125096759853 0.9935026805840032 41.54401758955858 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/93845208_10996896025.jpg sacre_coeur/test/images/69077959_3760142614.jpg 0 0 1826.02 0.0 226.0 0.0 1826.02 301.5 0.0 0.0 1.0 2150.73 0.0 319.5 0.0 2150.73 319.5 0.0 0.0 1.0 0.9998176309751339 -0.0030181314419147126 0.01885724459910562 -1.3205022304926515 0.001976026370009678 0.9984822478459799 0.05503904120007913 -1.0395608539608325 -0.01899473903627523 -0.0549917413712124 0.9983061195194115 -3.0919311413230517 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/00204549_3820006713.jpg sacre_coeur/test/images/50922291_2317878312.jpg 0 0 565.301 0.0 319.5 0.0 565.301 213.5 0.0 0.0 1.0 660.33 0.0 239.5 0.0 660.33 319.5 0.0 0.0 1.0 0.9989147194282663 -0.04505306417781079 0.011815444034756692 0.011858289608326023 0.046228493753415305 0.9899752656001188 -0.13346122982074066 -0.33373821708780116 -0.005684159994128232 0.13386259712169105 0.9909835999737822 -3.99121953236575 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/83916827_2652728872.jpg sacre_coeur/test/images/25134250_4289943327.jpg 0 0 690.499 0.0 239.5 0.0 690.499 319.5 0.0 0.0 1.0 695.364 0.0 319.5 0.0 695.364 239.5 0.0 0.0 1.0 0.9830199541434328 0.01901051917859876 0.18251128709316444 -2.369540050059228 -0.031962108425385445 0.9971536662277941 0.0682860860898671 1.127941384168011 -0.18069364510365954 -0.07296003076362402 0.9808295675244112 4.921666602750978 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/96789550_6435726869.jpg sacre_coeur/test/images/15701912_177669906.jpg 0 0 924.329 0.0 317.5 0.0 924.329 319.5 0.0 0.0 1.0 743.975 0.0 319.5 0.0 743.975 239.0 0.0 0.0 1.0 0.9813165685000635 0.06902444736158642 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-4.259753104162401 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/63858075_3812078922.jpg sacre_coeur/test/images/18432192_5847633717.jpg 0 0 537.525 0.0 249.5 0.0 537.525 187.0 0.0 0.0 1.0 708.131 0.0 213.5 0.0 708.131 319.5 0.0 0.0 1.0 0.9989624662759752 -0.007816137668673567 -0.04486534256824277 0.5024768064290657 0.011903874717203118 0.9957265278598578 0.09158045360703015 2.4985315661325393 0.04395780634356728 -0.09201950721502809 0.994786470330877 6.104993526251571 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/92423741_5783562525.jpg sacre_coeur/test/images/59088601_13927956521.jpg 0 0 502.585 0.0 212.0 0.0 502.585 319.5 0.0 0.0 1.0 1295.39 0.0 319.5 0.0 1295.39 213.0 0.0 0.0 1.0 0.9964416753616442 -0.039894109405347884 -0.07424585939454038 0.9376064325697013 0.028316636910292094 0.988140493922702 -0.1509189595255991 4.8682064840283665 0.07938611765649213 0.14827954783095626 0.9857540362679104 48.872364973869814 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/77447644_11774301175.jpg sacre_coeur/test/images/09906423_9611413320.jpg 0 0 511.678 0.0 319.5 0.0 511.678 212.5 0.0 0.0 1.0 1488.12 0.0 239.5 0.0 1488.12 319.5 0.0 0.0 1.0 0.9977981551458438 -0.023958698521442758 -0.061845148174365955 0.09318901184592776 0.020428901109491516 0.9981600436492128 -0.057089292005247004 4.263675770114406 0.06309914093717349 0.05570016182526189 0.9964516999762861 41.86836950945358 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/40133282_13969857252.jpg sacre_coeur/test/images/16214259_2076433877.jpg 0 0 1447.89 0.0 213.0 0.0 1447.89 319.5 0.0 0.0 1.0 593.424 0.0 319.5 0.0 593.424 213.0 0.0 0.0 1.0 0.9792782647371712 -0.027189616254413084 -0.2006858365238871 11.260236318343512 0.05808271192031766 0.9870242242273471 0.14969829446050864 -7.662501292124834 0.1940115429280845 -0.15825266366270588 0.9681506162030381 -30.91635300876093 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/92423741_5783562525.jpg sacre_coeur/test/images/53515910_7697309520.jpg 0 0 502.585 0.0 212.0 0.0 502.585 319.5 0.0 0.0 1.0 500.109 0.0 319.5 0.0 500.109 212.5 0.0 0.0 1.0 0.7887352485106107 -0.2461467559375319 -0.5633014133644033 8.41487320036713 0.24959945275075243 0.9656339376248048 -0.07246524472972883 2.0557396097394283 0.5617800467651286 -0.08344383169919559 0.823067619341161 4.171246273876243 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/27733835_2747519645.jpg sacre_coeur/test/images/86437085_9493229723.jpg 0 0 506.292 0.0 187.0 0.0 506.292 249.5 0.0 0.0 1.0 520.807 0.0 319.5 0.0 520.807 212.0 0.0 0.0 1.0 0.9932728282075047 0.007357317415360245 -0.11556365616020474 1.5792364773467833 0.0040406346380084165 0.9951696922137164 0.0980864770036055 -0.1433423002080827 0.11572710147751267 -0.09789358293425744 0.9884452864999191 0.153813896746696 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/23735654_3093471146.jpg sacre_coeur/test/images/62721852_537101715.jpg 0 0 662.801 0.0 239.5 0.0 662.801 319.5 0.0 0.0 1.0 662.611 0.0 319.5 0.0 662.611 239.5 0.0 0.0 1.0 0.9542653110134192 0.17082997574626546 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1.3591012598749745 0.08341354422601967 -0.15384841370652616 0.9845673396165646 3.4690997684150866 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/18698491_4586522698.jpg sacre_coeur/test/images/64655298_3515609807.jpg 0 0 1792.43 0.0 246.5 0.0 1792.43 319.5 0.0 0.0 1.0 649.481 0.0 179.5 0.0 649.481 319.5 0.0 0.0 1.0 0.9988854364150471 -0.04644798882517706 -0.008394596596455892 1.079780541019645 0.04719812702292247 0.9846861725981128 0.16782573789382774 -10.66413610199228 0.00047087519479969324 -0.16803489467421906 0.9857809353240582 -40.14680077825571 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/34904068_5083153.jpg sacre_coeur/test/images/88496846_9311240752.jpg 0 0 646.015 0.0 319.5 0.0 646.015 239.5 0.0 0.0 1.0 586.712 0.0 319.5 0.0 586.712 239.5 0.0 0.0 1.0 0.9983364740482141 -0.039948351509633155 -0.04157419628378215 2.08543164106712 0.04206932868610804 0.9977886682332795 0.051458188164355524 -0.8774339316120527 0.039426592154025435 -0.05312158466123542 0.9978094212194025 -4.619669062866082 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1.0 727.689 0.0 319.5 0.0 727.689 239.5 0.0 0.0 1.0 0.9861682234479686 0.14399316892074057 0.08208655410991789 -4.765041881328486 -0.13560252920106147 0.9857047817412906 -0.0999901861515898 -1.147590319246822 -0.0953110126677534 0.08747599988864029 0.9915965713473046 -2.5785593494252064 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/97437832_311711460.jpg sacre_coeur/test/images/45575968_5097432755.jpg 0 0 489.971 0.0 249.5 0.0 489.971 187.0 0.0 0.0 1.0 588.085 0.0 319.5 0.0 588.085 179.5 0.0 0.0 1.0 0.9914795505629692 -0.04809027405097496 -0.12106042440514989 0.22759622061981377 0.0400796303106161 0.9968963806554686 -0.06775861177881327 2.7981005223585 0.12394322913986561 0.06232922089782375 0.9903298158556337 14.630688047023172 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/92912238_291183223.jpg sacre_coeur/test/images/41814686_978754656.jpg 0 0 1859.84 0.0 239.5 0.0 1859.84 319.5 0.0 0.0 1.0 701.026 0.0 239.5 0.0 701.026 319.5 0.0 0.0 1.0 0.9654890000625591 -0.08339519238894998 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sacre_coeur/test/images/89443230_8712904049.jpg 0 0 429.857 0.0 319.5 0.0 429.857 212.5 0.0 0.0 1.0 614.242 0.0 238.5 0.0 614.242 319.5 0.0 0.0 1.0 0.9058770182497057 -0.1682032452516913 -0.3887087548458637 0.3041588310090069 0.12122284547472377 0.9823331912760347 -0.14257111577192852 0.6715399255667277 0.4058224359766641 0.08203151592065569 0.9102631382483449 2.2480095462866228 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/48445083_12204174934.jpg sacre_coeur/test/images/14702458_3061790008.jpg 0 0 1439.35 0.0 213.0 0.0 1439.35 319.5 0.0 0.0 1.0 810.323 0.0 319.5 0.0 810.323 212.5 0.0 0.0 1.0 0.9969538310477386 -0.01050253067443654 -0.07728360504446877 2.426906224991166 0.027131477738794218 0.9757054532167883 0.2173999804018655 -9.351675277987763 0.07312278492334813 -0.2188345617411809 0.9730182387358415 -34.223977761807966 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/25923245_22222637.jpg sacre_coeur/test/images/16971221_7856309770.jpg 0 0 530.117 0.0 187.0 0.0 530.117 249.5 0.0 0.0 1.0 410.251 0.0 319.5 0.0 410.251 213.5 0.0 0.0 1.0 0.9662851229736503 -0.11606298322994833 -0.2298313404293734 4.421503463814597 0.09962179306254132 0.9916464852166766 -0.08193135361029533 1.2660584089807134 0.23742063824950443 0.0562728378631803 0.9697756484115395 2.9151919193650313 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/87493438_3174891219.jpg sacre_coeur/test/images/97437832_311711460.jpg 0 0 1913.51 0.0 212.5 0.0 1913.51 319.5 0.0 0.0 1.0 489.971 0.0 249.5 0.0 489.971 187.0 0.0 0.0 1.0 0.9959765700380718 -0.06438185879650199 -0.062334967659450395 3.0847153815915638 0.07199083713861779 0.9890653580247054 0.12871300215418183 -11.24974612979007 0.05336657477558838 -0.13268268090963756 0.9897208267402242 -47.0807845646399 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/87252152_3382721265.jpg sacre_coeur/test/images/15114643_8210538601.jpg 0 0 1262.46 0.0 239.5 0.0 1262.46 319.5 0.0 0.0 1.0 927.73 0.0 239.5 0.0 927.73 319.5 0.0 0.0 1.0 0.9978854407109399 0.02299746402836213 0.06079279451874001 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-2.009587122119538 -0.04008516003416589 0.03328611960955459 0.9986416845828006 -14.56407458030337 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/15114643_8210538601.jpg sacre_coeur/test/images/76342746_8957142551.jpg 0 0 927.73 0.0 239.5 0.0 927.73 319.5 0.0 0.0 1.0 461.782 0.0 319.5 0.0 461.782 239.5 0.0 0.0 1.0 0.8021998821902028 -0.22469507706984082 -0.5531613429683992 17.985476402788304 0.21878607700251823 0.9726653304571298 -0.07781264316658719 0.3610310969268067 0.555524978307792 -0.058602706996356106 0.8294321679370933 -6.722957855519155 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/60635619_2829148962.jpg sacre_coeur/test/images/70970334_5790897082.jpg 0 0 530.154 0.0 249.5 0.0 530.154 187.0 0.0 0.0 1.0 633.07 0.0 319.5 0.0 633.07 239.5 0.0 0.0 1.0 0.8163941541579408 0.26442814585473584 0.5133988125585867 -7.403376670102673 -0.22042270326483004 0.9643855114649398 -0.14619992189440856 2.282664351847247 -0.5337737507054511 0.006192007455825259 0.8456046606432006 10.198735320859619 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/75911664_13736760514.jpg sacre_coeur/test/images/47058715_3625029597.jpg 0 0 675.746 0.0 255.5 0.0 675.746 319.5 0.0 0.0 1.0 679.749 0.0 319.5 0.0 679.749 239.5 0.0 0.0 1.0 0.9749767189102118 0.060143987119639086 0.2140165843957667 1.0454659162325082 -0.048566556330940945 0.9970786212877643 -0.05895347807419527 0.013437250712756477 -0.21693705812799965 0.047084220119311355 0.9750494290170757 -0.20522438435669343 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/50715122_352221583.jpg sacre_coeur/test/images/12573771_2610756325.jpg 0 0 530.151 0.0 249.5 0.0 530.151 187.0 0.0 0.0 1.0 686.081 0.0 213.5 0.0 686.081 319.5 0.0 0.0 1.0 0.8693483508973907 -0.2792909907848336 -0.4077131188205907 7.048549480642784 0.20299989553711384 0.9539928527818481 -0.22065511381581868 1.4724665488115072 0.4505823866996002 0.10906043878316725 0.8860481552875752 7.812026388116512 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79081394_2124721534.jpg sacre_coeur/test/images/51093888_43012197.jpg 0 0 1525.68 0.0 319.5 0.0 1525.68 239.5 0.0 0.0 1.0 1767.41 0.0 319.5 0.0 1767.41 239.5 0.0 0.0 1.0 0.9991465886969936 -0.02655433107296556 0.03163798028364278 -2.7538505119329835 0.0265975317899787 0.9996457760917457 -0.0009453277806328578 0.3420658899374054 -0.03160167080775803 0.0017860132135847512 0.999498946752301 1.5137258735515644 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/70170436_3664390013.jpg sacre_coeur/test/images/87252152_3382721265.jpg 0 0 523.702 0.0 213.5 0.0 523.702 319.5 0.0 0.0 1.0 1262.46 0.0 239.5 0.0 1262.46 319.5 0.0 0.0 1.0 0.9977122733992054 -0.029721709163847344 -0.06071935039975851 -0.6632256113236316 0.010264136828191312 0.9543559423858383 -0.2984951971607088 3.936686423343288 0.06681966030863334 0.29718909003733285 0.9524777045994416 34.090218193629966 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/59996089_2005549974.jpg sacre_coeur/test/images/28406439_2578759591.jpg 0 0 497.691 0.0 319.5 0.0 497.691 213.5 0.0 0.0 1.0 812.302 0.0 213.0 0.0 812.302 319.5 0.0 0.0 1.0 0.999382559922201 0.010039406385533545 -0.03367059908546838 1.578771095196493 -0.008345819003427065 0.9987109706085607 0.05006739948578003 -1.5998620220029096 0.034129843663724437 -0.049755477141042066 0.9981781134977649 -4.202542917274002 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/11173357_5349727279.jpg sacre_coeur/test/images/44748036_142906563.jpg 0 0 530.786 0.0 319.5 0.0 530.786 213.0 0.0 0.0 1.0 516.863 0.0 187.0 0.0 516.863 249.5 0.0 0.0 1.0 0.9942914638163536 -0.0790508667673628 -0.07166202233583341 0.10019070192494883 0.06686576489757995 0.9850351594501102 -0.1588543487971227 0.3087865761837598 0.08314718556027247 0.15315578706149185 0.9846978472724414 0.6984441191302331 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/70116109_2697195876.jpg sacre_coeur/test/images/79704892_2352783119.jpg 0 0 606.734 0.0 212.5 0.0 606.734 319.5 0.0 0.0 1.0 1800.38 0.0 239.5 0.0 1800.38 319.5 0.0 0.0 1.0 0.9989294112685277 0.01288896516358806 0.044428660566397445 -0.7482647079657112 -0.017376291209361894 0.9946179158197239 0.10214336020630987 3.434253950412147 -0.04287301956382121 -0.10280601201992187 0.993777051498997 35.69986021466043 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79410678_281876803.jpg sacre_coeur/test/images/59996089_2005549974.jpg 0 0 521.004 0.0 249.5 0.0 521.004 187.0 0.0 0.0 1.0 497.691 0.0 319.5 0.0 497.691 213.5 0.0 0.0 1.0 0.9981529062551973 -0.01639291350993496 0.058498274512667085 -1.9822640721679052 0.009227300052691116 0.9926434012653174 0.1207225532291286 -0.5023668411080018 -0.060046920554189705 -0.11995978622470937 0.9909611581797143 -0.8282466817863288 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/36478780_3343078633.jpg sacre_coeur/test/images/25923245_22222637.jpg 0 0 666.684 0.0 319.5 0.0 666.684 239.5 0.0 0.0 1.0 530.117 0.0 187.0 0.0 530.117 249.5 0.0 0.0 1.0 -0.22346316711487682 -0.8164416276758897 -0.5324352369452386 7.868167954812936 0.9746657228017996 -0.19251331518501272 -0.1138655007968655 0.8000491962103247 -0.009536337778922507 -0.5443911204955677 0.8387773042872265 1.3516567529128638 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/99117955_5783559928.jpg sacre_coeur/test/images/45575968_5097432755.jpg 0 0 537.035 0.0 319.5 0.0 537.035 239.5 0.0 0.0 1.0 588.085 0.0 319.5 0.0 588.085 179.5 0.0 0.0 1.0 0.9396347944668287 -0.15460911250299716 -0.30525804716389743 2.856252200806054 0.12566665904196778 0.9856831691882303 -0.11241254727243044 3.2601385142487476 0.31826772351671234 0.0672659818190604 0.9456114127152905 15.371996216297966 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/39598026_13855927694.jpg sacre_coeur/test/images/48325951_2932818065.jpg 0 0 546.706 0.0 319.5 0.0 546.706 239.5 0.0 0.0 1.0 714.985 0.0 239.5 0.0 714.985 319.5 0.0 0.0 1.0 0.9836969423127173 -0.064509202603503 -0.16786568578500755 2.1541606949951246 0.029277285922880383 0.9784411461764417 -0.20444012325842628 0.8923333613647483 0.1774349633347402 0.19619247245598084 0.9643782180959961 8.314789650736662 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/64044824_2624053101.jpg sacre_coeur/test/images/01012753_375984446.jpg 0 0 1359.6 0.0 212.5 0.0 1359.6 319.5 0.0 0.0 1.0 773.348 0.0 249.5 0.0 773.348 199.0 0.0 0.0 1.0 0.9951615597161443 -0.027090206730543 -0.09444358507928068 6.129505193519574 0.04347760672355116 0.9834218440109139 0.17604310391425712 -7.272083083463793 0.08810884051514416 -0.17929751091822255 0.9798414334991181 -32.16023855780941 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/17616986_7085723791.jpg sacre_coeur/test/images/95803142_180463023.jpg 0 0 511.96 0.0 319.5 0.0 511.96 212.0 0.0 0.0 1.0 586.012 0.0 187.0 0.0 586.012 249.5 0.0 0.0 1.0 0.8884274566540381 -0.24642020862445768 -0.3872644252248273 3.054208585123196 0.22634708861157807 0.9691624545367041 -0.09742244193948979 0.9910979126536836 0.39932899937307276 -0.0011034028591491725 0.9168070313658325 2.0433608177101332 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/85360130_8421021553.jpg sacre_coeur/test/images/83804881_3941265613.jpg 0 0 1605.2 0.0 319.5 0.0 1605.2 213.0 0.0 0.0 1.0 1145.06 0.0 319.5 0.0 1145.06 239.5 0.0 0.0 1.0 0.9994693942446553 0.0315450231969594 -0.008114276290873773 -0.40817771130066816 -0.03024681604913779 0.9912959591944263 0.1281306029162898 -1.5089964811426038 0.012085532140165032 -0.1278171850586047 0.9917241083671321 -2.65027474323764 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/64661937_6056840145.jpg sacre_coeur/test/images/34935406_396311145.jpg 0 0 697.765 0.0 239.5 0.0 697.765 319.5 0.0 0.0 1.0 481.009 0.0 187.0 0.0 481.009 249.5 0.0 0.0 1.0 0.9990159038604112 -0.027745049861194273 -0.034603988818711254 0.9167054083936119 0.02405252012550058 0.9944005795926404 -0.10290268986490783 0.06106833934718292 0.03726526679869658 0.10196911058757385 0.9940893321912275 0.3977610345209577 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/72198457_1660226670.jpg sacre_coeur/test/images/76212982_3312164124.jpg 0 0 1443.11 0.0 187.0 0.0 1443.11 249.5 0.0 0.0 1.0 540.23 0.0 319.5 0.0 540.23 213.0 0.0 0.0 1.0 0.7647225669798354 -0.15518726849067452 -0.625392922289799 39.4730144491768 0.2326861027329738 0.9715815340433133 0.043433861225799474 -3.654756717542898 0.6008798325345186 -0.17873509561483822 0.7791002454426794 -31.49878968034577 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/33317152_9653273357.jpg sacre_coeur/test/images/64966234_8900198268.jpg 0 0 531.534 0.0 319.5 0.0 531.534 239.5 0.0 0.0 1.0 578.134 0.0 239.5 0.0 578.134 319.5 0.0 0.0 1.0 0.931998414933137 0.16627663781171168 0.3220730263156991 -4.323327705162506 -0.05194035527537387 0.9406659643757725 -0.3353352694824476 4.2089321984206665 -0.35872155504790637 0.2958033522173652 0.8853356554217057 15.763453855412312 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/55297752_267282770.jpg sacre_coeur/test/images/38901171_7234089272.jpg 0 0 652.245 0.0 239.5 0.0 652.245 319.5 0.0 0.0 1.0 528.65 0.0 319.5 0.0 528.65 239.5 0.0 0.0 1.0 0.8291590841817579 -0.13738645041719505 -0.5418673051224182 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7.384743024740333 0.0024021185188843313 0.04391673910721465 0.9990323067112545 49.160157165534436 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/48360689_7391063350.jpg sacre_coeur/test/images/31148870_2948239995.jpg 0 0 1914.59 0.0 212.0 0.0 1914.59 319.5 0.0 0.0 1.0 722.471 0.0 319.5 0.0 722.471 239.5 0.0 0.0 1.0 0.9843920324921939 0.08456982086181858 0.15433817338976105 -10.703735713032277 -0.10497172707845429 0.9860440231757187 0.1292212090703744 -10.051389429388948 -0.14125601891620249 -0.14340547325274175 0.979531320255306 -44.98441499525061 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/06841583_3820040279.jpg sacre_coeur/test/images/47232856_233187107.jpg 0 0 566.414 0.0 249.5 0.0 566.414 187.0 0.0 0.0 1.0 548.399 0.0 249.5 0.0 548.399 187.0 0.0 0.0 1.0 0.9975646942308658 -0.04961188273585125 0.049023891272352633 -0.8335304654535357 0.02576071107439142 0.9152583257948796 0.40204301116683466 0.12796849154980094 -0.06481563537466124 -0.3998010232034904 0.9143074292908381 0.6295977450138182 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0.0 319.5 0.0 2201.25 301.0 0.0 0.0 1.0 0.998053855271806 0.008789690115425583 0.06173526807878688 -0.6919889511574588 0.00048179028298354464 0.9888994315009988 -0.14858560581403712 6.207371351092367 -0.06235599293739228 0.14832618017287436 0.986970655298381 47.49689977982349 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/77706306_5103474140.jpg sacre_coeur/test/images/21037086_3590495621.jpg 0 0 505.257 0.0 319.5 0.0 505.257 214.0 0.0 0.0 1.0 661.089 0.0 239.5 0.0 661.089 319.5 0.0 0.0 1.0 0.994542163133679 -0.06580609567256955 -0.08096569348628922 -0.9278273068670226 0.05477313314904784 0.9897813556106085 -0.1316539857758311 0.2986457197976904 0.08880196864045173 0.1265006950888361 0.9879836964786523 0.5951492779100621 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/10162786_7360656560.jpg sacre_coeur/test/images/73479674_2286585340.jpg 0 0 534.866 0.0 319.5 0.0 534.866 211.5 0.0 0.0 1.0 510.127 0.0 249.5 0.0 510.127 187.0 0.0 0.0 1.0 0.797205713442034 0.23922893932302847 0.5542856348903125 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0 0 772.57 0.0 305.5 0.0 772.57 305.5 0.0 0.0 1.0 682.756 0.0 319.5 0.0 682.756 239.0 0.0 0.0 1.0 0.8503573111572075 0.2663011898594407 0.45384592059522866 -9.082243709869958 -0.2311699569094445 0.9638591783235444 -0.13242331888284412 1.4309450137628354 -0.4727080434940472 0.007691595472202561 0.8811855337981452 8.854459679387473 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/40133282_13969857252.jpg sacre_coeur/test/images/67317975_3907395582.jpg 0 0 1447.89 0.0 213.0 0.0 1447.89 319.5 0.0 0.0 1.0 664.539 0.0 191.5 0.0 664.539 249.5 0.0 0.0 1.0 0.9970074604300047 0.0024818096250844774 -0.07726554515369494 4.176593173363412 0.005303488954395463 0.9949338112643304 0.1003921521232836 -6.2916138191332305 0.07712325752860444 -0.10050150160081558 0.991943270214662 -32.55221773967493 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/26986576_7149171553.jpg sacre_coeur/test/images/02099432_2588386443.jpg 0 0 887.819 0.0 319.5 0.0 887.819 216.0 0.0 0.0 1.0 938.485 0.0 249.5 0.0 938.485 167.0 0.0 0.0 1.0 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1508.27 0.0 239.5 0.0 1508.27 319.5 0.0 0.0 1.0 0.9911426016335457 0.07532763342007272 0.10937134391794667 -1.820224516991028 -0.06352579466482368 0.9921573049909294 -0.10764922463881643 3.7570161760986376 -0.1166225391564139 0.09974783103640322 0.9881546202716674 23.974833916085142 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79241502_2244390302.jpg sacre_coeur/test/images/12872711_4632849327.jpg 0 0 614.197 0.0 212.5 0.0 614.197 319.5 0.0 0.0 1.0 670.919 0.0 239.5 0.0 670.919 319.5 0.0 0.0 1.0 0.7140035335068466 -0.17696367206339367 -0.6774088963909293 14.068372030578093 0.3437125505975331 0.9315127462922291 0.11893563829587638 1.4086659022598333 0.609967734147861 -0.3177544055791343 0.7259280274473326 -0.054120145723006274 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/84979436_3867757669.jpg sacre_coeur/test/images/70860676_2671019430.jpg 0 0 527.25 0.0 239.5 0.0 527.25 319.5 0.0 0.0 1.0 722.064 0.0 319.5 0.0 722.064 239.5 0.0 0.0 1.0 0.9996233242998827 -0.020129896004359056 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sacre_coeur/test/images/05925733_2718809034.jpg 0 0 614.197 0.0 212.5 0.0 614.197 319.5 0.0 0.0 1.0 1052.11 0.0 239.5 0.0 1052.11 319.5 0.0 0.0 1.0 0.9996087077917589 -0.00845677417071439 0.02666297578132453 -1.0451236716203027 0.011181675476438484 0.9945388854177736 -0.10376596515964391 -0.19727142197557226 -0.025639840881518258 0.10402349908841943 0.9942442910054711 44.49861973442982 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/69212502_553330789.jpg sacre_coeur/test/images/58219592_4573644273.jpg 0 0 859.802 0.0 213.0 0.0 859.802 319.5 0.0 0.0 1.0 612.079 0.0 319.5 0.0 612.079 239.5 0.0 0.0 1.0 0.9974967820222209 -0.052241674921669055 -0.047654771604660355 0.9535676116039373 0.052142004987509795 0.9986341181569758 -0.0033330719646391884 -0.9171253404530921 0.0477638060794593 0.0008399132202871564 0.9988583049535036 -4.853956890585135 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/70860676_2671019430.jpg sacre_coeur/test/images/43759956_9209511641.jpg 0 0 722.064 0.0 319.5 0.0 722.064 239.5 0.0 0.0 1.0 634.092 0.0 319.5 0.0 634.092 213.0 0.0 0.0 1.0 0.9898090339700102 -0.059321756359913436 -0.1294565776379482 1.6216869292324663 0.0450049155271473 0.9928183203415972 -0.11084376560043405 2.5665428882940247 0.13510230882464364 0.10388797820953442 0.9853703131989444 8.938387921932936 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/97181778_57457394.jpg sacre_coeur/test/images/85015287_3451838837.jpg 0 0 1458.98 0.0 239.5 0.0 1458.98 319.5 0.0 0.0 1.0 2131.2 0.0 239.5 0.0 2131.2 319.5 0.0 0.0 1.0 0.9999451521637782 -0.010472142261875116 -0.00016401404058829312 -0.46849596980623465 0.010464544636636314 0.9996194382465664 -0.02552394924706368 2.369140548927121 0.0004312420507175361 0.025520832981426815 0.9996741974834741 12.310896865338911 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/78882005_4504743257.jpg sacre_coeur/test/images/05925733_2718809034.jpg 0 0 1001.41 0.0 319.5 0.0 1001.41 239.5 0.0 0.0 1.0 1052.11 0.0 239.5 0.0 1052.11 319.5 0.0 0.0 1.0 0.9975275428520771 -0.019546827843894065 -0.0675035019294466 3.7371261135454463 0.013848770523362627 0.9963804318644736 -0.08387041524015786 0.060631700637700126 0.06889856897272159 0.08272820872475378 0.9941876234769293 0.3557776013782501 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/23735654_3093471146.jpg sacre_coeur/test/images/77145724_5072492873.jpg 0 0 662.801 0.0 239.5 0.0 662.801 319.5 0.0 0.0 1.0 558.428 0.0 192.5 0.0 558.428 319.5 0.0 0.0 1.0 0.9111472452260451 -0.16980890578753877 -0.3754672196507014 0.6985699401209251 0.11101001019535671 0.978610778628388 -0.1731985034253095 -0.486261100887589 0.3968469165225 0.11612871939179789 0.9105090034585079 -0.8847701875001088 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/41728687_4706427664.jpg sacre_coeur/test/images/04739785_8198592553.jpg 0 0 1542.39 0.0 213.5 0.0 1542.39 319.5 0.0 0.0 1.0 720.152 0.0 319.5 0.0 720.152 239.5 0.0 0.0 1.0 0.9983131845221412 0.016597996241745606 -0.05563534964409206 2.941258963623309 -0.016055045668735307 0.9998191638012053 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sacre_coeur/test/images/88698102_4801040627.jpg 0 0 944.024 0.0 319.5 0.0 944.024 239.5 0.0 0.0 1.0 1399.17 0.0 319.5 0.0 1399.17 239.5 0.0 0.0 1.0 0.9978800689009633 -0.025527217060566217 -0.0598642571101623 1.629912606743041 0.021749863599376317 0.9977813716141289 -0.0629227931137509 2.285189765866103 0.061337684367910414 0.06148736170116681 0.9962213573435436 19.905576426142936 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/23363225_3187214147.jpg sacre_coeur/test/images/65409197_2096349519.jpg 0 0 482.157 0.0 158.5 0.0 482.157 234.0 0.0 0.0 1.0 548.189 0.0 166.0 0.0 548.189 249.5 0.0 0.0 1.0 0.9862916931099511 0.08177926407784593 0.14332078728918574 -1.9674923775063005 -0.08091133890146061 0.9966504585356186 -0.01188354904539671 -0.7257221709700863 -0.14381255626501835 0.0001243689161600504 0.9896049379388188 -0.41658326466784956 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/60535642_3153438485.jpg sacre_coeur/test/images/27172569_5015079786.jpg 0 0 722.898 0.0 319.5 0.0 722.898 239.5 0.0 0.0 1.0 476.902 0.0 239.5 0.0 476.902 319.5 0.0 0.0 1.0 0.8062640724004031 -0.26416007737964875 -0.5292992528571105 10.049845792273608 0.3514187498263078 0.9336467036636779 0.06934475472927785 -2.8724469645448116 0.47586038690652993 -0.24191586607067928 0.8455965976258661 -7.439347587228115 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/88346204_4983096872.jpg sacre_coeur/test/images/55640818_3363877988.jpg 0 0 525.321 0.0 319.5 0.0 525.321 239.5 0.0 0.0 1.0 534.551 0.0 249.5 0.0 534.551 187.0 0.0 0.0 1.0 0.977248439214768 0.14269022716977295 0.15692350723374157 -1.6017138899887042 -0.12981699651688433 0.9874919409002518 -0.08948303790321752 -0.6071053801594545 -0.1677290537373738 0.06707582073513524 0.983548574705425 -1.0357798514827112 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/40439555_5986637695.jpg sacre_coeur/test/images/33672452_9565324953.jpg 0 0 2201.25 0.0 319.5 0.0 2201.25 301.0 0.0 0.0 1.0 493.101 0.0 212.5 0.0 493.101 319.5 0.0 0.0 1.0 0.9847139488406873 0.04324190420558336 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2.1043364731652434 0.7442451142837561 -0.1584594897517271 0.6488372677123143 1.0910682024971616 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/40133282_13969857252.jpg sacre_coeur/test/images/90301699_2168560949.jpg 0 0 1447.89 0.0 213.0 0.0 1447.89 319.5 0.0 0.0 1.0 599.141 0.0 213.5 0.0 599.141 319.5 0.0 0.0 1.0 0.6592338692466696 -0.2146242311517701 -0.7206574394541254 39.50452294152223 0.29396748955740054 0.9556863357852085 -0.015708044969427046 1.03713888226048 0.6920937947427244 -0.20149458304369755 0.6931133473557279 -19.28735194311662 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79704892_2352783119.jpg sacre_coeur/test/images/97437832_311711460.jpg 0 0 1800.38 0.0 239.5 0.0 1800.38 319.5 0.0 0.0 1.0 489.971 0.0 249.5 0.0 489.971 187.0 0.0 0.0 1.0 0.9994841724865858 -0.021710281634072567 -0.023665430910370593 1.369501044733614 0.02495013166865222 0.9888882460919318 0.1465521329457179 -12.114315348591878 0.02022077838564063 -0.14706699294060419 0.9889198247122397 -48.940876221564736 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/27770418_2219914621.jpg sacre_coeur/test/images/64655298_3515609807.jpg 0 0 1305.61 0.0 319.5 0.0 1305.61 239.5 0.0 0.0 1.0 649.481 0.0 179.5 0.0 649.481 319.5 0.0 0.0 1.0 0.9967093090834127 -0.04316096749653142 -0.0686125649661149 1.634068399513926 0.0500471607306886 0.9935206711149158 0.10203900122092455 -6.2856225552028295 0.0637638995769754 -0.10513708647347321 0.9924113855446272 -28.186562698747345 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/55297752_267282770.jpg sacre_coeur/test/images/94345410_6525608719.jpg 0 0 652.245 0.0 239.5 0.0 652.245 319.5 0.0 0.0 1.0 1400.71 0.0 319.5 0.0 1400.71 211.5 0.0 0.0 1.0 0.9983875353905282 0.01296332549253516 0.05526555318642052 1.7465108991366207 -0.01082991571647898 0.999191057040766 -0.03872911637683596 5.527089497097026 -0.0557229046479134 0.03806814576428869 0.9977202885456767 48.212943979012394 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/51939662_7396091320.jpg sacre_coeur/test/images/86255041_34613076.jpg 0 0 1086.81 0.0 319.5 0.0 1086.81 212.0 0.0 0.0 1.0 943.253 0.0 319.5 0.0 943.253 283.5 0.0 0.0 1.0 0.9999718042357986 -0.007421647987657979 -0.0011444975095266608 0.43641407807286015 0.007461486895008752 0.9991720523975638 0.03999419859124253 -5.940988940720818 0.000846727062064957 -0.04000161057741828 0.9991992565071768 -27.7981211423988 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/26329012_3452802515.jpg sacre_coeur/test/images/27614460_8959698816.jpg 0 0 896.446 0.0 239.5 0.0 896.446 319.5 0.0 0.0 1.0 807.303 0.0 319.5 0.0 807.303 319.5 0.0 0.0 1.0 0.954504967176181 -0.12985204180792206 -0.2684375437123332 4.4831681744414915 0.10143415184014956 0.9879135852565007 -0.1172086212960307 0.061246820008890174 0.2804128750190808 0.08464747665441971 0.9561398559936579 0.0970947060659837 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/33411162_10141421203.jpg sacre_coeur/test/images/82864141_2050910556.jpg 0 0 878.795 0.0 218.5 0.0 878.795 319.5 0.0 0.0 1.0 520.268 0.0 319.5 0.0 520.268 239.5 0.0 0.0 1.0 0.9716380495150261 -0.05965253774925252 -0.22882542576101517 6.930039262438589 0.08004060384138376 0.9935055939716027 0.0808711103166019 -4.705971323946315 0.22251517357551717 -0.096892773142311 0.9701024626509566 -14.042563138105884 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/18531924_12156446553.jpg sacre_coeur/test/images/36981833_2290028612.jpg 0 0 619.007 0.0 239.5 0.0 619.007 319.5 0.0 0.0 1.0 1252.04 0.0 249.5 0.0 1252.04 187.5 0.0 0.0 1.0 0.9994612418565392 0.028648201165403696 0.01601582331854755 1.2485495769356154 -0.03254795013618489 0.9279545000907952 0.37126954723377775 0.08667573623303415 -0.0042257506453636665 -0.37159080496054886 0.9283869972701332 -0.9942099665685049 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/21037086_3590495621.jpg sacre_coeur/test/images/58011909_11987000544.jpg 0 0 661.089 0.0 239.5 0.0 661.089 319.5 0.0 0.0 1.0 1714.15 0.0 213.5 0.0 1714.15 319.5 0.0 0.0 1.0 0.9478919863908514 -0.0903984020477208 -0.30549780857352243 3.8887367507148607 0.09774812571659412 0.9951721536035812 0.008814114300542816 2.6940508615459002 0.30322613023105194 -0.03821666651120616 0.9521519838481 12.665751704914143 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/12060097_10141374576.jpg sacre_coeur/test/images/72482105_8590533286.jpg 0 0 852.046 0.0 319.5 0.0 852.046 209.0 0.0 0.0 1.0 877.949 0.0 319.5 0.0 877.949 206.5 0.0 0.0 1.0 0.9949630879458631 -0.017362007286527623 -0.09872696859630457 2.3045706144895064 -0.006131121260242466 0.9725024081131115 -0.23281210356485324 0.03883490148661278 0.10005430014409851 0.2322447564901785 0.9674975504390141 -9.825393926171031 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/24662873_8171467618.jpg sacre_coeur/test/images/27172569_5015079786.jpg 0 0 733.364 0.0 239.5 0.0 733.364 319.5 0.0 0.0 1.0 476.902 0.0 239.5 0.0 476.902 319.5 0.0 0.0 1.0 0.9718967656113143 -0.11324346415289929 -0.2063797345208991 3.0152928699697386 0.16248173475299285 0.9570767159851029 0.24000801151384218 -2.839520890581088 0.1703418999128631 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1.0\nsacre_coeur/test/images/70139640_13923464795.jpg sacre_coeur/test/images/92912238_291183223.jpg 0 0 544.883 0.0 239.5 0.0 544.883 319.5 0.0 0.0 1.0 1859.84 0.0 239.5 0.0 1859.84 319.5 0.0 0.0 1.0 0.9687179494778614 0.11644361373069466 0.21914930796318793 -3.062624878016143 -0.08899573890604778 0.9873493285221662 -0.13122904374944624 3.945877940744281 -0.23165770614415998 0.10762057557997134 0.9668260023891897 50.12852322911606 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/57417409_1401404166.jpg sacre_coeur/test/images/43759956_9209511641.jpg 0 0 548.254 0.0 187.0 0.0 548.254 249.5 0.0 0.0 1.0 634.092 0.0 319.5 0.0 634.092 213.0 0.0 0.0 1.0 0.9938576889019203 0.019033037480104507 0.109016685396386 0.5390832236054222 -0.0421239032128953 0.9760069406408824 0.21362590807047493 0.39312909342731706 -0.10233509167750954 -0.21690595958872436 0.9708137482062408 0.12666862195918238 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/43759956_9209511641.jpg sacre_coeur/test/images/86827532_95504488.jpg 0 0 634.092 0.0 319.5 0.0 634.092 213.0 0.0 0.0 1.0 526.393 0.0 249.5 0.0 526.393 166.0 0.0 0.0 1.0 0.9998651594639949 0.015637387637746854 -0.005013481615330365 -0.10651700710096623 -0.015351063629303623 0.9984868866536833 0.05280418568715826 -0.8967698351687838 0.005831615169872356 -0.05272010326717557 0.9985923006793157 -1.3766933449033987 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/15865748_8030415.jpg sacre_coeur/test/images/89598965_8275144360.jpg 0 0 666.681 0.0 212.0 0.0 666.681 319.5 0.0 0.0 1.0 715.898 0.0 213.0 0.0 715.898 319.5 0.0 0.0 1.0 0.9949416196078332 0.03878071456080887 0.09266730680393573 -3.1561775131584136 -0.048851481244549105 0.992839935242352 0.10900640241827685 -2.8850427682193653 -0.08777645670881887 -0.11298194176997903 0.9897122685313797 -10.69890373569774 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/76465860_1236444051.jpg sacre_coeur/test/images/60386407_4541255112.jpg 0 0 690.247 0.0 239.5 0.0 690.247 319.5 0.0 0.0 1.0 1433.05 0.0 212.5 0.0 1433.05 319.5 0.0 0.0 1.0 0.6130498709328438 0.2917681939820132 0.7341942363773347 -11.649674566821812 -0.1780791136452649 0.9564245684315564 -0.231386849634606 3.901860691570703 -0.7697127289012051 0.011107019446514745 0.6382937796081634 51.162316602292684 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/73088789_3818781918.jpg sacre_coeur/test/images/58207157_8155269003.jpg 0 0 512.969 0.0 319.5 0.0 512.969 239.5 0.0 0.0 1.0 716.507 0.0 319.5 0.0 716.507 239.5 0.0 0.0 1.0 0.8848105746073204 0.2905292488543402 0.364284233289332 -6.095296691867699 -0.26007356447094004 0.9566269892640632 -0.13124993133314092 1.0800103861358763 -0.3866160732903425 0.021390628127927705 0.9219926533882193 5.141791639373879 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/14122634_883725893.jpg sacre_coeur/test/images/19422098_2931690374.jpg 0 0 479.75 0.0 319.5 0.0 479.75 239.5 0.0 0.0 1.0 1163.74 0.0 239.5 0.0 1163.74 319.5 0.0 0.0 1.0 0.9977030659695766 0.0007719688179618146 0.06773474897754596 -0.9350360331672851 -0.009661454093132476 0.991333862539486 0.1310107983616234 6.363610318022694 -0.06704661408090166 -0.1313642913682701 0.9890642923964039 44.34237896872726 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/04543624_3663972093.jpg sacre_coeur/test/images/70116109_2697195876.jpg 0 0 433.924 0.0 319.5 0.0 433.924 212.5 0.0 0.0 1.0 606.734 0.0 212.5 0.0 606.734 319.5 0.0 0.0 1.0 0.999809450723833 0.011669950198684512 0.015648466559611243 -0.7617044046078766 -0.004959839364024494 0.9271880164542041 -0.37456345542137676 -0.009012927230661799 -0.018880207540970525 0.3744144687456387 0.92706922252717 14.829108952656222 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/16214259_2076433877.jpg sacre_coeur/test/images/79770190_8442039294.jpg 0 0 593.424 0.0 319.5 0.0 593.424 213.0 0.0 0.0 1.0 704.085 0.0 239.5 0.0 704.085 319.5 0.0 0.0 1.0 0.9755983704827855 0.09014969321511375 0.20020202877232474 -4.3978203540247085 -0.056772223487340394 0.9843874060856627 -0.1666083712790089 0.8518101950520847 -0.21209604935414839 0.15117694120851055 0.9654847478314722 6.114160746334896 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/93760319_30262336.jpg sacre_coeur/test/images/85019556_13753237.jpg 0 0 1034.56 0.0 239.5 0.0 1034.56 319.5 0.0 0.0 1.0 1875.74 0.0 239.5 0.0 1875.74 319.5 0.0 0.0 1.0 0.9981968646609495 -0.03480518464526518 -0.048904176742471016 1.8444805385186926 0.03595576754100376 0.9990921710951429 0.0228476790272236 0.6273731453762279 0.04806456242999767 -0.024564868780490665 0.9985421198227994 -0.06841536466074416 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/44509707_7002758055.jpg sacre_coeur/test/images/60386407_4541255112.jpg 0 0 1017.42 0.0 213.0 0.0 1017.42 319.5 0.0 0.0 1.0 1433.05 0.0 212.5 0.0 1433.05 319.5 0.0 0.0 1.0 0.9965721537479262 -0.051387229820692853 -0.06483282336575431 2.558133605343 0.05314807069394788 0.9982550317382738 0.025732745495365916 2.5065398414701163 0.0633973576399752 -0.02909027707969535 0.9975642990923922 14.388903708824728 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/94345410_6525608719.jpg sacre_coeur/test/images/26172565_2334920022.jpg 0 0 1400.71 0.0 319.5 0.0 1400.71 211.5 0.0 0.0 1.0 701.449 0.0 319.5 0.0 701.449 239.5 0.0 0.0 1.0 0.9849331973162476 -0.0761795700520718 -0.15525227834423228 6.193119753008954 0.11033356577614233 0.9681075267903622 0.22493181374578733 -16.910707156873997 0.13316569035421688 -0.23867234795537037 0.961926405310695 -46.91627418379684 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/00204549_3820006713.jpg sacre_coeur/test/images/92410481_478846885.jpg 0 0 565.301 0.0 319.5 0.0 565.301 213.5 0.0 0.0 1.0 698.31 0.0 319.5 0.0 698.31 214.0 0.0 0.0 1.0 0.9854532978907641 0.07630587541691122 0.15185259646471627 -0.2806521899535711 -0.04903967602573529 0.9832012778860528 -0.17581341626429797 -0.18508959877293185 -0.16271726353250926 0.1658091087367977 0.9726409571925299 -0.48060427858085575 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/74182138_8276852729.jpg sacre_coeur/test/images/30442266_2401730436.jpg 0 0 710.115 0.0 319.5 0.0 710.115 213.0 0.0 0.0 1.0 523.192 0.0 319.5 0.0 523.192 239.5 0.0 0.0 1.0 0.9547879586984693 0.03649533195621055 0.29503905617700166 -4.474998653779046 -0.0705068667324707 0.9919194581749107 0.10547307825962514 -1.9940621077424472 -0.2888057057400002 -0.12150670450389717 0.9496459261707085 -7.207338128789966 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/95734826_713795234.jpg sacre_coeur/test/images/62960466_112702816.jpg 0 0 1838.16 0.0 239.5 0.0 1838.16 319.5 0.0 0.0 1.0 562.98 0.0 187.0 0.0 562.98 249.5 0.0 0.0 1.0 0.9742248839679033 -0.046892291897264245 -0.22065128238545798 14.133862034348036 0.06648227577663456 0.9943953023385838 0.08220760119670256 -10.040216840502726 0.21555969582759404 -0.0947580901431553 0.9718821543207472 -47.5230847326359 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/57417409_1401404166.jpg sacre_coeur/test/images/92912238_291183223.jpg 0 0 548.254 0.0 187.0 0.0 548.254 249.5 0.0 0.0 1.0 1859.84 0.0 239.5 0.0 1859.84 319.5 0.0 0.0 1.0 0.9659390679545196 0.06685291866931432 0.24998480806750678 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-0.09776112499711348 0.8340528445414155 -1.68573452511135 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/42287480_4698335211.jpg sacre_coeur/test/images/21155361_10359960085.jpg 0 0 948.172 0.0 319.5 0.0 948.172 212.5 0.0 0.0 1.0 778.711 0.0 212.5 0.0 778.711 319.5 0.0 0.0 1.0 0.9338454201022544 0.13405911805879506 0.3316035045341684 -2.0079724890569235 0.012258654497651195 0.9145630617799078 -0.40425750632198293 1.7886149640968965 -0.35746672116988926 0.3815790336130365 0.8524171422273192 9.68535533873213 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79220560_3217246137.jpg sacre_coeur/test/images/08124432_3626165332.jpg 0 0 1106.67 0.0 214.0 0.0 1106.67 319.5 0.0 0.0 1.0 1404.56 0.0 196.5 0.0 1404.56 249.5 0.0 0.0 1.0 0.9997546817253505 -0.016464702356534362 0.014815193031264114 -2.066589420466884 0.016800662798903312 0.9995978294689293 -0.022845503945481252 2.7017003256454593 -0.014433090374567428 0.023088804588288804 0.9996292277664371 13.741793661234794 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/55185330_108661534.jpg sacre_coeur/test/images/70170436_3664390013.jpg 0 0 674.5 0.0 319.5 0.0 674.5 239.5 0.0 0.0 1.0 523.702 0.0 213.5 0.0 523.702 319.5 0.0 0.0 1.0 0.991635466985443 0.05109833469142088 0.11852451564265513 -0.7217314000073956 -0.06302272731338697 0.9930752541118926 0.09914472004389578 0.20269089766749926 -0.11263763340262857 -0.1057851589891679 0.9879889997763595 0.9418385898145187 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/60953043_2624021191.jpg sacre_coeur/test/images/55784150_6371469373.jpg 0 0 1395.38 0.0 212.5 0.0 1395.38 319.5 0.0 0.0 1.0 607.13 0.0 319.5 0.0 607.13 239.5 0.0 0.0 1.0 0.9386092446530558 -0.11719579894103206 -0.32446545357309275 9.842706946302165 0.13184571420044963 0.990992639894353 0.0234583742444892 -4.051672810400195 0.31879365347947725 -0.06479762639012593 0.9456066170006492 -12.74282205356049 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/96493224_6127375508.jpg sacre_coeur/test/images/83916827_2652728872.jpg 0 0 1666.8 0.0 319.5 0.0 1666.8 272.5 0.0 0.0 1.0 690.499 0.0 239.5 0.0 690.499 319.5 0.0 0.0 1.0 0.9587509661329918 -0.014644564123607873 -0.28386990273835716 16.32754663016606 0.07233271831735939 0.9783657392175727 0.1938258449899644 -15.074386759502522 0.2748900922184652 -0.20636379785922168 0.9390683788379002 -50.19479428999395 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/35558294_6148191791.jpg sacre_coeur/test/images/44656171_6113568114.jpg 0 0 638.785 0.0 319.5 0.0 638.785 239.5 0.0 0.0 1.0 533.981 0.0 319.5 0.0 533.981 239.5 0.0 0.0 1.0 0.3704327934018534 -0.9287841689070808 0.011811568908608348 0.6315850564947907 0.9264542705084484 0.37035827556852624 0.0672103591313603 -0.37869384089611335 -0.0667984298405179 -0.013954042621786615 0.9976689102429477 15.76786355832488 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/67770719_8270986474.jpg sacre_coeur/test/images/30442266_2401730436.jpg 0 0 499.694 0.0 212.5 0.0 499.694 319.5 0.0 0.0 1.0 523.192 0.0 319.5 0.0 523.192 239.5 0.0 0.0 1.0 0.973246400903902 0.0059489679285480825 0.22968685837066488 -3.4442919627882205 -0.06281147955790559 0.9684740793461836 0.24106570820070816 -2.0789993387495853 -0.22101167653168824 -0.249043304296958 0.9429375755698278 -7.6988747257613985 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/15556549_5221678700.jpg sacre_coeur/test/images/30178210_1968722368.jpg 0 0 1213.47 0.0 319.5 0.0 1213.47 213.0 0.0 0.0 1.0 742.141 0.0 319.5 0.0 742.141 249.0 0.0 0.0 1.0 0.993114210019645 -0.10974110210764587 -0.04100068737540134 2.183585197215576 0.11710062551618508 0.9400909242996479 0.320181975684378 -14.107481240294929 0.003407251205054873 -0.32277847598257337 0.9464684073341237 -26.05452205165446 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/63360516_5790897098.jpg sacre_coeur/test/images/30178210_1968722368.jpg 0 0 516.78 0.0 319.5 0.0 516.78 239.5 0.0 0.0 1.0 742.141 0.0 319.5 0.0 742.141 249.0 0.0 0.0 1.0 0.9893977349143581 0.01740161803419229 0.1441849709093466 -1.9869061434537305 -0.06942860005535512 0.9286751672292939 0.364337897103769 -4.178506757684021 -0.12756093305040764 -0.37048565081718765 0.9200372769066885 -7.156969166539539 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/14122634_883725893.jpg sacre_coeur/test/images/15865748_8030415.jpg 0 0 479.75 0.0 319.5 0.0 479.75 239.5 0.0 0.0 1.0 666.681 0.0 212.0 0.0 666.681 319.5 0.0 0.0 1.0 0.9989336199276587 0.006815912394411635 0.04566362136817346 0.6289660785983564 -0.013942024967644292 0.9874027909965445 0.15761138370065714 1.3775052060728696 -0.04401412180227823 -0.15807995341113276 0.9864448719576319 5.292342441919497 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/06132465_4129851965.jpg sacre_coeur/test/images/16214259_2076433877.jpg 0 0 298.312 0.0 319.5 0.0 298.312 213.0 0.0 0.0 1.0 593.424 0.0 319.5 0.0 593.424 213.0 0.0 0.0 1.0 0.9684565288579632 -0.09340564623477216 -0.2310137159647657 0.60890007392887 0.1444904133593855 0.9658160040616067 0.21522538592300058 2.4220726709767333 0.20301347777824688 -0.24181569748454138 0.9488470352435352 8.161149576360867 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/95803142_180463023.jpg sacre_coeur/test/images/64966234_8900198268.jpg 0 0 586.012 0.0 187.0 0.0 586.012 249.5 0.0 0.0 1.0 578.134 0.0 239.5 0.0 578.134 319.5 0.0 0.0 1.0 0.7484171938782825 0.27578084292747046 0.6031721400906799 -8.241815194737773 -0.28607075478180266 0.9547308961139869 -0.0815624868671477 3.0712117968024693 -0.5983604491992488 -0.11150714183225113 0.7934298520691515 13.501426218660802 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/45927449_5904684394.jpg sacre_coeur/test/images/61084833_3699152935.jpg 0 0 445.549 0.0 239.5 0.0 445.549 319.5 0.0 0.0 1.0 1839.79 0.0 239.5 0.0 1839.79 319.5 0.0 0.0 1.0 0.9902284244331168 -0.06247377282958759 -0.12467836682097003 2.4377260656309505 0.034587205886551786 0.976129472939575 -0.21441776336784438 4.772623238964322 0.1350977151311914 0.20801028764737742 0.9687519432750505 51.580890955609824 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/58207157_8155269003.jpg sacre_coeur/test/images/47058715_3625029597.jpg 0 0 716.507 0.0 319.5 0.0 716.507 239.5 0.0 0.0 1.0 679.749 0.0 319.5 0.0 679.749 239.5 0.0 0.0 1.0 0.913750274960714 0.13595513344567822 0.38285328351600617 -2.045364686366408 -0.051902121180632484 0.9736887266234089 -0.2218928422987893 1.2417387633986987 -0.40294739709566385 0.18288374814688224 0.8967647014895139 4.500355424632583 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/76610569_4643204754.jpg sacre_coeur/test/images/97519566_136306825.jpg 0 0 503.401 0.0 212.5 0.0 503.401 319.5 0.0 0.0 1.0 1521.37 0.0 187.0 0.0 1521.37 249.5 0.0 0.0 1.0 0.8057489200776881 0.15858244383348885 0.5706314802930503 -8.573597887202439 -0.17687606571346934 0.983947948615645 -0.023691597514487395 4.677545522973336 -0.5652287458820227 -0.08184157209427438 0.820864435766207 48.60723822816035 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/75026938_1499132926.jpg sacre_coeur/test/images/05925733_2718809034.jpg 0 0 580.942 0.0 187.0 0.0 580.942 249.5 0.0 0.0 1.0 1052.11 0.0 239.5 0.0 1052.11 319.5 0.0 0.0 1.0 0.9983603461747104 -0.04631894742512201 0.03363293468226222 -0.2902179095187668 0.05422333029032436 0.9535327569516847 -0.2963698902931029 0.05526146358871975 -0.01834256356507802 0.29770763599469235 0.9544808609041424 48.46071412450798 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/48360689_7391063350.jpg sacre_coeur/test/images/84259836_1237320024.jpg 0 0 1914.59 0.0 212.0 0.0 1914.59 319.5 0.0 0.0 1.0 693.174 0.0 239.5 0.0 693.174 319.5 0.0 0.0 1.0 0.7778215311258612 -0.12247570728945108 -0.6164360200709963 41.30495846370842 0.21142137701944877 0.9746557543818828 0.0731242900101123 -7.085755913155012 0.5918569650314351 -0.18720539942595565 0.784002213880514 -37.64435052448874 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/38879018_753144146.jpg sacre_coeur/test/images/69212502_553330789.jpg 0 0 1556.17 0.0 249.5 0.0 1556.17 187.0 0.0 0.0 1.0 859.802 0.0 213.0 0.0 859.802 319.5 0.0 0.0 1.0 0.9954486207404365 0.034343867414273685 0.08889624422321482 -4.033859025015858 -0.040094899878717165 0.9971609161202665 0.0637377938581696 -5.919278902172037 -0.08645485798772858 -0.06701198499687701 0.9939994725336125 -34.15238736927705 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/38432569_8875267871.jpg sacre_coeur/test/images/01012753_375984446.jpg 0 0 569.282 0.0 239.5 0.0 569.282 319.5 0.0 0.0 1.0 773.348 0.0 249.5 0.0 773.348 199.0 0.0 0.0 1.0 0.999061357902786 -0.005927259275419709 0.04291003079611268 0.10469103549856781 0.007941963594594478 0.9988663876384098 -0.04693468717756682 2.2610456312076024 -0.04258319339485384 0.04723142220678804 0.9979758836748615 9.6373710514229 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/97181778_57457394.jpg sacre_coeur/test/images/89443230_8712904049.jpg 0 0 1458.98 0.0 239.5 0.0 1458.98 319.5 0.0 0.0 1.0 614.242 0.0 238.5 0.0 614.242 319.5 0.0 0.0 1.0 0.9993357237104266 0.00534523021483025 -0.03604913078159057 2.2648103780359046 -0.007124727385018065 0.9987528339806575 -0.04941674691128754 -1.4969390018628284 0.0357400276419441 0.049640760767292104 0.9981274694619909 -28.605155148927185 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/95399415_4857734874.jpg sacre_coeur/test/images/94573763_208832452.jpg 0 0 542.7 0.0 319.5 0.0 542.7 239.5 0.0 0.0 1.0 760.459 0.0 239.5 0.0 760.459 319.5 0.0 0.0 1.0 0.9652478224923388 0.08439874756608277 0.24733275679350444 -4.701517328753271 -0.06982333451569894 0.9952976408543154 -0.06713648834235042 1.4850671841182976 -0.25183594487464844 0.04753375136795315 0.9666018825504027 4.364796278062256 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/47029087_8959697396.jpg sacre_coeur/test/images/61084833_3699152935.jpg 0 0 622.643 0.0 319.5 0.0 622.643 239.5 0.0 0.0 1.0 1839.79 0.0 239.5 0.0 1839.79 319.5 0.0 0.0 1.0 0.9766708950764328 -0.05626674275822052 -0.20723903196545823 1.1418400145189211 0.020935611612900022 0.9854139980497004 -0.1688814750471426 3.5444039138557306 0.2137186535541382 0.16060294551185872 0.9636031501691561 41.48142863493091 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/52133956_2077236824.jpg sacre_coeur/test/images/35996631_900261655.jpg 0 0 765.696 0.0 166.0 0.0 765.696 249.5 0.0 0.0 1.0 896.808 0.0 319.5 0.0 896.808 204.0 0.0 0.0 1.0 0.9996894315293333 -0.004608353016331684 0.02449088751015158 -1.5774393635042672 0.005120089515328403 0.999769013919867 -0.020873511660754848 -0.014775730905913331 -0.024389037945623342 0.020992424542522682 0.999482112366156 -0.5775444713297446 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/75519914_2079302390.jpg sacre_coeur/test/images/11173357_5349727279.jpg 0 0 569.028 0.0 187.0 0.0 569.028 249.5 0.0 0.0 1.0 530.786 0.0 319.5 0.0 530.786 213.0 0.0 0.0 1.0 0.8793293877304892 -0.12043779640117341 -0.4607326394684365 10.451944867875671 0.17260593890209375 0.9823083718089932 0.07264607718033751 -0.803858006665257 0.44383219546271035 -0.14340502038629738 0.8845608980724595 -4.467454025245896 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/12060097_10141374576.jpg sacre_coeur/test/images/44859504_43728211.jpg 0 0 852.046 0.0 319.5 0.0 852.046 209.0 0.0 0.0 1.0 528.651 0.0 249.5 0.0 528.651 187.0 0.0 0.0 1.0 0.997456051917356 -0.003270024093644599 0.071209068494596 -0.9826520278667445 0.0015942296355630804 0.9997207392829626 0.023577571533048063 -3.850557057442452 -0.07126628182605134 -0.023404067807838293 0.9971827147944031 -16.37216332177572 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/55784150_6371469373.jpg sacre_coeur/test/images/83916827_2652728872.jpg 0 0 607.13 0.0 319.5 0.0 607.13 239.5 0.0 0.0 1.0 690.499 0.0 239.5 0.0 690.499 319.5 0.0 0.0 1.0 0.9888689861228389 0.058171061378857795 0.1369461788530311 -1.8606654248628565 -0.05889885615359543 0.9982631540528996 0.0012649127064971034 0.5016560305033211 -0.13663474312263074 -0.009316806234656916 0.9905776820085331 0.7092003714070715 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/55784150_6371469373.jpg sacre_coeur/test/images/68912179_3174719785.jpg 0 0 607.13 0.0 319.5 0.0 607.13 239.5 0.0 0.0 1.0 539.729 0.0 214.0 0.0 539.729 319.5 0.0 0.0 1.0 0.8818890015867288 -0.27334906581201757 -0.384125080019595 4.351078138321144 0.29101391917242236 0.9566353830306602 -0.012634982457007483 2.6816805284474174 0.3709214037074027 -0.10064309292484654 0.9231946057675222 4.49439074690808 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/06132465_4129851965.jpg sacre_coeur/test/images/69212502_553330789.jpg 0 0 298.312 0.0 319.5 0.0 298.312 213.0 0.0 0.0 1.0 859.802 0.0 213.0 0.0 859.802 319.5 0.0 0.0 1.0 0.9975249572541504 -0.04962961954602297 0.04980823745950216 -3.3968034279406236 0.041956357401498716 0.9885770148066639 0.14475893709730953 2.904917313498292 -0.056423609674522236 -0.1423108803277603 0.9882125224928267 14.163118020426953 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/74361805_4541261018.jpg sacre_coeur/test/images/89443230_8712904049.jpg 0 0 903.565 0.0 319.5 0.0 903.565 212.5 0.0 0.0 1.0 614.242 0.0 238.5 0.0 614.242 319.5 0.0 0.0 1.0 0.9968874613606007 0.006310933641403726 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2.8417643517912987 -0.5815556797206078 -0.09157149298408596 0.8083363489645675 10.844090611171069 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/55963526_10058115724.jpg sacre_coeur/test/images/47029087_8959697396.jpg 0 0 730.033 0.0 319.5 0.0 730.033 239.5 0.0 0.0 1.0 622.643 0.0 319.5 0.0 622.643 239.5 0.0 0.0 1.0 0.9994563549148493 -0.026859213596134152 0.01912007492978109 4.332838850855296 0.02563732906798064 0.9977770272693437 0.061512041193663866 -0.6918147328605224 -0.020729736577758864 -0.06098841282201216 0.9979231891898638 -2.1958273769020433 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/86890299_6076455455.jpg sacre_coeur/test/images/64044824_2624053101.jpg 0 0 1814.03 0.0 212.5 0.0 1814.03 319.5 0.0 0.0 1.0 1359.6 0.0 212.5 0.0 1359.6 319.5 0.0 0.0 1.0 0.9977213225871214 0.024623997835424717 0.06281577179026145 -3.664224502120417 -0.019219062808322 0.9961749017706529 -0.08524196564486265 0.18637302116060828 -0.06467449327033793 0.08384046643972812 0.9943781906837025 -0.3864932101971732 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/95399415_4857734874.jpg sacre_coeur/test/images/74182138_8276852729.jpg 0 0 542.7 0.0 319.5 0.0 542.7 239.5 0.0 0.0 1.0 710.115 0.0 319.5 0.0 710.115 213.0 0.0 0.0 1.0 0.9998640011649526 -0.0024251490611969457 -0.01631250521663067 0.37246719378500637 0.0014375873769621875 0.9981803739666811 -0.060281625478001595 1.033133219327448 0.016429014484905247 0.06024997659557576 0.9980481089623323 2.863091715848885 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/18432192_5847633717.jpg sacre_coeur/test/images/04808852_3532579721.jpg 0 0 708.131 0.0 213.5 0.0 708.131 319.5 0.0 0.0 1.0 536.862 0.0 319.5 0.0 536.862 223.5 0.0 0.0 1.0 0.9703065107592158 0.10331078159142845 0.2187056414115661 -6.417645229639769 -0.09721086434782024 0.9945188739658297 -0.038500093227001014 -4.2420567861766 -0.22148436294922957 0.01609632668363307 0.97503106885692 -13.085031097248253 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/38432569_8875267871.jpg sacre_coeur/test/images/59914221_4605768617.jpg 0 0 569.282 0.0 239.5 0.0 569.282 319.5 0.0 0.0 1.0 658.209 0.0 319.5 0.0 658.209 239.5 0.0 0.0 1.0 -0.03900793616435327 0.9940924447026327 -0.10128470911909597 0.10840433319633991 -0.9894356722270585 -0.05258984115692928 -0.13509759113943146 2.5953768851978083 -0.13962604141343335 0.09494482604244993 0.9856419474469332 0.29449335223245665 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/56774631_6820191793.jpg sacre_coeur/test/images/97437832_311711460.jpg 0 0 1196.24 0.0 319.5 0.0 1196.24 213.0 0.0 0.0 1.0 489.971 0.0 249.5 0.0 489.971 187.0 0.0 0.0 1.0 0.9961819668236043 0.002404954415486909 0.08726800771023997 -4.647139010369302 -0.009299075977530142 0.9968566148590442 0.07867920054074808 -7.320856674550398 -0.08680447086077533 -0.07919031257689638 0.993072947085235 -34.7404113343712 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/97202520_2635602680.jpg sacre_coeur/test/images/30442266_2401730436.jpg 0 0 677.356 0.0 319.5 0.0 677.356 239.5 0.0 0.0 1.0 523.192 0.0 319.5 0.0 523.192 239.5 0.0 0.0 1.0 0.9929249576939285 0.07899006582412313 0.08866001291230889 -0.27682689097094415 -0.06976064232352756 0.9922562393428576 -0.1027667663584823 1.1070211377474255 -0.0960910046316457 0.09585470768966299 0.9907463822001119 2.4357524560656136 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/92423741_5783562525.jpg sacre_coeur/test/images/60748234_6779431614.jpg 0 0 502.585 0.0 212.0 0.0 502.585 319.5 0.0 0.0 1.0 1251.64 0.0 305.5 0.0 1251.64 305.5 0.0 0.0 1.0 0.9996903465750939 -0.006104112312432705 -0.02412365597180049 -0.17576438083972512 0.004502029280842042 0.9978150062707023 -0.06591619674520786 3.953259785545714 0.024473305802915533 0.0657871801635829 0.997533510328952 27.447740151836985 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/52649350_2359344244.jpg sacre_coeur/test/images/70170436_3664390013.jpg 0 0 869.111 0.0 319.5 0.0 869.111 212.5 0.0 0.0 1.0 523.702 0.0 213.5 0.0 523.702 319.5 0.0 0.0 1.0 0.9976090611062324 -0.007206294708118631 0.06873303801899831 -2.173264092952832 -0.016982994821007732 0.9384890288820723 0.34489117204546504 -14.535306300116966 -0.06699058953055237 -0.3452338511568133 0.9361227744958371 -32.1714793048396 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/72198457_1660226670.jpg sacre_coeur/test/images/66599130_8409392232.jpg 0 0 1443.11 0.0 187.0 0.0 1443.11 249.5 0.0 0.0 1.0 701.54 0.0 319.5 0.0 701.54 239.5 0.0 0.0 1.0 0.9993718065771288 -0.01574700182010866 0.03174939609572835 -2.665147374495671 0.010717845278690692 0.9882046588019366 0.1527634776860291 -10.186124470672189 -0.033780467897114815 -0.1523272275590459 0.9877526490639377 -41.20379948314003 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/21037086_3590495621.jpg sacre_coeur/test/images/76812051_2399423344.jpg 0 0 661.089 0.0 239.5 0.0 661.089 319.5 0.0 0.0 1.0 731.379 0.0 319.5 0.0 731.379 239.5 0.0 0.0 1.0 0.9457632593896903 -0.0681780679915985 -0.3176218006269753 5.707509002170454 0.07039578375058357 0.9975089723311876 -0.004503748318779847 1.859240950503891 0.31713765279249034 -0.018099755901967392 0.9482067854732737 8.721593128798713 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/40133282_13969857252.jpg sacre_coeur/test/images/70970334_5790897082.jpg 0 0 1447.89 0.0 213.0 0.0 1447.89 319.5 0.0 0.0 1.0 633.07 0.0 319.5 0.0 633.07 239.5 0.0 0.0 1.0 0.999027628909779 0.015057453681148905 0.041437540510324465 -0.7997884078734578 -0.020020129883806262 0.9923177685189503 0.12208456364752637 -6.750142333354154 -0.03928092506981283 -0.1227954370903554 0.9916543195869457 -31.14956206560678 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/84278429_5829272410.jpg sacre_coeur/test/images/58219592_4573644273.jpg 0 0 1453.22 0.0 319.5 0.0 1453.22 213.0 0.0 0.0 1.0 612.079 0.0 319.5 0.0 612.079 239.5 0.0 0.0 1.0 0.9975242215435762 -0.016518819194073373 0.0683560973601884 -3.892520260538508 0.015965017382858354 0.9998352195963104 0.008640131640350567 -4.96913727880192 -0.0684875583872507 -0.00752743430599496 0.9976235723352379 -30.77452003051018 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/04915709_121816865.jpg sacre_coeur/test/images/27614460_8959698816.jpg 0 0 582.627 0.0 249.5 0.0 582.627 183.5 0.0 0.0 1.0 807.303 0.0 319.5 0.0 807.303 319.5 0.0 0.0 1.0 0.9720724857587524 -0.08502184418525237 -0.21873812754556352 2.8672414223964875 0.04592517282185975 0.9829621433393129 -0.17797837863927915 -0.02162766408374639 0.23014334865922773 0.16296229862493652 0.9594150969704376 1.2290424026345375 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/73413427_2624866230.jpg sacre_coeur/test/images/79220560_3217246137.jpg 0 0 1391.03 0.0 212.5 0.0 1391.03 319.5 0.0 0.0 1.0 1106.67 0.0 214.0 0.0 1106.67 319.5 0.0 0.0 1.0 0.9917740658246548 -0.06027790977671638 -0.11291933382102295 6.110994472854687 0.05572606037967378 0.9975177815628711 -0.04304511192283393 0.9392575127677301 0.11523371274151735 0.036398476051043495 0.9926713163927763 8.066293702649112 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/61046986_5564238795.jpg sacre_coeur/test/images/00204549_3820006713.jpg 0 0 1203.71 0.0 210.0 0.0 1203.71 319.5 0.0 0.0 1.0 565.301 0.0 319.5 0.0 565.301 213.5 0.0 0.0 1.0 0.9999515873763681 -0.002974327920326718 -0.009379566989142862 0.91511699852322 0.005069001034220319 0.9727146901443122 0.23194921169508054 -15.45190640995802 0.008433749581089474 -0.23198552745996154 0.9726826753454215 -41.54164263500075 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/99117955_5783559928.jpg sacre_coeur/test/images/22593097_5934502901.jpg 0 0 537.035 0.0 319.5 0.0 537.035 239.5 0.0 0.0 1.0 1517.12 0.0 319.5 0.0 1517.12 179.5 0.0 0.0 1.0 0.9836095372280176 -0.07312019555005614 -0.16482025141591902 3.9435280559731103 0.04263058488847799 0.9824753713250692 -0.1814518613068865 3.7801331208785753 0.17519963329342747 0.17145139760990244 0.9694893020304349 42.57353361534136 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/98400098_660544149.jpg sacre_coeur/test/images/23236854_6565983213.jpg 0 0 1210.72 0.0 239.0 0.0 1210.72 319.5 0.0 0.0 1.0 668.656 0.0 239.5 0.0 668.656 319.5 0.0 0.0 1.0 0.9521097991149168 0.08155830491633459 0.2946780842351982 -14.328193923715125 -0.12383328777981793 0.9840450361624706 0.12775243105961948 -2.957860778479583 -0.27955723433134966 -0.1581252974801193 0.9470185547442197 -27.678993311887098 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/73479674_2286585340.jpg sacre_coeur/test/images/03337951_335877896.jpg 0 0 510.127 0.0 249.5 0.0 510.127 187.0 0.0 0.0 1.0 572.41 0.0 249.5 0.0 572.41 187.0 0.0 0.0 1.0 0.9940775710692182 0.04854076752506191 0.09722950470511191 -0.2079181006157261 -0.035419935265086064 0.9905641414699383 -0.1323937680547737 4.618680570281312 -0.10273855597068027 0.12816581261007945 0.9864169065841568 15.989730455802432 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/36940211_2500226864.jpg sacre_coeur/test/images/08124432_3626165332.jpg 0 0 647.827 0.0 319.5 0.0 647.827 239.5 0.0 0.0 1.0 1404.56 0.0 196.5 0.0 1404.56 249.5 0.0 0.0 1.0 0.9989329635632492 -0.03030091444187634 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1.0 1479.22 0.0 319.5 0.0 1479.22 213.0 0.0 0.0 1.0 0.9917875024616204 0.02698262487832423 -0.1250179503736025 1.7670125471256122 -0.025919424233009733 0.9996127744278043 0.0101234701647586 3.3698899074150024 0.125242698024157 -0.006799937898475904 0.9921028310796248 19.78630703675468 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/44937588_1061437022.jpg sacre_coeur/test/images/87551911_7790325846.jpg 0 0 521.234 0.0 319.5 0.0 521.234 239.5 0.0 0.0 1.0 479.404 0.0 319.5 0.0 479.404 239.5 0.0 0.0 1.0 0.9696463274733397 -0.13268965994433235 -0.20537637099072956 4.592830793214155 0.11177942356109968 0.9875907298430289 -0.11031731866058712 1.4622839052469194 0.21746576761829106 0.08401193053353018 0.9724456979401043 2.8305320274184345 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/53515910_7697309520.jpg sacre_coeur/test/images/22663714_8829093598.jpg 0 0 500.109 0.0 319.5 0.0 500.109 212.5 0.0 0.0 1.0 595.075 0.0 239.5 0.0 595.075 319.5 0.0 0.0 1.0 0.8556319757304529 0.2609044512562532 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0.0 1.0\nsacre_coeur/test/images/47788810_3531619701.jpg sacre_coeur/test/images/58368117_3401402227.jpg 0 0 394.04 0.0 166.5 0.0 394.04 249.5 0.0 0.0 1.0 682.756 0.0 319.5 0.0 682.756 239.0 0.0 0.0 1.0 0.9942505471085916 -0.02876675884938652 -0.10314224721018816 2.1528639433401047 0.03116874493852339 0.9992774148182365 0.021752185479616108 0.4687005083675282 0.10244197827660104 -0.02484193670959633 0.9944287401655749 1.9712617659632317 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/99818215_2123948121.jpg sacre_coeur/test/images/86890299_6076455455.jpg 0 0 944.024 0.0 319.5 0.0 944.024 239.5 0.0 0.0 1.0 1814.03 0.0 212.5 0.0 1814.03 319.5 0.0 0.0 1.0 0.9998348500202258 -0.002189780878060929 -0.018040996223573406 0.5212091523355185 8.686712564229477e-05 0.9932786047870477 -0.11574802687907264 4.167675070715568 0.018173198373852464 0.11572734392528898 0.9931147550655274 35.93062863366548 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/78937340_9546137587.jpg sacre_coeur/test/images/84979436_3867757669.jpg 0 0 944.217 0.0 239.5 0.0 944.217 319.5 0.0 0.0 1.0 527.25 0.0 239.5 0.0 527.25 319.5 0.0 0.0 1.0 0.9992736575574644 0.009580438445255106 -0.03688322804369993 2.5060490123742487 -0.012562187755097114 0.9965958218621296 -0.08147980906796679 -1.274058339598587 0.03597705866983268 0.08188396086013014 0.9959923032851831 -43.26800469480931 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/20864632_4515642500.jpg sacre_coeur/test/images/32086795_402359870.jpg 0 0 707.548 0.0 319.5 0.0 707.548 239.5 0.0 0.0 1.0 689.084 0.0 239.5 0.0 689.084 319.5 0.0 0.0 1.0 0.9084394033510438 -0.14062150475436513 -0.3936539633228878 2.2398968113068003 0.10876025932604928 0.9887971583735858 -0.10223201838784364 0.6340313735918213 0.40361994057594575 0.05005768665190128 0.913556331912012 2.7889420856197393 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/95398527_2664763907.jpg sacre_coeur/test/images/23743016_2389191967.jpg 0 0 829.676 0.0 319.5 0.0 829.676 213.0 0.0 0.0 1.0 714.056 0.0 239.5 0.0 714.056 319.5 0.0 0.0 1.0 0.9993880401652719 0.011278505092635682 0.03311103286658517 1.0415339162117478 -0.008483626540744837 0.9964827169212576 -0.08336799720483828 -0.8034686429542275 -0.03393483837200142 0.08303607770182876 0.995968592147645 -1.7675521807926513 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/76850149_8327024804.jpg sacre_coeur/test/images/27733835_2747519645.jpg 0 0 799.829 0.0 319.5 0.0 799.829 239.5 0.0 0.0 1.0 506.292 0.0 187.0 0.0 506.292 249.5 0.0 0.0 1.0 0.999628740949177 0.011524844890815667 0.024689232847661183 -0.9535805565055899 -0.006605071231576406 0.9816100271221827 -0.19078293342753097 0.16810567040225854 -0.026433942240785678 0.19054902939514162 0.9813217179366717 0.10329269859589552 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/61046986_5564238795.jpg sacre_coeur/test/images/93845208_10996896025.jpg 0 0 1203.71 0.0 210.0 0.0 1203.71 319.5 0.0 0.0 1.0 1826.02 0.0 226.0 0.0 1826.02 301.5 0.0 0.0 1.0 0.9997315769844762 -0.002111115147599028 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sacre_coeur/test/images/36799566_319205128.jpg 0 0 666.684 0.0 319.5 0.0 666.684 239.5 0.0 0.0 1.0 815.415 0.0 166.0 0.0 815.415 249.5 0.0 0.0 1.0 -0.09694610689454207 -0.9646707947259872 -0.24497287637761936 2.2139219191167987 0.9934526285002194 -0.0788429329345306 -0.08267809173103656 2.169145389708941 0.060442760393587466 -0.2513842670673991 0.9659982520620779 11.401440480332687 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/12060097_10141374576.jpg sacre_coeur/test/images/16385535_4660789205.jpg 0 0 852.046 0.0 319.5 0.0 852.046 209.0 0.0 0.0 1.0 669.771 0.0 239.5 0.0 669.771 319.5 0.0 0.0 1.0 0.9996863840594122 -0.004240505768554493 -0.02468099748884841 -1.6943408742896104 -0.003089483575923065 0.9571466542130005 -0.2895871844887015 -2.9508498953959172 0.02485133029541449 0.289572616867835 0.9568333767918333 19.773901599591643 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/61046986_5564238795.jpg sacre_coeur/test/images/34366638_4030867612.jpg 0 0 1203.71 0.0 210.0 0.0 1203.71 319.5 0.0 0.0 1.0 648.225 0.0 239.5 0.0 648.225 319.5 0.0 0.0 1.0 0.9911284148597043 -0.016095633402299282 -0.13192951088770413 6.515376219582459 0.01847270434159614 0.9996879822363526 0.01681360658863996 -5.342678445168463 0.13161772088893664 -0.019101538094833375 0.9911164950652439 -40.34572172029429 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/30959030_12203993343.jpg sacre_coeur/test/images/24662873_8171467618.jpg 0 0 1448.34 0.0 213.0 0.0 1448.34 319.5 0.0 0.0 1.0 733.364 0.0 239.5 0.0 733.364 319.5 0.0 0.0 1.0 0.9972189609196148 -0.012001840348434201 -0.07355474023238988 4.140721888220788 0.016904506477081412 0.9976500373026855 0.06639759582030515 -5.498349940046082 0.07258499599207793 -0.06745634809416369 0.9950784187483059 -34.70488465809382 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/65606241_8601988847.jpg sacre_coeur/test/images/70139640_13923464795.jpg 0 0 545.165 0.0 319.5 0.0 545.165 212.5 0.0 0.0 1.0 544.883 0.0 239.5 0.0 544.883 319.5 0.0 0.0 1.0 0.9175322013258884 -0.12122901792390939 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537.035 0.0 319.5 0.0 537.035 239.5 0.0 0.0 1.0 0.9703319145261349 0.09021921844691712 0.22431332611967922 -5.155229515541672 -0.10149258396188934 0.9940628369275454 0.03922157110952116 -1.4623605476137425 -0.2194430018314208 -0.060824081270396804 0.9737274773183858 -6.027734341045065 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/39049516_4219301204.jpg sacre_coeur/test/images/33411162_10141421203.jpg 0 0 1803.38 0.0 239.5 0.0 1803.38 319.5 0.0 0.0 1.0 878.795 0.0 218.5 0.0 878.795 319.5 0.0 0.0 1.0 0.9999339045704684 -0.0010711465018932713 -0.011447232662480999 0.7526031049638698 0.002464283591052816 0.9924789872350462 0.12239030681912631 -7.159473401674533 0.0112300399304881 -0.12241042660683958 0.9924160285188318 -35.13545727898739 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/39049516_4219301204.jpg sacre_coeur/test/images/03836329_3380486130.jpg 0 0 1803.38 0.0 239.5 0.0 1803.38 319.5 0.0 0.0 1.0 944.708 0.0 319.5 0.0 944.708 301.0 0.0 0.0 1.0 0.9834821664122874 -0.0017554076816552304 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0.0 1.0\nsacre_coeur/test/images/16555640_3650571161.jpg sacre_coeur/test/images/44122025_7441115438.jpg 0 0 1235.34 0.0 239.5 0.0 1235.34 319.5 0.0 0.0 1.0 1479.22 0.0 319.5 0.0 1479.22 213.0 0.0 0.0 1.0 0.9989099985494201 0.03354306493748929 0.032460400376416884 0.5525184214218962 -0.03954808672526343 0.9775751154771944 0.2068401373914674 -8.186562339838911 -0.024794427486210507 -0.20789842807089567 0.9778361212244521 -25.552751113066968 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/72198457_1660226670.jpg sacre_coeur/test/images/57164580_3093476792.jpg 0 0 1443.11 0.0 187.0 0.0 1443.11 249.5 0.0 0.0 1.0 647.246 0.0 319.5 0.0 647.246 239.5 0.0 0.0 1.0 0.9998147920455893 -0.01834888998700524 0.005805156593915095 -0.5749748633959239 0.017999154866852964 0.9982995000084974 0.055444915969483206 -5.273691787125767 -0.006812637588639258 -0.0553301592174538 0.9984448715127225 -37.08715376682923 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/55864846_6415556309.jpg sacre_coeur/test/images/97181778_57457394.jpg 0 0 437.599 0.0 213.0 0.0 437.599 319.5 0.0 0.0 1.0 1458.98 0.0 239.5 0.0 1458.98 319.5 0.0 0.0 1.0 0.9975621330379184 -0.035503390249509145 -0.060077450092607405 1.1468276690273262 0.03181805691231623 0.997616670972616 -0.061225722142250694 2.7603964600395816 0.0621079864684348 0.05916491425081709 0.9963142631411689 29.071118920976613 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/85291069_9106452141.jpg sacre_coeur/test/images/34366638_4030867612.jpg 0 0 1805.38 0.0 239.5 0.0 1805.38 319.5 0.0 0.0 1.0 648.225 0.0 239.5 0.0 648.225 319.5 0.0 0.0 1.0 0.9897221991893462 0.009628717169970187 -0.14267885700924685 5.823302574581916 -0.01224654903082487 0.9997721937804854 -0.017480920461772256 -5.149378995776096 0.1424780350392298 0.019048578661305063 0.9896146528737051 -39.896693120473934 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/16555640_3650571161.jpg sacre_coeur/test/images/66599130_8409392232.jpg 0 0 1235.34 0.0 239.5 0.0 1235.34 319.5 0.0 0.0 1.0 701.54 0.0 319.5 0.0 701.54 239.5 0.0 0.0 1.0 0.9967635868246276 -0.019887003049618667 0.07789004487229188 -2.5876778931168953 0.0028490447444305673 0.9770476374810861 0.21300187096988685 -11.992287606635786 -0.0803382531833212 -0.21209059668531394 0.9739421665956967 -45.428040515528906 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/40133282_13969857252.jpg sacre_coeur/test/images/47058715_3625029597.jpg 0 0 1447.89 0.0 213.0 0.0 1447.89 319.5 0.0 0.0 1.0 679.749 0.0 319.5 0.0 679.749 239.5 0.0 0.0 1.0 0.938343905988832 0.10411263766186295 0.3296532614319348 -12.62424394405141 -0.0915848216362497 0.9943669544283448 -0.053353354034723695 -0.9753300680657699 -0.33335106800410613 0.019872559472495954 0.9425933093548531 -30.605708156635338 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/08124432_3626165332.jpg sacre_coeur/test/images/79410678_281876803.jpg 0 0 1404.56 0.0 196.5 0.0 1404.56 249.5 0.0 0.0 1.0 521.004 0.0 249.5 0.0 521.004 187.0 0.0 0.0 1.0 0.9964479781610933 0.05320672553442502 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0.0 0.0 1.0\nsacre_coeur/test/images/02933228_4036000307.jpg sacre_coeur/test/images/76298563_8026742947.jpg 0 0 679.926 0.0 319.5 0.0 679.926 239.5 0.0 0.0 1.0 520.791 0.0 319.5 0.0 520.791 239.5 0.0 0.0 1.0 0.9714291333078992 -0.08678078942159434 -0.22089484726454992 2.691938368532133 0.05672357243555591 0.9886725582820157 -0.13895685960125478 2.3274533392116337 0.23045145972810016 0.1224567968201826 0.9653478428119724 8.196666632529926 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/77706306_5103474140.jpg sacre_coeur/test/images/67770719_8270986474.jpg 0 0 505.257 0.0 319.5 0.0 505.257 214.0 0.0 0.0 1.0 499.694 0.0 212.5 0.0 499.694 319.5 0.0 0.0 1.0 0.9670590053406806 -0.11888694407877609 -0.22508392816259362 2.8200187134035217 0.03410025859938442 0.9367693491135438 -0.3482820106247845 0.10585691700885845 0.25225790880158494 0.32913383461594664 0.9099653105245572 8.763505582976375 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/58368117_3401402227.jpg 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0 471.619 0.0 319.5 0.0 471.619 239.5 0.0 0.0 1.0 535.838 0.0 213.0 0.0 535.838 319.5 0.0 0.0 1.0 0.9566111562504664 0.10215962360439321 0.27287086147508394 -3.4777286407015495 -0.09015844165796284 0.9943405866138803 -0.05619833814422044 -0.14007401266201 -0.27706777354097584 0.029158345587038004 0.9604078507320072 -0.04978194824706683 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/59996089_2005549974.jpg sacre_coeur/test/images/77447644_11774301175.jpg 0 0 497.691 0.0 319.5 0.0 497.691 213.5 0.0 0.0 1.0 511.678 0.0 319.5 0.0 511.678 212.5 0.0 0.0 1.0 0.9967251536054452 0.04191859568618387 0.06915055680108091 -0.44482687380355057 -0.03266770005153946 0.9909932236831122 -0.1298662850300101 0.08268574228577519 -0.07397154549922504 0.12718200324673073 0.9891172572079634 0.6316539069909686 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/55597679_2718818848.jpg sacre_coeur/test/images/63170630_8128095778.jpg 0 0 682.241 0.0 239.5 0.0 682.241 319.5 0.0 0.0 1.0 1392.01 0.0 212.0 0.0 1392.01 319.5 0.0 0.0 1.0 0.9990477309614951 0.008978153494859293 -0.042696885372488017 1.0318016080820285 -0.003571387695372309 0.9921428945165195 0.12505887433649743 2.9371195679109134 0.04348420920998768 -0.12478729751142638 0.9912301720232171 12.185807694913771 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/98598382_4057825649.jpg sacre_coeur/test/images/79893810_6766787721.jpg 0 0 667.538 0.0 239.5 0.0 667.538 319.5 0.0 0.0 1.0 1017.45 0.0 212.0 0.0 1017.45 319.5 0.0 0.0 1.0 0.725622862029099 0.24648912660874603 0.6424286517305688 -10.986776325845122 -0.27432539754712276 0.9598600404687 -0.05843183183880652 1.4589723771700651 -0.6310444028444528 -0.1338350222291726 0.7641146173602523 7.957070747882252 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/85019556_13753237.jpg sacre_coeur/test/images/34297653_2634761938.jpg 0 0 1875.74 0.0 239.5 0.0 1875.74 319.5 0.0 0.0 1.0 648.902 0.0 239.0 0.0 648.902 319.5 0.0 0.0 1.0 0.9996047405975365 -0.0020573205151612033 0.028038010044046834 -3.3635994947710097 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0 1800.38 0.0 239.5 0.0 1800.38 319.5 0.0 0.0 1.0 753.473 0.0 239.5 0.0 753.473 319.5 0.0 0.0 1.0 0.9825541090311793 0.05575630408837587 0.17742225728569092 -11.06602139742444 -0.0712534323754988 0.994065048505048 0.0822047913163615 -8.657487872224726 -0.17178582945241883 -0.09341260030135595 0.9806955260957824 -47.980662013895696 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/59066216_374458283.jpg sacre_coeur/test/images/97437832_311711460.jpg 0 0 1271.07 0.0 249.5 0.0 1271.07 239.5 0.0 0.0 1.0 489.971 0.0 249.5 0.0 489.971 187.0 0.0 0.0 1.0 0.9988946246525308 -0.03038410982356706 -0.03586550864701348 2.1338153067354426 0.03331477296228199 0.9958948865799498 0.08416353596647703 -7.9582066850033435 0.03316104254620452 -0.08526535494641584 0.9958062886440867 -37.54384058979556 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/99818215_2123948121.jpg sacre_coeur/test/images/97523888_2454093481.jpg 0 0 944.024 0.0 319.5 0.0 944.024 239.5 0.0 0.0 1.0 651.106 0.0 319.5 0.0 651.106 239.5 0.0 0.0 1.0 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sacre_coeur/test/images/36514160_148787094.jpg 0 0 506.292 0.0 187.0 0.0 506.292 249.5 0.0 0.0 1.0 662.125 0.0 319.5 0.0 662.125 239.5 0.0 0.0 1.0 0.999152782259072 -0.017168832820868674 -0.03740252509556002 -1.3654409363167765 0.016478607083783025 0.999689619146516 -0.018684776671709376 0.6034773671397877 0.03771171187487025 0.018052605082436692 0.9991255828158961 6.762381892368753 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/61084833_3699152935.jpg sacre_coeur/test/images/19631710_3287132673.jpg 0 0 1839.79 0.0 239.5 0.0 1839.79 319.5 0.0 0.0 1.0 500.5 0.0 319.5 0.0 500.5 213.0 0.0 0.0 1.0 0.7986981891177973 -0.15938293732399578 -0.5802398486746033 36.51501906837886 0.20505220344299818 0.9786588770721706 0.013431164916323159 -3.181040041943163 0.5657161802203668 -0.12970690659256903 0.8143348953711024 -36.24980305638297 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/81147304_5790709520.jpg sacre_coeur/test/images/62721852_537101715.jpg 0 0 1292.87 0.0 319.5 0.0 1292.87 239.5 0.0 0.0 1.0 662.611 0.0 319.5 0.0 662.611 239.5 0.0 0.0 1.0 0.9283212872300118 0.14881666436553048 0.34069515418146284 -12.58395605416985 -0.1448335651145336 0.9887545882407927 -0.03725053890878946 -0.6363658909561369 -0.3424073978345499 -0.014763625567527874 0.9394355801587857 -21.743798981357763 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/66599130_8409392232.jpg sacre_coeur/test/images/55597679_2718818848.jpg 0 0 701.54 0.0 319.5 0.0 701.54 239.5 0.0 0.0 1.0 682.241 0.0 239.5 0.0 682.241 319.5 0.0 0.0 1.0 0.9984175166965376 -0.035047424858096206 -0.04397886269942894 0.3523095614475287 0.029417891610981663 0.9920082968631314 -0.12269525910920037 -0.921578909852874 0.04792754955851233 0.12120733049417996 0.991469481642169 -7.8076133333205515 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/00246274_6807912549.jpg sacre_coeur/test/images/04388678_7557805274.jpg 0 0 1138.93 0.0 308.5 0.0 1138.93 319.5 0.0 0.0 1.0 528.283 0.0 213.0 0.0 528.283 319.5 0.0 0.0 1.0 0.9963489330917809 0.025808917014496814 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19.031378220079695 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/72776302_21108497.jpg sacre_coeur/test/images/63516274_5829260794.jpg 0 0 565.519 0.0 187.0 0.0 565.519 249.5 0.0 0.0 1.0 522.011 0.0 319.5 0.0 522.011 213.0 0.0 0.0 1.0 0.9828439092408359 0.05971211313312959 0.1745059128321094 -3.7547855108933095 -0.09052166062721986 0.9805195406885769 0.17431941740710566 -3.569150756313268 -0.1606974767240664 -0.1871253426798162 0.9691028980977612 -8.208283782576535 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/64272078_4462759761.jpg sacre_coeur/test/images/79770190_8442039294.jpg 0 0 1069.29 0.0 319.5 0.0 1069.29 231.5 0.0 0.0 1.0 704.085 0.0 239.5 0.0 704.085 319.5 0.0 0.0 1.0 0.9807510068603587 -0.05447681780585795 -0.18750930340689795 0.3245279635691505 0.0646356679917323 0.9967300015743751 0.04849262196261275 -3.7476692629335826 0.18425442454838176 -0.0596789768955005 0.9810650981209408 -36.23939066054773 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/83129529_7908624824.jpg sacre_coeur/test/images/79893810_6766787721.jpg 0 0 521.65 0.0 319.5 0.0 521.65 239.5 0.0 0.0 1.0 1017.45 0.0 212.0 0.0 1017.45 319.5 0.0 0.0 1.0 0.9110046510583493 0.11813279488432524 0.39511412088518566 -1.4477158134225547 -0.03581641606428377 0.977137966752573 -0.2095675983327516 1.7120414886818582 -0.41083781482522436 0.17676548504576717 0.8944083257697064 5.798229023026569 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/78627958_7119964169.jpg sacre_coeur/test/images/55185330_108661534.jpg 0 0 1461.04 0.0 319.5 0.0 1461.04 213.0 0.0 0.0 1.0 674.5 0.0 319.5 0.0 674.5 239.5 0.0 0.0 1.0 0.9996190007527954 -0.026291367891989357 -0.008403410518985356 4.469516983772607 0.027455492274254853 0.9784152919953264 0.204816289229345 -15.763019840670527 0.0028371249462888445 -0.20496897414991483 0.9787643589536609 -45.52045996019853 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/48445083_12204174934.jpg sacre_coeur/test/images/63366740_3980778716.jpg 0 0 1439.35 0.0 213.0 0.0 1439.35 319.5 0.0 0.0 1.0 492.101 0.0 249.5 0.0 492.101 187.0 0.0 0.0 1.0 0.9818128645873049 0.01304451569047847 -0.18940258588855483 8.048352267097247 0.023481703313956947 0.9816327316901869 0.18932984361673433 -11.375778030117129 0.18839349389070156 -0.19033397144194372 0.9634733368260854 -42.681929838114726 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/75878456_4122246314.jpg sacre_coeur/test/images/39585572_5151898468.jpg 0 0 887.502 0.0 319.5 0.0 887.502 213.0 0.0 0.0 1.0 697.515 0.0 239.5 0.0 697.515 319.5 0.0 0.0 1.0 0.9983910742311747 0.022646632494672504 0.051984545128069104 -0.2429109832901534 -0.026229262869969176 0.9972507738983399 0.06930310042458482 -2.6162821493802686 -0.05027214601366313 -0.07055511317979209 0.9962402759070561 -8.584373129120182 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/62139059_2843916338.jpg sacre_coeur/test/images/77647660_7639153124.jpg 0 0 683.468 0.0 239.5 0.0 683.468 319.5 0.0 0.0 1.0 1863.9 0.0 305.5 0.0 1863.9 305.5 0.0 0.0 1.0 0.9767256428204487 0.03528277521064337 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0.0 1.0\nsacre_coeur/test/images/25142691_4077149258.jpg sacre_coeur/test/images/27614460_8959698816.jpg 0 0 689.154 0.0 319.5 0.0 689.154 239.5 0.0 0.0 1.0 807.303 0.0 319.5 0.0 807.303 319.5 0.0 0.0 1.0 0.9968278329702503 -0.07953475698535242 -0.002914420545419398 -0.5309682186213289 0.07428258812668438 0.9428989048365347 -0.32469024062830254 -0.06440320328775068 0.0285721633243967 0.32344377825109666 0.9458159196131241 2.7964890456812697 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/00246274_6807912549.jpg sacre_coeur/test/images/34366638_4030867612.jpg 0 0 1138.93 0.0 308.5 0.0 1138.93 319.5 0.0 0.0 1.0 648.225 0.0 239.5 0.0 648.225 319.5 0.0 0.0 1.0 0.9980728700815177 -0.006939790940209577 -0.06166348440485915 -0.3301329197969399 0.00013893451176984672 0.9939739994213106 -0.10961600782552851 -0.7113899733644666 0.06205261239016101 0.10939619635120357 0.992059446565298 -4.509578391483556 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/20934731_2795411032.jpg 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1.0 484.401 0.0 319.5 0.0 484.401 213.0 0.0 0.0 1.0 0.9976883271255427 -0.0048464497123150724 -0.06778284327632181 0.8377397258706085 -0.01144890249697302 0.9712084023183981 -0.2379562184473426 0.122277275026939 0.06698450976943254 0.23818218067548771 0.9689077996691008 3.367470472443237 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/26329012_3452802515.jpg sacre_coeur/test/images/56739575_3512017389.jpg 0 0 896.446 0.0 239.5 0.0 896.446 319.5 0.0 0.0 1.0 767.042 0.0 319.5 0.0 767.042 213.0 0.0 0.0 1.0 0.9776511925990793 -0.08902340300774002 -0.19045466475389702 3.7192732606098695 0.12675358962747593 0.9723452824001902 0.19615855655730177 -0.4796650989767217 0.1677249925507443 -0.215915459175614 0.9618985608487189 -1.297623639884887 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/10162786_7360656560.jpg sacre_coeur/test/images/18432192_5847633717.jpg 0 0 534.866 0.0 319.5 0.0 534.866 211.5 0.0 0.0 1.0 708.131 0.0 213.5 0.0 708.131 319.5 0.0 0.0 1.0 0.7876231639942275 0.23924896320450914 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-7.1779027001843625 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/38879018_753144146.jpg sacre_coeur/test/images/79081394_2124721534.jpg 0 0 1556.17 0.0 249.5 0.0 1556.17 187.0 0.0 0.0 1.0 1525.68 0.0 319.5 0.0 1525.68 239.5 0.0 0.0 1.0 0.9994522785172485 0.026862880464350397 0.019326888519326818 3.0177745847144184 -0.026926144216751668 0.9996328620797535 0.00302056416236932 0.0929764059650715 -0.019238651831642355 -0.003539308322020086 0.9998086554797886 0.2841878814219001 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/60643706_4839245857.jpg sacre_coeur/test/images/83916827_2652728872.jpg 0 0 417.17 0.0 319.5 0.0 417.17 213.0 0.0 0.0 1.0 690.499 0.0 239.5 0.0 690.499 319.5 0.0 0.0 1.0 0.8978740768238673 0.24636744202172506 0.3648632972489284 -7.200609622174708 -0.2762753979332137 0.9605698391056314 0.03126481564675941 -0.21430069435072052 -0.3427740460777805 -0.12887462012457465 0.9305360205941595 -1.3703040811001237 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/64837411_8951541213.jpg sacre_coeur/test/images/20864632_4515642500.jpg 0 0 1049.84 0.0 319.5 0.0 1049.84 212.0 0.0 0.0 1.0 707.548 0.0 319.5 0.0 707.548 239.5 0.0 0.0 1.0 0.9612607669879124 0.08507861689104323 0.26218193453729366 -10.445993579431306 -0.07993386181140558 0.9963411748416279 -0.03024633946644913 -3.514218571599618 -0.2637959734069604 0.008117404949344577 0.964544344315575 -31.623504793094025 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/77647660_7639153124.jpg sacre_coeur/test/images/04808852_3532579721.jpg 0 0 1863.9 0.0 305.5 0.0 1863.9 305.5 0.0 0.0 1.0 536.862 0.0 319.5 0.0 536.862 223.5 0.0 0.0 1.0 0.9919873395529067 0.03872376782278899 0.12025634275310773 -11.725923609206202 -0.06522427216422183 0.972177881128185 0.22497991413848478 -16.96902718574687 -0.10819848653005133 -0.23102085890827953 0.9669138794442281 -53.49296483303875 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/01012753_375984446.jpg sacre_coeur/test/images/70139640_13923464795.jpg 0 0 773.348 0.0 249.5 0.0 773.348 199.0 0.0 0.0 1.0 544.883 0.0 239.5 0.0 544.883 319.5 0.0 0.0 1.0 0.9790618357204921 -0.079622191158046 -0.18734521213741115 4.540337984636318 0.0766086335494982 0.9967893548968246 -0.023283024503934328 -2.385977045550817 0.18859755857724855 0.008443260008059181 0.9820181628967651 -14.865003931932517 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/90679226_9106466645.jpg sacre_coeur/test/images/07643413_4366433493.jpg 0 0 512.07 0.0 239.5 0.0 512.07 319.5 0.0 0.0 1.0 692.547 0.0 319.5 0.0 692.547 239.5 0.0 0.0 1.0 0.9725973469072268 -0.005236063044224186 0.23243705477573945 -4.126192383661401 -0.042523770365398256 0.9788757149984396 0.1999851582998207 -1.3714811357434382 -0.2285741230825004 -0.20438913432492045 0.9518292662168859 -4.935962573205033 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/13402995_4460408839.jpg sacre_coeur/test/images/14122634_883725893.jpg 0 0 702.935 0.0 239.5 0.0 702.935 319.5 0.0 0.0 1.0 479.75 0.0 319.5 0.0 479.75 239.5 0.0 0.0 1.0 0.9751041103038779 -0.08921695494173354 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0.04079131979526912 0.2215964730162986 0.07503422990825345 0.9722473283526224 -1.9335057646225269 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/70467218_7085137245.jpg sacre_coeur/test/images/20864632_4515642500.jpg 0 0 983.528 0.0 305.5 0.0 983.528 305.5 0.0 0.0 1.0 707.548 0.0 319.5 0.0 707.548 239.5 0.0 0.0 1.0 0.9583128375088551 0.1444665580889698 0.24650744219932322 -2.765979058930826 -0.0915780545665049 0.9725431262729873 -0.2139470202199095 -0.5496550552010989 -0.270647308110649 0.18245350403072672 0.9452305292781064 -2.2100185518688225 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/23735654_3093471146.jpg sacre_coeur/test/images/85360130_8421021553.jpg 0 0 662.801 0.0 239.5 0.0 662.801 319.5 0.0 0.0 1.0 1605.2 0.0 319.5 0.0 1605.2 213.0 0.0 0.0 1.0 0.9987967657167711 -0.016828845817192847 0.04606311693946463 1.3259837863546478 0.020362131438889885 0.9967965299897168 -0.07734378710488186 1.609852849468965 -0.044613948457663 0.07818866765024884 0.995939821401924 7.200704794233247 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/16385535_4660789205.jpg sacre_coeur/test/images/67770719_8270986474.jpg 0 0 669.771 0.0 239.5 0.0 669.771 319.5 0.0 0.0 1.0 499.694 0.0 212.5 0.0 499.694 319.5 0.0 0.0 1.0 0.9997421746541806 0.010615100230459371 0.020072465340038523 1.8935056651661397 -0.012279662241437896 0.9963299113465435 0.08471078828239488 1.4299105685867066 -0.0190995841045283 -0.08493543078883999 0.9962033820880896 -29.343996195420928 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/17616986_7085723791.jpg sacre_coeur/test/images/60535642_3153438485.jpg 0 0 511.96 0.0 319.5 0.0 511.96 212.0 0.0 0.0 1.0 722.898 0.0 319.5 0.0 722.898 239.5 0.0 0.0 1.0 0.805214291943706 0.2205109848456696 0.5504587628623864 -7.196107723600276 -0.19395585078350347 0.975165538620122 -0.10692661144249549 2.845708456847996 -0.5603669083702602 -0.020665861949600135 0.8279866243807544 10.936034876784866 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/25134250_4289943327.jpg sacre_coeur/test/images/30442266_2401730436.jpg 0 0 695.364 0.0 319.5 0.0 695.364 239.5 0.0 0.0 1.0 523.192 0.0 319.5 0.0 523.192 239.5 0.0 0.0 1.0 0.9661100168306062 0.1247432079744429 0.22598798075077117 -3.2034934082993365 -0.10209156398430895 0.9887484901003667 -0.1093331417616932 -0.6027057755380263 -0.237083841589434 0.08255637703103032 0.9679750496106325 -4.425645934150224 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/55640818_3363877988.jpg sacre_coeur/test/images/57933149_11837935973.jpg 0 0 534.551 0.0 249.5 0.0 534.551 187.0 0.0 0.0 1.0 522.366 0.0 239.5 0.0 522.366 319.5 0.0 0.0 1.0 0.9458292808956138 0.1510974620171749 0.2873613202441387 -5.19707924953349 -0.08532091970159425 0.9696716680304732 -0.2290353616371799 0.1811012150290992 -0.31325279258413663 0.19211041926706648 0.930035630901995 1.3033723826857637 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/57606942_9403768875.jpg sacre_coeur/test/images/42008365_12432214243.jpg 0 0 456.61 0.0 179.5 0.0 456.61 319.5 0.0 0.0 1.0 848.932 0.0 319.5 0.0 848.932 319.5 0.0 0.0 1.0 0.9998671429568761 -0.008505775956413289 -0.013904970716729383 2.6075039667482516 0.013861484541399965 0.89253156583111 0.45077185276076753 -1.8636563517831297 0.008576460899597805 -0.4509047080819249 0.8925308894083115 -5.034620858858971 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/71870353_3302102984.jpg sacre_coeur/test/images/35558294_6148191791.jpg 0 0 682.987 0.0 239.5 0.0 682.987 319.5 0.0 0.0 1.0 638.785 0.0 319.5 0.0 638.785 239.5 0.0 0.0 1.0 0.347465029924604 0.9372864760576356 0.02760642640678542 -0.7256589195556167 -0.9274622472801258 0.34786213559387347 -0.13713392902622024 2.4817560134414443 -0.13813700753090338 0.022045326478163405 0.9901677487834464 5.714362856465398 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/76465860_1236444051.jpg sacre_coeur/test/images/64966234_8900198268.jpg 0 0 690.247 0.0 239.5 0.0 690.247 319.5 0.0 0.0 1.0 578.134 0.0 239.5 0.0 578.134 319.5 0.0 0.0 1.0 0.6606492223892284 0.29906088123374475 0.6885529712899392 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1.0\nsacre_coeur/test/images/20864632_4515642500.jpg sacre_coeur/test/images/24662873_8171467618.jpg 0 0 707.548 0.0 319.5 0.0 707.548 239.5 0.0 0.0 1.0 733.364 0.0 239.5 0.0 733.364 319.5 0.0 0.0 1.0 0.9510455765275322 -0.10098895208916919 -0.2920848214531963 2.624967470904415 0.10832511094541278 0.9940746944553038 0.009009560602958077 0.14652817028475446 0.2894442635570415 -0.0402086234472886 0.9563499803389951 0.14661265443421545 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/12872711_4632849327.jpg sacre_coeur/test/images/96482156_2206813531.jpg 0 0 670.919 0.0 239.5 0.0 670.919 319.5 0.0 0.0 1.0 889.73 0.0 239.5 0.0 889.73 319.5 0.0 0.0 1.0 0.6697913969948284 0.36293431697068823 0.6478102855595426 -11.405608124777308 -0.22204248402948518 0.9303894764670487 -0.29167200305375024 3.1608801661695725 -0.7085736516394976 0.05151799340416018 0.7037537044718679 16.73393667395558 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/04739785_8198592553.jpg sacre_coeur/test/images/66547540_2624484438.jpg 0 0 720.152 0.0 319.5 0.0 720.152 239.5 0.0 0.0 1.0 507.387 0.0 239.5 0.0 507.387 319.5 0.0 0.0 1.0 0.9990769077637877 -0.019066145435177363 0.03849434336876996 1.1722073443162562 0.022700257874943775 0.9950942555231209 -0.0962918528085147 -0.5737578926796199 -0.036469585486527706 0.09707679806797435 0.9946084981596077 -6.309383052318468 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/78937340_9546137587.jpg sacre_coeur/test/images/59066216_374458283.jpg 0 0 944.217 0.0 239.5 0.0 944.217 319.5 0.0 0.0 1.0 1271.07 0.0 249.5 0.0 1271.07 239.5 0.0 0.0 1.0 0.9998280750177436 0.005308901962598405 0.01776614663523518 -1.7902763983188728 -0.006195831496354478 0.9987176695746082 0.05024567793883128 -3.2601356509887127 -0.01747661518664129 -0.05034711550243457 0.9985788581189782 -12.28944897994375 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/64044824_2624053101.jpg sacre_coeur/test/images/31148870_2948239995.jpg 0 0 1359.6 0.0 212.5 0.0 1359.6 319.5 0.0 0.0 1.0 722.471 0.0 319.5 0.0 722.471 239.5 0.0 0.0 1.0 0.9959073879366886 0.05007494554888545 0.0752394476415013 -5.084877862864506 -0.06298731126128831 0.9815632115783565 0.1804612431965828 -8.365188102209519 -0.06481568693762056 -0.1844618158434389 0.980700140319428 -39.12667665862368 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/50742443_4801039009.jpg sacre_coeur/test/images/06423637_6065403341.jpg 0 0 900.02 0.0 319.5 0.0 900.02 194.0 0.0 0.0 1.0 1816.82 0.0 230.0 0.0 1816.82 319.5 0.0 0.0 1.0 0.9916066192894063 0.0009547242759326879 0.1292880546802013 -0.39347465284313576 0.0011591368855700611 0.999866901429109 -0.016273777319134854 0.8440335742930531 -0.1292863835951578 0.01628704786353945 0.9914735312093693 3.959329981511104 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/26329012_3452802515.jpg sacre_coeur/test/images/82675968_6187144108.jpg 0 0 896.446 0.0 239.5 0.0 896.446 319.5 0.0 0.0 1.0 712.807 0.0 319.5 0.0 712.807 239.5 0.0 0.0 1.0 0.9380592456948977 -0.16708024737017985 -0.3035276634922079 6.287891535835156 0.1454605580816922 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0.9913038892480862 -29.839724433369618 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/70724808_2779990339.jpg sacre_coeur/test/images/63170630_8128095778.jpg 0 0 1030.95 0.0 249.5 0.0 1030.95 165.5 0.0 0.0 1.0 1392.01 0.0 212.0 0.0 1392.01 319.5 0.0 0.0 1.0 0.9864811536640019 -0.046441449023202484 -0.15715637205778565 2.383706561866899 0.04861838390341848 0.9987670241118806 0.010034156333134458 0.9008158863024693 0.156496601280538 -0.017539194945129306 0.9875227543850912 4.37687844097162 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/88496846_9311240752.jpg sacre_coeur/test/images/82864141_2050910556.jpg 0 0 586.712 0.0 319.5 0.0 586.712 239.5 0.0 0.0 1.0 520.268 0.0 319.5 0.0 520.268 239.5 0.0 0.0 1.0 0.9792552094954889 -0.06284303981213418 -0.19263952611838658 4.492885867350273 0.07886486175852253 0.9939336806459045 0.07665619386256216 -2.7464928603875514 0.1866536049899791 -0.09025846677656396 0.978270842312797 -8.328333691547131 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/40430408_7756569670.jpg sacre_coeur/test/images/04543624_3663972093.jpg 0 0 517.998 0.0 319.5 0.0 517.998 201.0 0.0 0.0 1.0 433.924 0.0 319.5 0.0 433.924 212.5 0.0 0.0 1.0 0.9444191921913844 -0.16858842190431833 -0.2822239065359003 2.9295256321445926 0.1388819111979882 0.9827289839890925 -0.12229292199371218 1.7343630879528427 0.29796678365644574 0.07629998707455736 0.951521995441963 2.542046708063219 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/57007030_768923483.jpg sacre_coeur/test/images/62327360_2404846280.jpg 0 0 515.756 0.0 319.5 0.0 515.756 239.5 0.0 0.0 1.0 1508.2 0.0 319.5 0.0 1508.2 213.0 0.0 0.0 1.0 0.999310552964139 -0.032612186804337966 -0.017744407748527424 -0.13790370310192057 0.03222487312504858 0.9992452173409231 -0.021692237629283295 3.9209881303114233 0.018438445883033505 0.021105470691973084 0.9996072142698295 35.39463174210798 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/06708261_13898670284.jpg sacre_coeur/test/images/28570538_3018664920.jpg 0 0 903.681 0.0 195.0 0.0 903.681 319.5 0.0 0.0 1.0 655.109 0.0 319.5 0.0 655.109 239.5 0.0 0.0 1.0 0.9999080779512878 -0.004341742847135987 -0.012844645452904502 0.8850244392219836 0.005806021447202361 0.9932023916138079 0.11625531991081868 -4.360361537938553 0.012252581879591861 -0.11631920977061998 0.9931363026672735 -35.034341585579526 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/70724808_2779990339.jpg sacre_coeur/test/images/84259836_1237320024.jpg 0 0 1030.95 0.0 249.5 0.0 1030.95 165.5 0.0 0.0 1.0 693.174 0.0 239.5 0.0 693.174 319.5 0.0 0.0 1.0 0.7085126366485718 -0.23225512613531119 -0.6663838234029689 12.266768543942813 0.2234027409817202 0.9695428092412941 -0.10038902514893518 0.7499589529108428 0.669403509873636 -0.07774507979524999 0.7388197639048966 -0.998737523500469 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/64951325_3689575044.jpg sacre_coeur/test/images/71870353_3302102984.jpg 0 0 782.711 0.0 212.5 0.0 782.711 319.5 0.0 0.0 1.0 682.987 0.0 239.5 0.0 682.987 319.5 0.0 0.0 1.0 0.9996427521397901 -0.008414549199529464 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sacre_coeur/test/images/76610569_4643204754.jpg 0 0 1447.89 0.0 213.0 0.0 1447.89 319.5 0.0 0.0 1.0 503.401 0.0 212.5 0.0 503.401 319.5 0.0 0.0 1.0 0.7896068351862234 -0.1602086404781184 -0.592329500652592 33.056168004988066 0.13258957949719455 0.9870562044903362 -0.09022223997379508 1.4044947823841303 0.5991168911288958 -0.007296622046190006 0.8006283220513509 -27.424692252899597 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/09499608_2586864847.jpg sacre_coeur/test/images/52649350_2359344244.jpg 0 0 691.586 0.0 319.5 0.0 691.586 213.0 0.0 0.0 1.0 869.111 0.0 319.5 0.0 869.111 212.5 0.0 0.0 1.0 0.9988192678853023 0.0172522982612123 -0.04541396597716628 -1.3070937217952587 -0.015988406131571237 0.9994787009295288 0.028048123958537754 0.34723451458787213 0.04587418631911612 -0.027288909705734617 0.9985744210806883 1.8988795396995002 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/93650031_6280047097.jpg sacre_coeur/test/images/79241502_2244390302.jpg 0 0 536.98 0.0 319.5 0.0 536.98 195.0 0.0 0.0 1.0 614.197 0.0 212.5 0.0 614.197 319.5 0.0 0.0 1.0 0.9995236707775108 0.003956303439267978 -0.03060684920971513 0.5384599083798294 -0.00959740210590387 0.9824211227035031 -0.18643129441916792 -0.16678728193030612 0.02933123639172742 0.18663623798471007 0.9819911370489283 -0.8437561379199643 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/73413427_2624866230.jpg sacre_coeur/test/images/84979436_3867757669.jpg 0 0 1391.03 0.0 212.5 0.0 1391.03 319.5 0.0 0.0 1.0 527.25 0.0 239.5 0.0 527.25 319.5 0.0 0.0 1.0 0.9940108727773203 -0.025665867540843622 -0.10622451715044855 5.889821244721261 0.01042491755381139 0.9898664913407176 -0.1416179734878777 0.49447527704700367 0.10878283823501897 0.13966242359415384 0.9842056195436709 -20.250166426344336 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/92863105_622062757.jpg sacre_coeur/test/images/07643413_4366433493.jpg 0 0 1225.4 0.0 239.0 0.0 1225.4 319.5 0.0 0.0 1.0 692.547 0.0 319.5 0.0 692.547 239.5 0.0 0.0 1.0 0.9956438377157832 -0.015431033245840366 0.0919523334752992 -4.135521377275138 -0.008614650802545547 0.9667663451627255 0.25551638235591784 -13.027170158972346 -0.09283930315409017 -0.25519544877146844 0.9624220211093424 -36.587714565352194 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/77706306_5103474140.jpg sacre_coeur/test/images/86255041_34613076.jpg 0 0 505.257 0.0 319.5 0.0 505.257 214.0 0.0 0.0 1.0 943.253 0.0 319.5 0.0 943.253 283.5 0.0 0.0 1.0 0.9681158463422395 -0.12862854241531646 -0.21495675410919518 2.6521431471040056 0.1027051377358465 0.9864756896020945 -0.1277394555598737 2.6795563275774525 0.22848055222208874 0.1015894280926086 0.9682335593007021 11.830963894095103 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/60635619_2829148962.jpg sacre_coeur/test/images/19504977_367623688.jpg 0 0 530.154 0.0 249.5 0.0 530.154 187.0 0.0 0.0 1.0 495.415 0.0 319.5 0.0 495.415 212.5 0.0 0.0 1.0 0.9888905527544959 -0.1417243916180372 -0.044829359725572754 1.1029894765336357 0.1419843526004183 0.9898653476988143 0.002652742306682597 -2.2033224873102815 0.04399907146233519 -0.0089883394240973 0.998991136829977 -3.5851696853400066 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/82371655_10651730374.jpg sacre_coeur/test/images/72213636_3271218925.jpg 0 0 462.804 0.0 319.5 0.0 462.804 239.5 0.0 0.0 1.0 348.891 0.0 319.5 0.0 348.891 212.5 0.0 0.0 1.0 0.9822321576351306 0.11202106563242951 0.15056981557407575 -2.542809183861884 -0.08659897645889303 0.9823307073439638 -0.16591262364684647 0.7720394254602937 -0.166495062340324 0.14992552238922813 0.9745777198113083 1.7670381442540055 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/93650031_6280047097.jpg sacre_coeur/test/images/27614460_8959698816.jpg 0 0 536.98 0.0 319.5 0.0 536.98 195.0 0.0 0.0 1.0 807.303 0.0 319.5 0.0 807.303 319.5 0.0 0.0 1.0 0.9874152546028806 -0.043338772312139597 -0.15209492362339028 2.4277131028085623 0.02260875472084778 0.9905238555726225 -0.1354671021005457 -1.1634041362451746 0.15652462805418493 0.13032360628843753 0.9790382007135754 -4.243391674186724 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/15556549_5221678700.jpg sacre_coeur/test/images/60635619_2829148962.jpg 0 0 1213.47 0.0 319.5 0.0 1213.47 213.0 0.0 0.0 1.0 530.154 0.0 249.5 0.0 530.154 187.0 0.0 0.0 1.0 0.7580906075340005 -0.28571124501912637 -0.5862317930975347 25.877671040948265 0.36490881466926867 0.930865162991913 0.01821003307817923 -2.6322638653193 0.5404999424101721 -0.22772600378011243 0.8099386887023861 -18.192033087353458 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/26161317_4040935017.jpg sacre_coeur/test/images/08081221_11367454663.jpg 0 0 576.672 0.0 319.5 0.0 576.672 312.5 0.0 0.0 1.0 670.286 0.0 212.5 0.0 670.286 319.5 0.0 0.0 1.0 0.9597975697044453 0.07673798299696176 0.2699998280647576 -3.6054292923007276 -0.09317962595726444 0.9944627339254699 0.04859452788066202 2.627171206932709 -0.26477572112243397 -0.07179939274839416 0.9616333317356761 8.368917351147704 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/67770719_8270986474.jpg sacre_coeur/test/images/61084833_3699152935.jpg 0 0 499.694 0.0 212.5 0.0 499.694 319.5 0.0 0.0 1.0 1839.79 0.0 239.5 0.0 1839.79 319.5 0.0 0.0 1.0 0.9991636353956104 -0.010757915862643887 0.039449929649110274 -0.3283705669740365 0.0072159832131830585 0.9960188501228971 0.08885032237492972 3.5709290824874524 -0.040248717859014294 -0.08849134108009746 0.9952634441516232 41.90984417839859 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/88074069_5867013385.jpg sacre_coeur/test/images/73088789_3818781918.jpg 0 0 1107.69 0.0 319.5 0.0 1107.69 239.5 0.0 0.0 1.0 512.969 0.0 319.5 0.0 512.969 239.5 0.0 0.0 1.0 0.8286600086015863 -0.20044734736011108 -0.5226312764088212 25.909248309668392 0.30419125944675934 0.9450409299021683 0.11985540657742269 -6.178013852231808 0.4698832491381376 -0.2582992484424605 0.8440919561478162 -27.385340597401033 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/12289579_3098252990.jpg sacre_coeur/test/images/70185138_6825344581.jpg 0 0 989.015 0.0 239.5 0.0 989.015 319.5 0.0 0.0 1.0 2115.3 0.0 319.5 0.0 2115.3 319.5 0.0 0.0 1.0 0.9972739058353196 0.050013709154119144 0.05425297813588637 -2.5046165605134894 -0.03914933947430036 0.981863720312132 -0.18550192439310523 6.636014056887481 -0.06254667024464032 0.18287226042094662 0.9811450710317214 48.27247686420419 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/07643413_4366433493.jpg sacre_coeur/test/images/18185624_5817353047.jpg 0 0 692.547 0.0 319.5 0.0 692.547 239.5 0.0 0.0 1.0 534.387 0.0 212.0 0.0 534.387 319.5 0.0 0.0 1.0 0.9512928611374698 -0.15622577518750863 -0.265773210681492 2.579632847139736 -0.024157149658313268 0.8216669569874985 -0.5694557435967175 0.05891004588216441 0.30734073024783515 0.54813950684289 0.7778719409830649 -0.08343999295654186 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/59914221_4605768617.jpg sacre_coeur/test/images/67770719_8270986474.jpg 0 0 658.209 0.0 319.5 0.0 658.209 239.5 0.0 0.0 1.0 499.694 0.0 212.5 0.0 499.694 319.5 0.0 0.0 1.0 -0.03594599089184291 -0.9955954902187921 -0.08658813772571583 1.9372508981052627 0.9859360557937884 -0.02117954096827427 -0.16577551366279009 0.6442706684394818 0.16321145678104929 -0.09132933209203484 0.9823548103791373 2.5899134820750938 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/63858075_3812078922.jpg sacre_coeur/test/images/57164580_3093476792.jpg 0 0 537.525 0.0 249.5 0.0 537.525 187.0 0.0 0.0 1.0 647.246 0.0 319.5 0.0 647.246 239.5 0.0 0.0 1.0 0.9998363423306342 -0.005996079821164352 -0.017068555348280678 1.2148662000289225 0.0043587478259150166 0.9955251290324 -0.09439660365931547 0.9862314043683307 0.017558185335881805 0.09430675740264877 0.9953883391098716 4.996246526158712 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/57933149_11837935973.jpg sacre_coeur/test/images/79142222_31041441.jpg 0 0 522.366 0.0 239.5 0.0 522.366 319.5 0.0 0.0 1.0 495.471 0.0 212.5 0.0 495.471 319.5 0.0 0.0 1.0 0.9992273609284462 -0.015695771604201585 -0.03603226228980572 -0.10951689747615584 0.0247167588462928 0.9637626425097932 0.26561372467301936 -0.7230500638156836 0.03055753596262012 -0.2662991018690996 0.9634059504381339 -1.2302403801545938 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/34366638_4030867612.jpg sacre_coeur/test/images/43279207_5330361477.jpg 0 0 648.225 0.0 239.5 0.0 648.225 319.5 0.0 0.0 1.0 429.857 0.0 319.5 0.0 429.857 212.5 0.0 0.0 1.0 0.8629681037076871 0.16726800104363201 0.47676772941341844 0.004799059360790281 -0.2002526596086634 0.9795639505427264 0.018797316744256748 -0.7785744056718102 -0.46388029091869787 -0.11169549061620465 0.878828306936679 -1.577749993413553 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/26329012_3452802515.jpg sacre_coeur/test/images/04388678_7557805274.jpg 0 0 896.446 0.0 239.5 0.0 896.446 319.5 0.0 0.0 1.0 528.283 0.0 213.0 0.0 528.283 319.5 0.0 0.0 1.0 0.9937657457438367 -0.06922164279842105 -0.08739569070888774 0.8988739637062406 0.05358697869068064 0.9839808536108968 -0.1700297486970308 -0.09491358157585142 0.09776542487505646 0.16428646899686755 0.9815558454838629 1.5193439854822905 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/62933368_3252099162.jpg sacre_coeur/test/images/11173357_5349727279.jpg 0 0 439.426 0.0 319.5 0.0 439.426 213.0 0.0 0.0 1.0 530.786 0.0 319.5 0.0 530.786 213.0 0.0 0.0 1.0 0.9943985905006053 0.053286500484268175 0.09127974625594391 -0.6423232602467994 -0.0611435702336459 0.9944549506350177 0.08556176118213031 -0.3665628335344999 -0.08621430872826524 -0.0906636642963695 0.9921427281126757 -0.8806180239774313 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/99543611_6046123347.jpg sacre_coeur/test/images/09906423_9611413320.jpg 0 0 803.204 0.0 213.0 0.0 803.204 319.5 0.0 0.0 1.0 1488.12 0.0 239.5 0.0 1488.12 319.5 0.0 0.0 1.0 0.9969089707479016 -0.017124977468450833 -0.07667619701748964 1.126389370468476 0.007001991589676715 0.9914377286072925 -0.1303924936788577 4.00790373363279 0.0782526431255707 0.12945256057999746 0.9884930745347406 41.553577987031076 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/32903762_508473415.jpg sacre_coeur/test/images/43274786_5333458956.jpg 0 0 713.267 0.0 319.5 0.0 713.267 239.5 0.0 0.0 1.0 502.299 0.0 319.5 0.0 502.299 239.5 0.0 0.0 1.0 0.9506844252673463 0.09714535048497457 0.29455373776824884 -4.926367544390738 -0.13825344541021817 0.9828451453088582 0.12207131184276165 -2.0574066814604466 -0.2776420508249761 -0.1567743640457852 0.9478062515048847 -4.66013222723694 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/64272078_4462759761.jpg sacre_coeur/test/images/45575968_5097432755.jpg 0 0 1069.29 0.0 319.5 0.0 1069.29 231.5 0.0 0.0 1.0 588.085 0.0 319.5 0.0 588.085 179.5 0.0 0.0 1.0 0.9341019422287783 -0.11389337091941452 -0.3383516832897934 8.70745984946322 0.15568315133722047 0.9828369564454699 0.09896602161710663 -5.9587008409453635 0.32127296480428613 -0.1451200093220028 0.9358011888110882 -34.662705153816255 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/95898988_2340390005.jpg sacre_coeur/test/images/32813607_2497921988.jpg 0 0 727.689 0.0 319.5 0.0 727.689 239.5 0.0 0.0 1.0 769.873 0.0 319.5 0.0 769.873 212.5 0.0 0.0 1.0 0.87505749153666 0.16173407166096046 0.4561978480544767 -6.827226264734865 -0.19953619579506066 0.9792445306457258 0.03557324511578198 0.31149596057457435 -0.44097584182492744 -0.12215661776751832 0.8891670639775167 2.562768890123274 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/59340498_8155265289.jpg sacre_coeur/test/images/95398527_2664763907.jpg 0 0 709.882 0.0 319.5 0.0 709.882 239.5 0.0 0.0 1.0 829.676 0.0 319.5 0.0 829.676 213.0 0.0 0.0 1.0 0.995192148340403 0.02783198030036235 0.0939040401376507 -2.009627524757402 -0.03873229147744171 0.9924548174966391 0.11633247536530336 2.527882524685087 -0.0899577538543497 -0.11941028473407418 0.9887612383286511 8.08064632980592 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/49028473_4605994993.jpg sacre_coeur/test/images/87252152_3382721265.jpg 0 0 619.868 0.0 319.5 0.0 619.868 239.5 0.0 0.0 1.0 1262.46 0.0 239.5 0.0 1262.46 319.5 0.0 0.0 1.0 0.9922651342384414 -0.08320633635106578 -0.09212279286800373 1.2983063112846942 0.07300061717590786 0.991346875019263 -0.10909758604789584 3.918371890527213 0.1004032532675329 0.10152871012957265 0.9897530539244225 33.09552973189454 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/30442266_2401730436.jpg sacre_coeur/test/images/28574044_3399035477.jpg 0 0 523.192 0.0 319.5 0.0 523.192 239.5 0.0 0.0 1.0 838.765 0.0 213.0 0.0 838.765 319.5 0.0 0.0 1.0 0.9842108186778439 -0.023975761045387765 -0.17536883212185372 0.7431053322263796 0.013547744326089125 0.9980810546305701 -0.06042074983980239 1.6522611124393674 0.1764809423738534 0.05709090356460938 0.9826469893654655 8.203659552151839 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/70860676_2671019430.jpg sacre_coeur/test/images/72776302_21108497.jpg 0 0 722.064 0.0 319.5 0.0 722.064 239.5 0.0 0.0 1.0 565.519 0.0 187.0 0.0 565.519 249.5 0.0 0.0 1.0 0.989970864915248 -0.049183239079416935 -0.1324337404614573 0.6076284787973546 0.027179779849059362 0.9862361437908613 -0.1630936180476974 2.2651312504699845 0.13863241390927444 0.15785841021050623 0.9776818378897602 9.498154668317186 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/62933368_3252099162.jpg sacre_coeur/test/images/59358073_3809805538.jpg 0 0 439.426 0.0 319.5 0.0 439.426 213.0 0.0 0.0 1.0 1733.74 0.0 319.5 0.0 1733.74 239.5 0.0 0.0 1.0 0.744164981514496 0.2271437783185827 0.6281912003989615 -11.096891522853795 -0.17449689041910268 0.9738602272277415 -0.14542040110656906 5.980599183200957 -0.6448017645149502 -0.0014006409569616203 0.7643485609872739 49.57116865985153 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/99818215_2123948121.jpg sacre_coeur/test/images/64837411_8951541213.jpg 0 0 944.024 0.0 319.5 0.0 944.024 239.5 0.0 0.0 1.0 1049.84 0.0 319.5 0.0 1049.84 212.0 0.0 0.0 1.0 0.998277420921159 -0.011618181697766785 -0.057508336204735076 1.2640558319720112 0.0069389692752308205 0.9966975433395566 -0.08090647567586981 2.9360685956059243 0.05825840355173292 0.08036805929553353 0.9950612712093023 25.854463729819408 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/99543611_6046123347.jpg sacre_coeur/test/images/34297653_2634761938.jpg 0 0 803.204 0.0 213.0 0.0 803.204 319.5 0.0 0.0 1.0 648.902 0.0 239.0 0.0 648.902 319.5 0.0 0.0 1.0 0.999606608984692 0.0053840133149529856 -0.027525255216796062 -0.10209876355511138 -0.006555728738308117 0.9990682546400974 -0.04265729704399078 0.19144534293264903 0.0272699412327029 0.04282096415325041 0.9987105262958587 0.050963502397022964 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79893810_6766787721.jpg sacre_coeur/test/images/96482156_2206813531.jpg 0 0 1017.45 0.0 212.0 0.0 1017.45 319.5 0.0 0.0 1.0 889.73 0.0 239.5 0.0 889.73 319.5 0.0 0.0 1.0 0.9991167460663264 0.014472776007365882 0.03944954352684477 -1.1567427718408143 -0.011799072265765792 0.9976707707383246 -0.06718493215048092 1.0782460029634635 -0.0403300089697863 0.06666012277995065 0.9969603394355561 5.853507550393019 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/06423637_6065403341.jpg sacre_coeur/test/images/34366638_4030867612.jpg 0 0 1816.82 0.0 230.0 0.0 1816.82 319.5 0.0 0.0 1.0 648.225 0.0 239.5 0.0 648.225 319.5 0.0 0.0 1.0 0.9913903802755736 -0.008358034732600893 -0.1306723274165677 6.257570216001218 0.016844621588870966 0.9978092760139327 0.06397583468841775 -6.8010980406688795 0.129851348166208 -0.06562615298766682 0.9893593055222444 -45.199640839990344 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/04808852_3532579721.jpg sacre_coeur/test/images/35558294_6148191791.jpg 0 0 536.862 0.0 319.5 0.0 536.862 223.5 0.0 0.0 1.0 638.785 0.0 319.5 0.0 638.785 239.5 0.0 0.0 1.0 0.36633848097950517 0.8656070357145804 -0.34135110527878154 0.7835779311753261 -0.9216968392791509 0.3878706560422719 -0.005593804086719761 -2.4503566343419543 0.12755804097136197 0.3166714605119235 0.9399192158269739 14.391971536592918 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/70970334_5790897082.jpg sacre_coeur/test/images/82675968_6187144108.jpg 0 0 633.07 0.0 319.5 0.0 633.07 239.5 0.0 0.0 1.0 712.807 0.0 319.5 0.0 712.807 239.5 0.0 0.0 1.0 0.9578885718352379 -0.10822869398261706 -0.2659624667998573 5.471704494421471 0.0954096170588399 0.9935859597445937 -0.060695515247011125 0.3330721263310521 0.2708255691771619 0.03276416330736456 0.962070694222953 -0.08038621658130651 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/41560346_5689316901.jpg sacre_coeur/test/images/48360689_7391063350.jpg 0 0 771.673 0.0 299.5 0.0 771.673 299.5 0.0 0.0 1.0 1914.59 0.0 212.0 0.0 1914.59 319.5 0.0 0.0 1.0 0.9792927467857041 0.10653848437030891 0.17214896874796698 -3.595775947477162 -0.04142700141683746 0.9377936338300847 -0.3447127846503145 5.047789027354603 -0.19816538458197086 0.3304431141601263 0.9227880735345667 55.22359920187818 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/92912238_291183223.jpg sacre_coeur/test/images/52110624_7557803032.jpg 0 0 1859.84 0.0 239.5 0.0 1859.84 319.5 0.0 0.0 1.0 531.679 0.0 319.5 0.0 531.679 213.0 0.0 0.0 1.0 0.9974505542369609 0.015130415451311356 -0.0697385286670861 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0.41090722292479903 -0.1146385537698188 0.904440852758097 -2.5161999587901995 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/73479674_2286585340.jpg sacre_coeur/test/images/76465860_1236444051.jpg 0 0 510.127 0.0 249.5 0.0 510.127 187.0 0.0 0.0 1.0 690.247 0.0 239.5 0.0 690.247 319.5 0.0 0.0 1.0 0.658394020501215 -0.3931291075673111 -0.6418464135224059 6.613880314432416 0.30330729161372344 0.9190287066894719 -0.2517755411763117 3.51462974768334 0.688855573122693 -0.028909186498521856 0.7243219300240743 7.725630178496811 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/38714154_3919914519.jpg sacre_coeur/test/images/95271137_4372074334.jpg 0 0 1481.11 0.0 213.5 0.0 1481.11 319.5 0.0 0.0 1.0 1503.0 0.0 239.5 0.0 1503.0 319.5 0.0 0.0 1.0 0.9977975152875855 0.01096073892291482 -0.06542156134016193 3.97827532674864 -0.008602705793774207 0.9993069148840209 0.03621716882924137 -0.908787319516783 0.06577318556179737 -0.035574598623789255 0.9972002486932149 -6.420555333075853 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/03257649_3859474410.jpg sacre_coeur/test/images/13402995_4460408839.jpg 0 0 1327.45 0.0 239.5 0.0 1327.45 319.5 0.0 0.0 1.0 702.935 0.0 239.5 0.0 702.935 319.5 0.0 0.0 1.0 0.9880821667401829 0.02181041120396899 0.1523743342336213 -9.782380522421512 -0.03938570245837909 0.9927803597213489 0.11329573598952816 -7.5699680390787325 -0.14880321976316774 -0.11794686648937562 0.981807587296743 -38.75522204990746 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/35996631_900261655.jpg sacre_coeur/test/images/51093888_43012197.jpg 0 0 896.808 0.0 319.5 0.0 896.808 204.0 0.0 0.0 1.0 1767.41 0.0 319.5 0.0 1767.41 239.5 0.0 0.0 1.0 0.999128627647738 -0.008522987367367138 0.040857607628004375 -0.6778903232495861 0.006221893398163986 0.9984046586306202 0.05611974400526527 -0.04681873939521086 -0.041270733665518304 -0.05581663113275764 0.9975877055335535 0.43836913274505207 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/94345410_6525608719.jpg sacre_coeur/test/images/55185330_108661534.jpg 0 0 1400.71 0.0 319.5 0.0 1400.71 211.5 0.0 0.0 1.0 674.5 0.0 319.5 0.0 674.5 239.5 0.0 0.0 1.0 0.9891429995183931 -0.05057767736552007 -0.13797834995413358 4.849047797115209 0.07832627301456385 0.9758768020802874 0.20378778696771632 -14.706107848999375 0.1243427579692682 -0.21238259277506877 0.9692432681358872 -43.27501277278417 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/85019556_13753237.jpg sacre_coeur/test/images/14702458_3061790008.jpg 0 0 1875.74 0.0 239.5 0.0 1875.74 319.5 0.0 0.0 1.0 810.323 0.0 319.5 0.0 810.323 212.5 0.0 0.0 1.0 0.9942208759916149 -0.04524773388578833 -0.09735241301923149 4.715287973639093 0.06352370416787355 0.9789980269759597 0.19372042273846737 -11.196919876277999 0.08654241013086376 -0.19878507427716724 0.9762145796357287 -38.55576243944613 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79302802_4840098295.jpg sacre_coeur/test/images/78937340_9546137587.jpg 0 0 528.086 0.0 319.5 0.0 528.086 213.0 0.0 0.0 1.0 944.217 0.0 239.5 0.0 944.217 319.5 0.0 0.0 1.0 0.9997260681414275 0.010280515846489471 0.02102616637458703 0.20692821352948376 -0.00790738650338818 0.9939015937234027 -0.10998679572006066 4.596433914077699 -0.02202866126590013 0.10979040480848228 0.9937106244248484 42.36731620339675 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/21155361_10359960085.jpg sacre_coeur/test/images/33631460_6836524250.jpg 0 0 778.711 0.0 212.5 0.0 778.711 319.5 0.0 0.0 1.0 492.214 0.0 319.5 0.0 492.214 212.0 0.0 0.0 1.0 0.831107090637067 0.13475632960005524 0.5395384467538078 -11.269863683924484 -0.2549897383788601 0.9545403863658072 0.15437902745546772 -2.2944556761226305 -0.49420768631646217 -0.26588227174698364 0.8276867646376813 -5.6585505577155475 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/41814686_978754656.jpg sacre_coeur/test/images/01991223_5589230.jpg 0 0 701.026 0.0 239.5 0.0 701.026 319.5 0.0 0.0 1.0 712.534 0.0 241.0 0.0 712.534 319.5 0.0 0.0 1.0 0.973358653150549 0.09811412506213502 0.2072354959948727 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1.0\nsacre_coeur/test/images/63170630_8128095778.jpg sacre_coeur/test/images/88698102_4801040627.jpg 0 0 1392.01 0.0 212.0 0.0 1392.01 319.5 0.0 0.0 1.0 1399.17 0.0 319.5 0.0 1399.17 239.5 0.0 0.0 1.0 0.9994493183961087 0.014047106901452493 0.030062247840978648 -1.0084185809135933 -0.011724904484308473 0.9970331641408107 -0.0760749381741292 2.453022188353017 -0.031041690875129566 0.0756805681206405 0.9966488173055491 20.507605681772382 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/92863105_622062757.jpg sacre_coeur/test/images/97242119_2076423149.jpg 0 0 1225.4 0.0 239.0 0.0 1225.4 319.5 0.0 0.0 1.0 1416.69 0.0 213.0 0.0 1416.69 319.5 0.0 0.0 1.0 0.9925178184381217 -0.022294135472913874 -0.12004728904205474 5.085329836550887 0.01993077499275402 0.9995838954647919 -0.020851861682347993 3.7126953972722645 0.12046221104985365 0.018303208760950165 0.9925491666703637 16.057097040277746 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/40932424_8951501615.jpg sacre_coeur/test/images/60748234_6779431614.jpg 0 0 640.24 0.0 319.5 0.0 640.24 212.0 0.0 0.0 1.0 1251.64 0.0 305.5 0.0 1251.64 305.5 0.0 0.0 1.0 0.9977872291262931 0.011769312568788385 0.06543797577960522 -2.9206713255981174 -0.009093321919478817 0.9991160402379741 -0.041042047167018036 1.4353273090269596 -0.06586316792367924 0.040356181940926536 0.997012247512641 14.117847565238144 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/57164580_3093476792.jpg sacre_coeur/test/images/55695069_9640098822.jpg 0 0 647.246 0.0 319.5 0.0 647.246 239.5 0.0 0.0 1.0 462.683 0.0 319.5 0.0 462.683 239.5 0.0 0.0 1.0 0.9797173230956384 0.017146281090754004 -0.19964962276716977 0.339389208874449 0.023469982736195986 0.9796561624666094 0.1993062047492729 -5.462195815430137 0.19900534348775412 -0.19994951459294238 0.9593836901247424 -13.824135346382999 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/04808852_3532579721.jpg sacre_coeur/test/images/73479674_2286585340.jpg 0 0 536.862 0.0 319.5 0.0 536.862 223.5 0.0 0.0 1.0 510.127 0.0 249.5 0.0 510.127 187.0 0.0 0.0 1.0 0.9663245123047213 -0.09914980857191005 -0.2374578960135799 3.9681690973359345 0.11679795539277468 0.9912553793223446 0.06140855462052585 -0.858124363589889 0.22929277035072415 -0.08707518834127369 0.9694548659118803 -1.2019815325605725 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/17616986_7085723791.jpg sacre_coeur/test/images/83916827_2652728872.jpg 0 0 511.96 0.0 319.5 0.0 511.96 212.0 0.0 0.0 1.0 690.499 0.0 239.5 0.0 690.499 319.5 0.0 0.0 1.0 0.9960305973698421 0.04572114759840471 0.07637162932241424 -2.2621288411161227 -0.045519901105729704 0.9989538531297573 -0.004374690907459668 -0.19788616565745087 -0.07649174927010069 0.0008808969838257279 0.9970698251948575 -0.6018315878970357 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79302802_4840098295.jpg sacre_coeur/test/images/88496846_9311240752.jpg 0 0 528.086 0.0 319.5 0.0 528.086 213.0 0.0 0.0 1.0 586.712 0.0 319.5 0.0 586.712 239.5 0.0 0.0 1.0 0.9992275569354518 -0.010275349186351493 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sacre_coeur/test/images/24662873_8171467618.jpg 0 0 1129.38 0.0 213.0 0.0 1129.38 319.5 0.0 0.0 1.0 733.364 0.0 239.5 0.0 733.364 319.5 0.0 0.0 1.0 0.9970241019839833 -0.022348235380525328 -0.07378005447550394 4.165993332364197 0.030106673642712772 0.9939337479170414 0.10577945430826384 -4.7677525533878224 0.07096850192305651 -0.10768593746148813 0.9916487334776551 -32.874576550917425 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/39890331_3228856431.jpg sacre_coeur/test/images/60953043_2624021191.jpg 0 0 853.952 0.0 295.0 0.0 853.952 319.5 0.0 0.0 1.0 1395.38 0.0 212.5 0.0 1395.38 319.5 0.0 0.0 1.0 0.996683823248203 -0.010579032627223858 -0.08068110400842095 1.0958415233822065 0.01783470288994054 0.9958048773134139 0.08974725450755747 1.75318081700193 0.07939319774497718 -0.09088856026744448 0.9926912862337103 5.804767384992553 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/07643413_4366433493.jpg sacre_coeur/test/images/99119091_3503925030.jpg 0 0 692.547 0.0 319.5 0.0 692.547 239.5 0.0 0.0 1.0 504.731 0.0 319.5 0.0 504.731 214.0 0.0 0.0 1.0 0.9970385028407444 0.05506563335564837 0.053684260973106135 -0.8697912296843073 -0.05158904960519007 0.9966074637680017 -0.064125916155209 0.06923012246456511 -0.0570332693602647 0.06116648743432113 0.9964967972858851 0.19454035611720888 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/60635619_2829148962.jpg sacre_coeur/test/images/31938889_10141160664.jpg 0 0 530.154 0.0 249.5 0.0 530.154 187.0 0.0 0.0 1.0 1776.39 0.0 210.0 0.0 1776.39 319.5 0.0 0.0 1.0 0.8493633067632131 0.24712302200460393 0.4663820162909073 -8.08167098661334 -0.14489830780717408 0.9588434639079791 -0.24417963083673727 4.899050620931799 -0.5075297562891044 0.1398192537394614 0.850214162881837 48.94079756511608 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/12573771_2610756325.jpg sacre_coeur/test/images/97523888_2454093481.jpg 0 0 686.081 0.0 213.5 0.0 686.081 319.5 0.0 0.0 1.0 651.106 0.0 319.5 0.0 651.106 239.5 0.0 0.0 1.0 0.9880955910875315 0.012267089192402087 -0.15335130060135563 2.676192440239312 -0.009506199580866724 0.9997794976099711 0.01872400406650694 0.34114857765739703 0.1535471753009817 -0.017043317796118545 0.9879943270462589 1.7003015696725043 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/89443230_8712904049.jpg sacre_coeur/test/images/43279207_5330361477.jpg 0 0 614.242 0.0 238.5 0.0 614.242 319.5 0.0 0.0 1.0 429.857 0.0 319.5 0.0 429.857 212.5 0.0 0.0 1.0 0.9058770182497057 0.12122284547472384 0.4058224359766641 -1.2692291857086708 -0.16820324525169128 0.9823331912760347 0.08203151592065573 -0.792923086589556 -0.3887087548458637 -0.1425711157719284 0.9102631382483448 -1.8323088274647672 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/01617203_4574281148.jpg sacre_coeur/test/images/16634907_9608639107.jpg 0 0 609.931 0.0 319.5 0.0 609.931 239.5 0.0 0.0 1.0 772.57 0.0 305.5 0.0 772.57 305.5 0.0 0.0 1.0 0.9968613368295121 -0.03289981613819798 0.07200748039301892 0.7938846470976326 0.02666656843663663 0.9959489550685332 0.08587533421018574 0.36450285876479427 -0.07454105756086638 -0.08368560805759667 0.9937003319621754 0.6106307461115152 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/72482105_8590533286.jpg sacre_coeur/test/images/66599130_8409392232.jpg 0 0 877.949 0.0 319.5 0.0 877.949 206.5 0.0 0.0 1.0 701.54 0.0 319.5 0.0 701.54 239.5 0.0 0.0 1.0 0.9921892088400952 -0.008025151119774143 0.12448361663596869 -1.237170291036633 -0.025965491795230736 0.962783220685893 0.26902465166138684 0.3406708961602303 -0.12200970083193319 -0.27015563461679554 0.955054745021299 0.10515997012580858 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/20864632_4515642500.jpg sacre_coeur/test/images/99936428_253699491.jpg 0 0 707.548 0.0 319.5 0.0 707.548 239.5 0.0 0.0 1.0 658.712 0.0 319.5 0.0 658.712 239.5 0.0 0.0 1.0 0.9921559469034192 -0.07967970062069506 -0.09632093403396678 -0.73226072757988 0.10576375280339183 0.9458080519289891 0.30701979984885963 -3.205518346243424 0.06663786924206394 -0.3147987836941039 0.9468163075103802 -7.075928643628531 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/61737552_3071958212.jpg sacre_coeur/test/images/70139640_13923464795.jpg 0 0 531.42 0.0 319.5 0.0 531.42 213.0 0.0 0.0 1.0 544.883 0.0 239.5 0.0 544.883 319.5 0.0 0.0 1.0 0.9726972660003907 -0.08907425196415063 -0.21430307126215414 2.793801451165902 0.07084425161466365 0.9932995978812615 -0.0913071785900881 -0.11307118585757275 0.22100027314128623 0.0736321022784969 0.972490201896927 -4.34159305840668 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79770190_8442039294.jpg sacre_coeur/test/images/85360130_8421021553.jpg 0 0 704.085 0.0 239.5 0.0 704.085 319.5 0.0 0.0 1.0 1605.2 0.0 319.5 0.0 1605.2 213.0 0.0 0.0 1.0 0.9954098721089802 -0.02464015462637322 0.09247729066085503 -1.7293564273991848 0.012510013095789559 0.9914973290587852 0.12952430675992105 -1.7272434732650113 -0.09488248563526896 -0.12777288150966687 0.987254478171859 -5.425162314538605 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/81476348_2961239173.jpg sacre_coeur/test/images/15556549_5221678700.jpg 0 0 534.342 0.0 239.5 0.0 534.342 319.5 0.0 0.0 1.0 1213.47 0.0 319.5 0.0 1213.47 213.0 0.0 0.0 1.0 0.99073953282428 -0.02239099945868682 0.13391721787122352 -2.339978818856469 -0.0011541562800003945 0.9848839716454221 0.17321151901424175 3.226950697156954 -0.1357713004372021 -0.17176206082596007 0.9757376432414661 20.45265122995268 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/71781222_5227267590.jpg sacre_coeur/test/images/85019556_13753237.jpg 0 0 862.013 0.0 212.0 0.0 862.013 319.5 0.0 0.0 1.0 1875.74 0.0 239.5 0.0 1875.74 319.5 0.0 0.0 1.0 0.99782315539259 0.057142460902782063 0.032919442953196924 -1.2994837855480452 -0.04452937569527324 0.9520137056033237 -0.3027986774139172 3.427927576975455 -0.04864242245780908 0.3006736495029158 0.9524858378117932 40.0640467679725 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/77129992_2502002338.jpg sacre_coeur/test/images/33317152_9653273357.jpg 0 0 1567.64 0.0 213.5 0.0 1567.64 319.5 0.0 0.0 1.0 531.534 0.0 319.5 0.0 531.534 239.5 0.0 0.0 1.0 0.890623133883646 -0.11828087867654681 -0.4390900444450739 9.793299195366053 0.22514063448199828 0.9536252335354763 0.19977639667751448 -6.453551731389924 0.39509761843918545 -0.2767824916860031 0.8759505261142159 -9.07587252166018 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79220560_3217246137.jpg sacre_coeur/test/images/27770418_2219914621.jpg 0 0 1106.67 0.0 214.0 0.0 1106.67 319.5 0.0 0.0 1.0 1305.61 0.0 319.5 0.0 1305.61 239.5 0.0 0.0 1.0 0.9924373626299886 0.04003925755597042 0.11603852425121171 -4.120426647876182 -0.04395737009483494 0.9985396826115585 0.031404647177673224 0.4747853207211863 -0.1146116524197173 -0.03626789357510435 0.9927481095551112 1.433534071224699 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/89598965_8275144360.jpg sacre_coeur/test/images/00204549_3820006713.jpg 0 0 715.898 0.0 213.0 0.0 715.898 319.5 0.0 0.0 1.0 565.301 0.0 319.5 0.0 565.301 213.5 0.0 0.0 1.0 0.997957171919602 -0.021190466002061845 -0.06026978650074731 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0.06141757471634151 -0.050640413705840506 0.9968266800280096 5.417741403443422 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/11830476_115274962.jpg sacre_coeur/test/images/85291069_9106452141.jpg 0 0 708.87 0.0 319.5 0.0 708.87 239.5 0.0 0.0 1.0 1805.38 0.0 239.5 0.0 1805.38 319.5 0.0 0.0 1.0 0.8663488897966096 0.2874622541685877 0.4084177439540259 -8.408875559041867 -0.1465208867372733 0.9280580870999148 -0.34240300337200635 6.384403173377724 -0.47746332937504754 0.23679873183098193 0.8461413178100534 47.679399805833135 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/95399415_4857734874.jpg sacre_coeur/test/images/83804881_3941265613.jpg 0 0 542.7 0.0 319.5 0.0 542.7 239.5 0.0 0.0 1.0 1145.06 0.0 319.5 0.0 1145.06 239.5 0.0 0.0 1.0 0.9816711550068395 0.03658835343448146 0.187037525166718 -2.548509749061112 -0.0679192053841057 0.9841259667988194 0.16396055322021963 0.032764942809093256 -0.17806943861182037 -0.17365878574158658 0.9685731263912027 0.3828377700565282 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/38432569_8875267871.jpg sacre_coeur/test/images/84259836_1237320024.jpg 0 0 569.282 0.0 239.5 0.0 569.282 319.5 0.0 0.0 1.0 693.174 0.0 239.5 0.0 693.174 319.5 0.0 0.0 1.0 0.8072093128916666 -0.23466837303041488 -0.5416122966479079 9.31057957258908 0.22058698649456424 0.9710222307077039 -0.09196308422775697 1.358357842541784 0.5474984078243612 -0.04523916633507582 0.8355829768844606 -0.3443693178824745 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/02933228_4036000307.jpg sacre_coeur/test/images/59914221_4605768617.jpg 0 0 679.926 0.0 319.5 0.0 679.926 239.5 0.0 0.0 1.0 658.209 0.0 319.5 0.0 658.209 239.5 0.0 0.0 1.0 -0.0023864515400946382 0.9771158465910263 -0.21269444560154385 0.5276404470559162 -0.9862750285881388 0.03281482801106444 0.16181704189012203 -1.445030681246601 0.16509352753064563 0.21016138894503328 0.9636266485336438 6.154263701680754 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79410678_281876803.jpg sacre_coeur/test/images/73479674_2286585340.jpg 0 0 521.004 0.0 249.5 0.0 521.004 187.0 0.0 0.0 1.0 510.127 0.0 249.5 0.0 510.127 187.0 0.0 0.0 1.0 0.9995760336534268 -0.02196630499997719 0.01911110646539263 -0.2710701626651519 0.017292605768846475 0.975952284758626 0.21729727025469325 -4.149520921411666 -0.02342474613324235 -0.21687466269499056 0.9759183684865897 -9.257478008170875 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/61059746_3651170874.jpg sacre_coeur/test/images/51939662_7396091320.jpg 0 0 1456.26 0.0 239.5 0.0 1456.26 319.5 0.0 0.0 1.0 1086.81 0.0 319.5 0.0 1086.81 212.0 0.0 0.0 1.0 0.9995152542635767 0.028911000073076027 -0.01155034931038222 1.8632010644636168 -0.026085867847567546 0.9802209180464742 0.1961797118021299 -4.187682638212945 0.016993645667027754 -0.1957833136375573 0.9804999286629458 -14.054388768590869 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/58368117_3401402227.jpg sacre_coeur/test/images/36940211_2500226864.jpg 0 0 682.756 0.0 319.5 0.0 682.756 239.0 0.0 0.0 1.0 647.827 0.0 319.5 0.0 647.827 239.5 0.0 0.0 1.0 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sacre_coeur/test/images/28570538_3018664920.jpg 0 0 531.679 0.0 319.5 0.0 531.679 213.0 0.0 0.0 1.0 655.109 0.0 319.5 0.0 655.109 239.5 0.0 0.0 1.0 0.9969196238110191 -0.04642107694160332 0.0632166692896563 1.3412520861555954 0.05306449409373005 0.9927526121665229 -0.10782583411743975 1.9347002714437045 -0.05775312222791528 0.11084825055961359 0.992157871621649 7.988878422812461 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/04739785_8198592553.jpg sacre_coeur/test/images/66060871_14030313413.jpg 0 0 720.152 0.0 319.5 0.0 720.152 239.5 0.0 0.0 1.0 564.715 0.0 319.5 0.0 564.715 239.5 0.0 0.0 1.0 0.9815958851193171 -0.03887805100725261 -0.18697062728327657 6.291041466235461 0.07396902987580958 0.980035243669596 0.18455217090217813 -4.7668460672391 0.17606277555478914 -0.19498568746283054 0.9648743341744516 -12.457204396431038 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/38879018_753144146.jpg sacre_coeur/test/images/33654157_4220339151.jpg 0 0 1556.17 0.0 249.5 0.0 1556.17 187.0 0.0 0.0 1.0 1437.6 0.0 319.5 0.0 1437.6 239.5 0.0 0.0 1.0 0.9987588700688231 0.014091380217129301 -0.047771879410629804 5.061573218477407 -0.016008402256367633 0.9990719744561679 -0.03998650914311597 3.5231383227588147 0.04716408078236853 0.04070163215192321 0.9980575768081338 14.672669055461562 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/38432569_8875267871.jpg sacre_coeur/test/images/81703421_7754459314.jpg 0 0 569.282 0.0 239.5 0.0 569.282 319.5 0.0 0.0 1.0 514.334 0.0 319.5 0.0 514.334 239.5 0.0 0.0 1.0 0.8820838726555343 -0.21238346424599408 -0.4205012553083354 10.572928239145327 0.21104395806590526 0.9761797115445614 -0.05033506265669345 0.40150278778812876 0.4211751290910845 -0.04434450229337772 0.9058946272892122 -2.9200739188137397 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/94003968_8161684801.jpg sacre_coeur/test/images/73608962_13972912642.jpg 0 0 680.107 0.0 319.5 0.0 680.107 212.0 0.0 0.0 1.0 713.805 0.0 239.5 0.0 713.805 319.5 0.0 0.0 1.0 0.999546124975035 0.010752728022163378 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sacre_coeur/test/images/79410678_281876803.jpg 0 0 481.009 0.0 187.0 0.0 481.009 249.5 0.0 0.0 1.0 521.004 0.0 249.5 0.0 521.004 187.0 0.0 0.0 1.0 0.9991138190815784 0.013832110512271064 -0.03975234884883553 0.765270296614562 -0.01196880591152951 0.9988356399080489 0.046734485495518674 -0.06820645406169135 0.040352499368382776 -0.0462172821383412 0.9981160446693911 -0.4662396447614352 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/59088601_13927956521.jpg sacre_coeur/test/images/64661937_6056840145.jpg 0 0 1295.39 0.0 319.5 0.0 1295.39 213.0 0.0 0.0 1.0 697.765 0.0 239.5 0.0 697.765 319.5 0.0 0.0 1.0 0.9993614501262487 0.035048410290700494 0.00694988760024017 -0.4092982202499692 -0.03561966452141931 0.9925560389912335 0.11646350914090882 -8.666954017402702 -0.0028162920556633326 -0.11663669404663235 0.9931706550744085 -39.891616113850745 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/47029087_8959697396.jpg sacre_coeur/test/images/61672452_5135373512.jpg 0 0 622.643 0.0 319.5 0.0 622.643 239.5 0.0 0.0 1.0 1840.71 0.0 239.5 0.0 1840.71 319.5 0.0 0.0 1.0 0.9787034798787887 -0.0476126018018885 -0.1996810923017107 0.1918669489604874 0.014027643811307415 0.9859681257059802 -0.16634326046143086 3.246131228984095 0.2047992277384184 0.15999967262932488 0.9656383282970163 40.50089443844257 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/86827532_95504488.jpg sacre_coeur/test/images/39576665_3604888991.jpg 0 0 526.393 0.0 249.5 0.0 526.393 166.0 0.0 0.0 1.0 544.089 0.0 319.5 0.0 544.089 212.5 0.0 0.0 1.0 0.996671820622357 0.017333317079437128 0.07965449200352606 -1.5654301405824884 -0.03684157066637257 0.967425718914034 0.25045993103588277 -3.0441946383597873 -0.07271850279090447 -0.2525609520545252 0.9648445392130075 -5.594754810042997 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/48325951_2932818065.jpg sacre_coeur/test/images/63360516_5790897098.jpg 0 0 714.985 0.0 239.5 0.0 714.985 319.5 0.0 0.0 1.0 516.78 0.0 319.5 0.0 516.78 239.5 0.0 0.0 1.0 0.9991196376613812 -0.005700289401964882 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sacre_coeur/test/images/12573771_2610756325.jpg 0 0 493.101 0.0 212.5 0.0 493.101 319.5 0.0 0.0 1.0 686.081 0.0 213.5 0.0 686.081 319.5 0.0 0.0 1.0 0.9676939525415718 -0.04085308007499343 -0.2487959808012513 4.874025333996206 0.0919148365825564 0.9760379172614203 0.19723500420561943 -0.8185478778121209 0.23477665350386182 -0.21373116271703327 0.9482609941641346 -5.488415340053695 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/32072823_7643459828.jpg sacre_coeur/test/images/27172569_5015079786.jpg 0 0 483.073 0.0 239.5 0.0 483.073 319.5 0.0 0.0 1.0 476.902 0.0 239.5 0.0 476.902 319.5 0.0 0.0 1.0 0.9641621513381173 0.12354151466563797 0.23479531528796113 -5.755323964393949 -0.1299071147547471 0.9914562067828935 0.0117784365589504 -2.2476363877728684 -0.23133414677290962 -0.04185790469906736 0.9719734710119683 -2.358744134049994 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/50567962_6045994327.jpg sacre_coeur/test/images/96482156_2206813531.jpg 0 0 1315.23 0.0 213.0 0.0 1315.23 319.5 0.0 0.0 1.0 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0.0 0.0 0.0 1.0\nsacre_coeur/test/images/89575205_6345371382.jpg sacre_coeur/test/images/76812051_2399423344.jpg 0 0 1030.86 0.0 212.5 0.0 1030.86 319.5 0.0 0.0 1.0 731.379 0.0 319.5 0.0 731.379 239.5 0.0 0.0 1.0 0.971980684370363 -0.03383578796299871 -0.23261274398416723 11.956231023414025 0.04803668281150038 0.9972937302907663 0.05565691895169322 -6.0032144632959765 0.23010003545281787 -0.06527139477329282 0.9709756015003471 -29.112227409296317 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/19631710_3287132673.jpg sacre_coeur/test/images/47058715_3625029597.jpg 0 0 500.5 0.0 319.5 0.0 500.5 213.0 0.0 0.0 1.0 679.749 0.0 319.5 0.0 679.749 239.5 0.0 0.0 1.0 0.5469182150546431 0.2838541334106823 0.7875958970100808 -6.642799021120258 -0.20773684430010575 0.9573568890229357 -0.20078144974215112 1.3332933901926836 -0.8110030021902981 -0.05380165411952448 0.5825628828309665 11.769209873246574 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/21037086_3590495621.jpg sacre_coeur/test/images/90679226_9106466645.jpg 0 0 661.089 0.0 239.5 0.0 661.089 319.5 0.0 0.0 1.0 512.07 0.0 239.5 0.0 512.07 319.5 0.0 0.0 1.0 0.9776082763987518 -0.024112922214852332 -0.20904694424679332 4.641423843929217 0.012445926045262401 0.9982996005039517 -0.056947401683711936 0.056021006510996674 0.21006464919528295 0.0530704683973174 0.9762460594248521 5.651587428092474 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/43392981_1383168609.jpg sacre_coeur/test/images/79220560_3217246137.jpg 0 0 678.327 0.0 237.0 0.0 678.327 319.5 0.0 0.0 1.0 1106.67 0.0 214.0 0.0 1106.67 319.5 0.0 0.0 1.0 0.9428755215068985 -0.0888637853130756 -0.32107472432897266 8.14829409285647 0.10686749222887111 0.9935137798677468 0.03885496516038225 2.359764479353959 0.3155393637057131 -0.07094784614584125 0.9462564732034648 26.95437539982789 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/66599130_8409392232.jpg sacre_coeur/test/images/66118802_124159749.jpg 0 0 701.54 0.0 319.5 0.0 701.54 239.5 0.0 0.0 1.0 618.946 0.0 187.0 0.0 618.946 249.5 0.0 0.0 1.0 0.9996222815353697 0.008873630068887597 -0.026010631430675384 0.05633981316149672 -0.010956022788936539 0.9966503952302505 -0.0810429222821696 0.15912261314094311 0.025204361183537406 0.0812972839447051 0.9963711616664465 -0.11436543840492241 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/05383315_4256744078.jpg sacre_coeur/test/images/00246274_6807912549.jpg 0 0 606.112 0.0 239.5 0.0 606.112 319.5 0.0 0.0 1.0 1138.93 0.0 308.5 0.0 1138.93 319.5 0.0 0.0 1.0 0.8060456680939052 0.30805455097020185 0.5053640020555455 -9.925840536037498 -0.29300209124468435 0.9495872624272207 -0.11150697539713943 2.3582883269651775 -0.5142374504772009 -0.05819299496093987 0.8556713270083229 11.394131955556368 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/87493438_3174891219.jpg sacre_coeur/test/images/60535642_3153438485.jpg 0 0 1913.51 0.0 212.5 0.0 1913.51 319.5 0.0 0.0 1.0 722.898 0.0 319.5 0.0 722.898 239.5 0.0 0.0 1.0 0.9688886617028473 0.03371464895961384 0.24518989308125122 -14.166386483425352 -0.06318479275727673 0.9915453048678725 0.11333838872464111 -8.238494543099005 -0.2392957232962708 -0.12530455235149235 0.9628272565585724 -36.37859200143103 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/99543611_6046123347.jpg sacre_coeur/test/images/56739575_3512017389.jpg 0 0 803.204 0.0 213.0 0.0 803.204 319.5 0.0 0.0 1.0 767.042 0.0 319.5 0.0 767.042 213.0 0.0 0.0 1.0 0.985847169995066 -0.04075281773795903 -0.16261785037054294 3.7320298009926325 0.07788363836963827 0.9703069496483067 0.22899467753313826 -2.6350515406425563 0.14845705199493558 -0.2384190246406844 0.959748338056575 -4.486270516396104 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/87565848_5767537300.jpg sacre_coeur/test/images/73413427_2624866230.jpg 0 0 1030.07 0.0 213.0 0.0 1030.07 319.5 0.0 0.0 1.0 1391.03 0.0 212.5 0.0 1391.03 319.5 0.0 0.0 1.0 0.9096779875874618 0.14204860125428123 0.3902667725806643 -11.661637800862671 -0.12655276081922906 0.989809176860229 -0.06528546647077708 1.9103271056196727 -0.39556334211837263 0.009999414231751925 0.9183842627610543 19.314872874197338 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/55597679_2718818848.jpg sacre_coeur/test/images/39585572_5151898468.jpg 0 0 682.241 0.0 239.5 0.0 682.241 319.5 0.0 0.0 1.0 697.515 0.0 239.5 0.0 697.515 319.5 0.0 0.0 1.0 0.9996030553378972 0.02297367727788315 0.01630772551499981 0.7159103074677303 -0.02499160655970116 0.9902798221516466 0.13682577769144302 -0.36672447950891685 -0.013005820262713292 -0.1371790216893048 0.9904608849660136 -0.5611291053112828 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/39980369_7971720718.jpg sacre_coeur/test/images/88231888_30382573.jpg 0 0 670.012 0.0 319.5 0.0 670.012 239.0 0.0 0.0 1.0 545.858 0.0 249.5 0.0 545.858 187.0 0.0 0.0 1.0 0.9853514040643255 0.06712635874107842 0.1567694564340453 -0.6220726887072072 -0.048959106312667706 0.991924164453925 -0.11700195674196098 0.7053955081446298 -0.1633573274069054 0.10761274986983119 0.9806803147039949 5.336465090034083 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/85291069_9106452141.jpg sacre_coeur/test/images/84259836_1237320024.jpg 0 0 1805.38 0.0 239.5 0.0 1805.38 319.5 0.0 0.0 1.0 693.174 0.0 239.5 0.0 693.174 319.5 0.0 0.0 1.0 0.7633523623615349 -0.14903736274172175 -0.6285547194827641 36.86613795082614 0.18857160779357732 0.9820519213818122 -0.003843493779879539 -4.789446751216937 0.6178461941383222 -0.11559363398251286 0.7777558692620118 -31.956523346945545 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/21037086_3590495621.jpg sacre_coeur/test/images/56504296_2750328426.jpg 0 0 661.089 0.0 239.5 0.0 661.089 319.5 0.0 0.0 1.0 415.365 0.0 249.5 0.0 415.365 166.0 0.0 0.0 1.0 0.9852727487764753 -0.05471482231628303 -0.16199968746064225 3.8996304421549315 0.05495620568434254 0.9984842768007238 -0.002994067219631352 1.6555431118062585 0.16191796063200783 -0.005952915305378469 0.9867862670427363 7.800761725187211 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/76342746_8957142551.jpg sacre_coeur/test/images/97202520_2635602680.jpg 0 0 461.782 0.0 319.5 0.0 461.782 239.5 0.0 0.0 1.0 677.356 0.0 319.5 0.0 677.356 239.5 0.0 0.0 1.0 0.783772757960669 0.18840186000926465 0.5917812121246975 -10.583501361063503 -0.2914121091392154 0.9530295777873937 0.08254457286470267 -1.1601447195846797 -0.5484334476723323 -0.2371483987030729 0.8018612039915685 -0.4523495485140048 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/97643496_704095933.jpg sacre_coeur/test/images/63516274_5829260794.jpg 0 0 753.473 0.0 239.5 0.0 753.473 319.5 0.0 0.0 1.0 522.011 0.0 319.5 0.0 522.011 213.0 0.0 0.0 1.0 0.9867320110130132 -0.048610545613085594 -0.15490950034588802 0.8347716539315324 0.0788947050743176 0.9774629566022098 0.19581060742897133 -0.7038893599141882 0.14189983774991083 -0.20543413378906733 0.9683291035184706 -1.0184028230386886 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/87551911_7790325846.jpg sacre_coeur/test/images/85015287_3451838837.jpg 0 0 479.404 0.0 319.5 0.0 479.404 239.5 0.0 0.0 1.0 2131.2 0.0 239.5 0.0 2131.2 319.5 0.0 0.0 1.0 0.8081445625121103 0.20394823457110087 0.5525463633917441 -10.704817732449555 -0.16187960470299326 0.9789173964700628 -0.12456213096072348 5.34216983502819 -0.5663014741843011 0.01121822194489806 0.8241218306980359 49.94316076461371 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/31148870_2948239995.jpg sacre_coeur/test/images/23363225_3187214147.jpg 0 0 722.471 0.0 319.5 0.0 722.471 239.5 0.0 0.0 1.0 482.157 0.0 158.5 0.0 482.157 234.0 0.0 0.0 1.0 0.939576675138465 -0.1852378663300951 -0.2878933907077775 6.094199819089283 0.18832516255046805 0.9819562404039066 -0.017192297175330894 0.5511737986886742 0.2858833760226133 -0.0380640881842578 0.9575081307772869 -0.4343807045348589 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/70185138_6825344581.jpg sacre_coeur/test/images/26161317_4040935017.jpg 0 0 2115.3 0.0 319.5 0.0 2115.3 319.5 0.0 0.0 1.0 576.672 0.0 319.5 0.0 576.672 312.5 0.0 0.0 1.0 0.9733857473340464 -0.06298878654762656 -0.22034654446166685 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1.0\nsacre_coeur/test/images/96482156_2206813531.jpg sacre_coeur/test/images/84278429_5829272410.jpg 0 0 889.73 0.0 239.5 0.0 889.73 319.5 0.0 0.0 1.0 1453.22 0.0 319.5 0.0 1453.22 213.0 0.0 0.0 1.0 0.9994648531537468 -0.002393117846273195 -0.032623309110713 0.5363473374526717 0.0033972417107084696 0.9995210645403677 0.030758743291125528 3.4902056516423787 0.03253407535367042 -0.03085311211311082 0.9989943039946814 25.711617107778608 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/75878456_4122246314.jpg sacre_coeur/test/images/06132465_4129851965.jpg 0 0 887.502 0.0 319.5 0.0 887.502 213.0 0.0 0.0 1.0 298.312 0.0 319.5 0.0 298.312 213.0 0.0 0.0 1.0 0.9881052247353088 0.11323172912499348 0.10405114305065916 0.2350726594224073 -0.09595280565421953 0.9827281964900854 -0.1582351127608146 -0.5714738717575175 -0.12017122757910152 0.1463689425483024 0.9819037675451823 -8.496367069004856 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/86437085_9493229723.jpg sacre_coeur/test/images/80871904_5968113125.jpg 0 0 520.807 0.0 319.5 0.0 520.807 212.0 0.0 0.0 1.0 526.948 0.0 319.5 0.0 526.948 239.5 0.0 0.0 1.0 0.9968878383233596 -0.0491785548673146 -0.06161255995446157 -0.01775560806715107 0.0485263877606394 0.9987493575771486 -0.012037874818158014 -1.0848528683674816 0.062127509960432696 0.009010576030204895 0.9980275457249265 -2.5418059248719898 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/85291069_9106452141.jpg sacre_coeur/test/images/04915709_121816865.jpg 0 0 1805.38 0.0 239.5 0.0 1805.38 319.5 0.0 0.0 1.0 582.627 0.0 249.5 0.0 582.627 183.5 0.0 0.0 1.0 0.9984861823152668 0.03264394926135443 0.04426868308529414 -3.668572538403018 -0.039775657912915985 0.9844291731895725 0.17122237006562252 -14.157845312621403 -0.037990008727016314 -0.17272398660845117 0.984237361456577 -42.705576047708725 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/55695069_9640098822.jpg sacre_coeur/test/images/28570538_3018664920.jpg 0 0 462.683 0.0 319.5 0.0 462.683 239.5 0.0 0.0 1.0 655.109 0.0 319.5 0.0 655.109 239.5 0.0 0.0 1.0 0.9789704517766898 0.021557863173852977 0.20285983605317506 1.731014922062724 0.02260910943009667 0.9768094583525734 -0.21291338671800394 2.5464813108234075 -0.20274536423534217 0.21302239461692715 0.9557801926555856 15.561235028622342 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/68684534_2877733555.jpg sacre_coeur/test/images/74361805_4541261018.jpg 0 0 509.45 0.0 212.5 0.0 509.45 319.5 0.0 0.0 1.0 903.565 0.0 319.5 0.0 903.565 212.5 0.0 0.0 1.0 0.991153431153352 0.019727722434398336 0.1312466871219567 -2.469256551645926 -0.03354226199382231 0.994022626234203 0.10389386504888369 3.886945256615066 -0.12841258728518495 -0.10737707158425028 0.9858906490705323 13.840926576719582 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/42792712_254986596.jpg sacre_coeur/test/images/84278429_5829272410.jpg 0 0 1329.63 0.0 319.5 0.0 1329.63 239.5 0.0 0.0 1.0 1453.22 0.0 319.5 0.0 1453.22 213.0 0.0 0.0 1.0 0.9964110475379422 -0.0053507611017144345 -0.08447717857488508 3.627106703917527 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0.06210140980485127 0.9525632867545059 39.03258218709901 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/56504296_2750328426.jpg sacre_coeur/test/images/88074069_5867013385.jpg 0 0 415.365 0.0 249.5 0.0 415.365 166.0 0.0 0.0 1.0 1107.69 0.0 319.5 0.0 1107.69 239.5 0.0 0.0 1.0 0.9950984166329817 0.04332329406975562 0.08889450717270644 -0.6568987057325097 -0.03520660573492438 0.995235122299598 -0.09092604826962244 2.6819589351092588 -0.09241015164557664 0.08735069279776546 0.991882160511314 28.333414339467485 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/68833924_5994205213.jpg sacre_coeur/test/images/72482105_8590533286.jpg 0 0 499.829 0.0 319.5 0.0 499.829 212.5 0.0 0.0 1.0 877.949 0.0 319.5 0.0 877.949 206.5 0.0 0.0 1.0 0.9708980652124786 0.06615696571125014 0.23017428799617584 -5.505267068440564 0.01184252105675743 0.9466517540262711 -0.32204069819512665 -0.6161892771696644 -0.23920012889145004 0.3153945346496431 0.9183188911546188 7.557093080133398 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/24662873_8171467618.jpg sacre_coeur/test/images/60453279_4122247122.jpg 0 0 733.364 0.0 239.5 0.0 733.364 319.5 0.0 0.0 1.0 885.173 0.0 319.5 0.0 885.173 213.0 0.0 0.0 1.0 0.9986861621826368 0.00797720342922127 0.05061930155943095 -1.6878598114064325 -0.009781993431092971 0.9993215451350421 0.03550721100601947 2.3762974592649053 -0.050301710402627875 -0.035955717964751555 0.9980866316488812 8.21115207796014 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/44122025_7441115438.jpg sacre_coeur/test/images/22231604_4505331212.jpg 0 0 1479.22 0.0 319.5 0.0 1479.22 213.0 0.0 0.0 1.0 711.736 0.0 319.5 0.0 711.736 179.5 0.0 0.0 1.0 0.9997898634249671 -0.00855139332878858 -0.018630691474613655 -0.7882228767824938 0.008966003070564365 0.9997114432702033 0.02228544331050409 -4.597433178045096 0.018434743871953346 -0.022447803160741853 0.9995780391503367 -20.248179444843892 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/72198457_1660226670.jpg sacre_coeur/test/images/77706306_5103474140.jpg 0 0 1443.11 0.0 187.0 0.0 1443.11 249.5 0.0 0.0 1.0 505.257 0.0 319.5 0.0 505.257 214.0 0.0 0.0 1.0 0.9672985295369879 0.053595709084641945 0.24791340166133663 -16.425813878735788 -0.11484284710955604 0.9640363717499626 0.2396768541410269 -16.05153739591858 -0.2261518852969215 -0.26031014945806935 0.9386660486380476 -45.44710455044905 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/01617203_4574281148.jpg sacre_coeur/test/images/11830476_115274962.jpg 0 0 609.931 0.0 319.5 0.0 609.931 239.5 0.0 0.0 1.0 708.87 0.0 319.5 0.0 708.87 239.5 0.0 0.0 1.0 0.9881688316949919 0.020315411493696377 0.15201856505833952 -0.34089496665791064 -0.0645328927943347 0.9542508339949112 0.2919603595826177 0.18705519150708128 -0.13913254764486152 -0.2983163251916634 0.9442719440447184 0.3328438889911838 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/59914221_4605768617.jpg sacre_coeur/test/images/04808852_3532579721.jpg 0 0 658.209 0.0 319.5 0.0 658.209 239.5 0.0 0.0 1.0 536.862 0.0 319.5 0.0 536.862 223.5 0.0 0.0 1.0 0.016277354814864135 -0.991740984083656 0.12721976343718544 -2.646450718192919 0.9898959338934776 0.03390876680111396 0.1376816458181273 -1.1499001730841183 -0.14085839620481125 0.12369323353688383 0.9822723126484827 -5.673658543888916 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/73088789_3818781918.jpg sacre_coeur/test/images/28570538_3018664920.jpg 0 0 512.969 0.0 319.5 0.0 512.969 239.5 0.0 0.0 1.0 655.109 0.0 319.5 0.0 655.109 239.5 0.0 0.0 1.0 0.8695226105169701 0.2635407322089899 0.4177040965402458 -7.203881906462649 -0.17114675367320195 0.9541159750845234 -0.24570611468914202 2.010600407544123 -0.463291720740699 0.14215832214562402 0.8747295541696661 14.576707777963598 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/61737552_3071958212.jpg sacre_coeur/test/images/95748780_10564008623.jpg 0 0 531.42 0.0 319.5 0.0 531.42 213.0 0.0 0.0 1.0 512.767 0.0 319.5 0.0 512.767 212.5 0.0 0.0 1.0 0.8285907807643347 -0.27573348515162177 -0.4872456907951991 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1.0\nsacre_coeur/test/images/84259836_1237320024.jpg sacre_coeur/test/images/22199037_8161715444.jpg 0 0 693.174 0.0 239.5 0.0 693.174 319.5 0.0 0.0 1.0 593.177 0.0 319.5 0.0 593.177 212.0 0.0 0.0 1.0 0.7465859412930078 0.24521956568402206 0.6184470849388596 -8.357749505392054 -0.25382016015159925 0.9642665687981623 -0.07592964242531135 2.3119749206148805 -0.6149672825152978 -0.10028633458232847 0.7821495333577789 8.394061245801998 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/92863105_622062757.jpg sacre_coeur/test/images/85291069_9106452141.jpg 0 0 1225.4 0.0 239.0 0.0 1225.4 319.5 0.0 0.0 1.0 1805.38 0.0 239.5 0.0 1805.38 319.5 0.0 0.0 1.0 0.9970158558135583 -0.05179220108156379 -0.05724466056746719 4.315455124545306 0.05394607508616107 0.9978676185222797 0.036742848113236894 2.339716378975594 0.05521960013578459 -0.03972132691390088 0.9976838236380516 9.100551868536584 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/72841866_5318338358.jpg sacre_coeur/test/images/70724808_2779990339.jpg 0 0 535.133 0.0 319.5 0.0 535.133 239.5 0.0 0.0 1.0 1030.95 0.0 249.5 0.0 1030.95 165.5 0.0 0.0 1.0 0.9995152270623023 0.00431764291982584 0.030832917964590336 0.35973904698453074 0.00040886717418450735 0.9884314294216164 -0.1516678679192608 1.8892865948762494 -0.03113107287306613 0.15160695000941526 0.987950499271403 7.761525133608035 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/19631710_3287132673.jpg sacre_coeur/test/images/25927611_9367586008.jpg 0 0 500.5 0.0 319.5 0.0 500.5 213.0 0.0 0.0 1.0 828.45 0.0 213.0 0.0 828.45 319.5 0.0 0.0 1.0 0.9874103170725406 0.0495789462706552 0.15020916691532665 1.1990133531404341 -0.07508036112712474 0.9827207067639354 0.16918319027140952 0.2828121325389952 -0.13922573437308752 -0.17833098604584371 0.9740709698498317 0.40974063528218574 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/03836329_3380486130.jpg sacre_coeur/test/images/56739575_3512017389.jpg 0 0 944.708 0.0 319.5 0.0 944.708 301.0 0.0 0.0 1.0 767.042 0.0 319.5 0.0 767.042 213.0 0.0 0.0 1.0 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0.24599345849592544 0.9659266370344258 8.350838788228254 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/44656171_6113568114.jpg sacre_coeur/test/images/78937340_9546137587.jpg 0 0 533.981 0.0 319.5 0.0 533.981 239.5 0.0 0.0 1.0 944.217 0.0 239.5 0.0 944.217 319.5 0.0 0.0 1.0 0.9977900589077445 -0.022679049262879093 -0.062455256539476846 1.701530595042105 0.0264452317289831 0.9978389131870712 0.06015108518094241 3.2505623724819706 0.06095611588413709 -0.06166979855793683 0.9962335006825175 20.671031711442275 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/58207157_8155269003.jpg sacre_coeur/test/images/39890331_3228856431.jpg 0 0 716.507 0.0 319.5 0.0 716.507 239.5 0.0 0.0 1.0 853.952 0.0 295.0 0.0 853.952 319.5 0.0 0.0 1.0 0.9936618955973417 0.025096130185919316 0.1095729048970997 -1.983394855171424 -0.010431841066828764 0.9911407146942864 -0.13240566591825087 1.0957603159230755 -0.11192503710007826 0.13042341785504025 0.9851205602083206 3.7136599970610975 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/58219592_4573644273.jpg sacre_coeur/test/images/15114643_8210538601.jpg 0 0 612.079 0.0 319.5 0.0 612.079 239.5 0.0 0.0 1.0 927.73 0.0 239.5 0.0 927.73 319.5 0.0 0.0 1.0 0.9992173444474702 0.03402894306382892 0.020167538008006036 0.41638381904707944 -0.03426420135363935 0.9993473705597163 0.01143667176140428 1.231103246490047 -0.019765198226755414 -0.012118745369861267 0.9997312003482324 5.22886015922238 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/40430408_7756569670.jpg sacre_coeur/test/images/23743016_2389191967.jpg 0 0 517.998 0.0 319.5 0.0 517.998 201.0 0.0 0.0 1.0 714.056 0.0 239.5 0.0 714.056 319.5 0.0 0.0 1.0 0.9759676884595125 -0.09726260417766228 -0.19500527406092222 2.9728440858796557 0.04315258873572659 0.9634070062058316 -0.2645463938119776 2.1462846523628527 0.21359991846534307 0.24977375006612698 0.9444512420498491 8.896701533048414 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/67770719_8270986474.jpg sacre_coeur/test/images/15012791_5817353527.jpg 0 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-0.05457747946985492 0.99850780908757 -0.42083927021394896 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/04915709_121816865.jpg sacre_coeur/test/images/99119091_3503925030.jpg 0 0 582.627 0.0 249.5 0.0 582.627 183.5 0.0 0.0 1.0 504.731 0.0 319.5 0.0 504.731 214.0 0.0 0.0 1.0 0.9845915847306729 0.07916390828051405 0.15592461929822704 -2.597463697264187 -0.07669344043730691 0.9968162306455288 -0.021806387035210185 -0.5819660399321953 -0.1571544700968826 0.009511989665389681 0.9875282247010327 -2.661888883203094 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/88231888_30382573.jpg sacre_coeur/test/images/28566706_4319457080.jpg 0 0 545.858 0.0 249.5 0.0 545.858 187.0 0.0 0.0 1.0 1554.78 0.0 319.5 0.0 1554.78 239.5 0.0 0.0 1.0 0.9994696926439756 0.029820016389992373 0.013080524020747995 -2.7971731572271876 -0.028578187061073606 0.9958334232020358 -0.08659723123759412 5.348747146992644 -0.015608353867690924 0.08617749042653569 0.9961575274188943 34.62600150808214 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/95748780_10564008623.jpg sacre_coeur/test/images/88346204_4983096872.jpg 0 0 512.767 0.0 319.5 0.0 512.767 212.5 0.0 0.0 1.0 525.321 0.0 319.5 0.0 525.321 239.5 0.0 0.0 1.0 0.9995702561578895 0.029241866884721152 -0.0020533449654300934 -2.494756179013671 -0.028099667826094524 0.9757649234690453 0.2170097297254457 -1.655620349574685 0.008349351622369163 -0.21685877281895713 0.976167281247913 -1.9276227754000859 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/77653698_4129853031.jpg sacre_coeur/test/images/42792712_254986596.jpg 0 0 346.996 0.0 213.0 0.0 346.996 319.5 0.0 0.0 1.0 1329.63 0.0 319.5 0.0 1329.63 239.5 0.0 0.0 1.0 0.9957254422762147 -0.0037307959360053473 0.09228718635607144 -1.0609419583108217 -0.009273449230054931 0.9900966557491571 0.14008074604924192 3.9196205815762775 -0.09189584725771868 -0.14033778335152114 0.9858298330953307 54.54373117206136 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/92313704_2399275366.jpg sacre_coeur/test/images/93650031_6280047097.jpg 0 0 2645.81 0.0 319.5 0.0 2645.81 214.0 0.0 0.0 1.0 536.98 0.0 319.5 0.0 536.98 195.0 0.0 0.0 1.0 0.9814413740750388 -0.076126806882745 -0.1760043707625964 5.065642521978621 0.10165348990245872 0.9847921670375999 0.14089341976131645 -8.3285200169382 0.16260195953416726 -0.15617009001478183 0.9742543331904785 -31.105164810291363 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/36940211_2500226864.jpg sacre_coeur/test/images/74917306_234403154.jpg 0 0 647.827 0.0 319.5 0.0 647.827 239.5 0.0 0.0 1.0 701.955 0.0 319.5 0.0 701.955 239.5 0.0 0.0 1.0 0.9682181174466589 0.10862692692480572 0.22528619086602053 -6.805482262183558 -0.11773890361533486 0.9926672764273821 0.027372045698163816 -0.5060661097164112 -0.2206608882958351 -0.05302705966878042 0.9739080569126517 -4.225042812870262 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/18427217_3121596461.jpg sacre_coeur/test/images/14702458_3061790008.jpg 0 0 653.258 0.0 319.5 0.0 653.258 239.5 0.0 0.0 1.0 810.323 0.0 319.5 0.0 810.323 212.5 0.0 0.0 1.0 0.9853581151756675 -0.07402815832398374 -0.15358781407590644 2.104257284544386 0.08791450666470027 0.9924366009085684 0.08567749234746248 1.740877731100975 0.14608362117416984 -0.09792560927666634 0.9844136075209624 5.847758327557232 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/63858075_3812078922.jpg sacre_coeur/test/images/75030977_10341125684.jpg 0 0 537.525 0.0 249.5 0.0 537.525 187.0 0.0 0.0 1.0 870.934 0.0 319.5 0.0 870.934 239.5 0.0 0.0 1.0 0.9972735015062687 -0.02209519488703678 -0.07040856166923488 1.9895118317293108 0.032024381817947846 0.9891786687752415 0.1431782113633896 -0.7913717281173884 0.06648309681870179 -0.14504262684792027 0.9871892595821988 -1.2942498158376736 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79205306_10858206333.jpg sacre_coeur/test/images/85019556_13753237.jpg 0 0 428.425 0.0 319.5 0.0 428.425 212.5 0.0 0.0 1.0 1875.74 0.0 239.5 0.0 1875.74 319.5 0.0 0.0 1.0 0.9934301578342942 0.07598467867827403 0.08557365313861828 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1.0\nsacre_coeur/test/images/75030977_10341125684.jpg sacre_coeur/test/images/59066216_374458283.jpg 0 0 870.934 0.0 319.5 0.0 870.934 239.5 0.0 0.0 1.0 1271.07 0.0 249.5 0.0 1271.07 239.5 0.0 0.0 1.0 0.9938418372716723 0.05665377815552288 0.09522999479770934 -2.5762956721603794 -0.03367694310071826 0.9731937857377673 -0.22750762383881476 4.246885484797099 -0.10556640560262501 0.22289953975299603 0.969108626102381 31.782538655328004 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79302802_4840098295.jpg sacre_coeur/test/images/69077959_3760142614.jpg 0 0 528.086 0.0 319.5 0.0 528.086 213.0 0.0 0.0 1.0 2150.73 0.0 319.5 0.0 2150.73 319.5 0.0 0.0 1.0 0.9999836527510135 -0.00270353722538537 -0.005038364537333006 0.5352159863483141 0.002146291386403431 0.9942030983061777 -0.10749694298761069 4.763908609946864 0.005299779620394592 0.1074843719099104 0.9941926483992464 43.133127244661935 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/46259219_6904914541.jpg sacre_coeur/test/images/39123262_5579580720.jpg 0 0 605.234 0.0 319.5 0.0 605.234 264.5 0.0 0.0 1.0 683.689 0.0 319.5 0.0 683.689 214.0 0.0 0.0 1.0 0.996994499821162 0.07501318631909208 0.01936463799321251 -0.6082888801204636 -0.0761371423509432 0.9949160039935337 0.0659187420402636 0.39922231221329296 -0.0143214133724019 -0.0671949914487366 0.997637073410577 0.5817494054582166 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/44509707_7002758055.jpg sacre_coeur/test/images/97963132_2552614010.jpg 0 0 1017.42 0.0 213.0 0.0 1017.42 319.5 0.0 0.0 1.0 756.149 0.0 319.5 0.0 756.149 239.5 0.0 0.0 1.0 0.998223211264314 -0.024542497248923177 0.05429628276362246 -2.066257259710357 0.01476113750897966 0.9846863927342293 0.17370900029501155 -6.32193848667287 -0.0577280634752426 -0.1725988812038998 0.9832990882201409 -32.917346361361176 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/04388678_7557805274.jpg sacre_coeur/test/images/86255041_34613076.jpg 0 0 528.283 0.0 213.0 0.0 528.283 319.5 0.0 0.0 1.0 943.253 0.0 319.5 0.0 943.253 283.5 0.0 0.0 1.0 0.9997149699475244 -0.003451694707512041 -0.0236233923572941 1.423167700672415 0.006810681172154569 0.9896087296216803 0.14362512620894596 1.8910562732064227 0.02288216521205516 -0.14374508012523607 0.9893501697857023 5.63458126140885 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/92912238_291183223.jpg sacre_coeur/test/images/76212982_3312164124.jpg 0 0 1859.84 0.0 239.5 0.0 1859.84 319.5 0.0 0.0 1.0 540.23 0.0 319.5 0.0 540.23 213.0 0.0 0.0 1.0 0.7465070838575636 -0.16195992699336853 -0.6453651337024485 41.69658979562014 0.2531034454876307 0.9661301259675272 0.05031128680783127 -3.0125096599419976 0.615358285580658 -0.20090187093771086 0.762215598515906 -29.402227123664755 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/97879806_8161726916.jpg sacre_coeur/test/images/74182138_8276852729.jpg 0 0 794.081 0.0 319.5 0.0 794.081 239.5 0.0 0.0 1.0 710.115 0.0 319.5 0.0 710.115 213.0 0.0 0.0 1.0 0.9768209649800939 -0.02013117121748942 -0.21310921688366916 5.193095850627207 0.008332881432037887 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0.0 1.0\nsacre_coeur/test/images/88346204_4983096872.jpg sacre_coeur/test/images/90741813_5700626652.jpg 0 0 525.321 0.0 319.5 0.0 525.321 239.5 0.0 0.0 1.0 756.043 0.0 266.0 0.0 756.043 319.5 0.0 0.0 1.0 0.8495636781326175 0.31509501155682323 0.42303272980915285 -7.362086933826552 -0.213474104148963 0.9387501264630196 -0.27051248940383993 1.6563011847279103 -0.4823591645813065 0.13951105245703765 0.8647926355992827 8.771084335164431 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/15012791_5817353527.jpg sacre_coeur/test/images/47058715_3625029597.jpg 0 0 506.581 0.0 212.0 0.0 506.581 319.5 0.0 0.0 1.0 679.749 0.0 319.5 0.0 679.749 239.5 0.0 0.0 1.0 0.8809843425813713 0.22916957308675184 0.4139418979732603 -1.5885657310640309 -0.12400289182958739 0.9561242381238391 -0.2654236690463151 1.4837632516702899 -0.45660691074968274 0.182504104182191 0.8707481731317541 11.491890419398704 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/18244579_9045725729.jpg sacre_coeur/test/images/57417409_1401404166.jpg 0 0 676.419 0.0 319.5 0.0 676.419 239.5 0.0 0.0 1.0 548.254 0.0 187.0 0.0 548.254 249.5 0.0 0.0 1.0 0.9714212759146149 0.0552184207747922 0.23084980118587836 -7.1505992870387 0.00014274149871402824 0.9724283218240531 -0.2332019265343233 -0.30902833533738805 -0.23736192686546442 0.22657026486631768 0.9446296791616916 6.136578617622172 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/97523888_2454093481.jpg sacre_coeur/test/images/43274786_5333458956.jpg 0 0 651.106 0.0 319.5 0.0 651.106 239.5 0.0 0.0 1.0 502.299 0.0 319.5 0.0 502.299 239.5 0.0 0.0 1.0 0.9094508476070096 0.09274194114179744 0.40533700563869446 -8.730198014246351 -0.17137531225584576 0.9717670004290153 0.1621708951273481 -1.9575430497984956 -0.3788530825215799 -0.216951213940935 0.8996680013390781 -4.739892743278401 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/12060097_10141374576.jpg sacre_coeur/test/images/08319155_4244960671.jpg 0 0 852.046 0.0 319.5 0.0 852.046 209.0 0.0 0.0 1.0 661.935 0.0 239.5 0.0 661.935 319.5 0.0 0.0 1.0 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1.0\nsacre_coeur/test/images/47232856_233187107.jpg sacre_coeur/test/images/68833924_5994205213.jpg 0 0 548.399 0.0 249.5 0.0 548.399 187.0 0.0 0.0 1.0 499.829 0.0 319.5 0.0 499.829 212.5 0.0 0.0 1.0 0.9194122207573112 -0.07505847185908576 -0.3860665669600103 9.68005836670552 0.0749183223361742 0.9970702587011476 -0.015431921201181384 -1.6754440097855325 0.3860937882178919 -0.014735162564600246 0.9223418355922889 -5.684191607331163 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/84982523_3167326578.jpg sacre_coeur/test/images/48360689_7391063350.jpg 0 0 463.512 0.0 187.0 0.0 463.512 249.5 0.0 0.0 1.0 1914.59 0.0 212.0 0.0 1914.59 319.5 0.0 0.0 1.0 0.9999184014611934 0.005369269051846308 -0.011591435163097293 0.7210955611352294 -0.0033559568333318673 0.9859188577809287 0.16719073965289416 3.649078757755283 0.012325906580216144 -0.16713819677679276 0.9858564272779166 41.448422751930096 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/36940211_2500226864.jpg 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1.0\nsacre_coeur/test/images/73088789_3818781918.jpg sacre_coeur/test/images/13402995_4460408839.jpg 0 0 512.969 0.0 319.5 0.0 512.969 239.5 0.0 0.0 1.0 702.935 0.0 239.5 0.0 702.935 319.5 0.0 0.0 1.0 0.7913280160048267 0.32146669058854116 0.5200568602834845 -8.918010864885886 -0.2551935860963042 0.9466401794966646 -0.1968466514265131 2.3913660556061496 -0.5555863611547469 0.023055094980809217 0.8311391326933492 9.808727043604204 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/65409197_2096349519.jpg sacre_coeur/test/images/79770190_8442039294.jpg 0 0 548.189 0.0 166.0 0.0 548.189 249.5 0.0 0.0 1.0 704.085 0.0 239.5 0.0 704.085 319.5 0.0 0.0 1.0 0.9979775282289969 0.0364077032466332 0.05210885044066281 -1.268805349603384 -0.030272585849586312 0.9930157758371145 -0.1140317477047204 1.272840224699158 -0.05589654457944335 0.1122236520655012 0.992109584784443 7.601947563707465 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/48445083_12204174934.jpg sacre_coeur/test/images/25923245_22222637.jpg 0 0 1439.35 0.0 213.0 0.0 1439.35 319.5 0.0 0.0 1.0 530.117 0.0 187.0 0.0 530.117 249.5 0.0 0.0 1.0 0.9517375046237334 -0.062346806479587326 -0.30051388988595146 18.49953694458 0.11325981599359833 0.9813860907051113 0.1550920857156661 -9.86651876573804 0.28525065534312993 -0.1816431025179216 0.94108333686979 -45.945359498930856 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/30959030_12203993343.jpg sacre_coeur/test/images/92313704_2399275366.jpg 0 0 1448.34 0.0 213.0 0.0 1448.34 319.5 0.0 0.0 1.0 2645.81 0.0 319.5 0.0 2645.81 214.0 0.0 0.0 1.0 0.9860527510522136 0.05754311894781601 0.15616901614634823 -3.701415214669942 -0.06363085047522149 0.9973851837404661 0.034262371820944416 0.1930538337716996 -0.15378909912656646 -0.043721673306886824 0.9871359218836506 0.1897588924270437 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/76212982_3312164124.jpg sacre_coeur/test/images/04671520_6574800359.jpg 0 0 540.23 0.0 319.5 0.0 540.23 213.0 0.0 0.0 1.0 497.791 0.0 319.5 0.0 497.791 214.0 0.0 0.0 1.0 0.9919417040556489 0.03221804434763817 0.12253021412528801 -3.3463912830035314 -0.06253745838667216 0.965606513524525 0.2523749736751771 -4.547839855182729 -0.11018494476883206 -0.25800398961532495 0.9598402050804418 -5.523837208491356 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/28406439_2578759591.jpg sacre_coeur/test/images/92423741_5783562525.jpg 0 0 812.302 0.0 213.0 0.0 812.302 319.5 0.0 0.0 1.0 502.585 0.0 212.0 0.0 502.585 319.5 0.0 0.0 1.0 0.9923531599426891 0.034530771680231914 0.11850245465359441 -2.2174311782797202 -0.024717167089435596 0.9962174098206005 -0.08330626639939308 -0.3473905768356855 -0.12093083809695701 0.07974019173228403 0.9894529974787415 -2.494762434762325 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/96301971_7410171184.jpg sacre_coeur/test/images/16555640_3650571161.jpg 0 0 509.198 0.0 319.5 0.0 509.198 180.0 0.0 0.0 1.0 1235.34 0.0 239.5 0.0 1235.34 319.5 0.0 0.0 1.0 0.9929813339722512 0.0010169097024939145 -0.11826680124762419 -0.9037880367337026 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1.0\nsacre_coeur/test/images/61672452_5135373512.jpg sacre_coeur/test/images/18698491_4586522698.jpg 0 0 1840.71 0.0 239.5 0.0 1840.71 319.5 0.0 0.0 1.0 1792.43 0.0 246.5 0.0 1792.43 319.5 0.0 0.0 1.0 0.9998146533748782 0.019252480718532267 -2.971623927178582e-05 -0.11359062573351197 -0.01925094204585944 0.9997520243871983 0.01119334463178131 0.08677918742207513 0.0002452085220683706 -0.011190697917529973 0.9999373521140709 0.2114684670409801 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/24721269_9145209888.jpg sacre_coeur/test/images/41814686_978754656.jpg 0 0 581.406 0.0 239.5 0.0 581.406 319.5 0.0 0.0 1.0 701.026 0.0 239.5 0.0 701.026 319.5 0.0 0.0 1.0 0.7753448162773148 0.2376689478115186 0.5851101495599464 -10.478688327264651 -0.2972826114998085 0.9547699555148129 0.006113995918877528 -2.0837930450754723 -0.557192484489652 -0.17868352831866668 0.8109307812235526 -4.002625730254425 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/64044824_2624053101.jpg sacre_coeur/test/images/60535642_3153438485.jpg 0 0 1359.6 0.0 212.5 0.0 1359.6 319.5 0.0 0.0 1.0 722.898 0.0 319.5 0.0 722.898 239.5 0.0 0.0 1.0 0.9672453958544971 0.033405407272065896 0.251635496230688 -13.93372393693571 -0.08313043806120807 0.9783234794186858 0.18966417660134857 -8.673861999408572 -0.23984510515336527 -0.20437037060959518 0.9490558872642157 -36.947117538130314 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/27770418_2219914621.jpg sacre_coeur/test/images/61046986_5564238795.jpg 0 0 1305.61 0.0 319.5 0.0 1305.61 239.5 0.0 0.0 1.0 1203.71 0.0 210.0 0.0 1203.71 319.5 0.0 0.0 1.0 0.9953451679583173 -0.02431779531472146 -0.09325578509165193 2.428031976301798 0.020114704013087018 0.9987504446615741 -0.04574874829734498 2.2386699830688577 0.0942517655245511 0.043659983043276986 0.9945905743451251 11.563432502784586 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/60748234_6779431614.jpg sacre_coeur/test/images/12365089_8352000383.jpg 0 0 1251.64 0.0 305.5 0.0 1251.64 305.5 0.0 0.0 1.0 1716.68 0.0 319.5 0.0 1716.68 239.5 0.0 0.0 1.0 0.9954333280182875 -0.0406345292301531 -0.08637895869180263 -2.472874801104612 0.03295669284214332 0.9955286450465843 -0.08852442198975724 0.9166867651824826 0.08958987591991036 0.08527339518252941 0.9923215719748811 8.911164201950221 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/62327360_2404846280.jpg sacre_coeur/test/images/68609645_2691880358.jpg 0 0 1508.2 0.0 319.5 0.0 1508.2 213.0 0.0 0.0 1.0 681.797 0.0 319.5 0.0 681.797 239.5 0.0 0.0 1.0 0.8050056869110669 -0.17673901853550342 -0.5663295536769631 37.92171787168608 0.2435023800914427 0.968913135109602 0.043748457137194115 -4.512038657463937 0.5409920839814978 -0.1731203510254913 0.8230169555544811 -33.03994174448386 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/68663909_1356782012.jpg sacre_coeur/test/images/95748780_10564008623.jpg 0 0 672.136 0.0 319.5 0.0 672.136 239.0 0.0 0.0 1.0 512.767 0.0 319.5 0.0 512.767 212.5 0.0 0.0 1.0 0.8545033166368066 -0.28909675923499045 -0.4315636055745704 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1.0\nsacre_coeur/test/images/59358073_3809805538.jpg sacre_coeur/test/images/28570538_3018664920.jpg 0 0 1733.74 0.0 319.5 0.0 1733.74 239.5 0.0 0.0 1.0 655.109 0.0 319.5 0.0 655.109 239.5 0.0 0.0 1.0 0.9973905577846464 -0.029148940714156885 -0.06604857679976636 5.045848807801112 0.029729757281445852 0.9995273216485152 0.007827822821954449 -4.244983428661751 0.06578918432400865 -0.009771004727670528 0.9977857037924492 -34.524071801249946 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/48445083_12204174934.jpg sacre_coeur/test/images/74061457_6280563618.jpg 0 0 1439.35 0.0 213.0 0.0 1439.35 319.5 0.0 0.0 1.0 545.636 0.0 319.5 0.0 545.636 213.0 0.0 0.0 1.0 0.9985449711439669 -0.009080198540804786 -0.05315534401688699 2.546061294728183 0.02327614346622869 0.9617428113687618 0.27296334172531234 -16.217556710874398 0.04864320865684719 -0.27380342359979665 0.9605547998300756 -47.45982987027909 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/98073777_2853247623.jpg 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1.507345224901386 0.30835130659531085 0.20611697703177465 0.9286739274364537 8.401976117971724 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/96399538_6003485006.jpg sacre_coeur/test/images/55185330_108661534.jpg 0 0 944.215 0.0 319.5 0.0 944.215 239.5 0.0 0.0 1.0 674.5 0.0 319.5 0.0 674.5 239.5 0.0 0.0 1.0 0.9997911751749166 -0.01813593779602421 -0.00941773872103948 -0.002768928571917184 0.017235208674620348 0.9959512597191683 -0.08822718314524101 0.06261664714032178 0.010979691448365789 0.08804644242705295 0.9960558570439904 0.5533906161531776 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/63516274_5829260794.jpg sacre_coeur/test/images/22663714_8829093598.jpg 0 0 522.011 0.0 319.5 0.0 522.011 213.0 0.0 0.0 1.0 595.075 0.0 239.5 0.0 595.075 319.5 0.0 0.0 1.0 0.9947226815888706 -0.010376263562406738 -0.10207409018516854 3.5166803955299755 -0.026810965874066253 0.9340164755397721 -0.35622239616447776 -0.41055280691319296 0.09903513942811464 0.3570792021033232 0.9288091755488358 7.429332852934281 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/97879806_8161726916.jpg sacre_coeur/test/images/67569977_7754509434.jpg 0 0 794.081 0.0 319.5 0.0 794.081 239.5 0.0 0.0 1.0 1806.88 0.0 239.5 0.0 1806.88 319.5 0.0 0.0 1.0 0.9941592376234197 0.03270058652126783 -0.10284980257242238 2.8255783525378577 -0.04233867634937731 0.9947683858247276 -0.09296932315903247 3.6677459656772533 0.09927158069157478 0.09678083593786017 0.9903426796125494 39.32251819504385 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/76812051_2399423344.jpg sacre_coeur/test/images/60748234_6779431614.jpg 0 0 731.379 0.0 319.5 0.0 731.379 239.5 0.0 0.0 1.0 1251.64 0.0 305.5 0.0 1251.64 305.5 0.0 0.0 1.0 0.9702841339889215 0.05581433969839743 0.23544311162869147 -5.255031572079005 -0.045618082693425197 0.9977790725532982 -0.04853774722888975 2.5472109263457527 -0.23762931187196668 0.03635494269988145 0.9706753464884867 19.961941584118236 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/01617203_4574281148.jpg sacre_coeur/test/images/31938889_10141160664.jpg 0 0 609.931 0.0 319.5 0.0 609.931 239.5 0.0 0.0 1.0 1776.39 0.0 210.0 0.0 1776.39 319.5 0.0 0.0 1.0 0.7823467591392301 0.19670058721101671 0.5909673658123473 -9.40084474552608 -0.1519904268171812 0.9804304244479365 -0.1251203139892576 4.931340422147441 -0.6040136245319924 0.008066089987134623 0.7969331713337353 49.03028917301137 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/70139640_13923464795.jpg sacre_coeur/test/images/00204549_3820006713.jpg 0 0 544.883 0.0 239.5 0.0 544.883 319.5 0.0 0.0 1.0 565.301 0.0 319.5 0.0 565.301 213.5 0.0 0.0 1.0 0.9747626819291414 0.08197616029932636 0.207647834231148 -2.1983094490626574 -0.11298797287204057 0.9833709401619628 0.1421805613691414 0.9503668737518429 -0.19253942948023448 -0.16205401317942209 0.9678156151395105 4.322970560864036 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/41560346_5689316901.jpg sacre_coeur/test/images/98073777_2853247623.jpg 0 0 771.673 0.0 299.5 0.0 771.673 299.5 0.0 0.0 1.0 712.676 0.0 239.5 0.0 712.676 319.5 0.0 0.0 1.0 0.7981296248326382 0.3497478256043856 0.49057676305499487 -5.601488422911158 -0.2931005822307188 0.9368037163560359 -0.1910257723908834 1.1997037932672483 -0.5263849833159434 0.008674993171420311 0.8502020899956372 1.9224990641493602 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/96718433_4122167216.jpg sacre_coeur/test/images/79205306_10858206333.jpg 0 0 536.625 0.0 239.5 0.0 536.625 319.5 0.0 0.0 1.0 428.425 0.0 319.5 0.0 428.425 212.5 0.0 0.0 1.0 0.9734408390939375 -0.06668463188025124 -0.21901162675777272 -1.4784479578146805 0.10571668186670363 0.9794693475822202 0.17165016842972922 4.868213416349591 0.2030687468794367 -0.19024446645791204 0.9605051415911107 8.617351483008694 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/75519914_2079302390.jpg sacre_coeur/test/images/99936428_253699491.jpg 0 0 569.028 0.0 187.0 0.0 569.028 249.5 0.0 0.0 1.0 658.712 0.0 319.5 0.0 658.712 239.5 0.0 0.0 1.0 0.9805852023317474 0.038419500852548666 0.19229301319144956 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0.07115600631350723 0.11278721742056551 0.99106804325033 6.343264688280281 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/70116109_2697195876.jpg sacre_coeur/test/images/86827532_95504488.jpg 0 0 606.734 0.0 212.5 0.0 606.734 319.5 0.0 0.0 1.0 526.393 0.0 249.5 0.0 526.393 166.0 0.0 0.0 1.0 0.9926671631520859 0.015436791872536049 -0.11988998563797512 3.584093026280142 0.022508735040111017 0.9508608996709799 0.3087991358857547 -2.8863750041890492 0.11876556759635326 -0.3092333341242155 0.9435409291705037 -7.418124593813831 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/94573763_208832452.jpg sacre_coeur/test/images/04073909_6377255611.jpg 0 0 760.459 0.0 239.5 0.0 760.459 319.5 0.0 0.0 1.0 679.951 0.0 319.5 0.0 679.951 221.5 0.0 0.0 1.0 0.9681333335773997 -0.08808801257703211 -0.2344319740490617 5.755711865305856 0.109211398865651 0.9908998623051213 0.07867867081680911 -0.07581715013817059 0.22536796306067766 -0.10177408768405026 0.968943402011676 -0.14082869181508428 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/26140494_3397638398.jpg sacre_coeur/test/images/01723814_7963028620.jpg 0 0 675.035 0.0 319.5 0.0 675.035 239.5 0.0 0.0 1.0 505.251 0.0 319.5 0.0 505.251 214.0 0.0 0.0 1.0 0.7733243211862636 -0.2579113499102927 -0.5791815171854637 14.705985222259738 0.2722836753563509 0.960087818132832 -0.06397641446170318 1.7233644499785794 0.5725653625536935 -0.1082271549121979 0.8126843105064653 -0.6689556891471673 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/30442266_2401730436.jpg sacre_coeur/test/images/38714154_3919914519.jpg 0 0 523.192 0.0 319.5 0.0 523.192 239.5 0.0 0.0 1.0 1481.11 0.0 213.5 0.0 1481.11 319.5 0.0 0.0 1.0 0.9821853263106235 -0.0765592400530909 -0.17161196794684008 0.28244180891294546 0.04794004651734821 0.9851108433445096 -0.16510111527480265 4.0603675025085035 0.18169682638947918 0.1539328070541247 0.9712316686519387 48.489252150483566 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/62327360_2404846280.jpg sacre_coeur/test/images/30442266_2401730436.jpg 0 0 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0.9865564327365316 0.013361275716502584 0.1628738202947207 0.26598576053126144 -0.026279010299423086 0.9966524189572097 0.07741685478257056 -0.1762583256964949 -0.16129419903968084 -0.08065625888900627 0.9836049762268274 -0.7718468527769797 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/24721269_9145209888.jpg sacre_coeur/test/images/04398000_3306414527.jpg 0 0 581.406 0.0 239.5 0.0 581.406 319.5 0.0 0.0 1.0 619.126 0.0 209.0 0.0 619.126 249.5 0.0 0.0 1.0 0.6296060138107974 0.23386353389370124 0.7408806347098215 -13.929986191986595 -0.2863785368613364 0.9563286943570556 -0.058504375686688787 0.16253563138940108 -0.722207450112804 -0.1753376053905114 0.66908379380873 7.30563905220007 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/57606942_9403768875.jpg sacre_coeur/test/images/40932424_8951501615.jpg 0 0 456.61 0.0 179.5 0.0 456.61 319.5 0.0 0.0 1.0 640.24 0.0 319.5 0.0 640.24 212.0 0.0 0.0 1.0 0.9984932649497822 0.006643511959144169 0.05447075911691133 2.210668041218955 -0.0208429413999009 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-6.126557466359503 -0.06712701817913536 -0.038265160819531144 0.9970104015996188 -29.88870690391599 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/12060097_10141374576.jpg sacre_coeur/test/images/33631460_6836524250.jpg 0 0 852.046 0.0 319.5 0.0 852.046 209.0 0.0 0.0 1.0 492.214 0.0 319.5 0.0 492.214 212.0 0.0 0.0 1.0 0.8462264354569281 0.1723714119552895 0.5041715147391825 -15.68521655001694 -0.257257488751464 0.9608053706079167 0.10330355411250004 -5.545398966050055 -0.4666041195865636 -0.2171200961484766 0.8574027405095719 -14.129539216532327 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/48360689_7391063350.jpg sacre_coeur/test/images/59358073_3809805538.jpg 0 0 1914.59 0.0 212.0 0.0 1914.59 319.5 0.0 0.0 1.0 1733.74 0.0 319.5 0.0 1733.74 239.5 0.0 0.0 1.0 0.9967672805658745 0.021479222389581405 0.07741854686604697 -5.938229694199129 -0.024878268463875912 0.9987561640333739 0.043211069919401865 -1.572419380859607 -0.0763941107124805 -0.04499742004692072 0.9960618314329539 -6.176293607843 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/79205306_10858206333.jpg sacre_coeur/test/images/73479674_2286585340.jpg 0 0 428.425 0.0 319.5 0.0 428.425 212.5 0.0 0.0 1.0 510.127 0.0 249.5 0.0 510.127 187.0 0.0 0.0 1.0 0.9994353366802687 0.021378860774680507 0.025922039016529157 3.6208937866385216 -0.01868577771202632 0.9948101150078444 -0.10001838225734169 -4.373919270385916 -0.027925785684459692 0.0994775320866768 0.9946478628659743 -9.800379681193032 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/39980369_7971720718.jpg sacre_coeur/test/images/87252152_3382721265.jpg 0 0 670.012 0.0 319.5 0.0 670.012 239.0 0.0 0.0 1.0 1262.46 0.0 239.5 0.0 1262.46 319.5 0.0 0.0 1.0 0.9874335453969104 0.05353289366813814 0.14869170360313752 -2.6166429078210722 -0.018828410244404476 0.9740288179746686 -0.22563987396410748 4.011057413660604 -0.15690915968341648 0.22000475233591144 0.9627966683350428 39.17353198619065 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/97202520_2635602680.jpg sacre_coeur/test/images/04543624_3663972093.jpg 0 0 677.356 0.0 319.5 0.0 677.356 239.5 0.0 0.0 1.0 433.924 0.0 319.5 0.0 433.924 212.5 0.0 0.0 1.0 0.9900921290113908 -0.03592460636898161 -0.13574608181058206 1.0288241904005497 0.0390243460238271 0.9990332059799831 0.020242375521894278 1.258824313554619 0.13488764393784966 -0.02533921874467527 0.9905368481315097 1.9072738501649622 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/36940211_2500226864.jpg sacre_coeur/test/images/71870353_3302102984.jpg 0 0 647.827 0.0 319.5 0.0 647.827 239.5 0.0 0.0 1.0 682.987 0.0 239.5 0.0 682.987 319.5 0.0 0.0 1.0 0.9997807701319013 -0.004783270524578327 -0.020384601971862704 1.0462195562939505 0.0017446220680337639 0.9892016100434303 -0.1465507795316184 -0.3316871758261425 0.020865473114748637 0.1464830877971037 0.9889930925042519 -5.452124956380311 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/76298563_8026742947.jpg sacre_coeur/test/images/63170630_8128095778.jpg 0 0 520.791 0.0 319.5 0.0 520.791 239.5 0.0 0.0 1.0 1392.01 0.0 212.0 0.0 1392.01 319.5 0.0 0.0 1.0 0.996901064093504 -0.03525145164085113 -0.0703249853640407 1.545767765986779 0.035287523266602935 0.9993769349934395 -0.000729729283793702 0.8726687443026862 0.07030689234313205 -0.0017541266577429453 0.9975238663454221 4.4137687623075 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/38714154_3919914519.jpg sacre_coeur/test/images/15865748_8030415.jpg 0 0 1481.11 0.0 213.5 0.0 1481.11 319.5 0.0 0.0 1.0 666.681 0.0 212.0 0.0 666.681 319.5 0.0 0.0 1.0 0.9973707583784306 -0.010150999677204179 -0.07175324060408474 5.6811219256912935 0.014849076642210829 0.9977585600677321 0.06524845388543304 -5.488204182906468 0.070930072990996 -0.0661423693037914 0.9952859447055267 -36.99568707231483 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/59088601_13927956521.jpg sacre_coeur/test/images/90301699_2168560949.jpg 0 0 1295.39 0.0 319.5 0.0 1295.39 213.0 0.0 0.0 1.0 599.141 0.0 213.5 0.0 599.141 319.5 0.0 0.0 1.0 0.6746230909351922 -0.2103760295593269 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-0.2080314428287548 -0.1499865106235599 0.2454486218878213 0.9577364045729586 38.521208443949114 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/51093888_43012197.jpg sacre_coeur/test/images/30959030_12203993343.jpg 0 0 1767.41 0.0 319.5 0.0 1767.41 239.5 0.0 0.0 1.0 1448.34 0.0 213.0 0.0 1448.34 319.5 0.0 0.0 1.0 0.9984959287570454 -0.0047011473052127285 -0.05462398254997439 2.21817483120392 0.003093740878915556 0.9995607555749382 -0.02947413581146612 -1.4564644365103172 0.05473855152430822 0.029260812163597143 0.998071889118488 -9.402337124615045 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/58368117_3401402227.jpg sacre_coeur/test/images/95803142_180463023.jpg 0 0 682.756 0.0 319.5 0.0 682.756 239.0 0.0 0.0 1.0 586.012 0.0 187.0 0.0 586.012 249.5 0.0 0.0 1.0 0.7522087380089644 -0.2619017551724017 -0.6046399632017194 12.012338596395175 0.28466255500916987 0.9567310552820187 -0.06027368940595704 1.2577969699459297 0.5942636151057985 -0.12677996094245259 0.7942150824964339 -2.376828125783148 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/34366638_4030867612.jpg sacre_coeur/test/images/33672452_9565324953.jpg 0 0 648.225 0.0 239.5 0.0 648.225 319.5 0.0 0.0 1.0 493.101 0.0 212.5 0.0 493.101 319.5 0.0 0.0 1.0 0.9552173696395215 0.06997779672421942 0.2875115383851185 -1.3990175219515715 -0.013032437776657958 0.9806408337024103 -0.19538093776271884 -0.11501255691113965 -0.295617882247592 0.18288428921333205 0.9376371390118798 6.504941168952737 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/95803142_180463023.jpg sacre_coeur/test/images/59088601_13927956521.jpg 0 0 586.012 0.0 187.0 0.0 586.012 249.5 0.0 0.0 1.0 1295.39 0.0 319.5 0.0 1295.39 213.0 0.0 0.0 1.0 0.7127203787035985 0.27767775300735253 0.6441465107142835 -9.214835190040393 -0.20701677073196065 0.9606731887775036 -0.18507047576470376 4.766140093042574 -0.6702042363461377 -0.0014456309524565668 0.7421753106475852 49.48313176495665 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/75907133_3528579515.jpg sacre_coeur/test/images/70139640_13923464795.jpg 0 0 539.794 0.0 187.0 0.0 539.794 249.5 0.0 0.0 1.0 544.883 0.0 239.5 0.0 544.883 319.5 0.0 0.0 1.0 0.9712296922887514 -0.06456656265359592 -0.2292248760579798 4.000180573670244 0.08245925801582271 0.9941787531581816 0.06934751283444432 -1.3442937271200364 0.22341297093986487 -0.08625407674969755 0.970900035358883 -7.064357900204783 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/92423741_5783562525.jpg sacre_coeur/test/images/31148870_2948239995.jpg 0 0 502.585 0.0 212.0 0.0 502.585 319.5 0.0 0.0 1.0 722.471 0.0 319.5 0.0 722.471 239.5 0.0 0.0 1.0 0.9964043392112382 0.0692205116459875 0.048856049456375686 -0.8878756569020436 -0.06757341771343184 0.9971142489278082 -0.034597800561006295 2.069214644131167 -0.05110994051593257 0.031172028368407885 0.9982064308688146 8.410849291747311 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/77647660_7639153124.jpg sacre_coeur/test/images/45927449_5904684394.jpg 0 0 1863.9 0.0 305.5 0.0 1863.9 305.5 0.0 0.0 1.0 445.549 0.0 239.5 0.0 445.549 319.5 0.0 0.0 1.0 0.9964225631009409 0.03137643631343469 0.07847034463808786 -8.64658475162144 -0.048056174905323004 0.9741562641158434 0.22070382220825252 -17.42487789666032 -0.06951747835487347 -0.22368525281773022 0.9721791130625302 -55.07305413097956 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/30959030_12203993343.jpg sacre_coeur/test/images/99543611_6046123347.jpg 0 0 1448.34 0.0 213.0 0.0 1448.34 319.5 0.0 0.0 1.0 803.204 0.0 213.0 0.0 803.204 319.5 0.0 0.0 1.0 0.997131961283098 0.021908175511364102 0.07244227794240882 -4.321670568492825 -0.031435102556200814 0.9906029009994055 0.13310795189936317 -6.735961827221482 -0.06884537831258597 -0.13500342357631268 0.9884504992702828 -31.99052378608348 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/62766948_5445805244.jpg sacre_coeur/test/images/57895226_4857581382.jpg 0 0 473.93 0.0 319.5 0.0 473.93 212.5 0.0 0.0 1.0 456.232 0.0 319.5 0.0 456.232 239.5 0.0 0.0 1.0 0.9545212496324872 0.15468508152564422 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0.8415823593998547 5.600481337154966 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/85019556_13753237.jpg sacre_coeur/test/images/94661279_5887793763.jpg 0 0 1875.74 0.0 239.5 0.0 1875.74 319.5 0.0 0.0 1.0 526.02 0.0 319.5 0.0 526.02 213.0 0.0 0.0 1.0 0.9989370764054007 -0.0390187948953357 -0.02454080331909559 1.2608837408469697 0.044077741844939414 0.9643577221003696 0.26090484184705537 -18.103899685750523 0.013485920676085946 -0.2617092231280774 0.9650525438924124 -48.777383707385134 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/04808852_3532579721.jpg sacre_coeur/test/images/60162628_4661185887.jpg 0 0 536.862 0.0 319.5 0.0 536.862 223.5 0.0 0.0 1.0 517.267 0.0 239.5 0.0 517.267 319.5 0.0 0.0 1.0 0.9755728411467824 -0.0955973072326097 -0.19778469725099745 4.164818369035435 0.06790555322630908 0.9874847593563938 -0.14234706136718783 2.2328092355185465 0.20891736992845664 0.12543924780035579 0.9698549003090398 13.808588506998971 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/88496846_9311240752.jpg sacre_coeur/test/images/08124432_3626165332.jpg 0 0 586.712 0.0 319.5 0.0 586.712 239.5 0.0 0.0 1.0 1404.56 0.0 196.5 0.0 1404.56 249.5 0.0 0.0 1.0 0.9991872883078712 -0.024080955667522 0.032324456037213095 -1.680030850518099 0.027477638651165245 0.9936485425742129 -0.10912173575552642 4.236223131847725 -0.02949139294978912 0.10992125096759853 0.9935026805840032 41.54401758955858 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/93845208_10996896025.jpg sacre_coeur/test/images/69077959_3760142614.jpg 0 0 1826.02 0.0 226.0 0.0 1826.02 301.5 0.0 0.0 1.0 2150.73 0.0 319.5 0.0 2150.73 319.5 0.0 0.0 1.0 0.9998176309751339 -0.0030181314419147126 0.01885724459910562 -1.3205022304926515 0.001976026370009678 0.9984822478459799 0.05503904120007913 -1.0395608539608325 -0.01899473903627523 -0.0549917413712124 0.9983061195194115 -3.0919311413230517 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/00204549_3820006713.jpg sacre_coeur/test/images/50922291_2317878312.jpg 0 0 565.301 0.0 319.5 0.0 565.301 213.5 0.0 0.0 1.0 660.33 0.0 239.5 0.0 660.33 319.5 0.0 0.0 1.0 0.9989147194282663 -0.04505306417781079 0.011815444034756692 0.011858289608326023 0.046228493753415305 0.9899752656001188 -0.13346122982074066 -0.33373821708780116 -0.005684159994128232 0.13386259712169105 0.9909835999737822 -3.99121953236575 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/83916827_2652728872.jpg sacre_coeur/test/images/25134250_4289943327.jpg 0 0 690.499 0.0 239.5 0.0 690.499 319.5 0.0 0.0 1.0 695.364 0.0 319.5 0.0 695.364 239.5 0.0 0.0 1.0 0.9830199541434328 0.01901051917859876 0.18251128709316444 -2.369540050059228 -0.031962108425385445 0.9971536662277941 0.0682860860898671 1.127941384168011 -0.18069364510365954 -0.07296003076362402 0.9808295675244112 4.921666602750978 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/96789550_6435726869.jpg sacre_coeur/test/images/15701912_177669906.jpg 0 0 924.329 0.0 317.5 0.0 924.329 319.5 0.0 0.0 1.0 743.975 0.0 319.5 0.0 743.975 239.0 0.0 0.0 1.0 0.9813165685000635 0.06902444736158642 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sacre_coeur/test/images/09906423_9611413320.jpg 0 0 511.678 0.0 319.5 0.0 511.678 212.5 0.0 0.0 1.0 1488.12 0.0 239.5 0.0 1488.12 319.5 0.0 0.0 1.0 0.9977981551458438 -0.023958698521442758 -0.061845148174365955 0.09318901184592776 0.020428901109491516 0.9981600436492128 -0.057089292005247004 4.263675770114406 0.06309914093717349 0.05570016182526189 0.9964516999762861 41.86836950945358 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/40133282_13969857252.jpg sacre_coeur/test/images/16214259_2076433877.jpg 0 0 1447.89 0.0 213.0 0.0 1447.89 319.5 0.0 0.0 1.0 593.424 0.0 319.5 0.0 593.424 213.0 0.0 0.0 1.0 0.9792782647371712 -0.027189616254413084 -0.2006858365238871 11.260236318343512 0.05808271192031766 0.9870242242273471 0.14969829446050864 -7.662501292124834 0.1940115429280845 -0.15825266366270588 0.9681506162030381 -30.91635300876093 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/92423741_5783562525.jpg sacre_coeur/test/images/53515910_7697309520.jpg 0 0 502.585 0.0 212.0 0.0 502.585 319.5 0.0 0.0 1.0 500.109 0.0 319.5 0.0 500.109 212.5 0.0 0.0 1.0 0.7887352485106107 -0.2461467559375319 -0.5633014133644033 8.41487320036713 0.24959945275075243 0.9656339376248048 -0.07246524472972883 2.0557396097394283 0.5617800467651286 -0.08344383169919559 0.823067619341161 4.171246273876243 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/27733835_2747519645.jpg sacre_coeur/test/images/86437085_9493229723.jpg 0 0 506.292 0.0 187.0 0.0 506.292 249.5 0.0 0.0 1.0 520.807 0.0 319.5 0.0 520.807 212.0 0.0 0.0 1.0 0.9932728282075047 0.007357317415360245 -0.11556365616020474 1.5792364773467833 0.0040406346380084165 0.9951696922137164 0.0980864770036055 -0.1433423002080827 0.11572710147751267 -0.09789358293425744 0.9884452864999191 0.153813896746696 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/23735654_3093471146.jpg sacre_coeur/test/images/62721852_537101715.jpg 0 0 662.801 0.0 239.5 0.0 662.801 319.5 0.0 0.0 1.0 662.611 0.0 319.5 0.0 662.611 239.5 0.0 0.0 1.0 0.9542653110134192 0.17082997574626546 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1.0 727.689 0.0 319.5 0.0 727.689 239.5 0.0 0.0 1.0 0.9861682234479686 0.14399316892074057 0.08208655410991789 -4.765041881328486 -0.13560252920106147 0.9857047817412906 -0.0999901861515898 -1.147590319246822 -0.0953110126677534 0.08747599988864029 0.9915965713473046 -2.5785593494252064 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/97437832_311711460.jpg sacre_coeur/test/images/45575968_5097432755.jpg 0 0 489.971 0.0 249.5 0.0 489.971 187.0 0.0 0.0 1.0 588.085 0.0 319.5 0.0 588.085 179.5 0.0 0.0 1.0 0.9914795505629692 -0.04809027405097496 -0.12106042440514989 0.22759622061981377 0.0400796303106161 0.9968963806554686 -0.06775861177881327 2.7981005223585 0.12394322913986561 0.06232922089782375 0.9903298158556337 14.630688047023172 0.0 0.0 0.0 1.0\nsacre_coeur/test/images/92912238_291183223.jpg sacre_coeur/test/images/41814686_978754656.jpg 0 0 1859.84 0.0 239.5 0.0 1859.84 319.5 0.0 0.0 1.0 701.026 0.0 239.5 0.0 701.026 319.5 0.0 0.0 1.0 0.9654890000625591 -0.08339519238894998 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  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/SuperGluePretrainedNetwork/demo_superglue.py",
    "content": "#! /usr/bin/env python3\n#\n# %BANNER_BEGIN%\n# ---------------------------------------------------------------------\n# %COPYRIGHT_BEGIN%\n#\n#  Magic Leap, Inc. (\"COMPANY\") CONFIDENTIAL\n#\n#  Unpublished Copyright (c) 2020\n#  Magic Leap, Inc., All Rights Reserved.\n#\n# NOTICE:  All information contained herein is, and remains the property\n# of COMPANY. The intellectual and technical concepts contained herein\n# are proprietary to COMPANY and may be covered by U.S. and Foreign\n# Patents, patents in process, and are protected by trade secret or\n# copyright law.  Dissemination of this information or reproduction of\n# this material is strictly forbidden unless prior written permission is\n# obtained from COMPANY.  Access to the source code contained herein is\n# hereby forbidden to anyone except current COMPANY employees, managers\n# or contractors who have executed Confidentiality and Non-disclosure\n# agreements explicitly covering such access.\n#\n# The copyright notice above does not evidence any actual or intended\n# publication or disclosure  of  this source code, which includes\n# information that is confidential and/or proprietary, and is a trade\n# secret, of  COMPANY.   ANY REPRODUCTION, MODIFICATION, DISTRIBUTION,\n# PUBLIC  PERFORMANCE, OR PUBLIC DISPLAY OF OR THROUGH USE  OF THIS\n# SOURCE CODE  WITHOUT THE EXPRESS WRITTEN CONSENT OF COMPANY IS\n# STRICTLY PROHIBITED, AND IN VIOLATION OF APPLICABLE LAWS AND\n# INTERNATIONAL TREATIES.  THE RECEIPT OR POSSESSION OF  THIS SOURCE\n# CODE AND/OR RELATED INFORMATION DOES NOT CONVEY OR IMPLY ANY RIGHTS\n# TO REPRODUCE, DISCLOSE OR DISTRIBUTE ITS CONTENTS, OR TO MANUFACTURE,\n# USE, OR SELL ANYTHING THAT IT  MAY DESCRIBE, IN WHOLE OR IN PART.\n#\n# %COPYRIGHT_END%\n# ----------------------------------------------------------------------\n# %AUTHORS_BEGIN%\n#\n#  Originating Authors: Paul-Edouard Sarlin\n#                       Daniel DeTone\n#                       Tomasz Malisiewicz\n#\n# %AUTHORS_END%\n# --------------------------------------------------------------------*/\n# %BANNER_END%\n\nfrom pathlib import Path\nimport argparse\nimport cv2\nimport matplotlib.cm as cm\nimport torch\n\nfrom models.matching import Matching\nfrom models.utils import (AverageTimer, VideoStreamer,\n                          make_matching_plot_fast, frame2tensor)\n\ntorch.set_grad_enabled(False)\n\n\nif __name__ == '__main__':\n    parser = argparse.ArgumentParser(\n        description='SuperGlue demo',\n        formatter_class=argparse.ArgumentDefaultsHelpFormatter)\n    parser.add_argument(\n        '--input', type=str, default='0',\n        help='ID of a USB webcam, URL of an IP camera, '\n             'or path to an image directory or movie file')\n    parser.add_argument(\n        '--output_dir', type=str, default=None,\n        help='Directory where to write output frames (If None, no output)')\n\n    parser.add_argument(\n        '--image_glob', type=str, nargs='+', default=['*.png', '*.jpg', '*.jpeg'],\n        help='Glob if a directory of images is specified')\n    parser.add_argument(\n        '--skip', type=int, default=1,\n        help='Images to skip if input is a movie or directory')\n    parser.add_argument(\n        '--max_length', type=int, default=1000000,\n        help='Maximum length if input is a movie or directory')\n    parser.add_argument(\n        '--resize', type=int, nargs='+', default=[640, 480],\n        help='Resize the input image before running inference. If two numbers, '\n             'resize to the exact dimensions, if one number, resize the max '\n             'dimension, if -1, do not resize')\n\n    parser.add_argument(\n        '--superglue', choices={'indoor', 'outdoor'}, default='indoor',\n        help='SuperGlue weights')\n    parser.add_argument(\n        '--max_keypoints', type=int, default=-1,\n        help='Maximum number of keypoints detected by Superpoint'\n             ' (\\'-1\\' keeps all keypoints)')\n    parser.add_argument(\n        '--keypoint_threshold', type=float, default=0.005,\n        help='SuperPoint keypoint detector confidence threshold')\n    parser.add_argument(\n        '--nms_radius', type=int, default=4,\n        help='SuperPoint Non Maximum Suppression (NMS) radius'\n        ' (Must be positive)')\n    parser.add_argument(\n        '--sinkhorn_iterations', type=int, default=20,\n        help='Number of Sinkhorn iterations performed by SuperGlue')\n    parser.add_argument(\n        '--match_threshold', type=float, default=0.2,\n        help='SuperGlue match threshold')\n\n    parser.add_argument(\n        '--show_keypoints', action='store_true',\n        help='Show the detected keypoints')\n    parser.add_argument(\n        '--no_display', action='store_true',\n        help='Do not display images to screen. Useful if running remotely')\n    parser.add_argument(\n        '--force_cpu', action='store_true',\n        help='Force pytorch to run in CPU mode.')\n\n    opt = parser.parse_args()\n    print(opt)\n\n    if len(opt.resize) == 2 and opt.resize[1] == -1:\n        opt.resize = opt.resize[0:1]\n    if len(opt.resize) == 2:\n        print('Will resize to {}x{} (WxH)'.format(\n            opt.resize[0], opt.resize[1]))\n    elif len(opt.resize) == 1 and opt.resize[0] > 0:\n        print('Will resize max dimension to {}'.format(opt.resize[0]))\n    elif len(opt.resize) == 1:\n        print('Will not resize images')\n    else:\n        raise ValueError('Cannot specify more than two integers for --resize')\n\n    device = 'cuda' if torch.cuda.is_available() and not opt.force_cpu else 'cpu'\n    print('Running inference on device \\\"{}\\\"'.format(device))\n    config = {\n        'superpoint': {\n            'nms_radius': opt.nms_radius,\n            'keypoint_threshold': opt.keypoint_threshold,\n            'max_keypoints': opt.max_keypoints\n        },\n        'superglue': {\n            'weights': opt.superglue,\n            'sinkhorn_iterations': opt.sinkhorn_iterations,\n            'match_threshold': opt.match_threshold,\n        }\n    }\n    matching = Matching(config).eval().to(device)\n    keys = ['keypoints', 'scores', 'descriptors']\n\n    vs = VideoStreamer(opt.input, opt.resize, opt.skip,\n                       opt.image_glob, opt.max_length)\n    frame, ret = vs.next_frame()\n    assert ret, 'Error when reading the first frame (try different --input?)'\n\n    frame_tensor = frame2tensor(frame, device)\n    last_data = matching.superpoint({'image': frame_tensor})\n    last_data = {k+'0': last_data[k] for k in keys}\n    last_data['image0'] = frame_tensor\n    last_frame = frame\n    last_image_id = 0\n\n    if opt.output_dir is not None:\n        print('==> Will write outputs to {}'.format(opt.output_dir))\n        Path(opt.output_dir).mkdir(exist_ok=True)\n\n    # Create a window to display the demo.\n    if not opt.no_display:\n        cv2.namedWindow('SuperGlue matches', cv2.WINDOW_NORMAL)\n        cv2.resizeWindow('SuperGlue matches', 640*2, 480)\n    else:\n        print('Skipping visualization, will not show a GUI.')\n\n    # Print the keyboard help menu.\n    print('==> Keyboard control:\\n'\n          '\\tn: select the current frame as the anchor\\n'\n          '\\te/r: increase/decrease the keypoint confidence threshold\\n'\n          '\\td/f: increase/decrease the match filtering threshold\\n'\n          '\\tk: toggle the visualization of keypoints\\n'\n          '\\tq: quit')\n\n    timer = AverageTimer()\n\n    while True:\n        frame, ret = vs.next_frame()\n        if not ret:\n            print('Finished demo_superglue.py')\n            break\n        timer.update('data')\n        stem0, stem1 = last_image_id, vs.i - 1\n\n        frame_tensor = frame2tensor(frame, device)\n        pred = matching({**last_data, 'image1': frame_tensor})\n        kpts0 = last_data['keypoints0'][0].cpu().numpy()\n        kpts1 = pred['keypoints1'][0].cpu().numpy()\n        matches = pred['matches0'][0].cpu().numpy()\n        confidence = pred['matching_scores0'][0].cpu().numpy()\n        timer.update('forward')\n\n        valid = matches > -1\n        mkpts0 = kpts0[valid]\n        mkpts1 = kpts1[matches[valid]]\n        color = cm.jet(confidence[valid])\n        text = [\n            'SuperGlue',\n            'Keypoints: {}:{}'.format(len(kpts0), len(kpts1)),\n            'Matches: {}'.format(len(mkpts0))\n        ]\n        k_thresh = matching.superpoint.config['keypoint_threshold']\n        m_thresh = matching.superglue.config['match_threshold']\n        small_text = [\n            'Keypoint Threshold: {:.4f}'.format(k_thresh),\n            'Match Threshold: {:.2f}'.format(m_thresh),\n            'Image Pair: {:06}:{:06}'.format(stem0, stem1),\n        ]\n        out = make_matching_plot_fast(\n            last_frame, frame, kpts0, kpts1, mkpts0, mkpts1, color, text,\n            path=None, show_keypoints=opt.show_keypoints, small_text=small_text)\n\n        if not opt.no_display:\n            cv2.imshow('SuperGlue matches', out)\n            key = chr(cv2.waitKey(1) & 0xFF)\n            if key == 'q':\n                vs.cleanup()\n                print('Exiting (via q) demo_superglue.py')\n                break\n            elif key == 'n':  # set the current frame as anchor\n                last_data = {k+'0': pred[k+'1'] for k in keys}\n                last_data['image0'] = frame_tensor\n                last_frame = frame\n                last_image_id = (vs.i - 1)\n            elif key in ['e', 'r']:\n                # Increase/decrease keypoint threshold by 10% each keypress.\n                d = 0.1 * (-1 if key == 'e' else 1)\n                matching.superpoint.config['keypoint_threshold'] = min(max(\n                    0.0001, matching.superpoint.config['keypoint_threshold']*(1+d)), 1)\n                print('\\nChanged the keypoint threshold to {:.4f}'.format(\n                    matching.superpoint.config['keypoint_threshold']))\n            elif key in ['d', 'f']:\n                # Increase/decrease match threshold by 0.05 each keypress.\n                d = 0.05 * (-1 if key == 'd' else 1)\n                matching.superglue.config['match_threshold'] = min(max(\n                    0.05, matching.superglue.config['match_threshold']+d), .95)\n                print('\\nChanged the match threshold to {:.2f}'.format(\n                    matching.superglue.config['match_threshold']))\n            elif key == 'k':\n                opt.show_keypoints = not opt.show_keypoints\n\n        timer.update('viz')\n        timer.print()\n\n        if opt.output_dir is not None:\n            #stem = 'matches_{:06}_{:06}'.format(last_image_id, vs.i-1)\n            stem = 'matches_{:06}_{:06}'.format(stem0, stem1)\n            out_file = str(Path(opt.output_dir, stem + '.png'))\n            print('\\nWriting image to {}'.format(out_file))\n            cv2.imwrite(out_file, out)\n\n    cv2.destroyAllWindows()\n    vs.cleanup()\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/SuperGluePretrainedNetwork/match_pairs.py",
    "content": "#! /usr/bin/env python3\n#\n# %BANNER_BEGIN%\n# ---------------------------------------------------------------------\n# %COPYRIGHT_BEGIN%\n#\n#  Magic Leap, Inc. (\"COMPANY\") CONFIDENTIAL\n#\n#  Unpublished Copyright (c) 2020\n#  Magic Leap, Inc., All Rights Reserved.\n#\n# NOTICE:  All information contained herein is, and remains the property\n# of COMPANY. The intellectual and technical concepts contained herein\n# are proprietary to COMPANY and may be covered by U.S. and Foreign\n# Patents, patents in process, and are protected by trade secret or\n# copyright law.  Dissemination of this information or reproduction of\n# this material is strictly forbidden unless prior written permission is\n# obtained from COMPANY.  Access to the source code contained herein is\n# hereby forbidden to anyone except current COMPANY employees, managers\n# or contractors who have executed Confidentiality and Non-disclosure\n# agreements explicitly covering such access.\n#\n# The copyright notice above does not evidence any actual or intended\n# publication or disclosure  of  this source code, which includes\n# information that is confidential and/or proprietary, and is a trade\n# secret, of  COMPANY.   ANY REPRODUCTION, MODIFICATION, DISTRIBUTION,\n# PUBLIC  PERFORMANCE, OR PUBLIC DISPLAY OF OR THROUGH USE  OF THIS\n# SOURCE CODE  WITHOUT THE EXPRESS WRITTEN CONSENT OF COMPANY IS\n# STRICTLY PROHIBITED, AND IN VIOLATION OF APPLICABLE LAWS AND\n# INTERNATIONAL TREATIES.  THE RECEIPT OR POSSESSION OF  THIS SOURCE\n# CODE AND/OR RELATED INFORMATION DOES NOT CONVEY OR IMPLY ANY RIGHTS\n# TO REPRODUCE, DISCLOSE OR DISTRIBUTE ITS CONTENTS, OR TO MANUFACTURE,\n# USE, OR SELL ANYTHING THAT IT  MAY DESCRIBE, IN WHOLE OR IN PART.\n#\n# %COPYRIGHT_END%\n# ----------------------------------------------------------------------\n# %AUTHORS_BEGIN%\n#\n#  Originating Authors: Paul-Edouard Sarlin\n#                       Daniel DeTone\n#                       Tomasz Malisiewicz\n#\n# %AUTHORS_END%\n# --------------------------------------------------------------------*/\n# %BANNER_END%\n\nfrom pathlib import Path\nimport argparse\nimport random\nimport numpy as np\nimport matplotlib.cm as cm\nimport torch\n\n\nfrom models.matching import Matching\nfrom models.utils import (compute_pose_error, compute_epipolar_error,\n                          estimate_pose, make_matching_plot,\n                          error_colormap, AverageTimer, pose_auc, read_image,\n                          rotate_intrinsics, rotate_pose_inplane,\n                          scale_intrinsics)\n\ntorch.set_grad_enabled(False)\n\n\nif __name__ == '__main__':\n    parser = argparse.ArgumentParser(\n        description='Image pair matching and pose evaluation with SuperGlue',\n        formatter_class=argparse.ArgumentDefaultsHelpFormatter)\n\n    parser.add_argument(\n        '--input_pairs', type=str, default='assets/scannet_sample_pairs_with_gt.txt',\n        help='Path to the list of image pairs')\n    parser.add_argument(\n        '--input_dir', type=str, default='assets/scannet_sample_images/',\n        help='Path to the directory that contains the images')\n    parser.add_argument(\n        '--output_dir', type=str, default='dump_match_pairs/',\n        help='Path to the directory in which the .npz results and optionally,'\n             'the visualization images are written')\n\n    parser.add_argument(\n        '--max_length', type=int, default=-1,\n        help='Maximum number of pairs to evaluate')\n    parser.add_argument(\n        '--resize', type=int, nargs='+', default=[640, 480],\n        help='Resize the input image before running inference. If two numbers, '\n             'resize to the exact dimensions, if one number, resize the max '\n             'dimension, if -1, do not resize')\n    parser.add_argument(\n        '--resize_float', action='store_true',\n        help='Resize the image after casting uint8 to float')\n\n    parser.add_argument(\n        '--superglue', choices={'indoor', 'outdoor'}, default='indoor',\n        help='SuperGlue weights')\n    parser.add_argument(\n        '--max_keypoints', type=int, default=1024,\n        help='Maximum number of keypoints detected by Superpoint'\n             ' (\\'-1\\' keeps all keypoints)')\n    parser.add_argument(\n        '--keypoint_threshold', type=float, default=0.005,\n        help='SuperPoint keypoint detector confidence threshold')\n    parser.add_argument(\n        '--nms_radius', type=int, default=4,\n        help='SuperPoint Non Maximum Suppression (NMS) radius'\n        ' (Must be positive)')\n    parser.add_argument(\n        '--sinkhorn_iterations', type=int, default=20,\n        help='Number of Sinkhorn iterations performed by SuperGlue')\n    parser.add_argument(\n        '--match_threshold', type=float, default=0.2,\n        help='SuperGlue match threshold')\n\n    parser.add_argument(\n        '--viz', action='store_true',\n        help='Visualize the matches and dump the plots')\n    parser.add_argument(\n        '--eval', action='store_true',\n        help='Perform the evaluation'\n             ' (requires ground truth pose and intrinsics)')\n    parser.add_argument(\n        '--fast_viz', action='store_true',\n        help='Use faster image visualization with OpenCV instead of Matplotlib')\n    parser.add_argument(\n        '--cache', action='store_true',\n        help='Skip the pair if output .npz files are already found')\n    parser.add_argument(\n        '--show_keypoints', action='store_true',\n        help='Plot the keypoints in addition to the matches')\n    parser.add_argument(\n        '--viz_extension', type=str, default='png', choices=['png', 'pdf'],\n        help='Visualization file extension. Use pdf for highest-quality.')\n    parser.add_argument(\n        '--opencv_display', action='store_true',\n        help='Visualize via OpenCV before saving output images')\n    parser.add_argument(\n        '--shuffle', action='store_true',\n        help='Shuffle ordering of pairs before processing')\n    parser.add_argument(\n        '--force_cpu', action='store_true',\n        help='Force pytorch to run in CPU mode.')\n\n    opt = parser.parse_args()\n    print(opt)\n\n    assert not (opt.opencv_display and not opt.viz), 'Must use --viz with --opencv_display'\n    assert not (opt.opencv_display and not opt.fast_viz), 'Cannot use --opencv_display without --fast_viz'\n    assert not (opt.fast_viz and not opt.viz), 'Must use --viz with --fast_viz'\n    assert not (opt.fast_viz and opt.viz_extension == 'pdf'), 'Cannot use pdf extension with --fast_viz'\n\n    if len(opt.resize) == 2 and opt.resize[1] == -1:\n        opt.resize = opt.resize[0:1]\n    if len(opt.resize) == 2:\n        print('Will resize to {}x{} (WxH)'.format(\n            opt.resize[0], opt.resize[1]))\n    elif len(opt.resize) == 1 and opt.resize[0] > 0:\n        print('Will resize max dimension to {}'.format(opt.resize[0]))\n    elif len(opt.resize) == 1:\n        print('Will not resize images')\n    else:\n        raise ValueError('Cannot specify more than two integers for --resize')\n\n    with open(opt.input_pairs, 'r') as f:\n        pairs = [l.split() for l in f.readlines()]\n\n    if opt.max_length > -1:\n        pairs = pairs[0:np.min([len(pairs), opt.max_length])]\n\n    if opt.shuffle:\n        random.Random(0).shuffle(pairs)\n\n    if opt.eval:\n        if not all([len(p) == 38 for p in pairs]):\n            raise ValueError(\n                'All pairs should have ground truth info for evaluation.'\n                'File \\\"{}\\\" needs 38 valid entries per row'.format(opt.input_pairs))\n\n    # Load the SuperPoint and SuperGlue models.\n    device = 'cuda' if torch.cuda.is_available() and not opt.force_cpu else 'cpu'\n    print('Running inference on device \\\"{}\\\"'.format(device))\n    config = {\n        'superpoint': {\n            'nms_radius': opt.nms_radius,\n            'keypoint_threshold': opt.keypoint_threshold,\n            'max_keypoints': opt.max_keypoints\n        },\n        'superglue': {\n            'weights': opt.superglue,\n            'sinkhorn_iterations': opt.sinkhorn_iterations,\n            'match_threshold': opt.match_threshold,\n        }\n    }\n    matching = Matching(config).eval().to(device)\n\n    # Create the output directories if they do not exist already.\n    input_dir = Path(opt.input_dir)\n    print('Looking for data in directory \\\"{}\\\"'.format(input_dir))\n    output_dir = Path(opt.output_dir)\n    output_dir.mkdir(exist_ok=True, parents=True)\n    print('Will write matches to directory \\\"{}\\\"'.format(output_dir))\n    if opt.eval:\n        print('Will write evaluation results',\n              'to directory \\\"{}\\\"'.format(output_dir))\n    if opt.viz:\n        print('Will write visualization images to',\n              'directory \\\"{}\\\"'.format(output_dir))\n\n    timer = AverageTimer(newline=True)\n    for i, pair in enumerate(pairs):\n        name0, name1 = pair[:2]\n        stem0, stem1 = Path(name0).stem, Path(name1).stem\n        matches_path = output_dir / '{}_{}_matches.npz'.format(stem0, stem1)\n        eval_path = output_dir / '{}_{}_evaluation.npz'.format(stem0, stem1)\n        viz_path = output_dir / '{}_{}_matches.{}'.format(stem0, stem1, opt.viz_extension)\n        viz_eval_path = output_dir / \\\n            '{}_{}_evaluation.{}'.format(stem0, stem1, opt.viz_extension)\n\n        # Handle --cache logic.\n        do_match = True\n        do_eval = opt.eval\n        do_viz = opt.viz\n        do_viz_eval = opt.eval and opt.viz\n        if opt.cache:\n            if matches_path.exists():\n                try:\n                    results = np.load(matches_path)\n                except:\n                    raise IOError('Cannot load matches .npz file: %s' %\n                                  matches_path)\n\n                kpts0, kpts1 = results['keypoints0'], results['keypoints1']\n                matches, conf = results['matches'], results['match_confidence']\n                do_match = False\n            if opt.eval and eval_path.exists():\n                try:\n                    results = np.load(eval_path)\n                except:\n                    raise IOError('Cannot load eval .npz file: %s' % eval_path)\n                err_R, err_t = results['error_R'], results['error_t']\n                precision = results['precision']\n                matching_score = results['matching_score']\n                num_correct = results['num_correct']\n                epi_errs = results['epipolar_errors']\n                do_eval = False\n            if opt.viz and viz_path.exists():\n                do_viz = False\n            if opt.viz and opt.eval and viz_eval_path.exists():\n                do_viz_eval = False\n            timer.update('load_cache')\n\n        if not (do_match or do_eval or do_viz or do_viz_eval):\n            timer.print('Finished pair {:5} of {:5}'.format(i, len(pairs)))\n            continue\n\n        # If a rotation integer is provided (e.g. from EXIF data), use it:\n        if len(pair) >= 5:\n            rot0, rot1 = int(pair[2]), int(pair[3])\n        else:\n            rot0, rot1 = 0, 0\n\n        # Load the image pair.\n        image0, inp0, scales0 = read_image(\n            input_dir / name0, device, opt.resize, rot0, opt.resize_float)\n        image1, inp1, scales1 = read_image(\n            input_dir / name1, device, opt.resize, rot1, opt.resize_float)\n        if image0 is None or image1 is None:\n            print('Problem reading image pair: {} {}'.format(\n                input_dir/name0, input_dir/name1))\n            exit(1)\n        timer.update('load_image')\n\n        if do_match:\n            # Perform the matching.\n            pred = matching({'image0': inp0, 'image1': inp1})\n            pred = {k: v[0].cpu().numpy() for k, v in pred.items()}\n            kpts0, kpts1 = pred['keypoints0'], pred['keypoints1']\n            matches, conf = pred['matches0'], pred['matching_scores0']\n            timer.update('matcher')\n\n            # Write the matches to disk.\n            out_matches = {'keypoints0': kpts0, 'keypoints1': kpts1,\n                           'matches': matches, 'match_confidence': conf}\n            np.savez(str(matches_path), **out_matches)\n\n        # Keep the matching keypoints.\n        valid = matches > -1\n        mkpts0 = kpts0[valid]\n        mkpts1 = kpts1[matches[valid]]\n        mconf = conf[valid]\n\n        if do_eval:\n            # Estimate the pose and compute the pose error.\n            assert len(pair) == 38, 'Pair does not have ground truth info'\n            K0 = np.array(pair[4:13]).astype(float).reshape(3, 3)\n            K1 = np.array(pair[13:22]).astype(float).reshape(3, 3)\n            T_0to1 = np.array(pair[22:]).astype(float).reshape(4, 4)\n\n            # Scale the intrinsics to resized image.\n            K0 = scale_intrinsics(K0, scales0)\n            K1 = scale_intrinsics(K1, scales1)\n\n            # Update the intrinsics + extrinsics if EXIF rotation was found.\n            if rot0 != 0 or rot1 != 0:\n                cam0_T_w = np.eye(4)\n                cam1_T_w = T_0to1\n                if rot0 != 0:\n                    K0 = rotate_intrinsics(K0, image0.shape, rot0)\n                    cam0_T_w = rotate_pose_inplane(cam0_T_w, rot0)\n                if rot1 != 0:\n                    K1 = rotate_intrinsics(K1, image1.shape, rot1)\n                    cam1_T_w = rotate_pose_inplane(cam1_T_w, rot1)\n                cam1_T_cam0 = cam1_T_w @ np.linalg.inv(cam0_T_w)\n                T_0to1 = cam1_T_cam0\n\n            epi_errs = compute_epipolar_error(mkpts0, mkpts1, T_0to1, K0, K1)\n            correct = epi_errs < 5e-4\n            num_correct = np.sum(correct)\n            precision = np.mean(correct) if len(correct) > 0 else 0\n            matching_score = num_correct / len(kpts0) if len(kpts0) > 0 else 0\n\n            thresh = 1.  # In pixels relative to resized image size.\n            ret = estimate_pose(mkpts0, mkpts1, K0, K1, thresh)\n            if ret is None:\n                err_t, err_R = np.inf, np.inf\n            else:\n                R, t, inliers = ret\n                err_t, err_R = compute_pose_error(T_0to1, R, t)\n\n            # Write the evaluation results to disk.\n            out_eval = {'error_t': err_t,\n                        'error_R': err_R,\n                        'precision': precision,\n                        'matching_score': matching_score,\n                        'num_correct': num_correct,\n                        'epipolar_errors': epi_errs}\n            np.savez(str(eval_path), **out_eval)\n            timer.update('eval')\n\n        if do_viz:\n            # Visualize the matches.\n            color = cm.jet(mconf)\n            text = [\n                'SuperGlue',\n                'Keypoints: {}:{}'.format(len(kpts0), len(kpts1)),\n                'Matches: {}'.format(len(mkpts0)),\n            ]\n            if rot0 != 0 or rot1 != 0:\n                text.append('Rotation: {}:{}'.format(rot0, rot1))\n\n            # Display extra parameter info.\n            k_thresh = matching.superpoint.config['keypoint_threshold']\n            m_thresh = matching.superglue.config['match_threshold']\n            small_text = [\n                'Keypoint Threshold: {:.4f}'.format(k_thresh),\n                'Match Threshold: {:.2f}'.format(m_thresh),\n                'Image Pair: {}:{}'.format(stem0, stem1),\n            ]\n\n            make_matching_plot(\n                image0, image1, kpts0, kpts1, mkpts0, mkpts1, color,\n                text, viz_path, opt.show_keypoints,\n                opt.fast_viz, opt.opencv_display, 'Matches', small_text)\n\n            timer.update('viz_match')\n\n        if do_viz_eval:\n            # Visualize the evaluation results for the image pair.\n            color = np.clip((epi_errs - 0) / (1e-3 - 0), 0, 1)\n            color = error_colormap(1 - color)\n            deg, delta = ' deg', 'Delta '\n            if not opt.fast_viz:\n                deg, delta = '°', '$\\\\Delta$'\n            e_t = 'FAIL' if np.isinf(err_t) else '{:.1f}{}'.format(err_t, deg)\n            e_R = 'FAIL' if np.isinf(err_R) else '{:.1f}{}'.format(err_R, deg)\n            text = [\n                'SuperGlue',\n                '{}R: {}'.format(delta, e_R), '{}t: {}'.format(delta, e_t),\n                'inliers: {}/{}'.format(num_correct, (matches > -1).sum()),\n            ]\n            if rot0 != 0 or rot1 != 0:\n                text.append('Rotation: {}:{}'.format(rot0, rot1))\n\n            # Display extra parameter info (only works with --fast_viz).\n            k_thresh = matching.superpoint.config['keypoint_threshold']\n            m_thresh = matching.superglue.config['match_threshold']\n            small_text = [\n                'Keypoint Threshold: {:.4f}'.format(k_thresh),\n                'Match Threshold: {:.2f}'.format(m_thresh),\n                'Image Pair: {}:{}'.format(stem0, stem1),\n            ]\n\n            make_matching_plot(\n                image0, image1, kpts0, kpts1, mkpts0,\n                mkpts1, color, text, viz_eval_path,\n                opt.show_keypoints, opt.fast_viz,\n                opt.opencv_display, 'Relative Pose', small_text)\n\n            timer.update('viz_eval')\n\n        timer.print('Finished pair {:5} of {:5}'.format(i, len(pairs)))\n\n    if opt.eval:\n        # Collate the results into a final table and print to terminal.\n        pose_errors = []\n        precisions = []\n        matching_scores = []\n        for pair in pairs:\n            name0, name1 = pair[:2]\n            stem0, stem1 = Path(name0).stem, Path(name1).stem\n            eval_path = output_dir / \\\n                '{}_{}_evaluation.npz'.format(stem0, stem1)\n            results = np.load(eval_path)\n            pose_error = np.maximum(results['error_t'], results['error_R'])\n            pose_errors.append(pose_error)\n            precisions.append(results['precision'])\n            matching_scores.append(results['matching_score'])\n        thresholds = [5, 10, 20]\n        aucs = pose_auc(pose_errors, thresholds)\n        aucs = [100.*yy for yy in aucs]\n        prec = 100.*np.mean(precisions)\n        ms = 100.*np.mean(matching_scores)\n        print('Evaluation Results (mean over {} pairs):'.format(len(pairs)))\n        print('AUC@5\\t AUC@10\\t AUC@20\\t Prec\\t MScore\\t')\n        print('{:.2f}\\t {:.2f}\\t {:.2f}\\t {:.2f}\\t {:.2f}\\t'.format(\n            aucs[0], aucs[1], aucs[2], prec, ms))\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/SuperGluePretrainedNetwork/models/__init__.py",
    "content": ""
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/SuperGluePretrainedNetwork/models/matching.py",
    "content": "# %BANNER_BEGIN%\n# ---------------------------------------------------------------------\n# %COPYRIGHT_BEGIN%\n#\n#  Magic Leap, Inc. (\"COMPANY\") CONFIDENTIAL\n#\n#  Unpublished Copyright (c) 2020\n#  Magic Leap, Inc., All Rights Reserved.\n#\n# NOTICE:  All information contained herein is, and remains the property\n# of COMPANY. The intellectual and technical concepts contained herein\n# are proprietary to COMPANY and may be covered by U.S. and Foreign\n# Patents, patents in process, and are protected by trade secret or\n# copyright law.  Dissemination of this information or reproduction of\n# this material is strictly forbidden unless prior written permission is\n# obtained from COMPANY.  Access to the source code contained herein is\n# hereby forbidden to anyone except current COMPANY employees, managers\n# or contractors who have executed Confidentiality and Non-disclosure\n# agreements explicitly covering such access.\n#\n# The copyright notice above does not evidence any actual or intended\n# publication or disclosure  of  this source code, which includes\n# information that is confidential and/or proprietary, and is a trade\n# secret, of  COMPANY.   ANY REPRODUCTION, MODIFICATION, DISTRIBUTION,\n# PUBLIC  PERFORMANCE, OR PUBLIC DISPLAY OF OR THROUGH USE  OF THIS\n# SOURCE CODE  WITHOUT THE EXPRESS WRITTEN CONSENT OF COMPANY IS\n# STRICTLY PROHIBITED, AND IN VIOLATION OF APPLICABLE LAWS AND\n# INTERNATIONAL TREATIES.  THE RECEIPT OR POSSESSION OF  THIS SOURCE\n# CODE AND/OR RELATED INFORMATION DOES NOT CONVEY OR IMPLY ANY RIGHTS\n# TO REPRODUCE, DISCLOSE OR DISTRIBUTE ITS CONTENTS, OR TO MANUFACTURE,\n# USE, OR SELL ANYTHING THAT IT  MAY DESCRIBE, IN WHOLE OR IN PART.\n#\n# %COPYRIGHT_END%\n# ----------------------------------------------------------------------\n# %AUTHORS_BEGIN%\n#\n#  Originating Authors: Paul-Edouard Sarlin\n#\n# %AUTHORS_END%\n# --------------------------------------------------------------------*/\n# %BANNER_END%\n\nimport torch\n\nfrom .superpoint import SuperPoint\nfrom .superglue import SuperGlue\n\n\nclass Matching(torch.nn.Module):\n    \"\"\" Image Matching Frontend (SuperPoint + SuperGlue) \"\"\"\n    def __init__(self, config={}):\n        super().__init__()\n        self.superpoint = SuperPoint(config.get('superpoint', {}))\n        self.superglue = SuperGlue(config.get('superglue', {}))\n\n    def forward(self, data):\n        \"\"\" Run SuperPoint (optionally) and SuperGlue\n        SuperPoint is skipped if ['keypoints0', 'keypoints1'] exist in input\n        Args:\n          data: dictionary with minimal keys: ['image0', 'image1']\n        \"\"\"\n        pred = {}\n\n        # Extract SuperPoint (keypoints, scores, descriptors) if not provided\n        if 'keypoints0' not in data:\n            pred0 = self.superpoint({'image': data['image0']})\n            pred = {**pred, **{k+'0': v for k, v in pred0.items()}}\n        if 'keypoints1' not in data:\n            pred1 = self.superpoint({'image': data['image1']})\n            pred = {**pred, **{k+'1': v for k, v in pred1.items()}}\n\n        # Batch all features\n        # We should either have i) one image per batch, or\n        # ii) the same number of local features for all images in the batch.\n        data = {**data, **pred}\n\n        for k in data:\n            if isinstance(data[k], (list, tuple)):\n                data[k] = torch.stack(data[k])\n\n        # Perform the matching\n        pred = {**pred, **self.superglue(data)}\n\n        return pred\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/SuperGluePretrainedNetwork/models/superglue.py",
    "content": "# %BANNER_BEGIN%\n# ---------------------------------------------------------------------\n# %COPYRIGHT_BEGIN%\n#\n#  Magic Leap, Inc. (\"COMPANY\") CONFIDENTIAL\n#\n#  Unpublished Copyright (c) 2020\n#  Magic Leap, Inc., All Rights Reserved.\n#\n# NOTICE:  All information contained herein is, and remains the property\n# of COMPANY. The intellectual and technical concepts contained herein\n# are proprietary to COMPANY and may be covered by U.S. and Foreign\n# Patents, patents in process, and are protected by trade secret or\n# copyright law.  Dissemination of this information or reproduction of\n# this material is strictly forbidden unless prior written permission is\n# obtained from COMPANY.  Access to the source code contained herein is\n# hereby forbidden to anyone except current COMPANY employees, managers\n# or contractors who have executed Confidentiality and Non-disclosure\n# agreements explicitly covering such access.\n#\n# The copyright notice above does not evidence any actual or intended\n# publication or disclosure  of  this source code, which includes\n# information that is confidential and/or proprietary, and is a trade\n# secret, of  COMPANY.   ANY REPRODUCTION, MODIFICATION, DISTRIBUTION,\n# PUBLIC  PERFORMANCE, OR PUBLIC DISPLAY OF OR THROUGH USE  OF THIS\n# SOURCE CODE  WITHOUT THE EXPRESS WRITTEN CONSENT OF COMPANY IS\n# STRICTLY PROHIBITED, AND IN VIOLATION OF APPLICABLE LAWS AND\n# INTERNATIONAL TREATIES.  THE RECEIPT OR POSSESSION OF  THIS SOURCE\n# CODE AND/OR RELATED INFORMATION DOES NOT CONVEY OR IMPLY ANY RIGHTS\n# TO REPRODUCE, DISCLOSE OR DISTRIBUTE ITS CONTENTS, OR TO MANUFACTURE,\n# USE, OR SELL ANYTHING THAT IT  MAY DESCRIBE, IN WHOLE OR IN PART.\n#\n# %COPYRIGHT_END%\n# ----------------------------------------------------------------------\n# %AUTHORS_BEGIN%\n#\n#  Originating Authors: Paul-Edouard Sarlin\n#\n# %AUTHORS_END%\n# --------------------------------------------------------------------*/\n# %BANNER_END%\n\nfrom copy import deepcopy\nfrom pathlib import Path\nfrom typing import List, Tuple\n\nimport torch\nfrom torch import nn\n\n\ndef MLP(channels: List[int], do_bn: bool = True) -> nn.Module:\n    \"\"\" Multi-layer perceptron \"\"\"\n    n = len(channels)\n    layers = []\n    for i in range(1, n):\n        layers.append(\n            nn.Conv1d(channels[i - 1], channels[i], kernel_size=1, bias=True))\n        if i < (n-1):\n            if do_bn:\n                layers.append(nn.BatchNorm1d(channels[i]))\n            layers.append(nn.ReLU())\n    return nn.Sequential(*layers)\n\n\ndef normalize_keypoints(kpts, image_shape):\n    \"\"\" Normalize keypoints locations based on image image_shape\"\"\"\n    _, _, height, width = image_shape\n    one = kpts.new_tensor(1)\n    size = torch.stack([one*width, one*height])[None]\n    center = size / 2\n    scaling = size.max(1, keepdim=True).values * 0.7\n    return (kpts - center[:, None, :]) / scaling[:, None, :]\n\n\nclass KeypointEncoder(nn.Module):\n    \"\"\" Joint encoding of visual appearance and location using MLPs\"\"\"\n    def __init__(self, feature_dim: int, layers: List[int]) -> None:\n        super().__init__()\n        self.encoder = MLP([3] + layers + [feature_dim])\n        nn.init.constant_(self.encoder[-1].bias, 0.0)\n\n    def forward(self, kpts, scores):\n        inputs = [kpts.transpose(1, 2), scores.unsqueeze(1)]\n        return self.encoder(torch.cat(inputs, dim=1))\n\n\ndef attention(query: torch.Tensor, key: torch.Tensor, value: torch.Tensor) -> Tuple[torch.Tensor,torch.Tensor]:\n    dim = query.shape[1]\n    scores = torch.einsum('bdhn,bdhm->bhnm', query, key) / dim**.5\n    prob = torch.nn.functional.softmax(scores, dim=-1)\n    return torch.einsum('bhnm,bdhm->bdhn', prob, value), prob\n\n\nclass MultiHeadedAttention(nn.Module):\n    \"\"\" Multi-head attention to increase model expressivitiy \"\"\"\n    def __init__(self, num_heads: int, d_model: int):\n        super().__init__()\n        assert d_model % num_heads == 0\n        self.dim = d_model // num_heads\n        self.num_heads = num_heads\n        self.merge = nn.Conv1d(d_model, d_model, kernel_size=1)\n        self.proj = nn.ModuleList([deepcopy(self.merge) for _ in range(3)])\n\n    def forward(self, query: torch.Tensor, key: torch.Tensor, value: torch.Tensor) -> torch.Tensor:\n        batch_dim = query.size(0)\n        query, key, value = [l(x).view(batch_dim, self.dim, self.num_heads, -1)\n                             for l, x in zip(self.proj, (query, key, value))]\n        x, _ = attention(query, key, value)\n        return self.merge(x.contiguous().view(batch_dim, self.dim*self.num_heads, -1))\n\n\nclass AttentionalPropagation(nn.Module):\n    def __init__(self, feature_dim: int, num_heads: int):\n        super().__init__()\n        self.attn = MultiHeadedAttention(num_heads, feature_dim)\n        self.mlp = MLP([feature_dim*2, feature_dim*2, feature_dim])\n        nn.init.constant_(self.mlp[-1].bias, 0.0)\n\n    def forward(self, x: torch.Tensor, source: torch.Tensor) -> torch.Tensor:\n        message = self.attn(x, source, source)\n        return self.mlp(torch.cat([x, message], dim=1))\n\n\nclass AttentionalGNN(nn.Module):\n    def __init__(self, feature_dim: int, layer_names: List[str]) -> None:\n        super().__init__()\n        self.layers = nn.ModuleList([\n            AttentionalPropagation(feature_dim, 4)\n            for _ in range(len(layer_names))])\n        self.names = layer_names\n\n    def forward(self, desc0: torch.Tensor, desc1: torch.Tensor) -> Tuple[torch.Tensor,torch.Tensor]:\n        for layer, name in zip(self.layers, self.names):\n            if name == 'cross':\n                src0, src1 = desc1, desc0\n            else:  # if name == 'self':\n                src0, src1 = desc0, desc1\n            delta0, delta1 = layer(desc0, src0), layer(desc1, src1)\n            desc0, desc1 = (desc0 + delta0), (desc1 + delta1)\n        return desc0, desc1\n\n\ndef log_sinkhorn_iterations(Z: torch.Tensor, log_mu: torch.Tensor, log_nu: torch.Tensor, iters: int) -> torch.Tensor:\n    \"\"\" Perform Sinkhorn Normalization in Log-space for stability\"\"\"\n    u, v = torch.zeros_like(log_mu), torch.zeros_like(log_nu)\n    for _ in range(iters):\n        u = log_mu - torch.logsumexp(Z + v.unsqueeze(1), dim=2)\n        v = log_nu - torch.logsumexp(Z + u.unsqueeze(2), dim=1)\n    return Z + u.unsqueeze(2) + v.unsqueeze(1)\n\n\ndef log_optimal_transport(scores: torch.Tensor, alpha: torch.Tensor, iters: int) -> torch.Tensor:\n    \"\"\" Perform Differentiable Optimal Transport in Log-space for stability\"\"\"\n    b, m, n = scores.shape\n    one = scores.new_tensor(1)\n    ms, ns = (m*one).to(scores), (n*one).to(scores)\n\n    bins0 = alpha.expand(b, m, 1)\n    bins1 = alpha.expand(b, 1, n)\n    alpha = alpha.expand(b, 1, 1)\n\n    couplings = torch.cat([torch.cat([scores, bins0], -1),\n                           torch.cat([bins1, alpha], -1)], 1)\n\n    norm = - (ms + ns).log()\n    log_mu = torch.cat([norm.expand(m), ns.log()[None] + norm])\n    log_nu = torch.cat([norm.expand(n), ms.log()[None] + norm])\n    log_mu, log_nu = log_mu[None].expand(b, -1), log_nu[None].expand(b, -1)\n\n    Z = log_sinkhorn_iterations(couplings, log_mu, log_nu, iters)\n    Z = Z - norm  # multiply probabilities by M+N\n    return Z\n\n\ndef arange_like(x, dim: int):\n    return x.new_ones(x.shape[dim]).cumsum(0) - 1  # traceable in 1.1\n\n\nclass SuperGlue(nn.Module):\n    \"\"\"SuperGlue feature matching middle-end\n\n    Given two sets of keypoints and locations, we determine the\n    correspondences by:\n      1. Keypoint Encoding (normalization + visual feature and location fusion)\n      2. Graph Neural Network with multiple self and cross-attention layers\n      3. Final projection layer\n      4. Optimal Transport Layer (a differentiable Hungarian matching algorithm)\n      5. Thresholding matrix based on mutual exclusivity and a match_threshold\n\n    The correspondence ids use -1 to indicate non-matching points.\n\n    Paul-Edouard Sarlin, Daniel DeTone, Tomasz Malisiewicz, and Andrew\n    Rabinovich. SuperGlue: Learning Feature Matching with Graph Neural\n    Networks. In CVPR, 2020. https://arxiv.org/abs/1911.11763\n\n    \"\"\"\n    default_config = {\n        'descriptor_dim': 256,\n        'weights': 'indoor',\n        'keypoint_encoder': [32, 64, 128, 256],\n        'GNN_layers': ['self', 'cross'] * 9,\n        'sinkhorn_iterations': 100,\n        'match_threshold': 0.2,\n    }\n\n    def __init__(self, config):\n        super().__init__()\n        self.config = {**self.default_config, **config}\n\n        self.kenc = KeypointEncoder(\n            self.config['descriptor_dim'], self.config['keypoint_encoder'])\n\n        self.gnn = AttentionalGNN(\n            feature_dim=self.config['descriptor_dim'], layer_names=self.config['GNN_layers'])\n\n        self.final_proj = nn.Conv1d(\n            self.config['descriptor_dim'], self.config['descriptor_dim'],\n            kernel_size=1, bias=True)\n\n        bin_score = torch.nn.Parameter(torch.tensor(1.))\n        self.register_parameter('bin_score', bin_score)\n\n        assert self.config['weights'] in ['indoor', 'outdoor']\n        path = Path(__file__).parent\n        path = path / 'weights/superglue_{}.pth'.format(self.config['weights'])\n        self.load_state_dict(torch.load(str(path)))\n        print('Loaded SuperGlue model (\\\"{}\\\" weights)'.format(\n            self.config['weights']))\n\n    def forward(self, data):\n        \"\"\"Run SuperGlue on a pair of keypoints and descriptors\"\"\"\n        desc0, desc1 = data['descriptors0'], data['descriptors1']\n        kpts0, kpts1 = data['keypoints0'], data['keypoints1']\n\n        if kpts0.shape[1] == 0 or kpts1.shape[1] == 0:  # no keypoints\n            shape0, shape1 = kpts0.shape[:-1], kpts1.shape[:-1]\n            return {\n                'matches0': kpts0.new_full(shape0, -1, dtype=torch.int),\n                'matches1': kpts1.new_full(shape1, -1, dtype=torch.int),\n                'matching_scores0': kpts0.new_zeros(shape0),\n                'matching_scores1': kpts1.new_zeros(shape1),\n            }\n\n        # Keypoint normalization.\n        kpts0 = normalize_keypoints(kpts0, data['image0'].shape)\n        kpts1 = normalize_keypoints(kpts1, data['image1'].shape)\n\n        # Keypoint MLP encoder.\n        desc0 = desc0 + self.kenc(kpts0, data['scores0'])\n        desc1 = desc1 + self.kenc(kpts1, data['scores1'])\n\n        # Multi-layer Transformer network.\n        desc0, desc1 = self.gnn(desc0, desc1)\n\n        # Final MLP projection.\n        mdesc0, mdesc1 = self.final_proj(desc0), self.final_proj(desc1)\n\n        # Compute matching descriptor distance.\n        scores = torch.einsum('bdn,bdm->bnm', mdesc0, mdesc1)\n        scores = scores / self.config['descriptor_dim']**.5\n\n        # Run the optimal transport.\n        scores = log_optimal_transport(\n            scores, self.bin_score,\n            iters=self.config['sinkhorn_iterations'])\n\n        # Get the matches with score above \"match_threshold\".\n        max0, max1 = scores[:, :-1, :-1].max(2), scores[:, :-1, :-1].max(1)\n        indices0, indices1 = max0.indices, max1.indices\n        mutual0 = arange_like(indices0, 1)[None] == indices1.gather(1, indices0)\n        mutual1 = arange_like(indices1, 1)[None] == indices0.gather(1, indices1)\n        zero = scores.new_tensor(0)\n        mscores0 = torch.where(mutual0, max0.values.exp(), zero)\n        mscores1 = torch.where(mutual1, mscores0.gather(1, indices1), zero)\n        valid0 = mutual0 & (mscores0 > self.config['match_threshold'])\n        valid1 = mutual1 & valid0.gather(1, indices1)\n        indices0 = torch.where(valid0, indices0, indices0.new_tensor(-1))\n        indices1 = torch.where(valid1, indices1, indices1.new_tensor(-1))\n\n        return {\n            'matches0': indices0, # use -1 for invalid match\n            'matches1': indices1, # use -1 for invalid match\n            'matching_scores0': mscores0,\n            'matching_scores1': mscores1,\n        }\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/SuperGluePretrainedNetwork/models/superpoint.py",
    "content": "# %BANNER_BEGIN%\n# ---------------------------------------------------------------------\n# %COPYRIGHT_BEGIN%\n#\n#  Magic Leap, Inc. (\"COMPANY\") CONFIDENTIAL\n#\n#  Unpublished Copyright (c) 2020\n#  Magic Leap, Inc., All Rights Reserved.\n#\n# NOTICE:  All information contained herein is, and remains the property\n# of COMPANY. The intellectual and technical concepts contained herein\n# are proprietary to COMPANY and may be covered by U.S. and Foreign\n# Patents, patents in process, and are protected by trade secret or\n# copyright law.  Dissemination of this information or reproduction of\n# this material is strictly forbidden unless prior written permission is\n# obtained from COMPANY.  Access to the source code contained herein is\n# hereby forbidden to anyone except current COMPANY employees, managers\n# or contractors who have executed Confidentiality and Non-disclosure\n# agreements explicitly covering such access.\n#\n# The copyright notice above does not evidence any actual or intended\n# publication or disclosure  of  this source code, which includes\n# information that is confidential and/or proprietary, and is a trade\n# secret, of  COMPANY.   ANY REPRODUCTION, MODIFICATION, DISTRIBUTION,\n# PUBLIC  PERFORMANCE, OR PUBLIC DISPLAY OF OR THROUGH USE  OF THIS\n# SOURCE CODE  WITHOUT THE EXPRESS WRITTEN CONSENT OF COMPANY IS\n# STRICTLY PROHIBITED, AND IN VIOLATION OF APPLICABLE LAWS AND\n# INTERNATIONAL TREATIES.  THE RECEIPT OR POSSESSION OF  THIS SOURCE\n# CODE AND/OR RELATED INFORMATION DOES NOT CONVEY OR IMPLY ANY RIGHTS\n# TO REPRODUCE, DISCLOSE OR DISTRIBUTE ITS CONTENTS, OR TO MANUFACTURE,\n# USE, OR SELL ANYTHING THAT IT  MAY DESCRIBE, IN WHOLE OR IN PART.\n#\n# %COPYRIGHT_END%\n# ----------------------------------------------------------------------\n# %AUTHORS_BEGIN%\n#\n#  Originating Authors: Paul-Edouard Sarlin\n#\n# %AUTHORS_END%\n# --------------------------------------------------------------------*/\n# %BANNER_END%\n\nfrom pathlib import Path\nimport torch\nfrom torch import nn\n\ndef simple_nms(scores, nms_radius: int):\n    \"\"\" Fast Non-maximum suppression to remove nearby points \"\"\"\n    assert(nms_radius >= 0)\n\n    def max_pool(x):\n        return torch.nn.functional.max_pool2d(\n            x, kernel_size=nms_radius*2+1, stride=1, padding=nms_radius)\n\n    zeros = torch.zeros_like(scores)\n    max_mask = scores == max_pool(scores)\n    for _ in range(2):\n        supp_mask = max_pool(max_mask.float()) > 0\n        supp_scores = torch.where(supp_mask, zeros, scores)\n        new_max_mask = supp_scores == max_pool(supp_scores)\n        max_mask = max_mask | (new_max_mask & (~supp_mask))\n    return torch.where(max_mask, scores, zeros)\n\n\ndef remove_borders(keypoints, scores, border: int, height: int, width: int):\n    \"\"\" Removes keypoints too close to the border \"\"\"\n    mask_h = (keypoints[:, 0] >= border) & (keypoints[:, 0] < (height - border))\n    mask_w = (keypoints[:, 1] >= border) & (keypoints[:, 1] < (width - border))\n    mask = mask_h & mask_w\n    return keypoints[mask], scores[mask]\n\n\ndef top_k_keypoints(keypoints, scores, k: int):\n    if k >= len(keypoints):\n        return keypoints, scores\n    scores, indices = torch.topk(scores, k, dim=0)\n    return keypoints[indices], scores\n\n\ndef sample_descriptors(keypoints, descriptors, s: int = 8):\n    \"\"\" Interpolate descriptors at keypoint locations \"\"\"\n    b, c, h, w = descriptors.shape\n    keypoints = keypoints - s / 2 + 0.5\n    keypoints /= torch.tensor([(w*s - s/2 - 0.5), (h*s - s/2 - 0.5)],\n                              ).to(keypoints)[None]\n    keypoints = keypoints*2 - 1  # normalize to (-1, 1)\n    args = {'align_corners': True} if torch.__version__ >= '1.3' else {}\n    descriptors = torch.nn.functional.grid_sample(\n        descriptors, keypoints.view(b, 1, -1, 2), mode='bilinear', **args)\n    descriptors = torch.nn.functional.normalize(\n        descriptors.reshape(b, c, -1), p=2, dim=1)\n    return descriptors\n\n\nclass SuperPoint(nn.Module):\n    \"\"\"SuperPoint Convolutional Detector and Descriptor\n\n    SuperPoint: Self-Supervised Interest Point Detection and\n    Description. Daniel DeTone, Tomasz Malisiewicz, and Andrew\n    Rabinovich. In CVPRW, 2019. https://arxiv.org/abs/1712.07629\n\n    \"\"\"\n    default_config = {\n        'descriptor_dim': 256,\n        'nms_radius': 4,\n        'keypoint_threshold': 0.005,\n        'max_keypoints': -1,\n        'remove_borders': 4,\n    }\n\n    def __init__(self, config):\n        super().__init__()\n        self.config = {**self.default_config, **config}\n\n        self.relu = nn.ReLU(inplace=True)\n        self.pool = nn.MaxPool2d(kernel_size=2, stride=2)\n        c1, c2, c3, c4, c5 = 64, 64, 128, 128, 256\n\n        self.conv1a = nn.Conv2d(1, c1, kernel_size=3, stride=1, padding=1)\n        self.conv1b = nn.Conv2d(c1, c1, kernel_size=3, stride=1, padding=1)\n        self.conv2a = nn.Conv2d(c1, c2, kernel_size=3, stride=1, padding=1)\n        self.conv2b = nn.Conv2d(c2, c2, kernel_size=3, stride=1, padding=1)\n        self.conv3a = nn.Conv2d(c2, c3, kernel_size=3, stride=1, padding=1)\n        self.conv3b = nn.Conv2d(c3, c3, kernel_size=3, stride=1, padding=1)\n        self.conv4a = nn.Conv2d(c3, c4, kernel_size=3, stride=1, padding=1)\n        self.conv4b = nn.Conv2d(c4, c4, kernel_size=3, stride=1, padding=1)\n\n        self.convPa = nn.Conv2d(c4, c5, kernel_size=3, stride=1, padding=1)\n        self.convPb = nn.Conv2d(c5, 65, kernel_size=1, stride=1, padding=0)\n\n        self.convDa = nn.Conv2d(c4, c5, kernel_size=3, stride=1, padding=1)\n        self.convDb = nn.Conv2d(\n            c5, self.config['descriptor_dim'],\n            kernel_size=1, stride=1, padding=0)\n\n        path = Path(__file__).parent / 'weights/superpoint_v1.pth'\n        self.load_state_dict(torch.load(str(path)))\n\n        mk = self.config['max_keypoints']\n        if mk == 0 or mk < -1:\n            raise ValueError('\\\"max_keypoints\\\" must be positive or \\\"-1\\\"')\n\n        print('Loaded SuperPoint model')\n\n    def forward(self, data):\n        \"\"\" Compute keypoints, scores, descriptors for image \"\"\"\n        # Shared Encoder\n        x = self.relu(self.conv1a(data['image']))\n        x = self.relu(self.conv1b(x))\n        x = self.pool(x)\n        x = self.relu(self.conv2a(x))\n        x = self.relu(self.conv2b(x))\n        x = self.pool(x)\n        x = self.relu(self.conv3a(x))\n        x = self.relu(self.conv3b(x))\n        x = self.pool(x)\n        x = self.relu(self.conv4a(x))\n        x = self.relu(self.conv4b(x))\n\n        # Compute the dense keypoint scores\n        cPa = self.relu(self.convPa(x))\n        scores = self.convPb(cPa)\n        scores = torch.nn.functional.softmax(scores, 1)[:, :-1]\n        b, _, h, w = scores.shape\n        scores = scores.permute(0, 2, 3, 1).reshape(b, h, w, 8, 8)\n        scores = scores.permute(0, 1, 3, 2, 4).reshape(b, h*8, w*8)\n        scores = simple_nms(scores, self.config['nms_radius'])\n\n        # Extract keypoints\n        keypoints = [\n            torch.nonzero(s > self.config['keypoint_threshold'])\n            for s in scores]\n        scores = [s[tuple(k.t())] for s, k in zip(scores, keypoints)]\n\n        # Discard keypoints near the image borders\n        keypoints, scores = list(zip(*[\n            remove_borders(k, s, self.config['remove_borders'], h*8, w*8)\n            for k, s in zip(keypoints, scores)]))\n\n        # Keep the k keypoints with highest score\n        if self.config['max_keypoints'] >= 0:\n            keypoints, scores = list(zip(*[\n                top_k_keypoints(k, s, self.config['max_keypoints'])\n                for k, s in zip(keypoints, scores)]))\n\n        # Convert (h, w) to (x, y)\n        keypoints = [torch.flip(k, [1]).float() for k in keypoints]\n\n        # Compute the dense descriptors\n        cDa = self.relu(self.convDa(x))\n        descriptors = self.convDb(cDa)\n        descriptors = torch.nn.functional.normalize(descriptors, p=2, dim=1)\n\n        # Extract descriptors\n        descriptors = [sample_descriptors(k[None], d[None], 8)[0]\n                       for k, d in zip(keypoints, descriptors)]\n\n        return {\n            'keypoints': keypoints,\n            'scores': scores,\n            'descriptors': descriptors,\n        }\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/SuperGluePretrainedNetwork/models/utils.py",
    "content": "# %BANNER_BEGIN%\n# ---------------------------------------------------------------------\n# %COPYRIGHT_BEGIN%\n#\n#  Magic Leap, Inc. (\"COMPANY\") CONFIDENTIAL\n#\n#  Unpublished Copyright (c) 2020\n#  Magic Leap, Inc., All Rights Reserved.\n#\n# NOTICE:  All information contained herein is, and remains the property\n# of COMPANY. The intellectual and technical concepts contained herein\n# are proprietary to COMPANY and may be covered by U.S. and Foreign\n# Patents, patents in process, and are protected by trade secret or\n# copyright law.  Dissemination of this information or reproduction of\n# this material is strictly forbidden unless prior written permission is\n# obtained from COMPANY.  Access to the source code contained herein is\n# hereby forbidden to anyone except current COMPANY employees, managers\n# or contractors who have executed Confidentiality and Non-disclosure\n# agreements explicitly covering such access.\n#\n# The copyright notice above does not evidence any actual or intended\n# publication or disclosure  of  this source code, which includes\n# information that is confidential and/or proprietary, and is a trade\n# secret, of  COMPANY.   ANY REPRODUCTION, MODIFICATION, DISTRIBUTION,\n# PUBLIC  PERFORMANCE, OR PUBLIC DISPLAY OF OR THROUGH USE  OF THIS\n# SOURCE CODE  WITHOUT THE EXPRESS WRITTEN CONSENT OF COMPANY IS\n# STRICTLY PROHIBITED, AND IN VIOLATION OF APPLICABLE LAWS AND\n# INTERNATIONAL TREATIES.  THE RECEIPT OR POSSESSION OF  THIS SOURCE\n# CODE AND/OR RELATED INFORMATION DOES NOT CONVEY OR IMPLY ANY RIGHTS\n# TO REPRODUCE, DISCLOSE OR DISTRIBUTE ITS CONTENTS, OR TO MANUFACTURE,\n# USE, OR SELL ANYTHING THAT IT  MAY DESCRIBE, IN WHOLE OR IN PART.\n#\n# %COPYRIGHT_END%\n# ----------------------------------------------------------------------\n# %AUTHORS_BEGIN%\n#\n#  Originating Authors: Paul-Edouard Sarlin\n#                       Daniel DeTone\n#                       Tomasz Malisiewicz\n#\n# %AUTHORS_END%\n# --------------------------------------------------------------------*/\n# %BANNER_END%\n\nfrom pathlib import Path\nimport time\nfrom collections import OrderedDict\nfrom threading import Thread\nimport numpy as np\nimport cv2\nimport torch\nimport matplotlib.pyplot as plt\nimport matplotlib\nmatplotlib.use('Agg')\n\n\nclass AverageTimer:\n    \"\"\" Class to help manage printing simple timing of code execution. \"\"\"\n\n    def __init__(self, smoothing=0.3, newline=False):\n        self.smoothing = smoothing\n        self.newline = newline\n        self.times = OrderedDict()\n        self.will_print = OrderedDict()\n        self.reset()\n\n    def reset(self):\n        now = time.time()\n        self.start = now\n        self.last_time = now\n        for name in self.will_print:\n            self.will_print[name] = False\n\n    def update(self, name='default'):\n        now = time.time()\n        dt = now - self.last_time\n        if name in self.times:\n            dt = self.smoothing * dt + (1 - self.smoothing) * self.times[name]\n        self.times[name] = dt\n        self.will_print[name] = True\n        self.last_time = now\n\n    def print(self, text='Timer'):\n        total = 0.\n        print('[{}]'.format(text), end=' ')\n        for key in self.times:\n            val = self.times[key]\n            if self.will_print[key]:\n                print('%s=%.3f' % (key, val), end=' ')\n                total += val\n        print('total=%.3f sec {%.1f FPS}' % (total, 1./total), end=' ')\n        if self.newline:\n            print(flush=True)\n        else:\n            print(end='\\r', flush=True)\n        self.reset()\n\n\nclass VideoStreamer:\n    \"\"\" Class to help process image streams. Four types of possible inputs:\"\n        1.) USB Webcam.\n        2.) An IP camera\n        3.) A directory of images (files in directory matching 'image_glob').\n        4.) A video file, such as an .mp4 or .avi file.\n    \"\"\"\n    def __init__(self, basedir, resize, skip, image_glob, max_length=1000000):\n        self._ip_grabbed = False\n        self._ip_running = False\n        self._ip_camera = False\n        self._ip_image = None\n        self._ip_index = 0\n        self.cap = []\n        self.camera = True\n        self.video_file = False\n        self.listing = []\n        self.resize = resize\n        self.interp = cv2.INTER_AREA\n        self.i = 0\n        self.skip = skip\n        self.max_length = max_length\n        if isinstance(basedir, int) or basedir.isdigit():\n            print('==> Processing USB webcam input: {}'.format(basedir))\n            self.cap = cv2.VideoCapture(int(basedir))\n            self.listing = range(0, self.max_length)\n        elif basedir.startswith(('http', 'rtsp')):\n            print('==> Processing IP camera input: {}'.format(basedir))\n            self.cap = cv2.VideoCapture(basedir)\n            self.start_ip_camera_thread()\n            self._ip_camera = True\n            self.listing = range(0, self.max_length)\n        elif Path(basedir).is_dir():\n            print('==> Processing image directory input: {}'.format(basedir))\n            self.listing = list(Path(basedir).glob(image_glob[0]))\n            for j in range(1, len(image_glob)):\n                image_path = list(Path(basedir).glob(image_glob[j]))\n                self.listing = self.listing + image_path\n            self.listing.sort()\n            self.listing = self.listing[::self.skip]\n            self.max_length = np.min([self.max_length, len(self.listing)])\n            if self.max_length == 0:\n                raise IOError('No images found (maybe bad \\'image_glob\\' ?)')\n            self.listing = self.listing[:self.max_length]\n            self.camera = False\n        elif Path(basedir).exists():\n            print('==> Processing video input: {}'.format(basedir))\n            self.cap = cv2.VideoCapture(basedir)\n            self.cap.set(cv2.CAP_PROP_BUFFERSIZE, 1)\n            num_frames = int(self.cap.get(cv2.CAP_PROP_FRAME_COUNT))\n            self.listing = range(0, num_frames)\n            self.listing = self.listing[::self.skip]\n            self.video_file = True\n            self.max_length = np.min([self.max_length, len(self.listing)])\n            self.listing = self.listing[:self.max_length]\n        else:\n            raise ValueError('VideoStreamer input \\\"{}\\\" not recognized.'.format(basedir))\n        if self.camera and not self.cap.isOpened():\n            raise IOError('Could not read camera')\n\n    def load_image(self, impath):\n        \"\"\" Read image as grayscale and resize to img_size.\n        Inputs\n            impath: Path to input image.\n        Returns\n            grayim: uint8 numpy array sized H x W.\n        \"\"\"\n        grayim = cv2.imread(impath, 0)\n        if grayim is None:\n            raise Exception('Error reading image %s' % impath)\n        w, h = grayim.shape[1], grayim.shape[0]\n        w_new, h_new = process_resize(w, h, self.resize)\n        grayim = cv2.resize(\n            grayim, (w_new, h_new), interpolation=self.interp)\n        return grayim\n\n    def next_frame(self):\n        \"\"\" Return the next frame, and increment internal counter.\n        Returns\n             image: Next H x W image.\n             status: True or False depending whether image was loaded.\n        \"\"\"\n\n        if self.i == self.max_length:\n            return (None, False)\n        if self.camera:\n\n            if self._ip_camera:\n                #Wait for first image, making sure we haven't exited\n                while self._ip_grabbed is False and self._ip_exited is False:\n                    time.sleep(.001)\n\n                ret, image = self._ip_grabbed, self._ip_image.copy()\n                if ret is False:\n                    self._ip_running = False\n            else:\n                ret, image = self.cap.read()\n            if ret is False:\n                print('VideoStreamer: Cannot get image from camera')\n                return (None, False)\n            w, h = image.shape[1], image.shape[0]\n            if self.video_file:\n                self.cap.set(cv2.CAP_PROP_POS_FRAMES, self.listing[self.i])\n\n            w_new, h_new = process_resize(w, h, self.resize)\n            image = cv2.resize(image, (w_new, h_new),\n                               interpolation=self.interp)\n            image = cv2.cvtColor(image, cv2.COLOR_RGB2GRAY)\n        else:\n            image_file = str(self.listing[self.i])\n            image = self.load_image(image_file)\n        self.i = self.i + 1\n        return (image, True)\n\n    def start_ip_camera_thread(self):\n        self._ip_thread = Thread(target=self.update_ip_camera, args=())\n        self._ip_running = True\n        self._ip_thread.start()\n        self._ip_exited = False\n        return self\n\n    def update_ip_camera(self):\n        while self._ip_running:\n            ret, img = self.cap.read()\n            if ret is False:\n                self._ip_running = False\n                self._ip_exited = True\n                self._ip_grabbed = False\n                return\n\n            self._ip_image = img\n            self._ip_grabbed = ret\n            self._ip_index += 1\n            #print('IPCAMERA THREAD got frame {}'.format(self._ip_index))\n\n\n    def cleanup(self):\n        self._ip_running = False\n\n# --- PREPROCESSING ---\n\ndef process_resize(w, h, resize):\n    assert(len(resize) > 0 and len(resize) <= 2)\n    if len(resize) == 1 and resize[0] > -1:\n        scale = resize[0] / max(h, w)\n        w_new, h_new = int(round(w*scale)), int(round(h*scale))\n    elif len(resize) == 1 and resize[0] == -1:\n        w_new, h_new = w, h\n    else:  # len(resize) == 2:\n        w_new, h_new = resize[0], resize[1]\n\n    # Issue warning if resolution is too small or too large.\n    if max(w_new, h_new) < 160:\n        print('Warning: input resolution is very small, results may vary')\n    elif max(w_new, h_new) > 2000:\n        print('Warning: input resolution is very large, results may vary')\n\n    return w_new, h_new\n\n\ndef frame2tensor(frame, device):\n    return torch.from_numpy(frame/255.).float()[None, None].to(device)\n\n\ndef read_image(path, device, resize, rotation, resize_float):\n    image = cv2.imread(str(path), cv2.IMREAD_GRAYSCALE)\n    if image is None:\n        return None, None, None\n    w, h = image.shape[1], image.shape[0]\n    w_new, h_new = process_resize(w, h, resize)\n    scales = (float(w) / float(w_new), float(h) / float(h_new))\n\n    if resize_float:\n        image = cv2.resize(image.astype('float32'), (w_new, h_new))\n    else:\n        image = cv2.resize(image, (w_new, h_new)).astype('float32')\n\n    if rotation != 0:\n        image = np.rot90(image, k=rotation)\n        if rotation % 2:\n            scales = scales[::-1]\n\n    inp = frame2tensor(image, device)\n    return image, inp, scales\n\n\n# --- GEOMETRY ---\n\n\ndef estimate_pose(kpts0, kpts1, K0, K1, thresh, conf=0.99999):\n    if len(kpts0) < 5:\n        return None\n\n    f_mean = np.mean([K0[0, 0], K1[1, 1], K0[0, 0], K1[1, 1]])\n    norm_thresh = thresh / f_mean\n\n    kpts0 = (kpts0 - K0[[0, 1], [2, 2]][None]) / K0[[0, 1], [0, 1]][None]\n    kpts1 = (kpts1 - K1[[0, 1], [2, 2]][None]) / K1[[0, 1], [0, 1]][None]\n\n    E, mask = cv2.findEssentialMat(\n        kpts0, kpts1, np.eye(3), threshold=norm_thresh, prob=conf,\n        method=cv2.RANSAC)\n\n    assert E is not None\n\n    best_num_inliers = 0\n    ret = None\n    for _E in np.split(E, len(E) / 3):\n        n, R, t, _ = cv2.recoverPose(\n            _E, kpts0, kpts1, np.eye(3), 1e9, mask=mask)\n        if n > best_num_inliers:\n            best_num_inliers = n\n            ret = (R, t[:, 0], mask.ravel() > 0)\n    return ret\n\n\ndef rotate_intrinsics(K, image_shape, rot):\n    \"\"\"image_shape is the shape of the image after rotation\"\"\"\n    assert rot <= 3\n    h, w = image_shape[:2][::-1 if (rot % 2) else 1]\n    fx, fy, cx, cy = K[0, 0], K[1, 1], K[0, 2], K[1, 2]\n    rot = rot % 4\n    if rot == 1:\n        return np.array([[fy, 0., cy],\n                         [0., fx, w-1-cx],\n                         [0., 0., 1.]], dtype=K.dtype)\n    elif rot == 2:\n        return np.array([[fx, 0., w-1-cx],\n                         [0., fy, h-1-cy],\n                         [0., 0., 1.]], dtype=K.dtype)\n    else:  # if rot == 3:\n        return np.array([[fy, 0., h-1-cy],\n                         [0., fx, cx],\n                         [0., 0., 1.]], dtype=K.dtype)\n\n\ndef rotate_pose_inplane(i_T_w, rot):\n    rotation_matrices = [\n        np.array([[np.cos(r), -np.sin(r), 0., 0.],\n                  [np.sin(r), np.cos(r), 0., 0.],\n                  [0., 0., 1., 0.],\n                  [0., 0., 0., 1.]], dtype=np.float32)\n        for r in [np.deg2rad(d) for d in (0, 270, 180, 90)]\n    ]\n    return np.dot(rotation_matrices[rot], i_T_w)\n\n\ndef scale_intrinsics(K, scales):\n    scales = np.diag([1./scales[0], 1./scales[1], 1.])\n    return np.dot(scales, K)\n\n\ndef to_homogeneous(points):\n    return np.concatenate([points, np.ones_like(points[:, :1])], axis=-1)\n\n\ndef compute_epipolar_error(kpts0, kpts1, T_0to1, K0, K1):\n    kpts0 = (kpts0 - K0[[0, 1], [2, 2]][None]) / K0[[0, 1], [0, 1]][None]\n    kpts1 = (kpts1 - K1[[0, 1], [2, 2]][None]) / K1[[0, 1], [0, 1]][None]\n    kpts0 = to_homogeneous(kpts0)\n    kpts1 = to_homogeneous(kpts1)\n\n    t0, t1, t2 = T_0to1[:3, 3]\n    t_skew = np.array([\n        [0, -t2, t1],\n        [t2, 0, -t0],\n        [-t1, t0, 0]\n    ])\n    E = t_skew @ T_0to1[:3, :3]\n\n    Ep0 = kpts0 @ E.T  # N x 3\n    p1Ep0 = np.sum(kpts1 * Ep0, -1)  # N\n    Etp1 = kpts1 @ E  # N x 3\n    d = p1Ep0**2 * (1.0 / (Ep0[:, 0]**2 + Ep0[:, 1]**2)\n                    + 1.0 / (Etp1[:, 0]**2 + Etp1[:, 1]**2))\n    return d\n\n\ndef angle_error_mat(R1, R2):\n    cos = (np.trace(np.dot(R1.T, R2)) - 1) / 2\n    cos = np.clip(cos, -1., 1.)  # numercial errors can make it out of bounds\n    return np.rad2deg(np.abs(np.arccos(cos)))\n\n\ndef angle_error_vec(v1, v2):\n    n = np.linalg.norm(v1) * np.linalg.norm(v2)\n    return np.rad2deg(np.arccos(np.clip(np.dot(v1, v2) / n, -1.0, 1.0)))\n\n\ndef compute_pose_error(T_0to1, R, t):\n    R_gt = T_0to1[:3, :3]\n    t_gt = T_0to1[:3, 3]\n    error_t = angle_error_vec(t, t_gt)\n    error_t = np.minimum(error_t, 180 - error_t)  # ambiguity of E estimation\n    error_R = angle_error_mat(R, R_gt)\n    return error_t, error_R\n\n\ndef pose_auc(errors, thresholds):\n    sort_idx = np.argsort(errors)\n    errors = np.array(errors.copy())[sort_idx]\n    recall = (np.arange(len(errors)) + 1) / len(errors)\n    errors = np.r_[0., errors]\n    recall = np.r_[0., recall]\n    aucs = []\n    for t in thresholds:\n        last_index = np.searchsorted(errors, t)\n        r = np.r_[recall[:last_index], recall[last_index-1]]\n        e = np.r_[errors[:last_index], t]\n        aucs.append(np.trapz(r, x=e)/t)\n    return aucs\n\n\n# --- VISUALIZATION ---\n\n\ndef plot_image_pair(imgs, dpi=100, size=6, pad=.5):\n    n = len(imgs)\n    assert n == 2, 'number of images must be two'\n    figsize = (size*n, size*3/4) if size is not None else None\n    _, ax = plt.subplots(1, n, figsize=figsize, dpi=dpi)\n    for i in range(n):\n        ax[i].imshow(imgs[i], cmap=plt.get_cmap('gray'), vmin=0, vmax=255)\n        ax[i].get_yaxis().set_ticks([])\n        ax[i].get_xaxis().set_ticks([])\n        for spine in ax[i].spines.values():  # remove frame\n            spine.set_visible(False)\n    plt.tight_layout(pad=pad)\n\n\ndef plot_keypoints(kpts0, kpts1, color='w', ps=2):\n    ax = plt.gcf().axes\n    ax[0].scatter(kpts0[:, 0], kpts0[:, 1], c=color, s=ps)\n    ax[1].scatter(kpts1[:, 0], kpts1[:, 1], c=color, s=ps)\n\n\ndef plot_matches(kpts0, kpts1, color, lw=1.5, ps=4):\n    fig = plt.gcf()\n    ax = fig.axes\n    fig.canvas.draw()\n\n    transFigure = fig.transFigure.inverted()\n    fkpts0 = transFigure.transform(ax[0].transData.transform(kpts0))\n    fkpts1 = transFigure.transform(ax[1].transData.transform(kpts1))\n\n    fig.lines = [matplotlib.lines.Line2D(\n        (fkpts0[i, 0], fkpts1[i, 0]), (fkpts0[i, 1], fkpts1[i, 1]), zorder=1,\n        transform=fig.transFigure, c=color[i], linewidth=lw)\n                 for i in range(len(kpts0))]\n    ax[0].scatter(kpts0[:, 0], kpts0[:, 1], c=color, s=ps)\n    ax[1].scatter(kpts1[:, 0], kpts1[:, 1], c=color, s=ps)\n\n\ndef make_matching_plot(image0, image1, kpts0, kpts1, mkpts0, mkpts1,\n                       color, text, path, show_keypoints=False,\n                       fast_viz=False, opencv_display=False,\n                       opencv_title='matches', small_text=[]):\n\n    if fast_viz:\n        make_matching_plot_fast(image0, image1, kpts0, kpts1, mkpts0, mkpts1,\n                                color, text, path, show_keypoints, 10,\n                                opencv_display, opencv_title, small_text)\n        return\n\n    plot_image_pair([image0, image1])\n    if show_keypoints:\n        plot_keypoints(kpts0, kpts1, color='k', ps=4)\n        plot_keypoints(kpts0, kpts1, color='w', ps=2)\n    plot_matches(mkpts0, mkpts1, color)\n\n    fig = plt.gcf()\n    txt_color = 'k' if image0[:100, :150].mean() > 200 else 'w'\n    fig.text(\n        0.01, 0.99, '\\n'.join(text), transform=fig.axes[0].transAxes,\n        fontsize=15, va='top', ha='left', color=txt_color)\n\n    txt_color = 'k' if image0[-100:, :150].mean() > 200 else 'w'\n    fig.text(\n        0.01, 0.01, '\\n'.join(small_text), transform=fig.axes[0].transAxes,\n        fontsize=5, va='bottom', ha='left', color=txt_color)\n\n    plt.savefig(str(path), bbox_inches='tight', pad_inches=0)\n    plt.close()\n\n\ndef make_matching_plot_fast(image0, image1, kpts0, kpts1, mkpts0,\n                            mkpts1, color, text, path=None,\n                            show_keypoints=False, margin=10,\n                            opencv_display=False, opencv_title='',\n                            small_text=[]):\n    H0, W0 = image0.shape\n    H1, W1 = image1.shape\n    H, W = max(H0, H1), W0 + W1 + margin\n\n    out = 255*np.ones((H, W), np.uint8)\n    out[:H0, :W0] = image0\n    out[:H1, W0+margin:] = image1\n    out = np.stack([out]*3, -1)\n\n    if show_keypoints:\n        kpts0, kpts1 = np.round(kpts0).astype(int), np.round(kpts1).astype(int)\n        white = (255, 255, 255)\n        black = (0, 0, 0)\n        for x, y in kpts0:\n            cv2.circle(out, (x, y), 2, black, -1, lineType=cv2.LINE_AA)\n            cv2.circle(out, (x, y), 1, white, -1, lineType=cv2.LINE_AA)\n        for x, y in kpts1:\n            cv2.circle(out, (x + margin + W0, y), 2, black, -1,\n                       lineType=cv2.LINE_AA)\n            cv2.circle(out, (x + margin + W0, y), 1, white, -1,\n                       lineType=cv2.LINE_AA)\n\n    mkpts0, mkpts1 = np.round(mkpts0).astype(int), np.round(mkpts1).astype(int)\n    color = (np.array(color[:, :3])*255).astype(int)[:, ::-1]\n    for (x0, y0), (x1, y1), c in zip(mkpts0, mkpts1, color):\n        c = c.tolist()\n        cv2.line(out, (x0, y0), (x1 + margin + W0, y1),\n                 color=c, thickness=1, lineType=cv2.LINE_AA)\n        # display line end-points as circles\n        cv2.circle(out, (x0, y0), 2, c, -1, lineType=cv2.LINE_AA)\n        cv2.circle(out, (x1 + margin + W0, y1), 2, c, -1,\n                   lineType=cv2.LINE_AA)\n\n    # Scale factor for consistent visualization across scales.\n    sc = min(H / 640., 2.0)\n\n    # Big text.\n    Ht = int(30 * sc)  # text height\n    txt_color_fg = (255, 255, 255)\n    txt_color_bg = (0, 0, 0)\n    for i, t in enumerate(text):\n        cv2.putText(out, t, (int(8*sc), Ht*(i+1)), cv2.FONT_HERSHEY_DUPLEX,\n                    1.0*sc, txt_color_bg, 2, cv2.LINE_AA)\n        cv2.putText(out, t, (int(8*sc), Ht*(i+1)), cv2.FONT_HERSHEY_DUPLEX,\n                    1.0*sc, txt_color_fg, 1, cv2.LINE_AA)\n\n    # Small text.\n    Ht = int(18 * sc)  # text height\n    for i, t in enumerate(reversed(small_text)):\n        cv2.putText(out, t, (int(8*sc), int(H-Ht*(i+.6))), cv2.FONT_HERSHEY_DUPLEX,\n                    0.5*sc, txt_color_bg, 2, cv2.LINE_AA)\n        cv2.putText(out, t, (int(8*sc), int(H-Ht*(i+.6))), cv2.FONT_HERSHEY_DUPLEX,\n                    0.5*sc, txt_color_fg, 1, cv2.LINE_AA)\n\n    if path is not None:\n        cv2.imwrite(str(path), out)\n\n    if opencv_display:\n        cv2.imshow(opencv_title, out)\n        cv2.waitKey(1)\n\n    return out\n\n\ndef error_colormap(x):\n    return np.clip(\n        np.stack([2-x*2, x*2, np.zeros_like(x), np.ones_like(x)], -1), 0, 1)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/SuperGluePretrainedNetwork/requirements.txt",
    "content": "matplotlib>=3.1.3\ntorch>=1.1.0\nopencv-python==4.1.2.30\nnumpy>=1.18.1\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/d2net/.gitignore",
    "content": "__pycache__\n.vscode\ncheckpoints*\ntrain_vis\nmodels\nlog.txt\nhpatches_sequences/hseq.pdf\nhpatches_sequences/hseq-top.pdf\nhpatches_sequences/hpatches-sequences-release*\nhpatches_sequences/cache\nhpatches_sequences/cache-top\n.ipynb_checkpoints\nvlfeat\n*.d2-net\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/d2net/LICENSE",
    "content": "The Clear BSD License\n\nCopyright (c) 2019 Mihai Dusmanu\nAll rights reserved.\n\nRedistribution and use in source and binary forms, with or without\nmodification, are permitted (subject to the limitations in the disclaimer\nbelow) provided that the following conditions are met:\n\n     * Redistributions of source code must retain the above copyright notice,\n     this list of conditions and the following disclaimer.\n\n     * Redistributions in binary form must reproduce the above copyright\n     notice, this list of conditions and the following disclaimer in the\n     documentation and/or other materials provided with the distribution.\n\n     * Neither the names of the copyright holders nor the names of the \n     contributors nor the names of their institutions may be used to endorse \n     or promote products derived from this software without specific prior \n     written permission.\n\nNO EXPRESS OR IMPLIED LICENSES TO ANY PARTY'S PATENT RIGHTS ARE GRANTED BY\nTHIS LICENSE. THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND\nCONTRIBUTORS \"AS IS\" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT\nLIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A\nPARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDER OR\nCONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL,\nEXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO,\nPROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR\nBUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER\nIN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)\nARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE\nPOSSIBILITY OF SUCH DAMAGE.\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/d2net/README.md",
    "content": "# D2-Net: A Trainable CNN for Joint Detection and Description of Local Features\n\nThis repository contains the implementation of the following paper:\n\n```text\n\"D2-Net: A Trainable CNN for Joint Detection and Description of Local Features\".\nM. Dusmanu, I. Rocco, T. Pajdla, M. Pollefeys, J. Sivic, A. Torii, and T. Sattler. CVPR 2019.\n```\n\n[Paper on arXiv](https://arxiv.org/abs/1905.03561), [Project page](https://dsmn.ml/publications/d2-net.html)\n    \n## Getting started\n\nPython 3.6+ is recommended for running our code. [Conda](https://docs.conda.io/en/latest/) can be used to install the required packages:\n\n```bash\nconda install pytorch torchvision cudatoolkit=10.0 -c pytorch\nconda install h5py imageio imagesize matplotlib numpy scipy tqdm\n```\n\n## Downloading the models\n\nThe off-the-shelf **Caffe VGG16** weights and their tuned counterpart can be downloaded by running:\n\n```bash\nmkdir models\nwget https://dsmn.ml/files/d2-net/d2_ots.pth -O models/d2_ots.pth\nwget https://dsmn.ml/files/d2-net/d2_tf.pth -O models/d2_tf.pth\nwget https://dsmn.ml/files/d2-net/d2_tf_no_phototourism.pth -O models/d2_tf_no_phototourism.pth\n```\n\n**Update - 23 May 2019** We have added a new set of weights trained on MegaDepth without the PhotoTourism scenes (sagrada_familia - 0019, lincoln_memorial_statue - 0021, british_museum - 0024, london_bridge - 0025, us_capitol - 0078, mount_rushmore - 1589). Our initial results show similar performance. In order to use these weights at test time, you should add `--model_file models/d2_tf_no_phototourism.pth`.\n\n## Feature extraction\n\n`extract_features.py` can be used to extract D2 features for a given list of images. The singlescale features require less than 6GB of VRAM for 1200x1600 images. The `--multiscale` flag can be used to extract multiscale features - for this, we recommend at least 12GB of VRAM. \n\nThe output format can be either [`npz`](https://docs.scipy.org/doc/numpy/reference/generated/numpy.savez.html) or `mat`. In either case, the feature files encapsulate three arrays: \n\n- `keypoints` [`N x 3`] array containing the positions of keypoints `x, y` and the scales `s`. The positions follow the COLMAP format, with the `X` axis pointing to the right and the `Y` axis to the bottom.\n- `scores` [`N`] array containing the activations of keypoints (higher is better).\n- `descriptors` [`N x 512`] array containing the L2 normalized descriptors.\n\n```bash\npython extract_features.py --image_list_file images.txt (--multiscale)\n```\n\n## Tuning on MegaDepth\n\nThe training pipeline provided here is a PyTorch implementation of the TensorFlow code that was used to train the model available to download above.\n\n**Update - 05 June 2019** We have fixed a bug in the dataset preprocessing - retraining now yields similar results to the original TensorFlow implementation.\n\n**Update - 07 August 2019** We have released an updated, more accurate version of the training dataset - training is more stable and significantly faster for equal performance.\n\n### Downloading and preprocessing the MegaDepth dataset\n\nFor this part, [COLMAP](https://colmap.github.io/) should be installed. Please refer to the official website for installation instructions.\n\nAfter downloading the entire [MegaDepth](http://www.cs.cornell.edu/projects/megadepth/) dataset (including SfM models), the first step is generating the undistorted reconstructions. This can be done by calling `undistort_reconstructions.py` as follows:\n\n```bash\npython undistort_reconstructions.py --colmap_path /path/to/colmap/executable --base_path /path/to/megadepth\n```\n\nNext, `preprocess_megadepth.sh` can be used to retrieve the camera parameters and compute the overlap between images for all scenes. \n\n```bash\nbash preprocess_undistorted_megadepth.sh /path/to/megadepth /path/to/output/folder\n```\n\nIn case you prefer downloading the undistorted reconstructions and aggregated scene information folder directly, you can find them [here - Google Drive](https://drive.google.com/open?id=1hxpOsqOZefdrba_BqnW490XpNX_LgXPB). You will still need to download the depth maps (\"MegaDepth v1 Dataset\") from the MegaDepth website.\n\n### Training\n\nAfter downloading and preprocessing MegaDepth, the training can be started right away:\n\n```bash\npython train.py --use_validation --dataset_path /path/to/megadepth --scene_info_path /path/to/preprocessing/output\n```\n\n## BibTeX\n\nIf you use this code in your project, please cite the following paper:\n\n```bibtex\n@InProceedings{Dusmanu2019CVPR,\n    author = {Dusmanu, Mihai and Rocco, Ignacio and Pajdla, Tomas and Pollefeys, Marc and Sivic, Josef and Torii, Akihiko and Sattler, Torsten},\n    title = {{D2-Net: A Trainable CNN for Joint Detection and Description of Local Features}},\n    booktitle = {Proceedings of the 2019 IEEE/CVF Conference on Computer Vision and Pattern Recognition},\n    year = {2019},\n}\n```\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/d2net/extract_features.py",
    "content": "import argparse\n\nimport numpy as np\n\nimport imageio\n\nimport torch\n\nfrom tqdm import tqdm\n\nimport scipy\nimport scipy.io\nimport scipy.misc\n\nfrom lib.model_test import D2Net\nfrom lib.utils import preprocess_image\nfrom lib.pyramid import process_multiscale\n\n# CUDA\nuse_cuda = torch.cuda.is_available()\ndevice = torch.device(\"cuda:0\" if use_cuda else \"cpu\")\n\n# Argument parsing\nparser = argparse.ArgumentParser(description='Feature extraction script')\n\nparser.add_argument(\n    '--image_list_file', type=str, required=True,\n    help='path to a file containing a list of images to process'\n)\n\nparser.add_argument(\n    '--preprocessing', type=str, default='caffe',\n    help='image preprocessing (caffe or torch)'\n)\nparser.add_argument(\n    '--model_file', type=str, default='models/d2_tf.pth',\n    help='path to the full model'\n)\n\nparser.add_argument(\n    '--max_edge', type=int, default=1600,\n    help='maximum image size at network input'\n)\nparser.add_argument(\n    '--max_sum_edges', type=int, default=2800,\n    help='maximum sum of image sizes at network input'\n)\n\nparser.add_argument(\n    '--output_extension', type=str, default='.d2-net',\n    help='extension for the output'\n)\nparser.add_argument(\n    '--output_type', type=str, default='npz',\n    help='output file type (npz or mat)'\n)\n\nparser.add_argument(\n    '--multiscale', dest='multiscale', action='store_true',\n    help='extract multiscale features'\n)\nparser.set_defaults(multiscale=False)\n\nparser.add_argument(\n    '--no-relu', dest='use_relu', action='store_false',\n    help='remove ReLU after the dense feature extraction module'\n)\nparser.set_defaults(use_relu=True)\n\nargs = parser.parse_args()\n\nprint(args)\n\n# Creating CNN model\nmodel = D2Net(\n    model_file=args.model_file,\n    use_relu=args.use_relu,\n    use_cuda=use_cuda\n)\n\n# Process the file\nwith open(args.image_list_file, 'r') as f:\n    lines = f.readlines()\nfor line in tqdm(lines, total=len(lines)):\n    path = line.strip()\n\n    image = imageio.imread(path)\n    if len(image.shape) == 2:\n        image = image[:, :, np.newaxis]\n        image = np.repeat(image, 3, -1)\n\n    # TODO: switch to PIL.Image due to deprecation of scipy.misc.imresize.\n    resized_image = image\n    if max(resized_image.shape) > args.max_edge:\n        resized_image = scipy.misc.imresize(\n            resized_image,\n            args.max_edge / max(resized_image.shape)\n        ).astype('float')\n    if sum(resized_image.shape[: 2]) > args.max_sum_edges:\n        resized_image = scipy.misc.imresize(\n            resized_image,\n            args.max_sum_edges / sum(resized_image.shape[: 2])\n        ).astype('float')\n\n    fact_i = image.shape[0] / resized_image.shape[0]\n    fact_j = image.shape[1] / resized_image.shape[1]\n\n    input_image = preprocess_image(\n        resized_image,\n        preprocessing=args.preprocessing\n    )\n    with torch.no_grad():\n        if args.multiscale:\n            keypoints, scores, descriptors = process_multiscale(\n                torch.tensor(\n                    input_image[np.newaxis, :, :, :].astype(np.float32),\n                    device=device\n                ),\n                model\n            )\n        else:\n            keypoints, scores, descriptors = process_multiscale(\n                torch.tensor(\n                    input_image[np.newaxis, :, :, :].astype(np.float32),\n                    device=device\n                ),\n                model,\n                scales=[1]\n            )\n\n    # Input image coordinates\n    keypoints[:, 0] *= fact_i\n    keypoints[:, 1] *= fact_j\n    # i, j -> u, v\n    keypoints = keypoints[:, [1, 0, 2]]\n\n    if args.output_type == 'npz':\n        with open(path + args.output_extension, 'wb') as output_file:\n            np.savez(\n                output_file,\n                keypoints=keypoints,\n                scores=scores,\n                descriptors=descriptors\n            )\n    elif args.output_type == 'mat':\n        with open(path + args.output_extension, 'wb') as output_file:\n            scipy.io.savemat(\n                output_file,\n                {\n                    'keypoints': keypoints,\n                    'scores': scores,\n                    'descriptors': descriptors\n                }\n            )\n    else:\n        raise ValueError('Unknown output type.')\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/d2net/extract_hesaff.m",
    "content": "fid = fopen('image_list_hpatches_sequences.txt');\n\ntline = fgetl(fid);\nwhile ischar(tline)\n    disp(tline);\n    I = im2single(imread(tline));\n    if size(I, 3) > 1\n        I = rgb2gray(I);\n    end\n    \n    [F, D, info] = vl_covdet(I, 'Method', 'Hessian', ...\n                                'EstimateAffineShape', true, ...\n                                'EstimateOrientation', true, ...\n                                'DoubleImage', false, ...\n                                'peakThreshold', 14 / 256^2);\n    keypoints = F';\n    scores = info.peakScores;\n    descriptors = D';\n    \n    save([tline '.hesaff'], 'keypoints', 'scores', 'descriptors');\n    \n    tline = fgetl(fid);\nend\n\nfclose(fid);\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/d2net/hpatches_sequences/HPatches-Sequences-Matching-Benchmark.ipynb",
    "content": "{\n \"cells\": [\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 1,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"import matplotlib\\n\",\n    \"\\n\",\n    \"import matplotlib.pyplot as plt\\n\",\n    \"\\n\",\n    \"import numpy as np\\n\",\n    \"\\n\",\n    \"import os\\n\",\n    \"\\n\",\n    \"import torch\\n\",\n    \"\\n\",\n    \"from scipy.io import loadmat\\n\",\n    \"\\n\",\n    \"from tqdm import tqdm_notebook as tqdm\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 2,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"%matplotlib inline\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 3,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"use_cuda = torch.cuda.is_available()\\n\",\n    \"device = torch.device('cuda:0' if use_cuda else 'cpu')\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 4,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"# Add new methods here.\\n\",\n    \"# methods = ['hesaff', 'hesaffnet', 'delf', 'delf-new', 'superpoint', 'd2-net', 'd2-net-trained']\\n\",\n    \"# names = ['Hes. Aff. + Root-SIFT', 'HAN + HN++', 'DELF', 'DELF New', 'SuperPoint', 'D2-Net', 'D2-Net Trained']\\n\",\n    \"# colors = ['black', 'orange', 'red', 'red', 'blue', 'purple', 'purple']\\n\",\n    \"# linestyles = ['-', '-', '-', '--', '-', '-', '--']\\n\",\n    \"methods = ['hesaff', 'hesaffnet', 'delf', 'delf-new', 'superpoint', 'lf-net', 'd2-net', 'd2-net-ms', 'd2-net-trained', 'd2-net-trained-ms']\\n\",\n    \"names = ['Hes. Aff. + Root-SIFT', 'HAN + HN++', 'DELF', 'DELF New', 'SuperPoint', 'LF-Net', 'D2-Net', 'D2-Net MS', 'D2-Net Trained', 'D2-Net Trained MS']\\n\",\n    \"colors = ['black', 'orange', 'red', 'red', 'blue', 'brown', 'purple', 'green', 'purple', 'green']\\n\",\n    \"linestyles = ['-', '-', '-', '--', '-', '-', '-', '-', '--', '--']\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 5,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"# Change here if you want to use top K or all features.\\n\",\n    \"# top_k = 2000\\n\",\n    \"top_k = None \"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 6,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"n_i = 52\\n\",\n    \"n_v = 56\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 7,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"dataset_path = 'hpatches-sequences-release'\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 8,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"lim = [1, 15]\\n\",\n    \"rng = np.arange(lim[0], lim[1] + 1)\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 9,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"def mnn_matcher(descriptors_a, descriptors_b):\\n\",\n    \"    device = descriptors_a.device\\n\",\n    \"    sim = descriptors_a @ descriptors_b.t()\\n\",\n    \"    nn12 = torch.max(sim, dim=1)[1]\\n\",\n    \"    nn21 = torch.max(sim, dim=0)[1]\\n\",\n    \"    ids1 = torch.arange(0, sim.shape[0], device=device)\\n\",\n    \"    mask = (ids1 == nn21[nn12])\\n\",\n    \"    matches = torch.stack([ids1[mask], nn12[mask]])\\n\",\n    \"    return matches.t().data.cpu().numpy()\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 10,\n   \"metadata\": {\n    \"scrolled\": true\n   },\n   \"outputs\": [],\n   \"source\": [\n    \"def benchmark_features(read_feats):\\n\",\n    \"    seq_names = sorted(os.listdir(dataset_path))\\n\",\n    \"\\n\",\n    \"    n_feats = []\\n\",\n    \"    n_matches = []\\n\",\n    \"    seq_type = []\\n\",\n    \"    i_err = {thr: 0 for thr in rng}\\n\",\n    \"    v_err = {thr: 0 for thr in rng}\\n\",\n    \"\\n\",\n    \"    for seq_idx, seq_name in tqdm(enumerate(seq_names), total=len(seq_names)):\\n\",\n    \"        keypoints_a, descriptors_a = read_feats(seq_name, 1)\\n\",\n    \"        n_feats.append(keypoints_a.shape[0])\\n\",\n    \"\\n\",\n    \"        for im_idx in range(2, 7):\\n\",\n    \"            keypoints_b, descriptors_b = read_feats(seq_name, im_idx)\\n\",\n    \"            n_feats.append(keypoints_b.shape[0])\\n\",\n    \"\\n\",\n    \"            matches = mnn_matcher(\\n\",\n    \"                torch.from_numpy(descriptors_a).to(device=device), \\n\",\n    \"                torch.from_numpy(descriptors_b).to(device=device)\\n\",\n    \"            )\\n\",\n    \"            \\n\",\n    \"            homography = np.loadtxt(os.path.join(dataset_path, seq_name, \\\"H_1_\\\" + str(im_idx)))\\n\",\n    \"            \\n\",\n    \"            pos_a = keypoints_a[matches[:, 0], : 2] \\n\",\n    \"            pos_a_h = np.concatenate([pos_a, np.ones([matches.shape[0], 1])], axis=1)\\n\",\n    \"            pos_b_proj_h = np.transpose(np.dot(homography, np.transpose(pos_a_h)))\\n\",\n    \"            pos_b_proj = pos_b_proj_h[:, : 2] / pos_b_proj_h[:, 2 :]\\n\",\n    \"\\n\",\n    \"            pos_b = keypoints_b[matches[:, 1], : 2]\\n\",\n    \"\\n\",\n    \"            dist = np.sqrt(np.sum((pos_b - pos_b_proj) ** 2, axis=1))\\n\",\n    \"\\n\",\n    \"            n_matches.append(matches.shape[0])\\n\",\n    \"            seq_type.append(seq_name[0])\\n\",\n    \"            \\n\",\n    \"            if dist.shape[0] == 0:\\n\",\n    \"                dist = np.array([float(\\\"inf\\\")])\\n\",\n    \"            \\n\",\n    \"            for thr in rng:\\n\",\n    \"                if seq_name[0] == 'i':\\n\",\n    \"                    i_err[thr] += np.mean(dist <= thr)\\n\",\n    \"                else:\\n\",\n    \"                    v_err[thr] += np.mean(dist <= thr)\\n\",\n    \"    \\n\",\n    \"    seq_type = np.array(seq_type)\\n\",\n    \"    n_feats = np.array(n_feats)\\n\",\n    \"    n_matches = np.array(n_matches)\\n\",\n    \"    \\n\",\n    \"    return i_err, v_err, [seq_type, n_feats, n_matches]\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 11,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"def summary(stats):\\n\",\n    \"    seq_type, n_feats, n_matches = stats\\n\",\n    \"    print('# Features: {:f} - [{:d}, {:d}]'.format(np.mean(n_feats), np.min(n_feats), np.max(n_feats)))\\n\",\n    \"    print('# Matches: Overall {:f}, Illumination {:f}, Viewpoint {:f}'.format(\\n\",\n    \"        np.sum(n_matches) / ((n_i + n_v) * 5), \\n\",\n    \"        np.sum(n_matches[seq_type == 'i']) / (n_i * 5), \\n\",\n    \"        np.sum(n_matches[seq_type == 'v']) / (n_v * 5))\\n\",\n    \"    )\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 12,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"def generate_read_function(method, extension='ppm'):\\n\",\n    \"    def read_function(seq_name, im_idx):\\n\",\n    \"        aux = np.load(os.path.join(dataset_path, seq_name, '%d.%s.%s' % (im_idx, extension, method)))\\n\",\n    \"        if top_k is None:\\n\",\n    \"            return aux['keypoints'], aux['descriptors']\\n\",\n    \"        else:\\n\",\n    \"            assert('scores' in aux)\\n\",\n    \"            ids = np.argsort(aux['scores'])[-top_k :]\\n\",\n    \"            return aux['keypoints'][ids, :], aux['descriptors'][ids, :]\\n\",\n    \"    return read_function\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 13,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"def sift_to_rootsift(descriptors):\\n\",\n    \"    return np.sqrt(descriptors / np.expand_dims(np.sum(np.abs(descriptors), axis=1), axis=1) + 1e-16)\\n\",\n    \"def parse_mat(mat):\\n\",\n    \"    keypoints = mat['keypoints'][:, : 2]\\n\",\n    \"    raw_descriptors = mat['descriptors']\\n\",\n    \"    l2_norm_descriptors = raw_descriptors / np.expand_dims(np.sum(raw_descriptors ** 2, axis=1), axis=1)\\n\",\n    \"    descriptors = sift_to_rootsift(l2_norm_descriptors)\\n\",\n    \"    if top_k is None:\\n\",\n    \"        return keypoints, descriptors\\n\",\n    \"    else:\\n\",\n    \"        assert('scores' in mat)\\n\",\n    \"        ids = np.argsort(mat['scores'][0])[-top_k :]\\n\",\n    \"        return keypoints[ids, :], descriptors[ids, :]\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 14,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"if top_k is None:\\n\",\n    \"    cache_dir = 'cache'\\n\",\n    \"else:\\n\",\n    \"    cache_dir = 'cache-top'\\n\",\n    \"if not os.path.isdir(cache_dir):\\n\",\n    \"    os.mkdir(cache_dir)\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 15,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"errors = {}\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 16,\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"hesaff\\n\",\n      \"Loading precomputed errors...\\n\",\n      \"# Features: 6710.137346 - [296, 26021]\\n\",\n      \"# Matches: Overall 2851.679630, Illumination 1585.803846, Viewpoint 4027.135714\\n\",\n      \"hesaffnet\\n\",\n      \"Loading precomputed errors...\\n\",\n      \"# Features: 3860.754630 - [89, 16326]\\n\",\n      \"# Matches: Overall 1959.996296, Illumination 1098.419231, Viewpoint 2760.032143\\n\",\n      \"delf\\n\",\n      \"Loading precomputed errors...\\n\",\n      \"# Features: 4608.236111 - [1196, 10939]\\n\",\n      \"# Matches: Overall 1912.400000, Illumination 1973.100000, Viewpoint 1856.035714\\n\",\n      \"delf-new\\n\",\n      \"Loading precomputed errors...\\n\",\n      \"# Features: 4590.001543 - [953, 12696]\\n\",\n      \"# Matches: Overall 1940.288889, Illumination 2031.873077, Viewpoint 1855.246429\\n\",\n      \"superpoint\\n\",\n      \"Loading precomputed errors...\\n\",\n      \"# Features: 1562.611111 - [90, 6422]\\n\",\n      \"# Matches: Overall 883.440741, Illumination 667.830769, Viewpoint 1083.650000\\n\",\n      \"lf-net\\n\",\n      \"Loading precomputed errors...\\n\",\n      \"# Features: 500.000000 - [500, 500]\\n\",\n      \"# Matches: Overall 177.475926, Illumination 183.073077, Viewpoint 172.278571\\n\",\n      \"d2-net\\n\",\n      \"Loading precomputed errors...\\n\",\n      \"# Features: 2994.067901 - [641, 9337]\\n\",\n      \"# Matches: Overall 1182.574074, Illumination 964.588462, Viewpoint 1384.989286\\n\",\n      \"d2-net-ms\\n\",\n      \"Loading precomputed errors...\\n\",\n      \"# Features: 4928.163580 - [1009, 15230]\\n\",\n      \"# Matches: Overall 1698.377778, Illumination 1384.215385, Viewpoint 1990.100000\\n\",\n      \"d2-net-trained\\n\",\n      \"Loading precomputed errors...\\n\",\n      \"# Features: 5965.117284 - [1309, 18974]\\n\",\n      \"# Matches: Overall 2495.900000, Illumination 2033.250000, Viewpoint 2925.503571\\n\",\n      \"d2-net-trained-ms\\n\",\n      \"Loading precomputed errors...\\n\",\n      \"# Features: 8254.473765 - [1797, 26880]\\n\",\n      \"# Matches: Overall 2831.638889, Illumination 2313.957692, Viewpoint 3312.342857\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"for method in methods:\\n\",\n    \"    output_file = os.path.join(cache_dir, method + '.npy')\\n\",\n    \"    print(method)\\n\",\n    \"    if method == 'hesaff':\\n\",\n    \"        read_function = lambda seq_name, im_idx: parse_mat(loadmat(os.path.join(dataset_path, seq_name, '%d.ppm.hesaff' % im_idx), appendmat=False))\\n\",\n    \"    else:\\n\",\n    \"        if method == 'delf' or method == 'delf-new':\\n\",\n    \"            read_function = generate_read_function(method, extension='png')\\n\",\n    \"        else:\\n\",\n    \"            read_function = generate_read_function(method)\\n\",\n    \"    if os.path.exists(output_file):\\n\",\n    \"        print('Loading precomputed errors...')\\n\",\n    \"        errors[method] = np.load(output_file, allow_pickle=True)\\n\",\n    \"    else:\\n\",\n    \"        errors[method] = benchmark_features(read_function)\\n\",\n    \"        np.save(output_file, errors[method])\\n\",\n    \"    summary(errors[method][-1])\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"# Plotting\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 17,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"plt_lim = [1, 10]\\n\",\n    \"plt_rng = np.arange(plt_lim[0], plt_lim[1] + 1)\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 18,\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"data\": {\n      \"image/png\": \"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\\n\",\n      \"text/plain\": [\n       \"<Figure size 1080x360 with 3 Axes>\"\n      ]\n     },\n     \"metadata\": {\n      \"needs_background\": \"light\"\n     },\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"plt.rc('axes', titlesize=25)\\n\",\n    \"plt.rc('axes', labelsize=25)\\n\",\n    \"\\n\",\n    \"plt.figure(figsize=(15, 5))\\n\",\n    \"\\n\",\n    \"plt.subplot(1, 3, 1)\\n\",\n    \"for method, name, color, ls in zip(methods, names, colors, linestyles):\\n\",\n    \"    i_err, v_err, _ = errors[method]\\n\",\n    \"    plt.plot(plt_rng, [(i_err[thr] + v_err[thr]) / ((n_i + n_v) * 5) for thr in plt_rng], color=color, ls=ls, linewidth=3, label=name)\\n\",\n    \"plt.title('Overall')\\n\",\n    \"plt.xlim(plt_lim)\\n\",\n    \"plt.xticks(plt_rng)\\n\",\n    \"plt.ylabel('MMA')\\n\",\n    \"plt.ylim([0, 1])\\n\",\n    \"plt.grid()\\n\",\n    \"plt.tick_params(axis='both', which='major', labelsize=20)\\n\",\n    \"plt.legend()\\n\",\n    \"\\n\",\n    \"plt.subplot(1, 3, 2)\\n\",\n    \"for method, name, color, ls in zip(methods, names, colors, linestyles):\\n\",\n    \"    i_err, v_err, _ = errors[method]\\n\",\n    \"    plt.plot(plt_rng, [i_err[thr] / (n_i * 5) for thr in plt_rng], color=color, ls=ls, linewidth=3, label=name)\\n\",\n    \"plt.title('Illumination')\\n\",\n    \"plt.xlabel('threshold [px]')\\n\",\n    \"plt.xlim(plt_lim)\\n\",\n    \"plt.xticks(plt_rng)\\n\",\n    \"plt.ylim([0, 1])\\n\",\n    \"plt.gca().axes.set_yticklabels([])\\n\",\n    \"plt.grid()\\n\",\n    \"plt.tick_params(axis='both', which='major', labelsize=20)\\n\",\n    \"\\n\",\n    \"plt.subplot(1, 3, 3)\\n\",\n    \"for method, name, color, ls in zip(methods, names, colors, linestyles):\\n\",\n    \"    i_err, v_err, _ = errors[method]\\n\",\n    \"    plt.plot(plt_rng, [v_err[thr] / (n_v * 5) for thr in plt_rng], color=color, ls=ls, linewidth=3, label=name)\\n\",\n    \"plt.title('Viewpoint')\\n\",\n    \"plt.xlim(plt_lim)\\n\",\n    \"plt.xticks(plt_rng)\\n\",\n    \"plt.ylim([0, 1])\\n\",\n    \"plt.gca().axes.set_yticklabels([])\\n\",\n    \"plt.grid()\\n\",\n    \"plt.tick_params(axis='both', which='major', labelsize=20)\\n\",\n    \"\\n\",\n    \"if top_k is None:\\n\",\n    \"    plt.savefig('hseq.pdf', bbox_inches='tight', dpi=300)\\n\",\n    \"else:\\n\",\n    \"    plt.savefig('hseq-top.pdf', bbox_inches='tight', dpi=300)\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": []\n  }\n ],\n \"metadata\": {\n  \"kernelspec\": {\n   \"display_name\": \"Python 3\",\n   \"language\": \"python\",\n   \"name\": \"python3\"\n  },\n  \"language_info\": {\n   \"codemirror_mode\": {\n    \"name\": \"ipython\",\n    \"version\": 3\n   },\n   \"file_extension\": \".py\",\n   \"mimetype\": \"text/x-python\",\n   \"name\": \"python\",\n   \"nbconvert_exporter\": \"python\",\n   \"pygments_lexer\": \"ipython3\",\n   \"version\": \"3.7.3\"\n  }\n },\n \"nbformat\": 4,\n \"nbformat_minor\": 2\n}\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/d2net/hpatches_sequences/README.md",
    "content": "#  HPatches Sequences / Image Pairs Matching Benchmark\n\nPlease check the [official repository](https://github.com/hpatches/hpatches-dataset) for more information regarding references.\n\nThe dataset can be downloaded by running `bash download.sh` - this script downloads and extracts the HPatches Sequences dataset and removes the sequences containing high resolution images (`> 1600x1200`) as mentioned in the D2-Net paper. You can also download the cache with results for all methods from the D2-Net paper by running `bash download_cache.sh`.\n\nNew methods can be added in cell 4 of the notebook. The local features are supposed to be stored in the [`npz`](https://docs.scipy.org/doc/numpy/reference/generated/numpy.savez.html) format with three fields:\n\n- `keypoints` - `N x 2` matrix with `x, y` coordinates of each keypoint in COLMAP format (the `X` axis points to the right, the `Y` axis to the bottom)\n\n- `scores` - `N` array with detection scores for each keypoint (higher is better) - only required for the \"top K\" version of the benchmark\n\n- `descriptors` - `N x D` matrix with the descriptors (L2 normalized if you plan on using the provided mutual nearest neighbors matcher)\n\nMoreover, the `npz` files are supposed to be saved alongside their corresponding images with the same extension as the `method` (e.g. if `method = d2-net`, the features for the image `hpatches-sequences-release/i_ajuntament/1.ppm` should be in the file `hpatches-sequences-release/i_ajuntament/1.ppm.d2-net`).\n\nWe provide a simple script to extract Hessian Affine keypoints with SIFT descriptors (`extract_hesaff.m`); this script requires MATLAB and [VLFeat](http://www.vlfeat.org/).\n\nD2-Net features can be extracted by running:\n```\npython extract_features.py --image_list_file image_list_hpatches_sequences.txt\n```\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/d2net/hpatches_sequences/convert_to_png.sh",
    "content": "# DELF Extraction script doesn't support .ppm images.\ncurrent_dir=`pwd`\necho $current_dir\nfor dir in `ls hpatches-sequences-release`; do\n    echo $dir\n    cd hpatches-sequences-release/$dir\n    mogrify -format png *.ppm\n    cd $current_dir\ndone\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/d2net/hpatches_sequences/download.sh",
    "content": "#!/usr/bin/env bash\n\n# Download the dataset\nwget http://icvl.ee.ic.ac.uk/vbalnt/hpatches/hpatches-sequences-release.tar.gz\n\n# Extract the dataset\ntar xvzf hpatches-sequences-release.tar.gz\n\n# Remove the high-resolution sequences\ncd hpatches-sequences-release\nrm -rf i_contruction i_crownnight i_dc i_pencils i_whitebuilding v_artisans v_astronautis v_talent\ncd ..\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/d2net/hpatches_sequences/download_cache.sh",
    "content": "#!/usr/bin/env bash\n\nwget https://dsmn.ml/files/d2-net/hpatches-sequences-cache.tar.gz\ntar xvzf hpatches-sequences-cache.tar.gz\nrm -rf hpatches-sequences-cache.tar.gz\n\nwget https://dsmn.ml/files/d2-net/hpatches-sequences-cache-top.tar.gz\ntar xvzf hpatches-sequences-cache-top.tar.gz\nrm -rf hpatches-sequences-cache-top.tar.gz\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/d2net/image_list_hpatches_sequences.txt",
    "content": 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  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/d2net/image_list_qualitative.txt",
    "content": "qualitative/images/pair_1/1.jpg\nqualitative/images/pair_1/2.jpg\nqualitative/images/pair_2/1.jpg\nqualitative/images/pair_2/2.jpg\nqualitative/images/pair_3/1.jpg\nqualitative/images/pair_3/2.jpg\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/d2net/inloc/README.md",
    "content": "# InLoc evaluation instructions\n\nStart by downloading the [InLoc_demo](https://github.com/HajimeTaira/InLoc_demo) code. Once it is up and running according to the official instruction, you can copy and paste all the files available here overwriting the `Features_WUSTL` and `parfor_sparseGV` functions. `generate_list.m` will generate `image_list.txt` containing the queries and top 100 database matches (run `sort -u image_list.txt > image_list_unique.txt` to remove the duplicates). After extracting features for all the images in `image_list_unique.txt`, you can run `custom_demo` directly. \n\nThe feature extraction part for D2-Net can be done using the following command: `python extract_features.py --image_list_file /path/to/image_list_unique.txt --multiscale --output_format .mat`.\n\nIn case you plan on using your own features, don't forget to change the extension in `Features_WUSTL.m`. The local features are supposed to be stored in the `mat` format with two fields:\n\n- `keypoints` - `N x 3` matrix with `x, y, scale` coordinates of each keypoint in COLMAP format (the `X` axis points to the right, the `Y` axis to the bottom),\n\n- `descriptors` - `N x D` matrix with the descriptors.\n\nThe evaluation pipeline is live at [visuallocalization.net](https://www.visuallocalization.net/). In order to generate a submission file, please use the provided [ImgList2text](https://github.com/HajimeTaira/InLoc_demo/blob/master/functions/utils/ImgList2text.m) function.\n\nWe have also provided the `merge_files` MATLAB script that was used to merge the solutions of D2-Net Multiscale and Dense InLoc based on the view synthesis score. It can be used as follows `merge_files('output/densePV_top10_shortlist_method1.mat', 'outputs/densePV_top10_shortlist_method2.mat')`."
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/d2net/inloc/custom_demo.m",
    "content": "% Startup\nstartup;\n[ params ] = setup_project_ht_WUSTL;\n\n% 1. Retrieval\nht_retrieval;\n\n% 2. Geometric verification\nht_top100_sparsePE_localization;\n\n% 3. Pose verification\nImgList_densePE = ImgList_sparsePE; % Force dense PV to use sparse PE results.\nht_top10_densePV_localization;\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/d2net/inloc/functions/wustl_function/Features_WUSTL.m",
    "content": "function [f, d] = features_custom(I_path)\n  data = load([I_path '.d2-net'], '-mat');\n  f = double(data.keypoints(:, 1 : 3).');\n  d = double(data.descriptors.');\nend\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/d2net/inloc/functions/wustl_function/parfor_sparseGV.m",
    "content": "function parfor_sparseGV( qname, dbname, params )\n\n\n[~, dbbasename, ~] = fileparts(dbname);\nthis_sparsegv_matname = fullfile(params.output.gv_sparse.dir, qname, [dbbasename, params.output.gv_sparse.matformat]);\n\nif exist(this_sparsegv_matname, 'file') ~= 2\n    %load features\n    qfmatname = fullfile(params.input.feature.dir, params.data.q.dir, [qname, params.input.feature.q_sps_matformat]);\n    if exist(qfmatname, 'file') ~= 2\n        Iqname = fullfile(params.data.dir, params.data.q.dir, qname);\n        [f, d] = features_WUSTL(Iqname);\n        [qfdir, ~, ~] = fileparts(qfmatname);\n        if exist(qfdir, 'dir') ~= 7\n            mkdir(qfdir);\n        end\n        save('-v6', qfmatname, 'f', 'd');\n    end\n    features_q = load(qfmatname);\n    \n    dbfmatname = fullfile(params.input.feature.dir, params.data.db.cutout.dir, [dbname, params.input.feature.db_sps_matformat]);\n    if exist(dbfmatname, 'file') ~= 2\n        Idbname = fullfile(params.data.dir, params.data.db.cutout.dir, dbname);\n        [f, d] = features_WUSTL(Idbname);\n        [dbfdir, ~, ~] = fileparts(dbfmatname);\n        if exist(dbfdir, 'dir') ~= 7\n            mkdir(dbfdir);\n        end\n        save('-v6', dbfmatname, 'f', 'd');\n    end\n    features_db = load(dbfmatname);\n    \n    %geometric verification\n    if size(features_db.d, 2) < 6\n        H = nan(3, 3);\n        inls_qidx = [];\n        inls_dbidx = [];\n        inliernum = 0;\n        matches = [];\n        inliers = [];\n    else\n        \n        %geometric verification (homography lo-ransac)\n        [matches, inliers, H, ~] = at_sparseransac(features_q.f,features_q.d,features_db.f,features_db.d,3,10);\n        inliernum = length(inliers);\n        inls_qidx = inliers(1, :); inls_dbidx = inliers(2, :);\n    end\n    \n    %save\n    if exist(fullfile(params.output.gv_sparse.dir, qname), 'dir') ~= 7\n        mkdir(fullfile(params.output.gv_sparse.dir, qname));\n    end\n    save('-v6', this_sparsegv_matname, 'H', 'inliernum', 'inls_qidx', 'inls_dbidx', 'matches', 'inliers');\n    \n%     %debug\n%     Iq = imread(fullfile(params.data.dir, params.data.q.dir, qname));\n%     Idb = imread(fullfile(params.data.dir, params.data.db.cutout.dir, dbname));\n%     figure();\n%     ultimateSubplot ( 2, 1, 1, 1, 0.01, 0.05 );\n%     imshow(rgb2gray(Iq));hold on;\n%     plot(features_q.f(1, inls_qidx), features_q.f(2, inls_qidx),'g.');\n%     ultimateSubplot ( 2, 1, 2, 1, 0.01, 0.05 );\n%     imshow(rgb2gray(Idb));hold on;\n%     plot(features_db.f(1, inls_dbidx), features_db.f(2, inls_dbidx),'g.');\n% \n%     keyboard;\n    \nend\n\n\n\nend\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/d2net/inloc/generate_list.m",
    "content": "startup;\nparams = setup_project;\n\nht_retrieval;\n\nshortlist_topN = 100;\n\nquery_dir = fullfile(params.data.dir, params.data.q.dir);\ndb_dir = fullfile(params.data.dir, params.data.db.cutout.dir);\n\nimage_list_file = fopen('image_list.txt', 'w');\n\nfor ii = 1:1:length(ImgList_original)\n    query_image_path = [query_dir '/' ImgList_original(ii).queryname];\n\n    fprintf(image_list_file, '%s\\n', query_image_path);\n    \n    for jj = 1:1:shortlist_topN\n        db_image_path = [db_dir '/' ImgList_original(ii).topNname{jj}];\n\n        fprintf(image_list_file, '%s\\n', db_image_path);\n    end\nend\n\nfclose(image_list_file);\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/d2net/inloc/merge_files.m",
    "content": "function ImgList = merge_files(file1, file2)\n    f1 = load(file1);\n    ImgList_file1 = f1.ImgList;\n    f2 = load(file2);\n    ImgList_file2 = f2.ImgList;\n\n    PV_topN = 10;\n\n    n1 = 0;\n    n2 = 0;\n    ImgList = struct('queryname', {}, 'topNname', {}, 'topNscore', {}, 'P', {});\n    for ii = 1:1:length(ImgList_file1)\n        ImgList(ii).queryname = ImgList_file1(ii).queryname;\n        \n        sum_scores = containers.Map('KeyType', 'char', 'ValueType', 'double');\n        for jj = 1 : PV_topN\n            name = char(ImgList_file1(ii).topNname(jj));\n            if isKey(sum_scores, name)\n                sum_scores(name) = sum_scores(name) + ImgList_file1(ii).topNscore(jj);\n            else\n                sum_scores(name) = ImgList_file1(ii).topNscore(jj);\n            end\n            name = char(ImgList_file2(ii).topNname(jj));\n            if isKey(sum_scores, name)\n                sum_scores(name) = sum_scores(name) + ImgList_file2(ii).topNscore(jj);\n            else\n                sum_scores(name) = ImgList_file2(ii).topNscore(jj);\n            end\n        end\n        \n        max_score = 0;\n        img_name = 0;\n        for key = keys(sum_scores)\n            if sum_scores(char(key)) > max_score\n                max_score = sum_scores(char(key));\n                img_name = key;\n            end\n        end\n        \n        id_dense = 0;\n        id_sparse = 0;\n        for jj = 1 : PV_topN\n            if strcmp(char(ImgList_file1(ii).topNname(jj)), img_name)\n                id_dense = jj;\n            end\n            if strcmp(char(ImgList_file2(ii).topNname(jj)), img_name)\n                id_sparse = jj;\n            end\n        end\n        \n        if id_sparse == 0\n            n1 = n1 + 1;\n            ImgList(ii).topNscore = [ImgList_file1(ii).topNscore(id_dense)];\n            ImgList(ii).topNname = [ImgList_file1(ii).topNname(id_dense)];\n            ImgList(ii).P = [ImgList_file1(ii).P(id_dense)];\n            continue\n        end\n        \n        if id_dense == 0\n            n2 = n2 + 1;\n            ImgList(ii).topNscore = [ImgList_file2(ii).topNscore(id_sparse)];\n            ImgList(ii).topNname = [ImgList_file2(ii).topNname(id_sparse)];\n            ImgList(ii).P = [ImgList_file2(ii).P(id_sparse)];\n            continue\n        end\n        \n        max_score = 0;\n        if ImgList_file1(ii).topNscore(id_dense) > ImgList_file2(ii).topNscore(id_sparse)\n            n1 = n1 + 1;\n            ImgList(ii).topNscore = [ImgList_file1(ii).topNscore(id_dense)];\n            ImgList(ii).topNname = [ImgList_file1(ii).topNname(id_dense)];\n            ImgList(ii).P = [ImgList_file1(ii).P(id_dense)];\n        else\n            n2 = n2 + 1;\n            ImgList(ii).topNscore = [ImgList_file2(ii).topNscore(id_sparse)];\n            ImgList(ii).topNname = [ImgList_file2(ii).topNname(id_sparse)];\n            ImgList(ii).P = [ImgList_file2(ii).P(id_sparse)];\n        end\n    end\n\n    fprintf(1, \"%d file 1 poses & %d file 2 poses selected\\n\", n1, n2);\nend"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/d2net/megadepth_utils/preprocess_scene.py",
    "content": "import argparse\n\nimport imagesize\n\nimport numpy as np\n\nimport os\n\nparser = argparse.ArgumentParser(description='MegaDepth preprocessing script')\n\nparser.add_argument(\n    '--base_path', type=str, required=True,\n    help='path to MegaDepth'\n)\nparser.add_argument(\n    '--scene_id', type=str, required=True,\n    help='scene ID'\n)\n\nparser.add_argument(\n    '--output_path', type=str, required=True,\n    help='path to the output directory'\n)\n\nargs = parser.parse_args()\n\nbase_path = args.base_path\n# Remove the trailing / if need be.\nif base_path[-1] in ['/', '\\\\']:\n    base_path = base_path[: - 1]\nscene_id = args.scene_id\n\nbase_depth_path = os.path.join(\n    base_path, 'phoenix/S6/zl548/MegaDepth_v1'\n)\nbase_undistorted_sfm_path = os.path.join(\n    base_path, 'Undistorted_SfM'\n)\n\nundistorted_sparse_path = os.path.join(\n    base_undistorted_sfm_path, scene_id, 'sparse-txt'\n)\nif not os.path.exists(undistorted_sparse_path):\n    exit()\n\ndepths_path = os.path.join(\n    base_depth_path, scene_id, 'dense0', 'depths'\n)\nif not os.path.exists(depths_path):\n    exit()\n\nimages_path = os.path.join(\n    base_undistorted_sfm_path, scene_id, 'images'\n)\nif not os.path.exists(images_path):\n    exit()\n\n# Process cameras.txt\nwith open(os.path.join(undistorted_sparse_path, 'cameras.txt'), 'r') as f:\n    raw = f.readlines()[3 :]  # skip the header\n\ncamera_intrinsics = {}\nfor camera in raw:\n    camera = camera.split(' ')\n    camera_intrinsics[int(camera[0])] = [float(elem) for elem in camera[2 :]]\n\n# Process points3D.txt\nwith open(os.path.join(undistorted_sparse_path, 'points3D.txt'), 'r') as f:\n    raw = f.readlines()[3 :]  # skip the header\n\npoints3D = {}\nfor point3D in raw:\n    point3D = point3D.split(' ')\n    points3D[int(point3D[0])] = np.array([\n        float(point3D[1]), float(point3D[2]), float(point3D[3])\n    ])\n    \n# Process images.txt\nwith open(os.path.join(undistorted_sparse_path, 'images.txt'), 'r') as f:\n    raw = f.readlines()[4 :]  # skip the header\n\nimage_id_to_idx = {}\nimage_names = []\nraw_pose = []\ncamera = []\npoints3D_id_to_2D = []\nn_points3D = []\nfor idx, (image, points) in enumerate(zip(raw[:: 2], raw[1 :: 2])):\n    image = image.split(' ')\n    points = points.split(' ')\n\n    image_id_to_idx[int(image[0])] = idx\n\n    image_name = image[-1].strip('\\n')\n    image_names.append(image_name)\n\n    raw_pose.append([float(elem) for elem in image[1 : -2]])\n    camera.append(int(image[-2]))\n    current_points3D_id_to_2D = {}\n    for x, y, point3D_id in zip(points[:: 3], points[1 :: 3], points[2 :: 3]):\n        if int(point3D_id) == -1:\n            continue\n        current_points3D_id_to_2D[int(point3D_id)] = [float(x), float(y)]\n    points3D_id_to_2D.append(current_points3D_id_to_2D)\n    n_points3D.append(len(current_points3D_id_to_2D))\nn_images = len(image_names)\n\n# Image and depthmaps paths\nimage_paths = []\ndepth_paths = []\nfor image_name in image_names:\n    image_path = os.path.join(images_path, image_name)\n   \n    # Path to the depth file\n    depth_path = os.path.join(\n        depths_path, '%s.h5' % os.path.splitext(image_name)[0]\n    )\n    \n    if os.path.exists(depth_path):\n        # Check if depth map or background / foreground mask\n        file_size = os.stat(depth_path).st_size\n        # Rough estimate - 75KB might work as well\n        if file_size < 100 * 1024:\n            depth_paths.append(None)\n            image_paths.append(None)\n        else:\n            depth_paths.append(depth_path[len(base_path) + 1 :])\n            image_paths.append(image_path[len(base_path) + 1 :])\n    else:\n        depth_paths.append(None)\n        image_paths.append(None)\n\n# Camera configuration\nintrinsics = []\nposes = []\nprincipal_axis = []\npoints3D_id_to_ndepth = []\nfor idx, image_name in enumerate(image_names):\n    if image_paths[idx] is None:\n        intrinsics.append(None)\n        poses.append(None)\n        principal_axis.append([0, 0, 0])\n        points3D_id_to_ndepth.append({})\n        continue\n    image_intrinsics = camera_intrinsics[camera[idx]]\n    K = np.zeros([3, 3])\n    K[0, 0] = image_intrinsics[2]\n    K[0, 2] = image_intrinsics[4]\n    K[1, 1] = image_intrinsics[3]\n    K[1, 2] = image_intrinsics[5]\n    K[2, 2] = 1\n    intrinsics.append(K)\n\n    image_pose = raw_pose[idx]\n    qvec = image_pose[: 4]\n    qvec = qvec / np.linalg.norm(qvec)\n    w, x, y, z = qvec\n    R = np.array([\n        [\n            1 - 2 * y * y - 2 * z * z,\n            2 * x * y - 2 * z * w,\n            2 * x * z + 2 * y * w\n        ],\n        [\n            2 * x * y + 2 * z * w,\n            1 - 2 * x * x - 2 * z * z,\n            2 * y * z - 2 * x * w\n        ],\n        [\n            2 * x * z - 2 * y * w,\n            2 * y * z + 2 * x * w,\n            1 - 2 * x * x - 2 * y * y\n        ]\n    ])\n    principal_axis.append(R[2, :])\n    t = image_pose[4 : 7]\n    # World-to-Camera pose\n    current_pose = np.zeros([4, 4])\n    current_pose[: 3, : 3] = R\n    current_pose[: 3, 3] = t\n    current_pose[3, 3] = 1\n    # Camera-to-World pose\n    # pose = np.zeros([4, 4])\n    # pose[: 3, : 3] = np.transpose(R)\n    # pose[: 3, 3] = -np.matmul(np.transpose(R), t)\n    # pose[3, 3] = 1\n    poses.append(current_pose)\n    \n    current_points3D_id_to_ndepth = {}\n    for point3D_id in points3D_id_to_2D[idx].keys():\n        p3d = points3D[point3D_id]\n        current_points3D_id_to_ndepth[point3D_id] = (np.dot(R[2, :], p3d) + t[2]) / (.5 * (K[0, 0] + K[1, 1])) \n    points3D_id_to_ndepth.append(current_points3D_id_to_ndepth)\nprincipal_axis = np.array(principal_axis)\nangles = np.rad2deg(np.arccos(\n    np.clip(\n        np.dot(principal_axis, np.transpose(principal_axis)),\n        -1, 1\n    )\n))\n\n# Compute overlap score\noverlap_matrix = np.full([n_images, n_images], -1.)\nscale_ratio_matrix = np.full([n_images, n_images], -1.)\nfor idx1 in range(n_images):\n    if image_paths[idx1] is None or depth_paths[idx1] is None:\n        continue\n    for idx2 in range(idx1 + 1, n_images):\n        if image_paths[idx2] is None or depth_paths[idx2] is None:\n            continue\n        matches = (\n            points3D_id_to_2D[idx1].keys() &\n            points3D_id_to_2D[idx2].keys()\n        )\n        min_num_points3D = min(\n            len(points3D_id_to_2D[idx1]), len(points3D_id_to_2D[idx2])\n        )\n        overlap_matrix[idx1, idx2] = len(matches) / len(points3D_id_to_2D[idx1])  # min_num_points3D\n        overlap_matrix[idx2, idx1] = len(matches) / len(points3D_id_to_2D[idx2])  # min_num_points3D\n        if len(matches) == 0:\n            continue\n        points3D_id_to_ndepth1 = points3D_id_to_ndepth[idx1]\n        points3D_id_to_ndepth2 = points3D_id_to_ndepth[idx2]\n        nd1 = np.array([points3D_id_to_ndepth1[match] for match in matches])\n        nd2 = np.array([points3D_id_to_ndepth2[match] for match in matches])\n        min_scale_ratio = np.min(np.maximum(nd1 / nd2, nd2 / nd1))\n        scale_ratio_matrix[idx1, idx2] = min_scale_ratio\n        scale_ratio_matrix[idx2, idx1] = min_scale_ratio\n\nnp.savez(\n    os.path.join(args.output_path, '%s.npz' % scene_id),\n    image_paths=image_paths,\n    depth_paths=depth_paths,\n    intrinsics=intrinsics,\n    poses=poses,\n    overlap_matrix=overlap_matrix,\n    scale_ratio_matrix=scale_ratio_matrix,\n    angles=angles,\n    n_points3D=n_points3D,\n    points3D_id_to_2D=points3D_id_to_2D,\n    points3D_id_to_ndepth=points3D_id_to_ndepth\n)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/d2net/megadepth_utils/preprocess_undistorted_megadepth.sh",
    "content": "#!/usr/bin/env bash\n\nif [[ $# != 2 ]]; then\n    echo 'Usage: bash preprocess_megadepth.sh /path/to/megadepth /output/path'\n    exit\nfi\n\nexport dataset_path=$1\nexport output_path=$2\n\nmkdir $output_path\necho 0\nls $dataset_path/Undistorted_SfM | xargs -P 8 -I % sh -c 'echo %; python preprocess_scene.py --base_path $dataset_path --scene_id % --output_path $output_path'"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/d2net/megadepth_utils/train_scenes.txt",
    "content": "0000\n0001\n0002\n0003\n0004\n0005\n0007\n0008\n0011\n0012\n0013\n0015\n0017\n0019\n0020\n0021\n0022\n0023\n0024\n0025\n0026\n0027\n0032\n0035\n0036\n0037\n0039\n0042\n0043\n0046\n0048\n0050\n0056\n0057\n0060\n0061\n0063\n0065\n0070\n0080\n0083\n0086\n0087\n0092\n0095\n0098\n0100\n0101\n0103\n0104\n0105\n0107\n0115\n0117\n0122\n0130\n0137\n0143\n0147\n0148\n0149\n0150\n0156\n0160\n0176\n0183\n0189\n0190\n0200\n0214\n0224\n0235\n0237\n0240\n0243\n0258\n0265\n0269\n0299\n0312\n0326\n0327\n0331\n0335\n0341\n0348\n0366\n0377\n0380\n0394\n0407\n0411\n0430\n0446\n0455\n0472\n0474\n0476\n0478\n0493\n0494\n0496\n0505\n0559\n0733\n0860\n1017\n1589\n4541\n5004\n5005\n5006\n5007\n5009\n5010\n5012\n5013\n5017\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/d2net/megadepth_utils/undistort_reconstructions.py",
    "content": "import argparse\n\nimport imagesize\n\nimport os\n\nimport subprocess\n\nparser = argparse.ArgumentParser(description='MegaDepth Undistortion')\n\nparser.add_argument(\n    '--colmap_path', type=str, required=True,\n    help='path to colmap executable'\n)\nparser.add_argument(\n    '--base_path', type=str, required=True,\n    help='path to MegaDepth'\n)\n\nargs = parser.parse_args()\n\nsfm_path = os.path.join(\n    args.base_path, 'MegaDepth_v1_SfM'\n)\nbase_depth_path = os.path.join(\n    args.base_path, 'phoenix/S6/zl548/MegaDepth_v1'\n)\noutput_path = os.path.join(\n    args.base_path, 'Undistorted_SfM'\n)\n\nos.mkdir(output_path)\n\nfor scene_name in os.listdir(base_depth_path):\n    current_output_path = os.path.join(output_path, scene_name)\n    os.mkdir(current_output_path)\n\n    image_path = os.path.join(\n        base_depth_path, scene_name, 'dense0', 'imgs'\n    )\n    if not os.path.exists(image_path):\n        continue\n    \n    # Find the maximum image size in scene.\n    max_image_size = 0\n    for image_name in os.listdir(image_path):\n        max_image_size = max(\n            max_image_size,\n            max(imagesize.get(os.path.join(image_path, image_name)))\n        )\n\n    # Undistort the images and update the reconstruction.\n    subprocess.call([\n        os.path.join(args.colmap_path, 'colmap'), 'image_undistorter', \n        '--image_path', os.path.join(sfm_path, scene_name, 'images'),\n        '--input_path', os.path.join(sfm_path, scene_name, 'sparse', 'manhattan', '0'),\n        '--output_path',  current_output_path,\n        '--max_image_size', str(max_image_size)\n    ])\n\n    # Transform the reconstruction to raw text format.\n    sparse_txt_path = os.path.join(current_output_path, 'sparse-txt')\n    os.mkdir(sparse_txt_path)\n    subprocess.call([\n        os.path.join(args.colmap_path, 'colmap'), 'model_converter',\n        '--input_path', os.path.join(current_output_path, 'sparse'),\n        '--output_path', sparse_txt_path, \n        '--output_type', 'TXT'\n    ])"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/d2net/megadepth_utils/valid_scenes.txt",
    "content": "0016\n0033\n0034\n0041\n0044\n0047\n0049\n0058\n0062\n0064\n0067\n0071\n0076\n0078\n0090\n0094\n0099\n0102\n0121\n0129\n0133\n0141\n0151\n0162\n0168\n0175\n0177\n0178\n0181\n0185\n0186\n0197\n0204\n0205\n0209\n0212\n0217\n0223\n0229\n0231\n0238\n0252\n0257\n0271\n0275\n0277\n0281\n0285\n0286\n0290\n0294\n0303\n0306\n0307\n0323\n0349\n0360\n0387\n0389\n0402\n0406\n0412\n0443\n0482\n0768\n1001\n3346\n5000\n5001\n5002\n5003\n5008\n5011\n5014\n5015\n5016\n5018\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/d2net/qualitative/Qualitative-Matches.ipynb",
    "content": "{\n \"cells\": [\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 1,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"import cv2\\n\",\n    \"\\n\",\n    \"import matplotlib.pyplot as plt\\n\",\n    \"\\n\",\n    \"import numpy as np\\n\",\n    \"\\n\",\n    \"import os\\n\",\n    \"\\n\",\n    \"from PIL import Image\\n\",\n    \"\\n\",\n    \"from skimage.feature import match_descriptors\\n\",\n    \"from skimage.measure import ransac\\n\",\n    \"from skimage.transform import ProjectiveTransform\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Don't forget to run feature extraction before running this script\\n\",\n    \"```python extract_features.py --image_list_file image_list_qualitative.txt```\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"### Change the pair index here (possible values: 1, 2 or 3)\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 2,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"pair_idx = 2\\n\",\n    \"assert(pair_idx in [1, 2, 3])\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"### Loading the features\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 3,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"pair_path = os.path.join('images', 'pair_%d' % pair_idx)\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 4,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"image1 = np.array(Image.open(os.path.join(pair_path, '1.jpg')))\\n\",\n    \"image2 = np.array(Image.open(os.path.join(pair_path, '2.jpg')))\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 5,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"feat1 = np.load(os.path.join(pair_path, '1.jpg.d2-net'))\\n\",\n    \"feat2 = np.load(os.path.join(pair_path, '2.jpg.d2-net'))\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"### Mutual nearest neighbors matching\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 6,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"matches = match_descriptors(feat1['descriptors'], feat2['descriptors'], cross_check=True)\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 7,\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Number of raw matches: 296.\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"print('Number of raw matches: %d.' % matches.shape[0])\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"### Homography fitting\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 8,\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Number of inliers: 69.\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"keypoints_left = feat1['keypoints'][matches[:, 0], : 2]\\n\",\n    \"keypoints_right = feat2['keypoints'][matches[:, 1], : 2]\\n\",\n    \"np.random.seed(0)\\n\",\n    \"model, inliers = ransac(\\n\",\n    \"    (keypoints_left, keypoints_right),\\n\",\n    \"    ProjectiveTransform, min_samples=4,\\n\",\n    \"    residual_threshold=4, max_trials=10000\\n\",\n    \")\\n\",\n    \"n_inliers = np.sum(inliers)\\n\",\n    \"print('Number of inliers: %d.' % n_inliers)\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"### Plotting\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 9,\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"data\": {\n      \"image/png\": 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\\n\",\n      \"text/plain\": [\n       \"<Figure size 1080x1080 with 1 Axes>\"\n      ]\n     },\n     \"metadata\": {\n      \"needs_background\": \"light\"\n     },\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"inlier_keypoints_left = [cv2.KeyPoint(point[0], point[1], 1) for point in keypoints_left[inliers]]\\n\",\n    \"inlier_keypoints_right = [cv2.KeyPoint(point[0], point[1], 1) for point in keypoints_right[inliers]]\\n\",\n    \"placeholder_matches = [cv2.DMatch(idx, idx, 1) for idx in range(n_inliers)]\\n\",\n    \"image3 = cv2.drawMatches(image1, inlier_keypoints_left, image2, inlier_keypoints_right, placeholder_matches, None)\\n\",\n    \"\\n\",\n    \"plt.figure(figsize=(15, 15))\\n\",\n    \"plt.imshow(image3)\\n\",\n    \"plt.axis('off')\\n\",\n    \"plt.show()\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": []\n  }\n ],\n \"metadata\": {\n  \"kernelspec\": {\n   \"display_name\": \"Python 3\",\n   \"language\": \"python\",\n   \"name\": \"python3\"\n  },\n  \"language_info\": {\n   \"codemirror_mode\": {\n    \"name\": \"ipython\",\n    \"version\": 3\n   },\n   \"file_extension\": \".py\",\n   \"mimetype\": \"text/x-python\",\n   \"name\": \"python\",\n   \"nbconvert_exporter\": \"python\",\n   \"pygments_lexer\": \"ipython3\",\n   \"version\": \"3.7.3\"\n  }\n },\n \"nbformat\": 4,\n \"nbformat_minor\": 2\n}\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/d2net/train.py",
    "content": "import argparse\n\nimport numpy as np\n\nimport os\n\nimport shutil\n\nimport torch\nimport torch.optim as optim\n\nfrom torch.utils.data import DataLoader\n\nfrom tqdm import tqdm\n\nimport warnings\n\nfrom lib.dataset import MegaDepthDataset\nfrom lib.exceptions import NoGradientError\nfrom lib.loss import loss_function\nfrom lib.model import D2Net\n\n\n# CUDA\nuse_cuda = torch.cuda.is_available()\ndevice = torch.device(\"cuda:0\" if use_cuda else \"cpu\")\n\n# Seed\ntorch.manual_seed(1)\nif use_cuda:\n    torch.cuda.manual_seed(1)\nnp.random.seed(1)\n\n# Argument parsing\nparser = argparse.ArgumentParser(description='Training script')\n\nparser.add_argument(\n    '--dataset_path', type=str, required=True,\n    help='path to the dataset'\n)\nparser.add_argument(\n    '--scene_info_path', type=str, required=True,\n    help='path to the processed scenes'\n)\n\nparser.add_argument(\n    '--preprocessing', type=str, default='caffe',\n    help='image preprocessing (caffe or torch)'\n)\nparser.add_argument(\n    '--model_file', type=str, default='models/d2_ots.pth',\n    help='path to the full model'\n)\n\nparser.add_argument(\n    '--num_epochs', type=int, default=10,\n    help='number of training epochs'\n)\nparser.add_argument(\n    '--lr', type=float, default=1e-3,\n    help='initial learning rate'\n)\nparser.add_argument(\n    '--batch_size', type=int, default=1,\n    help='batch size'\n)\nparser.add_argument(\n    '--num_workers', type=int, default=4,\n    help='number of workers for data loading'\n)\n\nparser.add_argument(\n    '--use_validation', dest='use_validation', action='store_true',\n    help='use the validation split'\n)\nparser.set_defaults(use_validation=False)\n\nparser.add_argument(\n    '--log_interval', type=int, default=250,\n    help='loss logging interval'\n)\n\nparser.add_argument(\n    '--log_file', type=str, default='log.txt',\n    help='loss logging file'\n)\n\nparser.add_argument(\n    '--plot', dest='plot', action='store_true',\n    help='plot training pairs'\n)\nparser.set_defaults(plot=False)\n\nparser.add_argument(\n    '--checkpoint_directory', type=str, default='checkpoints',\n    help='directory for training checkpoints'\n)\nparser.add_argument(\n    '--checkpoint_prefix', type=str, default='d2',\n    help='prefix for training checkpoints'\n)\n\nargs = parser.parse_args()\n\nprint(args)\n\n# Create the folders for plotting if need be\nif args.plot:\n    plot_path = 'train_vis'\n    if os.path.isdir(plot_path):\n        print('[Warning] Plotting directory already exists.')\n    else:\n        os.mkdir(plot_path)\n\n# Creating CNN model\nmodel = D2Net(\n    model_file=args.model_file,\n    use_cuda=use_cuda\n)\n\n# Optimizer\noptimizer = optim.Adam(\n    filter(lambda p: p.requires_grad, model.parameters()), lr=args.lr\n)\n\n# Dataset\nif args.use_validation:\n    validation_dataset = MegaDepthDataset(\n        scene_list_path='megadepth_utils/valid_scenes.txt',\n        scene_info_path=args.scene_info_path,\n        base_path=args.dataset_path,\n        train=False,\n        preprocessing=args.preprocessing,\n        pairs_per_scene=25\n    )\n    validation_dataloader = DataLoader(\n        validation_dataset,\n        batch_size=args.batch_size,\n        num_workers=args.num_workers\n    )\n\ntraining_dataset = MegaDepthDataset(\n    scene_list_path='megadepth_utils/train_scenes.txt',\n    scene_info_path=args.scene_info_path,\n    base_path=args.dataset_path,\n    preprocessing=args.preprocessing\n)\ntraining_dataloader = DataLoader(\n    training_dataset,\n    batch_size=args.batch_size,\n    num_workers=args.num_workers\n)\n\n\n# Define epoch function\ndef process_epoch(\n        epoch_idx,\n        model, loss_function, optimizer, dataloader, device,\n        log_file, args, train=True\n):\n    epoch_losses = []\n\n    torch.set_grad_enabled(train)\n\n    progress_bar = tqdm(enumerate(dataloader), total=len(dataloader))\n    for batch_idx, batch in progress_bar:\n        if train:\n            optimizer.zero_grad()\n\n        batch['train'] = train\n        batch['epoch_idx'] = epoch_idx\n        batch['batch_idx'] = batch_idx\n        batch['batch_size'] = args.batch_size\n        batch['preprocessing'] = args.preprocessing\n        batch['log_interval'] = args.log_interval\n\n        try:\n            loss = loss_function(model, batch, device, plot=args.plot)\n        except NoGradientError:\n            continue\n\n        current_loss = loss.data.cpu().numpy()[0]\n        epoch_losses.append(current_loss)\n\n        progress_bar.set_postfix(loss=('%.4f' % np.mean(epoch_losses)))\n\n        if batch_idx % args.log_interval == 0:\n            log_file.write('[%s] epoch %d - batch %d / %d - avg_loss: %f\\n' % (\n                'train' if train else 'valid',\n                epoch_idx, batch_idx, len(dataloader), np.mean(epoch_losses)\n            ))\n\n        if train:\n            loss.backward()\n            optimizer.step()\n\n    log_file.write('[%s] epoch %d - avg_loss: %f\\n' % (\n        'train' if train else 'valid',\n        epoch_idx,\n        np.mean(epoch_losses)\n    ))\n    log_file.flush()\n\n    return np.mean(epoch_losses)\n\n\n# Create the checkpoint directory\nif os.path.isdir(args.checkpoint_directory):\n    print('[Warning] Checkpoint directory already exists.')\nelse:\n    os.mkdir(args.checkpoint_directory)\n    \n\n# Open the log file for writing\nif os.path.exists(args.log_file):\n    print('[Warning] Log file already exists.')\nlog_file = open(args.log_file, 'a+')\n\n# Initialize the history\ntrain_loss_history = []\nvalidation_loss_history = []\nif args.use_validation:\n    validation_dataset.build_dataset()\n    min_validation_loss = process_epoch(\n        0,\n        model, loss_function, optimizer, validation_dataloader, device,\n        log_file, args,\n        train=False\n    )\n\n# Start the training\nfor epoch_idx in range(1, args.num_epochs + 1):\n    # Process epoch\n    training_dataset.build_dataset()\n    train_loss_history.append(\n        process_epoch(\n            epoch_idx,\n            model, loss_function, optimizer, training_dataloader, device,\n            log_file, args\n        )\n    )\n\n    if args.use_validation:\n        validation_loss_history.append(\n            process_epoch(\n                epoch_idx,\n                model, loss_function, optimizer, validation_dataloader, device,\n                log_file, args,\n                train=False\n            )\n        )\n\n    # Save the current checkpoint\n    checkpoint_path = os.path.join(\n        args.checkpoint_directory,\n        '%s.%02d.pth' % (args.checkpoint_prefix, epoch_idx)\n    )\n    checkpoint = {\n        'args': args,\n        'epoch_idx': epoch_idx,\n        'model': model.state_dict(),\n        'optimizer': optimizer.state_dict(),\n        'train_loss_history': train_loss_history,\n        'validation_loss_history': validation_loss_history\n    }\n    torch.save(checkpoint, checkpoint_path)\n    if (\n        args.use_validation and\n        validation_loss_history[-1] < min_validation_loss\n    ):\n        min_validation_loss = validation_loss_history[-1]\n        best_checkpoint_path = os.path.join(\n            args.checkpoint_directory,\n            '%s.best.pth' % args.checkpoint_prefix\n        )\n        shutil.copy(checkpoint_path, best_checkpoint_path)\n\n# Close the log file\nlog_file.close()\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/.gitignore",
    "content": "__pycache__/\n*.py[cod]\n*$py.class\n.DS_store\n\n# C extensions\n*.so\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/LICENSE",
    "content": "BSD 3-Clause License\n\nCopyright (c) 2019, NAVER LABS\nAll rights reserved.\n\nRedistribution and use in source and binary forms, with or without\nmodification, are permitted provided that the following conditions are met:\n\n1. Redistributions of source code must retain the above copyright notice, this\n   list of conditions and the following disclaimer.\n\n2. Redistributions in binary form must reproduce the above copyright notice,\n   this list of conditions and the following disclaimer in the documentation\n   and/or other materials provided with the distribution.\n\n3. Neither the name of the copyright holder nor the names of its\n   contributors may be used to endorse or promote products derived from\n   this software without specific prior written permission.\n\nTHIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS \"AS IS\"\nAND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE\nIMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE\nDISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDER OR CONTRIBUTORS BE LIABLE\nFOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL\nDAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR\nSERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER\nCAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY,\nOR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE\nOF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/README.md",
    "content": "# Deep Image Retrieval\n\nThis repository contains the models and the evaluation scripts (in Python3 and Pytorch 1.0+) of the papers:\n\n**[1] End-to-end Learning of Deep Visual Representations for Image Retrieval**\nAlbert Gordo, Jon Almazan, Jerome Revaud, Diane Larlus, IJCV 2017 [\\[PDF\\]](https://arxiv.org/abs/1610.07940)\n\n**[2] Learning with Average Precision: Training Image Retrieval with a Listwise Loss**\nJerome Revaud, Jon Almazan, Rafael S. Rezende, Cesar de Souza, ICCV 2019 [\\[PDF\\]](https://arxiv.org/abs/1906.07589)\n\n\nBoth papers tackle the problem of image retrieval and explore different ways to learn deep visual representations for this task. In both cases, a CNN is used to extract a feature map that is aggregated into a compact, fixed-length representation by a global-aggregation layer*. Finally, this representation is first projected using a FC layer, and L2 normalized so images can be efficiently compared with the dot product.\n\n\n![dir_network](https://user-images.githubusercontent.com/228798/59742085-aae19f80-9221-11e9-8063-e5f2528c304a.png)\n\nAll components in this network, including the aggregation layer, are differentiable, which makes it end-to-end trainable for the end task. In [1], a Siamese architecture that combines three streams with a triplet loss was proposed to train this network.  In [2], this work was extended by replacing the triplet loss with a new loss that directly optimizes for Average Precision.\n\n![Losses](https://user-images.githubusercontent.com/228798/59742025-7a9a0100-9221-11e9-9d58-1494716e9071.png)\n\n\\* Originally, [1] used R-MAC pooling [3] as the global-aggregation layer. However, due to its efficiency and better performace we have replaced the R-MAC pooling layer with the Generalized-mean pooling layer (GeM) proposed in [4]. You can find the original implementation of [1] in Caffe following [this link](https://europe.naverlabs.com/Research/Computer-Vision/Learning-Visual-Representations/Deep-Image-Retrieval/).\n\n\n## News\n\n- **(6/9/2019)** AP loss, Tie-aware AP loss, Triplet Margin loss, and Triplet LogExp loss added for reference\n- **(5/9/2019)** Update evaluation and AP numbers for all the benchmarks\n- **(22/7/2019)** Paper **_Learning with Average Precision: Training Image Retrieval with a Listwise Loss_** accepted at ICCV 2019\n\n\n## Pre-requisites\n\nIn order to run this toolbox you will need:\n\n- Python3 (tested with Python 3.7.3)\n- PyTorch (tested with version 1.4)\n- The following packages: numpy, matplotlib, tqdm, scikit-learn\n\nWith conda you can run the following commands:\n\n```\nconda install numpy matplotlib tqdm scikit-learn\nconda install pytorch torchvision -c pytorch\n```\n\n## Installation\n\n```\n# Download the code\ngit clone https://github.com/naver/deep-image-retrieval.git\n\n# Create env variables\ncd deep-image-retrieval\nexport DIR_ROOT=$PWD\nexport DB_ROOT=/PATH/TO/YOUR/DATASETS\n# for example: export DB_ROOT=$PWD/dirtorch/data/datasets\n```\n\n\n## Evaluation\n\n\n### Pre-trained models\n\nThe table below contains the pre-trained models that we provide with this library, together with their mAP performance on some of the most well-know image retrieval benchmakrs: [Oxford5K](http://www.robots.ox.ac.uk/~vgg/data/oxbuildings/), [Paris6K](http://www.robots.ox.ac.uk/~vgg/data/parisbuildings/), and their Revisited versions ([ROxford5K and RParis6K](https://github.com/filipradenovic/revisitop)).\n\n\n| Model | Oxford5K | Paris6K |  ROxford5K (med/hard) | RParis6K (med/hard) |\n|---\t|:-:|:-:|:-:|:-:|\n|  [Resnet101-TL-MAC](https://drive.google.com/file/d/13MUGNwn_CYGZvqDBD8FGD8fVYxThsSDg/view?usp=sharing) |  85.6\t| 90.1 |  63.3 / 35.7 \t|   76.6 / 55.5  |\n|  [Resnet101-TL-GeM](https://drive.google.com/open?id=1vhm1GYvn8T3-1C4SPjPNJOuTU9UxKAG6) | 85.7 | **93.4** | 64.5 / 40.9 |  78.8 / 59.2  |\n|  [Resnet50-AP-GeM](https://drive.google.com/file/d/1oPtE_go9tnsiDLkWjN4NMpKjh-_md1G5/view?usp=sharing) | 87.7 \t| 91.9 |  65.5 / 41.0 | 77.6 / 57.1 |\n|  [Resnet101-AP-GeM](https://drive.google.com/open?id=1UWJGDuHtzaQdFhSMojoYVQjmCXhIwVvy) | **89.1** | **93.0** | **67.1** / **42.3** |  **80.3**/**60.9** |\n|  [Resnet101-AP-GeM-LM18](https://drive.google.com/open?id=1r76NLHtJsH-Ybfda4aLkUIoW3EEsi25I)** |  88.1\t| **93.1** | 66.3 / **42.5**\t|   **80.2** / **60.8**  |\n\n\nThe name of the model encodes the backbone architecture of the network and the loss that has been used to train it (TL for triplet loss and AP for Average Precision loss). All models use **Generalized-mean pooling (GeM)** [3] as the global pooling mechanism, except for the model in the first row that uses MAC [3] \\(i.e. max-pooling), and have been trained on the **Landmarks-clean** [1] dataset (the clean version of the [Landmarks dataset](http://sites.skoltech.ru/compvision/projects/neuralcodes/)) directly **fine-tuning from ImageNet**. These numbers have been obtained using a **single resolution** and applying **whitening** to the output features (which has also been learned on Landmarks-clean). For a detailed explanation of all the hyper-parameters see [1] and [2] for the triplet loss and AP loss models, respectively.\n\n** For the sake of completeness, we have added an extra model, `Resnet101-AP-LM18`, which has been trained on the [Google-Landmarks Dataset](https://www.kaggle.com/google/google-landmarks-dataset), a large dataset consisting of more than 1M images and 15K classes.\n\n### Reproducing the results\n\nThe script `test_dir.py` can be used to evaluate the pre-trained models provided and to reproduce the results above:\n\n```\npython -m dirtorch.test_dir --dataset DATASET --checkpoint PATH_TO_MODEL \\\n\t\t[--whiten DATASET] [--whitenp POWER] [--aqe ALPHA-QEXP] \\\n\t\t[--trfs TRANSFORMS] [--gpu ID] [...]\n```\n\n- `--dataset`: selects the dataset (eg.: Oxford5K, Paris6K, ROxford5K, RParis6K) [**required**]\n- `--checkpoint`: path to the model weights [**required**]\n- `--whiten`: applies whitening to the output features [default 'Landmarks_clean']\n- `--whitenp`: whitening power [default: 0.25]\n- `--aqe`: alpha-query expansion parameters [default: None]\n- `--trfs`: input image transformations (can be used to apply multi-scale) [default: None]\n- `--gpu`: selects the GPU ID (-1 selects the CPU)\n\nFor example, to reproduce the results of the Resnet101-AP_loss model on the RParis6K dataset download the model `Resnet-101-AP-GeM.pt` from [here](https://drive.google.com/open?id=1mi50tG6oXY1eE9yJnmGCPdTmlIjG7mr0) and run:\n\n```\ncd $DIR_ROOT\nexport DB_ROOT=/PATH/TO/YOUR/DATASETS\n\npython -m dirtorch.test_dir --dataset RParis6K \\\n\t\t--checkpoint dirtorch/data/Resnet101-AP-GeM.pt \\\n\t\t--whiten Landmarks_clean --whitenp 0.25 --gpu 0\n```\n\nAnd you should see the following output:\n\n```\n>> Evaluation...\n * mAP-easy = 0.907568\n * mAP-medium = 0.803098\n * mAP-hard = 0.608556\n```\n\n**Note:** this script integrates an automatic downloader for the Oxford5K, Paris6K, ROxford5K, and RParis6K datasets (kudos to Filip Radenovic ;)). The datasets will be saved in `$DB_ROOT`.\n\n## Feature extractor\n\nYou can also use the pre-trained models to extract features from your own datasets or collection of images. For that we provide the script `feature_extractor.py`:\n\n```\npython -m dirtorch.extract_features --dataset DATASET --checkpoint PATH_TO_MODEL \\\n\t\t--output PATH_TO_FILE [--whiten DATASET] [--whitenp POWER] \\\n\t\t[--trfs TRANSFORMS] [--gpu ID] [...]\n```\n\nwhere `--output` is used to specify the destination where the features will be saved. The rest of the parameters are the same as seen above.\n\nFor example, this is how the script can be used to extract a feature representation for each one of the images in the RParis6K dataset using the `Resnet-101-AP-GeM.pt` model, and storing them in `rparis6k_features.npy`:\n\n```\ncd $DIR_ROOT\nexport DB_ROOT=/PATH/TO/YOUR/DATASETS\n\npython -m dirtorch.extract_features --dataset RParis6K \\\n\t\t--checkpoint dirtorch/data/Resnet101-AP-GeM.pt \\\n\t\t--output rparis6k_features.npy \\\n\t\t--whiten Landmarks_clean --whitenp 0.25 --gpu 0\n```\n\nThe library also provides a **generic class dataset** (`ImageList`) that allows you to specify the list of images by providing a simple text file.\n\n```\n--dataset 'ImageList(\"PATH_TO_TEXTFILE\" [, \"IMAGES_ROOT\"])'\n```\n\nEach row of the text file should contain a single path to a given image:\n\n```\n/PATH/TO/YOUR/DATASET/images/image1.jpg\n/PATH/TO/YOUR/DATASET/images/image2.jpg\n/PATH/TO/YOUR/DATASET/images/image3.jpg\n/PATH/TO/YOUR/DATASET/images/image4.jpg\n/PATH/TO/YOUR/DATASET/images/image5.jpg\n```\n\nAlternatively, you can also use relative paths, and use `IMAGES_ROOT` to specify the root folder.\n\n## Feature extraction with kapture datasets\n\nKapture is a pivot file format, based on text and binary files, used to describe SFM (Structure From Motion) and more generally sensor-acquired data.\n\nIt is available at https://github.com/naver/kapture.\nIt contains conversion tools for popular formats and several popular datasets are directly available in kapture.\n\nIt can be installed with:\n```bash\npip install kapture\n```\n\nDatasets can be downloaded with:\n```bash\nkapture_download_dataset.py update\nkapture_download_dataset.py list\n# e.g.: install mapping and query of Extended-CMU-Seasons_slice22\nkapture_download_dataset.py install \"Extended-CMU-Seasons_slice22_*\"\n```\nIf you want to convert your own dataset into kapture, please find some examples [here](https://github.com/naver/kapture/blob/master/doc/datasets.adoc).\n\nOnce installed, you can extract global features for your kapture dataset with:\n```bash\ncd $DIR_ROOT\npython -m dirtorch.extract_kapture --kapture-root pathto/yourkapturedataset --checkpoint dirtorch/data/Resnet101-AP-GeM-LM18.pt --gpu 0\n```\n\nRun `python -m dirtorch.extract_kapture --help` for more information on the extraction parameters. \n\n## Citations\n\nPlease consider citing the following papers in your publications if this helps your research.\n\n```\n@article{GARL17,\n title = {End-to-end Learning of Deep Visual Representations for Image Retrieval},\n author = {Gordo, A. and Almazan, J. and Revaud, J. and Larlus, D.}\n journal = {IJCV},\n year = {2017}\n}\n\n@inproceedings{RARS19,\n title = {Learning with Average Precision: Training Image Retrieval with a Listwise Loss},\n author = {Revaud, J. and Almazan, J. and Rezende, R.S. and de Souza, C.R.}\n booktitle = {ICCV},\n year = {2019}\n}\n```\n\n## Contributors\n\nThis library has been developed by Jerome Revaud, Rafael de Rezende, Cesar de Souza, Diane Larlus, and Jon Almazan at **[Naver Labs Europe](https://europe.naverlabs.com)**.\n\n\n**Special thanks to [Filip Radenovic](https://github.com/filipradenovic).** In this library, we have used the ROxford5K and RParis6K downloader from his awesome **[CNN-imageretrieval repository](https://github.com/filipradenovic/cnnimageretrieval-pytorch)**. Consider checking it out if you want to train your own models for image retrieval!\n\n## References\n\n[1] Gordo, A., Almazan, J., Revaud, J., Larlus, D., [End-to-end Learning of Deep Visual Representations for Image Retrieval](https://arxiv.org/abs/1610.07940). IJCV 2017\n\n[2] Revaud, J., Almazan, J., Rezende, R.S., de Souza, C., [Learning with Average Precision: Training Image Retrieval with a Listwise Loss](https://arxiv.org/abs/1906.07589). ICCV 2019\n\n[3] Tolias, G., Sicre, R., Jegou, H., [Particular object retrieval with integral max-pooling of CNN activations](https://arxiv.org/abs/1511.05879). ICLR 2016\n\n[4] Radenovic, F., Tolias, G., Chum, O., [Fine-tuning CNN Image Retrieval with No Human Annotation](https://arxiv.org/pdf/1711.02512). TPAMI 2018\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/datasets/__init__.py",
    "content": "try: from .oxford import *\nexcept ImportError: pass\ntry: from .paris import *\nexcept ImportError: pass\ntry: from .distractors import *\nexcept ImportError: pass\ntry: from .landmarks import Landmarks_clean, Landmarks_clean_val, Landmarks_lite\nexcept ImportError: pass\ntry: from .landmarks18 import *\nexcept ImportError: pass\n\n# create a dataset from a string\nfrom .create import *\ncreate = DatasetCreator(globals())\n\nfrom .dataset import split, deploy, deploy_and_split\nfrom .generic import *\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/datasets/__main__.py",
    "content": "import os\nimport sys\nimport pdb \nfrom nltools.gutils.pyplot import *\n\n\ndef viz_dataset(db, nr=6, nc=6):\n    ''' a convenient way to vizualize the content of a dataset.\n        If there are queries, it will show the ground-truth for each query.\n    '''\n    pyplot(globals())\n    \n    try:\n        query_db = db.get_query_db()\n        \n        LABEL = ['null', 'pos', 'neg']\n        \n        for query in range(query_db.nimg):\n            figure(\"Query\")\n            subplot_grid(20, 1)\n            pl.imshow(query_db.get_image(query))\n            pl.xlabel('Query #%d' % query)\n            \n            pl_noticks()\n            gt = db.get_query_groundtruth(query)\n            ranked = (-gt).argsort()\n            \n            for i,idx in enumerate(ranked):\n                if i+2 > 20: break\n                subplot_grid(20, i+2)\n                pl.imshow(db.get_image(idx))\n                label = gt[idx]\n                pl.xlabel('#%d %s' % (idx, LABEL[label]))\n                pl_noticks()\n            pdb.set_trace()\n    \n    except NotImplementedError:\n        import numpy as np\n        pl.ion()\n        \n        R = 1\n        nr = nr // R\n        \n        def show_img(r, c, i):\n            i = np.random.randint(len(db))\n            \n            pl.subplot(R*nr,nc,(R*r+0)*nc+c+1)\n            img = db.get_image(i)\n            print(i, db.get_key(i), \"%d x %d\" % img.size)\n            pl.imshow(img)\n            pl.xticks(())\n            pl.yticks(())\n            if db.has_label():\n                pl.xlabel(db.get_label(i))\n\n        pl.figure()\n        pl.subplots_adjust(0,0,1,1,0.02,)\n        n = 0\n        while True:\n            pl.clf()\n            for r in range(nr):\n              for c in range(nc):\n                show_img(r,c,n)\n                n += 1\n            pdb.set_trace()\n\n\n\nif __name__ == '__main__':\n    from .__init__ import create\n\n    args = sys.argv[1:]\n    if not args:\n        print(\"Error: Provide a db_cmd to this script\"); \n        exit()\n    \n    db = args.pop(0)\n    print(\"Instanciating dataset '%s'...\" % db)\n    \n    db = create(db)\n    print(db)\n        \n    viz_dataset(db)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/datasets/create.py",
    "content": "from .dataset import split, deploy, deploy_and_split\nfrom .generic import *\n\n\nclass DatasetCreator:\n    ''' Create a dataset from a string.\n\n    dataset_cmd (str):\n        Command to execute.\n        ex: \"ImageList('path/to/list.txt')\"\n\n    Returns:\n        instanciated dataset.\n    '''\n    def __init__(self, globs):\n        for k, v in globs.items():\n            globals()[k] = v\n    \n    def __call__(self, dataset_cmd ):\n        if '(' not in dataset_cmd:\n            dataset_cmd += \"()\"\n\n        try:\n            return eval(dataset_cmd)\n        except NameError:\n            import sys, inspect\n            dbs = [name for name,obj in globals().items() if name[0]!='_' and name not in ('DatasetCreator','defaultdict') and inspect.isclass(obj)]\n            print(\"Error: unknown dataset %s\\nAvailable datasets: %s\" % (dataset_cmd.replace('()',''), ', '.join(sorted(dbs))), file=sys.stderr) \n            sys.exit(1)\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/datasets/dataset.py",
    "content": "import os\nimport json\nimport pdb\nimport numpy as np\nfrom collections import defaultdict\n\n\nclass Dataset(object):\n    ''' Base class for a dataset. To be overloaded.\n\n        Contains:\n            - images                --> get_image(i) --> image\n            - image labels          --> get_label(i)\n            - list of image queries --> get_query(i) --> image\n            - list of query ROIs    --> get_query_roi(i)\n\n        Creation:\n            Use dataset.create( \"...\" ) to instanciate one.\n            db = dataset.create( \"ImageList('path/to/list.txt')\" )\n\n        Attributes:\n            root:       image directory root\n            nimg:       number of images == len(self)\n            nclass:     number of classes\n    '''\n    root = ''\n    img_dir = ''\n    nimg = 0\n    nclass = 0\n    ninstance = 0\n\n    classes = []    # all class names (len == nclass)\n    labels = []     # all image labels (len == nimg)\n    c_relevant_idx = {} # images belonging to each class (c_relevant_idx[cl_name] = [idx list])\n\n    def __len__(self):\n        return self.nimg\n\n    def get_filename(self, img_idx, root=None):\n        return os.path.join(root or self.root, self.img_dir, self.get_key(img_idx))\n\n    def get_key(self, img_idx):\n        raise NotImplementedError()\n\n    def key_to_index(self, key):\n        if not hasattr(self, '_key_to_index'):\n            self._key_to_index = {self.get_key(i):i for i in range(len(self))}\n        return self._key_to_index[key]\n\n    def get_image(self, img_idx, resize=None):\n        from PIL import Image\n        img = Image.open(self.get_filename(img_idx)).convert('RGB')\n        if resize:\n            img = img.resize(resize, Image.ANTIALIAS if np.prod(resize) < np.prod(img.size) else Image.BICUBIC)\n        return img\n\n    def get_image_size(self, img_idx):\n        return self.imsize\n\n    def get_label(self, img_idx, toint=False):\n        raise NotImplementedError()\n\n    def has_label(self):\n        try: self.get_label(0); return True\n        except NotImplementedError: return False\n\n    def get_query_db(self):\n        raise NotImplementedError()\n\n    def get_query_groundtruth(self, query_idx, what='AP'):\n        query_db = self.get_query_db()\n        assert self.nclass == query_db.nclass\n        if what == 'AP':\n            res = -np.ones(self.nimg, dtype=np.int8) # all negatives\n            res[self.c_relevant_idx[query_db.get_label(query_idx)]] = 1 # positives\n            if query_db == self: res[query_idx] = 0 # query is junk\n        elif what == 'label':\n            res = query_db.get_label(query_idx)\n        else:\n            raise ValueError(\"Unknown ground-truth type: %s\" % what)\n        return res\n\n    def eval_query_AP(self, query_idx, scores):\n        \"\"\" Evaluates AP for a given query.\n        \"\"\"\n        from ..utils.evaluation import compute_AP\n        gt = self.get_query_groundtruth(query_idx, 'AP') # labels in {-1, 0, 1}\n        assert gt.shape == scores.shape, \"scores should have shape %s\" % str(gt.shape)\n        assert -1 <= gt.min() and gt.max() <= 1, \"bad ground-truth labels\"\n        keep = (gt != 0)  # remove null labels\n        if sum(gt[keep]>0) == 0: return -1 # exclude queries with no relevants form the evaluation\n        return compute_AP(gt[keep]>0, scores[keep])\n\n    def eval_query_top(self, query_idx, scores, k=(1,5,10,20,50,100)):\n        \"\"\" Evaluates top-k for a given query.\n        \"\"\"\n        if not self.labels: raise NotImplementedError()\n        q_label = self.get_query_groundtruth(query_idx, 'label')\n        correct = np.bool8([l==q_label for l in self.labels])\n        correct = correct[(-scores).argsort()]\n        return {k_:float(correct[:k_].any()) for k_ in k if k_<len(correct)}\n\n    def original(self):\n        return self # overload this when the dataset is derived from another one\n\n    def __repr__(self):\n        res =  'Dataset: %s\\n' % self.__class__.__name__\n        res += '  %d images' % len(self)\n        if self.nclass: res += \", %d classes\" % (self.nclass)\n        if self.ninstance: res += ', %d instances' % (self.ninstance)\n        try:\n            res += ', %d queries' % (self.get_query_db().nimg)\n        except NotImplementedError:\n            pass\n        res += '\\n  root: %s...' % self.root\n        return res\n\n\n\n\n\ndef split( dataset, train_prop, val_prop=0, method='balanced' ):\n    ''' Split a dataset into several subset:\n        train, val and test\n\n        method = hash:\n            Split are reliable, i.e. unaffected by adding/removing images.\n            But some clusters might be uneven (not respecting props well)\n        method = balanced:\n            splits are balanced (they respect props well), but not\n            stable to modifications of the dataset.\n\n        Returns:\n            (train, val, test)\n            if val_prop==0: return (train, test)\n    '''\n    assert 0 <= train_prop <= 1\n    assert 0 <= val_prop < 1\n    assert train_prop + val_prop <= 1\n\n    train = []\n    val = []\n    test = []\n\n    # redefine hash(), because built-in is not session-consistent anymore\n    import hashlib\n    hash = lambda x: int(hashlib.md5(bytes(x,\"ascii\")).hexdigest(),16)\n\n    if method == 'balanced':\n        test_prop = 1 - train_prop - val_prop\n\n        perclass = [[] for i in range(dataset.nclass)]\n        for i in range(len(dataset)):\n            label = dataset.get_label(i, toint=True)\n            h = hash(dataset.get_key(i))\n            perclass[label].append( (h,i) )\n\n        for imgs in perclass:\n            nn = len(imgs)\n            imgs.sort() # randomize order consistently with hash\n            if imgs:\n                imgs = list(list(zip(*imgs))[1]) # discard hash\n            if imgs and train_prop > 0:\n                train.append( imgs.pop() ) # ensure at least 1 training sample\n            for i in range(int(0.9999+val_prop*nn)):\n                if imgs: val.append( imgs.pop() )\n            for i in range(int(0.9999+test_prop*nn)):\n                if imgs: test.append( imgs.pop() )\n            if imgs: train += imgs\n\n        train.sort()\n        val.sort()\n        test.sort()\n\n    elif method == 'hash':\n        val_prop2 = train_prop + val_prop\n        for i in range(len(dataset)):\n            fname = dataset.get_key(i)\n\n            # compute file hash\n            h = (hash(fname)%100)/100.0\n            if h < train_prop:\n                train.append( i )\n            elif h < val_prop2:\n                val.append( i )\n            else:\n                test.append( i )\n    else:\n        raise ValueError(\"bad split method \"+method)\n\n    train = SubDataset(dataset, train)\n    val = SubDataset(dataset, val)\n    test = SubDataset(dataset, test)\n\n    if val_prop == 0:\n        return train, test\n    else:\n        return train, val, test\n\n\nclass SubDataset(Dataset):\n    ''' Contains a sub-part of another dataset.\n    '''\n    def __init__(self, dataset, indices):\n        self.root = dataset.root\n        self.img_dir = dataset.img_dir\n        self.dataset = dataset\n        self.indices = indices\n\n        self.nimg = len(self.indices)\n        self.nclass = self.dataset.nclass\n\n    def get_key(self, i):\n        return self.dataset.get_key(self.indices[i])\n\n    def get_label(self, i, **kw):\n        return self.dataset.get_label(self.indices[i],**kw)\n\n    def get_bbox(self, i, **kw):\n        if hasattr(self.dataset,'get_bbox'):\n            return self.dataset.get_bbox(self.indices[i],**kw)\n        else:\n            raise NotImplementedError()\n\n    def __repr__(self):\n        res =  'SubDataset(%s)\\n' % self.dataset.__class__.__name__\n        res += '  %d/%d images, %d classes\\n' % (len(self),len(self.dataset),self.nclass)\n        res += '  root: %s...' % os.path.join(self.root,self.img_dir)\n        return res\n\n    def viz_distr(self):\n        from matplotlib import pyplot as pl; pl.ion()\n        count = [0]*self.nclass\n        for i in range(self.nimg):\n            count[ self.get_label(i,toint=True) ] += 1\n        cid = list(range(self.nclass))\n        pl.bar(cid, count)\n        pdb.set_trace()\n\n\nclass CatDataset(Dataset):\n    ''' Concatenation of several datasets.\n    '''\n    def __init__(self, *datasets):\n        assert len(datasets) >= 1\n        self.datasets = datasets\n\n        db = datasets[0]\n        self.root = os.path.normpath(os.path.join(db.root, db.img_dir)) + os.sep\n        self.labels = self.imgs = None # cannot access it the normal way\n        self.classes = db.classes\n        self.nclass = db.nclass\n        self.c_relevant_idx = defaultdict(list)\n\n        offsets = [0]\n        full_root = lambda db: os.path.normpath(os.path.join(db.root, db.img_dir))\n        for db in datasets:\n            assert db.nclass == self.nclass, 'All dataset must have the same number of classes'\n            assert db.classes == self.classes, 'All datasets must have the same classes'\n\n            # look for a common root\n            self.root = os.path.commonprefix((self.root, full_root(db) + os.sep))\n            assert self.root, 'no common root between datasets'\n            self.root = self.root[:self.root.rfind(os.sep)] + os.sep\n\n            offset = sum(offsets)\n            for label, rel in db.c_relevant_idx.items():\n                self.c_relevant_idx[label] += [i+offset for i in rel]\n            offsets.append(db.nimg)\n\n        self.roots = [full_root(db)[len(self.root):] for db in datasets]\n        self.offsets = np.cumsum(offsets)\n        self.nimg = self.offsets[-1]\n\n    def which(self, i):\n        pos = np.searchsorted(self.offsets, i, side='right')-1\n        assert pos < self.nimg, 'Bad image index %d >= %d' % (i, self.nimg)\n        return pos, i - self.offsets[pos]\n\n    def get(self, i, attr):\n        b, j = self.which(i)\n        return getattr(self.datasets[b],attr)\n\n    def __getattr__(self, name):\n        # try getting it\n        val = getattr(self.datasets[0], name)\n        assert not callable(val), 'CatDataset: %s is not a shared attribute, use call()' % str(name)\n        for db in self.datasets[1:]:\n            assert np.all(val == getattr(db, name)), 'CatDataset: inconsistent shared attribute %s, use get()' % str(name)\n        return val\n\n    def call(self, i, func, *args, **kwargs):\n        b, j = self.which(i)\n        return getattr(self.datasets[b],attr)(j,*args, **kwargs)\n\n    def get_key(self, i):\n        b, i = self.which(i)\n        key = self.datasets[b].get_key(i)\n        return os.path.join(self.roots[b], key)\n\n    def get_label(self, i, toint=False):\n        b, i = self.which(i)\n        return self.datasets[b].get_label(i,toint=toint)\n\n    def get_bbox(self,i):\n        b, i = self.which(i)\n        return self.datasets[b].get_bbox(i)\n\n    def get_polygons(self,i,**kw):\n        b, i = self.which(i)\n        return self.datasets[b].get_polygons(i,**kw)\n\n\n\n\ndef deploy( dataset, target_dir, transforms=None, redo=False, ext=None, **savekwargs):\n    if not target_dir: return dataset\n    from PIL import Image\n    from fcntl import flock, LOCK_EX\n    import tqdm\n\n    if transforms is not None:\n        # identify transform with a unique hash\n        import hashlib\n        def get_params(trf):\n            if type(trf).__name__ == 'Compose':\n                return [get_params(t) for t in trf.transforms]\n            else:\n                return {type(trf).__name__:vars(trf)}\n        params = get_params(transforms)\n        unique_key = json.dumps(params, sort_keys=True).encode('utf-8')\n        h = hashlib.md5().hexdigest()\n        target_dir = os.path.join(target_dir, h)\n    print(\"Deploying in '%s'\" % target_dir)\n\n    try:\n        imsizes_path = os.path.join(target_dir,'imsizes.json')\n        imsize_file = open(imsizes_path,'r+')\n        #print(\"opening %s in r+ mode\"%imsize_file)\n    except IOError:\n        try: os.makedirs(os.path.split(imsizes_path)[0])\n        except OSError: pass\n        imsize_file = open(imsizes_path,'w+')\n        #print(\"opening %s in w+ mode\"%imsize_file)\n\n    # block access to this file, only one process can continue\n    from time import time as now\n    t0 = now()\n    flock(imsize_file, LOCK_EX)\n    #print(\"exclusive access lock for %s after %ds\"%(imsize_file,now()-t0))\n\n    try:\n        imsizes = json.load(imsize_file)\n        imsizes = {img:tuple(size) for img,size in imsizes.items()}\n    except:\n        imsizes = {}\n\n    def check_one_image(i):\n        key = dataset.get_key(i)\n        target = os.path.join(target_dir, key)\n        if ext: target = os.path.splitext(target)[0]+'.'+ext\n\n        updated = 0\n        if redo or (not os.path.isfile(target)) or key not in imsizes:\n            # load image and transform it\n            img = Image.open(dataset.get_filename(i)).convert('RGB')\n            imsizes[key] = img.size\n\n            if transforms is not None:\n                img = transforms(img)\n\n            odir = os.path.split( target )[0]\n            try: os.makedirs(odir)\n            except FileExistsError: pass\n            img.save( target, **savekwargs )\n\n            updated = 1\n            if (i % 100) == 0:\n                imsize_file.seek(0) # goto begining\n                json.dump(dict(imsizes), imsize_file)\n                imsize_file.truncate()\n                updated = 0\n\n        return updated\n\n    from nltools.gutils import job_utils\n    for i in range(len(dataset)):\n        updated = check_one_image(i) # first try without any threads\n        if updated: break\n    if i+1 < len(dataset):\n        updated += sum(job_utils.parallel_threads(range(i+1,len(dataset)), check_one_image,\n                desc='Deploying dataset', n_threads=0, front_num=0))\n\n    if updated:\n        imsize_file.seek(0) # goto begining\n        json.dump(dict(imsizes), imsize_file)\n        imsize_file.truncate()\n        imsize_file.close() # now, other processes can access too\n\n    return DeployedDataset(dataset, target_dir, imsizes, trfs=transforms, ext=ext)\n\n\n\nclass DeployedDataset(Dataset):\n    '''Just a deployed dataset with a different root and image extension.\n    '''\n    def __init__(self, dataset, root, imsizes=None, trfs=None, ext=None):\n        self.dataset = dataset\n        if root[-1] != '/': root += '/'\n        self.root = root\n        self.ext = ext\n        self.imsizes = imsizes or json.load(open(root+'imsizes.json'))\n        self.trfs = trfs or (lambda x: x)\n        assert isinstance(self.imsizes, dict)\n        assert len(self.imsizes) >= dataset.nimg, pdb.set_trace()\n\n        self.nimg = dataset.nimg\n        self.nclass = dataset.nclass\n\n        self.labels = dataset.labels\n        self.c_relevant_idx = dataset.c_relevant_idx\n        #self.c_non_relevant_idx = dataset.c_non_relevant_idx\n\n        self.get_label = dataset.get_label\n        self.classes = dataset.classes\n        if '/query_db/' not in root:\n            try:\n                query_db = dataset.get_query_db()\n                if query_db is not dataset:\n                    self.query_db = deploy(query_db, os.path.join(root,'query_db'), transforms=trfs, ext=ext)\n                    self.get_query_db = lambda: self.query_db\n            except NotImplementedError:\n                pass\n        self.get_query_groundtruth = dataset.get_query_groundtruth\n        if hasattr(dataset, 'eval_query_AP'):\n            self.eval_query_AP = dataset.eval_query_AP\n\n        if hasattr(dataset, 'true_pairs'):\n            self.true_pairs = dataset.true_pairs\n            self.get_false_pairs = dataset.get_false_pairs\n\n    def __repr__(self):\n        res =  self.dataset.__repr__()\n        res += '  deployed at %s/...%s' % (self.root, self.ext or '')\n        return res\n\n    def __len__(self):\n        return self.nimg\n\n    def get_key(self, i):\n        key = self.dataset.get_key(i)\n        if self.ext:  key = os.path.splitext(key)[0]+'.'+self.ext\n        return key\n\n    def get_something(self, what, i, *args, **fmt):\n        try:\n            get_func = getattr(self.dataset, 'get_'+what)\n        except AttributeError:\n            raise NotImplementedError()\n        imsize = self.imsizes[self.dataset.get_key(i)]\n        sth = get_func(i,*args,**fmt)\n        return self.trfs({'imsize':imsize, what:sth})[what]\n\n    def get_bbox(self, i, **kw):\n        return self.get_something('bbox', i, **kw)\n\n    def get_polygons(self, i, *args, **kw):\n        return self.get_something('polygons', i, *args, **kw)\n\n    def get_label_map(self, i, *args, **kw):\n        assert 'polygons' in kw, \"you need to supply polygons because image has been transformed\"\n        return self.dataset.get_label_map(i, *args, **kw)\n    def get_instance_map(self, i, *args, **kw):\n        assert 'polygons' in kw, \"you need to supply polygons because image has been transformed\"\n        return self.dataset.get_instance_map(i, *args, **kw)\n    def get_angle_map(self, i, *args, **kw):\n        assert 'polygons' in kw, \"you need to supply polygons because image has been transformed\"\n        return self.dataset.get_angle_map(i, *args, **kw)\n\n    def original(self):\n        return self.dataset\n\n\n\ndef deploy_and_split( trainset, deploy_trf=None, deploy_dir='/dev/shm',\n                      valset=None, split_val=0.0,\n                      img_ext='jpg', img_quality=95,\n                      **_useless ):\n    ''' Deploy and split a dataset into train / val.\n    if valset is not provided, then trainset is automatically split into train/val\n    based on the split_val proportion.\n    '''\n    # first, deploy the training set\n    traindb = deploy( trainset, deploy_dir, transforms=deploy_trf, ext=img_ext, quality=img_quality )\n\n    if valset:\n        # load a validation db\n        valdb = deploy( valset, deploy_dir, transforms=deploy_trf, ext=img_ext, quality=img_quality )\n\n    else:\n        if split_val > 0:\n            # automatic split in train/val\n            traindb, valdb = split( traindb, train_prop=1-split_val )\n        else:\n            valdb = None\n\n    print( \"\\n>> Training set:\" ); print( traindb )\n    print( \"\\n>> Validation set:\" ); print( valdb )\n    return traindb, valdb\n\n\n\n\nclass CropDataset(Dataset):\n    \"\"\"list_of_imgs_and_crops = [(img_key, (l, t, r, b)), ...]\n    \"\"\"\n    def __init__(self, dataset, list_of_imgs_and_crops):\n        self.dataset = dataset\n        self.root = dataset.root\n        self.img_dir = dataset.img_dir\n        self.imgs, self.crops = zip(*list_of_imgs_and_crops)\n        self.nimg = len(self.imgs)\n\n    def get_image(self, img_idx):\n        # even if the image have multiple signage polygon?\n        org_img = dataset.get_image(self, img_idx)\n        crop_signs = crop_image(org_img, self.crops[img_idx])\n\n        return crop_signs[0] # temporary use one, but have to change for multiple signages\n\n    def get_filename(self, img_idx):\n        return self.dataset.get_filename(img_idx)\n\n    def get_key(self, img_idx):\n        return self.dataset.get_key(img_idx)\n\n    def crop_image(self, img, polygons):\n        import cv2\n        crop_signs=[]\n        if len(polygons)==0:\n            pdb.set_trace()\n\n        for Polycc in polygons:\n            rgbimg = img.copy()\n            rgbimg = np.array(rgbimg) # pil to cv2\n            Poly_s = np.array(Polycc)\n\n            ## rearrange\n            if Poly_s[0, 1]<Poly_s[1, 1]:\n                temp = Poly_s[1, :].copy()\n                Poly_s[1, :]= Poly_s[0, :]\n                Poly_s[0, :]=temp\n\n            if Poly_s[2, 1]>Poly_s[3, 1]:\n                temp = Poly_s[3, :].copy()\n                Poly_s[3, :]= Poly_s[2, :]\n                Poly_s[2, :]=temp\n\n            cy_s = np.mean( Poly_s[:,0] )\n            cx_s = np.mean( Poly_s[:,1] )\n            w_s = np.abs( Poly_s[0][1]-Poly_s[1][1] )\n            h_s = np.abs( Poly_s[0][0]-Poly_s[2][0] )\n            Poly_d = np.array([(cy_s-h_s/2, cx_s+w_s/2), (cy_s-h_s/2, cx_s-w_s/2), (cy_s+h_s/2, cx_s-w_s/2), (cy_s+h_s/2, cx_s+w_s/2)]).astype(np.int)\n\n            M, mask= cv2.findHomography(Poly_s, Poly_d)\n\n            warpimg = Image.fromarray(cv2.warpPerspective(rgbimg, M, (645,800))) # from cv2 type rgbimg\n            crop_sign = warpimg.crop([np.min(Poly_d[:,0]), np.min(Poly_d[:,1]), np.max(Poly_d[:,0]), np.max(Poly_d[:,1])])\n\n            ### append\n            crop_signs.append(crop_sign)\n\n        return crop_signs\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/datasets/downloader.py",
    "content": "import os\nimport os.path as osp\n\nDB_ROOT = os.environ['DB_ROOT']\n\ndef download_dataset(dataset):\n    if not os.path.isdir(DB_ROOT):\n        os.makedirs(DB_ROOT)\n\n    dataset = dataset.lower()\n    if dataset in ('oxford5k', 'roxford5k'):\n        src_dir = 'http://www.robots.ox.ac.uk/~vgg/data/oxbuildings'\n        dl_files = ['oxbuild_images.tgz']\n        dir_name = 'oxford5k'\n    elif dataset in ('paris6k', 'rparis6k'):\n        src_dir = 'http://www.robots.ox.ac.uk/~vgg/data/parisbuildings'\n        dl_files = ['paris_1.tgz', 'paris_2.tgz']\n        dir_name = 'paris6k'\n    else:\n        raise ValueError('Unknown dataset: {}!'.format(dataset))\n\n    dst_dir = os.path.join(DB_ROOT, dir_name, 'jpg')\n    if not os.path.isdir(dst_dir):\n        print('>> Dataset {} directory does not exist. Creating: {}'.format(dataset, dst_dir))\n        os.makedirs(dst_dir)\n        for dli in range(len(dl_files)):\n            dl_file = dl_files[dli]\n            src_file = os.path.join(src_dir, dl_file)\n            dst_file = os.path.join(dst_dir, dl_file)\n            print('>> Downloading dataset {} archive {}...'.format(dataset, dl_file))\n            os.system('wget {} -O {}'.format(src_file, dst_file))\n            print('>> Extracting dataset {} archive {}...'.format(dataset, dl_file))\n            # create tmp folder\n            dst_dir_tmp = os.path.join(dst_dir, 'tmp')\n            os.system('mkdir {}'.format(dst_dir_tmp))\n            # extract in tmp folder\n            os.system('tar -zxf {} -C {}'.format(dst_file, dst_dir_tmp))\n            # remove all (possible) subfolders by moving only files in dst_dir\n            os.system('find {} -type f -exec mv -i {{}} {} \\\\;'.format(dst_dir_tmp, dst_dir))\n            # remove tmp folder\n            os.system('rm -rf {}'.format(dst_dir_tmp))\n            print('>> Extracted, deleting dataset {} archive {}...'.format(dataset, dl_file))\n            os.system('rm {}'.format(dst_file))\n\n    gnd_src_dir = os.path.join('http://cmp.felk.cvut.cz/cnnimageretrieval/data', 'test', dataset)\n    gnd_dst_dir = os.path.join(DB_ROOT, dir_name)\n    gnd_dl_file = 'gnd_{}.pkl'.format(dataset)\n    gnd_src_file = os.path.join(gnd_src_dir, gnd_dl_file)\n    gnd_dst_file = os.path.join(gnd_dst_dir, gnd_dl_file)\n    if not os.path.exists(gnd_dst_file):\n        print('>> Downloading dataset {} ground truth file...'.format(dataset))\n        os.system('wget {} -O {}'.format(gnd_src_file, gnd_dst_file))\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/datasets/generic.py",
    "content": "import os\nimport json\nimport pdb\nimport numpy as np\nimport pickle\nimport os.path as osp\nimport json\n\nfrom .dataset import Dataset\nfrom .generic_func import *\n\n\nclass ImageList(Dataset):\n    ''' Just a list of images (no labels, no query).\n\n    Input:  text file, 1 image path per row\n    '''\n    def __init__(self, img_list_path, root='', imgs=None):\n        self.root = root\n        if imgs is not None:\n            self.imgs = imgs\n        else:\n            self.imgs = [e.strip() for e in open(img_list_path)]\n\n        self.nimg = len(self.imgs)\n        self.nclass = 0\n        self.nquery = 0\n\n    def get_key(self, i):\n        return self.imgs[i]\n\n\nclass LabelledDataset (Dataset):\n    \"\"\" A dataset with per-image labels\n        and some convenient functions.\n    \"\"\"\n    def find_classes(self, *arg, **cls_idx):\n        labels = arg[0] if arg else self.labels\n        self.classes, self.cls_idx = find_and_list_classes(labels, cls_idx=cls_idx)\n        self.nclass = len(self.classes)\n        self.c_relevant_idx = find_relevants(self.labels)\n\n\nclass ImageListLabels(LabelledDataset):\n    ''' Just a list of images with labels (no queries).\n\n    Input:  text file, 1 image path and label per row (space-separated)\n    '''\n    def __init__(self, img_list_path, root=None):\n        self.root = root\n        if osp.splitext(img_list_path)[1] == '.txt':\n            tmp = [e.strip() for e in open(img_list_path)]\n            self.imgs = [e.split(' ')[0] for e in tmp]\n            self.labels = [e.split(' ')[1] for e in tmp]\n        elif osp.splitext(img_list_path)[1] == '.json':\n            d = json.load(open(img_list_path))\n            self.imgs = []\n            self.labels = []\n            for i, l in d.items():\n                self.imgs.append(i)\n                self.labels.append(l)\n        self.find_classes()\n\n        self.nimg = len(self.imgs)\n        self.nquery = 0\n\n    def get_key(self, i):\n        return self.imgs[i]\n\n    def get_label(self, i, toint=False):\n        label = self.labels[i]\n        if toint:\n            label = self.cls_idx[label]\n        return label\n\n    def get_query_db(self):\n        return self\n\n\nclass ImageListLabelsQ(ImageListLabels):\n    ''' Two list of images with labels: one for the dataset and one for the queries.\n\n    Input:  text file, 1 image path and label per row (space-separated)\n    '''\n    def __init__(self, img_list_path, query_list_path, root=None):\n        self.root = root\n        tmp = [e.strip() for e in open(img_list_path)]\n        self.imgs = [e.split(' ')[0] for e in tmp]\n        self.labels = [e.split(' ')[1] for e in tmp]\n        tmp = [e.strip() for e in open(query_list_path)]\n        self.qimgs = [e.split(' ')[0] for e in tmp]\n        self.qlabels = [e.split(' ')[1] for e in tmp]\n        self.find_classes()\n\n        self.nimg = len(self.imgs)\n        self.nquery = len(self.qimgs)\n\n    def find_classes(self, *arg, **cls_idx):\n        labels = arg[0] if arg else self.labels + self.qlabels\n        self.classes, self.cls_idx = find_and_list_classes(labels, cls_idx=cls_idx)\n        self.nclass = len(self.classes)\n        self.c_relevant_idx = find_relevants(self.labels)\n\n    def get_query_db(self):\n        return ImagesAndLabels(self.qimgs, self.qlabels, self.cls_idx, root=self.root)\n\n\nclass ImagesAndLabels(ImageListLabels):\n    ''' Just a list of images with labels.\n\n    Input:  two arrays containing the text file, 1 image path and label per row (space-separated)\n    '''\n    def __init__(self, imgs, labels, cls_idx, root=None):\n        self.root = root\n        self.imgs = imgs\n        self.labels = labels\n        self.cls_idx = cls_idx\n        self.nclass = len(self.cls_idx.keys())\n\n        self.nimg = len(self.imgs)\n        self.nquery = 0\n\n\nclass ImageListRelevants(Dataset):\n    \"\"\" A dataset composed by a list of images, a list of indices used as queries,\n        and for each query a list of relevant and junk indices (ie. Oxford-like GT format)\n\n        Input: path to the pickle file\n    \"\"\"\n    def __init__(self, gt_file, root=None, img_dir='jpg', ext='.jpg'):\n        self.root = root\n        self.img_dir = img_dir\n\n        with open(gt_file, 'rb') as f:\n            gt = pickle.load(f)\n        self.imgs = [osp.splitext(e)[0] + (osp.splitext(e)[1] if osp.splitext(e)[1] else ext) for e in gt['imlist']]\n        self.qimgs = [osp.splitext(e)[0] + (osp.splitext(e)[1] if osp.splitext(e)[1] else ext) for e in gt['qimlist']]\n        self.qroi = [tuple(e['bbx']) for e in gt['gnd']]\n        if 'ok' in gt['gnd'][0]:\n            self.relevants = [e['ok'] for e in gt['gnd']]\n        else:\n            self.relevants = None\n            self.easy = [e['easy'] for e in gt['gnd']]\n            self.hard = [e['hard'] for e in gt['gnd']]\n        self.junk = [e['junk'] for e in gt['gnd']]\n\n        self.nimg = len(self.imgs)\n        self.nquery = len(self.qimgs)\n\n    def get_relevants(self, qimg_idx, mode='classic'):\n        if mode == 'classic':\n            rel = self.relevants[qimg_idx]\n        elif mode == 'easy':\n            rel = self.easy[qimg_idx]\n        elif mode == 'medium':\n            rel = self.easy[qimg_idx] + self.hard[qimg_idx]\n        elif mode == 'hard':\n            rel = self.hard[qimg_idx]\n        return rel\n\n    def get_junk(self, qimg_idx, mode='classic'):\n        if mode == 'classic':\n            junk = self.junk[qimg_idx]\n        elif mode == 'easy':\n            junk = self.junk[qimg_idx] + self.hard[qimg_idx]\n        elif mode == 'medium':\n            junk = self.junk[qimg_idx]\n        elif mode == 'hard':\n            junk = self.junk[qimg_idx] + self.easy[qimg_idx]\n        return junk\n\n    def get_query_filename(self, qimg_idx, root=None):\n        return os.path.join(root or self.root, self.img_dir, self.get_query_key(qimg_idx))\n\n    def get_query_roi(self, qimg_idx):\n        return self.qroi[qimg_idx]\n\n    def get_key(self, i):\n        return self.imgs[i]\n\n    def get_query_key(self, i):\n        return self.qimgs[i]\n\n    def get_query_db(self):\n        return ImageListROIs(self.root, self.img_dir, self.qimgs, self.qroi)\n\n    def get_query_groundtruth(self, query_idx, what='AP', mode='classic'):\n        # negatives\n        res = -np.ones(self.nimg, dtype=np.int8)\n        # positive\n        res[self.get_relevants(query_idx, mode)] = 1\n        # junk\n        res[self.get_junk(query_idx, mode)] = 0\n        return res\n\n    def eval_query_AP(self, query_idx, scores):\n        \"\"\" Evaluates AP for a given query.\n        \"\"\"\n        from ..utils.evaluation import compute_average_precision\n        if self.relevants:\n            gt = self.get_query_groundtruth(query_idx, 'AP')  # labels in {-1, 0, 1}\n            assert gt.shape == scores.shape, \"scores should have shape %s\" % str(gt.shape)\n            assert -1 <= gt.min() and gt.max() <= 1, \"bad ground-truth labels\"\n            keep = (gt != 0)  # remove null labels\n\n            gt, scores = gt[keep], scores[keep]\n            gt_sorted = gt[np.argsort(scores)[::-1]]\n            positive_rank = np.where(gt_sorted == 1)[0]\n            return compute_average_precision(positive_rank)\n        else:\n            d = {}\n            for mode in ('easy', 'medium', 'hard'):\n                gt = self.get_query_groundtruth(query_idx, 'AP', mode)  # labels in {-1, 0, 1}\n                assert gt.shape == scores.shape, \"scores should have shape %s\" % str(gt.shape)\n                assert -1 <= gt.min() and gt.max() <= 1, \"bad ground-truth labels\"\n                keep = (gt != 0)  # remove null labels\n                if sum(gt[keep] > 0) == 0:  # exclude queries with no relevants from the evaluation\n                    d[mode] = -1\n                else:\n                    gt2, scores2 = gt[keep], scores[keep]\n                    gt_sorted = gt2[np.argsort(scores2)[::-1]]\n                    positive_rank = np.where(gt_sorted == 1)[0]\n                    d[mode] = compute_average_precision(positive_rank)\n            return d\n\n\nclass ImageListROIs(Dataset):\n    def __init__(self, root, img_dir, imgs, rois):\n        self.root = root\n        self.img_dir = img_dir\n        self.imgs = imgs\n        self.rois = rois\n\n        self.nimg = len(self.imgs)\n        self.nclass = 0\n        self.nquery = 0\n\n    def get_key(self, i):\n        return self.imgs[i]\n\n    def get_roi(self, i):\n        return self.rois[i]\n\n    def get_image(self, img_idx, resize=None):\n        from PIL import Image\n        img = Image.open(self.get_filename(img_idx)).convert('RGB')\n        img = img.crop(self.rois[img_idx])\n        if resize:\n            img = img.resize(resize, Image.ANTIALIAS if np.prod(resize) < np.prod(img.size) else Image.BICUBIC)\n        return img\n\n\ndef not_none(label):\n    return label is not None\n\n\nclass ImageClusters(LabelledDataset):\n    ''' Just a list of images with labels (no query).\n\n    Input:  JSON, dict of {img_path:class, ...}\n    '''\n    def __init__(self, json_path, root=None, filter=not_none):\n        self.root = root\n        self.imgs = []\n        self.labels = []\n        if isinstance(json_path, dict):\n            data = json_path\n        else:\n            data = json.load(open(json_path))\n            assert isinstance(data, dict), 'json content is not a dictionary'\n\n        for img, cls in data.items():\n            assert type(img) is str\n            if not filter(cls):\n                continue\n            if type(cls) not in (str, int, type(None)):\n                continue\n            self.imgs.append(img)\n            self.labels.append(cls)\n\n        self.find_classes()\n        self.nimg = len(self.imgs)\n        self.nquery = 0\n\n    def get_key(self, i):\n        return self.imgs[i]\n\n    def get_label(self, i, toint=False):\n        label = self.labels[i]\n        if toint:\n            label = self.cls_idx[label]\n        return label\n\n\nclass NullCluster(ImageClusters):\n    ''' Select only images with null label\n    '''\n    def __init__(self, json_path, root=None):\n        ImageClusters.__init__(self, json_path, root, lambda c: c is None)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/datasets/generic_func.py",
    "content": "''' Generic functions for Dataset() class\n'''\nimport pdb\nimport numpy as np\nfrom collections import defaultdict\n\n\ndef find_and_list_classes(labels, cls_idx=None ):\n    ''' Given a list of image labels, deduce the list of classes.\n\n    Parameters:\n    -----------\n    labels : list\n        per-image labels (can be str, int, ...)\n\n    cls_idx : dict or None\n\n    Returns:\n    --------\n        classes = [class0_name, class1_name, ...]\n        cls_idx = {class_name : class_index}\n    '''\n    assert not isinstance(labels, set), 'labels must be ordered'\n    if not cls_idx: cls_idx = {} # don't put it as default arg!!\n\n    # map string labels to integers\n    uniq_labels = set(labels)\n    nlabels = len(uniq_labels)\n    for label in cls_idx:\n        assert label in uniq_labels, \"error: missing forced label '%s'\" % str(label)\n        nlabels += (label not in uniq_labels) # one other label\n\n    classes = {idx:cls for cls,idx in cls_idx.items()}\n    remaining_labels = set(range(nlabels)) - set(cls_idx.values())\n    for cls in labels:\n        if cls in cls_idx: continue # already there\n        cls_idx[cls] = i = remaining_labels.pop()\n        classes[cls_idx[cls]] = cls\n\n    assert min(classes.keys()) == 0 and len(classes) == max(classes.keys()) + 1 # no holes between integers\n    classes = [classes[c] for c in range(len(classes))] # dict --> list\n\n    return classes, cls_idx\n\n\ndef find_relevants(labels):\n    \"\"\" For each class, find the set of images from the same class.\n\n    Returns:\n    --------\n    c_relevant_idx = {class_name: [list of image indices]}\n    \"\"\"\n    assert not isinstance(labels, set), 'labels must be ordered'\n\n    # Get relevants images for each class\n    c_relevant_idx = defaultdict(list)\n    for i in range(len(labels)):\n        c_relevant_idx[labels[i]].append(i)\n\n    return c_relevant_idx\n\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/datasets/landmarks.py",
    "content": "import os\nfrom .generic import ImageListLabels\n\nDB_ROOT = os.environ['DB_ROOT']\n\nclass Landmarks_clean(ImageListLabels):\n    def __init__(self):\n        ImageListLabels.__init__(self, os.path.join(DB_ROOT, 'landmarks/annotations/annotation_clean_train.txt'),\n                                 os.path.join(DB_ROOT, 'landmarks/'))\n\nclass Landmarks_clean_val(ImageListLabels):\n    def __init__(self):\n        ImageListLabels.__init__(self, os.path.join(DB_ROOT, 'landmarks/annotations/annotation_clean_val.txt'),\n                                 os.path.join(DB_ROOT, 'landmarks/'))\n\nclass Landmarks_lite(ImageListLabels):\n    def __init__(self):\n        ImageListLabels.__init__(self, os.path.join(DB_ROOT, 'landmarks/annotations/extra_landmark_images.txt'),\n                                 os.path.join(DB_ROOT, 'landmarks/'))\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/datasets/landmarks18.py",
    "content": "import os\nfrom .generic import ImageListLabels, ImageList\n\nDB_ROOT = os.environ['DB_ROOT']\n\nclass Landmarks18_train(ImageListLabels):\n    def __init__(self):\n        ImageListLabels.__init__(self, os.path.join(DB_ROOT, 'landmarks18/lists/train.txt'),\n                                 os.path.join(DB_ROOT, 'landmarks18/'))\n\nclass Landmarks18(ImageListLabels):\n    def __init__(self):\n        ImageListLabels.__init__(self, os.path.join(DB_ROOT, 'landmarks18/lists/train_all.txt'),\n                                 os.path.join(DB_ROOT, 'landmarks18/'))\n\nclass Landmarks18_lite(ImageListLabels):\n    def __init__(self):\n        ImageListLabels.__init__(self, os.path.join(DB_ROOT, 'landmarks18/lists/train_lite.txt'),\n                                 os.path.join(DB_ROOT, 'landmarks18/'))\n\nclass Landmarks18_mid(ImageListLabels):\n    def __init__(self):\n        ImageListLabels.__init__(self, os.path.join(DB_ROOT, 'landmarks18/lists/train_mid.txt'),\n                                 os.path.join(DB_ROOT, 'landmarks18/'))\n\nclass Landmarks18_5K(ImageListLabels):\n    def __init__(self):\n        ImageListLabels.__init__(self, os.path.join(DB_ROOT, 'landmarks18/lists/train_5K.txt'),\n                                 os.path.join(DB_ROOT, 'landmarks18/'))\n\nclass Landmarks18_val(ImageListLabels):\n    def __init__(self):\n        ImageListLabels.__init__(self, os.path.join(DB_ROOT, 'landmarks18/lists/val.txt'),\n                                 os.path.join(DB_ROOT, 'landmarks18/'))\n\nclass Landmarks18_valdstr(ImageListLabels):\n    def __init__(self):\n        ImageListLabels.__init__(self, os.path.join(DB_ROOT, 'landmarks18/lists/val_distractors.txt'),\n                                 os.path.join(DB_ROOT, 'landmarks18/'))\n\nclass Landmarks18_index(ImageList):\n    def __init__(self):\n        ImageList.__init__(self, os.path.join(DB_ROOT, 'landmarks18/lists/index.txt'),\n                                 os.path.join(DB_ROOT, 'landmarks18/'))\n\nclass Landmarks18_new_index(ImageList):\n    def __init__(self):\n        ImageList.__init__(self, os.path.join(DB_ROOT, 'landmarks18/lists/index_new.txt'),\n                                 os.path.join(DB_ROOT, 'landmarks18/'))\n\nclass Landmarks18_test(ImageList):\n    def __init__(self):\n        ImageList.__init__(self, os.path.join(DB_ROOT, 'landmarks18/lists/test.txt'),\n                                 os.path.join(DB_ROOT, 'landmarks18/'))\n\nclass Landmarks18_pca(ImageList):\n    def __init__(self):\n        ImageList.__init__(self, os.path.join(DB_ROOT, 'landmarks18/lists/train_pca.txt'),\n                                 os.path.join(DB_ROOT, 'landmarks18/'))\n\nclass Landmarks18_missing_index(ImageList):\n    def __init__(self):\n        ImageList.__init__(self, os.path.join(DB_ROOT, 'landmarks18/lists/missing_index.txt'),\n                                 os.path.join(DB_ROOT, 'landmarks18/'))\n\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/datasets/oxford.py",
    "content": "import os\nfrom .generic import ImageListRelevants\n\nDB_ROOT = os.environ['DB_ROOT']\n\nclass Oxford5K(ImageListRelevants):\n    def __init__(self):\n        ImageListRelevants.__init__(self, os.path.join(DB_ROOT, 'oxford5k/gnd_oxford5k.pkl'),\n                                 root=os.path.join(DB_ROOT, 'oxford5k'))\n\nclass ROxford5K(ImageListRelevants):\n    def __init__(self):\n        ImageListRelevants.__init__(self, os.path.join(DB_ROOT, 'oxford5k/gnd_roxford5k.pkl'),\n                                 root=os.path.join(DB_ROOT, 'oxford5k'))\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/datasets/paris.py",
    "content": "from .generic import ImageListRelevants\nimport os\n\nDB_ROOT = os.environ['DB_ROOT']\n\nclass Paris6K(ImageListRelevants):\n    def __init__(self):\n        ImageListRelevants.__init__(self, os.path.join(DB_ROOT, 'paris6k/gnd_paris6k.pkl'),\n                                 root=os.path.join(DB_ROOT, 'paris6k'))\n\nclass RParis6K(ImageListRelevants):\n    def __init__(self):\n        ImageListRelevants.__init__(self, os.path.join(DB_ROOT, 'paris6k/gnd_rparis6k.pkl'),\n                                 root=os.path.join(DB_ROOT, 'paris6k'))\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/extract_features.py",
    "content": "import sys\nimport os\nimport os.path as osp\nimport pdb\n\nimport json\nimport tqdm\nimport numpy as np\nimport torch\nimport torch.nn.functional as F\n\nfrom dirtorch.utils.convenient import mkdir\nfrom dirtorch.utils import common\nfrom dirtorch.utils.common import tonumpy, matmul, pool\nfrom dirtorch.utils.pytorch_loader import get_loader\n\nimport dirtorch.test_dir as test\nimport dirtorch.nets as nets\nimport dirtorch.datasets as datasets\nimport dirtorch.datasets.downloader as dl\n\nimport pickle as pkl\nimport hashlib\n\n\ndef extract_features(db, net, trfs, pooling='mean', gemp=3, detailed=False, whiten=None,\n                     threads=8, batch_size=16, output=None, dbg=()):\n    \"\"\" Extract features from trained model (network) on a given dataset.\n    \"\"\"\n    print(\"\\n>> Extracting features...\")\n    try:\n        query_db = db.get_query_db()\n    except NotImplementedError:\n        query_db = None\n\n    # extract DB feats\n    bdescs = []\n    qdescs = []\n\n    trfs_list = [trfs] if isinstance(trfs, str) else trfs\n\n    for trfs in trfs_list:\n        kw = dict(iscuda=net.iscuda, threads=threads, batch_size=batch_size, same_size='Pad' in trfs or 'Crop' in trfs)\n        bdescs.append(test.extract_image_features(db, trfs, net, desc=\"DB\", **kw))\n\n        # extract query feats\n        if query_db is not None:\n            qdescs.append(bdescs[-1] if db is query_db\n                          else test.extract_image_features(query_db, trfs, net, desc=\"query\", **kw))\n\n    # pool from multiple transforms (scales)\n    bdescs = tonumpy(F.normalize(pool(bdescs, pooling, gemp), p=2, dim=1))\n    if query_db is not None:\n        qdescs = tonumpy(F.normalize(pool(qdescs, pooling, gemp), p=2, dim=1))\n\n    if whiten is not None:\n        bdescs = common.whiten_features(bdescs, net.pca, **whiten)\n        if query_db is not None:\n            qdescs = common.whiten_features(qdescs, net.pca, **whiten)\n\n    mkdir(output, isfile=True)\n    if query_db is db or query_db is None:\n        np.save(output, bdescs)\n    else:\n        o = osp.splitext(output)\n        np.save(o[0]+'.qdescs'+o[1], qdescs)\n        np.save(o[0]+'.dbdescs'+o[1], bdescs)\n    print('Features extracted.')\n\n\ndef load_model(path, iscuda):\n    checkpoint = common.load_checkpoint(path, iscuda)\n    net = nets.create_model(pretrained=\"\", **checkpoint['model_options'])\n    net = common.switch_model_to_cuda(net, iscuda, checkpoint)\n    net.load_state_dict(checkpoint['state_dict'])\n    net.preprocess = checkpoint.get('preprocess', net.preprocess)\n    if 'pca' in checkpoint:\n        net.pca = checkpoint.get('pca')\n    return net\n\n\nif __name__ == '__main__':\n    import argparse\n    parser = argparse.ArgumentParser(description='Evaluate a model')\n\n    parser.add_argument('--dataset', '-d', type=str, required=True, help='Command to load dataset')\n    parser.add_argument('--checkpoint', type=str, required=True, help='path to weights')\n\n    parser.add_argument('--trfs', type=str, required=False, default='', nargs='+', help='test transforms (can be several)')\n    parser.add_argument('--pooling', type=str, default=\"gem\", help='pooling scheme if several trf chains')\n    parser.add_argument('--gemp', type=int, default=3, help='GeM pooling power')\n\n    parser.add_argument('--out-json', type=str, default=\"\", help='path to output json')\n    parser.add_argument('--detailed', action='store_true', help='return detailed evaluation')\n    parser.add_argument('--output', type=str, default=\"\", help='path to output features')\n\n    parser.add_argument('--threads', type=int, default=8, help='number of thread workers')\n    parser.add_argument('--gpu', type=int, nargs='+', help='GPU ids')\n    parser.add_argument('--dbg', default=(), nargs='*', help='debugging options')\n    # post-processing\n    parser.add_argument('--whiten', type=str, default=None, help='applies whitening')\n\n    parser.add_argument('--whitenp', type=float, default=0.5, help='whitening power, default is 0.5 (i.e., the sqrt)')\n    parser.add_argument('--whitenv', type=int, default=None, help='number of components, default is None (i.e. all components)')\n    parser.add_argument('--whitenm', type=float, default=1.0, help='whitening multiplier, default is 1.0 (i.e. no multiplication)')\n\n    args = parser.parse_args()\n    args.iscuda = common.torch_set_gpu(args.gpu)\n\n    dataset = datasets.create(args.dataset)\n    print(\"Dataset:\", dataset)\n\n    net = load_model(args.checkpoint, args.iscuda)\n\n    if args.whiten:\n        net.pca = net.pca[args.whiten]\n        args.whiten = {'whitenp': args.whitenp, 'whitenv': args.whitenv, 'whitenm': args.whitenm}\n    else:\n        net.pca = None\n        args.whiten = None\n\n    # Evaluate\n    res = extract_features(dataset, net, args.trfs, pooling=args.pooling, gemp=args.gemp, detailed=args.detailed,\n                           threads=args.threads, dbg=args.dbg, whiten=args.whiten, output=args.output)\n\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/extract_kapture.py",
    "content": "import os\nimport tqdm\nimport torch.nn.functional as F\n\nos.environ['DB_ROOT'] = ''\n\nfrom dirtorch.utils import common\nfrom dirtorch.utils.common import tonumpy, pool\nfrom dirtorch.datasets.generic import ImageList\nfrom dirtorch.test_dir import extract_image_features\nfrom dirtorch.extract_features import load_model\n\nimport kapture\nfrom kapture.io.csv import kapture_from_dir\nfrom kapture.io.csv import get_csv_fullpath, global_features_to_file\nfrom kapture.io.records import get_image_fullpath\nfrom kapture.io.features import get_global_features_fullpath, image_global_features_to_file, global_features_check_dir\n\n\ndef extract_kapture_global_features(kapture_root_path: str, net, trfs, pooling='mean', gemp=3, whiten=None,\n                                    threads=8, batch_size=16):\n    \"\"\" Extract features from trained model (network) on a given dataset.\n    \"\"\"\n    print(f'loading {kapture_root_path}')\n    kdata = kapture_from_dir(kapture_root_path, None, skip_list=[kapture.Keypoints,\n                                                                    kapture.Descriptors,\n                                                                    kapture.Matches,\n                                                                    kapture.Points3d,\n                                                                    kapture.Observations])\n    root = get_image_fullpath(kapture_root_path, image_filename=None)\n    assert kdata.records_camera is not None\n    imgs = [image_name for _, _, image_name in kapture.flatten(kdata.records_camera)]\n    if kdata.global_features is not None:\n        imgs = [image_name for image_name in imgs if image_name not in kdata.global_features]\n    if len(imgs) == 0:\n        print('All global features are already extracted')\n        return\n\n    dataset = ImageList(img_list_path=None, root=root, imgs=imgs)\n\n    print(f'\\nEvaluation on {dataset}')\n    # extract DB feats\n    bdescs = []\n    trfs_list = [trfs] if isinstance(trfs, str) else trfs\n\n    for trfs in trfs_list:\n        kw = dict(iscuda=net.iscuda, threads=threads, batch_size=batch_size, same_size='Pad' in trfs or 'Crop' in trfs)\n        bdescs.append(extract_image_features(dataset, trfs, net, desc=\"DB\", **kw))\n\n    # pool from multiple transforms (scales)\n    bdescs = tonumpy(F.normalize(pool(bdescs, pooling, gemp), p=2, dim=1))\n\n    if whiten is not None:\n        bdescs = common.whiten_features(bdescs, net.pca, **whiten)\n\n    print('writing extracted global features')\n    os.umask(0o002)\n    gfeat_dtype = bdescs.dtype\n    gfeat_dsize = bdescs.shape[1]\n    if kdata.global_features is None:\n        kdata.global_features = kapture.GlobalFeatures('dirtorch', gfeat_dtype, gfeat_dsize)\n        global_features_config_absolute_path = get_csv_fullpath(kapture.GlobalFeatures, kapture_root_path)\n        global_features_to_file(global_features_config_absolute_path, kdata.global_features)\n    else:\n        assert kdata.global_features.type_name == 'dirtorch'\n        assert kdata.global_features.dtype == gfeat_dtype\n        assert kdata.global_features.dsize == gfeat_dsize\n    for i in tqdm.tqdm(range(dataset.nimg)):\n        image_name = dataset.get_key(i)\n        global_feature_fullpath = get_global_features_fullpath(kapture_root_path, image_name)\n        gfeat_i = bdescs[i, :]\n        assert gfeat_i.shape == (gfeat_dsize,)\n        image_global_features_to_file(global_feature_fullpath, gfeat_i)\n        kdata.global_features.add(image_name)\n        del gfeat_i\n\n    del bdescs\n    \n    if not global_features_check_dir(kdata.global_features, kapture_root_path):\n        print('global feature extraction ended successfully but not all files were saved')\n    else:\n        print('Features extracted.')\n\n\nif __name__ == '__main__':\n    import argparse\n    parser = argparse.ArgumentParser(description='Evaluate a model')\n\n    parser.add_argument('--kapture-root', type=str, required=True, help='path to kapture root directory')\n    parser.add_argument('--checkpoint', type=str, required=True, help='path to weights')\n\n    parser.add_argument('--trfs', type=str, required=False, default='', nargs='+', help='test transforms (can be several)')\n    parser.add_argument('--pooling', type=str, default=\"gem\", help='pooling scheme if several trf chains')\n    parser.add_argument('--gemp', type=int, default=3, help='GeM pooling power')\n\n    parser.add_argument('--threads', type=int, default=8, help='number of thread workers')\n    parser.add_argument('--gpu', type=int, nargs='+', help='GPU ids')\n\n    # post-processing\n    parser.add_argument('--whiten', type=str, default=None, help='applies whitening')\n\n    parser.add_argument('--whitenp', type=float, default=0.5, help='whitening power, default is 0.5 (i.e., the sqrt)')\n    parser.add_argument('--whitenv', type=int, default=None, help='number of components, default is None (i.e. all components)')\n    parser.add_argument('--whitenm', type=float, default=1.0, help='whitening multiplier, default is 1.0 (i.e. no multiplication)')\n\n    args = parser.parse_args()\n    args.iscuda = common.torch_set_gpu(args.gpu)\n\n    net = load_model(args.checkpoint, args.iscuda)\n\n    if args.whiten:\n        net.pca = net.pca[args.whiten]\n        args.whiten = {'whitenp': args.whitenp, 'whitenv': args.whitenv, 'whitenm': args.whitenm}\n    else:\n        net.pca = None\n        args.whiten = None\n\n    # Evaluate\n    res = extract_kapture_global_features(args.kapture_root, net, args.trfs, pooling=args.pooling, gemp=args.gemp,\n                           threads=args.threads, whiten=args.whiten)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/loss.py",
    "content": "import numpy as np\nimport torch\nimport torch.nn as nn\nimport torch.nn.functional as F\n\n\nclass APLoss (nn.Module):\n    \"\"\" Differentiable AP loss, through quantization. From the paper:\n\n        Learning with Average Precision: Training Image Retrieval with a Listwise Loss\n        Jerome Revaud, Jon Almazan, Rafael Sampaio de Rezende, Cesar de Souza\n        https://arxiv.org/abs/1906.07589\n\n        Input: (N, M)   values in [min, max]\n        label: (N, M)   values in {0, 1}\n\n        Returns: 1 - mAP (mean AP for each n in {1..N})\n                 Note: typically, this is what you wanna minimize\n    \"\"\"\n    def __init__(self, nq=25, min=0, max=1):\n        nn.Module.__init__(self)\n        assert isinstance(nq, int) and 2 <= nq <= 100\n        self.nq = nq\n        self.min = min\n        self.max = max\n        gap = max - min\n        assert gap > 0\n        # Initialize quantizer as non-trainable convolution\n        self.quantizer = q = nn.Conv1d(1, 2*nq, kernel_size=1, bias=True)\n        q.weight = nn.Parameter(q.weight.detach(), requires_grad=False)\n        q.bias = nn.Parameter(q.bias.detach(), requires_grad=False)\n        a = (nq-1) / gap\n        # First half equal to lines passing to (min+x,1) and (min+x+1/a,0) with x = {nq-1..0}*gap/(nq-1)\n        q.weight[:nq] = -a\n        q.bias[:nq] = torch.from_numpy(a*min + np.arange(nq, 0, -1))  # b = 1 + a*(min+x)\n        # First half equal to lines passing to (min+x,1) and (min+x-1/a,0) with x = {nq-1..0}*gap/(nq-1)\n        q.weight[nq:] = a\n        q.bias[nq:] = torch.from_numpy(np.arange(2-nq, 2, 1) - a*min)  # b = 1 - a*(min+x)\n        # First and last one as a horizontal straight line\n        q.weight[0] = q.weight[-1] = 0\n        q.bias[0] = q.bias[-1] = 1\n\n    def forward(self, x, label, qw=None, ret='1-mAP'):\n        assert x.shape == label.shape  # N x M\n        N, M = x.shape\n        # Quantize all predictions\n        q = self.quantizer(x.unsqueeze(1))\n        q = torch.min(q[:, :self.nq], q[:, self.nq:]).clamp(min=0)  # N x Q x M\n\n        nbs = q.sum(dim=-1)  # number of samples  N x Q = c\n        rec = (q * label.view(N, 1, M).float()).sum(dim=-1)  # number of correct samples = c+ N x Q\n        prec = rec.cumsum(dim=-1) / (1e-16 + nbs.cumsum(dim=-1))  # precision\n        rec /= rec.sum(dim=-1).unsqueeze(1)  # norm in [0,1]\n\n        ap = (prec * rec).sum(dim=-1)  # per-image AP\n\n        if ret == '1-mAP':\n            if qw is not None:\n                ap *= qw  # query weights\n            return 1 - ap.mean()\n        elif ret == 'AP':\n            assert qw is None\n            return ap\n        else:\n            raise ValueError(\"Bad return type for APLoss(): %s\" % str(ret))\n\n    def measures(self, x, gt, loss=None):\n        if loss is None:\n            loss = self.forward(x, gt)\n        return {'loss_ap': float(loss)}\n\n\nclass TAPLoss (APLoss):\n    \"\"\" Differentiable tie-aware AP loss, through quantization. From the paper:\n\n        Learning with Average Precision: Training Image Retrieval with a Listwise Loss\n        Jerome Revaud, Jon Almazan, Rafael Sampaio de Rezende, Cesar de Souza\n        https://arxiv.org/abs/1906.07589\n\n        Input: (N, M)   values in [min, max]\n        label: (N, M)   values in {0, 1}\n\n        Returns: 1 - mAP (mean AP for each n in {1..N})\n                 Note: typically, this is what you wanna minimize\n    \"\"\"\n    def __init__(self, nq=25, min=0, max=1, simplified=False):\n        APLoss.__init__(self, nq=nq, min=min, max=max)\n        self.simplified = simplified\n\n    def forward(self, x, label, qw=None, ret='1-mAP'):\n        '''N: number of images;\n           M: size of the descs;\n           Q: number of bins (nq);\n        '''\n        assert x.shape == label.shape  # N x M\n        N, M = x.shape\n        label = label.float()\n        Np = label.sum(dim=-1, keepdim=True)\n\n        # Quantize all predictions\n        q = self.quantizer(x.unsqueeze(1))\n        q = torch.min(q[:, :self.nq], q[:, self.nq:]).clamp(min=0)  # N x Q x M\n\n        c = q.sum(dim=-1)  # number of samples  N x Q = nbs on APLoss\n        cp = (q * label.view(N, 1, M)).sum(dim=-1)  # N x Q number of correct samples = rec on APLoss\n        C = c.cumsum(dim=-1)\n        Cp = cp.cumsum(dim=-1)\n\n        zeros = torch.zeros(N, 1).to(x.device)\n        C_1d = torch.cat((zeros, C[:, :-1]), dim=-1)\n        Cp_1d = torch.cat((zeros, Cp[:, :-1]), dim=-1)\n\n        if self.simplified:\n            aps = cp * (Cp_1d+Cp+1) / (C_1d+C+1) / Np\n        else:\n            eps = 1e-8\n            ratio = (cp - 1).clamp(min=0) / ((c-1).clamp(min=0) + eps)\n            aps = cp * (c * ratio + (Cp_1d + 1 - ratio * (C_1d + 1)) * torch.log((C + 1) / (C_1d + 1))) / (c + eps) / Np\n        aps = aps.sum(dim=-1)\n\n        assert aps.numel() == N\n\n        if ret == '1-mAP':\n            if qw is not None:\n                aps *= qw  # query weights\n            return 1 - aps.mean()\n        elif ret == 'AP':\n            assert qw is None\n            return aps\n        else:\n            raise ValueError(\"Bad return type for APLoss(): %s\" % str(ret))\n\n    def measures(self, x, gt, loss=None):\n        if loss is None:\n            loss = self.forward(x, gt)\n        return {'loss_tap'+('s' if self.simplified else ''): float(loss)}\n\n\nclass TripletMarginLoss(nn.TripletMarginLoss):\n    \"\"\" PyTorch's margin triplet loss\n\n    TripletMarginLoss(margin=1.0, p=2, eps=1e-06, swap=False, size_average=True, reduce=True)\n    \"\"\"\n    def eval_func(self, dp, dn):\n        return max(0, dp - dn + self.margin)\n\n\nclass TripletLogExpLoss(nn.Module):\n    r\"\"\"Creates a criterion that measures the triplet loss given an input\n    tensors x1, x2, x3.\n    This is used for measuring a relative similarity between samples. A triplet\n    is composed by `a`, `p` and `n`: anchor, positive examples and negative\n    example respectively. The shape of all input variables should be\n    :math:`(N, D)`.\n\n    The distance is described in detail in the paper `Improving Pairwise Ranking for Multi-Label\n    Image Classification`_ by Y. Li et al.\n\n    .. math::\n        L(a, p, n) = log \\left( 1 + exp(d(a_i, p_i) - d(a_i, n_i) \\right)\n\n\n    Args:\n        anchor: anchor input tensor\n        positive: positive input tensor\n        negative: negative input tensor\n\n    Shape:\n        - Input: :math:`(N, D)` where `D = vector dimension`\n        - Output: :math:`(N, 1)`\n\n    >>> triplet_loss = nn.TripletLogExpLoss(p=2)\n    >>> input1 = autograd.Variable(torch.randn(100, 128))\n    >>> input2 = autograd.Variable(torch.randn(100, 128))\n    >>> input3 = autograd.Variable(torch.randn(100, 128))\n    >>> output = triplet_loss(input1, input2, input3)\n    >>> output.backward()\n\n    .. _Learning shallow convolutional feature descriptors with triplet losses:\n        http://www.iis.ee.ic.ac.uk/%7Evbalnt/shallow_descr/TFeat_paper.pdf\n    \"\"\"\n\n    def __init__(self, p=2, eps=1e-6, swap=False):\n        super(TripletLogExpLoss, self).__init__()\n        self.p = p\n        self.eps = eps\n        self.swap = swap\n\n    def forward(self, anchor, positive, negative):\n        assert anchor.size() == positive.size(), \"Input sizes between positive and negative must be equal.\"\n        assert anchor.size() == negative.size(), \"Input sizes between anchor and negative must be equal.\"\n        assert positive.size() == negative.size(), \"Input sizes between positive and negative must be equal.\"\n        assert anchor.dim() == 2, \"Input must be a 2D matrix.\"\n\n        d_p = F.pairwise_distance(anchor, positive, self.p, self.eps)\n        d_n = F.pairwise_distance(anchor, negative, self.p, self.eps)\n\n        if self.swap:\n            d_s = F.pairwise_distance(positive, negative, self.p, self.eps)\n            d_n = torch.min(d_n, d_s)\n\n        dist = torch.log(1 + torch.exp(d_p - d_n))\n        loss = torch.mean(dist)\n        return loss\n\n    def eval_func(self, dp, dn):\n        return np.log(1 + np.exp(dp - dn))\n\n\ndef sim_to_dist(scores):\n    return 1 - torch.sqrt(2.001 - 2*scores)\n\n\nclass APLoss_dist (APLoss):\n    def forward(self, x, label, **kw):\n        d = sim_to_dist(x)\n        return APLoss.forward(self, d, label, **kw)\n\n\nclass TAPLoss_dist (TAPLoss):\n    def forward(self, x, label, **kw):\n        d = sim_to_dist(x)\n        return TAPLoss.forward(self, d, label, **kw)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/nets/__init__.py",
    "content": "''' List all architectures at the bottom of this file.\n\nTo list all available architectures, use:\n    python -m nets\n'''\nimport os\nimport pdb\nimport torch\nfrom collections import OrderedDict\n\nfrom .backbones.resnet import resnet101, resnet50, resnet18, resnet152\nfrom .rmac_resnet import resnet18_rmac, resnet50_rmac, resnet101_rmac, resnet152_rmac\nfrom .rmac_resnet_fpn import resnet18_fpn_rmac, resnet50_fpn_rmac, resnet101_fpn_rmac, resnet101_fpn0_rmac, resnet152_fpn_rmac\n\ninternal_funcs = set(globals().keys())\n\n\ndef list_archs():\n    model_names = {name for name in globals()\n                   if name.islower() and not name.startswith(\"__\")\n                   and name not in internal_funcs\n                   and callable(globals()[name])}\n    return model_names\n\n\ndef create_model(arch, pretrained='', delete_fc=False, *args, **kwargs):\n    ''' Create an empty network for RMAC.\n\n    arch : str\n        name of the function to call\n\n    kargs : list\n        mandatory arguments\n\n    kwargs : dict\n        optional arguments\n    '''\n    # creating model\n    if arch not in globals():\n        raise NameError(\"unknown model architecture '%s'\\nSelect one in %s\" % (\n                         arch, ','.join(list_archs())))\n    model = globals()[arch](*args, **kwargs)\n\n    model.preprocess = dict(\n        mean=model.rgb_means,\n        std=model.rgb_stds,\n        input_size=max(model.input_size)\n    )\n\n    if os.path.isfile(pretrained or ''):\n        class watcher:\n            class AverageMeter:\n                pass\n\n            class Watch:\n                pass\n        import sys\n        sys.modules['utils.watcher'] = watcher\n        weights = torch.load(pretrained, map_location=lambda storage, loc: storage)['state_dict']\n        load_pretrained_weights(model, weights, delete_fc=delete_fc)\n\n    elif pretrained:\n        assert hasattr(model, 'load_pretrained_weights'), 'Model %s must be initialized with a valid model file (not %s)' % (arch, pretrained)\n        model.load_pretrained_weights(pretrained)\n\n    return model\n\n\ndef load_pretrained_weights(net, state_dict, delete_fc=False):\n    \"\"\" Load the pretrained weights (chop the last FC layer if needed)\n        If layers are missing or of  wrong shape, will not load them.\n    \"\"\"\n\n    new_dict = OrderedDict()\n    for k, v in list(state_dict.items()):\n        if k.startswith('module.'):\n            k = k.replace('module.', '')\n        new_dict[k] = v\n\n    # Add missing weights from the network itself\n    d = net.state_dict()\n    for k, v in list(d.items()):\n        if k not in new_dict:\n            if not k.endswith('num_batches_tracked'):\n                print(\"Loading weights for %s: Missing layer %s\" % (type(net).__name__, k))\n            new_dict[k] = v\n        elif v.shape != new_dict[k].shape:\n            print(\"Loading weights for %s: Bad shape for layer %s, skipping\" % (type(net).__name__, k))\n            new_dict[k] = v\n\n    net.load_state_dict(new_dict)\n\n    # Remove the FC layer if size doesn't match\n    if delete_fc:\n        fc = net.fc_name\n        del new_dict[fc+'.weight']\n        del new_dict[fc+'.bias']\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/nets/__main__.py",
    "content": "from . import list_archs\n\n# python -m nets\nprint(\"Listing available architectures:\")\nprint(\"\\t\" + \"\\n\\t\".join(list_archs()))\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/nets/backbones/__init__.py",
    "content": "from collections import OrderedDict\n\n\ndef load_pretrained_weights(net, state_dict):\n    \"\"\" Load the pretrained weights.\n        If layers are missing or of  wrong shape, will not load them.\n    \"\"\"\n    new_dict = OrderedDict()\n    for k,v in list(state_dict.items()):\n        if k.startswith('module.'): k = k.replace('module.', '')\n        new_dict[k]=v\n\n    # Add missing weights from the network itself\n    d = net.state_dict()\n    for k,v in list(d.items()):\n        if k not in new_dict:\n            if not k.endswith('num_batches_tracked'):\n                print(\"Loading weights for %s: Missing layer %s\" % (type(net).__name__,k))\n            new_dict[k] = v\n        elif v.shape != new_dict[k].shape:\n            print(\"Loading weights for %s: Bad shape for layer %s, skipping\" % (type(net).__name__,k))\n            new_dict[k] = v\n\n    net.load_state_dict(new_dict)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/nets/backbones/resnet.py",
    "content": "import torch.nn as nn\nimport torch\nimport math\nimport numpy as np\nfrom torch.autograd import Variable\nimport torch.nn.functional as F\n\n\ndef conv3x3(in_planes, out_planes, stride=1):\n    \"\"\"3x3 convolution with padding\"\"\"\n    return nn.Conv2d(in_planes, out_planes, kernel_size=3, stride=stride,\n                     padding=1, bias=False)\n\n\nclass BasicBlock(nn.Module):\n    expansion = 1\n\n    def __init__(self, inplanes, planes, stride=1, downsample=None):\n        super(BasicBlock, self).__init__()\n        self.conv1 = conv3x3(inplanes, planes, stride)\n        self.bn1 = nn.BatchNorm2d(planes)\n        self.relu = nn.ReLU(inplace=True)\n        self.conv2 = conv3x3(planes, planes)\n        self.bn2 = nn.BatchNorm2d(planes)\n        self.downsample = downsample\n        self.stride = stride\n\n    def forward(self, x):\n        residual = x\n\n        out = self.conv1(x)\n        out = self.bn1(out)\n        out = self.relu(out)\n\n        out = self.conv2(out)\n        out = self.bn2(out)\n\n        if self.downsample is not None:\n            residual = self.downsample(x)\n\n        out += residual\n        out = self.relu(out)\n\n        return out\n\nclass Bottleneck(nn.Module):\n    ''' Standard bottleneck block\n    input  = inplanes * H * W\n    middle =   planes * H/stride * W/stride\n    output = 4*planes * H/stride * W/stride\n    '''\n    expansion = 4\n\n    def __init__(self, inplanes, planes, stride=1, dilation=1, downsample=None):\n        super(Bottleneck, self).__init__()\n        self.conv1 = nn.Conv2d(inplanes, planes, kernel_size=1, bias=False)\n        self.bn1 = nn.BatchNorm2d(planes)\n        self.conv2 = nn.Conv2d(planes, planes, kernel_size=3, stride=stride,\n                               padding=dilation, dilation=dilation, bias=False)\n        self.bn2 = nn.BatchNorm2d(planes)\n        self.conv3 = nn.Conv2d(planes, planes * 4, kernel_size=1, bias=False)\n        self.bn3 = nn.BatchNorm2d(planes * 4)\n        self.relu = nn.ReLU(inplace=True)\n        self.downsample = downsample\n        self.stride = stride\n\n    def forward(self, x):\n        residual = x\n\n        out = self.conv1(x)\n        out = self.bn1(out)\n        out = self.relu(out)\n\n        out = self.conv2(out)\n        out = self.bn2(out)\n        out = self.relu(out)\n\n        out = self.conv3(out)\n        out = self.bn3(out)\n\n        if self.downsample is not None:\n            residual = self.downsample(x)\n\n        out += residual\n        out = self.relu(out)\n\n        return out\n\n\n\n\ndef reset_weights(net):\n    for m in net.modules():\n        if isinstance(m, nn.Conv2d):\n            n = m.kernel_size[0] * m.kernel_size[1] * m.out_channels\n            m.weight.data.normal_(0, math.sqrt(2. / n))\n        elif isinstance(m, nn.BatchNorm2d):\n            m.weight.data.fill_(1)\n            m.bias.data.zero_()\n\n\nclass ResNet(nn.Module):\n    \"\"\" A standard ResNet.\n    \"\"\"\n    def __init__(self, block, layers, fc_out, model_name, self_similarity_radius=None, self_similarity_version=2):\n        nn.Module.__init__(self)\n        self.model_name = model_name\n\n        # default values for a network pre-trained on imagenet\n        self.rgb_means = [0.485, 0.456, 0.406]\n        self.rgb_stds  = [0.229, 0.224, 0.225]\n        self.input_size = (3, 224, 224)\n\n        self.inplanes = 64\n        self.conv1 = nn.Conv2d(3, 64, kernel_size=7, stride=2, padding=3,\n                               bias=False)\n        self.bn1 = nn.BatchNorm2d(64)\n        self.relu = nn.ReLU(inplace=True)\n        self.maxpool = nn.MaxPool2d(kernel_size=3, stride=2, padding=1)\n        self.layer1 = self._make_layer(block, 64, layers[0], self_similarity_radius=self_similarity_radius, self_similarity_version=self_similarity_version)\n        self.layer2 = self._make_layer(block, 128, layers[1], stride=2, self_similarity_radius=self_similarity_radius, self_similarity_version=self_similarity_version)\n        self.layer3 = self._make_layer(block, 256, layers[2], stride=2, self_similarity_radius=self_similarity_radius, self_similarity_version=self_similarity_version)\n        self.layer4 = self._make_layer(block, 512, layers[3], stride=2, self_similarity_radius=self_similarity_radius, self_similarity_version=self_similarity_version)\n\n        reset_weights(self)\n\n        self.fc = None\n        self.fc_out = fc_out\n        if self.fc_out > 0:\n            self.avgpool = nn.AdaptiveAvgPool2d(1)\n            self.fc = nn.Linear(512 * block.expansion, fc_out)\n            self.fc_name = 'fc'\n\n    def _make_layer(self, block, planes, blocks, stride=1, self_similarity_radius=None, self_similarity_version=1):\n        downsample = None\n        if stride != 1 or self.inplanes != planes * block.expansion:\n            downsample = nn.Sequential(\n                nn.Conv2d(self.inplanes, planes * block.expansion,\n                          kernel_size=1, stride=stride, bias=False),\n                nn.BatchNorm2d(planes * block.expansion),\n            )\n\n        layers = []\n        layers.append(block(self.inplanes, planes=planes, stride=stride, downsample=downsample))\n        self.inplanes = planes * block.expansion\n        for i in range(1, blocks):\n            layers.append(block(self.inplanes, planes))\n        if self_similarity_radius:\n            if self_similarity_version == 1:\n                from . self_sim import SelfSimilarity1\n                layers.append(SelfSimilarity1(self_similarity_radius, self.inplanes))\n            else:\n                from . self_sim import SelfSimilarity2\n                layers.append(SelfSimilarity2(self_similarity_radius, self.inplanes))\n        return nn.Sequential(*layers)\n\n    def forward(self, x, out_layer=0):\n        x = self.conv1(x)\n        x = self.bn1(x)\n        x = self.relu(x)\n        x = self.maxpool(x)\n\n        x = self.layer1(x)\n        x = self.layer2(x)\n        x = self.layer3(x)\n        if out_layer==-1:\n            return x, self.layer4(x)\n        x = self.layer4(x)\n\n        if self.fc_out > 0:\n            x = self.avgpool(x)\n            x = x.view(x.size(0), -1)\n            x = self.fc(x)\n        return x\n\n    def load_pretrained_weights(self, pretrain_code):\n        if pretrain_code == 'imagenet':\n            model_urls = {\n                'resnet18': 'https://download.pytorch.org/models/resnet18-5c106cde.pth',\n                'resnet50': 'https://download.pytorch.org/models/resnet50-19c8e357.pth',\n                'resnet101': 'https://download.pytorch.org/models/resnet101-5d3b4d8f.pth',\n                'resnet152': 'https://download.pytorch.org/models/resnet152-b121ed2d.pth',\n            }\n        else:\n            raise NameError(\"unknown pretraining code '%s'\" % pretrain_code)\n\n        print(\"Loading ImageNet pretrained weights for %s\" % pretrain_code)\n        assert self.model_name in model_urls, \"Unknown model '%s'\" % self.model_name\n\n        model_dir='dirtorch/data/models/classification/'\n        import os, stat # give group permission\n        try: os.makedirs(model_dir)\n        except OSError: pass\n\n        import torch.utils.model_zoo as model_zoo\n        state_dict = model_zoo.load_url(model_urls[self.model_name], model_dir=model_dir)\n\n        from . import load_pretrained_weights\n        load_pretrained_weights(self, state_dict)\n\n\n\n\n\ndef resnet18(out_dim=2048):\n    \"\"\"Constructs a ResNet-18 model.\n    \"\"\"\n    net = ResNet(BasicBlock, [2, 2, 2, 2], out_dim, 'resnet18')\n    return net\n\ndef resnet50(out_dim=2048):\n    \"\"\"Constructs a ResNet-50 model.\n    \"\"\"\n    net = ResNet(Bottleneck, [3, 4, 6, 3], out_dim, 'resnet50')\n    return net\n\ndef resnet101(out_dim=2048):\n    \"\"\"Constructs a ResNet-101 model.\n    \"\"\"\n    net = ResNet(Bottleneck, [3, 4, 23, 3], out_dim, 'resnet101')\n    return net\n\ndef resnet152(out_dim=2048):\n    \"\"\"Constructs a ResNet-152 model.\n    \"\"\"\n    net = ResNet(Bottleneck, [3, 8, 36, 3], out_dim, 'resnet152')\n    return net\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/nets/backbones/resnext101_features.py",
    "content": "from __future__ import print_function, division, absolute_import\nimport torch\nimport torch.nn as nn\nfrom torch.autograd import Variable\nfrom functools import reduce\n\nclass LambdaBase(nn.Sequential):\n    def __init__(self, fn, *args):\n        super(LambdaBase, self).__init__(*args)\n        self.lambda_func = fn\n\n    def forward_prepare(self, input):\n        output = []\n        for module in self._modules.values():\n            output.append(module(input))\n        return output if output else input\n\nclass Lambda(LambdaBase):\n    def forward(self, input):\n        return self.lambda_func(self.forward_prepare(input))\n\nclass LambdaMap(LambdaBase):\n    def forward(self, input):\n        return list(map(self.lambda_func,self.forward_prepare(input)))\n\nclass LambdaReduce(LambdaBase):\n    def forward(self, input):\n        return reduce(self.lambda_func,self.forward_prepare(input))\n\nresnext101_32x4d_features = nn.Sequential( # Sequential,\n    nn.Conv2d(3,64,(7, 7),(2, 2),(3, 3),1,1,bias=False),\n    nn.BatchNorm2d(64),\n    nn.ReLU(),\n    nn.MaxPool2d((3, 3),(2, 2),(1, 1)),\n    nn.Sequential( # Sequential,\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(64,128,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(128),\n                        nn.ReLU(),\n                        nn.Conv2d(128,128,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(128),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(128,256,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(256),\n                ),\n                nn.Sequential( # Sequential,\n                    nn.Conv2d(64,256,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(256),\n                ),\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(256,128,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(128),\n                        nn.ReLU(),\n                        nn.Conv2d(128,128,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(128),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(128,256,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(256),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(256,128,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(128),\n                        nn.ReLU(),\n                        nn.Conv2d(128,128,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(128),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(128,256,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(256),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n    ),\n    nn.Sequential( # Sequential,\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(256,256,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(256),\n                        nn.ReLU(),\n                        nn.Conv2d(256,256,(3, 3),(2, 2),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(256),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(256,512,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(512),\n                ),\n                nn.Sequential( # Sequential,\n                    nn.Conv2d(256,512,(1, 1),(2, 2),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(512),\n                ),\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(512,256,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(256),\n                        nn.ReLU(),\n                        nn.Conv2d(256,256,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(256),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(256,512,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(512),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(512,256,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(256),\n                        nn.ReLU(),\n                        nn.Conv2d(256,256,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(256),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(256,512,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(512),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(512,256,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(256),\n                        nn.ReLU(),\n                        nn.Conv2d(256,256,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(256),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(256,512,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(512),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n    ),\n    nn.Sequential( # Sequential,\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(512,512,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                        nn.Conv2d(512,512,(3, 3),(2, 2),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(512,1024,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(1024),\n                ),\n                nn.Sequential( # Sequential,\n                    nn.Conv2d(512,1024,(1, 1),(2, 2),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(1024),\n                ),\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(1024,512,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                        nn.Conv2d(512,512,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(512,1024,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(1024,512,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                        nn.Conv2d(512,512,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(512,1024,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(1024,512,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                        nn.Conv2d(512,512,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(512,1024,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(1024,512,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                        nn.Conv2d(512,512,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(512,1024,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(1024,512,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                        nn.Conv2d(512,512,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(512,1024,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(1024,512,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                        nn.Conv2d(512,512,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(512,1024,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(1024,512,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                        nn.Conv2d(512,512,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(512,1024,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(1024,512,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                        nn.Conv2d(512,512,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(512,1024,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(1024,512,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                        nn.Conv2d(512,512,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(512,1024,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(1024,512,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                        nn.Conv2d(512,512,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(512,1024,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(1024,512,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                        nn.Conv2d(512,512,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(512,1024,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(1024,512,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                        nn.Conv2d(512,512,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(512,1024,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(1024,512,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                        nn.Conv2d(512,512,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(512,1024,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(1024,512,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                        nn.Conv2d(512,512,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(512,1024,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(1024,512,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                        nn.Conv2d(512,512,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(512,1024,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(1024,512,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                        nn.Conv2d(512,512,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(512,1024,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(1024,512,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                        nn.Conv2d(512,512,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(512,1024,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(1024,512,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                        nn.Conv2d(512,512,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(512,1024,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(1024,512,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                        nn.Conv2d(512,512,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(512,1024,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(1024,512,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                        nn.Conv2d(512,512,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(512,1024,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(1024,512,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                        nn.Conv2d(512,512,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(512,1024,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(1024,512,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                        nn.Conv2d(512,512,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(512,1024,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n    ),\n    nn.Sequential( # Sequential,\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(1024,1024,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                        nn.Conv2d(1024,1024,(3, 3),(2, 2),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(1024,2048,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(2048),\n                ),\n                nn.Sequential( # Sequential,\n                    nn.Conv2d(1024,2048,(1, 1),(2, 2),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(2048),\n                ),\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(2048,1024,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                        nn.Conv2d(1024,1024,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(1024,2048,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(2048),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential( # Sequential,\n            LambdaMap(lambda x: x, # ConcatTable,\n                nn.Sequential( # Sequential,\n                    nn.Sequential( # Sequential,\n                        nn.Conv2d(2048,1024,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                        nn.Conv2d(1024,1024,(3, 3),(1, 1),(1, 1),1,32,bias=False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(1024,2048,(1, 1),(1, 1),(0, 0),1,1,bias=False),\n                    nn.BatchNorm2d(2048),\n                ),\n                Lambda(lambda x: x), # Identity,\n            ),\n            LambdaReduce(lambda x,y: x+y), # CAddTable,\n            nn.ReLU(),\n        ),\n    )\n)\n\n\n\nresnext101_64x4d_features = nn.Sequential(#Sequential,\n    nn.Conv2d(3, 64, (7, 7), (2, 2), (3, 3), 1, 1, bias = False),\n    nn.BatchNorm2d(64),\n    nn.ReLU(),\n    nn.MaxPool2d((3, 3), (2, 2), (1, 1)),\n    nn.Sequential(#Sequential,\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(64, 256, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(256),\n                        nn.ReLU(),\n                        nn.Conv2d(256, 256, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(256),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(256, 256, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(256),\n                ),\n                nn.Sequential(#Sequential,\n                    nn.Conv2d(64, 256, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(256),\n                ),\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(256, 256, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(256),\n                        nn.ReLU(),\n                        nn.Conv2d(256, 256, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(256),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(256, 256, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(256),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(256, 256, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(256),\n                        nn.ReLU(),\n                        nn.Conv2d(256, 256, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(256),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(256, 256, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(256),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n    ),\n    nn.Sequential(#Sequential,\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(256, 512, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                        nn.Conv2d(512, 512, (3, 3), (2, 2), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(512, 512, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(512),\n                ),\n                nn.Sequential(#Sequential,\n                    nn.Conv2d(256, 512, (1, 1), (2, 2), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(512),\n                ),\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(512, 512, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                        nn.Conv2d(512, 512, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(512, 512, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(512),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(512, 512, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                        nn.Conv2d(512, 512, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(512, 512, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(512),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(512, 512, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                        nn.Conv2d(512, 512, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(512),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(512, 512, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(512),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n    ),\n    nn.Sequential(#Sequential,\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(512, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                        nn.Conv2d(1024, 1024, (3, 3), (2, 2), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(1024),\n                ),\n                nn.Sequential(#Sequential,\n                    nn.Conv2d(512, 1024, (1, 1), (2, 2), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(1024),\n                ),\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                        nn.Conv2d(1024, 1024, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                        nn.Conv2d(1024, 1024, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                        nn.Conv2d(1024, 1024, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                        nn.Conv2d(1024, 1024, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                        nn.Conv2d(1024, 1024, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                        nn.Conv2d(1024, 1024, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                        nn.Conv2d(1024, 1024, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                        nn.Conv2d(1024, 1024, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                        nn.Conv2d(1024, 1024, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                        nn.Conv2d(1024, 1024, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                        nn.Conv2d(1024, 1024, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                        nn.Conv2d(1024, 1024, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                        nn.Conv2d(1024, 1024, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                        nn.Conv2d(1024, 1024, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                        nn.Conv2d(1024, 1024, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                        nn.Conv2d(1024, 1024, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                        nn.Conv2d(1024, 1024, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                        nn.Conv2d(1024, 1024, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                        nn.Conv2d(1024, 1024, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                        nn.Conv2d(1024, 1024, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                        nn.Conv2d(1024, 1024, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                        nn.Conv2d(1024, 1024, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(1024),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(1024, 1024, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(1024),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n    ),\n    nn.Sequential(#Sequential,\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(1024, 2048, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(2048),\n                        nn.ReLU(),\n                        nn.Conv2d(2048, 2048, (3, 3), (2, 2), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(2048),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(2048, 2048, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(2048),\n                ),\n                nn.Sequential(#Sequential,\n                    nn.Conv2d(1024, 2048, (1, 1), (2, 2), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(2048),\n                ),\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(2048, 2048, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(2048),\n                        nn.ReLU(),\n                        nn.Conv2d(2048, 2048, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(2048),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(2048, 2048, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(2048),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n        nn.Sequential(#Sequential,\n            LambdaMap(lambda x: x, #ConcatTable,\n                nn.Sequential(#Sequential,\n                    nn.Sequential(#Sequential,\n                        nn.Conv2d(2048, 2048, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                        nn.BatchNorm2d(2048),\n                        nn.ReLU(),\n                        nn.Conv2d(2048, 2048, (3, 3), (1, 1), (1, 1), 1, 64, bias = False),\n                        nn.BatchNorm2d(2048),\n                        nn.ReLU(),\n                    ),\n                    nn.Conv2d(2048, 2048, (1, 1), (1, 1), (0, 0), 1, 1, bias = False),\n                    nn.BatchNorm2d(2048),\n                ),\n                Lambda(lambda x: x), #Identity,\n            ),\n            LambdaReduce(lambda x, y: x + y), #CAddTable,\n            nn.ReLU(),\n        ),\n    )\n)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/nets/layers/pooling.py",
    "content": "import pdb\nimport numpy as np\nimport torch\nfrom torch.autograd import Variable\n\nimport torch.nn as nn\nfrom torch.nn.modules import Module\nfrom torch.nn.parameter import Parameter\nimport torch.nn.functional as F\nimport math\n\nclass GeneralizedMeanPooling(Module):\n    r\"\"\"Applies a 2D power-average adaptive pooling over an input signal composed of several input planes.\n\n    The function computed is: :math:`f(X) = pow(sum(pow(X, p)), 1/p)`\n\n        - At p = infinity, one gets Max Pooling\n        - At p = 1, one gets Average Pooling\n\n    The output is of size H x W, for any input size.\n    The number of output features is equal to the number of input planes.\n\n    Args:\n        output_size: the target output size of the image of the form H x W.\n                     Can be a tuple (H, W) or a single H for a square image H x H\n                     H and W can be either a ``int``, or ``None`` which means the size will\n                     be the same as that of the input.\n\n    \"\"\"\n\n    def __init__(self, norm, output_size=1, eps=1e-6):\n        super(GeneralizedMeanPooling, self).__init__()\n        assert norm > 0\n        self.p = float(norm)\n        self.output_size = output_size\n        self.eps = eps\n\n    def forward(self, x):\n        x = x.clamp(min=self.eps).pow(self.p)\n        return F.adaptive_avg_pool2d(x, self.output_size).pow(1. / self.p)\n\n    def __repr__(self):\n        return self.__class__.__name__ + '(' \\\n            + str(self.p) + ', ' \\\n            + 'output_size=' + str(self.output_size) + ')'\n\n\n\nclass GeneralizedMeanPoolingP(GeneralizedMeanPooling):\n    \"\"\" Same, but norm is trainable\n    \"\"\"\n    def __init__(self, norm=3, output_size=1, eps=1e-6):\n        super(GeneralizedMeanPoolingP, self).__init__(norm, output_size, eps)\n        self.p = Parameter(torch.ones(1) * norm)\n\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/nets/rmac_resnet.py",
    "content": "import pdb\nimport torch\nfrom .backbones.resnet import *\nfrom .layers.pooling import GeneralizedMeanPooling, GeneralizedMeanPoolingP\n\n\ndef l2_normalize(x, axis=-1):\n    x = F.normalize(x, p=2, dim=axis)\n    return x\n\n\nclass ResNet_RMAC(ResNet):\n    \"\"\" ResNet for RMAC (without ROI pooling)\n    \"\"\"\n    def __init__(self, block, layers, model_name, out_dim=2048, norm_features=False,\n                       pooling='gem', gemp=3, center_bias=0,\n                       dropout_p=None, without_fc=False, **kwargs):\n        ResNet.__init__(self, block, layers, 0, model_name, **kwargs)\n        self.norm_features = norm_features\n        self.without_fc = without_fc\n        self.pooling = pooling\n        self.center_bias = center_bias\n\n        if pooling == 'max':\n            self.adpool = nn.AdaptiveMaxPool2d(output_size=1)\n        elif pooling == 'avg':\n            self.adpool = nn.AdaptiveAvgPool2d(output_size=1)\n        elif pooling.startswith('gem'):\n            self.adpool = GeneralizedMeanPoolingP(norm=gemp)\n        else:\n            raise ValueError(pooling)\n\n        self.dropout = nn.Dropout(dropout_p) if dropout_p is not None else None\n        self.fc = nn.Linear(512 * block.expansion, out_dim)\n        self.fc_name = 'fc'\n        self.feat_dim = out_dim\n        self.detach = False\n\n    def forward(self, x):\n        bs, _, H, W = x.shape\n\n        x = ResNet.forward(self, x)\n\n        if self.dropout is not None:\n            x = self.dropout(x)\n\n        if self.detach:\n            # stop the back-propagation here, if needed\n            x = Variable(x.detach())\n            x = self.id(x)  # fake transformation\n\n        if self.center_bias > 0:\n            b = self.center_bias\n            bias = 1 + torch.FloatTensor([[[[0,0,0,0],[0,b,b,0],[0,b,b,0],[0,0,0,0]]]]).to(x.device)\n            bias = torch.nn.functional.interpolate(bias, size=x.shape[-2:], mode='bilinear', align_corners=True)\n            x = x*bias\n\n        # global pooling\n        x = self.adpool(x)\n\n        if self.norm_features:\n            x = l2_normalize(x, axis=1)\n\n        x.squeeze_()\n        if not self.without_fc:\n            x = self.fc(x)\n\n        x = l2_normalize(x, axis=-1)\n        return x\n\n\n\n\ndef resnet18_rmac(backbone=ResNet_RMAC, **kwargs):\n    kwargs.pop('scales', None)\n    return backbone(BasicBlock, [2, 2, 2, 2], 'resnet18', **kwargs)\n\ndef resnet50_rmac(backbone=ResNet_RMAC, **kwargs):\n    kwargs.pop('scales', None)\n    return backbone(Bottleneck, [3, 4, 6, 3], 'resnet50', **kwargs)\n\ndef resnet101_rmac(backbone=ResNet_RMAC, **kwargs):\n    kwargs.pop('scales', None)\n    return backbone(Bottleneck, [3, 4, 23, 3], 'resnet101', **kwargs)\n\ndef resnet152_rmac(backbone=ResNet_RMAC, **kwargs):\n    kwargs.pop('scales', None)\n    return backbone(Bottleneck, [3, 8, 36, 3], 'resnet152', **kwargs)\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/nets/rmac_resnet_fpn.py",
    "content": "import pdb\nfrom .backbones.resnet import *\nfrom .layers.pooling import GeneralizedMeanPooling, GeneralizedMeanPoolingP\n\n\ndef l2_normalize(x, axis=-1):\n    x = F.normalize(x, p=2, dim=axis)\n    return x\n\n\nclass ResNet_RMAC_FPN(ResNet):\n    \"\"\" ResNet for RMAC (without ROI pooling)\n    \"\"\"\n    def __init__(self, block, layers, model_name, out_dim=None, norm_features=False,\n                       pooling='gem', gemp=3, center_bias=0, mode=1,\n                       dropout_p=None, without_fc=False, **kwargs):\n        ResNet.__init__(self, block, layers, 0, model_name, **kwargs)\n        self.norm_features = norm_features\n        self.without_fc = without_fc\n        self.pooling = pooling\n        self.center_bias = center_bias\n        self.mode = mode\n\n        dim1 = 256 * block.expansion\n        dim2 = 512 * block.expansion\n        if out_dim is None: out_dim = dim1 + dim2\n        #FPN\n        if self.mode == 1:\n            self.conv1x5 = nn.Conv2d(dim2, dim1, kernel_size=1, stride=1, bias=False)\n            self.conv3c4 = nn.Conv2d(dim1, dim1, kernel_size=3, stride=1, padding=1, bias=False)\n            self.relu = nn.ReLU(inplace=True)\n\n        for m in self.modules():\n            if isinstance(m, nn.Conv2d):\n                n = m.kernel_size[0] * m.kernel_size[1] * m.out_channels\n                m.weight.data.normal_(0, math.sqrt(2. / n))\n\n        if pooling == 'max':\n            self.adpool = nn.AdaptiveMaxPool2d(output_size=1)\n        elif pooling == 'avg':\n            self.adpool = nn.AdaptiveAvgPool2d(output_size=1)\n        elif pooling == 'gem':\n            self.adpoolx5 = GeneralizedMeanPoolingP(norm=gemp)\n            self.adpoolc4 = GeneralizedMeanPoolingP(norm=gemp)\n\n        self.dropout = nn.Dropout(dropout_p) if dropout_p is not None else None\n        self.fc = nn.Linear(768 * block.expansion, out_dim)\n        self.fc_name = 'fc'\n        self.feat_dim = out_dim\n        self.detach = False\n\n    def forward(self, x):\n        x4, x5 = ResNet.forward(self, x, -1)\n\n        # FPN\n        if self.mode == 1:\n            c5 = F.interpolate(x5, size=x4.shape[-2:], mode='nearest')\n\n            c5 = self.conv1x5(c5)\n            c5 = self.relu(c5)\n            x4 = x4 + c5\n            x4 = self.conv3c4(x4)\n            x4 = self.relu(x4)\n\n        if self.dropout is not None:\n            x5 = self.dropout(x5)\n            x4 = self.dropout(x4)\n\n        if self.detach:\n            # stop the back-propagation here, if needed\n            x5 = Variable(x5.detach())\n            x5 = self.id(x5)  # fake transformation\n            x4 = Variable(x4.detach())\n            x4 = self.id(x4)  # fake transformation\n\n        # global pooling\n        x5 = self.adpoolx5(x5)\n        x4 = self.adpoolc4(x4)\n\n        x = torch.cat((x4, x5), 1)\n\n        if self.norm_features:\n            x = l2_normalize(x, axis=1)\n\n        x.squeeze_()\n        if not self.without_fc:\n            x = self.fc(x)\n\n        x = l2_normalize(x, axis=-1)\n        return x\n\n\n\n\ndef resnet18_fpn_rmac(backbone=ResNet_RMAC_FPN, **kwargs):\n    kwargs.pop('scales', None)\n    return backbone(BasicBlock, [2, 2, 2, 2], 'resnet18', **kwargs)\n\ndef resnet50_fpn_rmac(backbone=ResNet_RMAC_FPN, **kwargs):\n    kwargs.pop('scales', None)\n    return backbone(Bottleneck, [3, 4, 6, 3], 'resnet50', **kwargs)\n\ndef resnet101_fpn_rmac(backbone=ResNet_RMAC_FPN, **kwargs):\n    kwargs.pop('scales', None)\n    return backbone(Bottleneck, [3, 4, 23, 3], 'resnet101', **kwargs)\n\ndef resnet101_fpn0_rmac(backbone=ResNet_RMAC_FPN, **kwargs):\n    kwargs.pop('scales', None)\n    return backbone(Bottleneck, [3, 4, 23, 3], 'resnet101', mode=0, **kwargs)\n\ndef resnet152_fpn_rmac(backbone=ResNet_RMAC_FPN, **kwargs):\n    kwargs.pop('scales', None)\n    return backbone(Bottleneck, [3, 8, 36, 3], 'resnet152', **kwargs)\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/nets/rmac_resnext.py",
    "content": "from .backbones.resnext101_features import *\nfrom .layers.pooling import GeneralizedMeanPooling, GeneralizedMeanPoolingP\n\n\ndef l2_normalize(x, axis=-1):\n    x = F.normalize(x, p=2, dim=axis)\n    return x\n\n\nclass ResNext_RMAC(nn.Module):\n    \"\"\" ResNet for RMAC (without ROI pooling)\n    \"\"\"\n    def __init__(self, backbone, out_dim=2048, norm_features=False,\n                       pooling='gem', gemp=3, center_bias=0,\n                       dropout_p=None, without_fc=False, **kwargs):\n        super(ResNeXt_RMAC, self).__init__()\n        self.backbone = backbone\n        self.norm_features = norm_features\n        self.without_fc = without_fc\n        self.pooling = pooling\n        self.center_bias = center_bias\n\n        if pooling == 'max':\n            self.adpool = nn.AdaptiveMaxPool2d(output_size=1)\n        elif pooling == 'avg':\n            self.adpool = nn.AdaptiveAvgPool2d(output_size=1)\n        elif pooling == 'gem':\n            self.adpool = GeneralizedMeanPoolingP(norm=gemp)\n\n        self.dropout = nn.Dropout(dropout_p) if dropout_p is not None else None\n        self.last_linear = nn.Linear(2048, out_dim)\n        self.fc_name = 'last_linear'\n        self.feat_dim = out_dim\n        self.detach = False\n\n    def forward(self, x):\n        x = ResNet.forward(self, x)\n\n        if self.dropout is not None:\n            x = self.dropout(x)\n\n        if self.detach:\n            # stop the back-propagation here, if needed\n            x = Variable(x.detach())\n            x = self.id(x)  # fake transformation\n\n        if self.center_bias > 0:\n            b = self.center_bias\n            bias = 1 + torch.FloatTensor([[[[0,0,0,0],[0,b,b,0],[0,b,b,0],[0,0,0,0]]]]).to(x.device)\n            bias = torch.nn.functional.interpolate(bias, size=x.shape[-2:], mode='bilinear', align_corners=True)\n            x = x*bias\n\n        # global pooling\n        x = self.adpool(x)\n\n        if self.norm_features:\n            x = l2_normalize(x, axis=1)\n\n        x.squeeze_()\n        if not self.without_fc:\n            x = self.fc(x)\n\n        x = l2_normalize(x, axis=-1)\n        return x\n\n\n\n\ndef resnet18_rmac(backbone=ResNet_RMAC, **kwargs):\n    kwargs.pop('scales', None)\n    return backbone(BasicBlock, [2, 2, 2, 2], 'resnet18', **kwargs)\n\ndef resnet50_rmac(backbone=ResNet_RMAC, **kwargs):\n    kwargs.pop('scales', None)\n    return backbone(Bottleneck, [3, 4, 6, 3], 'resnet50', **kwargs)\n\ndef resnet101_rmac(backbone=ResNet_RMAC, **kwargs):\n    kwargs.pop('scales', None)\n    return backbone(Bottleneck, [3, 4, 23, 3], 'resnet101', **kwargs)\n\ndef resnet152_rmac(backbone=ResNet_RMAC, **kwargs):\n    kwargs.pop('scales', None)\n    return backbone(Bottleneck, [3, 8, 36, 3], 'resnet152', **kwargs)\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/test_dir.py",
    "content": "import sys\nimport os\nimport os.path as osp\nimport pdb\n\nimport json\nimport tqdm\nimport numpy as np\nimport torch\nimport torch.nn.functional as F\n\nfrom dirtorch.utils.convenient import mkdir\nfrom dirtorch.utils import common\nfrom dirtorch.utils.common import tonumpy, matmul, pool\nfrom dirtorch.utils.pytorch_loader import get_loader\nimport dirtorch.nets as nets\nimport dirtorch.datasets as datasets\nimport dirtorch.datasets.downloader as dl\n\nimport pickle as pkl\nimport hashlib\n\n\ndef expand_descriptors(descs, db=None, alpha=0, k=0):\n    assert k >= 0 and alpha >= 0, 'k and alpha must be non-negative'\n    if k == 0:\n        return descs\n    descs = tonumpy(descs)\n    n = descs.shape[0]\n    db_descs = tonumpy(db if db is not None else descs)\n\n    sim = matmul(descs, db_descs)\n    if db is None:\n        sim[np.diag_indices(n)] = 0\n\n    idx = np.argpartition(sim, int(-k), axis=1)[:, int(-k):]\n    descs_aug = np.zeros_like(descs)\n    for i in range(n):\n        new_q = np.vstack([db_descs[j, :] * sim[i, j]**alpha for j in idx[i]])\n        new_q = np.vstack([descs[i], new_q])\n        new_q = np.mean(new_q, axis=0)\n        descs_aug[i] = new_q / np.linalg.norm(new_q)\n\n    return descs_aug\n\n\ndef extract_image_features(dataset, transforms, net, ret_imgs=False, same_size=False, flip=None,\n                           desc=\"Extract feats...\", iscuda=True, threads=8, batch_size=8):\n    \"\"\" Extract image features for a given dataset.\n        Output is 2-dimensional (B, D)\n    \"\"\"\n    if not same_size:\n        batch_size = 1\n        old_benchmark = torch.backends.cudnn.benchmark\n        torch.backends.cudnn.benchmark = False\n\n    loader = get_loader(dataset, trf_chain=transforms, preprocess=net.preprocess, iscuda=iscuda,\n                        output=['img'], batch_size=batch_size, threads=threads, shuffle=False)\n\n    if hasattr(net, 'eval'):\n        net.eval()\n\n    tocpu = (lambda x: x.cpu()) if ret_imgs == 'cpu' else (lambda x: x)\n\n    img_feats = []\n    trf_images = []\n    with torch.no_grad():\n        for inputs in tqdm.tqdm(loader, desc, total=1+(len(dataset)-1)//batch_size):\n            imgs = inputs[0]\n            for i in range(len(imgs)):\n                if flip and flip.pop(0):\n                    imgs[i] = imgs[i].flip(2)\n            imgs = common.variables(inputs[:1], net.iscuda)[0]\n            desc = net(imgs)\n            if ret_imgs:\n                trf_images.append(tocpu(imgs.detach()))\n            del imgs\n            del inputs\n            if len(desc.shape) == 1:\n                desc.unsqueeze_(0)\n            img_feats.append(desc.detach())\n\n    img_feats = torch.cat(img_feats, dim=0)\n    if len(img_feats.shape) == 1:\n        img_feats.unsqueeze_(0)\n\n    if not same_size:\n        torch.backends.cudnn.benchmark = old_benchmark\n\n    if ret_imgs:\n        if same_size:\n            trf_images = torch.cat(trf_images, dim=0)\n        return trf_images, img_feats\n    return img_feats\n\n\ndef eval_model(db, net, trfs, pooling='mean', gemp=3, detailed=False, whiten=None,\n               aqe=None, adba=None, threads=8, batch_size=16, save_feats=None,\n               load_feats=None, dbg=()):\n    \"\"\" Evaluate a trained model (network) on a given dataset.\n    The dataset is supposed to contain the evaluation code.\n    \"\"\"\n    print(\"\\n>> Evaluation...\")\n    query_db = db.get_query_db()\n\n    # extract DB feats\n    bdescs = []\n    qdescs = []\n\n    if not load_feats:\n        trfs_list = [trfs] if isinstance(trfs, str) else trfs\n\n        for trfs in trfs_list:\n            kw = dict(iscuda=net.iscuda, threads=threads, batch_size=batch_size, same_size='Pad' in trfs or 'Crop' in trfs)\n            bdescs.append(extract_image_features(db, trfs, net, desc=\"DB\", **kw))\n\n            # extract query feats\n            qdescs.append(bdescs[-1] if db is query_db else extract_image_features(query_db, trfs, net, desc=\"query\", **kw))\n\n        # pool from multiple transforms (scales)\n        bdescs = F.normalize(pool(bdescs, pooling, gemp), p=2, dim=1)\n        qdescs = F.normalize(pool(qdescs, pooling, gemp), p=2, dim=1)\n    else:\n        bdescs = np.load(os.path.join(load_feats, 'feats.bdescs.npy'))\n        if query_db is not db:\n            qdescs = np.load(os.path.join(load_feats, 'feats.qdescs.npy'))\n        else:\n            qdescs = bdescs\n\n    if save_feats:\n        mkdir(save_feats)\n        np.save(os.path.join(save_feats, 'feats.bdescs.npy'), bdescs.cpu().numpy())\n        if query_db is not db:\n            np.save(os.path.join(save_feats, 'feats.qdescs.npy'), qdescs.cpu().numpy())\n\n    if whiten is not None:\n        bdescs = common.whiten_features(tonumpy(bdescs), net.pca, **whiten)\n        qdescs = common.whiten_features(tonumpy(qdescs), net.pca, **whiten)\n\n    if adba is not None:\n        bdescs = expand_descriptors(bdescs, **args.adba)\n    if aqe is not None:\n        qdescs = expand_descriptors(qdescs, db=bdescs, **args.aqe)\n\n    scores = matmul(qdescs, bdescs)\n\n    del bdescs\n    del qdescs\n\n    res = {}\n\n    try:\n        aps = [db.eval_query_AP(q, s) for q, s in enumerate(tqdm.tqdm(scores, desc='AP'))]\n        if not isinstance(aps[0], dict):\n            aps = [float(e) for e in aps]\n            if detailed:\n                res['APs'] = aps\n            # Queries with no relevants have an AP of -1\n            res['mAP'] = float(np.mean([e for e in aps if e >= 0]))\n        else:\n            modes = aps[0].keys()\n            for mode in modes:\n                apst = [float(e[mode]) for e in aps]\n                if detailed:\n                    res['APs'+'-'+mode] = apst\n                # Queries with no relevants have an AP of -1\n                res['mAP'+'-'+mode] = float(np.mean([e for e in apst if e >= 0]))\n    except NotImplementedError:\n        print(\" AP not implemented!\")\n\n    try:\n        tops = [db.eval_query_top(q, s) for q, s in enumerate(tqdm.tqdm(scores, desc='top1'))]\n        if detailed:\n            res['tops'] = tops\n        for k in tops[0]:\n            res['top%d' % k] = float(np.mean([top[k] for top in tops]))\n    except NotImplementedError:\n        pass\n\n    return res\n\n\ndef load_model(path, iscuda):\n    checkpoint = common.load_checkpoint(path, iscuda)\n    net = nets.create_model(pretrained=\"\", **checkpoint['model_options'])\n    net = common.switch_model_to_cuda(net, iscuda, checkpoint)\n    net.load_state_dict(checkpoint['state_dict'])\n    net.preprocess = checkpoint.get('preprocess', net.preprocess)\n    if 'pca' in checkpoint:\n        net.pca = checkpoint.get('pca')\n    return net\n\n\nif __name__ == '__main__':\n    import argparse\n    parser = argparse.ArgumentParser(description='Evaluate a model')\n\n    parser.add_argument('--dataset', '-d', type=str, required=True, help='Command to load dataset')\n    parser.add_argument('--checkpoint', type=str, required=True, help='path to weights')\n\n    parser.add_argument('--trfs', type=str, required=False, default='', nargs='+', help='test transforms (can be several)')\n    parser.add_argument('--pooling', type=str, default=\"gem\", help='pooling scheme if several trf chains')\n    parser.add_argument('--gemp', type=int, default=3, help='GeM pooling power')\n\n    parser.add_argument('--out-json', type=str, default=\"\", help='path to output json')\n    parser.add_argument('--detailed', action='store_true', help='return detailed evaluation')\n    parser.add_argument('--save-feats', type=str, default=\"\", help='path to output features')\n    parser.add_argument('--load-feats', type=str, default=\"\", help='path to load features from')\n\n    parser.add_argument('--threads', type=int, default=8, help='number of thread workers')\n    parser.add_argument('--gpu', type=int, default=0, nargs='+', help='GPU ids')\n    parser.add_argument('--dbg', default=(), nargs='*', help='debugging options')\n    # post-processing\n    parser.add_argument('--whiten', type=str, default='Landmarks_clean', help='applies whitening')\n\n    parser.add_argument('--aqe', type=int, nargs='+', help='alpha-query expansion paramenters')\n    parser.add_argument('--adba', type=int, nargs='+', help='alpha-database augmentation paramenters')\n\n    parser.add_argument('--whitenp', type=float, default=0.25, help='whitening power, default is 0.5 (i.e., the sqrt)')\n    parser.add_argument('--whitenv', type=int, default=None, help='number of components, default is None (i.e. all components)')\n    parser.add_argument('--whitenm', type=float, default=1.0, help='whitening multiplier, default is 1.0 (i.e. no multiplication)')\n\n    args = parser.parse_args()\n    args.iscuda = common.torch_set_gpu(args.gpu)\n    if args.aqe is not None:\n        args.aqe = {'k': args.aqe[0], 'alpha': args.aqe[1]}\n    if args.adba is not None:\n        args.adba = {'k': args.adba[0], 'alpha': args.adba[1]}\n\n    dl.download_dataset(args.dataset)\n\n    dataset = datasets.create(args.dataset)\n    print(\"Test dataset:\", dataset)\n\n    net = load_model(args.checkpoint, args.iscuda)\n\n    if args.whiten:\n        net.pca = net.pca[args.whiten]\n        args.whiten = {'whitenp': args.whitenp, 'whitenv': args.whitenv, 'whitenm': args.whitenm}\n    else:\n        net.pca = None\n        args.whiten = None\n\n    # Evaluate\n    res = eval_model(dataset, net, args.trfs, pooling=args.pooling, gemp=args.gemp, detailed=args.detailed,\n                     threads=args.threads, dbg=args.dbg, whiten=args.whiten, aqe=args.aqe, adba=args.adba,\n                     save_feats=args.save_feats, load_feats=args.load_feats)\n    print(' * ' + '\\n * '.join(['%s = %g' % p for p in res.items()]))\n\n    if args.out_json:\n        # write to file\n        try:\n            data = json.load(open(args.out_json))\n        except IOError:\n            data = {}\n        data[args.dataset] = res\n        mkdir(args.out_json)\n        open(args.out_json, 'w').write(json.dumps(data, indent=1))\n        print(\"saved to \"+args.out_json)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/utils/common.py",
    "content": "import os\nimport sys\nimport pdb\nimport shutil\nfrom collections import OrderedDict\nimport numpy as np\nimport sklearn.decomposition\n\nimport torch\nimport torch.nn.functional as F\n\ntry:\n    import torch\n    import torch.nn as nn\nexcept ImportError:\n    pass\n\n\ndef typename(x):\n    return type(x).__module__\n\n\ndef tonumpy(x):\n    if typename(x) == torch.__name__:\n        return x.cpu().numpy()\n    else:\n        return x\n\n\ndef matmul(A, B):\n    if typename(A) == np.__name__:\n        B = tonumpy(B)\n        scores = np.dot(A, B.T)\n    elif typename(B) == torch.__name__:\n        scores = torch.matmul(A, B.t()).cpu().numpy()\n    else:\n        raise TypeError(\"matrices must be either numpy or torch type\")\n    return scores\n\n\ndef pool(x, pooling='mean', gemp=3):\n    if len(x) == 1:\n        return x[0]\n    x = torch.stack(x, dim=0)\n    if pooling == 'mean':\n        return torch.mean(x, dim=0)\n    elif pooling == 'gem':\n        def sympow(x, p, eps=1e-6):\n            s = torch.sign(x)\n            return (x*s).clamp(min=eps).pow(p) * s\n        x = sympow(x, gemp)\n        x = torch.mean(x, dim=0)\n        return sympow(x, 1/gemp)\n    else:\n        raise ValueError(\"Bad pooling mode: \"+str(pooling))\n\n\ndef torch_set_gpu(gpus, seed=None, randomize=True):\n    if type(gpus) is int:\n            gpus = [gpus]\n\n    assert gpus, 'error: empty gpu list, use --gpu N N ...'\n\n    cuda = all(gpu >= 0 for gpu in gpus)\n\n    if cuda:\n        if any(gpu >= 1000 for gpu in gpus):\n            visible_gpus = [int(gpu) for gpu in os.environ['CUDA_VISIBLE_DEVICES'].split(',')]\n            os.environ['CUDA_VISIBLE_DEVICES'] = ','.join([str(visible_gpus[gpu-1000]) for gpu in gpus])\n        else:\n            os.environ['CUDA_VISIBLE_DEVICES'] = ','.join([str(gpu) for gpu in gpus])\n        assert cuda and torch.cuda.is_available(), \"%s has GPUs %s unavailable\" % (\n            os.environ['HOSTNAME'], os.environ['CUDA_VISIBLE_DEVICES'])\n        torch.backends.cudnn.benchmark = True\n        torch.backends.cudnn.fastest = True\n        print('Launching on GPUs ' + os.environ['CUDA_VISIBLE_DEVICES'])\n    else:\n        print('Launching on >> CPU <<')\n\n    torch_set_seed(seed, cuda, randomize=randomize)\n    return cuda\n\n\ndef torch_set_seed(seed, cuda, randomize=True):\n    if seed:\n        # this makes it 3x SLOWER but deterministic\n        torch.backends.cudnn.enabled = False\n\n    if randomize and not seed:\n        import time\n        try:\n            seed = int(np.uint32(hash(time.time())))\n        except OverflowError:\n            seed = int.from_bytes(os.urandom(4), byteorder='little', signed=False)\n    if seed:\n        np.random.seed(seed)\n        torch.manual_seed(seed)\n        if cuda:\n            torch.cuda.manual_seed(seed)\n\n\ndef save_checkpoint(state, is_best, filename):\n    try:\n        dirs = os.path.split(filename)[0]\n        if not os.path.isdir(dirs):\n            os.makedirs(dirs)\n        torch.save(state, filename)\n        if is_best:\n            filenamebest = filename+'.best'\n            shutil.copyfile(filename, filenamebest)\n            filename = filenamebest\n        print(\"saving to \"+filename)\n    except:\n        print(\"Error: Could not save checkpoint at %s, skipping\" % filename)\n\n\ndef load_checkpoint(filename, iscuda=False):\n    if not filename:\n        return None\n    assert os.path.isfile(filename), \"=> no checkpoint found at '%s'\" % filename\n    checkpoint = torch.load(filename, map_location=lambda storage, loc: storage)\n    print(\"=> loading checkpoint '%s'\" % filename, end='')\n    for key in ['epoch', 'iter', 'current_iter']:\n        if key in checkpoint:\n            print(\" (%s %d)\" % (key, checkpoint[key]), end='')\n    print()\n\n    new_dict = OrderedDict()\n    for k, v in list(checkpoint['state_dict'].items()):\n        if k.startswith('module.'):\n            k = k[7:]\n        new_dict[k] = v\n    checkpoint['state_dict'] = new_dict\n\n    if iscuda and 'optimizer' in checkpoint:\n        try:\n            for state in checkpoint['optimizer']['state'].values():\n                for k, v in state.items():\n                    if iscuda and torch.is_tensor(v):\n                        state[k] = v.cuda()\n        except RuntimeError as e:\n            print(\"RuntimeError:\", e, \"(machine %s, GPU %s)\" % (\n                os.environ['HOSTNAME'], os.environ['CUDA_VISIBLE_DEVICES']),\n                file=sys.stderr)\n            sys.exit(1)\n\n    return checkpoint\n\n\ndef switch_model_to_cuda(model, iscuda=True, checkpoint=None):\n    if iscuda:\n        if checkpoint:\n            checkpoint['state_dict'] = {'module.' + k: v for k, v in checkpoint['state_dict'].items()}\n        try:\n            model = torch.nn.DataParallel(model)\n\n            # copy attributes automatically\n            for var in dir(model.module):\n                if var.startswith('_'):\n                    continue\n                val = getattr(model.module, var)\n                if isinstance(val, (bool, int, float, str, dict)) or \\\n                   (callable(val) and var.startswith('get_')):\n                    setattr(model, var, val)\n\n            model.cuda()\n            model.isasync = True\n        except RuntimeError as e:\n            print(\"RuntimeError:\", e, \"(machine %s, GPU %s)\" % (\n                os.environ['HOSTNAME'], os.environ['CUDA_VISIBLE_DEVICES']),\n                file=sys.stderr)\n            sys.exit(1)\n\n    model.iscuda = iscuda\n    return model\n\n\ndef model_size(model):\n    ''' Computes the number of parameters of the model\n    '''\n    size = 0\n    for weights in model.state_dict().values():\n        size += np.prod(weights.shape)\n    return size\n\n\ndef freeze_batch_norm(model, freeze=True, only_running=False):\n    model.freeze_bn = bool(freeze)\n    if not freeze:\n        return\n\n    for m in model.modules():\n        if isinstance(m, nn.BatchNorm2d):\n            # Eval mode freezes the running mean and std\n            m.eval()\n            for param in m.named_parameters():\n                if only_running:\n                    # Weight and bias can be updated\n                    param[1].requires_grad = True\n                else:\n                    # Freeze the weight and bias\n                    param[1].requires_grad = False\n\n\ndef variables(inputs, iscuda, not_on_gpu=[]):\n    ''' convert several Tensors to cuda.Variables\n    Tensor whose index are in not_on_gpu stays on cpu.\n    '''\n    inputs_var = []\n\n    for i, x in enumerate(inputs):\n        if i not in not_on_gpu and not isinstance(x, (tuple, list)):\n            if iscuda:\n                x = x.cuda(non_blocking=True)\n            x = torch.autograd.Variable(x)\n        inputs_var.append(x)\n\n    return inputs_var\n\n\ndef transform(pca, X, whitenp=0.5, whitenv=None, whitenm=1.0, use_sklearn=True):\n    if use_sklearn:\n        # https://github.com/scikit-learn/scikit-learn/blob/master/sklearn/decomposition/base.py#L99\n        if pca.mean_ is not None:\n            X = X - pca.mean_\n        X_transformed = np.dot(X, pca.components_[:whitenv].T)\n        if pca.whiten:\n            X_transformed /= whitenm * np.power(pca.explained_variance_[:whitenv], whitenp)\n    else:\n        X = X - pca['means']\n        X_transformed = np.dot(X, pca['W'])\n    return X_transformed\n\n\ndef whiten_features(X, pca, l2norm=True, whitenp=0.5, whitenv=None, whitenm=1.0, use_sklearn=True):\n    res = transform(pca, X, whitenp=whitenp, whitenv=whitenv, whitenm=whitenm, use_sklearn=use_sklearn)\n    if l2norm:\n        res = res / np.expand_dims(np.linalg.norm(res, axis=1), axis=1)\n    return res\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/utils/convenient.py",
    "content": "import os\n\n################################################\n# file stuff\n\ndef mkdir(d):\n    try: os.makedirs(d)\n    except OSError: pass\n\n\ndef mkdir( fname, isfile='auto' ):\n    ''' Make a directory given a file path\n        If the path is already a directory, make sure it ends with '/' !\n    '''\n    if isfile == 'auto':\n        isfile = bool(os.path.splitext(fname)[1])\n    if isfile:\n        directory = os.path.split(fname)[0]\n    else:\n        directory = fname\n    if directory and not os.path.isdir( directory ):\n        os.makedirs(directory)\n_mkdir = mkdir\n\n\ndef touch(filename):\n    ''' Touch is file. Create the file and directory if necessary.\n    '''\n    assert isinstance(filename, str), 'filename \"%s\" must be a string' % (str(filename))\n    dirs = os.path.split(filename)[0]\n    mkdir(dirs)\n    open(filename,'r+' if os.path.isfile(filename) else 'w') # touch\n\n\ndef assert_outpath( path, ext='', mkdir=False ):\n    \"\"\" Verify that the output file has correct format.\n    \"\"\"\n    folder, fname = os.path.split(path)\n    if ext:  assert os.path.splitext(fname)[1] == ext, 'Bad file extension, should be '+ext\n    if mkdir: _mkdir(folder, isfile=False)\n    assert os.path.isdir(folder), 'Destination folder not found '+folder\n    assert not os.path.isfile(path), 'File already exists '+path\n\n\n\n################################################\n# Multiprocessing stuff\nimport multiprocessing as mp\nimport multiprocessing.dummy\n\nclass _BasePool (object):\n  def __init__(self, nt=0):\n    self.n = max(1,min(mp.cpu_count(), nt if nt>0 else nt+mp.cpu_count()))\n  def starmap(self, func, args):\n    self.map(lambda a: func(*a), args)\n\nclass ProcessPool (_BasePool):\n  def __init__(self, nt=0):\n    CorePool.__init__(self, nt)\n    self.map = map if self.n==1 else mp.Pool(self.n).map\n\nclass ThreadPool (_BasePool):\n  def __init__(self, nt=0):\n    CorePool.__init__(self, nt)\n    self.map = map if self.n==1 else mp.dummy.Pool(self.n).map\n\n\n################################################\n# List utils\n\ndef is_iterable(val, exclude={str}):\n    if type(exclude) not in (tuple, dict, set):\n      exclude = {exclude}\n    try:\n        if type(val) in exclude:    # iterable but no\n            raise TypeError()\n        plouf = iter(val)\n        return True\n    except TypeError:\n        return False\n\n\ndef listify( val, exclude={str} ):\n    # make it iterable\n    return val if is_iterable(val,exclude=exclude) else (val,)\n\n\ndef unlistify( lis ):\n    # if it contains just one element, returns it\n    if len(lis) == 1:\n        for e in lis: return e\n    return lis\n\n\n################################################\n# file stuff\n\ndef sig_folder_ext(f):\n    return (os.path.split(f)[0], os.path.splitext(f)[1])\ndef sig_folder(f):\n    return os.path.split(f)[0]\ndef sig_ext(f):\n    return os.path.splitext(f)[1]\ndef sig_3folder_ext(f):\n    f = f.replace('//','/')\n    f = f.replace('//','/')\n    return tuple(f.split('/')[:3]) + (os.path.splitext(f)[1],)\ndef sig_all(f):\n    return ()\n\ndef saferm(f, sig=sig_folder_ext ):\n    if not os.path.isfile(f):\n        return True\n    if not hasattr(saferm,'signature'):\n        saferm.signature = set() # init\n\n    if sig(f) not in saferm.signature:\n        # reset if the signature is different\n        saferm.ask = True\n        saferm.signature.add( sig(f) )\n\n    if saferm.ask:\n        print('confirm removal of %s ? (y/n/all)' %f, end=' ')\n        ans = input()\n        if ans not in ('y','all'): return False\n        if ans == 'all': saferm.ask = False\n\n    os.remove(f)\n    return True\n\n\n################################################\n# measuring time\n\n_tics = dict()\nfrom collections import defaultdict\n_tics_cum = defaultdict(float)\n\ndef tic(tag='tic'):\n    from time import time as now\n    _tics['__last__'] = tag\n    _tics[tag] = now()\n\ndef toc(tag='', cum=False):\n    from time import time as now\n    t = now()\n    tag = tag or _tics['__last__']\n    t -= _tics[tag]\n    if cum:\n        nb, oldt = _tics_cum.get(tag,(0,0))\n        nb += 1\n        t += oldt\n        _tics_cum[tag] = nb,t\n        if cum=='avg': t/=nb\n    print('%selpased time since %s = %gs' % ({False:'',True:'cumulated ','avg':'average '}[cum], tag,t))\n    return t\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/utils/evaluation.py",
    "content": "'''Evaluation metrics\n'''\nimport pdb\nimport numpy as np\nimport torch\n\n\ndef accuracy_topk(output, target, topk=(1,)):\n    \"\"\"Computes the precision@k for the specified values of k\n\n    output: torch.FloatTensoror np.array(float)\n            shape = B * L [* H * W]\n            L: number of possible labels\n\n    target: torch.IntTensor or np.array(int)\n            shape = B     [* H * W]\n            ground-truth labels\n    \"\"\"\n    if isinstance(output, np.ndarray):\n        pred = (-output).argsort(axis=1)\n        target = np.expand_dims(target, axis=1)\n        correct = (pred == target)\n\n        res = []\n        for k in topk:\n            correct_k = correct[:, :k].sum()\n            res.append(correct_k / target.size)\n\n    if isinstance(output, torch.Tensor):\n        _, pred = output.topk(max(topk), 1, True, True)\n        correct = pred.eq(target.unsqueeze(1))\n\n        res = []\n        for k in topk:\n            correct_k = correct[:, :k].float().view(-1).sum(0)\n            res.append(correct_k.mul_(1.0 / target.numel()))\n\n    return res\n\n\ndef compute_AP(label, score):\n    from sklearn.metrics import average_precision_score\n    return average_precision_score(label, score)\n\n\ndef compute_average_precision(positive_ranks):\n    \"\"\"\n    Extracted from: https://github.com/tensorflow/models/blob/master/research/delf/delf/python/detect_to_retrieve/dataset.py\n\n    Computes average precision according to dataset convention.\n    It assumes that `positive_ranks` contains the ranks for all expected positive\n    index images to be retrieved. If `positive_ranks` is empty, returns\n    `average_precision` = 0.\n    Note that average precision computation here does NOT use the finite sum\n    method (see\n    https://en.wikipedia.org/wiki/Evaluation_measures_(information_retrieval)#Average_precision)\n    which is common in information retrieval literature. Instead, the method\n    implemented here integrates over the precision-recall curve by averaging two\n    adjacent precision points, then multiplying by the recall step. This is the\n    convention for the Revisited Oxford/Paris datasets.\n    Args:\n        positive_ranks: Sorted 1D NumPy integer array, zero-indexed.\n    Returns:\n        average_precision: Float.\n    \"\"\"\n    average_precision = 0.0\n\n    num_expected_positives = len(positive_ranks)\n    if not num_expected_positives:\n        return average_precision\n\n    recall_step = 1.0 / num_expected_positives\n    for i, rank in enumerate(positive_ranks):\n        if not rank:\n            left_precision = 1.0\n        else:\n            left_precision = i / rank\n\n        right_precision = (i + 1) / (rank + 1)\n        average_precision += (left_precision + right_precision) * recall_step / 2\n\n    return average_precision\n\n\ndef compute_average_precision_quantized(labels, idx, step=0.01):\n    recall_checkpoints = np.arange(0, 1, step)\n\n    def mymax(x, default):\n        return np.max(x) if len(x) else default\n\n    Nrel = np.sum(labels)\n    if Nrel == 0:\n        return 0\n    recall = np.cumsum(labels[idx])/float(Nrel)\n    irange = np.arange(1, len(idx)+1)\n    prec = np.cumsum(labels[idx]).astype(np.float32) / irange\n    precs = np.array([mymax(prec[np.where(recall > v)], 0) for v in recall_checkpoints])\n    return np.mean(precs)\n\n\ndef pixelwise_iou(output, target):\n    \"\"\" For each image, for each label, compute the IoU between\n    \"\"\"\n    assert False\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/utils/funcs.py",
    "content": "\"\"\" generic functions\n\"\"\"\nimport pdb\nimport numpy as np\n\n\ndef sigmoid(x, a=1, b=0):\n    return 1 / (1 + np.exp(a * (b - x)))\n\n\ndef sigmoid_range(x, at5, at95):\n    \"\"\" create sigmoid function like that: \n            sigmoid(at5)  = 0.05\n            sigmoid(at95) = 0.95\n        and returns sigmoid(x) \n    \"\"\"\n    a = 6 / (at95 - at5)\n    b = at5 + 3 / a\n    return sigmoid(x, a, b)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/utils/pytorch_loader.py",
    "content": "import pdb\n\nfrom PIL import Image\nimport numpy as np\nimport random\n\nimport torch\nimport torch.utils.data as data\n\n\ndef get_loader( dataset, trf_chain, iscuda,\n                preprocess = {}, # variables for preprocessing (input_size, mean, std, ...)\n                output = ('img','label'),\n                batch_size = None,\n                threads = 1,\n                shuffle = True,\n                balanced = 0, use_all = False,\n                totensor = True,\n                **_useless_kw):\n    ''' Get a data loader, given the dataset and some parameters.\n\n    Parameters\n    ----------\n    dataset : Dataset().\n        Class containing all images and labels.\n\n    trf_chain : list\n        list of transforms\n\n    iscuda : bool\n\n    output : tuple of str\n        tells what to return. 'img', 'label', ... See PytorchLoader().\n\n    preprocess : dict\n        {input_size:..., mean=..., std:..., ...}\n\n    batch_size : int\n\n    threads : int\n\n    shuffle : int\n\n    balanced : float in [0,1]\n        if balanced>0, then will pick dataset samples such that each class is equally represented.\n\n    use_all : bool\n        if True, will force to use all dataset samples at least once (even if balanced>0)\n\n    Returns\n    -------\n        a pytorch loader.\n    '''\n    from . import transforms\n    trf_chain = transforms.create(trf_chain, to_tensor=True, **preprocess)\n\n    sampler = None\n    if balanced:\n        sampler = BalancedSampler(dataset, use_all=use_all, balanced=balanced)\n        shuffle = False\n\n    loader = PytorchLoader(dataset, transform=trf_chain, output=output)\n\n    if threads == 1:\n        return loader\n    else:\n        return data.DataLoader(\n            loader,\n            batch_size = batch_size,\n            shuffle = shuffle,\n            sampler = sampler,\n            num_workers = threads,\n            pin_memory = iscuda)\n\n\n\n\nclass PytorchLoader (data.Dataset):\n    \"\"\"A pytorch dataset-loader\n\n     Args:\n        dataset (object):  dataset inherited from dataset.Dataset()\n\n        transform (deprecated, callable): pytorch transforms. Use img_and_target_transform instead.\n\n        target_transform (deprecated, callable): applied on target. Use img_and_target_transform instead.\n\n        img_and_target_transform (callable):\n                applied on dict(img=, label=, bbox=, ...)\n                and should return a similar dictionary.\n\n     Attributes:\n        dataset (object): subclass of dataset.Dataset()\n    \"\"\"\n\n    def __init__(self, dataset, transform=None,\n                       target_transform=None,\n                       img_and_target_transform=None,\n                       output=['img','label']):\n        self.dataset = dataset\n        self.transform = transform\n        self.target_transform = target_transform\n        self.img_and_target_transform = img_and_target_transform\n        self.output = output\n\n    def __getitem__(self, index):\n        img_filename = self.dataset.get_filename(index)\n\n        img_and_label = dict(\n            img_filename = img_filename,\n            img_key   = self.dataset.get_key(index),\n            img   = self.dataset.get_image(index),\n            label = try_to_get(self.dataset.get_label, index, toint=True) )\n\n        if self.img_and_target_transform:\n            # label depends on image (bbox, polygons, etc)\n            assert self.transform is None\n            assert self.target_transform is None\n\n            # add optional attributes\n            if 'bbox' in self.output:\n                bbox = try_to_get(self.dataset.get_bbox, index)\n                if bbox: img_and_label['bbox'] = bbox\n\n            if any(a.endswith('_map') for a in self.output):\n                original_polygons = try_to_get(self.dataset.get_polygons, index, toint=True)\n                if original_polygons is not None:\n                    img_and_label['polygons'] = original_polygons\n\n            img_and_label = self.img_and_target_transform(img_and_label)\n\n            if original_polygons is not None:\n                transformed_polygons = img_and_label['polygons']\n\n            imsize = img_and_label['img'].size\n            if not isinstance(imsize, tuple):\n                imsize = imsize()[-2:][::-1] # returns h,w\n\n            if 'label_map' in self.output:\n                pixlabel = self.dataset.get_label_map(index, imsize, polygons=transformed_polygons)\n                img_and_label['label_map'] = pixlabel.astype(int)\n\n            # instance level attributes\n            for out_key in self.output:\n                for type in ['_instance_map', '_angle_map']:\n                    if not out_key.endswith(type): continue\n                    cls = out_key[:-len(type)]\n                    get_func = getattr(self.dataset,'get'+type)\n                    pixlabel = get_func(index, cls, imsize, polygons=transformed_polygons)\n                    img_and_label[out_key] = pixlabel\n        else:\n            # just plain old transform, no influence on labels\n\n            if self.transform is not None:\n                img_and_label['img'] = self.transform(img_and_label['img'])\n\n            if self.target_transform:\n                img_and_label['label'] = self.target_transform(img_and_label['label'])\n\n        for o in self.output:\n            assert img_and_label.get(o) is not None, \"Missing field %s for img %s\" % (o,img_filename)\n        return [img_and_label[o] for o in self.output]\n\n    def __len__(self):\n        return len(self.dataset)\n\n    def __repr__(self):\n        fmt_str = 'Dataset ' + self.dataset.__class__.__name__ + '\\n'\n        fmt_str += '    Number of datapoints: %d\\n' % len(self.dataset)\n        fmt_str += '    Root Location: %s\\n' % self.dataset.__dict__.get('root','(unknown)')\n        if self.img_and_target_transform:\n            tmp = '    Image_and_target transforms: '\n            fmt_str += '{0}{1}\\n'.format(tmp, repr(self.img_and_target_transform).replace('\\n', '\\n' + ' ' * len(tmp)))\n        if self.transform:\n            tmp = '    Image transforms: '\n            fmt_str += '{0}{1}\\n'.format(tmp, repr(self.transform).replace('\\n', '\\n' + ' ' * len(tmp)))\n        if self.target_transform:\n            tmp = '    Target transforms: '\n            fmt_str += '{0}{1}\\n'.format(tmp, repr(self.target_transform).replace('\\n', '\\n' + ' ' * len(tmp)))\n        return fmt_str\n\n\n\nclass BalancedSampler (data.sampler.Sampler):\n    \"\"\" Data sampler that will provide an equal number of each class\n    to the network.\n\n    size:   float in [0,2]\n        specify the size increase/decrease w.r.t to the original dataset.\n        1 means that the over-classes (with more than median n_per_class images)\n        will have less items, but conversely, under-classes will have more items.\n\n    balanced:  float in [0,1]\n        specify whether the balance constraint should be respected firmly or not.\n        if ==1: balance is exactly respected; if ==0, same as dataset (no change).\n\n    use_all:    bool\n        if True, will use all images that a class have, even if it is higher than\n        what the algorithm wanted to use.\n    \"\"\"\n\n    def __init__(self, dataset, size=1.0, balanced=1.0, use_all=False):\n        assert 0 <= size <= 2\n        assert 0 <= balanced <= 1\n\n        # enumerate class images\n        self.cls_imgs = [[] for i in range(dataset.nclass)]\n        for i in range(len(dataset)):\n            label = dataset.get_label(i, toint=True)\n            self.cls_imgs[label].append(i)\n\n        # decide on the number of example per class\n        self.npc = np.percentile([len(imgs) for imgs in self.cls_imgs], max(0,min(50*size,100)))\n\n        self.balanced = balanced\n        self.use_all = use_all\n\n        self.nelem = int(0.5 + self.npc * dataset.nclass)   # initial estimate\n\n    def __iter__(self):\n        indices = []\n        for i,imgs in enumerate(self.cls_imgs):\n            np.random.shuffle(imgs)  # randomize\n\n            # target size for this class\n            # target = logarithmic mean\n            b = self.balanced\n            if len(imgs):\n                target = 2**(b*np.log2(self.npc) + (1-b)*np.log2(len(imgs)))\n                target = int(0.5 + target)\n            else:\n                target = 0\n            if self.use_all:    # use all images\n                target = max(target, len(imgs))\n\n            # augment classes until target\n            res = []\n            while len(res) < target:\n                res += imgs\n            res = res[:target] # cut\n\n            indices += res\n\n        np.random.shuffle(indices)\n        self.nelem = len(indices)\n        return iter(indices)\n\n    def __len__(self):\n        return self.nelem\n\n\n\n\n### Helper functions with get_loader() and DatasetLoader()\n\ndef load_one_img( loader ):\n    ''' Helper to iterate on get_loader()\n\n    loader: output of get_loader()\n    '''\n    iterator = iter(loader)\n    batch = []\n    while iterator:\n        if not batch: # refill\n            things = next(iterator)\n            batch = list(zip(*[t.numpy() if torch.is_tensor(t) else t for t in things]))\n        yield batch.pop(0)\n\n\ndef tensor2img(tensor, model):\n    \"\"\" convert a numpy tensor to a PIL Image\n        (undo the ToTensor() and Normalize() transforms)\n    \"\"\"\n    mean = model.preprocess['mean']\n    std = model.preprocess['std']\n    if not isinstance(tensor, np.ndarray):\n        if not isinstance(tensor, torch.Tensor):\n            tensor = tensor.data\n        tensor = tensor.squeeze().cpu().numpy()\n\n    res = np.uint8(np.clip(255*((tensor.transpose(1,2,0) * std) + mean), 0, 255))\n\n    from PIL import Image\n    return Image.fromarray(res)\n\n\ndef test_loader_speed(loader_):\n    ''' Test the speed of a data loader\n    '''\n    from tqdm import tqdm\n    loader = load_one_img(loader_)\n    for _ in tqdm(loader):\n        pass\n    pdb.set_trace()\n\n\n\ndef try_to_get(func, *args, **kwargs):\n    try:\n        return func(*args, **kwargs)\n    except NotImplementedError:\n        return None\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/utils/transforms.py",
    "content": "import pdb\nimport numpy as np\nfrom PIL import Image, ImageOps\nimport torchvision.transforms as tvf\nimport random\nfrom math import ceil\n\nfrom . import transforms_tools as F\n\n\ndef create(cmd_line, to_tensor=False, **vars):\n    ''' Create a sequence of transformations.\n\n    cmd_line: (str)\n        Comma-separated list of transformations.\n        Ex: \"Rotate(10), Scale(256)\"\n\n    to_tensor: (bool)\n        Whether to add the \"ToTensor(), Normalize(mean, std)\"\n        automatically to the end of the transformation string\n\n    vars: (dict)\n        dictionary of global variables.\n    '''\n    if to_tensor:\n        if not cmd_line:\n            cmd_line = \"ToTensor(), Normalize(mean=mean, std=std)\"\n        elif to_tensor and 'ToTensor' not in cmd_line:\n            cmd_line += \", ToTensor(), Normalize(mean=mean, std=std)\"\n\n    assert isinstance(cmd_line, str)\n\n    cmd_line = \"tvf.Compose([%s])\" % cmd_line\n    try:\n        return eval(cmd_line, globals(), vars)\n    except Exception as e:\n        raise SyntaxError(\"Cannot interpret this transform list: %s\\nReason: %s\" % (cmd_line, e))\n\n\nclass Identity (object):\n    \"\"\" Identity transform. It does nothing!\n    \"\"\"\n    def __call__(self, inp):\n        return inp\n\n\nclass Pad(object):\n    \"\"\" Pads the shortest side of the image to a given size\n\n    If size is shorter than the shortest image, then the image will be untouched\n    \"\"\"\n\n    def __init__(self, size, color=(127,127,127)):\n        self.size = size\n        assert len(color) == 3\n        if not all(isinstance(c,int) for c in color):\n            color = tuple([int(255*c) for c in color])\n        self.color = color\n\n    def __call__(self, inp):\n        img = F.grab_img(inp)\n        w, h = img.size\n        if w >= h:\n            newh = max(h,self.size)\n            neww = w\n        else:\n            newh = h\n            neww = max(w,self.size)\n\n        if (neww,newh) != img.size:\n            img2 = Image.new('RGB', (neww,newh), self.color)\n            img2.paste(img, ((neww-w)//2,(newh-h)//2) )\n            img = img2\n\n        return F.update_img_and_labels(inp, img, aff=(1,0,0,0,1,0))\n\nclass PadSquare (object):\n    \"\"\" Pads the image to a square size\n\n    The dimension of the output image will be equal to size x size\n\n    If size is None, then the image will be padded to the largest dimension\n\n    If size is smaller than the original image size, the image will be cropped\n    \"\"\"\n\n    def __init__(self, size=None, color=(127,127,127)):\n        self.size = size\n        assert len(color) == 3\n        if not all(isinstance(c,int) for c in color):\n            color = tuple([int(255*c) for c in color])\n        self.color = color\n\n    def __call__(self, inp):\n        img = F.grab_img(inp)\n        w, h = img.size\n        s = self.size or max(w, h)\n\n\n        if (s,s) != img.size:\n            img2 = Image.new('RGB', (s,s), self.color)\n            img2.paste(img, ((s-w)//2,(s-h)//2) )\n            img = img2\n\n        return F.update_img_and_labels(inp, img, aff=(1,0,0,0,1,0))\n\n\nclass RandomBorder (object):\n    \"\"\" Expands the image with a random size border\n    \"\"\"\n\n    def __init__(self, min_size, max_size, color=(127,127,127)):\n        assert isinstance(min_size, int) and min_size >= 0\n        assert isinstance(max_size, int) and min_size <= max_size\n        self.min_size = min_size\n        self.max_size = max_size\n        assert len(color) == 3\n        if not all(isinstance(c,int) for c in color):\n            color = tuple([int(255*c) for c in color])\n        self.color = color\n\n    def __call__(self, inp):\n        img = F.grab_img(inp)\n\n        bh = random.randint(self.min_size, self.max_size)\n        bw = random.randint(self.min_size, self.max_size)\n\n        img = ImageOps.expand(img, border=(bw,bh,bw,bh), fill=self.color)\n\n        return F.update_img_and_labels(inp, img, aff=(1,0,0,0,1,0))\n\n\nclass Scale (object):\n    \"\"\" Rescale the input PIL.Image to a given size.\n        Same as torchvision.Scale\n\n    The smallest dimension of the resulting image will be = size.\n\n    if largest == True: same behaviour for the largest dimension.\n\n    if not can_upscale: don't upscale\n    if not can_downscale: don't downscale\n    \"\"\"\n    def __init__(self, size, interpolation=Image.BILINEAR, largest=False, can_upscale=True, can_downscale=True):\n        assert isinstance(size, (float,int)) or (len(size) == 2)\n        self.size = size\n        if isinstance(self.size, float):\n            assert 0 < self.size <= 4, 'bad float self.size, cannot be outside of range ]0,4]'\n        self.interpolation = interpolation\n        self.largest = largest\n        self.can_upscale = can_upscale\n        self.can_downscale = can_downscale\n\n    def get_params(self, imsize):\n        w,h = imsize\n        if isinstance(self.size, int):\n            is_smaller = lambda a,b: (a>=b) if self.largest else (a<=b)\n            if (is_smaller(w, h) and w == self.size) or (is_smaller(h, w) and h == self.size):\n                ow, oh = w, h\n            elif is_smaller(w, h):\n                ow = self.size\n                oh = int(0.5 + self.size * h / w)\n            else:\n                oh = self.size\n                ow = int(0.5 + self.size * w / h)\n\n        elif isinstance(self.size, float):\n            ow, oh = int(0.5 + self.size*w), int(0.5 + self.size*h)\n\n        else: # tuple of ints\n            ow, oh = self.size\n        return ow, oh\n\n    def __call__(self, inp):\n        img = F.grab_img(inp)\n        w, h = img.size\n\n        size2 = ow,oh = self.get_params(img.size)\n\n        if size2 != img.size:\n            a1, a2 = img.size, size2\n            if (self.can_upscale and min(a1) < min(a2)) or (self.can_downscale and min(a1) > min(a2)):\n                img = img.resize(size2, self.interpolation)\n\n        return F.update_img_and_labels(inp, img, aff=(ow/w,0,0,0,oh/h,0))\n\n\n\nclass RandomScale (Scale):\n    \"\"\"Rescale the input PIL.Image to a random size.\n\n    Args:\n        min_size (int): min size of the smaller edge of the picture.\n        max_size (int): max size of the smaller edge of the picture.\n\n        ar (float or tuple):\n            max change of aspect ratio (width/height).\n\n        interpolation (int, optional): Desired interpolation. Default is\n            ``PIL.Image.BILINEAR``\n    \"\"\"\n\n    def __init__(self, min_size, max_size, ar=1, can_upscale=False, can_downscale=True, interpolation=Image.BILINEAR, largest=False):\n        Scale.__init__(self, 0, can_upscale=can_upscale, can_downscale=can_downscale, interpolation=interpolation, largest=largest)\n        assert isinstance(min_size, int) and min_size >= 1\n        assert isinstance(max_size, int) and min_size <= max_size\n        self.min_size = min_size\n        self.max_size = max_size\n        if type(ar) in (float,int): ar = (min(1/ar,ar),max(1/ar,ar))\n        assert 0.2 < ar[0] <= ar[1] < 5\n        self.ar = ar\n        self.largest = largest\n\n    def get_params(self, imsize):\n        w,h = imsize\n        if self.can_upscale:\n            max_size = self.max_size\n        else:\n            max_size = min(self.max_size,min(w,h))\n        size = max(min(int(0.5 + F.rand_log_uniform(self.min_size,self.max_size)), self.max_size), self.min_size)\n        ar = F.rand_log_uniform(*self.ar) # change of aspect ratio\n\n        if not self.largest:\n            if w < h : # image is taller\n                ow = size\n                oh = int(0.5 + size * h / w / ar)\n                if oh < self.min_size:\n                    ow,oh = int(0.5 + ow*float(self.min_size)/oh),self.min_size\n            else: # image is wider\n                oh = size\n                ow = int(0.5 + size * w / h * ar)\n                if ow < self.min_size:\n                    ow,oh = self.min_size,int(0.5 + oh*float(self.min_size)/ow)\n            assert ow >= self.min_size\n            assert oh >= self.min_size\n        else: # if self.largest\n            if w > h: # image is wider\n                ow = size\n                oh = int(0.5 + size * h / w / ar)\n            else: # image is taller\n                oh = size\n                ow = int(0.5 + size * w / h * ar)\n            assert ow <= self.max_size\n            assert oh <= self.max_size\n\n        return ow, oh\n\n\nclass RandomCrop (object):\n    \"\"\"Crop the given PIL Image at a random location.\n\n    Args:\n        size (sequence or int): Desired output size of the crop. If size is an\n            int instead of sequence like (h, w), a square crop (size, size) is\n            made.\n        padding (int or sequence, optional): Optional padding on each border\n            of the image. Default is 0, i.e no padding. If a sequence of length\n            4 is provided, it is used to pad left, top, right, bottom borders\n            respectively.\n    \"\"\"\n\n    def __init__(self, size, padding=0):\n        if isinstance(size, int):\n            self.size = (int(size), int(size))\n        else:\n            self.size = size\n        self.padding = padding\n\n    @staticmethod\n    def get_params(img, output_size):\n        w, h = img.size\n        th, tw = output_size\n        assert h >= th and w >= tw, \"Image of %dx%d is too small for crop %dx%d\" % (w,h,tw,th)\n\n        y = np.random.randint(0, h - th) if h > th else 0\n        x = np.random.randint(0, w - tw) if w > tw else 0\n        return x, y, tw, th\n\n    def __call__(self, inp):\n        img = F.grab_img(inp)\n\n        padl = padt = 0\n        if self.padding > 0:\n            if F.is_pil_image(img):\n                img = ImageOps.expand(img, border=self.padding, fill=0)\n            else:\n                assert isinstance(img, F.DummyImg)\n                img = img.expand(border=self.padding)\n            if isinstance(self.padding, int):\n                padl = padt = self.padding\n            else:\n                padl, padt = self.padding[0:2]\n\n        i, j, tw, th = self.get_params(img, self.size)\n        img = img.crop((i, j, i+tw, j+th))\n\n        return F.update_img_and_labels(inp, img, aff=(1,0,padl-i,0,1,padt-j))\n\n\n\nclass CenterCrop (RandomCrop):\n    \"\"\"Crops the given PIL Image at the center.\n\n    Args:\n        size (sequence or int): Desired output size of the crop. If size is an\n            int instead of sequence like (h, w), a square crop (size, size) is\n            made.\n    \"\"\"\n    @staticmethod\n    def get_params(img, output_size):\n        w, h = img.size\n        th, tw = output_size\n        y = int(0.5 +((h - th) / 2.))\n        x = int(0.5 +((w - tw) / 2.))\n        return x, y, tw, th\n\n\n\nclass CropToBbox(object):\n    \"\"\" Crop the image according to the bounding box.\n\n    margin (float):\n        ensure a margin around the bbox equal to (margin * min(bbWidth,bbHeight))\n\n    min_size (int):\n        result cannot be smaller than this size\n    \"\"\"\n    def __init__(self, margin=0.5, min_size=0):\n        self.margin = margin\n        self.min_size = min_size\n\n    def __call__(self, inp):\n        img = F.grab_img(inp)\n        w, h = img.size\n\n        assert min(w,h) >= self.min_size\n\n        x0,y0,x1,y1 = inp['bbox']\n        assert x0 < x1 and y0 < y1, pdb.set_trace()\n        bbw, bbh = x1-x0, y1-y0\n        margin = int(0.5 + self.margin * min(bbw, bbh))\n\n        i = max(0, x0 - margin)\n        j = max(0, y0 - margin)\n        w = min(w, x1 + margin) - i\n        h = min(h, y1 + margin) - j\n\n        if w < self.min_size:\n            i = max(0, i-(self.min_size-w)//2)\n            w = self.min_size\n        if h < self.min_size:\n            j = max(0, j-(self.min_size-h)//2)\n            h = self.min_size\n\n        img = img.crop((i,j,i+w,j+h))\n\n        return F.update_img_and_labels(inp, img, aff=(1,0,-i,0,1,-j))\n\n\n\nclass RandomRotation(object):\n    \"\"\"Rescale the input PIL.Image to a random size.\n\n    Args:\n        degrees (float):\n            rotation angle.\n\n        interpolation (int, optional): Desired interpolation. Default is\n            ``PIL.Image.BILINEAR``\n    \"\"\"\n\n    def __init__(self, degrees, interpolation=Image.BILINEAR):\n        self.degrees = degrees\n        self.interpolation = interpolation\n\n    def __call__(self, inp):\n        img = F.grab_img(inp)\n        w, h = img.size\n\n        angle = np.random.uniform(-self.degrees, self.degrees)\n\n        img = img.rotate(angle, resample=self.interpolation)\n        w2, h2 = img.size\n\n        aff = F.aff_translate(-w/2,-h/2)\n        aff = F.aff_mul(aff, F.aff_rotate(-angle * np.pi/180))\n        aff = F.aff_mul(aff, F.aff_translate(w2/2,h2/2))\n        return F.update_img_and_labels(inp, img, aff=aff)\n\n\nclass RandomFlip (object):\n    \"\"\"Randomly flip the image.\n    \"\"\"\n    def __call__(self, inp):\n        img = F.grab_img(inp)\n        w, h = img.size\n\n        flip = np.random.rand() < 0.5\n        if flip:\n            img = img.transpose(Image.FLIP_LEFT_RIGHT)\n\n        return F.update_img_and_labels(inp, img, aff=(-1,0,w-1,0,1,0))\n\n\n\nclass RandomTilting(object):\n    \"\"\"Apply a random tilting (left, right, up, down) to the input PIL.Image\n\n    Args:\n        maginitude (float):\n            maximum magnitude of the random skew (value between 0 and 1)\n        directions (string):\n            tilting directions allowed (all, left, right, up, down)\n            examples: \"all\", \"left,right\", \"up-down-right\"\n    \"\"\"\n\n    def __init__(self, magnitude, directions='all'):\n        self.magnitude = magnitude\n        self.directions = directions.lower().replace(',',' ').replace('-',' ')\n\n    def __call__(self, inp):\n        img = F.grab_img(inp)\n        w, h = img.size\n\n        x1,y1,x2,y2 = 0,0,h,w\n        original_plane = [(y1, x1), (y2, x1), (y2, x2), (y1, x2)]\n\n        max_skew_amount = max(w, h)\n        max_skew_amount = int(ceil(max_skew_amount * self.magnitude))\n        skew_amount = random.randint(1, max_skew_amount)\n\n        if self.directions == 'all':\n            choices = [0,1,2,3]\n        else:\n            dirs = ['left', 'right', 'up', 'down']\n            choices = []\n            for d in self.directions.split():\n                try:\n                    choices.append(dirs.index(d))\n                except:\n                    raise ValueError('Tilting direction %s not recognized' % d)\n\n        skew_direction = random.choice(choices)\n\n        if skew_direction == 0:\n            # Left Tilt\n            new_plane = [(y1, x1 - skew_amount),  # Top Left\n                         (y2, x1),                # Top Right\n                         (y2, x2),                # Bottom Right\n                         (y1, x2 + skew_amount)]  # Bottom Left\n        elif skew_direction == 1:\n            # Right Tilt\n            new_plane = [(y1, x1),                # Top Left\n                         (y2, x1 - skew_amount),  # Top Right\n                         (y2, x2 + skew_amount),  # Bottom Right\n                         (y1, x2)]                # Bottom Left\n        elif skew_direction == 2:\n            # Forward Tilt\n            new_plane = [(y1 - skew_amount, x1),  # Top Left\n                         (y2 + skew_amount, x1),  # Top Right\n                         (y2, x2),                # Bottom Right\n                         (y1, x2)]                # Bottom Left\n        elif skew_direction == 3:\n            # Backward Tilt\n            new_plane = [(y1, x1),                # Top Left\n                         (y2, x1),                # Top Right\n                         (y2 + skew_amount, x2),  # Bottom Right\n                         (y1 - skew_amount, x2)]  # Bottom Left\n\n        # To calculate the coefficients required by PIL for the perspective skew,\n        # see the following Stack Overflow discussion: https://goo.gl/sSgJdj\n        matrix = []\n\n        for p1, p2 in zip(new_plane, original_plane):\n            matrix.append([p1[0], p1[1], 1, 0, 0, 0, -p2[0] * p1[0], -p2[0] * p1[1]])\n            matrix.append([0, 0, 0, p1[0], p1[1], 1, -p2[1] * p1[0], -p2[1] * p1[1]])\n\n        A = np.matrix(matrix, dtype=np.float)\n        B = np.array(original_plane).reshape(8)\n\n        homography = np.dot(np.linalg.pinv(A), B)\n        homography = tuple(np.array(homography).reshape(8))\n\n        img =  img.transform(img.size, Image.PERSPECTIVE, homography, resample=Image.BICUBIC)\n\n        homography = np.linalg.pinv(np.float32(homography+(1,)).reshape(3,3)).ravel()[:8]\n        return F.update_img_and_labels(inp, img, persp=tuple(homography))\n\n\n\nclass StillTransform (object):\n    \"\"\" Takes and return an image, without changing its shape or geometry.\n    \"\"\"\n    def _transform(self, img):\n        raise NotImplementedError()\n\n    def __call__(self, inp):\n        img = F.grab_img(inp)\n\n        # transform the image (size should not change)\n        img = self._transform(img)\n\n        return F.update_img_and_labels(inp, img, aff=(1,0,0,0,1,0))\n\n\n\nclass ColorJitter (StillTransform):\n    \"\"\"Randomly change the brightness, contrast and saturation of an image.\n    Args:\n    brightness (float): How much to jitter brightness. brightness_factor\n    is chosen uniformly from [max(0, 1 - brightness), 1 + brightness].\n    contrast (float): How much to jitter contrast. contrast_factor\n    is chosen uniformly from [max(0, 1 - contrast), 1 + contrast].\n    saturation (float): How much to jitter saturation. saturation_factor\n    is chosen uniformly from [max(0, 1 - saturation), 1 + saturation].\n    hue(float): How much to jitter hue. hue_factor is chosen uniformly from\n    [-hue, hue]. Should be >=0 and <= 0.5.\n    \"\"\"\n    def __init__(self, brightness=0, contrast=0, saturation=0, hue=0):\n        self.brightness = brightness\n        self.contrast = contrast\n        self.saturation = saturation\n        self.hue = hue\n\n    @staticmethod\n    def get_params(brightness, contrast, saturation, hue):\n        \"\"\"Get a randomized transform to be applied on image.\n        Arguments are same as that of __init__.\n        Returns:\n        Transform which randomly adjusts brightness, contrast and\n        saturation in a random order.\n        \"\"\"\n        transforms = []\n        if brightness > 0:\n            brightness_factor = np.random.uniform(max(0, 1 - brightness), 1 + brightness)\n            transforms.append(tvf.Lambda(lambda img: F.adjust_brightness(img, brightness_factor)))\n\n        if contrast > 0:\n            contrast_factor = np.random.uniform(max(0, 1 - contrast), 1 + contrast)\n            transforms.append(tvf.Lambda(lambda img: F.adjust_contrast(img, contrast_factor)))\n\n        if saturation > 0:\n            saturation_factor = np.random.uniform(max(0, 1 - saturation), 1 + saturation)\n            transforms.append(tvf.Lambda(lambda img: F.adjust_saturation(img, saturation_factor)))\n\n        if hue > 0:\n            hue_factor = np.random.uniform(-hue, hue)\n            transforms.append(tvf.Lambda(lambda img: F.adjust_hue(img, hue_factor)))\n\n        np.random.shuffle(transforms)\n        transform = tvf.Compose(transforms)\n\n        return transform\n\n    def _transform(self, img):\n        transform = self.get_params(self.brightness, self.contrast, self.saturation, self.hue)\n        return transform(img)\n\n\nclass RandomErasing (StillTransform):\n    \"\"\"\n    Class that performs Random Erasing, an augmentation technique described\n    in `https://arxiv.org/abs/1708.04896 <https://arxiv.org/abs/1708.04896>`_\n    by Zhong et al. To quote the authors, random erasing:\n\n    \"*... randomly selects a rectangle region in an image, and erases its\n    pixels with random values.*\"\n\n    The size of the random rectangle is controlled using the\n    :attr:`area` parameter. This area is random in its\n    width and height.\n\n    Args:\n        area: The percentage area of the image to occlude.\n    \"\"\"\n    def __init__(self, area):\n        self.area = area\n\n    def _transform(self, image):\n        \"\"\"\n        Adds a random noise rectangle to a random area of the passed image,\n        returning the original image with this rectangle superimposed.\n\n        :param image: The image to add a random noise rectangle to.\n        :type image: PIL.Image\n        :return: The image with the superimposed random rectangle as type\n         image PIL.Image\n        \"\"\"\n        w, h = image.size\n\n        w_occlusion_max = int(w * self.area)\n        h_occlusion_max = int(h * self.area)\n\n        w_occlusion_min = int(w * self.area/2)\n        h_occlusion_min = int(h * self.area/2)\n\n        if not (w_occlusion_min < w_occlusion_max and h_occlusion_min < h_occlusion_max):\n            return image\n        w_occlusion = np.random.randint(w_occlusion_min, w_occlusion_max)\n        h_occlusion = np.random.randint(h_occlusion_min, h_occlusion_max)\n\n        if len(image.getbands()) == 1:\n            rectangle = Image.fromarray(np.uint8(np.random.rand(w_occlusion, h_occlusion) * 255))\n        else:\n            rectangle = Image.fromarray(np.uint8(np.random.rand(w_occlusion, h_occlusion, len(image.getbands())) * 255))\n\n        assert w > w_occlusion and h > h_occlusion, pdb.set_trace()\n        random_position_x = np.random.randint(0, w - w_occlusion)\n        random_position_y = np.random.randint(0, h - h_occlusion)\n\n        image = image.copy() # don't modify the original\n        image.paste(rectangle, (random_position_x, random_position_y))\n\n        return image\n\n\nclass ToTensor (StillTransform, tvf.ToTensor):\n    def _transform(self, img):\n        return tvf.ToTensor.__call__(self, img)\n\nclass Normalize (StillTransform, tvf.Normalize):\n    def _transform(self, img):\n        return tvf.Normalize.__call__(self, img)\n\n\nclass BBoxToPixelLabel (object):\n    \"\"\" Convert a bbox into per-pixel label\n    \"\"\"\n    def __init__(self, nclass, downsize, mode):\n        self.nclass = nclass\n        self.downsize = downsize\n        self.mode = mode\n        self.nbin = 5\n        self.log_scale = 1.5\n        self.ref_scale = 8.0\n\n    def __call__(self, inp):\n        assert isinstance(inp, dict)\n\n        w, h = inp['img'].size\n        ds = self.downsize\n        assert w % ds == 0\n        assert h % ds == 0\n\n        x0,y0,x1,y1 = inp['bbox']\n        inp['bbox'] = np.int64(inp['bbox'])\n\n        ll = x0/ds\n        rr = (x1-1)/ds\n        tt = y0/ds\n        bb = (y1-1)/ds\n        l = max(0, int(ll))\n        r = min(w//ds, 1+int(rr))\n        t = max(0, int(tt))\n        b = min(h//ds, 1+int(bb))\n        inp['bbox_downscaled'] = np.array((l,t,r,b), dtype=np.int64)\n\n        W, H = w//ds, h//ds\n        res = np.zeros((H,W), dtype=np.int64)\n        res[:] = self.nclass # last bin is null class\n        res[t:b, l:r] = inp['label']\n        inp['pix_label'] = res\n\n        if self.mode == 'hough':\n            # compute hough parameters\n            topos = lambda left, pos, right: np.floor( self.nbin * (pos - left) / (right - left) )\n            def tolog(size):\n                size = max(size,1e-8) # make it positive\n                return np.round( np.log(size / self.ref_scale) / np.log(self.log_scale) + (self.nbin-1)/2 )\n\n            # for each pixel, find its x and y position\n            yc,xc = np.mgrid[0:H, 0:W]\n            res = -np.ones((4, H, W), dtype=np.int64)\n            res[0] = topos(ll, xc, rr)\n            res[1] = topos(tt, yc, bb)\n            res[2] = tolog(rr - ll)\n            res[3] = tolog(bb - tt)\n            res = np.clip(res, 0, self.nbin-1)\n            inp['pix_bbox_hough'] = res\n\n        elif self.mode == 'regr':\n            topos = lambda left, pos, right: (pos - left) / (right - left)\n            def tolog(size):\n                size = max(size,1) # make it positive\n                return np.log(size / self.ref_scale) / np.log(self.log_scale)\n\n            # for each pixel, find its x and y position\n            yc,xc = np.float64(np.mgrid[0:H, 0:W]) + 0.5\n            res = -np.ones((4, H, W), dtype=np.float32)\n            res[0] = topos(ll, xc, rr)\n            res[1] = topos(tt, yc, bb)\n            res[2] = tolog(rr - ll)\n            res[3] = tolog(bb - tt)\n            inp['pix_bbox_regr'] = res\n\n        else:\n            raise NotImplementedError()\n\n        return inp\n\n\n\n\n\nif __name__ == '__main__':\n    import argparse\n    parser = argparse.ArgumentParser(\"Script to try out and visualize transformations\")\n    parser.add_argument('--img', type=str, default='$HERE/test.png', help='input image')\n    parser.add_argument('--trfs', type=str, required=True, help='sequence of transformations')\n\n    parser.add_argument('--bbox', action='store_true', help='add a bounding box')\n    parser.add_argument('--polygons', action='store_true', help='add a polygon')\n\n    parser.add_argument('--input_size', type=int, default=224, help='optional param')\n    parser.add_argument('--layout', type=int, nargs=2, default=(3,3), help='Number of rows and columns')\n\n    args = parser.parse_args()\n\n    import os\n    args.img = args.img.replace('$HERE',os.path.dirname(__file__))\n    img = Image.open(args.img)\n\n    if args.bbox or args.polygons:\n        img = dict(img=img)\n\n    if args.bbox:\n        w, h = img['img'].size\n        img['bbox'] = (w/4,h/4,3*w/4,3*h/4)\n    if args.polygons:\n        w, h = img['img'].size\n        img['polygons'] = [(1,[(w/4,h/4),(w/2,h/4),(w/4,h/2)])]\n\n    trfs = create(args.trfs, input_size=args.input_size)\n\n    from matplotlib import pyplot as pl\n    pl.ion()\n    pl.subplots_adjust(0,0,1,1)\n\n    nr,nc = args.layout\n\n    while True:\n        for j in range(nr):\n            for i in range(nc):\n                pl.subplot(nr,nc,i+j*nc+1)\n                if i==j==0:\n                    img2 = img\n                else:\n                    img2 = trfs(img.copy())\n                if isinstance(img2, dict):\n                    if 'bbox' in img2:\n                        l,t,r,b = img2['bbox']\n                        x,y = [l,r,r,l,l], [t,t,b,b,t]\n                        pl.plot(x,y,'--',lw=5)\n                    if 'polygons' in img2:\n                        for label, pts in img2['polygons']:\n                            x,y = zip(*pts)\n                            pl.plot(x,y,'-',lw=5)\n                    img2 = img2['img']\n                pl.imshow(img2)\n                pl.xlabel(\"%d x %d\" % img2.size)\n                pl.xticks(())\n                pl.yticks(())\n        pdb.set_trace()\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/deep-image-retrieval/dirtorch/utils/transforms_tools.py",
    "content": "import pdb\nimport numpy as np\nfrom PIL import Image, ImageOps, ImageEnhance\n\n\ndef is_pil_image(img):\n    return isinstance(img, Image.Image)\n\nclass DummyImg:\n    ''' This class is a dummy image only defined by its size.\n    '''\n    def __init__(self, size):\n        self.size = size\n        \n    def resize(self, size, *args, **kwargs):\n        return DummyImg(size)\n        \n    def expand(self, border):\n        w, h = self.size\n        if isinstance(border, int):\n            size = (w+2*border, h+2*border)\n        else:\n            l,t,r,b = border\n            size = (w+l+r, h+t+b)\n        return DummyImg(size)\n\n    def crop(self, border):\n        w, h = self.size\n        l,t,r,b = border\n        assert 0 <= l <= r <= h\n        assert 0 <= t <= b <= h\n        size = (r-l, b-t)\n        return DummyImg(size)\n    \n    def rotate(self, angle):\n        raise NotImplementedError\n\n    def transform(self, size, *args, **kwargs):\n        return DummyImg(size)\n\n\ndef grab_img( img_and_label ):\n    ''' Called to extract the image from an img_and_label input\n    (a dictionary). Also compatible with old-style PIL images.\n    '''\n    if isinstance(img_and_label, dict):\n        # if input is a dictionary, then\n        # it must contains the img or its size.\n        try:\n            return img_and_label['img']\n        except KeyError:\n            return DummyImg(img_and_label['imsize'])\n            \n    else:\n        # or it must be the img directly\n        return img_and_label\n\n\ndef update_img_and_labels(img_and_label, img, aff=None, persp=None):\n    ''' Called to update the img_and_label\n    '''\n    if isinstance(img_and_label, dict):\n        img_and_label['img'] = img\n        \n        if 'bbox' in img_and_label:\n            l,t,r,b = img_and_label['bbox']\n            corners = [(l,t),(l,b),(r,b),(r,t)]\n            if aff:\n                pts = [aff_mul(aff, pt) for pt in corners]\n            elif persp:\n                pts = [persp_mul(persp, pt) for pt in corners]\n            else:\n                raise NotImplementedError()\n            x,y = map(list,zip(*pts))\n            x.sort()\n            y.sort()\n            l, r = np.mean(x[:2]), np.mean(x[2:])\n            t, b = np.mean(y[:2]), np.mean(y[2:])\n            img_and_label['bbox'] = int_tuple(l,t,r,b)\n        \n        if 'polygons' in img_and_label:\n            polygons = []\n            for label,pts in img_and_label['polygons']:\n                if aff:\n                    pts = [int_tuple(*aff_mul(aff, pt)) for pt in pts]\n                elif persp:\n                    pts = [int_tuple(*persp_mul(persp, pt)) for pt in pts]\n                else:\n                    raise NotImplementedError()\n                polygons.append((label, pts))\n            img_and_label['polygons'] = polygons\n        \n        return img_and_label\n        \n    else:\n        # or it must be the img directly\n        return img\n\n\ndef rand_log_uniform(a, b):\n    return np.exp(np.random.uniform(np.log(a),np.log(b)))\n\n\ndef int_tuple(*args):\n    return tuple(map(int,args))\n\ndef aff_translate(tx, ty):\n    return (1,0,tx,\n            0,1,ty)\n\ndef aff_rotate(angle):\n    return (np.cos(angle),-np.sin(angle), 0,\n            np.sin(angle), np.cos(angle), 0)\n\ndef aff_mul(aff, aff2):\n    ''' affine multiplication.\n    aff: 6-tuple (affine transform)\n    aff2: 6-tuple (affine transform) or 2-tuple (point)\n    '''\n    assert isinstance(aff, tuple)\n    assert isinstance(aff2, tuple)\n    aff = np.array(aff+(0,0,1)).reshape(3,3)\n\n    if len(aff2) == 6:\n        aff2 = np.array(aff2+(0,0,1)).reshape(3,3)\n        return tuple(np.dot(aff2, aff)[:2].ravel())\n\n    elif len(aff2) == 2:\n        return tuple(np.dot(aff2+(1,), aff.T).ravel()[:2])\n\n    else:\n        raise ValueError(\"bad input %s\" % str(aff2))\n\ndef persp_mul(mat, mat2):\n    ''' homography (perspective) multiplication.\n    mat: 8-tuple (homography transform)\n    mat2: 8-tuple (homography transform) or 2-tuple (point)\n    '''\n    assert isinstance(mat, tuple)\n    assert isinstance(mat2, tuple)\n    mat = np.array(mat+(1,)).reshape(3,3)\n\n    if len(mat2) == 8:\n        mat2 = np.array(mat2+(1,)).reshape(3,3)\n        return tuple(np.dot(mat2, mat).ravel()[:8])\n\n    elif len(mat2) == 2:\n        pt = np.dot(mat2+(1,), mat.T).ravel()\n        pt /= pt[2] # homogeneous coordinates\n        return tuple(pt[:2])\n\n    else:\n        raise ValueError(\"bad input %s\" % str(aff2))\n\n\n\ndef adjust_brightness(img, brightness_factor):\n    \"\"\"Adjust brightness of an Image.\n    Args:\n    img (PIL Image): PIL Image to be adjusted.\n    brightness_factor (float):  How much to adjust the brightness. Can be\n    any non negative number. 0 gives a black image, 1 gives the\n    original image while 2 increases the brightness by a factor of 2.\n    Returns:\n    PIL Image: Brightness adjusted image.\n    \"\"\"\n    if not is_pil_image(img):\n        raise TypeError('img should be PIL Image. Got {}'.format(type(img)))\n\n    enhancer = ImageEnhance.Brightness(img)\n    img = enhancer.enhance(brightness_factor)\n    return img\n\n\ndef adjust_contrast(img, contrast_factor):\n    \"\"\"Adjust contrast of an Image.\n    Args:\n    img (PIL Image): PIL Image to be adjusted.\n    contrast_factor (float): How much to adjust the contrast. Can be any\n    non negative number. 0 gives a solid gray image, 1 gives the\n    original image while 2 increases the contrast by a factor of 2.\n    Returns:\n    PIL Image: Contrast adjusted image.\n    \"\"\"\n    if not is_pil_image(img):\n        raise TypeError('img should be PIL Image. Got {}'.format(type(img)))\n\n    enhancer = ImageEnhance.Contrast(img)\n    img = enhancer.enhance(contrast_factor)\n    return img\n\n\ndef adjust_saturation(img, saturation_factor):\n    \"\"\"Adjust color saturation of an image.\n    Args:\n    img (PIL Image): PIL Image to be adjusted.\n    saturation_factor (float):  How much to adjust the saturation. 0 will\n    give a black and white image, 1 will give the original image while\n    2 will enhance the saturation by a factor of 2.\n    Returns:\n    PIL Image: Saturation adjusted image.\n    \"\"\"\n    if not is_pil_image(img):\n        raise TypeError('img should be PIL Image. Got {}'.format(type(img)))\n\n    enhancer = ImageEnhance.Color(img)\n    img = enhancer.enhance(saturation_factor)\n    return img\n\n\ndef adjust_hue(img, hue_factor):\n    \"\"\"Adjust hue of an image.\n    The image hue is adjusted by converting the image to HSV and\n    cyclically shifting the intensities in the hue channel (H).\n    The image is then converted back to original image mode.\n    `hue_factor` is the amount of shift in H channel and must be in the\n    interval `[-0.5, 0.5]`.\n    See https://en.wikipedia.org/wiki/Hue for more details on Hue.\n    Args:\n    img (PIL Image): PIL Image to be adjusted.\n    hue_factor (float):  How much to shift the hue channel. Should be in\n    [-0.5, 0.5]. 0.5 and -0.5 give complete reversal of hue channel in\n    HSV space in positive and negative direction respectively.\n    0 means no shift. Therefore, both -0.5 and 0.5 will give an image\n    with complementary colors while 0 gives the original image.\n    Returns:\n    PIL Image: Hue adjusted image.\n    \"\"\"\n    if not(-0.5 <= hue_factor <= 0.5):\n        raise ValueError('hue_factor is not in [-0.5, 0.5].'.format(hue_factor))\n\n    if not is_pil_image(img):\n        raise TypeError('img should be PIL Image. Got {}'.format(type(img)))\n\n    input_mode = img.mode\n    if input_mode in {'L', '1', 'I', 'F'}:\n        return img\n\n    h, s, v = img.convert('HSV').split()\n\n    np_h = np.array(h, dtype=np.uint8)\n    # uint8 addition take cares of rotation across boundaries\n    with np.errstate(over='ignore'):\n        np_h += np.uint8(hue_factor * 255)\n        h = Image.fromarray(np_h, 'L')\n\n    img = Image.merge('HSV', (h, s, v)).convert(input_mode)\n    return img\n\n\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/.gitignore",
    "content": "__pycache__\n*swp\n*.pth\n*.json\n*.png\n*.jpg\n*.ipynb\n*.h5\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/.gitmodules",
    "content": "[submodule \"submodules/unets\"]\n\tpath = submodules/unets\n\turl = https://github.com/jatentaki/unets.git\n\tbranch = no_norm_at_start\n[submodule \"submodules/torch-localize\"]\n\tpath = submodules/torch-localize\n\turl = https://github.com/jatentaki/torch-localize.git\n\tbranch = flatten\n[submodule \"submodules/torch-dimcheck\"]\n\tpath = submodules/torch-dimcheck\n\turl = https://github.com/jatentaki/torch-dimcheck.git\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/LICENSE.txt",
    "content": "Code release for \"DISK: learning local features with policy gradient\" (NeurIPS 2020)\nCopyright (C) 2020 Michał Tyszkiewicz, Pascal Fua, Eduard Trulls\n\nThis program is free software: you can redistribute it and/or modify\nit under the terms of the GNU General Public License as published by\nthe Free Software Foundation, either version 3 of the License, or\n(at your option) any later version.\n\nThis program is distributed in the hope that it will be useful,\nbut WITHOUT ANY WARRANTY; without even the implied warranty of\nMERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  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  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/README.md",
    "content": "# DISK\n<p align=\"center\">\n  <img src=\"teaser.png\" />\n</p>\n\nOfficial code release for [DISK: learning local features with policy gradient](https://arxiv.org/abs/2006.13566). If you use this code in your work, please cite us as\n```latex\n@article{tyszkiewicz2020disk,\n  title={DISK: Learning local features with policy gradient},\n  author={Tyszkiewicz, Micha{\\l} and Fua, Pascal and Trulls, Eduard},\n  journal={Advances in Neural Information Processing Systems},\n  volume={33},\n  year={2020}\n}\n```\n\n## Table of contents\n1. [Installation](#installation)\n2. [Inference](#inference)\n3. [Training](#training)\n4. [Extending](#extending)\n\n## Installation\n1. Clone this repo **recursively**\n2. `cd` into this repo: the next step uses relative paths\n3. Execute `pip install --user -r requirements.txt`\n\n## Inference\n### Feature extraction\nTo extract features, execute\n```\npython detect.py h5_artifacts_destination images_directory\n```\nThis should create `h5_artifacts_destination/keypoints.h5`\nand `h5_artifacts_destination/descriptors.h5` compatible with the IMW benchmark.\nThe model by default uses a 4-layer U-Net architecture which means that the image\ndimensions have to be a multiple of 16: for this reason you will probably want to\nspecify the `--height` and `--width` flags to scale the input images accordingly.\nThe images will be scaled *preserving* their aspect ratio (by 0-padding the missing\nvalues) and the keypoint locations will be rescaled and filtered with respect to\nthe original image dimensions.\n\nYou can use `--help` to learn about other options, in particular it is possible\nto specify the weights file with `--model-path`. We provide `save-depth.pth`, the\ncheckpoint trained with depth-based reward and reported in the paper (default), as\nwell as `save-epipolar.pth`, the savepoint trained with epipolar reward and shown in\nsupplementary material.\n\n### Keypoint matching\nExecute\n```\npython match.py h5_artifacts_destination\n```\n(or use `--help` to learn about other options). This should create `h5_artifacts_destination/matches.h5`\n**incompatible** with the IMW benchmark: instead of saving matches as `{image_name_1}-{image_name_2}`, it\nsaves them as `{image_name_1}/{image_name_2}`, which creates [HDF groups](https://docs.h5py.org/en/stable/high/group.html#creating-groups)\nand therefore allows this approach to scale to large image collections (saving HDFs with > 300k top-level groups\nbecomes painfully slow due to hashing overhead).\n\n### Viewing results\nThe `view_h5.py` script can be used to view artifacts generated by `detect.py` and `match.py`.\n\n### Exporting to [COLMAP](colmap.github.io/)\nAfter features are detected and matched, the results can be converted into a COLMAP-compatible database format with `colmap/h5_to_db.py h5_artifacts_location raw_images_location`. Note that the features are inserted **WITHOUT** their descriptors, so our `match.py` has to be used to perform the matching beforehand. At the same time, `match.py` doesn't run pose estimation, so the exhaustive feature matching stage of the COLMAP pipeline **still has to be ran**. An example pipeline use below:\n```bash\n# assume we have the images in scene/images\npython detect.py --height 1024 --width 1024 --n 2048 scene/h5 scene/images\npython match.py --rt 0.95 --save-threshold 100 scene/h5\npython colmap/h5_to_db.py --database-path scene/database.db scene/h5 scene/images\n\n# don't use GPU since we aren't computing the descriptor distance matrices anyway,\n# only RANSAC\ncolmap exhaustive_matcher --database_path scene/database.db --SiftMatching.use_gpu 0\nmkdir scene/sparse\ncolmap mapper --database_path scene/database.db --image_path scene/images --output_path scene/sparse\n```\n\nPlease try `h5_to_db.py --help` for extra additional options.\n\n## Training\n### The training script\nAssuming data is available, `python train.py DATASETS_LOCATION` starts training. The `--reward` switch allows for choosing the reward scheme (`depth` or `epipolar`). For more information, execute `python train.py --help`.\n\n### Reproducing our results\nThe data we used for training and validation can be downloaded by executing the `download_dataset` script (~164 gb). It will download the data into `datasets.epfl.ch/disk-data/` and this is the path that should be given to `train.py`. The default settings of the script will learn with the inverse softmax matching temperature `inverse_T` (called `θ_M` in the paper) annealed from 15 to 50 over the course of first 20 epochs. We then pick the best checkpoint according to validation AUC, as reported by `python compute_validation_auc.py TENSORBOARD_LOG_FILE`. Following this schedule allowed us to obtain 0.50432 stereo AUC and 0.72624 multiview AUC on IMW2020 test set with 2k features, slightly less than reported in the paper (0.51315 and 0.72705, respectively).\n\nThe paper results (available as `depth-save.pth`, the default checkpoint in `detect.py`) were obtained through an ad-hoc schedule of annealing θ_M between 15 and 25 over 10 epochs and then training for further 40 epochs. We picked the best checkpoint obtained this way (39th) and fine-tuned it with a schedule of `θ_M=25+epoch_number`, for another 50 epochs, obtaining the best model at 20th epoch (`θ_M=45`). We default to the currently presented mode of training for simplicity, while disclosing the original process.\n\n#### Low GPU memory training\nWe performed our experiments with 32GB version of Nvidia V100 GPUs. However, running `python train.py --substep 2 --batch-size 1 --chunk-size 10000 --warmup 500` should be functionally equivalent with that setup and fit within 11/12gb GPUs (note that training in this mode may take on the order of 2 weeks!).\n\n### Custom data preparation\nAlternatively, one can use a custom dataset laid out in the proper format, as explained more in depth [here](https://github.com/jatentaki/disk/blob/release/disk/data/disk_dataset.py). We provide a script to automate that process in the case of photo collections posed with COLMAP.\n\n#### Creating new datasets by importing from COLMAP\nA new dataset (for instance with custom scenes) can be created by importing from COLMAP outputs. One should run COLMAP on the images, including steps of image rectification and patch match depth estimation. This should leave the user with a directory structured as\n```bash\n$ tree colmap_output\ncolmap_output/\n├── images\n│   ├── 2020_07_25__12_09_03.jpg\n│   ├── 2020_07_25__12_09_05.jpg\n│   ├── ...\n├── run-colmap-geometric.sh\n├── run-colmap-photometric.sh\n├── sparse\n│   ├── cameras.bin\n│   ├── images.bin\n│   └── points3D.bin\n└── stereo\n    ├── consistency_graphs\n    ├── depth_maps\n    │   ├── 2020_07_25__12_09_03.jpg.geometric.bin\n    │   ├── 2020_07_25__12_09_03.jpg.photometric.bin\n    │   ├── 2020_07_25__12_09_05.jpg.geometric.bin\n    │   ├── 2020_07_25__12_09_05.jpg.photometric.bin\n    │   ├── ...\n    ├── fusion.cfg\n    ├── normal_maps\n    │   ├── ...\n    └── patch-match.cfg\n```\n\none can then execute `python colmap/colmap2dataset.py colmap_output --name my_scene` to create an extra \"dataset\" directory:\n\n```bash\ntree colmap_output/dataset/\n├── calibration\n│   ├── calibration_2020_07_25__12_09_03.jpg.h5\n│   ├── calibration_2020_07_25__12_09_05.jpg.h5\n│   ├── ..\n├── dataset.json\n└── depth\n    ├── 2020_07_25__12_09_03.h5\n    ├── 2020_07_25__12_09_05.h5\n    ├── ..\n```\nThe `dataset.json` is a file for instantiating DISK dataloaders and it contains a collection of *absolute* paths to contents of `colmap_output/dataset` and `colmap_output/images`, so those should **not be moved** afterwards. `colmap_output/stereo` and `colmap_output/sparse` can be safely deleted to conserve disk space.\n\nIn case one wants to merge multiple scenes into a single dataset, she can execute `python colmap/merge_datasets.py my_scene_1/dataset/dataset.json my_scene_2/dataset/dataset.json ...` in order to obtain a single file called `merged.json` which contains all the scenes (and still references the files in their original locations for each of the scenes!). Scenes with repeating names (as given by the `--name` flag of `colmap2dataset`) will be renamed to unique (but non-informative) names.\n\n## Extending\nWe tried to keep the code easy to understand and reasonably documented. Please open an issue if problems are encountered.\n\n### `@dimchecked`\nWe extensively use [`torch_dimcheck`](https://github.com/jatentaki/torch-dimcheck) (the `@dimchecked` function decorator) for clarifying function signatures: please refer to the repository for extra information. \n\n### `NpArray`\nWe often deal with collections of tensors which are semantically batched but of different shapes (such as lists of features in different images of the same scene). Since PyTorch doesn't have the concept of jagged tensors, we wrap them with `numpy` arrays with `dtype=object`, rather than standard lists. This allows us to retain the reshaping, stackin and indexing functionality of those math libraries. In signatures, those are often annotated with the `NpArray` type annotation.\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/colmap/colmap/__init__.py",
    "content": ""
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/colmap/colmap/database.py",
    "content": "# Copyright (c) 2018, ETH Zurich and UNC Chapel Hill.\n# All rights reserved.\n#\n# Redistribution and use in source and binary forms, with or without\n# modification, are permitted provided that the following conditions are met:\n#\n#     * Redistributions of source code must retain the above copyright\n#       notice, this list of conditions and the following disclaimer.\n#\n#     * Redistributions in binary form must reproduce the above copyright\n#       notice, this list of conditions and the following disclaimer in the\n#       documentation and/or other materials provided with the distribution.\n#\n#     * Neither the name of ETH Zurich and UNC Chapel Hill nor the names of\n#       its contributors may be used to endorse or promote products derived\n#       from this software without specific prior written permission.\n#\n# THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS \"AS IS\"\n# AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE\n# IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE\n# ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDERS OR CONTRIBUTORS BE\n# LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR\n# CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF\n# SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS\n# INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN\n# CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)\n# ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE\n# POSSIBILITY OF SUCH DAMAGE.\n#\n# Author: Johannes L. Schoenberger (jsch-at-demuc-dot-de)\n\n# This script is based on an original implementation by True Price.\n\nimport sys\nimport sqlite3\nimport numpy as np\n\n\nIS_PYTHON3 = sys.version_info[0] >= 3\n\nMAX_IMAGE_ID = 2**31 - 1\n\nCREATE_CAMERAS_TABLE = \"\"\"CREATE TABLE IF NOT EXISTS cameras (\n    camera_id INTEGER PRIMARY KEY AUTOINCREMENT NOT NULL,\n    model INTEGER NOT NULL,\n    width INTEGER NOT NULL,\n    height INTEGER NOT NULL,\n    params BLOB,\n    prior_focal_length INTEGER NOT NULL)\"\"\"\n\nCREATE_DESCRIPTORS_TABLE = \"\"\"CREATE TABLE IF NOT EXISTS descriptors (\n    image_id INTEGER PRIMARY KEY NOT NULL,\n    rows INTEGER NOT NULL,\n    cols INTEGER NOT NULL,\n    data BLOB,\n    FOREIGN KEY(image_id) REFERENCES images(image_id) ON DELETE CASCADE)\"\"\"\n\nCREATE_IMAGES_TABLE = \"\"\"CREATE TABLE IF NOT EXISTS images (\n    image_id INTEGER PRIMARY KEY AUTOINCREMENT NOT NULL,\n    name TEXT NOT NULL UNIQUE,\n    camera_id INTEGER NOT NULL,\n    prior_qw REAL,\n    prior_qx REAL,\n    prior_qy REAL,\n    prior_qz REAL,\n    prior_tx REAL,\n    prior_ty REAL,\n    prior_tz REAL,\n    CONSTRAINT image_id_check CHECK(image_id >= 0 and image_id < {}),\n    FOREIGN KEY(camera_id) REFERENCES cameras(camera_id))\n\"\"\".format(MAX_IMAGE_ID)\n\nCREATE_TWO_VIEW_GEOMETRIES_TABLE = \"\"\"\nCREATE TABLE IF NOT EXISTS two_view_geometries (\n    pair_id INTEGER PRIMARY KEY NOT NULL,\n    rows INTEGER NOT NULL,\n    cols INTEGER NOT NULL,\n    data BLOB,\n    config INTEGER NOT NULL,\n    F BLOB,\n    E BLOB,\n    H BLOB)\n\"\"\"\n\nCREATE_KEYPOINTS_TABLE = \"\"\"CREATE TABLE IF NOT EXISTS keypoints (\n    image_id INTEGER PRIMARY KEY NOT NULL,\n    rows INTEGER NOT NULL,\n    cols INTEGER NOT NULL,\n    data BLOB,\n    FOREIGN KEY(image_id) REFERENCES images(image_id) ON DELETE CASCADE)\n\"\"\"\n\nCREATE_MATCHES_TABLE = \"\"\"CREATE TABLE IF NOT EXISTS matches (\n    pair_id INTEGER PRIMARY KEY NOT NULL,\n    rows INTEGER NOT NULL,\n    cols INTEGER NOT NULL,\n    data BLOB)\"\"\"\n\nCREATE_NAME_INDEX = \\\n    \"CREATE UNIQUE INDEX IF NOT EXISTS index_name ON images(name)\"\n\nCREATE_ALL = \"; \".join([\n    CREATE_CAMERAS_TABLE,\n    CREATE_IMAGES_TABLE,\n    CREATE_KEYPOINTS_TABLE,\n    CREATE_DESCRIPTORS_TABLE,\n    CREATE_MATCHES_TABLE,\n    CREATE_TWO_VIEW_GEOMETRIES_TABLE,\n    CREATE_NAME_INDEX\n])\n\n\ndef image_ids_to_pair_id(image_id1, image_id2):\n    if image_id1 > image_id2:\n        image_id1, image_id2 = image_id2, image_id1\n    return image_id1 * MAX_IMAGE_ID + image_id2\n\n\ndef pair_id_to_image_ids(pair_id):\n    image_id2 = pair_id % MAX_IMAGE_ID\n    image_id1 = (pair_id - image_id2) / MAX_IMAGE_ID\n    return image_id1, image_id2\n\n\ndef array_to_blob(array):\n    if IS_PYTHON3:\n        return array.tostring()\n    else:\n        return np.getbuffer(array)\n\n\ndef blob_to_array(blob, dtype, shape=(-1,)):\n    if IS_PYTHON3:\n        return np.fromstring(blob, dtype=dtype).reshape(*shape)\n    else:\n        return np.frombuffer(blob, dtype=dtype).reshape(*shape)\n\n\nclass COLMAPDatabase(sqlite3.Connection):\n\n    @staticmethod\n    def connect(database_path):\n        return sqlite3.connect(database_path, factory=COLMAPDatabase)\n\n\n    def __init__(self, *args, **kwargs):\n        super(COLMAPDatabase, self).__init__(*args, **kwargs)\n\n        self.create_tables = lambda: self.executescript(CREATE_ALL)\n        self.create_cameras_table = \\\n            lambda: self.executescript(CREATE_CAMERAS_TABLE)\n        self.create_descriptors_table = \\\n            lambda: self.executescript(CREATE_DESCRIPTORS_TABLE)\n        self.create_images_table = \\\n            lambda: self.executescript(CREATE_IMAGES_TABLE)\n        self.create_two_view_geometries_table = \\\n            lambda: self.executescript(CREATE_TWO_VIEW_GEOMETRIES_TABLE)\n        self.create_keypoints_table = \\\n            lambda: self.executescript(CREATE_KEYPOINTS_TABLE)\n        self.create_matches_table = \\\n            lambda: self.executescript(CREATE_MATCHES_TABLE)\n        self.create_name_index = lambda: self.executescript(CREATE_NAME_INDEX)\n\n    def add_camera(self, model, width, height, params,\n                   prior_focal_length=False, camera_id=None):\n        params = np.asarray(params, np.float64)\n        cursor = self.execute(\n            \"INSERT INTO cameras VALUES (?, ?, ?, ?, ?, ?)\",\n            (camera_id, model, width, height, array_to_blob(params),\n             prior_focal_length))\n        return cursor.lastrowid\n\n    def add_image(self, name, camera_id,\n                  prior_q=np.zeros(4), prior_t=np.zeros(3), image_id=None):\n        cursor = self.execute(\n            \"INSERT INTO images VALUES (?, ?, ?, ?, ?, ?, ?, ?, ?, ?)\",\n            (image_id, name, camera_id, prior_q[0], prior_q[1], prior_q[2],\n             prior_q[3], prior_t[0], prior_t[1], prior_t[2]))\n        return cursor.lastrowid\n\n    def add_keypoints(self, image_id, keypoints):\n        assert(len(keypoints.shape) == 2)\n        assert(keypoints.shape[1] in [2, 4, 6])\n\n        keypoints = np.asarray(keypoints, np.float32)\n        self.execute(\n            \"INSERT INTO keypoints VALUES (?, ?, ?, ?)\",\n            (image_id,) + keypoints.shape + (array_to_blob(keypoints),))\n\n    def add_descriptors(self, image_id, descriptors):\n        descriptors = np.ascontiguousarray(descriptors, np.uint8)\n        self.execute(\n            \"INSERT INTO descriptors VALUES (?, ?, ?, ?)\",\n            (image_id,) + descriptors.shape + (array_to_blob(descriptors),))\n\n    def add_matches(self, image_id1, image_id2, matches):\n        assert(len(matches.shape) == 2)\n        assert(matches.shape[1] == 2)\n\n        if image_id1 > image_id2:\n            matches = matches[:,::-1]\n\n        pair_id = image_ids_to_pair_id(image_id1, image_id2)\n        matches = np.asarray(matches, np.uint32)\n        self.execute(\n            \"INSERT INTO matches VALUES (?, ?, ?, ?)\",\n            (pair_id,) + matches.shape + (array_to_blob(matches),))\n\n    def add_two_view_geometry(self, image_id1, image_id2, matches,\n                              F=np.eye(3), E=np.eye(3), H=np.eye(3), config=2):\n        assert(len(matches.shape) == 2)\n        assert(matches.shape[1] == 2)\n\n        if image_id1 > image_id2:\n            matches = matches[:,::-1]\n\n        pair_id = image_ids_to_pair_id(image_id1, image_id2)\n        matches = np.asarray(matches, np.uint32)\n        F = np.asarray(F, dtype=np.float64)\n        E = np.asarray(E, dtype=np.float64)\n        H = np.asarray(H, dtype=np.float64)\n        self.execute(\n            \"INSERT INTO two_view_geometries VALUES (?, ?, ?, ?, ?, ?, ?, ?)\",\n            (pair_id,) + matches.shape + (array_to_blob(matches), config,\n             array_to_blob(F), array_to_blob(E), array_to_blob(H)))\n\n\ndef example_usage():\n    import os\n    import argparse\n\n    parser = argparse.ArgumentParser()\n    parser.add_argument(\"--database_path\", default=\"database.db\")\n    args = parser.parse_args()\n\n    if os.path.exists(args.database_path):\n        print(\"ERROR: database path already exists -- will not modify it.\")\n        return\n\n    # Open the database.\n\n    db = COLMAPDatabase.connect(args.database_path)\n\n    # For convenience, try creating all the tables upfront.\n\n    db.create_tables()\n\n    # Create dummy cameras.\n\n    model1, width1, height1, params1 = \\\n        0, 1024, 768, np.array((1024., 512., 384.))\n    model2, width2, height2, params2 = \\\n        2, 1024, 768, np.array((1024., 512., 384., 0.1))\n\n    camera_id1 = db.add_camera(model1, width1, height1, params1)\n    camera_id2 = db.add_camera(model2, width2, height2, params2)\n\n    # Create dummy images.\n\n    image_id1 = db.add_image(\"image1.png\", camera_id1)\n    image_id2 = db.add_image(\"image2.png\", camera_id1)\n    image_id3 = db.add_image(\"image3.png\", camera_id2)\n    image_id4 = db.add_image(\"image4.png\", camera_id2)\n\n    # Create dummy keypoints.\n    #\n    # Note that COLMAP supports:\n    #      - 2D keypoints: (x, y)\n    #      - 4D keypoints: (x, y, theta, scale)\n    #      - 6D affine keypoints: (x, y, a_11, a_12, a_21, a_22)\n\n    num_keypoints = 1000\n    keypoints1 = np.random.rand(num_keypoints, 2) * (width1, height1)\n    keypoints2 = np.random.rand(num_keypoints, 2) * (width1, height1)\n    keypoints3 = np.random.rand(num_keypoints, 2) * (width2, height2)\n    keypoints4 = np.random.rand(num_keypoints, 2) * (width2, height2)\n\n    db.add_keypoints(image_id1, keypoints1)\n    db.add_keypoints(image_id2, keypoints2)\n    db.add_keypoints(image_id3, keypoints3)\n    db.add_keypoints(image_id4, keypoints4)\n\n    # Create dummy matches.\n\n    M = 50\n    matches12 = np.random.randint(num_keypoints, size=(M, 2))\n    matches23 = np.random.randint(num_keypoints, size=(M, 2))\n    matches34 = np.random.randint(num_keypoints, size=(M, 2))\n\n    db.add_matches(image_id1, image_id2, matches12)\n    db.add_matches(image_id2, image_id3, matches23)\n    db.add_matches(image_id3, image_id4, matches34)\n\n    # Commit the data to the file.\n\n    db.commit()\n\n    # Read and check cameras.\n\n    rows = db.execute(\"SELECT * FROM cameras\")\n\n    camera_id, model, width, height, params, prior = next(rows)\n    params = blob_to_array(params, np.float64)\n    assert camera_id == camera_id1\n    assert model == model1 and width == width1 and height == height1\n    assert np.allclose(params, params1)\n\n    camera_id, model, width, height, params, prior = next(rows)\n    params = blob_to_array(params, np.float64)\n    assert camera_id == camera_id2\n    assert model == model2 and width == width2 and height == height2\n    assert np.allclose(params, params2)\n\n    # Read and check keypoints.\n\n    keypoints = dict(\n        (image_id, blob_to_array(data, np.float32, (-1, 2)))\n        for image_id, data in db.execute(\n            \"SELECT image_id, data FROM keypoints\"))\n\n    assert np.allclose(keypoints[image_id1], keypoints1)\n    assert np.allclose(keypoints[image_id2], keypoints2)\n    assert np.allclose(keypoints[image_id3], keypoints3)\n    assert np.allclose(keypoints[image_id4], keypoints4)\n\n    # Read and check matches.\n\n    pair_ids = [image_ids_to_pair_id(*pair) for pair in\n                ((image_id1, image_id2),\n                 (image_id2, image_id3),\n                 (image_id3, image_id4))]\n\n    matches = dict(\n        (pair_id_to_image_ids(pair_id),\n         blob_to_array(data, np.uint32, (-1, 2)))\n        for pair_id, data in db.execute(\"SELECT pair_id, data FROM matches\")\n    )\n\n    assert np.all(matches[(image_id1, image_id2)] == matches12)\n    assert np.all(matches[(image_id2, image_id3)] == matches23)\n    assert np.all(matches[(image_id3, image_id4)] == matches34)\n\n    # Clean up.\n\n    db.close()\n\n    if os.path.exists(args.database_path):\n        os.remove(args.database_path)\n\n\nif __name__ == \"__main__\":\n    example_usage()"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/colmap/colmap/license.txt",
    "content": "Files in this folder are obtained from COLMAP and carry their own license.\nPlease refer to the files themselves for the license terms.\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/colmap/colmap/read_dense.py",
    "content": "#!/usr/bin/env python\n\n# Copyright (c) 2018, ETH Zurich and UNC Chapel Hill.\n# All rights reserved.\n#\n# Redistribution and use in source and binary forms, with or without\n# modification, are permitted provided that the following conditions are met:\n#\n#     * Redistributions of source code must retain the above copyright\n#       notice, this list of conditions and the following disclaimer.\n#\n#     * Redistributions in binary form must reproduce the above copyright\n#       notice, this list of conditions and the following disclaimer in the\n#       documentation and/or other materials provided with the distribution.\n#\n#     * Neither the name of ETH Zurich and UNC Chapel Hill nor the names of\n#       its contributors may be used to endorse or promote products derived\n#       from this software without specific prior written permission.\n#\n# THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS \"AS IS\"\n# AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE\n# IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE\n# ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDERS OR CONTRIBUTORS BE\n# LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR\n# CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF\n# SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS\n# INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN\n# CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)\n# ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE\n# POSSIBILITY OF SUCH DAMAGE.\n#\n# Author: Johannes L. Schoenberger (jsch-at-demuc-dot-de)\n\nimport argparse\nimport numpy as np\nimport os\n\n\ndef read_array(path):\n    with open(path, \"rb\") as fid:\n        width, height, channels = np.genfromtxt(fid, delimiter=\"&\", max_rows=1,\n                                                usecols=(0, 1, 2), dtype=int)\n        fid.seek(0)\n        num_delimiter = 0\n        byte = fid.read(1)\n        while True:\n            if byte == b\"&\":\n                num_delimiter += 1\n                if num_delimiter >= 3:\n                    break\n            byte = fid.read(1)\n        array = np.fromfile(fid, np.float32)\n    array = array.reshape((width, height, channels), order=\"F\")\n    return np.transpose(array, (1, 0, 2)).squeeze()\n\n\ndef parse_args():\n    parser = argparse.ArgumentParser()\n    parser.add_argument(\"-d\", \"--depth_map\",\n                        help=\"path to depth map\", type=str, required=True)\n    parser.add_argument(\"-n\", \"--normal_map\",\n                        help=\"path to normal map\", type=str, required=True)\n    parser.add_argument(\"--min_depth_percentile\",\n                        help=\"minimum visualization depth percentile\",\n                        type=float, default=5)\n    parser.add_argument(\"--max_depth_percentile\",\n                        help=\"maximum visualization depth percentile\",\n                        type=float, default=95)\n    args = parser.parse_args()\n    return args\n\n\ndef main():\n    args = parse_args()\n\n    if args.min_depth_percentile > args.max_depth_percentile:\n        raise ValueError(\"min_depth_percentile should be less than or equal \"\n                         \"to the max_depth_perceintile.\")\n\n    # Read depth and normal maps corresponding to the same image.\n    if not os.path.exists(args.depth_map):\n        raise FileNotFoundError(\"File not found: {}\".format(args.depth_map))\n\n    if not os.path.exists(args.normal_map):\n        raise FileNotFoundError(\"File not found: {}\".format(args.normal_map))\n\n    depth_map = read_array(args.depth_map)\n    normal_map = read_array(args.normal_map)\n\n    min_depth, max_depth = np.percentile(\n        depth_map, [args.min_depth_percentile, args.max_depth_percentile])\n    depth_map[depth_map < min_depth] = min_depth\n    depth_map[depth_map > max_depth] = max_depth\n\n    import pylab as plt\n\n    # Visualize the depth map.\n    plt.figure()\n    plt.imshow(depth_map)\n    plt.title('depth map')\n\n    # Visualize the normal map.\n    plt.figure()\n    plt.imshow(normal_map)\n    plt.title('normal map')\n\n    plt.show()\n\n\nif __name__ == \"__main__\":\n    main()\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/colmap/colmap/read_model.py",
    "content": "# Copyright (c) 2018, ETH Zurich and UNC Chapel Hill.\n# All rights reserved.\n#\n# Redistribution and use in source and binary forms, with or without\n# modification, are permitted provided that the following conditions are met:\n#\n#     * Redistributions of source code must retain the above copyright\n#       notice, this list of conditions and the following disclaimer.\n#\n#     * Redistributions in binary form must reproduce the above copyright\n#       notice, this list of conditions and the following disclaimer in the\n#       documentation and/or other materials provided with the distribution.\n#\n#     * Neither the name of ETH Zurich and UNC Chapel Hill nor the names of\n#       its contributors may be used to endorse or promote products derived\n#       from this software without specific prior written permission.\n#\n# THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS \"AS IS\"\n# AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE\n# IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE\n# ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDERS OR CONTRIBUTORS BE\n# LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR\n# CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF\n# SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS\n# INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN\n# CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)\n# ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE\n# POSSIBILITY OF SUCH DAMAGE.\n#\n# Author: Johannes L. Schoenberger (jsch-at-demuc-dot-de)\n\nimport os\nimport sys\nimport collections\nimport numpy as np\nimport struct\n\n\nCameraModel = collections.namedtuple(\n    \"CameraModel\", [\"model_id\", \"model_name\", \"num_params\"])\nCamera = collections.namedtuple(\n    \"Camera\", [\"id\", \"model\", \"width\", \"height\", \"params\"])\nBaseImage = collections.namedtuple(\n    \"Image\", [\"id\", \"qvec\", \"tvec\", \"camera_id\", \"name\", \"xys\", \"point3D_ids\"])\nPoint3D = collections.namedtuple(\n    \"Point3D\", [\"id\", \"xyz\", \"rgb\", \"error\", \"image_ids\", \"point2D_idxs\"])\n\nclass Image(BaseImage):\n    def qvec2rotmat(self):\n        return qvec2rotmat(self.qvec)\n\n\nCAMERA_MODELS = {\n    CameraModel(model_id=0, model_name=\"SIMPLE_PINHOLE\", num_params=3),\n    CameraModel(model_id=1, model_name=\"PINHOLE\", num_params=4),\n    CameraModel(model_id=2, model_name=\"SIMPLE_RADIAL\", num_params=4),\n    CameraModel(model_id=3, model_name=\"RADIAL\", num_params=5),\n    CameraModel(model_id=4, model_name=\"OPENCV\", num_params=8),\n    CameraModel(model_id=5, model_name=\"OPENCV_FISHEYE\", num_params=8),\n    CameraModel(model_id=6, model_name=\"FULL_OPENCV\", num_params=12),\n    CameraModel(model_id=7, model_name=\"FOV\", num_params=5),\n    CameraModel(model_id=8, model_name=\"SIMPLE_RADIAL_FISHEYE\", num_params=4),\n    CameraModel(model_id=9, model_name=\"RADIAL_FISHEYE\", num_params=5),\n    CameraModel(model_id=10, model_name=\"THIN_PRISM_FISHEYE\", num_params=12)\n}\nCAMERA_MODEL_IDS = dict([(camera_model.model_id, camera_model) \\\n                         for camera_model in CAMERA_MODELS])\n\n\ndef read_next_bytes(fid, num_bytes, format_char_sequence, endian_character=\"<\"):\n    \"\"\"Read and unpack the next bytes from a binary file.\n    :param fid:\n    :param num_bytes: Sum of combination of {2, 4, 8}, e.g. 2, 6, 16, 30, etc.\n    :param format_char_sequence: List of {c, e, f, d, h, H, i, I, l, L, q, Q}.\n    :param endian_character: Any of {@, =, <, >, !}\n    :return: Tuple of read and unpacked values.\n    \"\"\"\n    data = fid.read(num_bytes)\n    return struct.unpack(endian_character + format_char_sequence, data)\n\ndef read_cameras_text(path):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::WriteCamerasText(const std::string& path)\n        void Reconstruction::ReadCamerasText(const std::string& path)\n    \"\"\"\n    cameras = {}\n    with open(path, \"r\") as fid:\n        while True:\n            line = fid.readline()\n            if not line:\n                break\n            line = line.strip()\n            if len(line) > 0 and line[0] != \"#\":\n                elems = line.split()\n                camera_id = int(elems[0])\n                model = elems[1]\n                width = int(elems[2])\n                height = int(elems[3])\n                params = np.array(tuple(map(float, elems[4:])))\n                cameras[camera_id] = Camera(id=camera_id, model=model,\n                                            width=width, height=height,\n                                            params=params)\n    return cameras\n\n\ndef read_cameras_binary(path_to_model_file):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::WriteCamerasBinary(const std::string& path)\n        void Reconstruction::ReadCamerasBinary(const std::string& path)\n    \"\"\"\n    cameras = {}\n    with open(path_to_model_file, \"rb\") as fid:\n        num_cameras = read_next_bytes(fid, 8, \"Q\")[0]\n        for camera_line_index in range(num_cameras):\n            camera_properties = read_next_bytes(\n                fid, num_bytes=24, format_char_sequence=\"iiQQ\")\n            camera_id = camera_properties[0]\n            model_id = camera_properties[1]\n            model_name = CAMERA_MODEL_IDS[camera_properties[1]].model_name\n            width = camera_properties[2]\n            height = camera_properties[3]\n            num_params = CAMERA_MODEL_IDS[model_id].num_params\n            params = read_next_bytes(fid, num_bytes=8*num_params,\n                                     format_char_sequence=\"d\"*num_params)\n            cameras[camera_id] = Camera(id=camera_id,\n                                        model=model_name,\n                                        width=width,\n                                        height=height,\n                                        params=np.array(params))\n        assert len(cameras) == num_cameras\n    return cameras\n\n\ndef read_images_text(path):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::ReadImagesText(const std::string& path)\n        void Reconstruction::WriteImagesText(const std::string& path)\n    \"\"\"\n    images = {}\n    with open(path, \"r\") as fid:\n        while True:\n            line = fid.readline()\n            if not line:\n                break\n            line = line.strip()\n            if len(line) > 0 and line[0] != \"#\":\n                elems = line.split()\n                image_id = int(elems[0])\n                qvec = np.array(tuple(map(float, elems[1:5])))\n                tvec = np.array(tuple(map(float, elems[5:8])))\n                camera_id = int(elems[8])\n                image_name = elems[9]\n                elems = fid.readline().split()\n                xys = np.column_stack([tuple(map(float, elems[0::3])),\n                                       tuple(map(float, elems[1::3]))])\n                point3D_ids = np.array(tuple(map(int, elems[2::3])))\n                images[image_id] = Image(\n                    id=image_id, qvec=qvec, tvec=tvec,\n                    camera_id=camera_id, name=image_name,\n                    xys=xys, point3D_ids=point3D_ids)\n    return images\n\n\ndef read_images_binary(path_to_model_file):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::ReadImagesBinary(const std::string& path)\n        void Reconstruction::WriteImagesBinary(const std::string& path)\n    \"\"\"\n    images = {}\n    with open(path_to_model_file, \"rb\") as fid:\n        num_reg_images = read_next_bytes(fid, 8, \"Q\")[0]\n        for image_index in range(num_reg_images):\n            binary_image_properties = read_next_bytes(\n                fid, num_bytes=64, format_char_sequence=\"idddddddi\")\n            image_id = binary_image_properties[0]\n            qvec = np.array(binary_image_properties[1:5])\n            tvec = np.array(binary_image_properties[5:8])\n            camera_id = binary_image_properties[8]\n            image_name = \"\"\n            current_char = read_next_bytes(fid, 1, \"c\")[0]\n            while current_char != b\"\\x00\":   # look for the ASCII 0 entry\n                image_name += current_char.decode(\"utf-8\")\n                current_char = read_next_bytes(fid, 1, \"c\")[0]\n\n            num_points2D = read_next_bytes(fid, num_bytes=8,\n                                           format_char_sequence=\"Q\")[0]\n            x_y_id_s = read_next_bytes(fid, num_bytes=24*num_points2D,\n                                       format_char_sequence=\"ddq\"*num_points2D)\n            xys = np.column_stack([tuple(map(float, x_y_id_s[0::3])),\n                                   tuple(map(float, x_y_id_s[1::3]))])\n            point3D_ids = np.array(tuple(map(int, x_y_id_s[2::3])))\n            images[image_id] = Image(\n                id=image_id, qvec=qvec, tvec=tvec,\n                camera_id=camera_id, name=image_name,\n                xys=xys, point3D_ids=point3D_ids)\n    return images\n\n\ndef read_points3D_text(path):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::ReadPoints3DText(const std::string& path)\n        void Reconstruction::WritePoints3DText(const std::string& path)\n    \"\"\"\n    points3D = {}\n    with open(path, \"r\") as fid:\n        while True:\n            line = fid.readline()\n            if not line:\n                break\n            line = line.strip()\n            if len(line) > 0 and line[0] != \"#\":\n                elems = line.split()\n                point3D_id = int(elems[0])\n                xyz = np.array(tuple(map(float, elems[1:4])))\n                rgb = np.array(tuple(map(int, elems[4:7])))\n                error = float(elems[7])\n                image_ids = np.array(tuple(map(int, elems[8::2])))\n                point2D_idxs = np.array(tuple(map(int, elems[9::2])))\n                points3D[point3D_id] = Point3D(id=point3D_id, xyz=xyz, rgb=rgb,\n                                               error=error, image_ids=image_ids,\n                                               point2D_idxs=point2D_idxs)\n    return points3D\n\n\ndef read_points3d_binary(path_to_model_file):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::ReadPoints3DBinary(const std::string& path)\n        void Reconstruction::WritePoints3DBinary(const std::string& path)\n    \"\"\"\n    points3D = {}\n    with open(path_to_model_file, \"rb\") as fid:\n        num_points = read_next_bytes(fid, 8, \"Q\")[0]\n        for point_line_index in range(num_points):\n            binary_point_line_properties = read_next_bytes(\n                fid, num_bytes=43, format_char_sequence=\"QdddBBBd\")\n            point3D_id = binary_point_line_properties[0]\n            xyz = np.array(binary_point_line_properties[1:4])\n            rgb = np.array(binary_point_line_properties[4:7])\n            error = np.array(binary_point_line_properties[7])\n            track_length = read_next_bytes(\n                fid, num_bytes=8, format_char_sequence=\"Q\")[0]\n            track_elems = read_next_bytes(\n                fid, num_bytes=8*track_length,\n                format_char_sequence=\"ii\"*track_length)\n            image_ids = np.array(tuple(map(int, track_elems[0::2])))\n            point2D_idxs = np.array(tuple(map(int, track_elems[1::2])))\n            points3D[point3D_id] = Point3D(\n                id=point3D_id, xyz=xyz, rgb=rgb,\n                error=error, image_ids=image_ids,\n                point2D_idxs=point2D_idxs)\n    return points3D\n\n\ndef read_model(path, ext):\n    if ext == \".txt\":\n        cameras = read_cameras_text(os.path.join(path, \"cameras\" + ext))\n        images = read_images_text(os.path.join(path, \"images\" + ext))\n        points3D = read_points3D_text(os.path.join(path, \"points3D\") + ext)\n    else:\n        cameras = read_cameras_binary(os.path.join(path, \"cameras\" + ext))\n        images = read_images_binary(os.path.join(path, \"images\" + ext))\n        points3D = read_points3d_binary(os.path.join(path, \"points3D\") + ext)\n    return cameras, images, points3D\n\n\ndef qvec2rotmat(qvec):\n    return np.array([\n        [1 - 2 * qvec[2]**2 - 2 * qvec[3]**2,\n         2 * qvec[1] * qvec[2] - 2 * qvec[0] * qvec[3],\n         2 * qvec[3] * qvec[1] + 2 * qvec[0] * qvec[2]],\n        [2 * qvec[1] * qvec[2] + 2 * qvec[0] * qvec[3],\n         1 - 2 * qvec[1]**2 - 2 * qvec[3]**2,\n         2 * qvec[2] * qvec[3] - 2 * qvec[0] * qvec[1]],\n        [2 * qvec[3] * qvec[1] - 2 * qvec[0] * qvec[2],\n         2 * qvec[2] * qvec[3] + 2 * qvec[0] * qvec[1],\n         1 - 2 * qvec[1]**2 - 2 * qvec[2]**2]])\n\n\ndef rotmat2qvec(R):\n    Rxx, Ryx, Rzx, Rxy, Ryy, Rzy, Rxz, Ryz, Rzz = R.flat\n    K = np.array([\n        [Rxx - Ryy - Rzz, 0, 0, 0],\n        [Ryx + Rxy, Ryy - Rxx - Rzz, 0, 0],\n        [Rzx + Rxz, Rzy + Ryz, Rzz - Rxx - Ryy, 0],\n        [Ryz - Rzy, Rzx - Rxz, Rxy - Ryx, Rxx + Ryy + Rzz]]) / 3.0\n    eigvals, eigvecs = np.linalg.eigh(K)\n    qvec = eigvecs[[3, 0, 1, 2], np.argmax(eigvals)]\n    if qvec[0] < 0:\n        qvec *= -1\n    return qvec\n\nif __name__ == \"__main__\":\n    if len(sys.argv) != 3:\n        print(\"Usage: python read_model.py path/to/model/folder [.txt,.bin]\")\n    else:\n        cameras, images, points3D = read_model(path=sys.argv[1], ext=sys.argv[2])\n\n        print(\"num_cameras:\", len(cameras))\n        print(\"num_images:\", len(images))\n        print(\"num_points3D:\", len(points3D))\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/colmap/colmap2dataset.py",
    "content": "import h5py, argparse, os, json\nimport numpy as np\nfrom tqdm import tqdm\n\nfrom colmap.read_model import read_model\nfrom colmap.read_dense import read_array\n\ndef convert_depth(name, src_path, dst_path):\n    '''\n    Converts depth from the COLMAP format of .bin files to h5py HDF files\n    '''\n    fname, ext = os.path.splitext(name)\n\n    depth_src_name = f'{name}.geometric.bin'\n    depth = read_array(os.path.join(src_path, depth_src_name))\n\n    depth_dst_name = f'{fname}.h5'\n\n    with h5py.File(os.path.join(dst_path, depth_dst_name), 'w') as dst_file:\n        dst_file.create_dataset('depth', data=depth.astype(np.float16))\n\ndef camera_to_K(camera):\n    '''\n    Assembles the camera params (given as an unstructured list by COLMAP) into\n    an intrinsics matrix\n    '''\n    assert camera.model == 'PINHOLE'\n\n    fx, fy, cx, cy = camera.params\n\n    return np.array([\n        [fx, 0, cx],\n        [0, fy, cy],\n        [0,  0,  1],\n    ], dtype=np.float32)\n\ndef create_calibration(image, camera, prefix):\n    '''\n    Saves camera intrinsics and extrinsics to a HDF file\n    '''\n    path = os.path.join(prefix, f'calibration_{image.name}.h5') \n\n    with h5py.File(path, 'w') as dst_file:\n        dst_file.create_dataset('R', data=image.qvec2rotmat())\n        dst_file.create_dataset('T', data=image.tvec)\n        dst_file.create_dataset('K', data=camera_to_K(camera))\n\ndef covisible_pairs(images, low=0.5, high=0.8):\n    '''\n    Considers all pairs of images and for each, it computes the ratio between\n    3d landmarks co-visible in both images and the minimum of the number\n    of 3d landmarks in either of the two images. This serves as a proxy for\n    image covisiblity and pairs with the ratio between `low` and `high` are\n    returned.\n    '''\n    images = list(images.values())\n\n    idxs = []\n    for image in tqdm(images):\n        image_idxs = image.point3D_ids\n        idxs.append(frozenset(image_idxs[image_idxs != -1].tolist()))\n\n    pairs = []\n\n    for i in range(len(images)):\n        idxs_i = idxs[i]\n        for j in range(i+1, len(images)):\n            idxs_j = idxs[j]\n\n            inter = len(idxs_i & idxs_j)\n            ratio = inter / min(len(idxs_i), len(idxs_j))\n\n            if low <= ratio <= high:\n                pairs.append((images[i].name, images[j].name)) \n\n    return pairs\n\ndef encode_pairs(pairs):\n    '''\n    \"Encodes\" the list of pairs, coming as a list of file names such as\n    [\n        ['file_name_1.jpg', 'file_name_5.jpg'],\n        ['file_name_1.jpg', 'file_name_13.jpg'],\n        ...\n    ]\n    by assigning each filename a unique numeric ID and returning\n    1) a list `id2name` such that id2name[i] is the filename of the i-th image\n    2) a list of lists of the same structure as the input argument, except\n       using file IDs instead of full (string) names\n    '''\n    curr_id = 0\n    name2id = {}\n    id2name = []\n\n    for pair in pairs:\n        for name in pair:\n            if name in name2id:\n                continue\n            else:\n                name2id[name] = curr_id\n                id2name.append(name)\n                curr_id += 1\n\n    pairs_as_ixs = []\n    for pair in pairs:\n        pair = [name2id[n] for n in pair]\n        pairs_as_ixs.append(pair)\n\n    return id2name, pairs_as_ixs\n\nif __name__ == '__main__':\n    parser = argparse.ArgumentParser()\n    parser.add_argument('path', type=str)\n    parser.add_argument('--name', type=str, default='default-scene')\n    parser.add_argument('--no-depth', action='store_true')\n\n    args = parser.parse_args()\n\n    args.path = os.path.abspath(args.path)\n\n    image_path     = os.path.join(args.path, 'images')\n    sparse_path    = os.path.join(args.path, 'sparse')\n    calib_path     = os.path.join(args.path, 'dataset', 'calibration')\n    json_path      = os.path.join(args.path, 'dataset', 'dataset.json')\n\n    if not args.no_depth:\n        depth_src_path = os.path.join(args.path, 'stereo', 'depth_maps')\n        depth_dst_path = os.path.join(args.path, 'dataset', 'depth')\n    else:\n        depth_src_path = ''\n        depth_dst_path = ''\n\n    cameras, images, points3D = read_model(sparse_path, ext='.bin')\n\n    os.makedirs(calib_path, exist_ok=True)\n\n    print('Creating calibration files...')\n    for image in tqdm(images.values()):\n        create_calibration(image, cameras[image.camera_id], calib_path) \n\n    if not args.no_depth:\n        os.makedirs(depth_dst_path, exist_ok=True)\n        print('Converting depth...')\n        for image in tqdm(images.values()):\n            convert_depth(image.name, depth_src_path, depth_dst_path)\n    else:\n        print('Skipping depth maps...')\n\n    images, tuples = encode_pairs(covisible_pairs(images))\n\n    dataset = {\n        args.name: {\n            'images'    : images,\n            'tuples'    : tuples,\n            'calib_path': calib_path,\n            'depth_path': depth_dst_path,\n            'image_path': image_path,\n        },\n    }\n\n    with open(json_path, 'w') as json_file:\n        json.dump(dataset, json_file)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/colmap/h5_to_db.py",
    "content": "import os, argparse, h5py, warnings\nimport numpy as np\nfrom tqdm import tqdm\nfrom PIL import Image, ExifTags\n\nfrom colmap.database import COLMAPDatabase, image_ids_to_pair_id\n\ndef get_focal(image_path, err_on_default=False):\n    image         = Image.open(image_path)\n    max_size      = max(image.size)\n\n    exif = image.getexif()\n    focal = None\n    if exif is not None:\n        focal_35mm = None\n        # https://github.com/colmap/colmap/blob/d3a29e203ab69e91eda938d6e56e1c7339d62a99/src/util/bitmap.cc#L299\n        for tag, value in exif.items():\n            focal_35mm = None\n            if ExifTags.TAGS.get(tag, None) == 'FocalLengthIn35mmFilm':\n                focal_35mm = float(value)\n                break\n\n        if focal_35mm is not None:\n            focal = focal_35mm / 35. * max_size\n    \n    if focal is None:\n        if err_on_default:\n            raise RuntimeError(\"Failed to find focal length\")\n\n        # failed to find it in exif, use prior\n        FOCAL_PRIOR = 1.2\n        focal = FOCAL_PRIOR * max_size\n\n    return focal\n\ndef create_camera(db, image_path):\n    image         = Image.open(image_path)\n    width, height = image.size\n\n    focal = get_focal(image_path)\n\n    if args.camera_model == 'simple-pinhole':\n        model = 0 # simple pinhole\n        param_arr = np.array([focal, width / 2, height / 2])\n    if args.camera_model == 'pinhole':\n        model = 1 # pinhole\n        param_arr = np.array([focal, focal, width / 2, height / 2])\n    elif args.camera_model == 'simple-radial':\n        model = 2 # simple radial\n        param_arr = np.array([focal, width / 2, height / 2, 0.1])\n    elif args.camera_model == 'opencv':\n        model = 4 # opencv\n        param_arr = np.array([focal, focal, width / 2, height / 2, 0., 0., 0., 0.])\n         \n    return db.add_camera(model, width, height, param_arr)\n\n\ndef add_keypoints(db, h5_path, image_path):\n    keypoint_f = h5py.File(os.path.join(h5_path, 'keypoints.h5'), 'r')\n\n    camera_id = None\n    fname_to_id = {}\n    for filename in tqdm(list(keypoint_f.keys())):\n        keypoints = keypoint_f[filename][()]\n\n        fname_with_ext = filename + args.image_extension\n        path = os.path.join(image_path, fname_with_ext)\n        if not os.path.isfile(path):\n            raise IOError(f'Invalid image path {path}')\n\n        if camera_id is None or not args.single_camera:\n            camera_id = create_camera(db, path)\n        image_id = db.add_image(fname_with_ext, camera_id)\n        fname_to_id[filename] = image_id\n\n        db.add_keypoints(image_id, keypoints)\n\n    return fname_to_id\n\ndef add_matches(db, h5_path, fname_to_id):\n    match_file = h5py.File(os.path.join(h5_path, 'matches.h5'), 'r')\n    \n    added = set()\n    n_keys = len(match_file.keys())\n    n_total = (n_keys * (n_keys - 1)) // 2\n\n    with tqdm(total=n_total) as pbar:\n        for key_1 in match_file.keys():\n            group = match_file[key_1]\n            for key_2 in group.keys():\n                id_1 = fname_to_id[key_1]\n                id_2 = fname_to_id[key_2]\n\n                pair_id = image_ids_to_pair_id(id_1, id_2)\n                if pair_id in added:\n                    warnings.warn(f'Pair {pair_id} ({id_1}, {id_2}) already added!')\n                    continue\n            \n                matches = group[key_2][()]\n                db.add_matches(id_1, id_2, matches.T)\n\n                added.add(pair_id)\n\n                pbar.update(1)\n\nif __name__ == '__main__':\n    parser = argparse.ArgumentParser()\n    parser.add_argument('h5_path', help=('Path to the directory with '\n                                         'keypoints.h5 and matches.h5'))\n    parser.add_argument('image_path', help='Path to source images')\n    parser.add_argument(\n        '--image-extension', default='.jpg', type=str,\n        help='Extension of files in image_path'\n    )\n    parser.add_argument('--database-path', default='database.db',\n        help='Location where the COLMAP .db file will be created'\n    )\n    parser.add_argument(\n        '--single-camera', action='store_true',\n        help=('Consider all photos to be made with a single camera (COLMAP '\n              'will reduce the number of degrees of freedom'),\n    )\n    parser.add_argument(\n        '--camera-model',\n        choices=['simple-pinhole', 'pinhole', 'simple-radial', 'opencv'],\n        default='simple-radial',\n        help=('Camera model to use in COLMAP. '\n              'See https://github.com/colmap/colmap/blob/master/src/base/camera_models.h'\n              ' for explanations')\n    )\n\n    args = parser.parse_args()\n\n    if args.camera_model == 'opencv' and not args.single_camera:\n        raise RuntimeError(\"Cannot use --camera-model=opencv camera without \"\n                           \"--single-camera (the COLMAP optimisation will \"\n                           \"likely fail to converge)\")\n\n    if os.path.exists(args.database_path):\n        raise RuntimeError(\"database path already exists - will not modify it.\")\n\n    db = COLMAPDatabase.connect(args.database_path)\n    db.create_tables()\n\n    fname_to_id = add_keypoints(db, args.h5_path, args.image_path)\n    add_matches(\n        db,\n        args.h5_path,\n        fname_to_id,\n    )\n\n    db.commit()\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/colmap/merge_datasets.py",
    "content": "import argparse, json, pathlib, os\n\nparser = argparse.ArgumentParser()\nparser.add_argument('paths', type=pathlib.Path, nargs='+')\nargs = parser.parse_args()\n\nargs.paths = [os.path.abspath(p) for p in args.paths]\n\nmerged_scenes  = {}\n\nfor i, path in enumerate(args.paths):\n    with open(path, 'r') as input_json:\n        data = json.load(input_json)\n\n    for j, (scene_name, scene) in enumerate(data.items()):\n        if scene_name in merged_scenes:\n            scene_name = f'{i}-{j}'\n\n        merged_scenes[scene_name] = scene\n\nwith open('merged.json', 'w') as merged_json:\n    json.dump(merged_scenes, merged_json)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/compute_validation_auc.py",
    "content": "import argparse, os\nimport tensorflow as tf\nimport matplotlib.pyplot as plt\nimport numpy as np\nfrom tqdm import tqdm\nfrom tensorflow.core.util import event_pb2\n\ndef read_deltas(path):\n    reader = tf.data.TFRecordDataset(path)\n\n    Δ_θ = []\n    Δ_T = []\n    for serialized_event in tqdm(reader):\n        event = event_pb2.Event.FromString(serialized_event.numpy())\n        for value in event.summary.value:\n            if value.tag == 'test/pose/Δ_θ':\n                Δ_θ.append(value.simple_value)\n            if value.tag == 'test/pose/Δ_T':\n                Δ_T.append(value.simple_value)\n\n    Δ_θ = np.array(Δ_θ)\n    Δ_T = np.array(Δ_T)\n\n    return Δ_θ, Δ_T\n\ndef calculate_auc(Δ_θ, Δ_T, length):\n    error = np.maximum(Δ_θ, Δ_T)\n\n    # if we run this script while training is still going on, we may find\n    # ourselves halfway through a validation run, in which case the number\n    # of events will not be divisible by `length`. We clip to only include\n    # full epochs. WARNING: this means that miss-specifying\n    # `--validation--length` will cause silent errors\n    error = error[:length * (error.shape[0] // length)]\n    error = error.reshape(-1, length)\n\n    # bins for 0..10 degrees of error\n    bins = np.arange(0, 11)\n    aucs = []\n    for e, errs in enumerate(error):\n        hist, _edges = np.histogram(errs, bins=bins)\n        hist = hist / length\n        auc = hist.cumsum().mean()\n        aucs.append(auc)\n\n    return np.array(aucs)\n\nparser = argparse.ArgumentParser(\n    description=('This script is used for evaluating the validation time '\n                 'stereo pose estimation AUC in order to pick the best '\n                 'checkpoint for IMW2020 challenge submission. It reads the '\n                 'tensorboard logfiles, picks the pose estimation errors, '\n                 'groups them by epoch and calculates AUC for each epoch.'),\n\n    formatter_class=argparse.ArgumentDefaultsHelpFormatter,\n)\nparser.add_argument(\n    '--validation-length', type=int, default=750,\n    help=('The number of image pairs evaluated at each epoch. Unfortunately, '\n          'tensorboard doesn\\'t store that with events, so we have to just '\n          'assume that first 0:vl events correspond to 1st epoch, vl:2*vl to '\n          '2nd epoch, and so on (vl == --validation-length).')\n)\nparser.add_argument(\n    'paths', type=str, nargs='+',\n    help=('Point to (multiple) tensorboard event files (by default, their '\n          'names are something like '\n          'events.out.tfevents.1601909417.tyszkiew-disk-1.30.0')\n)\nargs = parser.parse_args()\n\nfor path in args.paths:\n    abs_path = os.path.abspath(path)\n    deltas = read_deltas(abs_path)\n    auc = calculate_auc(*deltas, validation_length=args.validation_length)\n    plt.plot(auc, label=path)\n\nplt.legend()\nplt.show()\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/detect.py",
    "content": "import torch, h5py, imageio, os, argparse\nimport numpy as np\nimport torch.nn.functional as F\nfrom functools import partial\nfrom torch.utils.data import DataLoader\nfrom tqdm import tqdm\nfrom torch_dimcheck import dimchecked\n\nfrom disk import DISK, Features\n\nclass Image:\n    def __init__(self, bitmap: ['C', 'H', 'W'], fname: str, orig_shape=None):\n        self.bitmap     = bitmap\n        self.fname      = fname\n        if orig_shape is None:\n            self.orig_shape = self.bitmap.shape[1:]\n        else:\n            self.orig_shape = orig_shape\n\n    def resize_to(self, shape):\n        return Image(\n            self._pad(self._interpolate(self.bitmap, shape), shape),\n            self.fname,\n            orig_shape=self.bitmap.shape[1:],\n        )\n\n    @dimchecked\n    def to_image_coord(self, xys: [2, 'N']) -> ([2, 'N'], ['N']):\n        f, _size = self._compute_interpolation_size(self.bitmap.shape[1:])\n        scaled = xys / f\n\n        h, w = self.orig_shape\n        x, y = scaled\n\n        mask = (0 <= x) & (x < w) & (0 <= y) & (y < h)\n\n        return scaled, mask\n\n    def _compute_interpolation_size(self, shape):\n        x_factor = self.orig_shape[0] / shape[0]\n        y_factor = self.orig_shape[1] / shape[1]\n\n        f = 1 / max(x_factor, y_factor)\n\n        if x_factor > y_factor:\n            new_size = (shape[0], int(f * self.orig_shape[1]))\n        else:\n            new_size = (int(f * self.orig_shape[0]), shape[1])\n\n        return f, new_size\n\n    @dimchecked\n    def _interpolate(self, image: ['C', 'H', 'W'], shape) -> ['C', 'h', 'w']:\n        _f, size = self._compute_interpolation_size(shape)\n        return F.interpolate(\n            image.unsqueeze(0),\n            size=size,\n            mode='bilinear',\n            align_corners=False,\n        ).squeeze(0)\n    \n    @dimchecked\n    def _pad(self, image: ['C', 'H', 'W'], shape) -> ['C', 'h', 'w']:\n        x_pad = shape[0] - image.shape[1]\n        y_pad = shape[1] - image.shape[2]\n\n        if x_pad < 0 or y_pad < 0:\n            raise ValueError(\"Attempting to pad by negative value\")\n\n        return F.pad(image, (0, y_pad, 0, x_pad))\n\n\nclass SceneDataset:\n    def __init__(self, image_path, crop_size=(None, None)):\n        self.image_path = image_path\n        self.crop_size  = crop_size\n        self.names = [p for p in os.listdir(image_path) \\\n                      if p.endswith(args.image_extension)]\n\n    def __len__(self):\n        return len(self.names)\n\n    def __getitem__(self, ix):\n        name   = self.names[ix]\n        path   = os.path.join(self.image_path, name) \n        img    = np.ascontiguousarray(imageio.imread(path))\n        tensor = torch.from_numpy(img).to(torch.float32)\n\n        if len(tensor.shape) == 2: # some images may be grayscale\n            tensor = tensor.unsqueeze(-1).expand(-1, -1, 3)\n\n        bitmap              = tensor.permute(2, 0, 1) / 255.\n        extensionless_fname = os.path.splitext(name)[0]\n\n        image = Image(bitmap, extensionless_fname)\n\n        if self.crop_size != (None, None):\n            image = image.resize_to(self.crop_size)\n\n        return image\n\n    @staticmethod\n    def collate_fn(images):\n        bitmaps = torch.stack([im.bitmap for im in images], dim=0)\n        \n        return bitmaps, images\n\ndef extract(dataset, save_path):\n    dataloader = DataLoader(\n        dataset,\n        batch_size=1,\n        pin_memory=True,\n        collate_fn=dataset.collate_fn,\n        num_workers=4,\n    )\n\n    if args.mode == 'nms':\n        extract = partial(\n            model.features,\n            kind='nms',\n            window_size=args.window,\n            cutoff=0.,\n            n=args.n\n        )\n    else:\n        extract = partial(model.features, kind='rng')\n\n    os.makedirs(os.path.join(save_path), exist_ok=True)\n    keypoint_h5   = h5py.File(os.path.join(save_path, 'keypoints.h5'), 'w')\n    descriptor_h5 = h5py.File(os.path.join(save_path, 'descriptors.h5'), 'w')\n    if args.detection_scores:\n        score_h5 = h5py.File(os.path.join(save_path, 'scores.h5'), 'w')\n\n    pbar = tqdm(dataloader)\n    for bitmaps, images in pbar:\n        bitmaps = bitmaps.to(DEV, non_blocking=True)\n\n        with torch.no_grad():\n            try:\n                batched_features = extract(bitmaps)\n            except RuntimeError as e:\n                if 'U-Net failed' in str(e):\n                    msg = ('Please use input size which is multiple of 16 (or '\n                           'adjust the --height and --width flags to let this '\n                           'script rescale it automatically). This is because '\n                           'we internally use a U-Net with 4 downsampling '\n                           'steps, each by a factor of 2, therefore 2^4=16.')\n\n                    raise RuntimeError(msg) from e\n                else:\n                    raise\n\n        for features, image in zip(batched_features.flat, images):\n            features = features.to(CPU)\n\n            kps_crop_space = features.kp.T\n            kps_img_space, mask = image.to_image_coord(kps_crop_space)\n\n            keypoints   = kps_img_space.numpy().T[mask]\n            descriptors = features.desc.numpy()[mask]\n            scores      = features.kp_logp.numpy()[mask]\n\n            order = np.argsort(scores)[::-1]\n\n            keypoints   = keypoints[order]\n            descriptors = descriptors[order]\n            scores      = scores[order]\n\n            assert descriptors.shape[1] == args.desc_dim\n            assert keypoints.shape[1] == 2\n\n            if args.f16:\n                descriptors = descriptors.astype(np.float16)\n\n            keypoint_h5.create_dataset(image.fname, data=keypoints)\n            descriptor_h5.create_dataset(image.fname, data=descriptors)\n\n            if args.detection_scores:\n                score_h5.create_dataset(image.fname, data=scores)\n\n            pbar.set_postfix(n=keypoints.shape[0])\nif __name__ == '__main__':\n    parser = argparse.ArgumentParser(description=(\n        \"Script for detection and description (but not matching) of keypoints. \"\n        \"It processes all images with extension given by `--image-extension` found \"\n        \"in `image-path` directory. Images are resized to `--height` x `--width` \"\n        \"for internal processing (padding them if necessary) and the output \"\n        \"coordinates are then transformed back to original image size.\"),\n    \n        formatter_class=argparse.ArgumentDefaultsHelpFormatter\n    )\n    parser.add_argument(\n        '--height', default=None, type=int,\n        help='rescaled height (px). If unspecified, image is not resized in height dimension'\n    )\n    parser.add_argument(\n        '--width', default=None, type=int,\n        help='rescaled width (px). If unspecified, image is not resized in width dimension'\n    )\n    parser.add_argument(\n        '--image-extension', default='jpg', type=str,\n        help='This script ill process all files which match `image-path/*.{--image-extension}`'\n    )\n    parser.add_argument(\n        '--f16', action='store_true',\n        help='Store descriptors in fp16 (half precision) format'\n    )\n    parser.add_argument('--window', type=int, default=5, help='NMS window size')\n    parser.add_argument(\n        '--n', type=int, default=None,\n        help='Maximum number of features to extract. If unspecified, the number is not limited'\n    )\n    parser.add_argument(\n        '--desc-dim', type=int, default=128,\n        help='descriptor dimension. Needs to match the checkpoint value.'\n    )\n    parser.add_argument(\n        '--mode', choices=['nms', 'rng'], default='nms',\n        help=('Whether to extract features using the non-maxima suppresion mode or '\n              'through training-time grid sampling technique')\n    )\n    \n    default_model_path = os.path.split(os.path.abspath(__file__))[0] + '/depth-save.pth'\n    parser.add_argument(\n         '--model_path', type=str, default=default_model_path,\n        help=\"Path to the model's .pth save file\"\n    )\n    parser.add_argument('--detection-scores', action='store_true')\n    \n    parser.add_argument(\n        'h5_path',\n        help=(\"Directory where keypoints.h5 and descriptors.h5 will be stored. This\"\n              \" will be created if it doesn't already exist.\")\n    )\n    parser.add_argument(\n        'image_path',\n        help=\"Directory with images to be processed.\"\n    )\n    args = parser.parse_args()\n    DEV   = torch.device('cuda' if torch.cuda.is_available() else 'cpu')\n    CPU   = torch.device('cpu')\n    dataset = SceneDataset(args.image_path, crop_size=(args.height, args.width))\n    \n    state_dict = torch.load(args.model_path, map_location='cpu')\n    \n    # compatibility with older model saves which used the 'extractor' name\n    if 'extractor' in state_dict:\n        weights = state_dict['extractor']\n    elif 'disk' in state_dict:\n        weights = state_dict['disk']\n    else:\n        raise KeyError('Incompatible weight file!')\n    model = DISK(window=8, desc_dim=args.desc_dim)\n    model.load_state_dict(weights)\n    model = model.to(DEV)\n    \n    described_samples = extract(dataset, args.h5_path)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/disk/__init__.py",
    "content": "from .common.structs import Features, MatchDistribution, MatchedPairs, NpArray\nfrom .common.errors import *\nfrom .common.image import Image\nfrom .model import DISK\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/disk/common/__init__.py",
    "content": "from .logger import Logger\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/disk/common/errors.py",
    "content": "class DataError(Exception):\n    pass\n\nclass EstimationFailedError(Exception):\n    pass\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/disk/common/image.py",
    "content": "import torch, math, warnings, imageio\nimport torch.nn.functional as F\nimport numpy as np\n\nfrom torch_dimcheck import dimchecked\n\n@dimchecked\ndef _rescale(tensor: ['C', 'H', 'W'], size) -> ['C', 'h', 'w']:\n    return F.interpolate(\n        tensor.unsqueeze(0),\n        size=size,\n        mode='bilinear',\n        align_corners=False,\n    ).squeeze(0)\n\n@dimchecked\ndef _pad(tensor: ['C', 'H', 'W'], size, value=0.):\n    xpad = size[1] - tensor.shape[2]\n    ypad = size[0] - tensor.shape[1]\n\n    # not that F.pad takes sizes starting from the last dimension\n    padded = F.pad(\n        tensor,\n        (0, xpad, 0, ypad),\n        mode='constant',\n        value=value\n    )\n\n    assert padded.shape[1:] == tuple(size)\n    return padded\n\nclass Image:\n    @dimchecked\n    def __init__(\n        self,\n        K     : [3, 3],\n        R     : [3, 3],\n        T     : [3],\n        bitmap: [3, 'H', 'W'],\n        depth, #[1, 'H', 'W'],\n        bitmap_path: str\n    ):\n        self.K = K\n        self.R = R\n        self.T = T\n\n        self.bitmap = bitmap\n        self.depth  = depth\n\n        # save bitmap path for potential debugging purposes\n        self.bitmap_path = bitmap_path\n\n    @property\n    def K_inv(self):\n        return self.K.inverse()\n\n    @property\n    def hwc(self):\n        return self.bitmap.permute(1, 2, 0)\n\n    @property\n    def shape(self):\n        return self.bitmap.shape[1:]\n\n    def scale(self, size):\n        '''\n        Rescale the image to at most size=(height, width). One dimension is\n        guaranteed to be equally matched\n        '''\n        \n        x_factor = self.shape[0] / size[0]\n        y_factor = self.shape[1] / size[1]\n\n        f = 1 / max(x_factor, y_factor)\n        if x_factor > y_factor:\n            new_size = (size[0], int(f * self.shape[1]))\n        else:\n            new_size = (int(f * self.shape[0]), size[1])\n\n        K_scaler = torch.tensor([\n            [f, 0, 0],\n            [0, f, 0],\n            [0, 0, 1]\n        ], dtype=self.K.dtype, device=self.K.device)\n        K = K_scaler @ self.K\n \n        bitmap = _rescale(self.bitmap, new_size)\n        if self.depth is not None:\n            depth = _rescale(self.depth, new_size)\n        else:\n            depth = None\n\n        return Image(K, self.R, self.T, bitmap, depth, self.bitmap_path)\n\n    def pad(self, size):\n        bitmap = _pad(self.bitmap, size, value=0)\n        if self.depth is not None:\n            depth  = _pad(self.depth, size, value=float('NaN'))\n        else:\n            depth = None\n\n        return Image(self.K, self.R, self.T, bitmap, depth, self.bitmap_path)\n\n    def to(self, *args, **kwargs):\n        # use getattr/setattr to avoid repetitive code.\n        # exclude `self.bitmap` because we don't need it on GPU (it's treated\n        # separately by the dataloader)\n        TRANSFERRED_ATTRS = ['K', 'R', 'T', 'depth']\n\n        for key in TRANSFERRED_ATTRS:\n            attr = getattr(self, key)\n            if attr is not None:\n                attr_transferred = attr.to(*args, **kwargs)\n            setattr(self, key, attr_transferred)\n\n        return self\n\n    @dimchecked\n    def unproject(self, xy: [2, 'N']) -> [3, 'N']:\n        depth = self.fetch_depth(xy)\n\n        xyw = torch.cat([\n            xy.to(depth.dtype),\n            torch.ones(1, xy.shape[1], dtype=depth.dtype, device=xy.device)\n        ], dim=0)\n\n        xyz = (self.K_inv @ xyw) * depth\n        xyz_w = self.R.T @ (xyz - self.T[:, None])\n\n        return xyz_w\n\n    @dimchecked\n    def project(self, xyw: [3, 'N']) -> [2, 'N']:\n        extrinsic = self.R @ xyw + self.T[:, None]\n        intrinsic = self.K @ extrinsic\n        return intrinsic[:2] / intrinsic[2]\n\n    @dimchecked\n    def in_range_mask(self, xy: [2, 'N']) -> ['N']:\n        h, w = self.shape\n        x, y = xy\n\n        return (0 <= x) & (x < w) & (0 <= y) & (y < h)\n\n    @dimchecked\n    def fetch_depth(self, xy: [2, 'N']) -> ['N']:\n        if self.depth is None:\n            raise ValueError(f'Depth is not loaded')\n\n        in_range = self.in_range_mask(xy)\n        finite = torch.isfinite(xy).all(dim=0)\n        valid_depth = in_range & finite\n        x, y = xy[:, valid_depth].to(torch.int64)\n        depth = torch.full(\n            (xy.shape[1], ),\n            fill_value=float('NaN'),\n            device=xy.device,\n            dtype=self.depth.dtype\n        )\n        depth[valid_depth] = self.depth[0, y, x]\n\n        return depth\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/disk/common/logger.py",
    "content": "from torch.utils.tensorboard import SummaryWriter\n\nclass Logger:\n    def __init__(self, path):\n        self.sw           = SummaryWriter(path)\n        self.tag_counters = {}\n\n    def add_scalar(self, tag, value):\n        if tag not in self.tag_counters:\n            self.tag_counters[tag] = 0\n\n        counter = self.tag_counters[tag] \n\n        self.sw.add_scalar(tag, value, global_step=counter)\n        self.tag_counters[tag] += 1\n\n    def add_scalars(self, tag_to_value, prefix=''):\n        if prefix != '':\n            prefix = f'{prefix}/'\n\n        for tag, value in tag_to_value.items():\n            tag = f'{prefix}{tag}'\n            self.add_scalar(tag, value)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/disk/common/structs.py",
    "content": "import torch, abc, sys\n\nfrom torch_dimcheck import dimchecked\n\n# the class/object below is there for making type annotations like\n# def my_function(args) -> NpArray[OutputType]\nif sys.version_info >= (3, 7):\n    class NpArray:\n        def __class_getitem__(self, arg):\n            pass\nelse:\n    # 3.6 and below don't support __class_getitem__\n    class _NpArray:\n        def __getitem__(self, _idx):\n            pass\n    \n    NpArray = _NpArray()\n\nclass Features:\n    @dimchecked\n    def __init__(self, kp: ['N', 2], desc: ['N', 'F'], kp_logp: ['N']):\n        assert kp.device == desc.device\n        assert kp.device == kp_logp.device\n\n        self.kp      = kp\n        self.desc    = desc\n        self.kp_logp = kp_logp\n\n    @property\n    def n(self):\n        return self.kp.shape[0]\n\n    @property\n    def device(self):\n        return self.kp.device\n\n    def detached_and_grad_(self):\n        return Features(\n            self.kp,\n            self.desc.detach().requires_grad_(),\n            self.kp_logp.detach().requires_grad_(),\n        )\n\n    def requires_grad_(self, is_on):\n        self.desc.requires_grad_(is_on)\n        self.kp_logp.requires_grad_(is_on)\n\n    def grad_tensors(self):\n        return [self.desc, self.kp_logp]\n\n    def to(self, *args, **kwargs):\n        return Features(\n            self.kp.to(*args, **kwargs),\n            self.desc.to(*args, **kwargs),\n            self.kp_logp.to(*args, **kwargs) if self.kp_logp is not None else None,\n        )\n\nclass MatchDistribution(abc.ABC):\n    @abc.abstractmethod\n    def sample(self) -> [2, 'K']:\n        pass\n\n    @abc.abstractmethod\n    def mle(self) -> [2, 'K']:\n        pass\n\n    @abc.abstractmethod\n    def dense_logp(self):\n        pass\n\n    @abc.abstractmethod\n    def dense_p(self):\n        pass\n\n    @abc.abstractmethod\n    def features_1(self) -> Features:\n        pass\n\n    @abc.abstractmethod\n    def features_2(self) -> Features:\n        pass\n\n    @property\n    def shape(self):\n        return self.features_1().kp.shape[0], self.features_2().kp.shape[1]\n\n    def matched_pairs(self, mle=False):\n        matches = self.mle() if mle else self.sample()\n\n        return MatchedPairs(\n            self.features_1().kp,\n            self.features_2().kp,\n            matches,    \n        )\n\n\nclass MatchedPairs:\n    @dimchecked\n    def __init__(self, kps1: ['N', 2], kps2: ['M', 2], matches: [2, 'K']):\n        self.kps1    = kps1\n        self.kps2    = kps2\n        self.matches = matches\n\n    def to(self, *args, **kwargs):\n        return MatchedPairs(\n            self.kps1.to(*args, **kwargs),\n            self.kps2.to(*args, **kwargs),\n            self.matches.to(*args, **kwargs),\n        )\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/disk/common/vis.py",
    "content": "import torch\nimport numpy as np\nimport matplotlib.pyplot as plt\nfrom matplotlib import cm\nfrom matplotlib import collections as mplcollections\nfrom matplotlib import colors as mcolors\nfrom torch_dimcheck import dimchecked\n\nfrom disk import MatchedPairs\n\nclass MultiFigure:\n    @dimchecked\n    def __init__(\n        self,\n        image1: ['H', 'W', 'C'],\n        image2: ['H', 'W', 'C'],\n        grid=None,\n        vertical=False,\n    ):\n        assert image1.shape == image2.shape\n        h, w, c = image1.shape\n\n        cat_dim = 0 if vertical else 1\n        images = torch.cat([image1, image2], dim=cat_dim)\n\n        figsize = (20, 40) if vertical else (40, 20)\n\n        self.fig, self._ax = plt.subplots(\n            figsize=figsize,\n            frameon=False,\n            constrained_layout=True\n        )\n        self._ax.imshow(images)\n        xmax = w\n        ymax = h\n        if vertical:\n            ymax *= 2\n        else:\n            xmax *= 2\n\n        self._ax.set_xlim(0, xmax)\n        self._ax.set_ylim(ymax, 0)\n\n        if grid is None:\n            self._ax.axis('off')\n        else:\n            self._ax.set_xticks(np.arange(0, xmax, grid))\n            self._ax.set_yticks(np.arange(0, ymax, grid))\n            self._ax.grid()\n\n        if vertical:\n            self.offset = torch.tensor([0, h])\n        else:\n            self.offset = torch.tensor([w, 0])\n\n    @dimchecked\n    def mark_xy(\n        self,\n        xy1: [2, 'N'],\n        xy2: [2, 'N'],\n        color='green',\n        lines=True,\n        marks=True,\n        plot_n=None,\n        linewidth=None,\n        marker_size=None,\n    ):\n        xy2 = xy2 + self.offset.reshape(2, 1)\n\n        xys = torch.stack([xy1.T, xy2.T], dim=1)\n\n        if plot_n is not None:\n            if xys.shape[0] > plot_n:\n                ixs = torch.linspace(0, xys.shape[0]-1, plot_n).to(torch.int64)\n                xys = xys[ixs, :]\n\n        if lines:\n            if color is not None:\n                # LineCollection requires an rgb tuple\n                color = mcolors.to_rgb(color)\n\n            # yx convention\n            plot = mplcollections.LineCollection(\n                xys.numpy(),\n                color=color,\n                linewidth=linewidth\n            )\n            self._ax.add_collection(plot)\n        else:\n            plot = None\n\n        if marks:\n            self._ax.scatter(\n                xys[:, :, 0].numpy().flatten(),\n                xys[:, :, 1].numpy().flatten(),\n                marker='o',\n                c='white',\n                edgecolor='black',\n                s=marker_size,\n            )\n    \n        return plot\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/disk/geom/__init__.py",
    "content": "from .distance_matrix import distance_matrix\nfrom .pose import Pose, PoseError\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/disk/geom/distance_matrix.py",
    "content": "import torch\n\nfrom torch_dimcheck import dimchecked\n\nSQRT_2 = 1.414213\n\n@dimchecked\ndef distance_matrix(fs1: ['N', 'F'], fs2: ['M', 'F']) -> ['N', 'M']:\n    '''\n    Assumes fs1 and fs2 are normalized!\n    '''\n    return SQRT_2 * (1. - fs1 @ fs2.T).clamp(min=1e-6).sqrt()\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/disk/geom/epi.py",
    "content": "import torch\n\nfrom torch_dimcheck import dimchecked\n\n@dimchecked\ndef cross_product_matrix(v: [3]) -> [3, 3]:\n    ''' following\n        en.wikipedia.org/wiki/Cross_product#Conversion_to_matrix_multiplication\n    '''\n\n    return torch.tensor([\n        [    0, -v[2],  v[1]],\n        [ v[2],     0, -v[0]],\n        [-v[1],  v[0],     0]\n    ], dtype=v.dtype, device=v.device)\n\n@dimchecked\ndef xy_to_xyw(xy: [2, 'N']) -> [3, 'N']:\n    ones = torch.ones(1, xy.shape[1], device=xy.device, dtype=xy.dtype)\n    return torch.cat([xy, ones], dim=0)\n\n@dimchecked\ndef ims2E(im1, im2) -> [3, 3]:\n    R = im2.R @ im1.R.T\n    T = im2.T - R @ im1.T\n    return cross_product_matrix(T) @ R\n\n@dimchecked\ndef ims2F(im1, im2) -> [3, 3]:\n    E = ims2E(im1, im2)\n    return im2.K_inv.T @ E @ im1.K_inv\n \n@dimchecked\ndef symdimm(x1: [2, 'N'], x2: [2, 'M'], im1, im2) -> ['N', 'M']:\n    x1n = im1.K_inv @ xy_to_xyw(x1)\n    x2n = im2.K_inv @ xy_to_xyw(x2)\n\n    E = ims2E(im1, im2)\n\n    E_x1  = E @ x1n\n    Et_x2 = E.T @ x2n\n    x2_E_x1 = x2n.T @ E_x1\n\n    n = lambda v: torch.norm(v, p=2, dim=0)\n\n    n1 = 1 / n(E_x1[:2])[None, :]\n    n2 = 1 / n(Et_x2[:2])[:, None]\n    norm = n1 + n2\n    dist = x2_E_x1.pow(2) * norm\n    return dist.T\n\n@dimchecked\ndef asymmdist(x1: [2, 'N'], x2: [2, 'M'], F: [3, 3]) -> ['N', 'M']:\n    '''\n    following http://www.cs.toronto.edu/~jepson/csc420/notes/epiPolarGeom.pdf\n    (page 12)\n    '''\n\n    x1_h = xy_to_xyw(x1)\n    x2_h = xy_to_xyw(x2)\n\n    Ft_x2 = F.T @ x2_h\n    norm  = torch.norm(Ft_x2[:2], p=2, dim=0)\n    dist  = (Ft_x2 / norm).T @ x1_h\n    return dist.T\n\n@dimchecked\ndef asymmdist_from_imgs(x1: [2, 'N'], x2: [2, 'M'], im1, im2) -> ['N', 'M']:\n    F = ims2F(im1, im2)\n    return asymmdist(x1, x2, F)\n\n@dimchecked\ndef p_asymmdist(x1: [2, 'N'], x2: [2, 'N'], F: [3, 3]) -> ['N']:\n    '''\n    following http://www.cs.toronto.edu/~jepson/csc420/notes/epiPolarGeom.pdf\n    (page 12)\n    '''\n\n    x1_h = xy_to_xyw(x1)\n    x2_h = xy_to_xyw(x2)\n\n    Ft_x2 = F.T @ x2_h\n    norm  = torch.norm(Ft_x2[:2], p=2, dim=0)\n    Ft_x2_n = Ft_x2 / norm\n\n    return torch.einsum('ca,ca->a', (Ft_x2_n, x1_h))\n\n@dimchecked\ndef p_asymmdist_from_imgs(x1: [2, 'N'], x2: [2, 'N'], im1, im2) -> ['N']:\n    F = ims2F(im1, im2)\n    return p_asymmdist(x1, x2, F)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/disk/geom/pose.py",
    "content": "import typing, torch, math\nimport numpy as np\nimport torch.nn.functional as F\n\nfrom torch_dimcheck import dimchecked\n\nRAD_TO_DEG = 57.29\n\nclass PoseError(typing.NamedTuple):\n    Δ_θ    : float\n    Δ_T    : float\n\n    def __repr__(self):\n        return f'<PoseError Δ_θ={self.Δ_θ:.3f}, Δ_T={self.Δ_T:.3f}>'\n\n    def to_dict(self):\n        return {\n            'Δ_θ'    : self.Δ_θ,\n            'Δ_T'    : self.Δ_T,\n        }\n\nclass Pose(typing.NamedTuple):\n    R: torch.Tensor\n    T: torch.Tensor\n\n    def __str__(self):\n        return f'\\nR=\\n{self.R}\\nT=\\n{self.T}'\n\n    def to(self, *args, **kwargs):\n        return Pose(\n            self.R.to(*args, **kwargs),\n            self.T.to(*args, **kwargs),\n        )\n    \n    @property\n    def R_4x4(self):\n        I = torch.eye(4)\n        I[:3, :3] = self.R\n\n        return I\n\n    @property\n    def T_4x4(self):\n        I = torch.eye(4)\n        I[:3, 3] = self.T\n\n        return I\n        \n    def TR_4x4(self):\n        return self.T_4x4 @ self.R_4x4\n\n    @classmethod\n    def from_poselike(cls, poselike):\n        return cls(poselike.R, poselike.T)\n\n    @staticmethod\n    def relative(p1, p2, normed=False):\n        assert isinstance(p1, Pose)\n        assert isinstance(p2, Pose)\n\n        ΔR = p2.R @ p1.R.T\n        ΔT = p2.T - ΔR @ p1.T\n\n        if normed:\n            ΔT = ΔT / torch.norm(ΔT, p=2)\n\n        return Pose(ΔR, ΔT)\n\n    @staticmethod\n    def error(p1, p2):\n        assert isinstance(p1, Pose)\n        assert isinstance(p2, Pose)\n\n        R_ab       = p1.R.T @ p2.R\n        half_trace = (torch.trace(R_ab) - 1) / 2\n        θ_deg      = RAD_TO_DEG * math.acos(torch.clamp(half_trace, -1., 1.).item()) / 2\n\n        cos_sim = F.cosine_similarity(\n            p1.T.unsqueeze(0),\n            p2.T.unsqueeze(0)\n        ).squeeze(0)\n        Δ_T = RAD_TO_DEG * math.acos(torch.clamp(cos_sim, -1., 1.).item())\n            \n        return PoseError(θ_deg, Δ_T)\n        \ndef _normalized_cosine_error(v1: ['N'], v2: ['N']):\n    EPS = 1e-15\n\n    def normalize(v):\n        v = v.to(torch.float64)\n        return v / (torch.norm(v) + EPS)\n\n    v1 = normalize(v1)\n    v2 = normalize(v2)\n\n    cos = max(EPS, 1. - torch.dot(v1, v2).pow(2).item())\n    err = math.acos(math.sqrt(1. - cos))\n\n    return err\n\n@dimchecked\ndef matrix_to_quaternion(M: [3, 3]) -> [4]:\n    '''\n    adapted from\n    https://github.com/vcg-uvic/sfm_benchmark/blob/2b28c76635f754cbc32f30571adf80f3eba13f4c/utils/eval_helper.py#L170\n    '''\n\n    #TODO: this appears unused\n    m00 = M[0, 0].item()\n    m01 = M[0, 1].item()\n    m02 = M[0, 2].item()\n    m10 = M[1, 0].item()\n    m11 = M[1, 1].item()\n    m12 = M[1, 2].item()\n    m20 = M[2, 0].item()\n    m21 = M[2, 1].item()\n    m22 = M[2, 2].item()\n\n    # symmetric matrix K\n    K = np.array([\n        [m00 - m11 - m22,       0.0,                         0.0,             0.0],\n        [      m01 + m10,       m11 - m00 - m22,             0.0,             0.0],\n        [      m02 + m20,             m12 + m21, m22 - m00 - m11,             0.0],\n        [      m21 - m12,             m02 - m20,       m10 - m01, m00 + m11 + m22],\n    ])\n    K /= 3.0\n    # quaternion is eigenvector of K that corresponds to largest eigenvalue\n    w, V = np.linalg.eigh(K)\n    q = V[[3, 0, 1, 2], np.argmax(w)]\n\n    q = torch.from_numpy(q)\n\n    if q[0] > 0.0:\n        return q\n    else:\n        return -q\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/disk/loss/__init__.py",
    "content": "from .pose_metric import PoseQuality\nfrom .discrete_metric import DiscreteMetric\nfrom .ransac import Ransac\nfrom .rewards import EpipolarReward, DepthReward\nfrom .reinforce import Reinforce\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/disk/loss/discrete_metric.py",
    "content": "import torch, math\nimport numpy as np\nfrom torch_dimcheck import dimchecked\n\nfrom disk import MatchedPairs, Image, NpArray\nfrom disk.geom.epi import p_asymmdist_from_imgs\n\n@dimchecked\ndef classify_pairs(kps1: ['N', 2], kps2: ['N', 2], img1: Image, img2: Image, th):\n    '''\n    classifies keypoint pairs as either possible or impossible under\n    epipolar constraints\n    '''\n\n    epi_1_to_2 = p_asymmdist_from_imgs(kps1.T, kps2.T, img1, img2).abs()\n    epi_2_to_1 = p_asymmdist_from_imgs(kps2.T, kps1.T, img2, img1).abs()\n\n    return (epi_1_to_2 < th) & (epi_2_to_1 < th)\n\nclass DiscreteMetric(torch.nn.Module):\n    def __init__(self, th=2., lm_kp=0., lm_tp=1., lm_fp=-0.25):\n        super(DiscreteMetric, self).__init__() \n\n        self.th   = th\n        self.lm_kp = lm_kp\n        self.lm_tp = lm_tp\n        self.lm_fp = lm_fp\n\n    def forward(\n        self,\n        images : NpArray[Image],       # [N_scenes, N_per_scene]\n        matches: NpArray[MatchedPairs] # [N_scenes, N_per_scene choose 2]\n    ):\n        N_scenes, N_per_scene = images.shape\n\n        assert matches.shape[0] == N_scenes\n        assert matches.shape[1] == ((N_per_scene - 1) * N_per_scene) // 2\n\n        stats = np.zeros(matches.shape, dtype=object)\n\n        for i_scene in range(N_scenes):\n            i_match = 0\n            scene_matches = matches[i_scene]\n            scene_images  = images[i_scene]\n\n            for i_image1 in range(N_per_scene):\n                image1 = scene_images[i_image1]\n\n                for i_image2 in range(i_image1+1, N_per_scene):\n                    image2 = scene_images[i_image2]\n\n                    stats[i_scene, i_match] = self._loss_one_pair(\n                        scene_matches[i_match],\n                        image1, image2\n                    )\n\n                    i_match += 1\n\n        return stats\n\n    def _loss_one_pair(self, pairs: MatchedPairs, img1: Image, img2: Image):\n        n_kps   = pairs.kps1.shape[0] + pairs.kps2.shape[0]\n\n        kps1 = pairs.kps1[pairs.matches[0]]\n        kps2 = pairs.kps2[pairs.matches[1]]\n\n        n_pairs = pairs.matches.shape[1]\n\n        good = classify_pairs(kps1, kps2, img1, img2, th=self.th)\n        bad  = ~good\n\n        n_good = good.to(torch.int64).sum().item()\n        n_bad  = bad.to(torch.int64).sum().item()\n        prec   = n_good / (n_pairs + 1)\n\n        reward = self.lm_tp * n_good  + \\\n                 self.lm_fp * n_bad   + \\\n                 self.lm_kp * n_kps\n\n        stats = {\n            'n_kps'    : n_kps,\n            'n_pairs'  : n_pairs,\n            'tp'       : n_good,\n            'fp'       : n_bad,\n            'reward'   : reward,\n            'precision': prec,\n        }\n\n        return stats\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/disk/loss/pose_metric.py",
    "content": "import torch, typing, cv2, sys\nimport numpy as np\nimport multiprocessing as mp\nfrom torch_dimcheck import dimchecked\nfrom typing import Dict\n\nfrom disk import MatchedPairs, Image, NpArray, EstimationFailedError\nfrom disk.loss.ransac import Ransac\nfrom disk.geom import Pose, PoseError\n\nCPU = torch.device('cpu')\n\nclass PoseQualityResult:\n    def __init__(self, error: PoseError, n_inliers: int, success: bool = True):\n        self.error     = error\n        self.n_inliers = n_inliers\n        self.success   = success\n\n    def to_dict(self):\n        return {\n            **self.error.to_dict(),\n            'n_inliers': self.n_inliers,\n            'success'  : int(self.success),\n        }\n\n    def __str__(self):\n        return (f'<PoseQualityResult error={self.error}, '\n                f'n_inliers={self.n_inliers}, success={self.success}>')\n\n# the error returned when pose estimation fails\nFAILED_RESULT = PoseQualityResult(\n    error=PoseError(\n        # less than 90 to avoid creating an extra bin in histograms\n        Δ_θ=89.95,\n        Δ_T=179.95,\n    ),\n    n_inliers=0,\n    success=False\n)\n\nclass Job(typing.NamedTuple):\n    matches: MatchedPairs\n    K1     : torch.Tensor\n    K2     : torch.Tensor\n    pose1  : Pose\n    pose2  : Pose\n    ransac : Ransac\n\n    def __call__(self):\n        m = self.matches\n\n        left  = m.kps1[m.matches[0]]\n        right = m.kps2[m.matches[1]]\n\n        try:\n            pose_estimate, mask = self.ransac(left, right, self.K1, self.K2)\n        except EstimationFailedError:\n            return FAILED_RESULT\n\n        gt_pose = Pose.relative(self.pose1, self.pose2, normed=True)\n        error   = Pose.error(gt_pose, pose_estimate)\n\n        n_inliers = mask.to(torch.int64).sum().item()\n\n        return PoseQualityResult(\n            error=error,\n            n_inliers=n_inliers,\n            success=True,\n        )\n\n    __repr__ = object.__repr__\n\n    @staticmethod\n    def execute(job):\n        return job().to_dict()\n\nclass DummyPool:\n    '''\n    acts like multiprocessing.Pool and can be used to debug stuff\n    '''\n    def map(self, f, args):\n        return [f(arg) for arg in args]\n\nclass PoseQuality:\n    def __init__(self, ransac=Ransac(), dummy_pool=False, n_proc=6):\n        self.ransac = ransac\n        if dummy_pool:\n            self.pool = DummyPool()\n        else:\n            self.pool = mp.Pool(processes=n_proc)\n\n    def __call__(\n        self,\n        images: NpArray[Image],\n        decisions: NpArray[MatchedPairs]\n    )-> NpArray[Dict[str, float]]:\n\n        N_scenes, N_per_scene = images.shape\n\n        assert decisions.shape[0] == N_scenes\n        assert decisions.shape[1] == ((N_per_scene - 1) * N_per_scene) // 2\n\n        jobs = np.zeros(decisions.shape, dtype=object)\n\n        for i_scene in range(N_scenes):\n            i_decision = 0\n            scene_decisions = decisions[i_scene]\n            scene_images    = images[i_scene]\n\n            for i_image1 in range(N_per_scene):\n                image1 = scene_images[i_image1]\n                pose1  = Pose.from_poselike(image1).to(CPU)\n                K1     = image1.K.cpu()\n\n                for i_image2 in range(i_image1+1, N_per_scene):\n                    image2 = scene_images[i_image2]\n                    pose2  = Pose.from_poselike(image2).to(CPU)\n                    K2     = image2.K.cpu()\n\n                    jobs[i_scene, i_decision] = Job(\n                        scene_decisions[i_decision].to(CPU),\n                        K1, K2,\n                        pose1, pose2,\n                        self.ransac\n                    )\n\n                    i_decision += 1\n\n        return np.array(self.pool.map(Job.execute, jobs.flat)).reshape(*jobs.shape)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/disk/loss/ransac.py",
    "content": "import torch, pydegensac, cv2, typing\n\nfrom torch_dimcheck import dimchecked\n\nfrom disk import EstimationFailedError\nfrom disk.geom import Pose\n\n@dimchecked\ndef _recover_pose(E: [3, 3], i_coords: ['N', 2], j_coords: ['N', 2]):\n    E_ = E.to(torch.float64).numpy()\n    i_coords_ = i_coords.to(torch.float64).numpy()\n    j_coords_ = j_coords.to(torch.float64).numpy()\n\n    # this function seems to only take f64 arguments, that's why\n    # all the casting above\n    n_inliers, R, T, inlier_mask = cv2.recoverPose(\n        E_,\n        i_coords_,\n        j_coords_,\n    )\n\n    R = torch.from_numpy(R).to(torch.float32)\n    # T is returned as a 3x1 array for some reason\n    T = torch.from_numpy(T).to(torch.float32).squeeze(1)\n\n    return Pose(R, T)\n\n@dimchecked\ndef _normalize_coords(coords: ['N', 2], K: [3, 3]) -> ['N', 2]:\n    coords = coords.to(torch.float32)\n\n    f = torch.tensor([[K[0, 0], K[1, 1]]])\n    c = torch.tensor([[K[0, 2], K[1, 2]]])\n\n    return (coords - c) / f\n\nclass Ransac(typing.NamedTuple):\n    reprojection_threshold: float = 1.\n    confidence            : float = 0.9999\n    max_iters             : int   = 10_000\n    candidate_threshold   : int   = 10\n\n    @dimchecked\n    def __call__(\n        self,\n        left: ['N', 2],\n        right: ['N', 2],\n        K1: [3, 3],\n        K2: [3, 3]\n    ):\n        left  = left.cpu()\n        right = right.cpu()\n        K1 = K1.cpu()\n        K2 = K2.cpu()\n\n        if left.shape[0] < self.candidate_threshold:\n            raise EstimationFailedError()\n\n        F, mask = pydegensac.findFundamentalMatrix(\n            left.numpy(),\n            right.numpy(),\n            px_th=self.reprojection_threshold,\n            conf=self.confidence,\n            max_iters=self.max_iters\n        )\n\n        # FIXME: how does pydegensac handle failure?\n        if mask is None:\n            raise EstimationFailedError()\n\n        mask = torch.from_numpy(mask)\n        F    = torch.from_numpy(F).to(torch.float32)\n\n        E = K2.T @ F @ K1\n\n        try:\n            pose = _recover_pose(\n                E,\n                _normalize_coords( left[mask], K1),\n                _normalize_coords(right[mask], K2),\n            )\n        except cv2.error:\n            raise EstimationFailedError()\n\n        return pose, mask\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/disk/loss/reinforce.py",
    "content": "import torch\nimport numpy as np\n\nfrom disk import MatchDistribution, Features, NpArray, Image\n\nclass Reinforce:\n    def __init__(self, reward, lm_kp):\n        self.reward = reward\n        self.lm_kp   = lm_kp\n\n    def _loss_for_pair(self, match_dist: MatchDistribution, img1: Image, img2: Image):\n        elementwise_rewards = self.reward(\n            match_dist.features_1().kp,\n            match_dist.features_2().kp,\n            img1,\n            img2,\n        )\n\n        with torch.no_grad():\n            # we don't want to backpropagate through this\n            sample_p = match_dist.dense_p() # [N, M]\n\n        sample_logp = match_dist.dense_logp() # [N, M]\n\n        # [N, M]\n        kps_logp    = match_dist.features_1().kp_logp.reshape(-1, 1) \\\n                    + match_dist.features_2().kp_logp.reshape(1, -1)\n\n        # scalar, used for introducing the lm_kp penalty\n        sample_lp_flat = match_dist.features_1().kp_logp.sum() \\\n                       + match_dist.features_2().kp_logp.sum()\n        \n        # [N, M], p * logp of sampling a pair\n        sample_plogp = sample_p * (sample_logp + kps_logp)\n\n        reinforce  = (elementwise_rewards * sample_plogp).sum()\n        kp_penalty = self.lm_kp * sample_lp_flat\n        #loss = -((elementwise_rewards * sample_plogp).sum() \\\n        #         + self.lm_kp * sample_lp_flat.sum())\n\n        loss = -reinforce - kp_penalty\n\n        n_keypoints = match_dist.shape[0] + match_dist.shape[1]\n        exp_n_pairs = sample_p.sum().item()\n        exp_reward  = (sample_p * elementwise_rewards).sum().item() \\\n                    + self.lm_kp * n_keypoints\n\n        stats = {\n            'reward'     : exp_reward,\n            'n_keypoints': n_keypoints,\n            'n_pairs'    : exp_n_pairs,\n        }\n\n        return loss, stats\n\n    def accumulate_grad(\n        self,\n        images  : NpArray[Image],    # [N_scenes, N_per_scene]\n        features: NpArray[Features], # [N_scenes, N_per_scene]\n        matcher,\n    ):\n        '''\n        This method performs BOTH forward and backward pass for the network\n        (calling loss.backward() is not necessary afterwards).\n\n        For every pair of covisible images we create a feature match matrix\n        which is memory-consuming. In a standard forward -> backward PyTorch\n        workflow, those would be all computed (forward pass), then the loss\n        would be computed and finally backpropagation would be ran. In our\n        case, since we don't need the matrices to stick around, we backprop\n        through matching of each image pair on-the-fly, accumulating the\n        gradients at Features level. Then, we finally backpropagate from\n        Features down to network parameters.\n        '''\n        assert images.shape == features.shape\n\n        N_scenes, N_per_scene = images.shape\n        N_decisions           = ((N_per_scene - 1) * N_per_scene) // 2\n\n        stats = np.zeros((N_scenes, N_decisions), dtype=object)\n\n        # we detach features from the computation graph, so that when we call\n        # .backward(), the computation will not flow down to the Unet. We\n        # mark them as .requires_grad==True, so they will accumulate the\n        # gradients across pairwise matches.\n        detached_features = np.zeros(features.shape, dtype=object)\n        for i in range(features.size):\n            detached_features.flat[i] = features.flat[i].detached_and_grad_()\n\n        # we process each scene in batch independently\n        for i_scene in range(N_scenes):\n            i_decision = 0\n            scene_features = detached_features[i_scene]\n            scene_images   = images[i_scene]\n\n            # (N_per_scene choose 2) image pairs\n            for i_image1 in range(N_per_scene):\n                image1    = scene_images[i_image1]\n                features1 = scene_features[i_image1]\n\n                for i_image2 in range(i_image1+1, N_per_scene):\n                    image2    = scene_images[i_image2]\n                    features2 = scene_features[i_image2]\n\n                    # establish the match distribution and calculate the\n                    # gradient estimator\n                    match_dist = matcher.match_pair(features1, features2)\n                    loss, stats_ = self._loss_for_pair(match_dist, image1, image2)\n                    # this .backward() will accumulate in `detached_features`\n                    loss.backward()\n\n                    stats[i_scene, i_decision] = stats_\n                    i_decision += 1\n\n        # here we \"reattach\" `detached_features` to the original `features`.\n        # `torch.autograd.backward(leaves, grads)` API requires that we have\n        # two equal length lists where for each grad-enabled leaf in `leaves`\n        # we have a corresponding gradient tensor in `grads`\n        leaves = []\n        grads  = []\n        for feat, detached_feat in zip(features.flat, detached_features.flat):\n            leaves.extend(feat.grad_tensors())\n            grads.extend([t.grad for t in detached_feat.grad_tensors()])\n        #for i in range(features.size):\n            #leaves.extend(features.flat[i].grad_tensors())\n            #grads.extend([t.grad for t in detached_features.flat[i].grad_tensors()])\n\n        # finally propagate the gradients down to the network\n        torch.autograd.backward(leaves, grads)\n\n        return stats\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/disk/loss/rewards.py",
    "content": "import torch\nfrom torch_dimcheck import dimchecked\n\nfrom disk import Image\nfrom disk.geom.epi import asymmdist_from_imgs\n\nclass EpipolarReward:\n    def __init__(self, th=2., lm_tp=1., lm_fp=-0.25):\n        self.th   = th\n        self.lm_tp = lm_tp\n        self.lm_fp = lm_fp\n\n    @dimchecked\n    def __call__(\n        self,\n        kps1: ['N', 2],\n        kps2: ['M', 2],\n        img1: Image,\n        img2: Image\n    ) -> ['N', 'M']:\n        '''\n        assigns all pairs of keypoints across (kps1, kps2) a reward depending\n        if the are correct or incorrect under epipolar constraints\n        '''\n        good = self.classify(kps1, kps2, img1, img2)\n        return self.lm_tp * good + self.lm_fp * (~good)\n\n    @dimchecked\n    def classify(\n        self,\n        kps1: ['N', 2],\n        kps2: ['M', 2],\n        img1: Image,\n        img2: Image,\n    ) -> ['N', 'M']:\n        '''\n        classifies all pairs of keypoints across (kps1, kps2) as correct or\n        incorrect depending on epipolar error\n        '''\n\n        epi_1_to_2 = asymmdist_from_imgs(kps1.T, kps2.T, img1, img2).abs()\n        epi_2_to_1 = asymmdist_from_imgs(kps2.T, kps1.T, img2, img1).abs()\n\n        # the distance is asymmetric, so we check if both 2_to_1 is\n        # correct and 1_to_2.\n        return (epi_1_to_2 < self.th) & (epi_2_to_1 < self.th).T\n\nclass DepthReward:\n    def __init__(self, th=2., lm_tp=1., lm_fp=-0.25):\n        self.th   = th \n        self.lm_tp = lm_tp\n        self.lm_fp = lm_fp\n\n        self._epipolar = EpipolarReward(th=th)\n\n    @dimchecked\n    def __call__(\n        self,\n        kps1: ['N', 2],\n        kps2: ['M', 2],\n        img1: Image,\n        img2: Image\n    ) -> ['N', 'M']:\n        '''\n        classifies all (kp1, kp2) pairs as either\n        * correct  : within dist_α in reprojection\n        * incorrect: above dist_α away in epipolar constraints\n        * unknown  : no depth is available and is not incorrect\n\n        and assigns them rewards according to DepthReward parameters\n        '''\n\n        # reproject to the other image.\n        kps1_r = img2.project(img1.unproject(kps1.T)) # [2, N]\n        kps2_r = img1.project(img2.unproject(kps2.T)) # [2, M]\n\n        # compute pixel-space differences between (kp1, repr(kp2))\n        # and (repr(kp1), kp2)\n        diff1 = kps2_r[:, None, :] - kps1.T[:, :, None] # [2, N, M]\n        diff2 = kps1_r[:, :, None] - kps2.T[:, None, :] # [2, N, M]\n\n        # NaNs indicate we had no depth available at this location\n        has_depth = (torch.isfinite(diff1) & torch.isfinite(diff2)).all(dim=0)\n\n        # threshold the distances\n        close1    = torch.norm(diff1, p=2, dim=0) < self.th\n        close2    = torch.norm(diff2, p=2, dim=0) < self.th\n        \n        epi_bad    = ~self._epipolar.classify(kps1, kps2, img1, img2)\n        good_pairs = close1 & close2\n\n        return self.lm_tp * good_pairs + self.lm_fp * epi_bad\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/disk/model/__init__.py",
    "content": "from .disk import DISK\nfrom .consistent_matcher import ConsistentMatcher\nfrom .cycle_matcher import CycleMatcher\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/disk/model/consistent_matcher.py",
    "content": "import torch\nfrom torch import nn\nfrom torch.distributions import Categorical\nfrom torch_dimcheck import dimchecked\n\nfrom disk import Features, NpArray, MatchDistribution\nfrom disk.geom import distance_matrix\n\nclass ConsistentMatchDistribution(MatchDistribution):\n    def __init__(\n        self,\n        features_1: Features,\n        features_2: Features,\n        inverse_T: float,\n    ):\n        self._features_1 = features_1\n        self._features_2 = features_2\n        self.inverse_T = inverse_T\n\n        distances = distance_matrix(\n            self.features_1().desc,\n            self.features_2().desc,\n        )\n        affinity = -inverse_T * distances\n\n        self._cat_I = Categorical(logits=affinity)\n        self._cat_T = Categorical(logits=affinity.T)\n\n        self._dense_logp = None\n        self._dense_p    = None\n\n    @dimchecked\n    def dense_p(self) -> ['N', 'M']:\n        if self._dense_p is None:\n            self._dense_p = self._cat_I.probs * self._cat_T.probs.T\n\n        return self._dense_p\n\n    @dimchecked\n    def dense_logp(self) -> ['N', 'M']:\n        if self._dense_logp is None:\n            self._dense_logp = self._cat_I.logits + self._cat_T.logits.T\n\n        return self._dense_logp\n\n    @dimchecked\n    def _select_cycle_consistent(self, left: ['N'], right: ['M']) -> [2, 'K']:\n        indexes = torch.arange(left.shape[0], device=left.device)\n        cycle_consistent = right[left] == indexes\n\n        paired_left = left[cycle_consistent]\n\n        return torch.stack([\n            right[paired_left],\n            paired_left,\n        ], dim=0)\n\n    @dimchecked\n    def sample(self) -> [2, 'K']:\n        samples_I = self._cat_I.sample()\n        samples_T = self._cat_T.sample()\n\n        return self._select_cycle_consistent(samples_I, samples_T)\n\n    @dimchecked\n    def mle(self) -> [2, 'K']:\n        maxes_I = self._cat_I.logits.argmax(dim=1)\n        maxes_T = self._cat_T.logits.argmax(dim=1)\n\n        # FIXME UPSTREAM: this detachment is necessary until the bug is fixed\n        maxes_I = maxes_I.detach()\n        maxes_T = maxes_T.detach()\n\n        return self._select_cycle_consistent(maxes_I, maxes_T)\n\n    def features_1(self) -> Features:\n        return self._features_1\n\n    def features_2(self) -> Features:\n        return self._features_2\n\nclass ConsistentMatcher(torch.nn.Module):\n    def __init__(self, inverse_T=1.):\n        super(ConsistentMatcher, self).__init__()\n        self.inverse_T = nn.Parameter(torch.tensor(inverse_T, dtype=torch.float32))\n\n    def extra_repr(self):\n        return f'inverse_T={self.inverse_T.item()}'\n\n    def match_pair(self, features_1: Features, features_2: Features):\n        return ConsistentMatchDistribution(features_1, features_2, self.inverse_T)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/disk/model/cycle_matcher.py",
    "content": "import torch, typing\nimport numpy as np\nfrom torch_dimcheck import dimchecked\n\nfrom disk import NpArray, Features, MatchedPairs\nfrom disk.geom import distance_matrix\n\nclass CycleMatcher:\n    @dimchecked\n    def match_features(self, feat_1: ['N', 'F'], feat_2: ['M', 'F']) -> [2, 'K']:\n        dist_m = distance_matrix(feat_1, feat_2)\n\n        if dist_m.shape[0] == 0 or dist_m.shape[1] == 0:\n            msg = '''\n            Feature matching failed because one image has 0 detected features.\n            This likely means that the algorithm has converged to a local\n            optimum of detecting no features at all (0 reward). This can arise\n            when lambda_fp and lambda_kp penalties are too high. Please check\n            that your penalty annealing scheme is sound. It can also be that\n            you are using a too low value of --warmup or --chunk-size\n            '''\n            raise RuntimeError(msg)\n\n        n_amin = torch.argmin(dist_m, dim=1)\n        m_amin = torch.argmin(dist_m, dim=0)\n\n        # nearest neighbor's nearest neighbor\n        nnnn = m_amin[n_amin]\n\n        # we have a cycle consistent match for each `i` such that\n        # nnnn[i] == i. We create an auxiliary array to check for that\n        n_ix = torch.arange(dist_m.shape[0], device=dist_m.device)\n        mask = nnnn == n_ix\n\n        # Now `mask` is a binary mask and n_amin[mask] is an index array.\n        # We use nonzero to turn `n_amin[mask]` into an index array and return\n        return torch.stack([\n            torch.nonzero(mask, as_tuple=False)[:, 0],\n            n_amin[mask],\n        ], dim=0)\n\n    def match_pairwise(\n        self,\n        features: NpArray[Features], # [N_scenes, N_per_scene]\n    ): # -> [N_scenes, (N_per_scene choose 2)]\n        N_scenes, N_per_scene = features.shape\n        N_combinations        = N_per_scene * (N_per_scene - 1) // 2\n\n        matched_pairs = np.zeros((N_scenes, N_combinations), dtype=object)\n        for i_scene, scene_f in enumerate(features):\n            i_decision = 0\n\n            for i in range(N_per_scene):\n                features1 = scene_f[i]\n                for j in range(i+1, N_per_scene):\n                    features2 = scene_f[j]\n\n                    matched_pairs[i_scene, i_decision] = MatchedPairs(\n                        features1.kp,\n                        features2.kp,\n                        self.match_features(features1.desc, features2.desc),\n                    )\n                    \n                    i_decision += 1\n\n        return matched_pairs\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/disk/model/detector.py",
    "content": "import torch\nimport numpy as np\nimport torch.nn.functional as F\n\nfrom torch.distributions import Categorical, Bernoulli\nfrom torch_dimcheck import dimchecked\n\nfrom disk import Features, NpArray\nfrom disk.model.nms import nms\n\n@dimchecked\ndef select_on_last(values: [..., 'T'], indices: [...]) -> [...]:\n    '''\n    WARNING: this may be reinventing the wheel, but I don't know how to do\n    it otherwise with PyTorch.\n\n    This function uses an array of linear indices `indices` between [0, T] to\n    index into `values` which has equal shape as `indices` and then one extra\n    dimension of size T.\n    '''\n    return torch.gather(\n        values,\n        -1,\n        indices[..., None]\n    ).squeeze(-1)\n\n@dimchecked\ndef point_distribution(\n    logits: [..., 'T']\n) -> ([...], [...], [...]):\n    '''\n    Implements the categorical proposal -> Bernoulli acceptance sampling\n    scheme. Given a tensor of logits, performs samples on the last dimension,\n    returning\n        a) the proposals\n        b) a binary mask indicating which ones were accepted\n        c) the logp-probability of (proposal and acceptance decision)\n    '''\n\n    proposal_dist = Categorical(logits=logits)\n    proposals     = proposal_dist.sample()\n    proposal_logp = proposal_dist.log_prob(proposals)\n\n    accept_logits = select_on_last(logits, proposals).squeeze(-1)\n\n    accept_dist    = Bernoulli(logits=accept_logits)\n    accept_samples = accept_dist.sample()\n    accept_logp    = accept_dist.log_prob(accept_samples)\n    accept_mask    = accept_samples == 1.\n\n    logp = proposal_logp + accept_logp\n\n    return proposals, accept_mask, logp\n\nclass Keypoints:\n    '''\n    A simple, temporary struct used to store keypoint detections and their\n    log-probabilities. After construction, merge_with_descriptors is used to\n    select corresponding descriptors from unet output.\n    '''\n\n    @dimchecked\n    def __init__(self, xys: ['N', 2], logp: ['N']):\n        self.xys  = xys\n        self.logp = logp\n\n    @dimchecked\n    def merge_with_descriptors(self, descriptors: ['C', 'H', 'W']) -> Features:\n        '''\n        Select descriptors from a dense `descriptors` tensor, at locations\n        given by `self.xys`\n        '''\n        x, y = self.xys.T\n\n        desc = descriptors[:, y, x].T\n        desc = F.normalize(desc, dim=-1)\n\n        return Features(self.xys.to(torch.float32), desc, self.logp)\n\nclass Detector:\n    def __init__(self, window=8):\n        self.window = window\n\n    @dimchecked\n    def _tile(self, heatmap: ['B', 'C', 'H', 'W']) -> ['B', 'C', 'h', 'w', 'T']:\n        '''\n        Divides the heatmap `heatmap` into tiles of size (v, v) where\n        v==self.window. The tiles are flattened, resulting in the last\n        dimension of the output T == v * v.\n        '''\n        v = self.window\n        b, c, h, w = heatmap.shape\n\n        assert heatmap.shape[2] % v == 0\n        assert heatmap.shape[3] % v == 0\n\n        return heatmap.unfold(2, v, v) \\\n                      .unfold(3, v, v) \\\n                      .reshape(b, c, h // v, w // v, v*v)\n\n    @dimchecked\n    def sample(self, heatmap: ['B', 1, 'H', 'W']) -> NpArray[Keypoints]:\n        '''\n            Implements the training-time grid-based sampling protocol\n        '''\n        v = self.window\n        dev = heatmap.device\n        B, _, H, W = heatmap.shape\n\n        assert H % v == 0\n        assert W % v == 0\n\n        # tile the heatmap into [window x window] tiles and pass it to\n        # the categorical distribution.\n        heatmap_tiled = self._tile(heatmap).squeeze(1)\n        proposals, accept_mask, logp = point_distribution(heatmap_tiled)\n\n        # create a grid of xy coordinates and tile it as well\n        cgrid = torch.stack(torch.meshgrid(\n            torch.arange(H, device=dev),\n            torch.arange(W, device=dev),\n        )[::-1], dim=0).unsqueeze(0)\n        cgrid_tiled = self._tile(cgrid)\n\n        # extract xy coordinates from cgrid according to indices sampled\n        # before\n        xys = select_on_last(\n            self._tile(cgrid).repeat(B, 1, 1, 1, 1),\n            # unsqueeze and repeat on the (xy) dimension to grab\n            # both components from the grid\n            proposals.unsqueeze(1).repeat(1, 2, 1, 1)\n        ).permute(0, 2, 3, 1) # -> bhw2\n         \n        keypoints = []\n        for i in range(B):\n            mask = accept_mask[i]\n            keypoints.append(Keypoints(\n                xys[i][mask],\n                logp[i][mask],\n            ))\n\n        return np.array(keypoints, dtype=object)\n\n    @dimchecked\n    def nms(\n        self,\n        heatmap: ['B', 1, 'H', 'W'],\n        n=None,\n        **kwargs\n    ) -> NpArray[Keypoints]:\n        '''\n            Inference-time nms-based detection protocol\n        '''\n        heatmap = heatmap.squeeze(1)\n        nmsed = nms(heatmap, **kwargs)\n\n        keypoints = []\n        for b in range(heatmap.shape[0]):\n            yx   = nmsed[b].nonzero(as_tuple=False)\n            logp = heatmap[b][nmsed[b]]\n            xy   = torch.flip(yx, (1, ))\n\n            if n is not None:\n                n_ = min(n+1, logp.numel())\n                # torch.kthvalue picks in ascending order and we want to pick in\n                # descending order, so we pick n-th smallest among -logp to get\n                # -threshold\n                minus_threshold, _indices = torch.kthvalue(-logp, n_)\n                mask = logp > -minus_threshold\n\n                xy   = xy[mask]\n                logp = logp[mask]\n\n            keypoints.append(Keypoints(xy, logp))\n\n        return np.array(keypoints, dtype=object)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/disk/model/disk.py",
    "content": "import torch\nimport numpy as np\n\nfrom torch_dimcheck import dimchecked\nfrom unets import Unet, thin_setup\n\nfrom disk import NpArray, Features\nfrom disk.model.detector import Detector\n\nDEFAULT_SETUP = {**thin_setup, 'bias': True, 'padding': True}\n\nclass DISK(torch.nn.Module):\n    def __init__(\n        self,\n        desc_dim=128,\n        window=8,\n        setup=DEFAULT_SETUP,\n        kernel_size=5,\n    ):\n        super(DISK, self).__init__()\n\n        self.desc_dim = desc_dim\n        self.unet = Unet(\n            in_features=3, size=kernel_size,\n            down=[16, 32, 64, 64, 64],\n            up=[64, 64, 64, desc_dim+1],\n            setup=setup,\n        )\n        self.detector = Detector(window=window)\n\n    @dimchecked\n    def _split(self, unet_output: ['B', 'C', 'H', 'W']) \\\n                -> (['B', 'C-1', 'H', 'W'], ['B', 1, 'H', 'W']):\n        '''\n        Splits the raw Unet output into descriptors and detection heatmap.\n        '''\n        assert unet_output.shape[1] == self.desc_dim + 1\n\n        descriptors = unet_output[:, :self.desc_dim]\n        heatmap     = unet_output[:, self.desc_dim:]\n\n        return descriptors, heatmap\n\n    @dimchecked\n    def features(\n        self,\n        images: ['B', 'C', 'H', 'W'],\n        kind='rng',\n        **kwargs\n    ) -> NpArray[Features]:\n        ''' allowed values for `kind`:\n            * rng\n            * nms\n        '''\n\n        B = images.shape[0]\n        try:\n            descriptors, heatmaps = self._split(self.unet(images))\n        except RuntimeError as e:\n            if 'Trying to downsample' in str(e):\n                msg = ('U-Net failed because the input is of wrong shape. With '\n                       'a n-step U-Net (n == 4 by default), input images have '\n                       'to have height and width as multiples of 2^n (16 by '\n                       'default).')\n                raise RuntimeError(msg) from e\n            else:\n                raise\n\n        keypoints = {\n            'rng': self.detector.sample,\n            'nms': self.detector.nms,\n        }[kind](heatmaps, **kwargs)\n\n        features = []\n        for i in range(B):\n            features.append(keypoints[i].merge_with_descriptors(descriptors[i]))\n\n        return np.array(features, dtype=object)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/disk/model/nms.py",
    "content": "import torch\nimport torch.nn.functional as F\nfrom torch_dimcheck import dimchecked\n\n@dimchecked\ndef nms(signal: ['B', 'H', 'W'], window_size=5, cutoff=0.) -> ['B', 'H', 'W']:\n    if window_size % 2 != 1:\n        raise ValueError(f'window_size has to be odd, got {window_size}')\n\n    _, ixs = F.max_pool2d(\n        signal,\n        kernel_size=window_size,\n        stride=1,\n        padding=window_size // 2,\n        return_indices=True,\n    )\n\n    # FIXME UPSTREAM: a workaround wrong shape of `ixs` until\n    # https://github.com/pytorch/pytorch/issues/38986\n    # is fixed\n    if len(ixs.shape) == 4:\n        assert ixs.shape[0] == 1\n        ixs = ixs.squeeze(0)\n\n    h, w = signal.shape[1:]\n    coords = torch.arange(h * w, device=signal.device).reshape(1, h, w)\n    nms = ixs == coords\n\n    if cutoff is None:\n        return nms\n    else:\n        return nms & (signal > cutoff)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/download_dataset",
    "content": "#/usr/bin/env bash\n\n# get the data (zipped)\nwget -r https://datasets.epfl.ch/disk-data/index.html\n\ncd datasets.epfl.ch/disk-data;\n\n# check for MD5 match\nmd5sum -c md5sum.txt;\nif [ $? ]; then\n    echo \"MD5 mismatch (corrupt download)\";\n    return 1;\nfi\n\n# create a crude progress counter\nITER=1;\nTOTAL=138;\n# unzip test scenes\ncd imw2020-val/scenes;\nfor SCENE_TAR in *.tar.gz; do\n    echo \"Unzipping $SCENE_TAR ($ITER / $TOTAL)\";\n    tar -xz --strip-components=3 -f $SCENE_TAR;\n    rm $SCENE_TAR;\n    ITER=$(($ITER+1));\ndone\n\n# unzip megadepth scenes\ncd ../../megadepth/scenes;\nfor SCENE_TAR in *.tar; do\n    echo \"Unzipping $SCENE_TAR ($ITER / $TOTAL)\";\n    tar -x --strip-components=3 -f $SCENE_TAR;\n    rm $SCENE_TAR;\n    ITER=$(($ITER+1));\ndone\n\n# create symlinks as train and test datasets\ncd ../../\nln -s megadepth train\nln -s imw2020-val test\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/match.py",
    "content": "import torch, os, argparse, h5py, warnings, imageio\nimport numpy as np\nfrom tqdm import tqdm\n\nfrom torch_dimcheck import dimchecked\n\nfrom disk.geom import distance_matrix\n\nMAX_FULL_MATRIX = 10000**2\n\nif __name__ == '__main__':\n    parser = argparse.ArgumentParser(\n        formatter_class=argparse.ArgumentDefaultsHelpFormatter\n    )\n    parser.add_argument(\n        'h5_path',\n        help=('Path to the .h5 artifacts directory (containing descriptors.h5 '\n              'and keypoints.h5)')\n    )\n    parser.add_argument(\n        '--f16', action='store_true',\n        help=('Compute distance matrices in half precision (offers a '\n              'substantial speedup with Turing and later GPUs).')\n    )\n    parser.add_argument(\n        '--u16', action='store_true',\n        help=('Store matches with as uin16. This won\\'t work if you have '\n              'more than ~65k features in an image, but otherwise saves '\n              'disk space.')\n    )\n    parser.add_argument(\n        '--rt', type=float, default=None,\n        help='Ratio test value. Leave unspecified to perform no ratio test'\n    )\n    parser.add_argument(\n        '--save-threshold', type=float, default=-float('inf'),\n        help=('Don\\'t save matches between a pair of images if less than '\n              '--save-threshold were found.')\n    )\n    parser.add_argument(\n        '--max-full-matrix', type=int, default=10000**2,\n        help=('this is the biggest match matrix that will attempt to be '\n              'computed allocated in memory. Matrices bigger than that will '\n              'be split into chunks of at most this size. Reduce if your '\n              'script runs out of memory.')\n    )\n\n    args = parser.parse_args()\n    args.rt = args.rt if args.rt is not None else 1.\n\n    MAX_FULL_MATRIX = args.max_full_matrix\n\n    DEV   = torch.device('cuda' if torch.cuda.is_available() else 'cpu')\n    print(f'Processing {args.h5_path} with DEV={DEV}')\n\n\nclass H5Store:\n    def __init__(self, path, dtype=torch.float32):\n        self.ds_file = h5py.File(os.path.join(path, 'descriptors.h5'), 'r')\n        self.kp_file = h5py.File(os.path.join(path, 'keypoints.h5'), 'r')\n        self.dtype   = dtype\n    \n    def keys(self):\n        return list(self.ds_file.keys())\n\n    def __getitem__(self, ix):\n        descriptors = self.ds_file[ix][()]\n        desc = torch.from_numpy(descriptors)\n        if desc.dtype != self.dtype:\n            warnings.warn(f'Type mismatch: converting {desc.dtype} to {self.dtype}')\n            return desc.to(self.dtype)\n\n        return desc\n\n    def get_kp(self, ix):\n        return self.kp_file[ix][()]\n\ndef pair_key(key_1, key_2):\n    if key_2 > key_1:\n        return key_1, key_2\n    elif key_1 > key_2:\n        return key_2, key_1\n    else:\n        raise ValueError(f'Equal keys {key_1}, {key_2}')\n\n@dimchecked\ndef _binary_to_index(binary_mask: ['N'], ix2: ['M']) -> [2, 'M']:\n    return torch.stack([\n        torch.nonzero(binary_mask, as_tuple=False)[:, 0],\n        ix2\n    ], dim=0)\n\n@dimchecked\ndef _ratio_one_way(dist_m: ['N', 'M'], rt) -> [2, 'K']:\n    val, ix = torch.topk(dist_m, k=2, dim=1, largest=False)\n    ratio = val[:, 0] / val[:, 1]\n    passed_test = ratio < rt\n    ix2 = ix[passed_test, 0]\n\n    return _binary_to_index(passed_test, ix2)\n\n@dimchecked\ndef _match_chunkwise(ds1: ['N', 'F'], ds2: ['M', 'F'], rt) -> [2, 'K']:\n    chunk_size = MAX_FULL_MATRIX // ds1.shape[0]\n    matches = []\n    start = 0\n\n    while start < ds2.shape[0]:\n        ds2_chunk = ds2[start:start+chunk_size]\n        dist_m = distance_matrix(ds1, ds2_chunk)\n        one_way = _ratio_one_way(dist_m, rt)\n        one_way[1] += start\n        matches.append(one_way)\n        start += chunk_size\n\n    return torch.cat(matches, dim=1)\n    \n@dimchecked\ndef _match(ds1: ['N', 'F'], ds2: ['M', 'F'], rt) -> [2, 'K']:\n    size = ds1.shape[0] * ds2.shape[0]\n\n    fwd = _match_chunkwise(ds1, ds2, rt)\n    bck = _match_chunkwise(ds2, ds1, rt)\n    bck = torch.flip(bck, (0, ))\n\n    merged = torch.cat([fwd, bck], dim=1)\n    unique, counts = torch.unique(merged, dim=1, return_counts=True)\n\n    return unique[:, counts == 2]\n\ndef match(desc_1, desc_2, rt=1., u16=False):\n    matched_pairs = _match(desc_1, desc_2, rt)\n    matches = matched_pairs.cpu().numpy()\n\n    if u16:\n        matches = matches.astype(np.uint16)\n\n    return matches\n\ndef brute_match(descriptors, hdf):\n    keys = sorted(list(descriptors.keys()))\n\n    n_total = (len(keys) * (len(keys) - 1)) // 2\n    saved = 0\n    pbar = tqdm(total=n_total)\n\n    for i, key_1 in enumerate(keys):\n        desc_1 = descriptors[key_1].to(DEV)\n        group  = hdf.require_group(key_1)\n        for key_2 in keys[i+1:]:\n            if key_2 in group.keys():\n                continue\n\n            desc_2 = descriptors[key_2].to(DEV)\n            \n            try:\n                matches = match(desc_1, desc_2, rt=args.rt, u16=args.u16)\n                n = matches.shape[1]\n\n                if n >= args.save_threshold:\n                    group.create_dataset(key_2, data=matches)\n                    saved += 1\n            except RuntimeError:\n                print('Error, skipping...')\n                n = 0\n\n            pbar.update(1)\n            pbar.set_postfix(left=str(key_1), s=saved, n=n)\n\n    pbar.close()\n\nclass MatcherWrapper:\n    class InnerWrapper:\n        def __init__(self):\n            if args.rt is None:\n                self._cycle_matcher = CycleMatcher()\n            else:\n                self._cycle_matcher = CycleRatioMatcher(args.rt)\n\n        @dimchecked\n        def raw_mle_match_pair(self, ds1: ['N', 'F'], ds2: ['M', 'F']) -> [2, 'K']:\n            dist = distance_matrix(ds1, ds2, normalized=True)\n            return self._cycle_matcher(dist)\n\n    def __init__(self):\n        self.matcher = MatcherWrapper.InnerWrapper()\n\nif __name__ == '__main__':\n    dtype = torch.float16 if args.f16 else torch.float32\n    described_samples = H5Store(args.h5_path, dtype=dtype)\n\n    with h5py.File(os.path.join(args.h5_path, 'matches.h5'), 'a') as hdf:\n        brute_match(described_samples, hdf)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/requirements.txt",
    "content": "torch\nimageio\nh5py\nopencv-python\npydegensac\ntensorboard\ntensorflow\ntqdm\n./submodules/torch-localize\n./submodules/torch-dimcheck\n./submodules/unets\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/train.py",
    "content": "import torch, random, argparse\nfrom tqdm import tqdm\n\nfrom disk.common import Logger\nfrom disk.data import get_datasets\nfrom disk.model import DISK, ConsistentMatcher, CycleMatcher\nfrom disk.loss import Reinforce, DepthReward, EpipolarReward, \\\n                      PoseQuality, DiscreteMetric\n\nparser = argparse.ArgumentParser(\n    formatter_class=argparse.ArgumentDefaultsHelpFormatter\n)\nparser.add_argument(\n    'data_path', type=str,\n    help=('Path to the datasets. This should point to the location with '\n          '`megadepth` and `imw2020-val` directories.'),\n)\nparser.add_argument(\n    '--reward', choices=['epipolar', 'depth'], default='depth',\n    help='Reward criterion to use'\n)\nparser.add_argument(\n    '--save-dir', type=str, default='artifacts',\n    help=('Path for saving artifacts (checkpoints and tensorboard logs). Will '\n          'be created if doesn\\'t exist')\n)\nparser.add_argument(\n    '--batch-size', type=int, default=2,\n    help='The size of the batch',\n)\nparser.add_argument(\n    '--chunk-size', type=int, default=5000,\n    help=('The number of batches in the (pseudo) epoch. We run validation and '\n          'save a checkpoint once per epoch, as well as use them for scheduling'\n          ' the reward annealing'),\n)\nparser.add_argument(\n    '--substep', type=int, default=1,\n    help=('Number of batches to accumulate gradients over. Can be increased to'\n          ' compensate for smaller batches on GPUs with less VRAM'),\n)\nparser.add_argument(\n    '--warmup', type=int, default=250,\n    help=('The first (pseudo) epoch can be much shorter, this avoids wasting '\n          'time.'),\n)\nparser.add_argument(\n    '--height', type=int, default=768,\n    help='We train on images resized to (height, width)',\n)\nparser.add_argument(\n    '--width', type=int, default=768,\n    help='We train on images resized to (height, width)',\n)\nparser.add_argument(\n    '--train-scene-limit', type=int, default=1000,\n    help=('Different scenes in the dataset have a different amount of '\n          'covisible image triplets. We (randomly) subselect '\n          '--train-scene-limit of them for training, to avoid introducing '\n          'a data bias towards those scenes.')\n)\nparser.add_argument(\n    '--test-scene-limit', type=int, default=250,\n    help=('Different scenes in the dataset have a different amount of '\n          'covisible image triplets. We (randomly) subselect '\n          '--test-scene-limit of them for validation to avoid '\n          'to avoid introducing a bias towards those scenes.')\n)\nparser.add_argument(\n    '--n-epochs', type=int, default=50,\n    help='Number of (pseudo) epochs to train for',\n)\nparser.add_argument(\n    '--desc-dim', type=int, default=128,\n    help='Dimensionality of descriptors to produce. 128 by default',\n)\nparser.add_argument(\n    '--load', type=str, default=None,\n    help='Path to a checkpoint to resume training from',\n)\nparser.add_argument(\n    '--epoch-offset', type=int, default=0,\n    help=('Start counting epochs from this value. Influences the annealing '\n          'procedures, and is therefore useful when restarting from a '\n          'checkpoint'),\n)\nargs = parser.parse_args()\n\nDEV  = torch.device('cuda' if torch.cuda.is_available() else 'cpu')\nprint(f'Using device: {DEV}')\n\nrandom.seed(42)\n\n# create the feature extractor and descriptor. It does not handle matching,\n# this will come later\ndisk = DISK(window=8, desc_dim=args.desc_dim)\n\n# maybe load from a checkpoint\nif args.load is not None:\n    state_dict = torch.load(args.load, map_location='cpu')['disk'] \n    disk.load_state_dict(state_dict)\n\ndisk = disk.to(DEV)\n\n# get training datasets. They will yield Images as defined in\n# disk/common/image.py. This structure contains the actual bitmap,\n# camera position and intrinsics (focal length, etc) and optionally\n# depth maps.\ntrain_chunk_iter, test_iter = get_datasets(\n    args.data_path,\n    no_depth=args.reward == 'epipolar',\n    batch_size=args.batch_size,\n    chunk_size=args.chunk_size,\n    substep=args.substep,\n    n_epochs=args.n_epochs,\n    train_limit=args.train_scene_limit,\n    test_limit=args.test_scene_limit,\n\n    crop_size=(args.height, args.width),\n)\n\nlogger = Logger(args.save_dir)\n\n# set up the inference-time matching algorthim and validation metrics\nvaltime_matcher     = CycleMatcher()\npose_quality_metric = PoseQuality()\ndisc_quality_metric = DiscreteMetric(th=1.5, lm_kp=-0.01)\n\nif args.reward == 'epipolar':\n    reward_class = EpipolarReward\nelif args.reward == 'depth':\n    reward_class = DepthReward\nelse:\n    raise ValueError(f'Unknown reward mode `{args.reward}`')\n\noptim = torch.optim.Adam(disk.parameters(), lr=1e-4)\n\nfor e, chunk in enumerate(train_chunk_iter):\n    # this allows us to offset the annealing below, for instance when resuming\n    # training from a checkpoint\n    e += args.epoch_offset\n\n    # this is an important part: if we start with a random initialization\n    # it's pretty bad at first. Therefore if we set penalties for bad matches,\n    # the algorithm will quickly converge to the local optimum of not doing\n    # anything (which yields 0 reward, still better than negative).\n    # Therefore in the first couple of epochs I start with very low (0)\n    # penalty and then gradually increase it. The very first epoch can be\n    # short, and is controllable by the --warmup switch (default 250)\n    if e == 0:\n        ramp = 0.\n    elif e == 1:\n        ramp = 0.1\n    else:\n        ramp = min(1., 0.1 + 0.2 * e)\n\n    loss_fn = Reinforce(\n        reward_class(\n            lm_tp=1.,\n            lm_fp=-0.25 * ramp,\n            th=1.5,\n        ),\n        lm_kp=-0.001 * ramp\n    )\n\n    # this is a module which is used to perform matching. It has a single\n    # parameter called θ_M in the paper and `inverse_T` here. It could be\n    # learned but I instead anneal it between 15 and 50\n    inverse_T = 15 + 35 * min(1., 0.05 * e)\n    matcher = ConsistentMatcher(inverse_T=inverse_T).to(DEV)\n    matcher.requires_grad_(False)\n\n    # the main training loop\n    for i, batch in enumerate(tqdm(chunk, total=args.chunk_size)):\n        # get the data onto GPU\n        bitmaps, images = batch.to(DEV, non_blocking=True)\n\n        # some reshaping because the image pairs are shaped like\n        # [2, batch_size, rgb, height, width] and DISK accepts them\n        # as [2 * batch_size, rgb, height, width]\n        bitmaps_ = bitmaps.reshape(-1, *bitmaps.shape[2:])\n\n        # extract the features. They are a numpy array of size [2 * batch_size]\n        # which contains objects of type disk.common.Features\n        features_ = disk.features(bitmaps_, kind='rng')\n        # reshape them back to [2, batch_size]\n        features = features_.reshape(*bitmaps.shape[:2])\n\n        # normally we'd do something like\n        # > matches = matcher(features)\n        # > loss, stats = loss_fn(matches, images)\n        # > loss.backward()\n        # but here I do a trick to squeeze bigger batch sizes in GPU memory\n        # (the algorithm is very memory hungry because we create huge feature\n        # distance matrices). This is described in the paper in section 4.\n        # in \"optimization\"\n        stats = loss_fn.accumulate_grad(images, features, matcher)\n        del bitmaps, images, features\n\n        # Make an optimization step. args.substep is there to allow making bigger\n        # \"batches\" by just accumulating gradient across several of those.\n        # Again, this is because the algorithm is so memory hungry it can be\n        # an issue to have batches bigger than 1.\n        if i % args.substep == args.substep - 1:\n            optim.step()\n            optim.zero_grad()\n\n        for sample in stats.flat:\n            logger.add_scalars(sample, prefix='train')\n\n        # first epoch can be cut short after args.warmup optimization steps\n        if e == 0 and i == args.warmup:\n            break\n\n    torch.save({\n        'disk': disk.state_dict(),\n    }, f'{args.save_dir}/save-{e}.pth')\n\n    # validation loop\n    for i, batch in enumerate(tqdm(test_iter)):\n        bitmaps, images = batch.to(DEV, non_blocking=True)\n        bitmaps_ = bitmaps.reshape(-1, *bitmaps.shape[2:])\n        with torch.no_grad():\n            # at validation we use NMS extraction...\n            features_ = disk.features(bitmaps_, kind='nms')\n            features = features_.reshape(*bitmaps.shape[:2])\n\n            # ...and nearest-neighbor matching\n            matches = valtime_matcher.match_pairwise(features)\n            d_stats = disc_quality_metric(images, matches)\n            p_stats = pose_quality_metric(images, matches)\n\n            for d_stat in d_stats.flat:\n                # those are metrics similar to the ones used at training time:\n                # number of true/false positives, etc. They are called\n                # `discrete` because I compute them after actually performing\n                # mutual nearest neighbor (cycle consistent) matching, rather\n                # than report the expectations, as I do at trianing time\n                logger.add_scalars(d_stat, prefix='test/discrete')\n            for p_stat in p_stats.flat:\n                # those are metrics related to camera pose estimation: error in\n                # camera rotation and translation\n                logger.add_scalars(p_stat, prefix='test/pose')\n\n        del bitmaps, images, features\n\nprint('Finished')\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/disk/view_h5.py",
    "content": "import argparse, h5py, os, imageio, torch\nimport matplotlib.pyplot as plt\nfrom tqdm import tqdm\nimport torch.nn.functional as F\n\nfrom disk.common.vis import MultiFigure\n\nparser = argparse.ArgumentParser(\n    description='Script for viewing the keypoints.h5 and matches.h5 contents',\n    formatter_class=argparse.ArgumentDefaultsHelpFormatter\n)\nparser.add_argument('h5_path', help='Path to .h5 artifacts')\nparser.add_argument('image_path', help='Path to corresponding images')\nparser.add_argument(\n    '--image-extension', default='jpg', type=str,\n    help='Extension of the images'\n)\nparser.add_argument(\n    '--save', default=None, type=str,\n    help=('If give a path, saves the visualizations rather than displaying '\n          'them interactively')\n)\nparser.add_argument(\n    'mode', choices=['keypoints', 'matches'],\n    help=('Whether to dispay the keypoints (in a single image) or matches '\n          '(across pairs)')\n)\n\nargs = parser.parse_args()\n\nsave_i = 1\ndef show_or_save():\n    global save_i\n\n    if args.save is None:\n        plt.show()\n        return\n    else:\n        path = os.path.join(os.path.expanduser(args.save), f'{save_i}.png')\n        plt.savefig(path)\n        print(f'Saved to {path}')\n        save_i += 1\n        plt.close()\n\ndef view_keypoints(h5_path, image_path):\n    keypoint_f = h5py.File(os.path.join(h5_path, 'keypoints.h5'), 'r')\n\n    fname_to_id = {}\n    for filename in tqdm(list(keypoint_f.keys())):\n        keypoints = keypoint_f[filename][()]\n\n        fname_with_ext = filename + '.' + args.image_extension\n        path = os.path.join(image_path, fname_with_ext)\n        if not os.path.isfile(path):\n            raise IOError(f'Invalid image path {path}')\n\n        image = imageio.imread(path)\n        scale = 10 / max(image.shape)\n        fig, ax = plt.subplots(figsize=(scale * image.shape[1], scale * image.shape[0]), constrained_layout=True)\n        ax.axis('off')\n        ax.imshow(image)\n        ax.scatter(keypoints[:, 0], keypoints[:, 1], s=7, marker='o', color='white', edgecolors='black', linewidths=0.5)\n\n        show_or_save()\n\ndef view_matches(h5_path, image_path):\n    keypoint_f = h5py.File(os.path.join(h5_path, 'keypoints.h5'), 'r')\n    match_file = h5py.File(os.path.join(h5_path, 'matches.h5'), 'r')\n    \n    added = set()\n\n    for key_1 in match_file.keys():\n        for key_2 in match_file[key_1].keys():\n            matches = match_file[key_1][key_2][()]\n            kp_1 = keypoint_f[key_1][()]\n            kp_2 = keypoint_f[key_2][()]\n\n            path_1 = os.path.join(image_path, key_1 + '.' + args.image_extension)\n            path_2 = os.path.join(image_path, key_2 + '.' + args.image_extension)\n\n            bm_1 = torch.from_numpy(imageio.imread(path_1))\n            bm_2 = torch.from_numpy(imageio.imread(path_2))\n\n            bigger_x = max(bm_1.shape[0], bm_2.shape[0])\n            bigger_y = max(bm_1.shape[1], bm_2.shape[1])\n\n            padded_1 = F.pad(bm_1, (\n                0, 0,\n                0, bigger_y - bm_1.shape[1],\n                0, bigger_x - bm_1.shape[0]\n            ))\n            padded_2 = F.pad(bm_2, (\n                0, 0,\n                0, bigger_y - bm_2.shape[1],\n                0, bigger_x - bm_2.shape[0]\n            ))\n\n            fig = MultiFigure(padded_1, padded_2)\n\n            left  = torch.from_numpy(kp_1[matches[0]]).T\n            right = torch.from_numpy(kp_2[matches[1]]).T\n\n            fig.mark_xy(left, right)\n\n            show_or_save()\n\nif args.mode == 'keypoints':\n    view_keypoints(args.h5_path, args.image_path)\nelif args.mode == 'matches':\n    view_matches(args.h5_path, args.image_path)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/r2d2/LICENSE",
    "content": "Creative Commons\r\n\r\nAttribution-NonCommercial-ShareAlike 3.0 Unported\r\n\r\nCREATIVE COMMONS CORPORATION IS NOT A LAW FIRM AND DOES NOT PROVIDE LEGAL SERVICES. DISTRIBUTION OF THIS LICENSE DOES NOT CREATE AN ATTORNEY-CLIENT RELATIONSHIP. CREATIVE COMMONS PROVIDES THIS INFORMATION ON AN \"AS-IS\" BASIS. CREATIVE COMMONS MAKES NO WARRANTIES REGARDING THE INFORMATION PROVIDED, AND DISCLAIMS LIABILITY FOR DAMAGES RESULTING FROM ITS USE.\r\nLicense\r\nTHE WORK (AS DEFINED BELOW) IS PROVIDED UNDER THE TERMS OF THIS CREATIVE COMMONS PUBLIC LICENSE (\"CCPL\" OR \"LICENSE\"). THE WORK IS PROTECTED BY COPYRIGHT AND/OR OTHER APPLICABLE LAW. ANY USE OF THE WORK OTHER THAN AS AUTHORIZED UNDER THIS LICENSE OR COPYRIGHT LAW IS PROHIBITED.\r\n\r\nBY EXERCISING ANY RIGHTS TO THE WORK PROVIDED HERE, YOU ACCEPT AND AGREE TO BE BOUND BY THE TERMS OF THIS LICENSE. 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  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/r2d2/NOTICE",
    "content": "r2d2\r\nCopyright 2019-present NAVER Corp.\r\n\r\nThis project contains subcomponents with separate copyright notices and license terms. \r\nYour use of the source code for these subcomponents is subject to the terms and conditions of the following licenses.\r\n\r\n=====\r\n\r\npytorch/pytorch\r\nhttps://github.com/pytorch/pytorch\r\n\r\n\r\nFrom PyTorch:\r\n\r\nCopyright (c) 2016-     Facebook, Inc            (Adam Paszke)\r\nCopyright (c) 2014-     Facebook, Inc            (Soumith Chintala)\r\nCopyright (c) 2011-2014 Idiap Research Institute (Ronan Collobert)\r\nCopyright (c) 2012-2014 Deepmind Technologies    (Koray Kavukcuoglu)\r\nCopyright (c) 2011-2012 NEC Laboratories America (Koray Kavukcuoglu)\r\nCopyright (c) 2011-2013 NYU                      (Clement Farabet)\r\nCopyright (c) 2006-2010 NEC Laboratories America (Ronan Collobert, Leon Bottou, Iain Melvin, Jason Weston)\r\nCopyright (c) 2006      Idiap Research Institute (Samy Bengio)\r\nCopyright (c) 2001-2004 Idiap Research Institute (Ronan Collobert, Samy Bengio, Johnny Mariethoz)\r\n\r\nFrom Caffe2:\r\n\r\nCopyright (c) 2016-present, Facebook Inc. All rights reserved.\r\n\r\nAll contributions by Facebook:\r\nCopyright (c) 2016 Facebook Inc.\r\n \r\nAll contributions by Google:\r\nCopyright (c) 2015 Google Inc.\r\nAll rights reserved.\r\n \r\nAll contributions by Yangqing Jia:\r\nCopyright (c) 2015 Yangqing Jia\r\nAll rights reserved.\r\n \r\nAll contributions from Caffe:\r\nCopyright(c) 2013, 2014, 2015, the respective contributors\r\nAll rights reserved.\r\n \r\nAll other contributions:\r\nCopyright(c) 2015, 2016 the respective contributors\r\nAll rights reserved.\r\n \r\nCaffe2 uses a copyright model similar to Caffe: each contributor holds\r\ncopyright over their contributions to Caffe2. The project versioning records\r\nall such contribution and copyright details. If a contributor wants to further\r\nmark their specific copyright on a particular contribution, they should\r\nindicate their copyright solely in the commit message of the change when it is\r\ncommitted.\r\n\r\nAll rights reserved.\r\n\r\nRedistribution and use in source and binary forms, with or without\r\nmodification, are permitted provided that the following conditions are met:\r\n\r\n1. Redistributions of source code must retain the above copyright\r\n   notice, this list of conditions and the following disclaimer.\r\n\r\n2. Redistributions in binary form must reproduce the above copyright\r\n   notice, this list of conditions and the following disclaimer in the\r\n   documentation and/or other materials provided with the distribution.\r\n\r\n3. Neither the names of Facebook, Deepmind Technologies, NYU, NEC Laboratories America\r\n   and IDIAP Research Institute nor the names of its contributors may be\r\n   used to endorse or promote products derived from this software without\r\n   specific prior written permission.\r\n\r\nTHIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS \"AS IS\"\r\nAND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE\r\nIMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE\r\nARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE\r\nLIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR\r\nCONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF\r\nSUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS\r\nINTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN\r\nCONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)\r\nARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE\r\nPOSSIBILITY OF SUCH DAMAGE.\r\n\r\n=====\r\n\r\npytorch/vision\r\nhttps://github.com/pytorch/vision\r\n\r\n\r\nBSD 3-Clause License\r\n\r\nCopyright (c) Soumith Chintala 2016, \r\nAll rights reserved.\r\n\r\nRedistribution and use in source and binary forms, with or without\r\nmodification, are permitted provided that the following conditions are met:\r\n\r\n* Redistributions of source code must retain the above copyright notice, this\r\n  list of conditions and the following disclaimer.\r\n\r\n* Redistributions in binary form must reproduce the above copyright notice,\r\n  this list of conditions and the following disclaimer in the documentation\r\n  and/or other materials provided with the distribution.\r\n\r\n* Neither the name of the copyright holder nor the names of its\r\n  contributors may be used to endorse or promote products derived from\r\n  this software without specific prior written permission.\r\n\r\nTHIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS \"AS IS\"\r\nAND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE\r\nIMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE\r\nDISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDER OR CONTRIBUTORS BE LIABLE\r\nFOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL\r\nDAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR\r\nSERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER\r\nCAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY,\r\nOR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE\r\nOF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.\r\n\r\n=====\r\n\r\ntomrunia/OpticalFlow_Visualization\r\nhttps://github.com/tomrunia/OpticalFlow_Visualization\r\n\r\n\r\n# MIT License\r\n#\r\n# Copyright (c) 2018 Tom Runia\r\n#\r\n# Permission is hereby granted, free of charge, to any person obtaining a copy\r\n# of this software and associated documentation files (the \"Software\"), to deal\r\n# in the Software without restriction, including without limitation the rights\r\n# to use, copy, modify, merge, publish, distribute, sublicense, and/or sell\r\n# copies of the Software, and to permit persons to whom the Software is\r\n# furnished to do so, subject to conditions.\r\n#\r\n# Author: Tom Runia\r\n# Date Created: 2018-08-03\r\n\r\n=====\r\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/r2d2/README.md",
    "content": "# R2D2: Reliable and Repeatable Detector and Descriptor #\nThis repository contains the implementation of the following [paper](https://europe.naverlabs.com/research/publications/r2d2-reliable-and-repeatable-detectors-and-descriptors-for-joint-sparse-local-keypoint-detection-and-feature-extraction/):\n\n```text\n@inproceedings{r2d2,\n  author    = {Jerome Revaud and Philippe Weinzaepfel and C{\\'{e}}sar Roberto de Souza and\n               Martin Humenberger},\n  title     = {{R2D2:} Repeatable and Reliable Detector and Descriptor},\n  booktitle = {NeurIPS},\n  year      = {2019},\n}\n```\n\nLicense\n-------\n\nOur code is released under the Creative Commons BY-NC-SA 3.0 (see [LICENSE](LICENSE) for more details), available only for non-commercial use.\n\n\nGetting started\n---------------\nYou just need Python 3.6+ equipped with standard scientific packages and PyTorch1.1+.\nTypically, conda is one of the easiest way to get started:\n```bash\nconda install python tqdm pillow numpy matplotlib scipy\nconda install pytorch torchvision cudatoolkit=10.1 -c pytorch\n```\n\nPretrained models\n-----------------\nFor your convenience, we provide three pre-trained models in the `models/` folder:\n - `r2d2_WAF_N16.pt`: this is the model used in most experiments of the paper (on HPatches `MMA@3=0.686`). It was trained with Web images (`W`), Aachen day-time images (`A`) and Aachen optical flow pairs (`F`)\n - `r2d2_WASF_N16.pt`: this is the model used in the visual localization experiments (on HPatches `MMA@3=0.721`). It was trained with Web images (`W`), Aachen day-time images (`A`), Aachen day-night synthetic pairs (`S`), and Aachen optical flow pairs (`F`).\n - `r2d2_WASF_N8.pt`: Same than previous model, but trained with `N=8` instead of `N=16` in the repeatability loss. In other words, it outputs a higher density of keypoints. This can be interesting for certain applications like visual localization, but it implies a drop in MMA since keypoints gets slighlty less reliable.\n\nFor more details about the training data, see the dedicated section below.\nHere is a table that summarizes the performance of each model:\n\n|    model name    | model size<br>(#weights)| number of<br>keypoints |MMA@3 on<br>HPatches|\n|------------------|:-----------------------:|:----------------------:|:------------------:|\n|`r2d2_WAF_N16.pt`    | 0.5M                    | 5K                     | 0.686              |\n|`r2d2_WASF_N16.pt`   | 0.5M                    | 5K                     | 0.721              |\n|`r2d2_WASF_N8_big.pt`| 1.0M                    | 10K                    | 0.692              |\n<!--|`r2d2_WASF_N8_big.pt`| 1.0M                    | 5K                     | 0.704              |-->\n\n\nFeature extraction\n------------------\nTo extract keypoints for a given image, simply execute:\n```bash\npython extract.py --model models/r2d2_WASF_N16.pt --images imgs/brooklyn.png --top-k 5000\n```\nThis also works for multiple images (separated by spaces) or a `.txt` image list. \nFor each image, this will save the `top-k` keypoints in a file with the same path as the image and a `.r2d2` extension. \nFor example, they will be saved in `imgs/brooklyn.png.r2d2` for the sample command above.\n\nThe keypoint file is in the `npz` numpy format and contains 3 fields: \n - `keypoints` (`N x 3`): keypoint position (x, y and scale). Scale denotes here the patch diameters in pixels.\n - `descriptors` (`N x 128`): l2-normalized descriptors.\n - `scores` (`N`): keypoint scores (the higher the better). \n \n*Note*: You can modify the extraction parameters (scale factor, scale range...). Run `python extract.py --help` for more information. \nBy default, they corespond to what is used in the paper, i.e., a scale factor equal to `2^0.25` (`--scale-f 1.189207`) and image size in the range `[256, 1024]` (`--min-size 256 --max-size 1024`). \n\n*Note2*: You can significantly improve the `MMA@3` score (by ~4 pts) if you can afford more computations. To do so, you just need to increase the upper-limit on the scale range by replacing `--min-size 256 --max-size 1024` with `--min-size 0 --max-size 9999 --min-scale 0.3 --max-scale 1.0`.\n\nFeature extraction with kapture datasets\n------------------\nKapture is a pivot file format, based on text and binary files, used to describe SFM (Structure From Motion) and more generally sensor-acquired data.\n\nIt is available at https://github.com/naver/kapture.\nIt contains conversion tools for popular formats and several popular datasets are directly available in kapture.\n\nIt can be installed with:\n```bash\npip install kapture\n```\n\nDatasets can be downloaded with:\n```bash\nkapture_download_dataset.py update\nkapture_download_dataset.py list\n# e.g.: install mapping and query of Extended-CMU-Seasons_slice22\nkapture_download_dataset.py install \"Extended-CMU-Seasons_slice22_*\"\n```\nIf you want to convert your own dataset into kapture, please find some examples [here](https://github.com/naver/kapture/blob/master/doc/datasets.adoc).\n\nOnce installed, you can extract keypoints for your kapture dataset with:\n```bash\npython extract_kapture.py --model models/r2d2_WASF_N16.pt --kapture-root pathto/yourkapturedataset --top-k 5000\n```\n\nRun `python extract_kapture.py --help` for more information on the extraction parameters. \n\nEvaluation on HPatches\n----------------------\nThe evaluation is based on the [code](https://github.com/mihaidusmanu/d2-net) from [D2-Net](https://dsmn.ml/publications/d2-net.html).\n```bash\ngit clone https://github.com/mihaidusmanu/d2-net.git\ncd d2-net/hpatches_sequences/\nbash download.sh\nbash download_cache.sh\ncd ../..\nln -s d2-net/hpatches_sequences # finally create a soft-link\n```\n\nOnce this is done, extract all the features:\n```bash\npython extract.py --model models/r2d2_WAF_N16.pt --images d2-net/image_list_hpatches_sequences.txt\n```\n\nFinally, evaluate using the iPython notebook `d2-net/hpatches_sequences/HPatches-Sequences-Matching-Benchmark.ipynb`. \nYou should normally get the following `MMA` plot:\n![image](https://user-images.githubusercontent.com/56719813/67966238-d3cc6500-fc03-11e9-969b-5f086da26e34.png). \n\n\n**New**: we have uploaded in the `results/` folder some pre-computed plots that you can visualize using the aforementioned ipython notebook from `d2-net` (you need to place them in the `d2-net/hpatches_sequences/cache/` folder).\n - `r2d2_*_N16.size-256-1024.npy`: keypoints were extracted using a limited image resolution (i.e. with `python extract.py --min-size 256 --max-size 1024 ...`)\n - `r2d2_*_N16.scale-0.3-1.npy`: keypoints were extracted using a full image resolution (i.e. with `python extract.py --min-size 0 --max-size 9999 --min-scale 0.3 --max-scale 1.0`).\n\nHere is a summary of the results:\n\n|  result file | training set | resolution | MMA@3 on<br>HPatches| note |\n|--------------|:------------:|:----------:|:-------------------:|------|\n|[r2d2_W_N16.scale-0.3-1.npy](results/r2d2_W_N16.scale-0.3-1.npy) | `W` only | full | 0.699 | no annotation whatsoever |\n|[r2d2_WAF_N16.size-256-1024.npy](results/r2d2_WAF_N16.size-256-1024.npy) | `W`+`A`+`F` | 1024 px | 0.686 | as in NeurIPS paper |\n|[r2d2_WAF_N16.scale-0.3-1.npy](results/r2d2_WAF_N16.scale-0.3-1.npy) | `W`+`A`+`F` | full | 0.718 | +3.2% just from resolution |\n|[r2d2_WASF_N16.size-256-1024.npy](results/r2d2_WASF_N16.size-256-1024.npy) | `W`+`A`+`S`+`F` | 1024 px | 0.721 | with style transfer |\n|[r2d2_WASF_N16.scale-0.3-1.npy](results/r2d2_WASF_N16.scale-0.3-1.npy) | `W`+`A`+`S`+`F` | full | 0.758 | +3.7% just from resolution |\n\nEvaluation on visuallocalization.net\n----------------------\nIn our paper, we report visual localization results on the Aachen Day-Night dataset (nighttime images) available at visuallocalization.net. We used the provided local feature evaluation pipeline provided here: https://github.com/tsattler/visuallocalizationbenchmark/tree/master/local_feature_evaluation\nIn the meantime, the ground truth poses as well as the error thresholds of the Aachen nighttime images (which are used for the local feature evaluation) have been improved and changed on the website, thus, the original results reported in the paper cannot be reproduced.\n\nTraining the model\n------------------\nWe provide all the code and data to retrain the model as described in the paper.\n\n### Downloading training data ###\nThe first step is to download the training data. \nFirst, create a folder that will host all data in a place where you have sufficient disk space (15 GB required).\n```bash\nDATA_ROOT=/path/to/data\nmkdir -p $DATA_ROOT\nln -fs $DATA_ROOT data \nmkdir $DATA_ROOT/aachen\n```\nThen, manually download the [Aachen dataset here](https://drive.google.com/drive/folders/1fvb5gwqHCV4cr4QPVIEMTWkIhCpwei7n) and save it as `$DATA_ROOT/aachen/database_and_query_images.zip`.\nFinally, execute the download script to complete the installation. It will download the remaining training data and will extract all files properly.\n```bash \n./download_training_data.sh\n```\nThe following datasets are now installed:\n\n| full name                       |tag|Disk |# imgs|# pairs| python instance                |\n|---------------------------------|---|-----|------|-------|--------------------------------|\n| Random Web images               | W |2.7GB| 3125 |  3125 | `auto_pairs(web_images)`       |\n| Aachen DB images                | A |2.5GB| 4479 |  4479 | `auto_pairs(aachen_db_images)` |\n| Aachen style transfer pairs     | S |0.3GB| 8115 |  3636 | `aachen_style_transfer_pairs`  |\n| Aachen optical flow pairs       | F |2.9GB| 4479 |  4770 | `aachen_flow_pairs`            |\n\nNote that you can visualize the content of each dataset using the following command:\n```bash\npython -m tools.dataloader \"PairLoader(aachen_flow_pairs)\"\n```\n![image](https://user-images.githubusercontent.com/56719813/68311498-eafecd00-00b1-11ea-8d37-6693f3f90c9f.png)\n\n\n### Training details ###\nTo train the model, simply run this command:\n```bash\npython train.py --save-path /path/to/model.pt \n```\nOn a recent GPU, it takes 30 min per epoch, so ~12h for 25 epochs. \nYou should get a model that scores `0.71 +/- 0.01` in `MMA@3` on HPatches (this standard-deviation is similar to what is reported in Table 1 of the paper). \n\nNote that you can fully configure the training (i.e. select the data sources, change the batch size, learning rate, number of epochs etc.). One easy way to improve the model is to train for more epochs, e.g. `--epochs 50`. For more details about all parameters, run `python train.py --help`.\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/r2d2/datasets/__init__.py",
    "content": "# Copyright 2019-present NAVER Corp.\n# CC BY-NC-SA 3.0\n# Available only for non-commercial use\n\nfrom .pair_dataset import CatPairDataset, SyntheticPairDataset, TransformedPairs\nfrom .imgfolder import ImgFolder\n\nfrom .web_images import RandomWebImages\nfrom .aachen import *\n\n# try to instanciate datasets\nimport sys\ntry:\n    web_images = RandomWebImages(0, 52)\nexcept AssertionError as e:\n    print(f\"Dataset web_images not available, reason: {e}\", file=sys.stderr)\n\ntry:\n    aachen_db_images = AachenImages_DB()\nexcept AssertionError as e:\n    print(f\"Dataset aachen_db_images not available, reason: {e}\", file=sys.stderr)\n\ntry:\n    aachen_style_transfer_pairs = AachenPairs_StyleTransferDayNight()\nexcept AssertionError as e:\n    print(f\"Dataset aachen_style_transfer_pairs not available, reason: {e}\", file=sys.stderr)\n\ntry:\n    aachen_flow_pairs = AachenPairs_OpticalFlow()\nexcept AssertionError as e:\n    print(f\"Dataset aachen_flow_pairs not available, reason: {e}\", file=sys.stderr)\n\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/r2d2/datasets/aachen.py",
    "content": "# Copyright 2019-present NAVER Corp.\n# CC BY-NC-SA 3.0\n# Available only for non-commercial use\n\nimport os, pdb\nimport numpy as np\nfrom PIL import Image\n\nfrom .dataset import Dataset\nfrom .pair_dataset import PairDataset, StillPairDataset\n\n\nclass AachenImages (Dataset):\n    \"\"\" Loads all images from the Aachen Day-Night dataset \n    \"\"\"\n    def __init__(self, select='db day night', root='data/aachen'):\n        Dataset.__init__(self)\n        self.root = root\n        self.img_dir = 'images_upright'\n        self.select = set(select.split())\n        assert self.select, 'Nothing was selected'\n        \n        self.imgs = []\n        root = os.path.join(root, self.img_dir)\n        for dirpath, _, filenames in os.walk(root):\n            r = dirpath[len(root)+1:]\n            if not(self.select & set(r.split('/'))): continue\n            self.imgs += [os.path.join(r,f) for f in filenames if f.endswith('.jpg')]\n        \n        self.nimg = len(self.imgs)\n        assert self.nimg, 'Empty Aachen dataset'\n\n    def get_key(self, idx):\n        return self.imgs[idx]\n\n\n\nclass AachenImages_DB (AachenImages):\n    \"\"\" Only database (db) images.\n    \"\"\"\n    def __init__(self, **kw):\n        AachenImages.__init__(self, select='db', **kw)\n        self.db_image_idxs = {self.get_tag(i) : i for i,f in enumerate(self.imgs)}\n    \n    def get_tag(self, idx): \n        # returns image tag == img number (name)\n        return os.path.split( self.imgs[idx][:-4] )[1]\n\n\n\nclass AachenPairs_StyleTransferDayNight (AachenImages_DB, StillPairDataset):\n    \"\"\" synthetic day-night pairs of images \n        (night images obtained using autoamtic style transfer from web night images)\n    \"\"\"\n    def __init__(self, root='data/aachen/style_transfer', **kw):\n        StillPairDataset.__init__(self)\n        AachenImages_DB.__init__(self, **kw)\n        old_root = os.path.join(self.root, self.img_dir)\n        self.root = os.path.commonprefix((old_root, root))\n        self.img_dir = ''\n\n        newpath = lambda folder, f: os.path.join(folder, f)[len(self.root):]\n        self.imgs = [newpath(old_root, f) for f in self.imgs]\n\n        self.image_pairs = []\n        for fname in os.listdir(root):\n            tag = fname.split('.jpg.st_')[0]\n            self.image_pairs.append((self.db_image_idxs[tag], len(self.imgs)))\n            self.imgs.append(newpath(root, fname))\n\n        self.nimg = len(self.imgs)\n        self.npairs = len(self.image_pairs)\n        assert self.nimg and self.npairs\n\n\n\nclass AachenPairs_OpticalFlow (AachenImages_DB, PairDataset):\n    \"\"\" Image pairs from Aachen db with optical flow.\n    \"\"\"\n    def __init__(self, root='data/aachen/optical_flow', **kw):\n        PairDataset.__init__(self)\n        AachenImages_DB.__init__(self, **kw)\n        self.root_flow = root\n\n        # find out the subsest of valid pairs from the list of flow files\n        flows = {f for f in os.listdir(os.path.join(root, 'flow')) if f.endswith('.png')}\n        masks = {f for f in os.listdir(os.path.join(root, 'mask')) if f.endswith('.png')}\n        assert flows == masks, 'Missing flow or mask pairs'\n        \n        make_pair = lambda f: tuple(self.db_image_idxs[v] for v in f[:-4].split('_'))\n        self.image_pairs = [make_pair(f) for f in flows]\n        self.npairs = len(self.image_pairs)\n        assert self.nimg and self.npairs\n\n    def get_mask_filename(self, pair_idx):\n        tag_a, tag_b = map(self.get_tag, self.image_pairs[pair_idx])\n        return os.path.join(self.root_flow, 'mask', f'{tag_a}_{tag_b}.png')\n\n    def get_mask(self, pair_idx):\n        return np.asarray(Image.open(self.get_mask_filename(pair_idx)))\n\n    def get_flow_filename(self, pair_idx):\n        tag_a, tag_b = map(self.get_tag, self.image_pairs[pair_idx])\n        return os.path.join(self.root_flow, 'flow', f'{tag_a}_{tag_b}.png')\n\n    def get_flow(self, pair_idx):\n        fname = self.get_flow_filename(pair_idx)\n        try:\n            return self._png2flow(fname)\n        except IOError:\n            flow = open(fname[:-4], 'rb')\n            help = np.fromfile(flow, np.float32, 1)\n            assert help == 202021.25\n            W, H = np.fromfile(flow, np.int32, 2)\n            flow = np.fromfile(flow, np.float32).reshape((H, W, 2))\n            return self._flow2png(flow, fname)\n\n    def get_pair(self, idx, output=()):\n        if isinstance(output, str): \n            output = output.split()\n\n        img1, img2 = map(self.get_image, self.image_pairs[idx])\n        meta = {}\n        \n        if 'flow' in output or 'aflow' in output:\n            flow = self.get_flow(idx)\n            assert flow.shape[:2] == img1.size[::-1]\n            meta['flow'] = flow\n            H, W = flow.shape[:2]\n            meta['aflow'] = flow + np.mgrid[:H,:W][::-1].transpose(1,2,0)\n        \n        if 'mask' in output:\n            mask = self.get_mask(idx)\n            assert mask.shape[:2] == img1.size[::-1]\n            meta['mask'] = mask\n        \n        return img1, img2, meta\n\n\n\n\nif __name__ == '__main__':\n    print(aachen_db_images)\n    print(aachen_style_transfer_pairs)\n    print(aachen_flow_pairs)\n    pdb.set_trace()\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/r2d2/datasets/dataset.py",
    "content": "# Copyright 2019-present NAVER Corp.\n# CC BY-NC-SA 3.0\n# Available only for non-commercial use\n\nimport os\nimport json\nimport pdb\nimport numpy as np\n\n\nclass Dataset(object):\n    ''' Base class for a dataset. To be overloaded.\n    '''\n    root = ''\n    img_dir = ''\n    nimg = 0\n\n    def __len__(self):\n        return self.nimg\n\n    def get_key(self, img_idx):\n        raise NotImplementedError()\n\n    def get_filename(self, img_idx, root=None):\n        return os.path.join(root or self.root, self.img_dir, self.get_key(img_idx))\n\n    def get_image(self, img_idx):\n        from PIL import Image\n        fname = self.get_filename(img_idx)\n        try:\n            return Image.open(fname).convert('RGB')\n        except Exception as e:\n            raise IOError(\"Could not load image %s (reason: %s)\" % (fname, str(e)))\n\n    def __repr__(self):\n        res =  'Dataset: %s\\n' % self.__class__.__name__\n        res += '  %d images' % self.nimg\n        res += '\\n  root: %s...\\n' % self.root\n        return res\n\n\n\nclass CatDataset (Dataset):\n    ''' Concatenation of several datasets.\n    '''\n    def __init__(self, *datasets):\n        assert len(datasets) >= 1\n        self.datasets = datasets\n        offsets = [0]\n        for db in datasets:\n            offsets.append(db.nimg)\n        self.offsets = np.cumsum(offsets)\n        self.nimg = self.offsets[-1]\n        self.root = None\n\n    def which(self, i):\n        pos = np.searchsorted(self.offsets, i, side='right')-1\n        assert pos < self.nimg, 'Bad image index %d >= %d' % (i, self.nimg)\n        return pos, i - self.offsets[pos]\n\n    def get_key(self, i):\n        b, i = self.which(i)\n        return self.datasets[b].get_key(i)\n\n    def get_filename(self, i):\n        b, i = self.which(i)\n        return self.datasets[b].get_filename(i)\n\n    def __repr__(self):\n        fmt_str = \"CatDataset(\"\n        for db in self.datasets:\n            fmt_str += str(db).replace(\"\\n\",\" \") + ', '\n        return fmt_str[:-2] + ')'\n\n\n\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/r2d2/datasets/imgfolder.py",
    "content": "# Copyright 2019-present NAVER Corp.\n# CC BY-NC-SA 3.0\n# Available only for non-commercial use\n\nimport os, pdb\n\nfrom .dataset import Dataset\nfrom .pair_dataset import SyntheticPairDataset\n\n\nclass ImgFolder (Dataset):\n    \"\"\" load all images in a folder (no recursion).\n    \"\"\"\n    def __init__(self, root, imgs=None, exts=('.jpg','.png','.ppm')):\n        Dataset.__init__(self)\n        self.root = root\n        self.imgs = imgs or [f for f in os.listdir(root) if f.endswith(exts)]\n        self.nimg = len(self.imgs)\n\n    def get_key(self, idx):\n        return self.imgs[idx]\n\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/r2d2/datasets/pair_dataset.py",
    "content": "# Copyright 2019-present NAVER Corp.\n# CC BY-NC-SA 3.0\n# Available only for non-commercial use\n\nimport os, pdb\nimport numpy as np\nfrom PIL import Image\n\nfrom .dataset import Dataset, CatDataset\nfrom tools.transforms import instanciate_transformation\nfrom tools.transforms_tools import persp_apply\n\n\nclass PairDataset (Dataset):\n    \"\"\" A dataset that serves image pairs with ground-truth pixel correspondences.\n    \"\"\"\n    def __init__(self):\n        Dataset.__init__(self)\n        self.npairs = 0\n\n    def get_filename(self, img_idx, root=None):\n        if is_pair(img_idx): # if img_idx is a pair of indices, we return a pair of filenames\n            return tuple(Dataset.get_filename(self, i, root) for i in img_idx)\n        return Dataset.get_filename(self, img_idx, root)\n\n    def get_image(self, img_idx):\n        if is_pair(img_idx): # if img_idx is a pair of indices, we return a pair of images\n            return tuple(Dataset.get_image(self, i) for i in img_idx)\n        return Dataset.get_image(self, img_idx)\n\n    def get_corres_filename(self, pair_idx):\n        raise NotImplementedError()\n\n    def get_homography_filename(self, pair_idx):\n        raise NotImplementedError()\n\n    def get_flow_filename(self, pair_idx):\n        raise NotImplementedError()\n\n    def get_mask_filename(self, pair_idx):\n        raise NotImplementedError()\n\n    def get_pair(self, idx, output=()):\n        \"\"\" returns (img1, img2, `metadata`)\n        \n        `metadata` is a dict() that can contain:\n            flow: optical flow\n            aflow: absolute flow\n            corres: list of 2d-2d correspondences\n            mask: boolean image of flow validity (in the first image)\n            ...\n        \"\"\"\n        raise NotImplementedError()\n\n    def get_paired_images(self):\n        fns = set()\n        for i in range(self.npairs):\n            a,b = self.image_pairs[i]\n            fns.add(self.get_filename(a))\n            fns.add(self.get_filename(b))\n        return fns\n\n    def __len__(self):\n        return self.npairs # size should correspond to the number of pairs, not images\n    \n    def __repr__(self):\n        res =  'Dataset: %s\\n' % self.__class__.__name__\n        res += '  %d images,' % self.nimg\n        res += ' %d image pairs' % self.npairs\n        res += '\\n  root: %s...\\n' % self.root\n        return res\n\n    @staticmethod\n    def _flow2png(flow, path):\n        flow = np.clip(np.around(16*flow), -2**15, 2**15-1)\n        bytes = np.int16(flow).view(np.uint8)\n        Image.fromarray(bytes).save(path)\n        return flow / 16\n\n    @staticmethod\n    def _png2flow(path):\n        try:\n            flow = np.asarray(Image.open(path)).view(np.int16)\n            return np.float32(flow) / 16\n        except:\n            raise IOError(\"Error loading flow for %s\" % path)\n\n\n\nclass StillPairDataset (PairDataset):\n    \"\"\" A dataset of 'still' image pairs.\n        By overloading a normal image dataset, it appends the get_pair(i) function\n        that serves trivial image pairs (img1, img2) where img1 == img2 == get_image(i).\n    \"\"\"\n    def get_pair(self, pair_idx, output=()):\n        if isinstance(output, str): output = output.split()\n        img1, img2 = map(self.get_image, self.image_pairs[pair_idx])\n\n        W,H = img1.size\n        sx = img2.size[0] / float(W)\n        sy = img2.size[1] / float(H)\n\n        meta = {}\n        if 'aflow' in output or 'flow' in output:\n            mgrid = np.mgrid[0:H, 0:W][::-1].transpose(1,2,0).astype(np.float32)\n            meta['aflow'] = mgrid * (sx,sy)\n            meta['flow'] = meta['aflow'] - mgrid\n\n        if 'mask' in output:\n            meta['mask'] = np.ones((H,W), np.uint8)\n\n        if 'homography' in output:\n            meta['homography'] = np.diag(np.float32([sx, sy, 1]))\n\n        return img1, img2, meta\n\n\n\nclass SyntheticPairDataset (PairDataset):\n    \"\"\" A synthetic generator of image pairs.\n        Given a normal image dataset, it constructs pairs using random homographies & noise.\n    \"\"\"\n    def __init__(self, dataset, scale='', distort=''):\n        self.attach_dataset(dataset)\n        self.distort = instanciate_transformation(distort)\n        self.scale = instanciate_transformation(scale)\n\n    def attach_dataset(self, dataset):\n        assert isinstance(dataset, Dataset) and not isinstance(dataset, PairDataset)\n        self.dataset = dataset\n        self.npairs = dataset.nimg\n        self.get_image = dataset.get_image\n        self.get_key = dataset.get_key\n        self.get_filename = dataset.get_filename\n        self.root = None\n        \n    def make_pair(self, img):\n        return img, img\n\n    def get_pair(self, i, output=('aflow')):\n        \"\"\" Procedure:\n        This function applies a series of random transformations to one original image \n        to form a synthetic image pairs with perfect ground-truth.\n        \"\"\"\n        if isinstance(output, str): \n            output = output.split()\n            \n        original_img = self.dataset.get_image(i)\n        \n        scaled_image = self.scale(original_img)\n        scaled_image, scaled_image2 = self.make_pair(scaled_image)\n        scaled_and_distorted_image = self.distort(\n            dict(img=scaled_image2, persp=(1,0,0,0,1,0,0,0)))\n        W, H = scaled_image.size\n        trf = scaled_and_distorted_image['persp']\n\n        meta = dict()\n        if 'aflow' in output or 'flow' in output:\n            # compute optical flow\n            xy = np.mgrid[0:H,0:W][::-1].reshape(2,H*W).T\n            aflow = np.float32(persp_apply(trf, xy).reshape(H,W,2))\n            meta['flow'] = aflow - xy.reshape(H,W,2)\n            meta['aflow'] = aflow\n        \n        if 'homography' in output:\n            meta['homography'] = np.float32(trf+(1,)).reshape(3,3)\n\n        return scaled_image, scaled_and_distorted_image['img'], meta\n    \n    def __repr__(self):\n        res =  'Dataset: %s\\n' % self.__class__.__name__\n        res += '  %d images and pairs' % self.npairs\n        res += '\\n  root: %s...' % self.dataset.root\n        res += '\\n  Scale: %s' % (repr(self.scale).replace('\\n',''))\n        res += '\\n  Distort: %s' % (repr(self.distort).replace('\\n',''))\n        return res + '\\n'\n\n\n\nclass TransformedPairs (PairDataset):\n    \"\"\" Automatic data augmentation for pre-existing image pairs.\n        Given an image pair dataset, it generates synthetically jittered pairs\n        using random transformations (e.g. homographies & noise).\n    \"\"\"\n    def __init__(self, dataset, trf=''):\n        self.attach_dataset(dataset)\n        self.trf = instanciate_transformation(trf)\n\n    def attach_dataset(self, dataset):\n        assert isinstance(dataset, PairDataset)\n        self.dataset = dataset\n        self.nimg = dataset.nimg\n        self.npairs = dataset.npairs\n        self.get_image = dataset.get_image\n        self.get_key = dataset.get_key\n        self.get_filename = dataset.get_filename\n        self.root = None\n        \n    def get_pair(self, i, output=''):\n        \"\"\" Procedure:\n        This function applies a series of random transformations to one original image \n        to form a synthetic image pairs with perfect ground-truth.\n        \"\"\"\n        img_a, img_b_, metadata = self.dataset.get_pair(i, output)\n\n        img_b = self.trf({'img': img_b_, 'persp':(1,0,0,0,1,0,0,0)})\n        trf = img_b['persp']\n\n        if 'aflow' in metadata or 'flow' in metadata:\n            aflow = metadata['aflow']\n            aflow[:] = persp_apply(trf, aflow.reshape(-1,2)).reshape(aflow.shape)\n            W, H = img_a.size\n            flow = metadata['flow']\n            mgrid = np.mgrid[0:H, 0:W][::-1].transpose(1,2,0).astype(np.float32)\n            flow[:] = aflow - mgrid\n\n        if 'corres' in metadata:\n            corres = metadata['corres']\n            corres[:,1] = persp_apply(trf, corres[:,1])\n        \n        if 'homography' in metadata:\n            # p_b = homography * p_a\n            trf_ = np.float32(trf+(1,)).reshape(3,3)\n            metadata['homography'] = np.float32(trf_ @ metadata['homography'])\n\n        return img_a, img_b['img'], metadata\n\n    def __repr__(self):\n        res =  'Transformed Pairs from %s\\n' % type(self.dataset).__name__\n        res += '  %d images and pairs' % self.npairs\n        res += '\\n  root: %s...' % self.dataset.root\n        res += '\\n  transform: %s' % (repr(self.trf).replace('\\n',''))\n        return res + '\\n'\n\n\n\nclass CatPairDataset (CatDataset):\n    ''' Concatenation of several pair datasets.\n    '''\n    def __init__(self, *datasets):\n        CatDataset.__init__(self, *datasets)\n        pair_offsets = [0]\n        for db in datasets:\n            pair_offsets.append(db.npairs)\n        self.pair_offsets = np.cumsum(pair_offsets)\n        self.npairs = self.pair_offsets[-1]\n\n    def __len__(self):\n        return self.npairs\n\n    def __repr__(self):\n        fmt_str = \"CatPairDataset(\"\n        for db in self.datasets:\n            fmt_str += str(db).replace(\"\\n\",\" \") + ', '\n        return fmt_str[:-2] + ')'\n\n    def pair_which(self, i):\n        pos = np.searchsorted(self.pair_offsets, i, side='right')-1\n        assert pos < self.npairs, 'Bad pair index %d >= %d' % (i, self.npairs)\n        return pos, i - self.pair_offsets[pos]\n\n    def pair_call(self, func, i, *args, **kwargs):\n        b, j = self.pair_which(i)\n        return getattr(self.datasets[b], func)(j, *args, **kwargs)\n\n    def get_pair(self, i, output=()):\n        b, i = self.pair_which(i)\n        return self.datasets[b].get_pair(i, output)\n\n    def get_flow_filename(self, pair_idx, *args, **kwargs):\n        return self.pair_call('get_flow_filename', pair_idx, *args, **kwargs)\n\n    def get_mask_filename(self, pair_idx, *args, **kwargs):\n        return self.pair_call('get_mask_filename', pair_idx, *args, **kwargs)\n\n    def get_corres_filename(self, pair_idx, *args, **kwargs):\n        return self.pair_call('get_corres_filename', pair_idx, *args, **kwargs)\n\n\n\ndef is_pair(x):\n    if isinstance(x, (tuple,list)) and len(x) == 2:\n        return True\n    if isinstance(x, np.ndarray) and x.ndim == 1 and x.shape[0] == 2:\n        return True\n    return False\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/r2d2/datasets/web_images.py",
    "content": "# Copyright 2019-present NAVER Corp.\n# CC BY-NC-SA 3.0\n# Available only for non-commercial use\n\nimport os, pdb\nfrom tqdm import trange\n\nfrom .dataset import Dataset\n\n\nclass RandomWebImages (Dataset):\n    \"\"\" 1 million distractors from Oxford and Paris Revisited\n        see http://ptak.felk.cvut.cz/revisitop/revisitop1m/\n    \"\"\"\n    def __init__(self, start=0, end=1024, root=\"data/revisitop1m\"):\n        Dataset.__init__(self)\n        self.root = root\n        \n        bar = None\n        self.imgs  = []\n        for i in range(start, end):\n            try: \n                # read cached list\n                img_list_path = os.path.join(self.root, \"image_list_%d.txt\"%i) \n                cached_imgs = [e.strip() for e in open(img_list_path)]\n                assert cached_imgs, f\"Cache '{img_list_path}' is empty!\"\n                self.imgs += cached_imgs\n\n            except IOError:\n                if bar is None: \n                    bar = trange(start, 4*end, desc='Caching')\n                    bar.update(4*i)\n                \n                # create it\n                imgs = []\n                for d in range(i*4,(i+1)*4): # 4096 folders in total, on average 256 each\n                    key = hex(d)[2:].zfill(3)\n                    folder = os.path.join(self.root, key)\n                    if not os.path.isdir(folder): continue\n                    imgs += [f for f in os.listdir(folder) if verify_img(folder,f)]\n                    bar.update(1)\n                assert imgs, f\"No images found in {folder}/\"\n                open(img_list_path,'w').write('\\n'.join(imgs))\n                self.imgs += imgs\n\n        if bar: bar.update(bar.total - bar.n)\n        self.nimg = len(self.imgs)\n\n    def get_key(self, i):\n        key = self.imgs[i]\n        return os.path.join(key[:3], key)\n\n\ndef verify_img(folder, f):\n    path = os.path.join(folder, f)\n    if not f.endswith('.jpg'): return False\n    try: \n        from PIL import Image\n        Image.open(path).convert('RGB') # try to open it\n        return True\n    except: \n        return False\n\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/r2d2/download_training_data.sh",
    "content": "# Copyright 2019-present NAVER Corp.\n# CC BY-NC-SA 3.0\n# Available only for non-commercial use\n\nCODE_ROOT=`pwd`\nif [ ! -e data ]; then\n    echo \"Error: missing data/ folder\"\n    echo \"First, create a folder that can host (at least) 15 GB of data.\"\n    echo \"Then, create a soft-link named 'data' that points to it.\"\n    exit -1\nfi\n\n# download web images from the revisitop1m dataset\nWEB_ROOT=data/revisitop1m\nmkdir -p $WEB_ROOT\ncd $WEB_ROOT\nif [ ! -e 0d3 ]; then\n    for i in {1..5}; do\n        echo \"Installing the web images dataset ($i/5)...\"\n        if [ ! -f revisitop1m.$i.tar.gz ]; then\n            wget http://ptak.felk.cvut.cz/revisitop/revisitop1m/jpg/revisitop1m.$i.tar.gz\n        fi\n        tar -xzvf revisitop1m.$i.tar.gz\n        rm -f revisitop1m.$i.tar.gz\n    done\nfi\ncd $CODE_ROOT\n\n# download aachen images\nAACHEN_ROOT=data/aachen\nmkdir -p $AACHEN_ROOT\ncd $AACHEN_ROOT\nif [ ! -e \"images_upright\" ]; then\n    echo \"Installing the Aachen dataset...\"\n    fname=database_and_query_images.zip\n    if [ ! -f $fname ]; then\n        echo \"File not found: $fname\"\n        exit -1\n    else\n        unzip $fname\n        rm -f $fname\n    fi\nfi\n\n# download style transfer images\nif [ ! -e \"style_transfer\" ]; then\n    echo \"Installing the Aachen style-transfer dataset...\"\n    fname=aachen_style_transfer.zip\n    if [ ! -f $fname ]; then\n        wget http://download.europe.naverlabs.com/3DVision/aachen_style_transfer.zip $fname\n    fi\n    unzip $fname\n    rm -f $fname\nfi\n\n# download optical flow pairs\nif [ ! -e \"optical_flow\" ]; then\n    echo \"Installing the Aachen optical flow dataset...\"\n    fname=aachen_optical_flow.zip\n    if [ ! -f $fname ]; then\n        wget http://download.europe.naverlabs.com/3DVision/aachen_optical_flow.zip $fname\n    fi\n    unzip $fname\n    rm -f $fname\nfi\ncd $CODE_ROOT\n\necho \"Done!\"\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/r2d2/extract.py",
    "content": "# Copyright 2019-present NAVER Corp.\n# CC BY-NC-SA 3.0\n# Available only for non-commercial use\n\n\nimport os, pdb\nfrom PIL import Image\nimport numpy as np\nimport torch\n\nfrom tools import common\nfrom tools.dataloader import norm_RGB\nfrom nets.patchnet import *\n\n\ndef load_network(model_fn): \n    checkpoint = torch.load(model_fn)\n    print(\"\\n>> Creating net = \" + checkpoint['net']) \n    net = eval(checkpoint['net'])\n    nb_of_weights = common.model_size(net)\n    print(f\" ( Model size: {nb_of_weights/1000:.0f}K parameters )\")\n\n    # initialization\n    weights = checkpoint['state_dict']\n    net.load_state_dict({k.replace('module.',''):v for k,v in weights.items()})\n    return net.eval()\n\n\nclass NonMaxSuppression (torch.nn.Module):\n    def __init__(self, rel_thr=0.7, rep_thr=0.7):\n        nn.Module.__init__(self)\n        self.max_filter = torch.nn.MaxPool2d(kernel_size=3, stride=1, padding=1)\n        self.rel_thr = rel_thr\n        self.rep_thr = rep_thr\n    \n    def forward(self, reliability, repeatability, **kw):\n        assert len(reliability) == len(repeatability) == 1\n        reliability, repeatability = reliability[0], repeatability[0]\n\n        # local maxima\n        maxima = (repeatability == self.max_filter(repeatability))\n\n        # remove low peaks\n        maxima *= (repeatability >= self.rep_thr)\n        maxima *= (reliability   >= self.rel_thr)\n\n        return maxima.nonzero().t()[2:4]\n\n\ndef extract_multiscale( net, img, detector, scale_f=2**0.25, \n                        min_scale=0.0, max_scale=1, \n                        min_size=256, max_size=1024, \n                        verbose=False):\n    old_bm = torch.backends.cudnn.benchmark \n    torch.backends.cudnn.benchmark = False # speedup\n    \n    # extract keypoints at multiple scales\n    B, three, H, W = img.shape\n    assert B == 1 and three == 3, \"should be a batch with a single RGB image\"\n    \n    assert max_scale <= 1\n    s = 1.0 # current scale factor\n    \n    X,Y,S,C,Q,D = [],[],[],[],[],[]\n    while  s+0.001 >= max(min_scale, min_size / max(H,W)):\n        if s-0.001 <= min(max_scale, max_size / max(H,W)):\n            nh, nw = img.shape[2:]\n            if verbose: print(f\"extracting at scale x{s:.02f} = {nw:4d}x{nh:3d}\")\n            # extract descriptors\n            with torch.no_grad():\n                res = net(imgs=[img])\n                \n            # get output and reliability map\n            descriptors = res['descriptors'][0]\n            reliability = res['reliability'][0]\n            repeatability = res['repeatability'][0]\n\n            # normalize the reliability for nms\n            # extract maxima and descs\n            y,x = detector(**res) # nms\n            c = reliability[0,0,y,x]\n            q = repeatability[0,0,y,x]\n            d = descriptors[0,:,y,x].t()\n            n = d.shape[0]\n\n            # accumulate multiple scales\n            X.append(x.float() * W/nw)\n            Y.append(y.float() * H/nh)\n            S.append((32/s) * torch.ones(n, dtype=torch.float32, device=d.device))\n            C.append(c)\n            Q.append(q)\n            D.append(d)\n        s /= scale_f\n\n        # down-scale the image for next iteration\n        nh, nw = round(H*s), round(W*s)\n        img = F.interpolate(img, (nh,nw), mode='bilinear', align_corners=False)\n\n    # restore value\n    torch.backends.cudnn.benchmark = old_bm\n\n    Y = torch.cat(Y)\n    X = torch.cat(X)\n    S = torch.cat(S) # scale\n    scores = torch.cat(C) * torch.cat(Q) # scores = reliability * repeatability\n    XYS = torch.stack([X,Y,S], dim=-1)\n    D = torch.cat(D)\n    return XYS, D, scores\n\n\ndef extract_keypoints(args):\n    iscuda = common.torch_set_gpu(args.gpu)\n\n    # load the network...\n    net = load_network(args.model)\n    if iscuda: net = net.cuda()\n\n    # create the non-maxima detector\n    detector = NonMaxSuppression(\n        rel_thr = args.reliability_thr, \n        rep_thr = args.repeatability_thr)\n\n    while args.images:\n        img_path = args.images.pop(0)\n        \n        if img_path.endswith('.txt'):\n            args.images = open(img_path).read().splitlines() + args.images\n            continue\n        \n        print(f\"\\nExtracting features for {img_path}\")\n        img = Image.open(img_path).convert('RGB')\n        W, H = img.size\n        img = norm_RGB(img)[None] \n        if iscuda: img = img.cuda()\n        \n        # extract keypoints/descriptors for a single image\n        xys, desc, scores = extract_multiscale(net, img, detector,\n            scale_f   = args.scale_f, \n            min_scale = args.min_scale, \n            max_scale = args.max_scale,\n            min_size  = args.min_size, \n            max_size  = args.max_size, \n            verbose = True)\n\n        xys = xys.cpu().numpy()\n        desc = desc.cpu().numpy()\n        scores = scores.cpu().numpy()\n        idxs = scores.argsort()[-args.top_k or None:]\n        \n        outpath = img_path + '.' + args.tag\n        print(f\"Saving {len(idxs)} keypoints to {outpath}\")\n        np.savez(open(outpath,'wb'), \n            imsize = (W,H),\n            keypoints = xys[idxs], \n            descriptors = desc[idxs], \n            scores = scores[idxs])\n\n\n\nif __name__ == '__main__':\n    import argparse\n    parser = argparse.ArgumentParser(\"Extract keypoints for a given image\")\n    parser.add_argument(\"--model\", type=str, required=True, help='model path')\n    \n    parser.add_argument(\"--images\", type=str, required=True, nargs='+', help='images / list')\n    parser.add_argument(\"--tag\", type=str, default='r2d2', help='output file tag')\n    \n    parser.add_argument(\"--top-k\", type=int, default=5000, help='number of keypoints')\n\n    parser.add_argument(\"--scale-f\", type=float, default=2**0.25)\n    parser.add_argument(\"--min-size\", type=int, default=256)\n    parser.add_argument(\"--max-size\", type=int, default=1024)\n    parser.add_argument(\"--min-scale\", type=float, default=0)\n    parser.add_argument(\"--max-scale\", type=float, default=1)\n    \n    parser.add_argument(\"--reliability-thr\", type=float, default=0.7)\n    parser.add_argument(\"--repeatability-thr\", type=float, default=0.7)\n\n    parser.add_argument(\"--gpu\", type=int, nargs='+', default=[0], help='use -1 for CPU')\n    args = parser.parse_args()\n\n    extract_keypoints(args)\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/r2d2/extract_kapture.py",
    "content": "# Copyright 2019-present NAVER Corp.\n# CC BY-NC-SA 3.0\n# Available only for non-commercial use\n\n\nfrom PIL import Image\n\nfrom tools import common\nfrom tools.dataloader import norm_RGB\nfrom nets.patchnet import *\n\nfrom extract import load_network, NonMaxSuppression, extract_multiscale\n\n# Kapture is a pivot file format, based on text and binary files, used to describe SfM (Structure From Motion) and more generally sensor-acquired data\n# it can be installed with\n# pip install kapture\n# for more information check out https://github.com/naver/kapture\nimport kapture\nfrom kapture.io.records import get_image_fullpath\nfrom kapture.io.csv import kapture_from_dir\nfrom kapture.io.csv import get_csv_fullpath, keypoints_to_file, descriptors_to_file\nfrom kapture.io.features import get_keypoints_fullpath, keypoints_check_dir, image_keypoints_to_file\nfrom kapture.io.features import get_descriptors_fullpath, descriptors_check_dir, image_descriptors_to_file\n\ndef extract_kapture_keypoints(args):\n    \"\"\"\n    Extract r2d2 keypoints and descritors to the kapture format directly \n    \"\"\"\n    print('extract_kapture_keypoints...')\n    kdata = kapture_from_dir(args.kapture_root, matches_pairs_file_path=None, \n    skip_list= [kapture.GlobalFeatures,\n                kapture.Matches,\n                kapture.Points3d,\n                kapture.Observations])\n\n    assert kdata.records_camera is not None\n    image_list = [filename for _, _, filename in kapture.flatten(kdata.records_camera)]\n    if kdata.keypoints is not None and kdata.descriptors is not None:\n        image_list = [name for name in image_list if name not in kdata.keypoints or name not in kdata.descriptors]\n\n    if len(image_list) == 0:\n        print('All features were already extracted')\n        return\n    else:\n        print(f'Extracting r2d2 features for {len(image_list)} images')\n\n    iscuda = common.torch_set_gpu(args.gpu)\n\n    # load the network...\n    net = load_network(args.model)\n    if iscuda: net = net.cuda()\n\n    # create the non-maxima detector\n    detector = NonMaxSuppression(\n        rel_thr = args.reliability_thr, \n        rep_thr = args.repeatability_thr)\n\n    keypoints_dtype = None if kdata.keypoints is None else kdata.keypoints.dtype\n    descriptors_dtype = None if kdata.descriptors is None else kdata.descriptors.dtype\n\n    keypoints_dsize = None if kdata.keypoints is None else kdata.keypoints.dsize\n    descriptors_dsize = None if kdata.descriptors is None else kdata.descriptors.dsize\n\n    for image_name in image_list:\n        img_path = get_image_fullpath(args.kapture_root, image_name)\n        \n        print(f\"\\nExtracting features for {img_path}\")\n        img = Image.open(img_path).convert('RGB')\n        W, H = img.size\n        img = norm_RGB(img)[None] \n        if iscuda: img = img.cuda()\n        \n        # extract keypoints/descriptors for a single image\n        xys, desc, scores = extract_multiscale(net, img, detector,\n            scale_f   = args.scale_f, \n            min_scale = args.min_scale, \n            max_scale = args.max_scale,\n            min_size  = args.min_size, \n            max_size  = args.max_size, \n            verbose = True)\n\n        xys = xys.cpu().numpy()\n        desc = desc.cpu().numpy()\n        scores = scores.cpu().numpy()\n        idxs = scores.argsort()[-args.top_k or None:]\n        \n        xys = xys[idxs]\n        desc = desc[idxs]\n        if keypoints_dtype is None or descriptors_dtype is None:\n            keypoints_dtype = xys.dtype\n            descriptors_dtype = desc.dtype\n\n            keypoints_dsize = xys.shape[1]\n            descriptors_dsize = desc.shape[1]\n\n            kdata.keypoints = kapture.Keypoints('r2d2', keypoints_dtype, keypoints_dsize)\n            kdata.descriptors = kapture.Descriptors('r2d2', descriptors_dtype, descriptors_dsize)\n\n            keypoints_config_absolute_path = get_csv_fullpath(kapture.Keypoints, args.kapture_root)\n            descriptors_config_absolute_path = get_csv_fullpath(kapture.Descriptors, args.kapture_root)\n\n            keypoints_to_file(keypoints_config_absolute_path, kdata.keypoints)\n            descriptors_to_file(descriptors_config_absolute_path, kdata.descriptors)\n        else:\n            assert kdata.keypoints.type_name == 'r2d2'\n            assert kdata.descriptors.type_name == 'r2d2'\n            assert kdata.keypoints.dtype == xys.dtype\n            assert kdata.descriptors.dtype == desc.dtype\n            assert kdata.keypoints.dsize == xys.shape[1]\n            assert kdata.descriptors.dsize == desc.shape[1]\n\n        keypoints_fullpath = get_keypoints_fullpath(args.kapture_root, image_name)\n        print(f\"Saving {xys.shape[0]} keypoints to {keypoints_fullpath}\")\n        image_keypoints_to_file(keypoints_fullpath, xys)\n        kdata.keypoints.add(image_name)\n\n        \n        descriptors_fullpath = get_descriptors_fullpath(args.kapture_root, image_name)\n        print(f\"Saving {desc.shape[0]} descriptors to {descriptors_fullpath}\")\n        image_descriptors_to_file(descriptors_fullpath, desc)\n        kdata.descriptors.add(image_name)\n    \n    if not keypoints_check_dir(kdata.keypoints, args.kapture_root) or \\\n            not descriptors_check_dir(kdata.descriptors, args.kapture_root):\n        print('local feature extraction ended successfully but not all files were saved')\n\n\nif __name__ == '__main__':\n    import argparse\n    parser = argparse.ArgumentParser(\"Extract r2d2 local features for all images in a dataset stored in the kapture format\")\n    parser.add_argument(\"--model\", type=str, required=True, help='model path')\n    \n    parser.add_argument(\"--kapture-root\", type=str, required=True, help='path to kapture root directory')\n    \n    parser.add_argument(\"--top-k\", type=int, default=5000, help='number of keypoints')\n\n    parser.add_argument(\"--scale-f\", type=float, default=2**0.25)\n    parser.add_argument(\"--min-size\", type=int, default=256)\n    parser.add_argument(\"--max-size\", type=int, default=1024)\n    parser.add_argument(\"--min-scale\", type=float, default=0)\n    parser.add_argument(\"--max-scale\", type=float, default=1)\n    \n    parser.add_argument(\"--reliability-thr\", type=float, default=0.7)\n    parser.add_argument(\"--repeatability-thr\", type=float, default=0.7)\n\n    parser.add_argument(\"--gpu\", type=int, nargs='+', default=[0], help='use -1 for CPU')\n    args = parser.parse_args()\n\n    extract_kapture_keypoints(args)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/r2d2/nets/ap_loss.py",
    "content": "# Copyright 2019-present NAVER Corp.\n# CC BY-NC-SA 3.0\n# Available only for non-commercial use\n\nimport pdb\nimport numpy as np\nimport torch\nimport torch.nn as nn\n\n\nclass APLoss (nn.Module):\n    \"\"\" differentiable AP loss, through quantization.\n        \n        Input: (N, M)   values in [min, max]\n        label: (N, M)   values in {0, 1}\n        \n        Returns: list of query AP (for each n in {1..N})\n                 Note: typically, you want to minimize 1 - mean(AP)\n    \"\"\"\n    def __init__(self, nq=25, min=0, max=1, euc=False):\n        nn.Module.__init__(self)\n        assert isinstance(nq, int) and 2 <= nq <= 100\n        self.nq = nq\n        self.min = min\n        self.max = max\n        self.euc = euc\n        gap = max - min\n        assert gap > 0\n        \n        # init quantizer = non-learnable (fixed) convolution\n        self.quantizer = q = nn.Conv1d(1, 2*nq, kernel_size=1, bias=True)\n        a = (nq-1) / gap\n        #1st half = lines passing to (min+x,1) and (min+x+1/a,0) with x = {nq-1..0}*gap/(nq-1)\n        q.weight.data[:nq] = -a\n        q.bias.data[:nq] = torch.from_numpy(a*min + np.arange(nq, 0, -1)) # b = 1 + a*(min+x)\n        #2nd half = lines passing to (min+x,1) and (min+x-1/a,0) with x = {nq-1..0}*gap/(nq-1)\n        q.weight.data[nq:] = a\n        q.bias.data[nq:] = torch.from_numpy(np.arange(2-nq, 2, 1) - a*min) # b = 1 - a*(min+x)\n        # first and last one are special: just horizontal straight line\n        q.weight.data[0] = q.weight.data[-1] = 0\n        q.bias.data[0] = q.bias.data[-1] = 1\n\n    def compute_AP(self, x, label):\n        N, M = x.shape\n        if self.euc:  # euclidean distance in same range than similarities\n            x = 1 - torch.sqrt(2.001 - 2*x)\n\n        # quantize all predictions\n        q = self.quantizer(x.unsqueeze(1))\n        q = torch.min(q[:,:self.nq], q[:,self.nq:]).clamp(min=0) # N x Q x M\n\n        nbs = q.sum(dim=-1) # number of samples  N x Q = c\n        rec = (q * label.view(N,1,M).float()).sum(dim=-1) # nb of correct samples = c+ N x Q\n        prec = rec.cumsum(dim=-1) / (1e-16 + nbs.cumsum(dim=-1)) # precision\n        rec /= rec.sum(dim=-1).unsqueeze(1) # norm in [0,1]\n\n        ap = (prec * rec).sum(dim=-1) # per-image AP\n        return ap\n\n    def forward(self, x, label):\n        assert x.shape == label.shape # N x M\n        return self.compute_AP(x, label)\n\n\n\n\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/r2d2/nets/losses.py",
    "content": "# Copyright 2019-present NAVER Corp.\n# CC BY-NC-SA 3.0\n# Available only for non-commercial use\n\nimport pdb\n\nimport torch\nimport torch.nn as nn\nimport torch.nn.functional as F\n\nfrom nets.sampler import *\nfrom nets.repeatability_loss import *\nfrom nets.reliability_loss import *\n\n\nclass MultiLoss (nn.Module):\n    \"\"\" Combines several loss functions for convenience.\n    *args: [loss weight (float), loss creator, ... ]\n    \n    Example:\n        loss = MultiLoss( 1, MyFirstLoss(), 0.5, MySecondLoss() )\n    \"\"\"\n    def __init__(self, *args, dbg=()):\n        nn.Module.__init__(self)\n        assert len(args) % 2 == 0, 'args must be a list of (float, loss)'\n        self.weights = []\n        self.losses = nn.ModuleList()\n        for i in range(len(args)//2):\n            weight = float(args[2*i+0])\n            loss = args[2*i+1]\n            assert isinstance(loss, nn.Module), \"%s is not a loss!\" % loss\n            self.weights.append(weight)\n            self.losses.append(loss)\n\n    def forward(self, select=None, **variables):\n        assert not select or all(1<=n<=len(self.losses) for n in select)\n        d = dict()\n        cum_loss = 0\n        for num, (weight, loss_func) in enumerate(zip(self.weights, self.losses),1):\n            if select is not None and num not in select: continue\n            l = loss_func(**{k:v for k,v in variables.items()})\n            if isinstance(l, tuple):\n                assert len(l) == 2 and isinstance(l[1], dict)\n            else:\n                l = l, {loss_func.name:l}\n            cum_loss = cum_loss + weight * l[0]\n            for key,val in l[1].items():\n                d['loss_'+key] = float(val)\n        d['loss'] = float(cum_loss)\n        return cum_loss, d\n\n\n\n\n\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/r2d2/nets/patchnet.py",
    "content": "# Copyright 2019-present NAVER Corp.\n# CC BY-NC-SA 3.0\n# Available only for non-commercial use\n\nimport pdb\nimport torch\nimport torch.nn as nn\nimport torch.nn.functional as F\n\n\nclass BaseNet (nn.Module):\n    \"\"\" Takes a list of images as input, and returns for each image:\n        - a pixelwise descriptor\n        - a pixelwise confidence\n    \"\"\"\n    def softmax(self, ux):\n        if ux.shape[1] == 1:\n            x = F.softplus(ux)\n            return x / (1 + x)  # for sure in [0,1], much less plateaus than softmax\n        elif ux.shape[1] == 2:\n            return F.softmax(ux, dim=1)[:,1:2]\n\n    def normalize(self, x, ureliability, urepeatability):\n        return dict(descriptors = F.normalize(x, p=2, dim=1),\n                    repeatability = self.softmax( urepeatability ),\n                    reliability = self.softmax( ureliability ))\n\n    def forward_one(self, x):\n        raise NotImplementedError()\n\n    def forward(self, imgs, **kw):\n        res = [self.forward_one(img) for img in imgs]\n        # merge all dictionaries into one\n        res = {k:[r[k] for r in res if k in r] for k in {k for r in res for k in r}}\n        return dict(res, imgs=imgs, **kw)\n\n\n\nclass PatchNet (BaseNet):\n    \"\"\" Helper class to construct a fully-convolutional network that\n        extract a l2-normalized patch descriptor.\n    \"\"\"\n    def __init__(self, inchan=3, dilated=True, dilation=1, bn=True, bn_affine=False):\n        BaseNet.__init__(self)\n        self.inchan = inchan\n        self.curchan = inchan\n        self.dilated = dilated\n        self.dilation = dilation\n        self.bn = bn\n        self.bn_affine = bn_affine\n        self.ops = nn.ModuleList([])\n\n    def _make_bn(self, outd):\n        return nn.BatchNorm2d(outd, affine=self.bn_affine)\n\n    def _add_conv(self, outd, k=3, stride=1, dilation=1, bn=True, relu=True):\n        d = self.dilation * dilation\n        if self.dilated: \n            conv_params = dict(padding=((k-1)*d)//2, dilation=d, stride=1)\n            self.dilation *= stride\n        else:\n            conv_params = dict(padding=((k-1)*d)//2, dilation=d, stride=stride)\n        self.ops.append( nn.Conv2d(self.curchan, outd, kernel_size=k, **conv_params) )\n        if bn and self.bn: self.ops.append( self._make_bn(outd) )\n        if relu: self.ops.append( nn.ReLU(inplace=True) )\n        self.curchan = outd\n    \n    def forward_one(self, x):\n        assert self.ops, \"You need to add convolutions first\"\n        for n,op in enumerate(self.ops):\n            x = op(x)\n        return self.normalize(x)\n\n\nclass L2_Net (PatchNet):\n    \"\"\" Compute a 128D descriptor for all overlapping 32x32 patches.\n        From the L2Net paper (CVPR'17).\n    \"\"\"\n    def __init__(self, dim=128, **kw ):\n        PatchNet.__init__(self, **kw)\n        add_conv = lambda n,**kw: self._add_conv((n*dim)//128,**kw)\n        add_conv(32)\n        add_conv(32)\n        add_conv(64, stride=2)\n        add_conv(64)\n        add_conv(128, stride=2)\n        add_conv(128)\n        add_conv(128, k=7, stride=8, bn=False, relu=False)\n        self.out_dim = dim\n\n\nclass Quad_L2Net (PatchNet):\n    \"\"\" Same than L2_Net, but replace the final 8x8 conv by 3 successive 2x2 convs.\n    \"\"\"\n    def __init__(self, dim=128, mchan=4, relu22=False, **kw ):\n        PatchNet.__init__(self, **kw)\n        self._add_conv(  8*mchan)\n        self._add_conv(  8*mchan)\n        self._add_conv( 16*mchan, stride=2)\n        self._add_conv( 16*mchan)\n        self._add_conv( 32*mchan, stride=2)\n        self._add_conv( 32*mchan)\n        # replace last 8x8 convolution with 3 2x2 convolutions\n        self._add_conv( 32*mchan, k=2, stride=2, relu=relu22)\n        self._add_conv( 32*mchan, k=2, stride=2, relu=relu22)\n        self._add_conv(dim, k=2, stride=2, bn=False, relu=False)\n        self.out_dim = dim\n\n\n\nclass Quad_L2Net_ConfCFS (Quad_L2Net):\n    \"\"\" Same than Quad_L2Net, with 2 confidence maps for repeatability and reliability.\n    \"\"\"\n    def __init__(self, **kw ):\n        Quad_L2Net.__init__(self, **kw)\n        # reliability classifier\n        self.clf = nn.Conv2d(self.out_dim, 2, kernel_size=1)\n        # repeatability classifier: for some reasons it's a softplus, not a softmax!\n        # Why? I guess it's a mistake that was left unnoticed in the code for a long time...\n        self.sal = nn.Conv2d(self.out_dim, 1, kernel_size=1) \n\n    def forward_one(self, x):\n        assert self.ops, \"You need to add convolutions first\"\n        for op in self.ops:\n            x = op(x)\n        # compute the confidence maps\n        ureliability = self.clf(x**2)\n        urepeatability = self.sal(x**2)\n        return self.normalize(x, ureliability, urepeatability)\n\n\n\n\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/r2d2/nets/reliability_loss.py",
    "content": "# Copyright 2019-present NAVER Corp.\n# CC BY-NC-SA 3.0\n# Available only for non-commercial use\n\nimport pdb\nimport torch.nn as nn\nimport torch.nn.functional as F\n\nfrom nets.ap_loss import APLoss\n\n\nclass PixelAPLoss (nn.Module):\n    \"\"\" Computes the pixel-wise AP loss:\n        Given two images and ground-truth optical flow, computes the AP per pixel.\n        \n        feat1:  (B, C, H, W)   pixel-wise features extracted from img1\n        feat2:  (B, C, H, W)   pixel-wise features extracted from img2\n        aflow:  (B, 2, H, W)   absolute flow: aflow[...,y1,x1] = x2,y2\n    \"\"\"\n    def __init__(self, sampler, nq=20):\n        nn.Module.__init__(self)\n        self.aploss = APLoss(nq, min=0, max=1, euc=False)\n        self.name = 'pixAP'\n        self.sampler = sampler\n\n    def loss_from_ap(self, ap, rel):\n        return 1 - ap\n\n    def forward(self, descriptors, aflow, **kw):\n        # subsample things\n        scores, gt, msk, qconf = self.sampler(descriptors, kw.get('reliability'), aflow)\n        \n        # compute pixel-wise AP\n        n = qconf.numel()\n        if n == 0: return 0\n        scores, gt = scores.view(n,-1), gt.view(n,-1)\n        ap = self.aploss(scores, gt).view(msk.shape)\n\n        pixel_loss = self.loss_from_ap(ap, qconf)\n        \n        loss = pixel_loss[msk].mean()\n        return loss\n\n\nclass ReliabilityLoss (PixelAPLoss):\n    \"\"\" same than PixelAPLoss, but also train a pixel-wise confidence\n        that this pixel is going to have a good AP.\n    \"\"\"\n    def __init__(self, sampler, base=0.5, **kw):\n        PixelAPLoss.__init__(self, sampler, **kw)\n        assert 0 <= base < 1\n        self.base = base\n        self.name = 'reliability'\n\n    def loss_from_ap(self, ap, rel):\n        return 1 - ap*rel - (1-rel)*self.base\n\n\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/r2d2/nets/repeatability_loss.py",
    "content": "# Copyright 2019-present NAVER Corp.\n# CC BY-NC-SA 3.0\n# Available only for non-commercial use\n\nimport pdb\n\nimport torch\nimport torch.nn as nn\nimport torch.nn.functional as F\n\nfrom nets.sampler import FullSampler\n\nclass CosimLoss (nn.Module):\n    \"\"\" Try to make the repeatability repeatable from one image to the other.\n    \"\"\"\n    def __init__(self, N=16):\n        nn.Module.__init__(self)\n        self.name = f'cosim{N}'\n        self.patches = nn.Unfold(N, padding=0, stride=N//2)\n\n    def extract_patches(self, sal):\n        patches = self.patches(sal).transpose(1,2) # flatten\n        patches = F.normalize(patches, p=2, dim=2) # norm\n        return patches\n        \n    def forward(self, repeatability, aflow, **kw):\n        B,two,H,W = aflow.shape\n        assert two == 2\n\n        # normalize\n        sali1, sali2 = repeatability\n        grid = FullSampler._aflow_to_grid(aflow)\n        sali2 = F.grid_sample(sali2, grid, mode='bilinear', padding_mode='border')\n\n        patches1 = self.extract_patches(sali1)\n        patches2 = self.extract_patches(sali2)\n        cosim = (patches1 * patches2).sum(dim=2)\n        return 1 - cosim.mean()\n\n\nclass PeakyLoss (nn.Module):\n    \"\"\" Try to make the repeatability locally peaky.\n\n    Mechanism: we maximize, for each pixel, the difference between the local mean\n               and the local max.\n    \"\"\"\n    def __init__(self, N=16):\n        nn.Module.__init__(self)\n        self.name = f'peaky{N}'\n        assert N % 2 == 0, 'N must be pair'\n        self.preproc = nn.AvgPool2d(3, stride=1, padding=1)\n        self.maxpool = nn.MaxPool2d(N+1, stride=1, padding=N//2)\n        self.avgpool = nn.AvgPool2d(N+1, stride=1, padding=N//2)\n\n    def forward_one(self, sali):\n        sali = self.preproc(sali) # remove super high frequency\n        return 1 - (self.maxpool(sali) - self.avgpool(sali)).mean()\n\n    def forward(self, repeatability, **kw):\n        sali1, sali2 = repeatability\n        return (self.forward_one(sali1) + self.forward_one(sali2)) /2\n\n\n\n\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/r2d2/nets/sampler.py",
    "content": "# Copyright 2019-present NAVER Corp.\n# CC BY-NC-SA 3.0\n# Available only for non-commercial use\n\nimport pdb\n\nimport numpy as np\nimport torch\nimport torch.nn as nn\nimport torch.nn.functional as F\n\n\n\"\"\" Different samplers, each specifying how to sample pixels for the AP loss.\n\"\"\"\n\n\nclass FullSampler(nn.Module):\n    \"\"\" all pixels are selected\n        - feats: keypoint descriptors\n        - confs: reliability values\n    \"\"\"\n    def __init__(self):\n        nn.Module.__init__(self)\n        self.mode = 'bilinear'\n        self.padding = 'zeros'\n\n    @staticmethod\n    def _aflow_to_grid(aflow):\n        H, W = aflow.shape[2:]\n        grid = aflow.permute(0,2,3,1).clone()\n        grid[:,:,:,0] *= 2/(W-1)\n        grid[:,:,:,1] *= 2/(H-1)\n        grid -= 1\n        grid[torch.isnan(grid)] = 9e9 # invalids\n        return grid\n    \n    def _warp(self, feats, confs, aflow):\n        if isinstance(aflow, tuple): return aflow # result was precomputed\n        feat1, feat2 = feats\n        conf1, conf2 = confs if confs else (None,None)\n    \n        B, two, H, W = aflow.shape\n        D = feat1.shape[1]\n        assert feat1.shape == feat2.shape == (B, D, H, W) # D = 128, B = batch\n        assert conf1.shape == conf2.shape == (B, 1, H, W) if confs else True\n\n        # warp img2 to img1\n        grid = self._aflow_to_grid(aflow)\n        ones2 = feat2.new_ones(feat2[:,0:1].shape)\n        feat2to1 = F.grid_sample(feat2, grid, mode=self.mode, padding_mode=self.padding)\n        mask2to1 = F.grid_sample(ones2, grid, mode='nearest', padding_mode='zeros')\n        conf2to1 = F.grid_sample(conf2, grid, mode=self.mode, padding_mode=self.padding) \\\n                   if confs else None\n        return feat2to1, mask2to1.byte(), conf2to1\n\n    def _warp_positions(self, aflow):\n        B, two, H, W = aflow.shape\n        assert two == 2\n        \n        Y = torch.arange(H, device=aflow.device)\n        X = torch.arange(W, device=aflow.device)\n        XY = torch.stack(torch.meshgrid(Y,X)[::-1], dim=0)\n        XY = XY[None].expand(B, 2, H, W).float()\n        \n        grid = self._aflow_to_grid(aflow)\n        XY2 = F.grid_sample(XY, grid, mode='bilinear', padding_mode='zeros')\n        return XY, XY2\n\n\n\nclass SubSampler (FullSampler):\n    \"\"\" pixels are selected in an uniformly spaced grid\n    \"\"\"\n    def __init__(self, border, subq, subd, perimage=False):\n        FullSampler.__init__(self)\n        assert subq % subd == 0, 'subq must be multiple of subd'\n        self.sub_q = subq\n        self.sub_d = subd\n        self.border = border\n        self.perimage = perimage\n\n    def __repr__(self):\n        return \"SubSampler(border=%d, subq=%d, subd=%d, perimage=%d)\" % (\n            self.border, self.sub_q, self.sub_d, self.perimage)\n\n    def __call__(self, feats, confs, aflow):\n        feat1, conf1 = feats[0], (confs[0] if confs else None)\n        # warp with optical flow in img1 coords\n        feat2, mask2, conf2 = self._warp(feats, confs, aflow)\n        \n        # subsample img1\n        slq = slice(self.border, -self.border or None, self.sub_q)\n        feat1 = feat1[:, :, slq, slq]\n        conf1 = conf1[:, :, slq, slq] if confs else None\n        # subsample img2\n        sld = slice(self.border, -self.border or None, self.sub_d)\n        feat2 = feat2[:, :, sld, sld]\n        mask2 = mask2[:, :, sld, sld]\n        conf2 = conf2[:, :, sld, sld] if confs else None\n        \n        B, D, Hq, Wq = feat1.shape\n        B, D, Hd, Wd = feat2.shape\n        \n        # compute gt\n        if self.perimage or self.sub_q != self.sub_d:\n            # compute ground-truth by comparing pixel indices\n            f = feats[0][0:1,0] if self.perimage else feats[0][:,0]\n            idxs = torch.arange(f.numel(), dtype=torch.int64, device=feat1.device).view(f.shape)\n            idxs1 = idxs[:, slq, slq].reshape(-1,Hq*Wq)\n            idxs2 = idxs[:, sld, sld].reshape(-1,Hd*Wd)\n            if self.perimage:\n                gt = (idxs1[0].view(-1,1) == idxs2[0].view(1,-1))\n                gt = gt[None,:,:].expand(B, Hq*Wq, Hd*Wd)\n            else :\n                gt = (idxs1.view(-1,1) == idxs2.view(1,-1)) \n        else:\n            gt = torch.eye(feat1[:,0].numel(), dtype=torch.uint8, device=feat1.device) # always binary for AP loss\n        \n        # compute all images together\n        queries  =  feat1.reshape(B,D,-1) # B x D x (Hq x Wq)\n        database =  feat2.reshape(B,D,-1) # B x D x (Hd x Wd)\n        if self.perimage:\n            queries  =  queries.transpose(1,2) # B x (Hd x Wd) x D\n            scores = torch.bmm(queries, database) # B x (Hq x Wq) x (Hd x Wd)\n        else:\n            queries  =  queries .transpose(1,2).reshape(-1,D) # (B x Hq x Wq) x D\n            database =  database.transpose(1,0).reshape(D,-1) # D x (B x Hd x Wd)\n            scores = torch.matmul(queries, database) # (B x Hq x Wq) x (B x Hd x Wd)\n\n        # compute reliability\n        qconf = (conf1 + conf2)/2 if confs else None\n\n        assert gt.shape == scores.shape\n        return scores, gt, mask2, qconf\n\n\n\nclass NghSampler (FullSampler):\n    \"\"\" all pixels in a small neighborhood\n    \"\"\"\n    def __init__(self, ngh, subq=1, subd=1, ignore=1, border=None):\n        FullSampler.__init__(self)\n        assert 0 <= ignore < ngh\n        self.ngh = ngh\n        self.ignore = ignore\n        assert subd <= ngh\n        self.sub_q = subq\n        self.sub_d = subd\n        if border is None: border = ngh\n        assert border >= ngh, 'border has to be larger than ngh'\n        self.border = border\n\n    def __repr__(self):\n        return \"NghSampler(ngh=%d, subq=%d, subd=%d, ignore=%d, border=%d)\" % (\n            self.ngh, self.sub_q, self.sub_d, self.ignore, self.border)\n\n    def trans(self, arr, i, j):\n        s = lambda i: slice(self.border+i, i-self.border or None, self.sub_q)\n        return arr[:,:,s(j),s(i)]\n\n    def __call__(self, feats, confs, aflow):\n        feat1, conf1 = feats[0], (confs[0] if confs else None)\n        # warp with optical flow in img1 coords\n        feat2, mask2, conf2 = self._warp(feats, confs, aflow)\n        \n        qfeat = self.trans(feat1,0,0)\n        qconf = (self.trans(conf1,0,0) + self.trans(conf2,0,0)) / 2 if confs else None\n        mask2 = self.trans(mask2,0,0)\n        scores_at = lambda i,j: (qfeat * self.trans(feat2,i,j)).sum(dim=1)\n        \n        # compute scores for all neighbors\n        B, D = feat1.shape[:2]\n        min_d = self.ignore**2\n        max_d = self.ngh**2\n        rad = (self.ngh//self.sub_d) * self.ngh # make an integer multiple\n        negs = []\n        offsets = []\n        for j in range(-rad, rad+1, self.sub_d):\n          for i in range(-rad, rad+1, self.sub_d):\n            if not(min_d < i*i + j*j <= max_d): \n                continue # out of scope\n            offsets.append((i,j)) # Note: this list is just for debug\n            negs.append( scores_at(i,j) )\n        \n        scores = torch.stack([scores_at(0,0)] + negs, dim=-1)\n        gt = scores.new_zeros(scores.shape, dtype=torch.uint8)\n        gt[..., 0] = 1 # only the center point is positive\n\n        return scores, gt, mask2, qconf\n\n\n\nclass FarNearSampler (FullSampler):\n    \"\"\" Sample pixels from *both* a small neighborhood *and* far-away pixels.\n        \n    How it works?\n        1) Queries are sampled from img1,\n            - at least `border` pixels from borders and \n            - on a grid with step = `subq`\n            \n        2) Close database pixels \n            - from the corresponding image (img2),\n            - within a `ngh` distance radius \n            - on a grid with step = `subd_ngh`\n            - ignored if distance to query is >0 and <=`ignore`\n            \n        3) Far-away database pixels from ,\n            - from all batch images in `img2`\n            - at least `border` pixels from borders\n            - on a grid with step = `subd_far`\n    \"\"\"\n    def __init__(self, subq, ngh, subd_ngh, subd_far, border=None, ignore=1, \n                       maxpool_ngh=False ):\n        FullSampler.__init__(self)\n        border = border or ngh\n        assert ignore < ngh < subd_far, 'neighborhood needs to be smaller than far step'\n        self.close_sampler = NghSampler(ngh=ngh, subq=subq, subd=subd_ngh, \n                ignore=not(maxpool_ngh), border=border)\n        self.faraway_sampler = SubSampler(border=border, subq=subq, subd=subd_far)\n        self.maxpool_ngh = maxpool_ngh\n\n    def __repr__(self):\n        c,f = self.close_sampler, self.faraway_sampler\n        res = \"FarNearSampler(subq=%d, ngh=%d\" % (c.sub_q, c.ngh)\n        res += \", subd_ngh=%d, subd_far=%d\" % (c.sub_d, f.sub_d)\n        res += \", border=%d, ign=%d\" % (f.border, c.ignore)\n        res += \", maxpool_ngh=%d\" % self.maxpool_ngh\n        return res+')'\n\n    def __call__(self, feats, confs, aflow):\n        # warp with optical flow in img1 coords\n        aflow = self._warp(feats, confs, aflow)\n\n        # sample ngh pixels\n        scores1, gt1, msk1, conf1 = self.close_sampler(feats, confs, aflow)\n        scores1, gt1 = scores1.view(-1,scores1.shape[-1]), gt1.view(-1,gt1.shape[-1])\n        if self.maxpool_ngh:\n            # we consider all scores from ngh as potential positives\n            scores1, self._cached_maxpool_ngh = scores1.max(dim=1,keepdim=True)\n            gt1 = gt1[:, 0:1]\n\n        # sample far pixels\n        scores2, gt2, msk2, conf2 = self.faraway_sampler(feats, confs, aflow)\n        # assert (msk1 == msk2).all()\n        # assert (conf1 == conf2).all()\n\n        return (torch.cat((scores1,scores2),dim=1), \n                torch.cat((gt1,    gt2),    dim=1), \n                msk1, conf1 if confs else None)\n\n\nclass NghSampler2 (nn.Module):\n    \"\"\" Similar to NghSampler, but doesnt warp the 2nd image.\n    Distance to GT =>  0 ... pos_d ... neg_d ... ngh\n    Pixel label    =>  + + + + + + 0 0 - - - - - - -\n    \n    Subsample on query side: if > 0, regular grid\n                                < 0, random points \n    In both cases, the number of query points is = W*H/subq**2\n    \"\"\"\n    def __init__(self, ngh, subq=1, subd=1, pos_d=0, neg_d=2, border=None,\n                       maxpool_pos=True, subd_neg=0):\n        nn.Module.__init__(self)\n        assert 0 <= pos_d < neg_d <= (ngh if ngh else 99)\n        self.ngh = ngh\n        self.pos_d = pos_d\n        self.neg_d = neg_d\n        assert subd <= ngh or ngh == 0\n        assert subq != 0\n        self.sub_q = subq\n        self.sub_d = subd\n        self.sub_d_neg = subd_neg\n        if border is None: border = ngh\n        assert border >= ngh, 'border has to be larger than ngh'\n        self.border = border\n        self.maxpool_pos = maxpool_pos\n        self.precompute_offsets()\n\n    def precompute_offsets(self):\n        pos_d2 = self.pos_d**2\n        neg_d2 = self.neg_d**2\n        rad2 = self.ngh**2\n        rad = (self.ngh//self.sub_d) * self.ngh # make an integer multiple\n        pos = []\n        neg = []\n        for j in range(-rad, rad+1, self.sub_d):\n          for i in range(-rad, rad+1, self.sub_d):\n            d2 = i*i + j*j\n            if d2 <= pos_d2:\n                pos.append( (i,j) )\n            elif neg_d2 <= d2 <= rad2: \n                neg.append( (i,j) )\n\n        self.register_buffer('pos_offsets', torch.LongTensor(pos).view(-1,2).t())\n        self.register_buffer('neg_offsets', torch.LongTensor(neg).view(-1,2).t())\n\n    def gen_grid(self, step, aflow):\n        B, two, H, W = aflow.shape\n        dev = aflow.device\n        b1 = torch.arange(B, device=dev)\n        if step > 0:\n            # regular grid\n            x1 = torch.arange(self.border, W-self.border, step, device=dev)\n            y1 = torch.arange(self.border, H-self.border, step, device=dev)\n            H1, W1 = len(y1), len(x1)\n            x1 = x1[None,None,:].expand(B,H1,W1).reshape(-1)\n            y1 = y1[None,:,None].expand(B,H1,W1).reshape(-1)\n            b1 = b1[:,None,None].expand(B,H1,W1).reshape(-1)\n            shape = (B, H1, W1)\n        else:\n            # randomly spread\n            n = (H - 2*self.border) * (W - 2*self.border) // step**2\n            x1 = torch.randint(self.border, W-self.border, (n,), device=dev)\n            y1 = torch.randint(self.border, H-self.border, (n,), device=dev)\n            x1 = x1[None,:].expand(B,n).reshape(-1)\n            y1 = y1[None,:].expand(B,n).reshape(-1)\n            b1 = b1[:,None].expand(B,n).reshape(-1)\n            shape = (B, n)\n        return b1, y1, x1, shape\n\n    def forward(self, feats, confs, aflow, **kw):\n        B, two, H, W = aflow.shape\n        assert two == 2\n        feat1, conf1 = feats[0], (confs[0] if confs else None)\n        feat2, conf2 = feats[1], (confs[1] if confs else None)\n        \n        # positions in the first image\n        b1, y1, x1, shape = self.gen_grid(self.sub_q, aflow)\n\n        # sample features from first image\n        feat1 = feat1[b1, :, y1, x1]\n        qconf = conf1[b1, :, y1, x1].view(shape) if confs else None\n        \n        #sample GT from second image\n        b2 = b1\n        xy2 = (aflow[b1, :, y1, x1] + 0.5).long().t()\n        mask = (0 <= xy2[0]) * (0 <= xy2[1]) * (xy2[0] < W) * (xy2[1] < H)\n        mask = mask.view(shape)\n        \n        def clamp(xy):\n            torch.clamp(xy[0], 0, W-1, out=xy[0])\n            torch.clamp(xy[1], 0, H-1, out=xy[1])\n            return xy\n        \n        # compute positive scores\n        xy2p = clamp(xy2[:,None,:] + self.pos_offsets[:,:,None])\n        pscores = (feat1[None,:,:] * feat2[b2, :, xy2p[1], xy2p[0]]).sum(dim=-1).t()\n#        xy1p = clamp(torch.stack((x1,y1))[:,None,:] + self.pos_offsets[:,:,None])\n#        grid = FullSampler._aflow_to_grid(aflow)\n#        feat2p = F.grid_sample(feat2, grid, mode='bilinear', padding_mode='border')\n#        pscores = (feat1[None,:,:] * feat2p[b1,:,xy1p[1], xy1p[0]]).sum(dim=-1).t()\n        if self.maxpool_pos:\n            pscores, pos = pscores.max(dim=1, keepdim=True)\n            if confs: \n                sel = clamp(xy2 + self.pos_offsets[:,pos.view(-1)])\n                qconf = (qconf + conf2[b2, :, sel[1], sel[0]].view(shape))/2\n        \n        # compute negative scores\n        xy2n = clamp(xy2[:,None,:] + self.neg_offsets[:,:,None])\n        nscores = (feat1[None,:,:] * feat2[b2, :, xy2n[1], xy2n[0]]).sum(dim=-1).t()\n\n        if self.sub_d_neg:\n            # add distractors from a grid\n            b3, y3, x3, _ = self.gen_grid(self.sub_d_neg, aflow)\n            distractors = feat2[b3, :, y3, x3]\n            dscores = torch.matmul(feat1, distractors.t())\n            del distractors\n            \n            # remove scores that corresponds to positives or nulls\n            dis2 = (x3 - xy2[0][:,None])**2 + (y3 - xy2[1][:,None])**2\n            dis2 += (b3 != b2[:,None]).long() * self.neg_d**2\n            dscores[dis2 < self.neg_d**2] = 0\n            \n            scores = torch.cat((pscores, nscores, dscores), dim=1)\n        else:\n            # concat everything\n            scores = torch.cat((pscores, nscores), dim=1)\n\n        gt = scores.new_zeros(scores.shape, dtype=torch.uint8)\n        gt[:, :pscores.shape[1]] = 1\n\n        return scores, gt, mask, qconf\n\n\n\n\n\n\n\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/r2d2/tools/common.py",
    "content": "# Copyright 2019-present NAVER Corp.\n# CC BY-NC-SA 3.0\n# Available only for non-commercial use\n\nimport os, pdb#, shutil\nimport numpy as np\nimport torch\n\n\ndef mkdir_for(file_path):\n    os.makedirs(os.path.split(file_path)[0], exist_ok=True)\n\n\ndef model_size(model):\n    ''' Computes the number of parameters of the model \n    '''\n    size = 0\n    for weights in model.state_dict().values():\n        size += np.prod(weights.shape)\n    return size\n\n\ndef torch_set_gpu(gpus):\n    if type(gpus) is int:\n        gpus = [gpus]\n\n    cuda = all(gpu>=0 for gpu in gpus)\n\n    if cuda:\n        os.environ['CUDA_VISIBLE_DEVICES'] = ','.join([str(gpu) for gpu in gpus])\n        assert cuda and torch.cuda.is_available(), \"%s has GPUs %s unavailable\" % (\n            os.environ['HOSTNAME'],os.environ['CUDA_VISIBLE_DEVICES'])\n        torch.backends.cudnn.benchmark = True # speed-up cudnn\n        torch.backends.cudnn.fastest = True # even more speed-up?\n        print( 'Launching on GPUs ' + os.environ['CUDA_VISIBLE_DEVICES'] )\n\n    else:\n        print( 'Launching on CPU' )\n\n    return cuda\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/r2d2/tools/dataloader.py",
    "content": "# Copyright 2019-present NAVER Corp.\n# CC BY-NC-SA 3.0\n# Available only for non-commercial use\n\nimport pdb\nfrom PIL import Image\nimport numpy as np\n\nimport torch\nimport torchvision.transforms as tvf\n\nfrom tools.transforms import instanciate_transformation\nfrom tools.transforms_tools import persp_apply\n\n\nRGB_mean = [0.485, 0.456, 0.406]\nRGB_std  = [0.229, 0.224, 0.225]\n\nnorm_RGB = tvf.Compose([tvf.ToTensor(), tvf.Normalize(mean=RGB_mean, std=RGB_std)])\n\n\nclass PairLoader:\n    \"\"\" On-the-fly jittering of pairs of image with dense pixel ground-truth correspondences.\n    \n    crop:   random crop applied to both images\n    scale:  random scaling applied to img2\n    distort: random ditorsion applied to img2\n    \n    self[idx] returns a dictionary with keys: img1, img2, aflow, mask\n     - img1: cropped original\n     - img2: distorted cropped original\n     - aflow: 'absolute' optical flow = (x,y) position of each pixel from img1 in img2\n     - mask: (binary image) valid pixels of img1\n    \"\"\"\n    def __init__(self, dataset, crop='', scale='', distort='', norm = norm_RGB, \n                       what = 'aflow mask', idx_as_rng_seed = False):\n        assert hasattr(dataset, 'npairs')\n        assert hasattr(dataset, 'get_pair')\n        self.dataset = dataset\n        self.distort = instanciate_transformation(distort)\n        self.crop = instanciate_transformation(crop)\n        self.norm = instanciate_transformation(norm)\n        self.scale = instanciate_transformation(scale)\n        self.idx_as_rng_seed = idx_as_rng_seed # to remove randomness\n        self.what = what.split() if isinstance(what, str) else what\n        self.n_samples = 5 # number of random trials per image\n\n    def __len__(self):\n        assert len(self.dataset) == self.dataset.npairs, pdb.set_trace() # and not nimg\n        return len(self.dataset)\n\n    def __repr__(self):\n        fmt_str = 'PairLoader\\n'\n        fmt_str += repr(self.dataset)\n        fmt_str += '  npairs: %d\\n' % self.dataset.npairs\n        short_repr = lambda s: repr(s).strip().replace('\\n',', ')[14:-1].replace('    ',' ')\n        fmt_str += '  Distort: %s\\n' % short_repr(self.distort)\n        fmt_str += '  Crop: %s\\n' % short_repr(self.crop)\n        fmt_str += '  Norm: %s\\n' % short_repr(self.norm)\n        return fmt_str\n\n    def __getitem__(self, i):\n        #from time import time as now; t0 = now()\n        if self.idx_as_rng_seed:\n            import random\n            random.seed(i)\n            np.random.seed(i)\n\n        # Retrieve an image pair and their absolute flow\n        img_a, img_b, metadata = self.dataset.get_pair(i, self.what)\n        \n        # aflow contains pixel coordinates indicating where each \n        # pixel from the left image ended up in the right image\n        # as (x,y) pairs, but its shape is (H,W,2)\n        aflow = np.float32(metadata['aflow'])\n        mask = metadata.get('mask', np.ones(aflow.shape[:2],np.uint8))\n\n        # apply transformations to the second image\n        img_b = {'img': img_b, 'persp':(1,0,0,0,1,0,0,0)}\n        if self.scale:\n            img_b = self.scale(img_b)\n        if self.distort:\n            img_b = self.distort(img_b)\n        \n        # apply the same transformation to the flow\n        aflow[:] = persp_apply(img_b['persp'], aflow.reshape(-1,2)).reshape(aflow.shape)\n        corres = None\n        if 'corres' in metadata:\n            corres = np.float32(metadata['corres'])\n            corres[:,1] = persp_apply(img_b['persp'], corres[:,1])\n        \n        # apply the same transformation to the homography\n        homography = None\n        if 'homography' in metadata:\n            homography = np.float32(metadata['homography'])\n            # p_b = homography * p_a\n            persp = np.float32(img_b['persp']+(1,)).reshape(3,3)\n            homography = persp @ homography\n\n        # determine crop size\n        img_b = img_b['img']\n        crop_size = self.crop({'imsize':(10000,10000)})['imsize']\n        output_size_a = min(img_a.size, crop_size)\n        output_size_b = min(img_b.size, crop_size)\n        img_a = np.array(img_a)\n        img_b = np.array(img_b)\n\n        ah,aw,p1 = img_a.shape\n        bh,bw,p2 = img_b.shape\n        assert p1 == 3\n        assert p2 == 3\n        assert aflow.shape == (ah, aw, 2)\n        assert mask.shape == (ah, aw)\n\n        # Let's start by computing the scale of the\n        # optical flow and applying a median filter:\n        dx = np.gradient(aflow[:,:,0])\n        dy = np.gradient(aflow[:,:,1])\n        scale = np.sqrt(np.clip(np.abs(dx[1]*dy[0] - dx[0]*dy[1]), 1e-16, 1e16))\n\n        accu2 = np.zeros((16,16), bool)\n        Q = lambda x, w: np.int32(16 * (x - w.start) / (w.stop - w.start))\n        \n        def window1(x, size, w):\n            l = x - int(0.5 + size / 2)\n            r = l + int(0.5 + size)\n            if l < 0: l,r = (0, r - l)\n            if r > w: l,r = (l + w - r, w)\n            if l < 0: l,r = 0,w # larger than width\n            return slice(l,r)\n        def window(cx, cy, win_size, scale, img_shape):\n            return (window1(cy, win_size[1]*scale, img_shape[0]), \n                    window1(cx, win_size[0]*scale, img_shape[1]))\n\n        n_valid_pixel = mask.sum()\n        sample_w = mask / (1e-16 + n_valid_pixel)\n        def sample_valid_pixel():\n            n = np.random.choice(sample_w.size, p=sample_w.ravel())\n            y, x = np.unravel_index(n, sample_w.shape)\n            return x, y\n        \n        # Find suitable left and right windows\n        trials = 0 # take the best out of few trials\n        best = -np.inf, None\n        for _ in range(50*self.n_samples):\n            if trials >= self.n_samples: break # finished!\n\n            # pick a random valid point from the first image\n            if n_valid_pixel == 0: break\n            c1x, c1y = sample_valid_pixel()\n            \n            # Find in which position the center of the left\n            # window ended up being placed in the right image\n            c2x, c2y = (aflow[c1y, c1x] + 0.5).astype(np.int32)\n            if not(0 <= c2x < bw and 0 <= c2y < bh): continue\n\n            # Get the flow scale\n            sigma = scale[c1y, c1x]\n\n            # Determine sampling windows\n            if 0.2 < sigma < 1: \n                win1 = window(c1x, c1y, output_size_a, 1/sigma, img_a.shape)\n                win2 = window(c2x, c2y, output_size_b, 1, img_b.shape)\n            elif 1 <= sigma < 5:\n                win1 = window(c1x, c1y, output_size_a, 1, img_a.shape)\n                win2 = window(c2x, c2y, output_size_b, sigma, img_b.shape)\n            else:\n                continue # bad scale\n\n            # compute a score based on the flow\n            x2,y2 = aflow[win1].reshape(-1, 2).T.astype(np.int32)\n            # Check the proportion of valid flow vectors\n            valid = (win2[1].start <= x2) & (x2 < win2[1].stop) \\\n                  & (win2[0].start <= y2) & (y2 < win2[0].stop)\n            score1 = (valid * mask[win1].ravel()).mean()\n            # check the coverage of the second window\n            accu2[:] = False\n            accu2[Q(y2[valid],win2[0]), Q(x2[valid],win2[1])] = True\n            score2 = accu2.mean()\n            # Check how many hits we got\n            score = min(score1, score2)\n\n            trials += 1\n            if score > best[0]:\n                best = score, win1, win2\n        \n        if None in best: # counldn't find a good window\n            img_a = np.zeros(output_size_a[::-1]+(3,), dtype=np.uint8)\n            img_b = np.zeros(output_size_b[::-1]+(3,), dtype=np.uint8)\n            aflow = np.nan * np.ones((2,)+output_size_a[::-1], dtype=np.float32)\n            homography = np.nan * np.ones((3,3), dtype=np.float32)\n\n        else:\n            win1, win2 = best[1:]\n            img_a = img_a[win1]\n            img_b = img_b[win2]\n            aflow = aflow[win1] - np.float32([[[win2[1].start, win2[0].start]]])\n            mask = mask[win1]\n            aflow[~mask.view(bool)] = np.nan # mask bad pixels!\n            aflow = aflow.transpose(2,0,1) # --> (2,H,W)\n            \n            if corres is not None:\n                corres[:,0] -= (win1[1].start, win1[0].start)\n                corres[:,1] -= (win2[1].start, win2[0].start)\n            \n            if homography is not None:\n                trans1 = np.eye(3, dtype=np.float32)\n                trans1[:2,2] = (win1[1].start, win1[0].start)\n                trans2 = np.eye(3, dtype=np.float32)\n                trans2[:2,2] = (-win2[1].start, -win2[0].start)\n                homography = trans2 @ homography @ trans1\n                homography /= homography[2,2]\n            \n            # rescale if necessary\n            if img_a.shape[:2][::-1] != output_size_a:\n                sx, sy = (np.float32(output_size_a)-1)/(np.float32(img_a.shape[:2][::-1])-1)\n                img_a = np.asarray(Image.fromarray(img_a).resize(output_size_a, Image.ANTIALIAS))\n                mask = np.asarray(Image.fromarray(mask).resize(output_size_a, Image.NEAREST))\n                afx = Image.fromarray(aflow[0]).resize(output_size_a, Image.NEAREST)\n                afy = Image.fromarray(aflow[1]).resize(output_size_a, Image.NEAREST)\n                aflow = np.stack((np.float32(afx), np.float32(afy)))\n                \n                if corres is not None:\n                    corres[:,0] *= (sx, sy)\n                \n                if homography is not None:\n                    homography = homography @ np.diag(np.float32([1/sx,1/sy,1]))\n                    homography /= homography[2,2]\n\n            if img_b.shape[:2][::-1] != output_size_b:\n                sx, sy = (np.float32(output_size_b)-1)/(np.float32(img_b.shape[:2][::-1])-1)\n                img_b = np.asarray(Image.fromarray(img_b).resize(output_size_b, Image.ANTIALIAS))\n                aflow *= [[[sx]], [[sy]]]\n                \n                if corres is not None:\n                    corres[:,1] *= (sx, sy)\n                \n                if homography is not None:\n                    homography = np.diag(np.float32([sx,sy,1])) @ homography\n                    homography /= homography[2,2]\n    \n        assert aflow.dtype == np.float32, pdb.set_trace()\n        assert homography is None or homography.dtype == np.float32, pdb.set_trace()\n        if 'flow' in self.what:\n            H, W = img_a.shape[:2]\n            mgrid = np.mgrid[0:H, 0:W][::-1].astype(np.float32)\n            flow = aflow - mgrid\n        \n        result = dict(img1=self.norm(img_a), img2=self.norm(img_b))\n        for what in self.what:\n            try: result[what] = eval(what)\n            except NameError: pass\n        return result\n\n\n\ndef threaded_loader( loader, iscuda, threads, batch_size=1, shuffle=True):\n    \"\"\" Get a data loader, given the dataset and some parameters.\n    \n    Parameters\n    ----------\n    loader : object[i] returns the i-th training example.\n    \n    iscuda : bool\n        \n    batch_size : int\n    \n    threads : int\n    \n    shuffle : int\n    \n    Returns\n    -------\n        a multi-threaded pytorch loader.\n    \"\"\"\n    return torch.utils.data.DataLoader(\n        loader,\n        batch_size = batch_size,\n        shuffle = shuffle,\n        sampler = None,\n        num_workers = threads,\n        pin_memory = iscuda,\n        collate_fn=collate)\n\n\n\ndef collate(batch, _use_shared_memory=True):\n    \"\"\"Puts each data field into a tensor with outer dimension batch size.\n    Copied from https://github.com/pytorch in torch/utils/data/_utils/collate.py\n    \"\"\"\n    import re\n    error_msg = \"batch must contain tensors, numbers, dicts or lists; found {}\"\n    elem_type = type(batch[0])\n    if isinstance(batch[0], torch.Tensor):\n        out = None\n        if _use_shared_memory:\n            # If we're in a background process, concatenate directly into a\n            # shared memory tensor to avoid an extra copy\n            numel = sum([x.numel() for x in batch])\n            storage = batch[0].storage()._new_shared(numel)\n            out = batch[0].new(storage)\n        return torch.stack(batch, 0, out=out)\n    elif elem_type.__module__ == 'numpy' and elem_type.__name__ != 'str_' \\\n            and elem_type.__name__ != 'string_':\n        elem = batch[0]\n        assert elem_type.__name__ == 'ndarray'\n        # array of string classes and object\n        if re.search('[SaUO]', elem.dtype.str) is not None:\n            raise TypeError(error_msg.format(elem.dtype))\n        batch = [torch.from_numpy(b) for b in batch]\n        try:\n            return torch.stack(batch, 0)\n        except RuntimeError:\n            return batch\n    elif batch[0] is None:\n        return list(batch)\n    elif isinstance(batch[0], int):\n        return torch.LongTensor(batch)\n    elif isinstance(batch[0], float):\n        return torch.DoubleTensor(batch)\n    elif isinstance(batch[0], str):\n        return batch\n    elif isinstance(batch[0], dict):\n        return {key: collate([d[key] for d in batch]) for key in batch[0]}\n    elif isinstance(batch[0], (tuple,list)):\n        transposed = zip(*batch)\n        return [collate(samples) for samples in transposed]\n\n    raise TypeError((error_msg.format(type(batch[0]))))\n\n\n\ndef tensor2img(tensor, model=None):\n    \"\"\" convert back a torch/numpy tensor to a PIL Image\n        by undoing the ToTensor() and Normalize() transforms.\n    \"\"\"\n    mean = norm_RGB.transforms[1].mean\n    std =  norm_RGB.transforms[1].std\n    if isinstance(tensor, torch.Tensor):\n        tensor = tensor.detach().cpu().numpy()\n    \n    res = np.uint8(np.clip(255*((tensor.transpose(1,2,0) * std) + mean), 0, 255))\n    from PIL import Image\n    return Image.fromarray(res)\n\n\nif __name__ == '__main__':\n    import argparse\n    parser = argparse.ArgumentParser(\"Tool to debug/visualize the data loader\")\n    parser.add_argument(\"dataloader\", type=str, help=\"command to create the data loader\")\n    args = parser.parse_args()\n\n    from datasets import *\n    auto_pairs = lambda db: SyntheticPairDataset(db,\n        'RandomScale(256,1024,can_upscale=True)', \n        'RandomTilting(0.5), PixelNoise(25)')\n        \n    loader = eval(args.dataloader)\n    print(\"Data loader =\", loader)\n\n    from tools.viz import show_flow\n    for data in loader:\n        aflow = data['aflow']\n        H, W = aflow.shape[-2:]\n        flow = (aflow - np.mgrid[:H, :W][::-1]).transpose(1,2,0)\n        show_flow(tensor2img(data['img1']), tensor2img(data['img2']), flow)\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/r2d2/tools/trainer.py",
    "content": "# Copyright 2019-present NAVER Corp.\n# CC BY-NC-SA 3.0\n# Available only for non-commercial use\n\nimport pdb\nfrom tqdm import tqdm\nfrom collections import defaultdict\n\nimport torch\nimport torch.nn as nn\n\n\nclass Trainer (nn.Module):\n    \"\"\" Helper class to train a deep network.\n        Overload this class `forward_backward` for your actual needs.\n    \n    Usage: \n        train = Trainer(net, loader, loss, optimizer)\n        for epoch in range(n_epochs):\n            train()\n    \"\"\"\n    def __init__(self, net, loader, loss, optimizer):\n        nn.Module.__init__(self)\n        self.net = net\n        self.loader = loader\n        self.loss_func = loss\n        self.optimizer = optimizer\n\n    def iscuda(self):\n        return next(self.net.parameters()).device != torch.device('cpu')\n\n    def todevice(self, x):\n        if isinstance(x, dict):\n            return {k:self.todevice(v) for k,v in x.items()}\n        if isinstance(x, (tuple,list)):\n            return [self.todevice(v)  for v in x]\n        \n        if self.iscuda(): \n            return x.contiguous().cuda(non_blocking=True)\n        else:\n            return x.cpu()\n\n    def __call__(self):\n        self.net.train()\n        \n        stats = defaultdict(list)\n        \n        for iter,inputs in enumerate(tqdm(self.loader)):\n            inputs = self.todevice(inputs)\n            \n            # compute gradient and do model update\n            self.optimizer.zero_grad()\n            \n            loss, details = self.forward_backward(inputs)\n            if torch.isnan(loss):\n                raise RuntimeError('Loss is NaN')\n            \n            self.optimizer.step()\n            \n            for key, val in details.items():\n                stats[key].append( val )\n        \n        print(\" Summary of losses during this epoch:\")\n        mean = lambda lis: sum(lis) / len(lis)\n        for loss_name, vals in stats.items():\n            N = 1 + len(vals)//10\n            print(f\"  - {loss_name:20}:\", end='')\n            print(f\" {mean(vals[:N]):.3f} --> {mean(vals[-N:]):.3f} (avg: {mean(vals):.3f})\")\n        return mean(stats['loss']) # return average loss\n\n    def forward_backward(self, inputs):\n        raise NotImplementedError()\n\n\n\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/r2d2/tools/transforms.py",
    "content": "# Copyright 2019-present NAVER Corp.\n# CC BY-NC-SA 3.0\n# Available only for non-commercial use\n\nimport pdb\nimport numpy as np\nfrom PIL import Image, ImageOps\nimport torchvision.transforms as tvf\nimport random\nfrom math import ceil\n\nfrom . import transforms_tools as F\n\n'''\nExample command to try out some transformation chain:\n\npython -m tools.transforms --trfs \"Scale(384), ColorJitter(brightness=0.5, contrast=0.5, saturation=0.5, hue=0.1), RandomRotation(10), RandomTilting(0.5, 'all'), RandomScale(240,320), RandomCrop(224)\"\n'''\n\n\ndef instanciate_transformation(cmd_line):\n    ''' Create a sequence of transformations.\n    \n    cmd_line: (str)\n        Comma-separated list of transformations.\n        Ex: \"Rotate(10), Scale(256)\"\n    '''\n    if not isinstance(cmd_line, str):\n        return cmd_line # already instanciated\n    \n    cmd_line = \"tvf.Compose([%s])\" % cmd_line\n    try:\n        return eval(cmd_line)\n    except Exception as e:\n        print(\"Cannot interpret this transform list: %s\\nReason: %s\" % (cmd_line, e))\n\n\nclass Scale (object):\n    \"\"\" Rescale the input PIL.Image to a given size.\n    Copied from https://github.com/pytorch in torchvision/transforms/transforms.py\n    \n    The smallest dimension of the resulting image will be = size.\n    \n    if largest == True: same behaviour for the largest dimension.\n    \n    if not can_upscale: don't upscale\n    if not can_downscale: don't downscale\n    \"\"\"\n    def __init__(self, size, interpolation=Image.BILINEAR, largest=False, \n                 can_upscale=True, can_downscale=True):\n        assert isinstance(size, int) or (len(size) == 2)\n        self.size = size\n        self.interpolation = interpolation\n        self.largest = largest\n        self.can_upscale = can_upscale\n        self.can_downscale = can_downscale\n\n    def __repr__(self):\n        fmt_str = \"RandomScale(%s\" % str(self.size)\n        if self.largest: fmt_str += ', largest=True'\n        if not self.can_upscale: fmt_str += ', can_upscale=False'\n        if not self.can_downscale: fmt_str += ', can_downscale=False'\n        return fmt_str+')'\n\n    def get_params(self, imsize):\n        w,h = imsize\n        if isinstance(self.size, int):\n            cmp = lambda a,b: (a>=b) if self.largest else (a<=b)\n            if (cmp(w, h) and w == self.size) or (cmp(h, w) and h == self.size):\n                ow, oh = w, h\n            elif cmp(w, h):\n                ow = self.size\n                oh = int(self.size * h / w)\n            else:\n                oh = self.size\n                ow = int(self.size * w / h)\n        else:\n            ow, oh = self.size\n        return ow, oh\n\n    def __call__(self, inp):\n        img = F.grab_img(inp)\n        w, h = img.size\n        \n        size2 = ow, oh = self.get_params(img.size)\n        \n        if size2 != img.size:\n            a1, a2 = img.size, size2\n            if (self.can_upscale and min(a1) < min(a2)) or (self.can_downscale and min(a1) > min(a2)):\n                img = img.resize(size2, self.interpolation)\n\n        return F.update_img_and_labels(inp, img, persp=(ow/w,0,0,0,oh/h,0,0,0))\n\n\n\nclass RandomScale (Scale):\n    \"\"\"Rescale the input PIL.Image to a random size.\n    Copied from https://github.com/pytorch in torchvision/transforms/transforms.py\n\n    Args:\n        min_size (int): min size of the smaller edge of the picture.\n        max_size (int): max size of the smaller edge of the picture.\n\n        ar (float or tuple):\n            max change of aspect ratio (width/height).\n\n        interpolation (int, optional): Desired interpolation. Default is\n            ``PIL.Image.BILINEAR``\n    \"\"\"\n\n    def __init__(self, min_size, max_size, ar=1, \n                 can_upscale=False, can_downscale=True, interpolation=Image.BILINEAR):\n        Scale.__init__(self, 0, can_upscale=can_upscale, can_downscale=can_downscale, interpolation=interpolation)\n        assert type(min_size) == type(max_size), 'min_size and max_size can only be 2 ints or 2 floats'\n        assert isinstance(min_size, int) and min_size >= 1 or isinstance(min_size, float) and min_size>0\n        assert isinstance(max_size, (int,float)) and min_size <= max_size\n        self.min_size = min_size\n        self.max_size = max_size\n        if type(ar) in (float,int): ar = (min(1/ar,ar),max(1/ar,ar))\n        assert 0.2 < ar[0] <= ar[1] < 5\n        self.ar = ar\n\n    def get_params(self, imsize):\n        w,h = imsize\n        if isinstance(self.min_size, float):\n            min_size = int(self.min_size*min(w,h) + 0.5)\n        if isinstance(self.max_size, float):\n            max_size = int(self.max_size*min(w,h) + 0.5)\n        if isinstance(self.min_size, int):\n            min_size = self.min_size\n        if isinstance(self.max_size, int):\n            max_size = self.max_size\n        \n        if not self.can_upscale:\n            max_size = min(max_size,min(w,h))\n        \n        size = int(0.5 + F.rand_log_uniform(min_size,max_size))\n        ar = F.rand_log_uniform(*self.ar) # change of aspect ratio\n\n        if w < h: # image is taller\n            ow = size\n            oh = int(0.5 + size * h / w / ar)\n            if oh < min_size:\n                ow,oh = int(0.5 + ow*float(min_size)/oh),min_size\n        else: # image is wider\n            oh = size\n            ow = int(0.5 + size * w / h * ar)\n            if ow < min_size:\n                ow,oh = min_size,int(0.5 + oh*float(min_size)/ow)\n                \n        assert ow >= min_size, 'image too small (width=%d < min_size=%d)' % (ow, min_size)\n        assert oh >= min_size, 'image too small (height=%d < min_size=%d)' % (oh, min_size)\n        return ow, oh\n\n\n\nclass RandomCrop (object):\n    \"\"\"Crop the given PIL Image at a random location.\n    Copied from https://github.com/pytorch in torchvision/transforms/transforms.py\n\n    Args:\n        size (sequence or int): Desired output size of the crop. If size is an\n            int instead of sequence like (h, w), a square crop (size, size) is\n            made.\n        padding (int or sequence, optional): Optional padding on each border\n            of the image. Default is 0, i.e no padding. If a sequence of length\n            4 is provided, it is used to pad left, top, right, bottom borders\n            respectively.\n    \"\"\"\n\n    def __init__(self, size, padding=0):\n        if isinstance(size, int):\n            self.size = (int(size), int(size))\n        else:\n            self.size = size\n        self.padding = padding\n\n    def __repr__(self):\n        return \"RandomCrop(%s)\" % str(self.size)\n\n    @staticmethod\n    def get_params(img, output_size):\n        w, h = img.size\n        th, tw = output_size\n        assert h >= th and w >= tw, \"Image of %dx%d is too small for crop %dx%d\" % (w,h,tw,th)\n\n        y = np.random.randint(0, h - th) if h > th else 0\n        x = np.random.randint(0, w - tw) if w > tw else 0\n        return x, y, tw, th\n\n    def __call__(self, inp):\n        img = F.grab_img(inp)\n\n        padl = padt = 0\n        if self.padding:\n            if F.is_pil_image(img):\n                img = ImageOps.expand(img, border=self.padding, fill=0)\n            else:\n                assert isinstance(img, F.DummyImg)\n                img = img.expand(border=self.padding)\n            if isinstance(self.padding, int):\n                padl = padt = self.padding\n            else:\n                padl, padt = self.padding[0:2]\n\n        i, j, tw, th = self.get_params(img, self.size)\n        img = img.crop((i, j, i+tw, j+th))\n        \n        return F.update_img_and_labels(inp, img, persp=(1,0,padl-i,0,1,padt-j,0,0))\n\n\nclass CenterCrop (RandomCrop):\n    \"\"\"Crops the given PIL Image at the center.\n    Copied from https://github.com/pytorch in torchvision/transforms/transforms.py\n\n    Args:\n        size (sequence or int): Desired output size of the crop. If size is an\n            int instead of sequence like (h, w), a square crop (size, size) is\n            made.\n    \"\"\"\n    @staticmethod\n    def get_params(img, output_size):\n        w, h = img.size\n        th, tw = output_size\n        y = int(0.5 +((h - th) / 2.))\n        x = int(0.5 +((w - tw) / 2.))\n        return x, y, tw, th\n\n\n\nclass RandomRotation(object):\n    \"\"\"Rescale the input PIL.Image to a random size.\n    Copied from https://github.com/pytorch in torchvision/transforms/transforms.py\n\n    Args:\n        degrees (float):\n            rotation angle.\n\n        interpolation (int, optional): Desired interpolation. Default is\n            ``PIL.Image.BILINEAR``\n    \"\"\"\n\n    def __init__(self, degrees, interpolation=Image.BILINEAR):\n        self.degrees = degrees\n        self.interpolation = interpolation\n\n    def __call__(self, inp):\n        img = F.grab_img(inp)\n        w, h = img.size\n        \n        angle = np.random.uniform(-self.degrees, self.degrees)\n        \n        img = img.rotate(angle, resample=self.interpolation)\n        w2, h2 = img.size\n\n        trf = F.translate(-w/2,-h/2)\n        trf = F.persp_mul(trf, F.rotate(-angle * np.pi/180))\n        trf = F.persp_mul(trf, F.translate(w2/2,h2/2))\n        return F.update_img_and_labels(inp, img, persp=trf)\n\n\n\nclass RandomTilting(object):\n    \"\"\"Apply a random tilting (left, right, up, down) to the input PIL.Image\n    Copied from https://github.com/pytorch in torchvision/transforms/transforms.py\n\n    Args:\n        maginitude (float):\n            maximum magnitude of the random skew (value between 0 and 1)\n        directions (string):\n            tilting directions allowed (all, left, right, up, down)\n            examples: \"all\", \"left,right\", \"up-down-right\"\n    \"\"\"\n\n    def __init__(self, magnitude, directions='all'):\n        self.magnitude = magnitude\n        self.directions = directions.lower().replace(',',' ').replace('-',' ')\n\n    def __repr__(self):\n        return \"RandomTilt(%g, '%s')\" % (self.magnitude,self.directions)\n\n    def __call__(self, inp):\n        img = F.grab_img(inp)\n        w, h = img.size\n\n        x1,y1,x2,y2 = 0,0,h,w\n        original_plane = [(y1, x1), (y2, x1), (y2, x2), (y1, x2)]\n\n        max_skew_amount = max(w, h)\n        max_skew_amount = int(ceil(max_skew_amount * self.magnitude))\n        skew_amount = random.randint(1, max_skew_amount)\n\n        if self.directions == 'all':\n            choices = [0,1,2,3]\n        else:\n            dirs = ['left', 'right', 'up', 'down']\n            choices = []\n            for d in self.directions.split():\n                try:\n                    choices.append(dirs.index(d))\n                except:\n                    raise ValueError('Tilting direction %s not recognized' % d)\n\n        skew_direction = random.choice(choices)\n\n        # print('randomtitlting: ', skew_amount, skew_direction) # to debug random\n\n        if skew_direction == 0:\n            # Left Tilt\n            new_plane = [(y1, x1 - skew_amount),  # Top Left\n                         (y2, x1),                # Top Right\n                         (y2, x2),                # Bottom Right\n                         (y1, x2 + skew_amount)]  # Bottom Left\n        elif skew_direction == 1:\n            # Right Tilt\n            new_plane = [(y1, x1),                # Top Left\n                         (y2, x1 - skew_amount),  # Top Right\n                         (y2, x2 + skew_amount),  # Bottom Right\n                         (y1, x2)]                # Bottom Left\n        elif skew_direction == 2:\n            # Forward Tilt\n            new_plane = [(y1 - skew_amount, x1),  # Top Left\n                         (y2 + skew_amount, x1),  # Top Right\n                         (y2, x2),                # Bottom Right\n                         (y1, x2)]                # Bottom Left\n        elif skew_direction == 3:\n            # Backward Tilt\n            new_plane = [(y1, x1),                # Top Left\n                         (y2, x1),                # Top Right\n                         (y2 + skew_amount, x2),  # Bottom Right\n                         (y1 - skew_amount, x2)]  # Bottom Left\n\n        # To calculate the coefficients required by PIL for the perspective skew,\n        # see the following Stack Overflow discussion: https://goo.gl/sSgJdj\n        matrix = []\n\n        for p1, p2 in zip(new_plane, original_plane):\n            matrix.append([p1[0], p1[1], 1, 0, 0, 0, -p2[0] * p1[0], -p2[0] * p1[1]])\n            matrix.append([0, 0, 0, p1[0], p1[1], 1, -p2[1] * p1[0], -p2[1] * p1[1]])\n\n        A = np.matrix(matrix, dtype=np.float)\n        B = np.array(original_plane).reshape(8)\n\n        homography = np.dot(np.linalg.pinv(A), B)\n        homography = tuple(np.array(homography).reshape(8))\n        #print(homography)\n\n        img =  img.transform(img.size, Image.PERSPECTIVE, homography, resample=Image.BICUBIC)\n\n        homography = np.linalg.pinv(np.float32(homography+(1,)).reshape(3,3)).ravel()[:8]\n        return F.update_img_and_labels(inp, img, persp=tuple(homography))\n\n\nRandomTilt = RandomTilting # redefinition\n\n\nclass Tilt(object):\n    \"\"\"Apply a known tilting to an image\n    \"\"\"\n    def __init__(self, *homography):\n        assert len(homography) == 8\n        self.homography = homography\n    \n    def __call__(self, inp):\n        img = F.grab_img(inp)\n        homography = self.homography\n        #print(homography)\n        \n        img =  img.transform(img.size, Image.PERSPECTIVE, homography, resample=Image.BICUBIC)\n        \n        homography = np.linalg.pinv(np.float32(homography+(1,)).reshape(3,3)).ravel()[:8]\n        return F.update_img_and_labels(inp, img, persp=tuple(homography))\n\n\n\nclass StillTransform (object):\n    \"\"\" Takes and return an image, without changing its shape or geometry.\n    \"\"\"\n    def _transform(self, img):\n        raise NotImplementedError()\n        \n    def __call__(self, inp):\n        img = F.grab_img(inp)\n\n        # transform the image (size should not change)\n        try:\n            img = self._transform(img)\n        except TypeError:\n            pass\n\n        return F.update_img_and_labels(inp, img, persp=(1,0,0,0,1,0,0,0))\n\n\n\nclass PixelNoise (StillTransform):\n    \"\"\" Takes an image, and add random white noise.\n    \"\"\"\n    def __init__(self, ampl=20):\n        StillTransform.__init__(self)\n        assert 0 <= ampl < 255\n        self.ampl = ampl\n\n    def __repr__(self):\n        return \"PixelNoise(%g)\" % self.ampl\n\n    def _transform(self, img):\n        img = np.float32(img)\n        img += np.random.uniform(0.5-self.ampl/2, 0.5+self.ampl/2, size=img.shape)\n        return Image.fromarray(np.uint8(img.clip(0,255)))\n\n\n\nclass ColorJitter (StillTransform):\n    \"\"\"Randomly change the brightness, contrast and saturation of an image.\n    Copied from https://github.com/pytorch in torchvision/transforms/transforms.py\n\n    Args:\n    brightness (float): How much to jitter brightness. brightness_factor\n    is chosen uniformly from [max(0, 1 - brightness), 1 + brightness].\n    contrast (float): How much to jitter contrast. contrast_factor\n    is chosen uniformly from [max(0, 1 - contrast), 1 + contrast].\n    saturation (float): How much to jitter saturation. saturation_factor\n    is chosen uniformly from [max(0, 1 - saturation), 1 + saturation].\n    hue(float): How much to jitter hue. hue_factor is chosen uniformly from\n    [-hue, hue]. Should be >=0 and <= 0.5.\n    \"\"\"\n    def __init__(self, brightness=0, contrast=0, saturation=0, hue=0):\n        self.brightness = brightness\n        self.contrast = contrast\n        self.saturation = saturation\n        self.hue = hue\n\n    def __repr__(self):\n        return \"ColorJitter(%g,%g,%g,%g)\" % (\n            self.brightness, self.contrast, self.saturation, self.hue)\n    \n    @staticmethod\n    def get_params(brightness, contrast, saturation, hue):\n        \"\"\"Get a randomized transform to be applied on image.\n        Arguments are same as that of __init__.\n        Returns:\n        Transform which randomly adjusts brightness, contrast and\n        saturation in a random order.\n        \"\"\"\n        transforms = []\n        if brightness > 0:\n            brightness_factor = np.random.uniform(max(0, 1 - brightness), 1 + brightness)\n            transforms.append(tvf.Lambda(lambda img: F.adjust_brightness(img, brightness_factor)))\n\n        if contrast > 0:\n            contrast_factor = np.random.uniform(max(0, 1 - contrast), 1 + contrast)\n            transforms.append(tvf.Lambda(lambda img: F.adjust_contrast(img, contrast_factor)))\n\n        if saturation > 0:\n            saturation_factor = np.random.uniform(max(0, 1 - saturation), 1 + saturation)\n            transforms.append(tvf.Lambda(lambda img: F.adjust_saturation(img, saturation_factor)))\n\n        if hue > 0:\n            hue_factor = np.random.uniform(-hue, hue)\n            transforms.append(tvf.Lambda(lambda img: F.adjust_hue(img, hue_factor)))\n\n        # print('colorjitter: ', brightness_factor, contrast_factor, saturation_factor, hue_factor) # to debug random seed\n\n        np.random.shuffle(transforms)\n        transform = tvf.Compose(transforms)\n\n        return transform\n\n    def _transform(self, img):\n        transform = self.get_params(self.brightness, self.contrast, self.saturation, self.hue)\n        return transform(img)\n\n\n\nif __name__ == '__main__':\n    import argparse\n    parser = argparse.ArgumentParser(\"Script to try out and visualize transformations\")\n    parser.add_argument('--img', type=str, default='imgs/test.png', help='input image')\n    parser.add_argument('--trfs', type=str, required=True, help='list of transformations')\n    parser.add_argument('--layout', type=int, nargs=2, default=(3,3), help='nb of rows,cols')\n    args = parser.parse_args()\n    \n    import os\n    args.img = args.img.replace('$HERE',os.path.dirname(__file__))\n    img = Image.open(args.img)\n    img = dict(img=img)\n    \n    trfs = instanciate_transformation(args.trfs)\n    \n    from matplotlib import pyplot as pl\n    pl.ion()\n    pl.subplots_adjust(0,0,1,1)\n    \n    nr,nc = args.layout\n    \n    while True:\n        for j in range(nr):\n            for i in range(nc):\n                pl.subplot(nr,nc,i+j*nc+1)\n                if i==j==0:\n                    img2 = img\n                else:\n                    img2 = trfs(img.copy())\n                if isinstance(img2, dict):\n                    img2 = img2['img']\n                pl.imshow(img2)\n                pl.xlabel(\"%d x %d\" % img2.size)\n                pl.xticks(())\n                pl.yticks(())\n        pdb.set_trace()\n    \n\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/r2d2/tools/transforms_tools.py",
    "content": "# Copyright 2019-present NAVER Corp.\n# CC BY-NC-SA 3.0\n# Available only for non-commercial use\n\nimport pdb\nimport numpy as np\nfrom PIL import Image, ImageOps, ImageEnhance\n\n\nclass DummyImg:\n    ''' This class is a dummy image only defined by its size.\n    '''\n    def __init__(self, size):\n        self.size = size\n        \n    def resize(self, size, *args, **kwargs):\n        return DummyImg(size)\n        \n    def expand(self, border):\n        w, h = self.size\n        if isinstance(border, int):\n            size = (w+2*border, h+2*border)\n        else:\n            l,t,r,b = border\n            size = (w+l+r, h+t+b)\n        return DummyImg(size)\n\n    def crop(self, border):\n        w, h = self.size\n        l,t,r,b = border\n        assert 0 <= l <= r <= w\n        assert 0 <= t <= b <= h\n        size = (r-l, b-t)\n        return DummyImg(size)\n    \n    def rotate(self, angle):\n        raise NotImplementedError\n\n    def transform(self, size, *args, **kwargs):\n        return DummyImg(size)\n\n\ndef grab_img( img_and_label ):\n    ''' Called to extract the image from an img_and_label input\n    (a dictionary). Also compatible with old-style PIL images.\n    '''\n    if isinstance(img_and_label, dict):\n        # if input is a dictionary, then\n        # it must contains the img or its size.\n        try:\n            return img_and_label['img']\n        except KeyError:\n            return DummyImg(img_and_label['imsize'])\n            \n    else:\n        # or it must be the img directly\n        return img_and_label\n\n\ndef update_img_and_labels(img_and_label, img, persp=None):\n    ''' Called to update the img_and_label\n    '''\n    if isinstance(img_and_label, dict):\n        img_and_label['img'] = img\n        img_and_label['imsize'] = img.size\n\n        if persp:\n            if 'persp' not in img_and_label:\n                img_and_label['persp'] = (1,0,0,0,1,0,0,0)\n            img_and_label['persp'] = persp_mul(persp, img_and_label['persp'])\n        \n        return img_and_label\n        \n    else:\n        # or it must be the img directly\n        return img\n\n\ndef rand_log_uniform(a, b):\n    return np.exp(np.random.uniform(np.log(a),np.log(b)))\n\n\ndef translate(tx, ty):\n    return (1,0,tx,\n            0,1,ty,\n            0,0)\n\ndef rotate(angle):\n    return (np.cos(angle),-np.sin(angle), 0,\n            np.sin(angle), np.cos(angle), 0,\n            0, 0)\n\n\ndef persp_mul(mat, mat2):\n    ''' homography (perspective) multiplication.\n    mat: 8-tuple (homography transform)\n    mat2: 8-tuple (homography transform) or 2-tuple (point)\n    '''\n    assert isinstance(mat, tuple)\n    assert isinstance(mat2, tuple)\n\n    mat = np.float32(mat+(1,)).reshape(3,3)\n    mat2 = np.array(mat2+(1,)).reshape(3,3)\n    res = np.dot(mat, mat2)\n    return tuple((res/res[2,2]).ravel()[:8])\n\n\ndef persp_apply(mat, pts):\n    ''' homography (perspective) transformation.\n    mat: 8-tuple (homography transform)\n    pts: numpy array\n    '''\n    assert isinstance(mat, tuple)\n    assert isinstance(pts, np.ndarray)\n    assert pts.shape[-1] == 2\n    mat = np.float32(mat+(1,)).reshape(3,3)\n\n    if pts.ndim == 1:\n        pt = np.dot(pts, mat[:,:2].T).ravel() + mat[:,2]\n        pt /= pt[2] # homogeneous coordinates\n        return tuple(pt[:2])\n    else:\n        pt = np.dot(pts, mat[:,:2].T) + mat[:,2]\n        pt[:,:2] /= pt[:,2:3] # homogeneous coordinates\n        return pt[:,:2]\n\n\ndef is_pil_image(img):\n    return isinstance(img, Image.Image)\n\n\ndef adjust_brightness(img, brightness_factor):\n    \"\"\"Adjust brightness of an Image.\n    Args:\n    img (PIL Image): PIL Image to be adjusted.\n    brightness_factor (float):  How much to adjust the brightness. Can be\n    any non negative number. 0 gives a black image, 1 gives the\n    original image while 2 increases the brightness by a factor of 2.\n    Returns:\n    PIL Image: Brightness adjusted image.\n    Copied from https://github.com/pytorch in torchvision/transforms/functional.py\n    \"\"\"\n    if not is_pil_image(img):\n        raise TypeError('img should be PIL Image. Got {}'.format(type(img)))\n\n    enhancer = ImageEnhance.Brightness(img)\n    img = enhancer.enhance(brightness_factor)\n    return img\n\n\ndef adjust_contrast(img, contrast_factor):\n    \"\"\"Adjust contrast of an Image.\n    Args:\n    img (PIL Image): PIL Image to be adjusted.\n    contrast_factor (float): How much to adjust the contrast. Can be any\n    non negative number. 0 gives a solid gray image, 1 gives the\n    original image while 2 increases the contrast by a factor of 2.\n    Returns:\n    PIL Image: Contrast adjusted image.\n    Copied from https://github.com/pytorch in torchvision/transforms/functional.py\n    \"\"\"\n    if not is_pil_image(img):\n        raise TypeError('img should be PIL Image. Got {}'.format(type(img)))\n\n    enhancer = ImageEnhance.Contrast(img)\n    img = enhancer.enhance(contrast_factor)\n    return img\n\n\ndef adjust_saturation(img, saturation_factor):\n    \"\"\"Adjust color saturation of an image.\n    Args:\n    img (PIL Image): PIL Image to be adjusted.\n    saturation_factor (float):  How much to adjust the saturation. 0 will\n    give a black and white image, 1 will give the original image while\n    2 will enhance the saturation by a factor of 2.\n    Returns:\n    PIL Image: Saturation adjusted image.\n    Copied from https://github.com/pytorch in torchvision/transforms/functional.py\n    \"\"\"\n    if not is_pil_image(img):\n        raise TypeError('img should be PIL Image. Got {}'.format(type(img)))\n\n    enhancer = ImageEnhance.Color(img)\n    img = enhancer.enhance(saturation_factor)\n    return img\n\n\ndef adjust_hue(img, hue_factor):\n    \"\"\"Adjust hue of an image.\n    The image hue is adjusted by converting the image to HSV and\n    cyclically shifting the intensities in the hue channel (H).\n    The image is then converted back to original image mode.\n    `hue_factor` is the amount of shift in H channel and must be in the\n    interval `[-0.5, 0.5]`.\n    See https://en.wikipedia.org/wiki/Hue for more details on Hue.\n    Args:\n    img (PIL Image): PIL Image to be adjusted.\n    hue_factor (float):  How much to shift the hue channel. Should be in\n    [-0.5, 0.5]. 0.5 and -0.5 give complete reversal of hue channel in\n    HSV space in positive and negative direction respectively.\n    0 means no shift. Therefore, both -0.5 and 0.5 will give an image\n    with complementary colors while 0 gives the original image.\n    Returns:\n    PIL Image: Hue adjusted image.\n    Copied from https://github.com/pytorch in torchvision/transforms/functional.py\n    \"\"\"\n    if not(-0.5 <= hue_factor <= 0.5):\n        raise ValueError('hue_factor is not in [-0.5, 0.5].'.format(hue_factor))\n\n    if not is_pil_image(img):\n        raise TypeError('img should be PIL Image. Got {}'.format(type(img)))\n\n    input_mode = img.mode\n    if input_mode in {'L', '1', 'I', 'F'}:\n        return img\n\n    h, s, v = img.convert('HSV').split()\n\n    np_h = np.array(h, dtype=np.uint8)\n    # uint8 addition take cares of rotation across boundaries\n    with np.errstate(over='ignore'):\n        np_h += np.uint8(hue_factor * 255)\n        h = Image.fromarray(np_h, 'L')\n\n    img = Image.merge('HSV', (h, s, v)).convert(input_mode)\n    return img\n\n\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/r2d2/tools/viz.py",
    "content": "# Copyright 2019-present NAVER Corp.\n# CC BY-NC-SA 3.0\n# Available only for non-commercial use\n\nimport pdb\nimport numpy as np\nimport matplotlib.pyplot as pl\n\n\ndef make_colorwheel():\n    '''\n    Generates a color wheel for optical flow visualization as presented in:\n        Baker et al. \"A Database and Evaluation Methodology for Optical Flow\" (ICCV, 2007)\n        URL: http://vision.middlebury.edu/flow/flowEval-iccv07.pdf\n    According to the C++ source code of Daniel Scharstein\n    According to the Matlab source code of Deqing Sun\n    \n    Copied from https://github.com/tomrunia/OpticalFlow_Visualization/blob/master/flow_vis.py\n    Copyright (c) 2018 Tom Runia\n    '''\n\n    RY = 15\n    YG = 6\n    GC = 4\n    CB = 11\n    BM = 13\n    MR = 6\n\n    ncols = RY + YG + GC + CB + BM + MR\n    colorwheel = np.zeros((ncols, 3))\n    col = 0\n\n    # RY\n    colorwheel[0:RY, 0] = 255\n    colorwheel[0:RY, 1] = np.floor(255*np.arange(0,RY)/RY)\n    col = col+RY\n    # YG\n    colorwheel[col:col+YG, 0] = 255 - np.floor(255*np.arange(0,YG)/YG)\n    colorwheel[col:col+YG, 1] = 255\n    col = col+YG\n    # GC\n    colorwheel[col:col+GC, 1] = 255\n    colorwheel[col:col+GC, 2] = np.floor(255*np.arange(0,GC)/GC)\n    col = col+GC\n    # CB\n    colorwheel[col:col+CB, 1] = 255 - np.floor(255*np.arange(CB)/CB)\n    colorwheel[col:col+CB, 2] = 255\n    col = col+CB\n    # BM\n    colorwheel[col:col+BM, 2] = 255\n    colorwheel[col:col+BM, 0] = np.floor(255*np.arange(0,BM)/BM)\n    col = col+BM\n    # MR\n    colorwheel[col:col+MR, 2] = 255 - np.floor(255*np.arange(MR)/MR)\n    colorwheel[col:col+MR, 0] = 255\n    return colorwheel\n\n\ndef flow_compute_color(u, v, convert_to_bgr=False):\n    '''\n    Applies the flow color wheel to (possibly clipped) flow components u and v.\n    According to the C++ source code of Daniel Scharstein\n    According to the Matlab source code of Deqing Sun\n    :param u: np.ndarray, input horizontal flow\n    :param v: np.ndarray, input vertical flow\n    :param convert_to_bgr: bool, whether to change ordering and output BGR instead of RGB\n    :return:\n    \n    Copied from https://github.com/tomrunia/OpticalFlow_Visualization/blob/master/flow_vis.py\n    Copyright (c) 2018 Tom Runia\n    '''\n\n    flow_image = np.zeros((u.shape[0], u.shape[1], 3), np.uint8)\n\n    colorwheel = make_colorwheel()  # shape [55x3]\n    ncols = colorwheel.shape[0]\n\n    rad = np.sqrt(np.square(u) + np.square(v))\n    a = np.arctan2(-v, -u)/np.pi\n\n    fk = (a+1) / 2*(ncols-1)\n    k0 = np.floor(fk).astype(np.int32)\n    k1 = k0 + 1\n    k1[k1 == ncols] = 0\n    f = fk - k0\n\n    for i in range(colorwheel.shape[1]):\n\n        tmp = colorwheel[:,i]\n        col0 = tmp[k0] / 255.0\n        col1 = tmp[k1] / 255.0\n        col = (1-f)*col0 + f*col1\n\n        idx = (rad <= 1)\n        col[idx]  = 1 - rad[idx] * (1-col[idx])\n        col[~idx] = col[~idx] * 0.75   # out of range?\n\n        # Note the 2-i => BGR instead of RGB\n        ch_idx = 2-i if convert_to_bgr else i\n        flow_image[:,:,ch_idx] = np.floor(255 * col)\n\n    return flow_image\n\n\ndef flow_to_color(flow_uv, clip_flow=None, convert_to_bgr=False):\n    '''\n    Expects a two dimensional flow image of shape [H,W,2]\n    According to the C++ source code of Daniel Scharstein\n    According to the Matlab source code of Deqing Sun\n    :param flow_uv: np.ndarray of shape [H,W,2]\n    :param clip_flow: float, maximum clipping value for flow\n    :return:\n    \n    Copied from https://github.com/tomrunia/OpticalFlow_Visualization/blob/master/flow_vis.py\n    Copyright (c) 2018 Tom Runia\n    '''\n\n    assert flow_uv.ndim == 3, 'input flow must have three dimensions'\n    assert flow_uv.shape[2] == 2, 'input flow must have shape [H,W,2]'\n\n    if clip_flow is not None:\n        flow_uv = np.clip(flow_uv, 0, clip_flow)\n\n    u = flow_uv[:,:,0]\n    v = flow_uv[:,:,1]\n\n    rad = np.sqrt(np.square(u) + np.square(v))\n    rad_max = np.max(rad)\n\n    epsilon = 1e-5\n    u = u / (rad_max + epsilon)\n    v = v / (rad_max + epsilon)\n\n    return flow_compute_color(u, v, convert_to_bgr)\n\n\n\ndef show_flow( img0, img1, flow, mask=None ):\n    img0 = np.asarray(img0)\n    img1 = np.asarray(img1)\n    if mask is None: mask = 1\n    mask = np.asarray(mask)\n    if mask.ndim == 2: mask = mask[:,:,None]\n    assert flow.ndim == 3\n    assert flow.shape[:2] == img0.shape[:2] and flow.shape[2] == 2\n    \n    def noticks():\n      pl.xticks([])\n      pl.yticks([])\n    fig = pl.figure(\"showing correspondences\")\n    ax1 = pl.subplot(221)\n    ax1.numaxis = 0\n    pl.imshow(img0*mask)\n    noticks()\n    ax2 = pl.subplot(222)\n    ax2.numaxis = 1\n    pl.imshow(img1)\n    noticks()\n    \n    ax = pl.subplot(212)\n    ax.numaxis = 0\n    flow_img = flow_to_color(np.where(np.isnan(flow), 0, flow))\n    pl.imshow(flow_img * mask)\n    noticks()\n    \n    pl.subplots_adjust(0.01, 0.01, 0.99, 0.99, wspace=0.02, hspace=0.02)\n    \n    def motion_notify_callback(event):\n      if event.inaxes is None: return\n      x,y = event.xdata, event.ydata\n      ax1.lines = []\n      ax2.lines = []\n      try:\n        x,y = int(x+0.5), int(y+0.5)\n        ax1.plot(x,y,'+',ms=10,mew=2,color='blue',scalex=False,scaley=False)\n        x,y = flow[y,x] + (x,y)\n        ax2.plot(x,y,'+',ms=10,mew=2,color='red',scalex=False,scaley=False)\n        # we redraw only the concerned axes\n        renderer = fig.canvas.get_renderer()\n        ax1.draw(renderer)\n        ax2.draw(renderer)\n        fig.canvas.blit(ax1.bbox)\n        fig.canvas.blit(ax2.bbox)\n      except IndexError:\n        return\n  \n    cid_move = fig.canvas.mpl_connect('motion_notify_event',motion_notify_callback)\n    print(\"Move your mouse over the images to show matches (ctrl-C to quit)\")\n    pl.show()\n\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/r2d2/train.py",
    "content": "# Copyright 2019-present NAVER Corp.\n# CC BY-NC-SA 3.0\n# Available only for non-commercial use\n\nimport os, pdb\nimport torch\nimport torch.optim as optim\n\nfrom tools import common, trainer\nfrom tools.dataloader import *\nfrom nets.patchnet import *\nfrom nets.losses import *\n\ndefault_net = \"Quad_L2Net_ConfCFS()\"\n\ntoy_db_debug = \"\"\"SyntheticPairDataset(\n    ImgFolder('imgs'), \n            'RandomScale(256,1024,can_upscale=True)', \n            'RandomTilting(0.5), PixelNoise(25)')\"\"\"\n\ndb_web_images = \"\"\"SyntheticPairDataset(\n    web_images, \n        'RandomScale(256,1024,can_upscale=True)',\n        'RandomTilting(0.5), PixelNoise(25)')\"\"\"\n\ndb_aachen_images = \"\"\"SyntheticPairDataset(\n    aachen_db_images, \n        'RandomScale(256,1024,can_upscale=True)', \n        'RandomTilting(0.5), PixelNoise(25)')\"\"\"\n\ndb_aachen_style_transfer = \"\"\"TransformedPairs(\n    aachen_style_transfer_pairs,\n            'RandomScale(256,1024,can_upscale=True), RandomTilting(0.5), PixelNoise(25)')\"\"\"\n\ndb_aachen_flow = \"aachen_flow_pairs\"\n\ndata_sources = dict(\n    D = toy_db_debug,\n    W = db_web_images,\n    A = db_aachen_images,\n    F = db_aachen_flow,\n    S = db_aachen_style_transfer,\n    )\n\ndefault_dataloader = \"\"\"PairLoader(CatPairDataset(`data`),\n    scale   = 'RandomScale(256,1024,can_upscale=True)',\n    distort = 'ColorJitter(0.2,0.2,0.2,0.1)',\n    crop    = 'RandomCrop(192)')\"\"\"\n\ndefault_sampler = \"\"\"NghSampler2(ngh=7, subq=-8, subd=1, pos_d=3, neg_d=5, border=16,\n                            subd_neg=-8,maxpool_pos=True)\"\"\"\n\ndefault_loss = \"\"\"MultiLoss(\n        1, ReliabilityLoss(`sampler`, base=0.5, nq=20),\n        1, CosimLoss(N=`N`),\n        1, PeakyLoss(N=`N`))\"\"\"\n\n\nclass MyTrainer(trainer.Trainer):\n    \"\"\" This class implements the network training.\n        Below is the function I need to overload to explain how to do the backprop.\n    \"\"\"\n    def forward_backward(self, inputs):\n        output = self.net(imgs=[inputs.pop('img1'),inputs.pop('img2')])\n        allvars = dict(inputs, **output)\n        loss, details = self.loss_func(**allvars)\n        if torch.is_grad_enabled(): loss.backward()\n        return loss, details\n\n\n\nif __name__ == '__main__':\n    import argparse\n    parser = argparse.ArgumentParser(\"Train R2D2\")\n\n    parser.add_argument(\"--data-loader\", type=str, default=default_dataloader)\n    parser.add_argument(\"--train-data\", type=str, default=list('WASF'), nargs='+', \n        choices = set(data_sources.keys()))\n    parser.add_argument(\"--net\", type=str, default=default_net, help='network architecture')\n\n    parser.add_argument(\"--pretrained\", type=str, default=\"\", help='pretrained model path')\n    parser.add_argument(\"--save-path\", type=str, required=True, help='model save_path path')\n    \n    parser.add_argument(\"--loss\", type=str, default=default_loss, help=\"loss function\")\n    parser.add_argument(\"--sampler\", type=str, default=default_sampler, help=\"AP sampler\")\n    parser.add_argument(\"--N\", type=int, default=16, help=\"patch size for repeatability\")\n\n    parser.add_argument(\"--epochs\", type=int, default=25, help='number of training epochs')\n    parser.add_argument(\"--batch-size\", \"--bs\", type=int, default=8, help=\"batch size\")\n    parser.add_argument(\"--learning-rate\", \"--lr\", type=str, default=1e-4)\n    parser.add_argument(\"--weight-decay\", \"--wd\", type=float, default=5e-4)\n    \n    parser.add_argument(\"--threads\", type=int, default=8, help='number of worker threads')\n    parser.add_argument(\"--gpu\", type=int, nargs='+', default=[0], help='-1 for CPU')\n    \n    args = parser.parse_args()\n    \n    iscuda = common.torch_set_gpu(args.gpu)\n    common.mkdir_for(args.save_path)\n\n    # Create data loader\n    from datasets import *\n    db = [data_sources[key] for key in args.train_data]\n    db = eval(args.data_loader.replace('`data`',','.join(db)).replace('\\n',''))\n    print(\"Training image database =\", db)\n    loader = threaded_loader(db, iscuda, args.threads, args.batch_size, shuffle=True)\n\n    # create network\n    print(\"\\n>> Creating net = \" + args.net) \n    net = eval(args.net)\n    print(f\" ( Model size: {common.model_size(net)/1000:.0f}K parameters )\")\n\n    # initialization\n    if args.pretrained:\n        checkpoint = torch.load(args.pretrained, lambda a,b:a)\n        net.load_pretrained(checkpoint['state_dict'])\n        \n    # create losses\n    loss = args.loss.replace('`sampler`',args.sampler).replace('`N`',str(args.N))\n    print(\"\\n>> Creating loss = \" + loss)\n    loss = eval(loss.replace('\\n',''))\n    \n    # create optimizer\n    optimizer = optim.Adam( [p for p in net.parameters() if p.requires_grad], \n                            lr=args.learning_rate, weight_decay=args.weight_decay)\n\n    train = MyTrainer(net, loader, loss, optimizer)\n    if iscuda: train = train.cuda()\n\n    # Training loop #\n    for epoch in range(args.epochs):\n        print(f\"\\n>> Starting epoch {epoch}...\")\n        train()\n\n    print(f\"\\n>> Saving model to {args.save_path}\")\n    torch.save({'net': args.net, 'state_dict': net.state_dict()}, args.save_path)\n\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/Hierarchical-Localization/third_party/r2d2/viz_heatmaps.py",
    "content": "import pdb\nimport os\nimport sys\nimport tqdm\n\nimport numpy as np\nimport torch\n\nfrom PIL import Image\nfrom matplotlib import pyplot as pl; pl.ion()\nfrom scipy.ndimage import uniform_filter\nsmooth = lambda arr: uniform_filter(arr, 3)\n\ndef transparent(img, alpha, cmap, **kw):\n    from matplotlib.colors import Normalize\n    colored_img = cmap(Normalize(clip=True,**kw)(img))\n    colored_img[:,:,-1] = alpha\n    return colored_img\n\nfrom tools import common\nfrom tools.dataloader import norm_RGB\nfrom nets.patchnet import *\nfrom extract import NonMaxSuppression\n\n\nif __name__ == '__main__':\n    import argparse\n    parser = argparse.ArgumentParser(\"Visualize the patch detector and descriptor\")\n    \n    parser.add_argument(\"--img\", type=str, default=\"imgs/brooklyn.png\")\n    parser.add_argument(\"--resize\", type=int, default=512)\n    parser.add_argument(\"--out\", type=str, default=\"viz.png\")\n\n    parser.add_argument(\"--checkpoint\", type=str, required=True, help='network path')\n    parser.add_argument(\"--net\", type=str, default=\"\", help='network command')\n\n    parser.add_argument(\"--max-kpts\", type=int, default=200)\n    parser.add_argument(\"--reliability-thr\", type=float, default=0.8)\n    parser.add_argument(\"--repeatability-thr\", type=float, default=0.7)\n    parser.add_argument(\"--border\", type=int, default=20,help='rm keypoints close to border')\n\n    parser.add_argument(\"--gpu\", type=int, nargs='+', required=True, help='-1 for CPU')\n    parser.add_argument(\"--dbg\", type=str, nargs='+', default=(), help='debug options')\n    \n    args = parser.parse_args()\n    args.dbg = set(args.dbg)\n    \n    iscuda = common.torch_set_gpu(args.gpu)\n    device = torch.device('cuda' if iscuda else 'cpu')\n\n    # create network\n    checkpoint = torch.load(args.checkpoint, lambda a,b:a)\n    args.net = args.net or checkpoint['net']\n    print(\"\\n>> Creating net = \" + args.net) \n    net = eval(args.net)\n    net.load_state_dict({k.replace('module.',''):v for k,v in checkpoint['state_dict'].items()})\n    if iscuda: net = net.cuda()\n    print(f\" ( Model size: {common.model_size(net)/1000:.0f}K parameters )\")\n\n    img = Image.open(args.img).convert('RGB')\n    if args.resize: img.thumbnail((args.resize,args.resize))\n    img = np.asarray(img)\n        \n    detector = NonMaxSuppression(\n        rel_thr = args.reliability_thr, \n        rep_thr = args.repeatability_thr)\n\n    with torch.no_grad():\n        print(\">> computing features...\")\n        res = net(imgs=[norm_RGB(img).unsqueeze(0).to(device)])\n        rela = res.get('reliability')\n        repe = res.get('repeatability')\n        kpts = detector(**res).T[:,[1,0]]\n        kpts = kpts[repe[0][0,0][kpts[:,1],kpts[:,0]].argsort()[-args.max_kpts:]]\n\n    fig = pl.figure(\"viz\")\n    kw = dict(cmap=pl.cm.RdYlGn, vmax=1)\n    crop = (slice(args.border,-args.border or 1),)*2\n    \n    if 'reliability' in args.dbg:\n    \n        ax1 = pl.subplot(131)\n        pl.imshow(img[crop], cmap=pl.cm.gray)\n        pl.xticks(()); pl.yticks(())\n\n        pl.subplot(132)\n        pl.imshow(img[crop], cmap=pl.cm.gray, alpha=0)\n        pl.xticks(()); pl.yticks(())\n\n        x,y = kpts[:,0:2].cpu().numpy().T - args.border\n        pl.plot(x,y,'+',c=(0,1,0),ms=10, scalex=0, scaley=0)\n\n        ax1 = pl.subplot(133)\n        rela = rela[0][0,0].cpu().numpy()\n        pl.imshow(rela[crop], cmap=pl.cm.RdYlGn, vmax=1, vmin=0.9)\n        pl.xticks(()); pl.yticks(())\n\n    else:\n        ax1 = pl.subplot(131)\n        pl.imshow(img[crop], cmap=pl.cm.gray)\n        pl.xticks(()); pl.yticks(())\n\n        x,y = kpts[:,0:2].cpu().numpy().T - args.border\n        pl.plot(x,y,'+',c=(0,1,0),ms=10, scalex=0, scaley=0)\n\n        pl.subplot(132)\n        pl.imshow(img[crop], cmap=pl.cm.gray)\n        pl.xticks(()); pl.yticks(())\n        c = repe[0][0,0].cpu().numpy()\n        pl.imshow(transparent(smooth(c)[crop], 0.5, vmin=0, **kw))\n\n        ax1 = pl.subplot(133)\n        pl.imshow(img[crop], cmap=pl.cm.gray)\n        pl.xticks(()); pl.yticks(())\n        rela = rela[0][0,0].cpu().numpy()\n        pl.imshow(transparent(rela[crop], 0.5, vmin=0.9, **kw))\n\n    pl.gcf().set_size_inches(9, 2.73)\n    pl.subplots_adjust(0.01,0.01,0.99,0.99,hspace=0.1)\n    pl.savefig(args.out)\n    pdb.set_trace()\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/.gitignore",
    "content": ".vscode/\n__pycache__/\n*.egg-info\n*.pyc\n*.DS_Store\n*.swp\n*.pth\ntmp.*\n*/.ipynb_checkpoints/*\n\nlogs/\nweights/\ndump/\ndemo/*.mp4\ndemo/demo_images/\nsrc/loftr/utils/superglue.py\ndemo/utils.py\n\nnotebooks/QccDayNight.ipynb\nnotebooks/westlake.ipynb\nassets/westlake\nassets/qcc_pairs.txt\nconfigs/.petrel*\ntools/draw_QccDayNights.py\n\nscripts/slurm/\nscripts/sbatch_submit.sh\nsrc/utils/client.py\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/.gitmodules",
    "content": "[submodule \"third_party/SuperGluePretrainedNetwork\"]\n\tpath = third_party/SuperGluePretrainedNetwork\n\turl = https://github.com/magicleap/SuperGluePretrainedNetwork.git"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/LICENSE",
    "content": "\n                                 Apache License\n                           Version 2.0, January 2004\n                        http://www.apache.org/licenses/\n\n   TERMS AND CONDITIONS FOR USE, REPRODUCTION, AND DISTRIBUTION\n\n   1. Definitions.\n\n      \"License\" shall mean the terms and conditions for use, reproduction,\n      and distribution as defined by Sections 1 through 9 of this document.\n\n      \"Licensor\" shall mean the copyright owner or entity authorized by\n      the copyright owner that is granting the License.\n\n      \"Legal Entity\" shall mean the union of the acting entity and all\n      other entities that control, are controlled by, or are under common\n      control with that entity. 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  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/README.md",
    "content": "# LoFTR: Detector-Free Local Feature Matching with Transformers\n### [Project Page](https://zju3dv.github.io/loftr) | [Paper](https://arxiv.org/pdf/2104.00680.pdf)\n<br/>\n\n> LoFTR: Detector-Free Local Feature Matching with Transformers  \n> [Jiaming Sun](https://jiamingsun.ml)<sup>\\*</sup>, [Zehong Shen](https://zehongs.github.io/)<sup>\\*</sup>, [Yu'ang Wang](https://github.com/angshine)<sup>\\*</sup>, [Hujun Bao](http://www.cad.zju.edu.cn/home/bao/), [Xiaowei Zhou](http://www.cad.zju.edu.cn/home/xzhou/)  \n> CVPR 2021\n\n![demo_vid](assets/loftr-github-demo.gif)\n\n## TODO List and ETA\n- [x] Inference code and pretrained models (DS and OT) (2021-4-7)\n- [x] Code for reproducing the test-set results (2021-4-7)\n- [x] Webcam demo to reproduce the result shown in the GIF above (2021-4-13)\n- [x] Training code and training data preparation (expected 2021-6-10)\n\nDiscussions about the paper are welcomed in the [discussion panel](https://github.com/zju3dv/LoFTR/discussions).\n\n:triangular_flag_on_post: **Updates**\n- Check out [QuadTreeAttention](https://github.com/Tangshitao/QuadTreeAttention), a new attention machanism that improves the efficiency and performance of LoFTR with less demanding GPU requirements for training.\n- :white_check_mark: Integrated to [Huggingface Spaces](https://huggingface.co/spaces) with [Gradio](https://github.com/gradio-app/gradio). See [Gradio Web Demo](https://huggingface.co/spaces/akhaliq/Kornia-LoFTR)\n## Colab demo\nWant to run LoFTR with custom image pairs without configuring your own GPU environment? Try the Colab demo:\n[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/drive/1BgNIOjFHauFoNB95LGesHBIjioX74USW?usp=sharing)\n\n## Installation\n```shell\n# For full pytorch-lightning trainer features (recommended)\nconda env create -f environment.yaml\nconda activate loftr\n\n# For the LoFTR matcher only\npip install torch einops yacs kornia\n```\n\nWe provide the [download link](https://drive.google.com/drive/folders/1DOcOPZb3-5cWxLqn256AhwUVjBPifhuf?usp=sharing) to \n  - the scannet-1500-testset (~1GB).\n  - the megadepth-1500-testset (~600MB).\n  - 4 pretrained models of indoor-ds, indoor-ot, outdoor-ds and outdoor-ot (each ~45MB).\n\nBy now, the environment is all set and the LoFTR-DS model is ready to go! \nIf you want to run LoFTR-OT, some extra steps are needed:\n\n<details>\n  <summary>[Requirements for LoFTR-OT]</summary>\n\n  We use the code from [SuperGluePretrainedNetwork](https://github.com/magicleap/SuperGluePretrainedNetwork) for optimal transport. However, we can't provide the code directly due its strict LICENSE requirements. We recommend downloading it with the following command instead. \n\n  ```shell\n  cd src/loftr/utils  \n  wget https://raw.githubusercontent.com/magicleap/SuperGluePretrainedNetwork/master/models/superglue.py \n  ```\n</details>\n\n\n## Run LoFTR demos\n\n### Match image pairs with LoFTR\n\n<details>\n  <summary>[code snippets]</summary>\n\n  ```python\n  from src.loftr import LoFTR, default_cfg\n\n  # Initialize LoFTR\n  matcher = LoFTR(config=default_cfg)\n  matcher.load_state_dict(torch.load(\"weights/indoor_ds.ckpt\")['state_dict'])\n  matcher = matcher.eval().cuda()\n\n  # Inference\n  with torch.no_grad():\n      matcher(batch)    # batch = {'image0': img0, 'image1': img1}\n      mkpts0 = batch['mkpts0_f'].cpu().numpy()\n      mkpts1 = batch['mkpts1_f'].cpu().numpy()\n  ```\n\n</details>\n\nAn example is given in `notebooks/demo_single_pair.ipynb`.\n\n### Online demo\nRun the online demo with a webcam or video to reproduce the result shown in the GIF above.\n```bash\ncd demo\n./run_demo.sh\n```\n<details>\n  <summary>[run_demo.sh]</summary>\n\n  ```bash\n  #!/bin/bash\n  set -e\n  # set -x\n\n  if [ ! -f utils.py ]; then\n      echo \"Downloading utils.py from the SuperGlue repo.\"\n      echo \"We cannot provide this file directly due to its strict licence.\"\n      wget https://raw.githubusercontent.com/magicleap/SuperGluePretrainedNetwork/master/models/utils.py\n  fi\n\n  # Use webcam 0 as input source. \n  input=0\n  # or use a pre-recorded video given the path.\n  # input=/home/sunjiaming/Downloads/scannet_test/$scene_name.mp4\n\n  # Toggle indoor/outdoor model here.\n  model_ckpt=../weights/indoor_ds.ckpt\n  # model_ckpt=../weights/outdoor_ds.ckpt\n\n  # Optionally assign the GPU ID.\n  # export CUDA_VISIBLE_DEVICES=0\n\n  echo \"Running LoFTR demo..\"\n  eval \"$(conda shell.bash hook)\"\n  conda activate loftr\n  python demo_loftr.py --weight $model_ckpt --input $input\n  # To save the input video and output match visualizations.\n  # python demo_loftr.py --weight $model_ckpt --input $input --save_video --save_input\n\n  # Running on remote GPU servers with no GUI.\n  # Save images first.\n  # python demo_loftr.py --weight $model_ckpt --input $input --no_display --output_dir=\"./demo_images/\"\n  # Then convert them to a video.\n  # ffmpeg -framerate 15 -pattern_type glob -i '*.png' -c:v libx264 -r 30 -pix_fmt yuv420p out.mp4\n\n  ```\n</details>\n\n### Reproduce the testing results with pytorch-lightning\nYou need to setup the testing subsets of ScanNet and MegaDepth first. We create symlinks from the previously downloaded datasets to `data/{{dataset}}/test`.\n\n```shell\n# set up symlinks\nln -s /path/to/scannet-1500-testset/* /path/to/LoFTR/data/scannet/test\nln -s /path/to/megadepth-1500-testset/* /path/to/LoFTR/data/megadepth/test\n```\n\n```shell\nconda activate loftr\n# with shell script\nbash ./scripts/reproduce_test/indoor_ds.sh\n\n# or\npython test.py configs/data/scannet_test_1500.py configs/loftr/loftr_ds.py --ckpt_path weights/indoor_ds.ckpt --profiler_name inference --gpus=1 --accelerator=\"ddp\"\n```\n\nFor visualizing the results, please refer to `notebooks/visualize_dump_results.ipynb`.\n\n<br/>\n\n\n<!-- ### Image pair info for training on ScanNet\nYou can download the data at [here](https://drive.google.com/file/d/1fC2BezUSsSQy7_H65A0ZfrYK0RB3TXXj/view?usp=sharing).\n\n<details>\n  <summary>[data format]</summary>\n\n```python\nIn [14]: npz_path = './cfg_1513_-1_0.2_0.8_0.15/scene_data/train/scene0000_01.npz'\n\nIn [15]: data = np.load(npz_path)\n\nIn [16]: data['name']\nOut[16]:\narray([[   0,    1,  276,  567],\n       [   0,    1, 1147, 1170],\n       [   0,    1,  541, 5757],\n       ...,\n       [   0,    1, 5366, 5393],\n       [   0,    1, 2607, 5278],\n       [   0,    1,  736, 5844]], dtype=uint16)\n\nIn [17]: data['score']\nOut[17]: array([0.2903, 0.7715, 0.5986, ..., 0.7227, 0.5527, 0.4148], dtype=float16)\n\nIn [18]: len(data['name'])\nOut[18]: 1684276\n\nIn [19]: len(data['score'])\nOut[19]: 1684276\n```\n`data['name']` is the image pair info, organized as [`scene_id`, `seq_id`, `image0_id`, `image1_id`].\n\n`data['score']` is the overlapping score defined in [SuperGlue](https://arxiv.org/pdf/1911.11763) (Page 12).\n</details> -->\n\n\n## Training\nSee [Training LoFTR](./docs/TRAINING.md) for more details.\n\n## Citation\n\nIf you find this code useful for your research, please use the following BibTeX entry.\n\n```bibtex\n@article{sun2021loftr,\n  title={{LoFTR}: Detector-Free Local Feature Matching with Transformers},\n  author={Sun, Jiaming and Shen, Zehong and Wang, Yuang and Bao, Hujun and Zhou, Xiaowei},\n  journal={{CVPR}},\n  year={2021}\n}\n```\n\n## Copyright\nThis work is affiliated with ZJU-SenseTime Joint Lab of 3D Vision, and its intellectual property belongs to SenseTime Group Ltd.\n\n```\nCopyright SenseTime. All Rights Reserved.\n\nLicensed under the Apache License, Version 2.0 (the \"License\");\nyou may not use this file except in compliance with the License.\nYou may obtain a copy of the License at\n\n    http://www.apache.org/licenses/LICENSE-2.0\n\nUnless required by applicable law or agreed to in writing, software\ndistributed under the License is distributed on an \"AS IS\" BASIS,\nWITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\nSee the License for the specific language governing permissions and\nlimitations under the License.\n```\n\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/assets/megadepth_test_1500_scene_info/megadepth_test_1500.txt",
    "content": "0022_0.1_0.3\n0015_0.1_0.3\n0015_0.3_0.5\n0022_0.3_0.5\n0022_0.5_0.7"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/assets/scannet_test_1500/scannet_test.txt",
    "content": "test.npz"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/assets/scannet_test_1500/statistics.json",
    "content": "{\n    \"scene0707_00\": 15,\n    \"scene0708_00\": 15,\n    \"scene0709_00\": 15,\n    \"scene0710_00\": 15,\n    \"scene0711_00\": 15,\n    \"scene0712_00\": 15,\n    \"scene0713_00\": 15,\n    \"scene0714_00\": 15,\n    \"scene0715_00\": 15,\n    \"scene0716_00\": 15,\n    \"scene0717_00\": 15,\n    \"scene0718_00\": 15,\n    \"scene0719_00\": 15,\n    \"scene0720_00\": 15,\n    \"scene0721_00\": 15,\n    \"scene0722_00\": 15,\n    \"scene0723_00\": 15,\n    \"scene0724_00\": 15,\n    \"scene0725_00\": 15,\n    \"scene0726_00\": 15,\n    \"scene0727_00\": 15,\n    \"scene0728_00\": 15,\n    \"scene0729_00\": 15,\n    \"scene0730_00\": 15,\n    \"scene0731_00\": 15,\n    \"scene0732_00\": 15,\n    \"scene0733_00\": 15,\n    \"scene0734_00\": 15,\n    \"scene0735_00\": 15,\n    \"scene0736_00\": 15,\n    \"scene0737_00\": 15,\n    \"scene0738_00\": 15,\n    \"scene0739_00\": 15,\n    \"scene0740_00\": 15,\n    \"scene0741_00\": 15,\n    \"scene0742_00\": 15,\n    \"scene0743_00\": 15,\n    \"scene0744_00\": 15,\n    \"scene0745_00\": 15,\n    \"scene0746_00\": 15,\n    \"scene0747_00\": 15,\n    \"scene0748_00\": 15,\n    \"scene0749_00\": 15,\n    \"scene0750_00\": 15,\n    \"scene0751_00\": 15,\n    \"scene0752_00\": 15,\n    \"scene0753_00\": 15,\n    \"scene0754_00\": 15,\n    \"scene0755_00\": 15,\n    \"scene0756_00\": 15,\n    \"scene0757_00\": 15,\n    \"scene0758_00\": 15,\n    \"scene0759_00\": 15,\n    \"scene0760_00\": 15,\n    \"scene0761_00\": 15,\n    \"scene0762_00\": 15,\n    \"scene0763_00\": 15,\n    \"scene0764_00\": 15,\n    \"scene0765_00\": 15,\n    \"scene0766_00\": 15,\n    \"scene0767_00\": 15,\n    \"scene0768_00\": 15,\n    \"scene0769_00\": 15,\n    \"scene0770_00\": 15,\n    \"scene0771_00\": 15,\n    \"scene0772_00\": 15,\n    \"scene0773_00\": 15,\n    \"scene0774_00\": 15,\n    \"scene0775_00\": 15,\n    \"scene0776_00\": 15,\n    \"scene0777_00\": 15,\n    \"scene0778_00\": 15,\n    \"scene0779_00\": 15,\n    \"scene0780_00\": 15,\n    \"scene0781_00\": 15,\n    \"scene0782_00\": 15,\n    \"scene0783_00\": 15,\n    \"scene0784_00\": 15,\n    \"scene0785_00\": 15,\n    \"scene0786_00\": 15,\n    \"scene0787_00\": 15,\n    \"scene0788_00\": 15,\n    \"scene0789_00\": 15,\n    \"scene0790_00\": 15,\n    \"scene0791_00\": 15,\n    \"scene0792_00\": 15,\n    \"scene0793_00\": 15,\n    \"scene0794_00\": 15,\n    \"scene0795_00\": 15,\n    \"scene0796_00\": 15,\n    \"scene0797_00\": 15,\n    \"scene0798_00\": 15,\n    \"scene0799_00\": 15,\n    \"scene0800_00\": 15,\n    \"scene0801_00\": 15,\n    \"scene0802_00\": 15,\n    \"scene0803_00\": 15,\n    \"scene0804_00\": 15,\n    \"scene0805_00\": 15,\n    \"scene0806_00\": 15\n}"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/configs/loftr/indoor/buggy_pos_enc/loftr_ds.py",
    "content": "from loftr.config.default import _CN as cfg\n\ncfg.LOFTR.COARSE.TEMP_BUG_FIX = False\ncfg.LOFTR.MATCH_COARSE.MATCH_TYPE = 'dual_softmax'\n\ncfg.TRAINER.MSLR_MILESTONES = [3, 6, 9, 12, 17, 20, 23, 26, 29]\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/configs/loftr/indoor/buggy_pos_enc/loftr_ds_dense.py",
    "content": "from loftr.config.default import _CN as cfg\n\ncfg.LOFTR.COARSE.TEMP_BUG_FIX = False\ncfg.LOFTR.MATCH_COARSE.MATCH_TYPE = 'dual_softmax'\n\ncfg.LOFTR.MATCH_COARSE.SPARSE_SPVS = False\n\ncfg.TRAINER.MSLR_MILESTONES = [3, 6, 9, 12, 17, 20, 23, 26, 29]\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/configs/loftr/indoor/buggy_pos_enc/loftr_ot.py",
    "content": "from loftr.config.default import _CN as cfg\n\ncfg.LOFTR.COARSE.TEMP_BUG_FIX = False\ncfg.LOFTR.MATCH_COARSE.MATCH_TYPE = 'sinkhorn'\n\ncfg.TRAINER.MSLR_MILESTONES = [3, 6, 9, 12, 17, 20, 23, 26, 29]\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/configs/loftr/indoor/buggy_pos_enc/loftr_ot_dense.py",
    "content": "from loftr.config.default import _CN as cfg\n\ncfg.LOFTR.COARSE.TEMP_BUG_FIX = False\ncfg.LOFTR.MATCH_COARSE.MATCH_TYPE = 'sinkhorn'\n\ncfg.LOFTR.MATCH_COARSE.SPARSE_SPVS = False\n\ncfg.TRAINER.MSLR_MILESTONES = [3, 6, 9, 12, 17, 20, 23, 26, 29]\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/configs/loftr/indoor/debug/.gitignore",
    "content": "*\n*/\n!.gitignore\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/configs/loftr/indoor/loftr_ds.py",
    "content": "from loftr.config.default import _CN as cfg\n\ncfg.LOFTR.MATCH_COARSE.MATCH_TYPE = 'dual_softmax'\n\ncfg.TRAINER.MSLR_MILESTONES = [3, 6, 9, 12, 17, 20, 23, 26, 29]\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/configs/loftr/indoor/loftr_ds_dense.py",
    "content": "from loftr.config.default import _CN as cfg\n\ncfg.LOFTR.MATCH_COARSE.MATCH_TYPE = 'dual_softmax'\n\ncfg.LOFTR.MATCH_COARSE.SPARSE_SPVS = False\n\ncfg.TRAINER.MSLR_MILESTONES = [3, 6, 9, 12, 17, 20, 23, 26, 29]\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/configs/loftr/indoor/loftr_ot.py",
    "content": "from loftr.config.default import _CN as cfg\n\ncfg.LOFTR.MATCH_COARSE.MATCH_TYPE = 'sinkhorn'\n\ncfg.TRAINER.MSLR_MILESTONES = [3, 6, 9, 12, 17, 20, 23, 26, 29]\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/configs/loftr/indoor/loftr_ot_dense.py",
    "content": "from loftr.config.default import _CN as cfg\n\ncfg.LOFTR.MATCH_COARSE.MATCH_TYPE = 'sinkhorn'\n\ncfg.LOFTR.MATCH_COARSE.SPARSE_SPVS = False\n\ncfg.TRAINER.MSLR_MILESTONES = [3, 6, 9, 12, 17, 20, 23, 26, 29]\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/configs/loftr/indoor/scannet/loftr_ds_eval.py",
    "content": "\"\"\" A config only for reproducing the ScanNet evaluation results.\n\nWe remove border matches by default, but the originally implemented\n`remove_border()` has a bug, leading to only two sides of\nall borders are actually removed. However, the [bug fix](https://github.com/zju3dv/LoFTR/commit/e9146c8144dea5f3cbdd98b225f3e147a171c216)\nmakes the scannet evaluation results worse (auc@10=40.8 => 39.5), which should be\ncaused by tiny result fluctuation of few image pairs. This config set `BORDER_RM` to 0\nto be consistent with the results in our paper.\n\"\"\"\n\nfrom loftr.config.default import _CN as cfg\n\ncfg.LOFTR.COARSE.TEMP_BUG_FIX = False\ncfg.LOFTR.MATCH_COARSE.MATCH_TYPE = 'dual_softmax'\n\ncfg.LOFTR.MATCH_COARSE.BORDER_RM = 0\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/configs/loftr/indoor/scannet/loftr_ds_eval_new.py",
    "content": "\"\"\" A config only for reproducing the ScanNet evaluation results.\n\nWe remove border matches by default, but the originally implemented\n`remove_border()` has a bug, leading to only two sides of\nall borders are actually removed. However, the [bug fix](https://github.com/zju3dv/LoFTR/commit/e9146c8144dea5f3cbdd98b225f3e147a171c216)\nmakes the scannet evaluation results worse (auc@10=40.8 => 39.5), which should be\ncaused by tiny result fluctuation of few image pairs. This config set `BORDER_RM` to 0\nto be consistent with the results in our paper.\n\nUpdate: This config is for testing the re-trained model with the pos-enc bug fixed.\n\"\"\"\n\nfrom loftr.config.default import _CN as cfg\n\ncfg.LOFTR.COARSE.TEMP_BUG_FIX = True\ncfg.LOFTR.MATCH_COARSE.MATCH_TYPE = 'dual_softmax'\n\ncfg.LOFTR.MATCH_COARSE.BORDER_RM = 0\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/configs/loftr/outdoor/buggy_pos_enc/loftr_ds.py",
    "content": "from loftr.config.default import _CN as cfg\n\ncfg.LOFTR.COARSE.TEMP_BUG_FIX = False\ncfg.LOFTR.MATCH_COARSE.MATCH_TYPE = 'dual_softmax'\n\ncfg.TRAINER.CANONICAL_LR = 8e-3\ncfg.TRAINER.WARMUP_STEP = 1875  # 3 epochs\ncfg.TRAINER.WARMUP_RATIO = 0.1\ncfg.TRAINER.MSLR_MILESTONES = [8, 12, 16, 20, 24]\n\n# pose estimation\ncfg.TRAINER.RANSAC_PIXEL_THR = 0.5\n\ncfg.TRAINER.OPTIMIZER = \"adamw\"\ncfg.TRAINER.ADAMW_DECAY = 0.1\ncfg.LOFTR.MATCH_COARSE.TRAIN_COARSE_PERCENT = 0.3\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/configs/loftr/outdoor/buggy_pos_enc/loftr_ds_dense.py",
    "content": "from loftr.config.default import _CN as cfg\n\ncfg.LOFTR.COARSE.TEMP_BUG_FIX = False\ncfg.LOFTR.MATCH_COARSE.MATCH_TYPE = 'dual_softmax'\ncfg.LOFTR.MATCH_COARSE.SPARSE_SPVS = False\n\ncfg.TRAINER.CANONICAL_LR = 8e-3\ncfg.TRAINER.WARMUP_STEP = 1875  # 3 epochs\ncfg.TRAINER.WARMUP_RATIO = 0.1\ncfg.TRAINER.MSLR_MILESTONES = [8, 12, 16, 20, 24]\n\n# pose estimation\ncfg.TRAINER.RANSAC_PIXEL_THR = 0.5\n\ncfg.TRAINER.OPTIMIZER = \"adamw\"\ncfg.TRAINER.ADAMW_DECAY = 0.1\ncfg.LOFTR.MATCH_COARSE.TRAIN_COARSE_PERCENT = 0.3\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/configs/loftr/outdoor/buggy_pos_enc/loftr_ot.py",
    "content": "from loftr.config.default import _CN as cfg\n\ncfg.LOFTR.COARSE.TEMP_BUG_FIX = False\ncfg.LOFTR.MATCH_COARSE.MATCH_TYPE = 'sinkhorn'\n\ncfg.TRAINER.CANONICAL_LR = 8e-3\ncfg.TRAINER.WARMUP_STEP = 1875  # 3 epochs\ncfg.TRAINER.WARMUP_RATIO = 0.1\ncfg.TRAINER.MSLR_MILESTONES = [8, 12, 16, 20, 24]\n\n# pose estimation\ncfg.TRAINER.RANSAC_PIXEL_THR = 0.5\n\ncfg.TRAINER.OPTIMIZER = \"adamw\"\ncfg.TRAINER.ADAMW_DECAY = 0.1\ncfg.LOFTR.MATCH_COARSE.TRAIN_COARSE_PERCENT = 0.3\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/configs/loftr/outdoor/buggy_pos_enc/loftr_ot_dense.py",
    "content": "from loftr.config.default import _CN as cfg\n\ncfg.LOFTR.COARSE.TEMP_BUG_FIX = False\ncfg.LOFTR.MATCH_COARSE.MATCH_TYPE = 'sinkhorn'\ncfg.LOFTR.MATCH_COARSE.SPARSE_SPVS = False\n\ncfg.TRAINER.CANONICAL_LR = 8e-3\ncfg.TRAINER.WARMUP_STEP = 1875  # 3 epochs\ncfg.TRAINER.WARMUP_RATIO = 0.1\ncfg.TRAINER.MSLR_MILESTONES = [8, 12, 16, 20, 24]\n\n# pose estimation\ncfg.TRAINER.RANSAC_PIXEL_THR = 0.5\n\ncfg.TRAINER.OPTIMIZER = \"adamw\"\ncfg.TRAINER.ADAMW_DECAY = 0.1\ncfg.LOFTR.MATCH_COARSE.TRAIN_COARSE_PERCENT = 0.3\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/configs/loftr/outdoor/debug/.gitignore",
    "content": "*\n*/\n!.gitignore\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/configs/loftr/outdoor/loftr_ds.py",
    "content": "from loftr.config.default import _CN as cfg\n\ncfg.LOFTR.MATCH_COARSE.MATCH_TYPE = 'dual_softmax'\n\ncfg.TRAINER.CANONICAL_LR = 8e-3\ncfg.TRAINER.WARMUP_STEP = 1875  # 3 epochs\ncfg.TRAINER.WARMUP_RATIO = 0.1\ncfg.TRAINER.MSLR_MILESTONES = [8, 12, 16, 20, 24]\n\n# pose estimation\ncfg.TRAINER.RANSAC_PIXEL_THR = 0.5\n\ncfg.TRAINER.OPTIMIZER = \"adamw\"\ncfg.TRAINER.ADAMW_DECAY = 0.1\ncfg.LOFTR.MATCH_COARSE.TRAIN_COARSE_PERCENT = 0.3\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/configs/loftr/outdoor/loftr_ds_dense.py",
    "content": "from loftr.config.default import _CN as cfg\n\ncfg.LOFTR.MATCH_COARSE.MATCH_TYPE = 'dual_softmax'\ncfg.LOFTR.MATCH_COARSE.SPARSE_SPVS = False\n\ncfg.TRAINER.CANONICAL_LR = 8e-3\ncfg.TRAINER.WARMUP_STEP = 1875  # 3 epochs\ncfg.TRAINER.WARMUP_RATIO = 0.1\ncfg.TRAINER.MSLR_MILESTONES = [8, 12, 16, 20, 24]\n\n# pose estimation\ncfg.TRAINER.RANSAC_PIXEL_THR = 0.5\n\ncfg.TRAINER.OPTIMIZER = \"adamw\"\ncfg.TRAINER.ADAMW_DECAY = 0.1\ncfg.LOFTR.MATCH_COARSE.TRAIN_COARSE_PERCENT = 0.3\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/configs/loftr/outdoor/loftr_ot.py",
    "content": "from loftr.config.default import _CN as cfg\n\ncfg.LOFTR.MATCH_COARSE.MATCH_TYPE = 'sinkhorn'\n\ncfg.TRAINER.CANONICAL_LR = 8e-3\ncfg.TRAINER.WARMUP_STEP = 1875  # 3 epochs\ncfg.TRAINER.WARMUP_RATIO = 0.1\ncfg.TRAINER.MSLR_MILESTONES = [8, 12, 16, 20, 24]\n\n# pose estimation\ncfg.TRAINER.RANSAC_PIXEL_THR = 0.5\n\ncfg.TRAINER.OPTIMIZER = \"adamw\"\ncfg.TRAINER.ADAMW_DECAY = 0.1\ncfg.LOFTR.MATCH_COARSE.TRAIN_COARSE_PERCENT = 0.3\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/configs/loftr/outdoor/loftr_ot_dense.py",
    "content": "from loftr.config.default import _CN as cfg\n\ncfg.LOFTR.MATCH_COARSE.MATCH_TYPE = 'sinkhorn'\ncfg.LOFTR.MATCH_COARSE.SPARSE_SPVS = False\n\ncfg.TRAINER.CANONICAL_LR = 8e-3\ncfg.TRAINER.WARMUP_STEP = 1875  # 3 epochs\ncfg.TRAINER.WARMUP_RATIO = 0.1\ncfg.TRAINER.MSLR_MILESTONES = [8, 12, 16, 20, 24]\n\n# pose estimation\ncfg.TRAINER.RANSAC_PIXEL_THR = 0.5\n\ncfg.TRAINER.OPTIMIZER = \"adamw\"\ncfg.TRAINER.ADAMW_DECAY = 0.1\ncfg.LOFTR.MATCH_COARSE.TRAIN_COARSE_PERCENT = 0.3\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/demo/demo_loftr.py",
    "content": "front_matter = \"\"\"\n------------------------------------------------------------------------\nOnline demo for [LoFTR](https://zju3dv.github.io/loftr/).\n\nThis demo is heavily inspired by [SuperGlue](https://github.com/magicleap/SuperGluePretrainedNetwork/).\nWe thank the authors for their execellent work.\n------------------------------------------------------------------------\n\"\"\"\n\nimport os\nimport argparse\nfrom pathlib import Path\nimport cv2\nimport torch\nimport numpy as np\nimport matplotlib.cm as cm\n\nos.sys.path.append(\"../\")  # Add the project directory\nfrom loftr.loftr import LoFTR, default_cfg\nfrom loftr.config.default import get_cfg_defaults\ntry:\n    from demo.utils import (AverageTimer, VideoStreamer,\n                            make_matching_plot_fast, make_matching_plot, frame2tensor)\nexcept:\n    raise ImportError(\"This demo requires utils.py from SuperGlue, please use run_demo.sh to start this script.\")\n\n\ntorch.set_grad_enabled(False)\n\nif __name__ == '__main__':\n    parser = argparse.ArgumentParser(\n        description='LoFTR online demo',\n        formatter_class=argparse.ArgumentDefaultsHelpFormatter)\n    parser.add_argument('--weight', type=str, help=\"Path to the checkpoint.\")\n    parser.add_argument(\n        '--input', type=str, default='0',\n        help='ID of a USB webcam, URL of an IP camera, '\n             'or path to an image directory or movie file')\n    parser.add_argument(\n        '--output_dir', type=str, default=None,\n        help='Directory where to write output frames (If None, no output)')\n    parser.add_argument(\n        '--image_glob', type=str, nargs='+', default=['*.png', '*.jpg', '*.jpeg'],\n        help='Glob if a directory of images is specified')\n    parser.add_argument(\n        '--skip', type=int, default=1,\n        help='Images to skip if input is a movie or directory')\n    parser.add_argument(\n        '--max_length', type=int, default=1000000,\n        help='Maximum length if input is a movie or directory')\n    parser.add_argument(\n        '--resize', type=int, nargs='+', default=[640, 480],\n        help='Resize the input image before running inference. If two numbers, '\n             'resize to the exact dimensions, if one number, resize the max '\n             'dimension, if -1, do not resize')\n    parser.add_argument(\n        '--no_display', action='store_true',\n        help='Do not display images to screen. Useful if running remotely')\n    parser.add_argument(\n        '--save_video', action='store_true',\n        help='Save output (with match visualizations) to a video.')\n    parser.add_argument(\n        '--save_input', action='store_true',\n        help='Save the input images to a video (for gathering repeatable input source).')\n    parser.add_argument(\n        '--skip_frames', type=int, default=1, \n        help=\"Skip frames from webcam input.\")\n    parser.add_argument(\n        '--top_k', type=int, default=2000, help=\"The max vis_range (please refer to the code).\")\n    parser.add_argument(\n        '--bottom_k', type=int, default=0, help=\"The min vis_range (please refer to the code).\")\n\n    opt = parser.parse_args()\n    print(front_matter)\n    parser.print_help()\n\n    if len(opt.resize) == 2 and opt.resize[1] == -1:\n        opt.resize = opt.resize[0:1]\n    if len(opt.resize) == 2:\n        print('Will resize to {}x{} (WxH)'.format(\n            opt.resize[0], opt.resize[1]))\n    elif len(opt.resize) == 1 and opt.resize[0] > 0:\n        print('Will resize max dimension to {}'.format(opt.resize[0]))\n    elif len(opt.resize) == 1:\n        print('Will not resize images')\n    else:\n        raise ValueError('Cannot specify more than two integers for --resize')\n\n    if torch.cuda.is_available():\n        device = 'cuda' \n    else:\n        raise RuntimeError(\"GPU is required to run this demo.\")\n\n    # Initialize LoFTR\n    matcher = LoFTR(config=default_cfg)\n    matcher.load_state_dict(torch.load(opt.weight)['state_dict'])\n    matcher = matcher.eval().to(device=device)\n\n    # Configure I/O\n    if opt.save_video:\n        print('Writing video to loftr-matches.mp4...')\n        writer = cv2.VideoWriter('loftr-matches.mp4', cv2.VideoWriter_fourcc(*'mp4v'), 15, (640*2 + 10, 480))\n    if opt.save_input:\n        print('Writing video to demo-input.mp4...')\n        input_writer = cv2.VideoWriter('demo-input.mp4', cv2.VideoWriter_fourcc(*'mp4v'), 15, (640, 480))\n\n    vs = VideoStreamer(opt.input, opt.resize, opt.skip,\n                       opt.image_glob, opt.max_length)\n    frame, ret = vs.next_frame()\n    assert ret, 'Error when reading the first frame (try different --input?)'\n\n    frame_id = 0  \n    last_image_id = 0\n    frame_tensor = frame2tensor(frame, device)\n    last_data = {'image0': frame_tensor}\n    last_frame = frame\n\n    if opt.output_dir is not None:\n        print('==> Will write outputs to {}'.format(opt.output_dir))\n        Path(opt.output_dir).mkdir(exist_ok=True)\n\n    # Create a window to display the demo.\n    if not opt.no_display:\n        window_name = 'LoFTR Matches'\n        cv2.namedWindow(window_name, cv2.WINDOW_NORMAL)\n        cv2.resizeWindow(window_name, (640*2, 480))\n    else:\n        print('Skipping visualization, will not show a GUI.')\n\n    # Print the keyboard help menu.\n    print('==> Keyboard control:\\n'\n          '\\tn: select the current frame as the reference image (left)\\n'\n          '\\td/f: move the range of the matches (ranked by confidence) to visualize\\n'\n          '\\tc/v: increase/decrease the length of the visualization range (i.e., total number of matches) to show\\n'\n          '\\tq: quit')\n\n    timer = AverageTimer()\n    vis_range = [opt.bottom_k, opt.top_k]\n\n    while True:\n        frame_id += 1\n        frame, ret = vs.next_frame()\n        if frame_id % opt.skip_frames != 0:\n            # print(\"Skipping frame.\")\n            continue\n        if opt.save_input:\n            inp = np.stack([frame]*3, -1)\n            inp_rgb = cv2.cvtColor(frame, cv2.COLOR_GRAY2RGB)\n            input_writer.write(inp_rgb)\n        if not ret:\n            print('Finished demo_loftr.py')\n            break\n        timer.update('data')\n        stem0, stem1 = last_image_id, vs.i - 1\n\n        frame_tensor = frame2tensor(frame, device)\n        last_data = {**last_data, 'image1': frame_tensor}\n        matcher(last_data)\n\n        total_n_matches = len(last_data['mkpts0_f'])\n        mkpts0 = last_data['mkpts0_f'].cpu().numpy()[vis_range[0]:vis_range[1]]\n        mkpts1 = last_data['mkpts1_f'].cpu().numpy()[vis_range[0]:vis_range[1]]\n        mconf = last_data['mconf'].cpu().numpy()[vis_range[0]:vis_range[1]]\n\n        # Normalize confidence.\n        if len(mconf) > 0:\n            conf_vis_min = 0.\n            conf_min = mconf.min()\n            conf_max = mconf.max()\n            mconf = (mconf - conf_vis_min) / (conf_max - conf_vis_min + 1e-5)\n\n        timer.update('forward')\n        alpha = 0\n        color = cm.jet(mconf, alpha=alpha)\n\n        text = [\n            f'LoFTR',\n            '# Matches (showing/total): {}/{}'.format(len(mkpts0), total_n_matches),\n        ]\n        small_text = [\n            f'Showing matches from {vis_range[0]}:{vis_range[1]}',\n            f'Confidence Range: {conf_min:.2f}:{conf_max:.2f}',\n            'Image Pair: {:06}:{:06}'.format(stem0, stem1),\n        ]\n        out = make_matching_plot_fast(\n            last_frame, frame, mkpts0, mkpts1, mkpts0, mkpts1, color, text,\n            path=None, show_keypoints=False, small_text=small_text)\n\n        # Save high quality png, optionally with dynamic alpha support (unreleased yet).\n        # save_path = 'demo_vid/{:06}'.format(frame_id)\n        # make_matching_plot(\n        #     last_frame, frame, mkpts0, mkpts1, mkpts0, mkpts1, color, text,\n        #     path=save_path, show_keypoints=opt.show_keypoints, small_text=small_text)\n\n        if not opt.no_display:\n            if opt.save_video:\n                writer.write(out)\n            cv2.imshow('LoFTR Matches', out)\n            key = chr(cv2.waitKey(1) & 0xFF)\n            if key == 'q':\n                if opt.save_video:\n                    writer.release()\n                if opt.save_input:\n                    input_writer.release()\n                vs.cleanup()\n                print('Exiting...')\n                break\n            elif key == 'n':  \n                last_data['image0'] = frame_tensor\n                last_frame = frame\n                last_image_id = (vs.i - 1)\n                frame_id_left = frame_id\n            elif key in ['d', 'f']:\n                if key == 'd':\n                    if vis_range[0] >= 0:\n                       vis_range[0] -= 200\n                       vis_range[1] -= 200\n                if key =='f':\n                    vis_range[0] += 200\n                    vis_range[1] += 200\n                print(f'\\nChanged the vis_range to {vis_range[0]}:{vis_range[1]}')\n            elif key in ['c', 'v']:\n                if key == 'c':\n                    vis_range[1] -= 50\n                if key =='v':\n                    vis_range[1] += 50\n                print(f'\\nChanged the vis_range[1] to {vis_range[1]}')\n        elif opt.output_dir is not None:\n            stem = 'matches_{:06}_{:06}'.format(stem0, stem1)\n            out_file = str(Path(opt.output_dir, stem + '.png'))\n            print('\\nWriting image to {}'.format(out_file))\n            cv2.imwrite(out_file, out)\n        else:\n            raise ValueError(\"output_dir is required when no display is given.\")\n        timer.update('viz')\n        timer.print()\n\n\n    cv2.destroyAllWindows()\n    vs.cleanup()\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/demo/run_demo.sh",
    "content": "#!/bin/bash\nset -e\n# set -x\n\nif [ ! -f utils.py ]; then\n    echo \"Downloading utils.py from the SuperGlue repo.\"\n    echo \"We cannot provide this file directly due to its strict licence.\"\n    wget https://raw.githubusercontent.com/magicleap/SuperGluePretrainedNetwork/master/models/utils.py\nfi\n\n# Use webcam 0 as input source. \ninput=0\n# or use a pre-recorded video given the path.\n# input=/home/sunjiaming/Downloads/scannet_test/$scene_name.mp4\n\n# Toggle indoor/outdoor model here.\nmodel_ckpt=../weights/indoor_ds.ckpt\n# model_ckpt=../weights/outdoor_ds.ckpt\n\n# Optionally assign the GPU ID.\n# export CUDA_VISIBLE_DEVICES=0\n\necho \"Running LoFTR demo..\"\neval \"$(conda shell.bash hook)\"\nconda activate loftr\npython demo_loftr.py --weight $model_ckpt --input $input\n# To save the input video and output match visualizations.\n# python demo_loftr.py --weight $model_ckpt --input $input --save_video --save_input\n\n# Running on remote GPU servers with no GUI.\n# Save images first.\n# python demo_loftr.py --weight $model_ckpt --input $input --no_display --output_dir=\"./demo_images/\"\n# Then convert them to a video.\n# ffmpeg -framerate 15 -pattern_type glob -i '*.png' -c:v libx264 -r 30 -pix_fmt yuv420p out.mp4\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/docs/TRAINING.md",
    "content": "\n# Traininig LoFTR\n\n## Dataset setup\nGenerally, two parts of data are needed for training LoFTR, the original dataset, i.e., ScanNet and MegaDepth, and the offline generated dataset indices. The dataset indices store scenes, image pairs, and other metadata within each dataset used for training/validation/testing. For the MegaDepth dataset, the relative poses between images used for training are directly cached in the indexing files. However, the relative poses of ScanNet image pairs are not stored due to the enormous resulting file size.\n\n### Download datasets\n#### MegaDepth\nWe use depth maps provided in the [original MegaDepth dataset](https://www.cs.cornell.edu/projects/megadepth/) as well as undistorted images, corresponding camera intrinsics and extrinsics preprocessed by [D2-Net](https://github.com/mihaidusmanu/d2-net#downloading-and-preprocessing-the-megadepth-dataset). You can download them separately from the following links. \n- [MegaDepth undistorted images and processed depths](https://www.cs.cornell.edu/projects/megadepth/dataset/Megadepth_v1/MegaDepth_v1.tar.gz)\n    - Note that we only use depth maps.\n    - Path of the download data will be referreed to as `/path/to/megadepth`\n- [D2-Net preprocessed images](https://drive.google.com/drive/folders/1hxpOsqOZefdrba_BqnW490XpNX_LgXPB)\n    - Images are undistorted manually in D2-Net since the undistorted images from MegaDepth do not come with corresponding intrinsics.\n    - Path of the download data will be referreed to as `/path/to/megadepth_d2net`\n\n#### ScanNet\nPlease set up the ScanNet dataset following [the official guide](https://github.com/ScanNet/ScanNet#scannet-data)\n> NOTE: We use the [python exported data](https://github.com/ScanNet/ScanNet/tree/master/SensReader/python),\ninstead of the [c++ exported one](https://github.com/ScanNet/ScanNet/tree/master/SensReader/c%2B%2B).\n\n### Download the dataset indices\n\nYou can download the required dataset indices from the [following link](https://drive.google.com/drive/folders/1DOcOPZb3-5cWxLqn256AhwUVjBPifhuf).\nAfter downloading, unzip the required files.\n```shell\nunzip downloaded-file.zip\n\n# extract dataset indices\ntar xf train-data/megadepth_indices.tar\ntar xf train-data/scannet_indices.tar\n\n# extract testing data (optional)\ntar xf testdata/megadepth_test_1500.tar\ntar xf testdata/scannet_test_1500.tar\n```\n\n### Build the dataset symlinks\n\nWe symlink the datasets to the `data` directory under the main LoFTR project directory.\n\n```shell\n# scannet\n# -- # train and test dataset\nln -s /path/to/scannet_train/* /path/to/LoFTR/data/scannet/train\nln -s /path/to/scannet_test/* /path/to/LoFTR/data/scannet/test\n# -- # dataset indices\nln -s /path/to/scannet_indices/* /path/to/LoFTR/data/scannet/index\n\n# megadepth\n# -- # train and test dataset (train and test share the same dataset)\nln -sv /path/to/megadepth/phoenix /path/to/megadepth_d2net/Undistorted_SfM /path/to/LoFTR/data/megadepth/train\nln -sv /path/to/megadepth/phoenix /path/to/megadepth_d2net/Undistorted_SfM /path/to/LoFTR/data/megadepth/test\n# -- # dataset indices\nln -s /path/to/megadepth_indices/* /path/to/LoFTR/data/megadepth/index\n```\n\n\n## Training\nWe provide training scripts of ScanNet and MegaDepth. The results in the LoFTR paper can be reproduced with 32/64 GPUs with at least 11GB of RAM for ScanNet, and 8/16 GPUs with at least 24GB of RAM for MegaDepth. For a different setup (e.g., training with 4 gpus on ScanNet), we scale the learning rate and its warm-up linearly, but the final evaluation results might vary due to the different batch size & learning rate used. Thus the reproduction of results in our paper is not guaranteed.\n\nTraining scripts of the optimal-transport matcher end with \"_ot\" and ones of the dual-softmax matcher end with \"_ds\".\n\nThe released training scripts use smaller setups comparing to ones used for training the released models. You could manually scale the setup (e.g., using 32 gpus instead of 4) to reproduce our results.\n\n\n### Training on ScanNet\n``` shell\nscripts/reproduce_train/indoor_ds.sh\n```\n> NOTE: It uses 4 gpus only. Reproduction of paper results is not guaranteed under this setup.\n\n\n### Training on MegaDepth\n``` shell\nscripts/reproduce_train/outdoor_ds.sh\n```\n> NOTE: It uses 4 gpus only, with smaller image sizes of 640x640. Reproduction of paper results is not guaranteed under this setup.\n\n\n## Updated Training Strategy\nIn the released training code, we use a slightly modified version of the coarse-level training supervision comparing to the one described in our paper.\nFor example, as described in our paper, we only supervise the ground-truth positive matches when training the dual-softmax model. However, the entire confidence matrix produced by the dual-softmax matcher is supervised by default in the released code, regardless of the use of softmax operators. This implementation is counter-intuitive and unusual but leads to better evaluation results on estimating relative camera poses. The same phenomenon applies to the optimal-transport matcher version as well. Note that we don't supervise the dustbin rows and columns under the dense supervision setup.\n\n> NOTE: To use the sparse supervision described in our paper, set `_CN.LOFTR.MATCH_COARSE.SPARSE_SPVS = False`.\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/environment.yaml",
    "content": "name: loftr\nchannels:\n  # - https://dx-mirrors.sensetime.com/anaconda/cloud/pytorch\n  - pytorch\n  - conda-forge\n  - defaults\ndependencies:\n  - python=3.8\n  - cudatoolkit=10.2\n  - pytorch=1.8.1\n  - pip\n  - pip:\n      - -r requirements.txt\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/__init__.py",
    "content": ""
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/config/default.py",
    "content": "from yacs.config import CfgNode as CN\n_CN = CN()\n\n##############  ↓  LoFTR Pipeline  ↓  ##############\n_CN.LOFTR = CN()\n_CN.LOFTR.BACKBONE_TYPE = 'ResNetFPN'\n_CN.LOFTR.RESOLUTION = (8, 2)  # options: [(8, 2), (16, 4)]\n_CN.LOFTR.FINE_WINDOW_SIZE = 5  # window_size in fine_level, must be odd\n_CN.LOFTR.FINE_CONCAT_COARSE_FEAT = True\n\n# 1. LoFTR-backbone (local feature CNN) config\n_CN.LOFTR.RESNETFPN = CN()\n_CN.LOFTR.RESNETFPN.INITIAL_DIM = 128\n_CN.LOFTR.RESNETFPN.BLOCK_DIMS = [128, 196, 256]  # s1, s2, s3\n\n# 2. LoFTR-coarse module config\n_CN.LOFTR.COARSE = CN()\n_CN.LOFTR.COARSE.D_MODEL = 256\n_CN.LOFTR.COARSE.D_FFN = 256\n_CN.LOFTR.COARSE.NHEAD = 8\n_CN.LOFTR.COARSE.LAYER_NAMES = ['self', 'cross'] * 4\n_CN.LOFTR.COARSE.ATTENTION = 'linear'  # options: ['linear', 'full']\n_CN.LOFTR.COARSE.TEMP_BUG_FIX = True\n\n# 3. Coarse-Matching config\n_CN.LOFTR.MATCH_COARSE = CN()\n_CN.LOFTR.MATCH_COARSE.THR = 0.2\n_CN.LOFTR.MATCH_COARSE.BORDER_RM = 2\n_CN.LOFTR.MATCH_COARSE.MATCH_TYPE = 'dual_softmax'  # options: ['dual_softmax, 'sinkhorn']\n_CN.LOFTR.MATCH_COARSE.DSMAX_TEMPERATURE = 0.1\n_CN.LOFTR.MATCH_COARSE.SKH_ITERS = 3\n_CN.LOFTR.MATCH_COARSE.SKH_INIT_BIN_SCORE = 1.0\n_CN.LOFTR.MATCH_COARSE.SKH_PREFILTER = False\n_CN.LOFTR.MATCH_COARSE.TRAIN_COARSE_PERCENT = 0.2  # training tricks: save GPU memory\n_CN.LOFTR.MATCH_COARSE.TRAIN_PAD_NUM_GT_MIN = 200  # training tricks: avoid DDP deadlock\n_CN.LOFTR.MATCH_COARSE.SPARSE_SPVS = True\n\n# 4. LoFTR-fine module config\n_CN.LOFTR.FINE = CN()\n_CN.LOFTR.FINE.D_MODEL = 128\n_CN.LOFTR.FINE.D_FFN = 128\n_CN.LOFTR.FINE.NHEAD = 8\n_CN.LOFTR.FINE.LAYER_NAMES = ['self', 'cross'] * 1\n_CN.LOFTR.FINE.ATTENTION = 'linear'\n\n# 5. LoFTR Losses\n# -- # coarse-level\n_CN.LOFTR.LOSS = CN()\n_CN.LOFTR.LOSS.COARSE_TYPE = 'focal'  # ['focal', 'cross_entropy']\n_CN.LOFTR.LOSS.COARSE_WEIGHT = 1.0\n# _CN.LOFTR.LOSS.SPARSE_SPVS = False\n# -- - -- # focal loss (coarse)\n_CN.LOFTR.LOSS.FOCAL_ALPHA = 0.25\n_CN.LOFTR.LOSS.FOCAL_GAMMA = 2.0\n_CN.LOFTR.LOSS.POS_WEIGHT = 1.0\n_CN.LOFTR.LOSS.NEG_WEIGHT = 1.0\n# _CN.LOFTR.LOSS.DUAL_SOFTMAX = False  # whether coarse-level use dual-softmax or not.\n# use `_CN.LOFTR.MATCH_COARSE.MATCH_TYPE`\n\n# -- # fine-level\n_CN.LOFTR.LOSS.FINE_TYPE = 'l2_with_std'  # ['l2_with_std', 'l2']\n_CN.LOFTR.LOSS.FINE_WEIGHT = 1.0\n_CN.LOFTR.LOSS.FINE_CORRECT_THR = 1.0  # for filtering valid fine-level gts (some gt matches might fall out of the fine-level window)\n\n\n##############  Dataset  ##############\n_CN.DATASET = CN()\n# 1. data config\n# training and validating\n_CN.DATASET.TRAINVAL_DATA_SOURCE = None  # options: ['ScanNet', 'MegaDepth']\n_CN.DATASET.TRAIN_DATA_ROOT = None\n_CN.DATASET.TRAIN_POSE_ROOT = None  # (optional directory for poses)\n_CN.DATASET.TRAIN_NPZ_ROOT = None\n_CN.DATASET.TRAIN_LIST_PATH = None\n_CN.DATASET.TRAIN_INTRINSIC_PATH = None\n_CN.DATASET.VAL_DATA_ROOT = None\n_CN.DATASET.VAL_POSE_ROOT = None  # (optional directory for poses)\n_CN.DATASET.VAL_NPZ_ROOT = None\n_CN.DATASET.VAL_LIST_PATH = None    # None if val data from all scenes are bundled into a single npz file\n_CN.DATASET.VAL_INTRINSIC_PATH = None\n# testing\n_CN.DATASET.TEST_DATA_SOURCE = None\n_CN.DATASET.TEST_DATA_ROOT = None\n_CN.DATASET.TEST_POSE_ROOT = None  # (optional directory for poses)\n_CN.DATASET.TEST_NPZ_ROOT = None\n_CN.DATASET.TEST_LIST_PATH = None   # None if test data from all scenes are bundled into a single npz file\n_CN.DATASET.TEST_INTRINSIC_PATH = None\n\n# 2. dataset config\n# general options\n_CN.DATASET.MIN_OVERLAP_SCORE_TRAIN = 0.4  # discard data with overlap_score < min_overlap_score\n_CN.DATASET.MIN_OVERLAP_SCORE_TEST = 0.0\n_CN.DATASET.AUGMENTATION_TYPE = None  # options: [None, 'dark', 'mobile']\n\n# MegaDepth options\n_CN.DATASET.MGDPT_IMG_RESIZE = 640  # resize the longer side, zero-pad bottom-right to square.\n_CN.DATASET.MGDPT_IMG_PAD = True  # pad img to square with size = MGDPT_IMG_RESIZE\n_CN.DATASET.MGDPT_DEPTH_PAD = True  # pad depthmap to square with size = 2000\n_CN.DATASET.MGDPT_DF = 8\n\n##############  Trainer  ##############\n_CN.TRAINER = CN()\n_CN.TRAINER.WORLD_SIZE = 1\n_CN.TRAINER.CANONICAL_BS = 64\n_CN.TRAINER.CANONICAL_LR = 6e-3\n_CN.TRAINER.SCALING = None  # this will be calculated automatically\n_CN.TRAINER.FIND_LR = False  # use learning rate finder from pytorch-lightning\n\n# optimizer\n_CN.TRAINER.OPTIMIZER = \"adamw\"  # [adam, adamw]\n_CN.TRAINER.TRUE_LR = None  # this will be calculated automatically at runtime\n_CN.TRAINER.ADAM_DECAY = 0.  # ADAM: for adam\n_CN.TRAINER.ADAMW_DECAY = 0.1\n\n# step-based warm-up\n_CN.TRAINER.WARMUP_TYPE = 'linear'  # [linear, constant]\n_CN.TRAINER.WARMUP_RATIO = 0.\n_CN.TRAINER.WARMUP_STEP = 4800\n\n# learning rate scheduler\n_CN.TRAINER.SCHEDULER = 'MultiStepLR'  # [MultiStepLR, CosineAnnealing, ExponentialLR]\n_CN.TRAINER.SCHEDULER_INTERVAL = 'epoch'    # [epoch, step]\n_CN.TRAINER.MSLR_MILESTONES = [3, 6, 9, 12]  # MSLR: MultiStepLR\n_CN.TRAINER.MSLR_GAMMA = 0.5\n_CN.TRAINER.COSA_TMAX = 30  # COSA: CosineAnnealing\n_CN.TRAINER.ELR_GAMMA = 0.999992  # ELR: ExponentialLR, this value for 'step' interval\n\n# plotting related\n_CN.TRAINER.ENABLE_PLOTTING = True\n_CN.TRAINER.N_VAL_PAIRS_TO_PLOT = 32     # number of val/test paris for plotting\n_CN.TRAINER.PLOT_MODE = 'evaluation'  # ['evaluation', 'confidence']\n_CN.TRAINER.PLOT_MATCHES_ALPHA = 'dynamic'\n\n# geometric metrics and pose solver\n_CN.TRAINER.EPI_ERR_THR = 5e-4  # recommendation: 5e-4 for ScanNet, 1e-4 for MegaDepth (from SuperGlue)\n_CN.TRAINER.POSE_GEO_MODEL = 'E'  # ['E', 'F', 'H']\n_CN.TRAINER.POSE_ESTIMATION_METHOD = 'RANSAC'  # [RANSAC, DEGENSAC, MAGSAC]\n_CN.TRAINER.RANSAC_PIXEL_THR = 0.5\n_CN.TRAINER.RANSAC_CONF = 0.99999\n_CN.TRAINER.RANSAC_MAX_ITERS = 10000\n_CN.TRAINER.USE_MAGSACPP = False\n\n# data sampler for train_dataloader\n_CN.TRAINER.DATA_SAMPLER = 'scene_balance'  # options: ['scene_balance', 'random', 'normal']\n# 'scene_balance' config\n_CN.TRAINER.N_SAMPLES_PER_SUBSET = 200\n_CN.TRAINER.SB_SUBSET_SAMPLE_REPLACEMENT = True  # whether sample each scene with replacement or not\n_CN.TRAINER.SB_SUBSET_SHUFFLE = True  # after sampling from scenes, whether shuffle within the epoch or not\n_CN.TRAINER.SB_REPEAT = 1  # repeat N times for training the sampled data\n# 'random' config\n_CN.TRAINER.RDM_REPLACEMENT = True\n_CN.TRAINER.RDM_NUM_SAMPLES = None\n\n# gradient clipping\n_CN.TRAINER.GRADIENT_CLIPPING = 0.5\n\n# reproducibility\n# This seed affects the data sampling. With the same seed, the data sampling is promised\n# to be the same. When resume training from a checkpoint, it's better to use a different\n# seed, otherwise the sampled data will be exactly the same as before resuming, which will\n# cause less unique data items sampled during the entire training.\n# Use of different seed values might affect the final training result, since not all data items\n# are used during training on ScanNet. (60M pairs of images sampled during traing from 230M pairs in total.)\n_CN.TRAINER.SEED = 66\n\n\ndef get_cfg_defaults():\n    \"\"\"Get a yacs CfgNode object with default values for my_project.\"\"\"\n    # Return a clone so that the defaults will not be altered\n    # This is for the \"local variable\" use pattern\n    return _CN.clone()\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/datasets/megadepth.py",
    "content": "import os.path as osp\nimport numpy as np\nimport torch\nimport torch.nn.functional as F\nfrom torch.utils.data import Dataset\nfrom loguru import logger\n\nfrom loftr.utils.dataset import read_megadepth_gray, read_megadepth_depth\n\n\nclass MegaDepthDataset(Dataset):\n    def __init__(self,\n                 root_dir,\n                 npz_path,\n                 mode='train',\n                 min_overlap_score=0.4,\n                 img_resize=None,\n                 df=None,\n                 img_padding=False,\n                 depth_padding=False,\n                 augment_fn=None,\n                 **kwargs):\n        \"\"\"\n        Manage one scene(npz_path) of MegaDepth dataset.\n        \n        Args:\n            root_dir (str): megadepth root directory that has `phoenix`.\n            npz_path (str): {scene_id}.npz path. This contains image pair information of a scene.\n            mode (str): options are ['train', 'val', 'test']\n            min_overlap_score (float): how much a pair should have in common. In range of [0, 1]. Set to 0 when testing.\n            img_resize (int, optional): the longer edge of resized images. None for no resize. 640 is recommended.\n                                        This is useful during training with batches and testing with memory intensive algorithms.\n            df (int, optional): image size division factor. NOTE: this will change the final image size after img_resize.\n            img_padding (bool): If set to 'True', zero-pad the image to squared size. This is useful during training.\n            depth_padding (bool): If set to 'True', zero-pad depthmap to (2000, 2000). This is useful during training.\n            augment_fn (callable, optional): augments images with pre-defined visual effects.\n        \"\"\"\n        super().__init__()\n        self.root_dir = root_dir\n        self.mode = mode\n        self.scene_id = npz_path.split('.')[0]\n\n        # prepare scene_info and pair_info\n        if mode == 'test' and min_overlap_score != 0:\n            logger.warning(\"You are using `min_overlap_score`!=0 in test mode. Set to 0.\")\n            min_overlap_score = 0\n        self.scene_info = np.load(npz_path, allow_pickle=True)\n        self.pair_infos = self.scene_info['pair_infos'].copy()\n        del self.scene_info['pair_infos']\n        self.pair_infos = [pair_info for pair_info in self.pair_infos if pair_info[1] > min_overlap_score]\n\n        # parameters for image resizing, padding and depthmap padding\n        if mode == 'train':\n            assert img_resize is not None and img_padding and depth_padding\n        self.img_resize = img_resize\n        self.df = df\n        self.img_padding = img_padding\n        self.depth_max_size = 2000 if depth_padding else None  # the upperbound of depthmaps size in megadepth.\n\n        # for training LoFTR\n        self.augment_fn = augment_fn if mode == 'train' else None\n        self.coarse_scale = getattr(kwargs, 'coarse_scale', 0.125)\n\n    def __len__(self):\n        return len(self.pair_infos)\n\n    def __getitem__(self, idx):\n        (idx0, idx1), overlap_score, central_matches = self.pair_infos[idx]\n\n        # read grayscale image and mask. (1, h, w) and (h, w)\n        img_name0 = osp.join(self.root_dir, self.scene_info['image_paths'][idx0])\n        img_name1 = osp.join(self.root_dir, self.scene_info['image_paths'][idx1])\n        \n        # TODO: Support augmentation & handle seeds for each worker correctly.\n        image0, mask0, scale0 = read_megadepth_gray(\n            img_name0, self.img_resize, self.df, self.img_padding, None)\n            # np.random.choice([self.augment_fn, None], p=[0.5, 0.5]))\n        image1, mask1, scale1 = read_megadepth_gray(\n            img_name1, self.img_resize, self.df, self.img_padding, None)\n            # np.random.choice([self.augment_fn, None], p=[0.5, 0.5]))\n\n        # read depth. shape: (h, w)\n        if self.mode in ['train', 'val']:\n            depth0 = read_megadepth_depth(\n                osp.join(self.root_dir, self.scene_info['depth_paths'][idx0]), pad_to=self.depth_max_size)\n            depth1 = read_megadepth_depth(\n                osp.join(self.root_dir, self.scene_info['depth_paths'][idx1]), pad_to=self.depth_max_size)\n        else:\n            depth0 = depth1 = torch.tensor([])\n\n        # read intrinsics of original size\n        K_0 = torch.tensor(self.scene_info['intrinsics'][idx0].copy(), dtype=torch.float).reshape(3, 3)\n        K_1 = torch.tensor(self.scene_info['intrinsics'][idx1].copy(), dtype=torch.float).reshape(3, 3)\n\n        # read and compute relative poses\n        T0 = self.scene_info['poses'][idx0]\n        T1 = self.scene_info['poses'][idx1]\n        T_0to1 = torch.tensor(np.matmul(T1, np.linalg.inv(T0)), dtype=torch.float)[:4, :4]  # (4, 4)\n        T_1to0 = T_0to1.inverse()\n\n        data = {\n            'image0': image0,  # (1, h, w)\n            'depth0': depth0,  # (h, w)\n            'image1': image1,\n            'depth1': depth1,\n            'T_0to1': T_0to1,  # (4, 4)\n            'T_1to0': T_1to0,\n            'K0': K_0,  # (3, 3)\n            'K1': K_1,\n            'scale0': scale0,  # [scale_w, scale_h]\n            'scale1': scale1,\n            'dataset_name': 'MegaDepth',\n            'scene_id': self.scene_id,\n            'pair_id': idx,\n            'pair_names': (self.scene_info['image_paths'][idx0], self.scene_info['image_paths'][idx1]),\n        }\n\n        # for LoFTR training\n        if mask0 is not None:  # img_padding is True\n            if self.coarse_scale:\n                [ts_mask_0, ts_mask_1] = F.interpolate(torch.stack([mask0, mask1], dim=0)[None].float(),\n                                                       scale_factor=self.coarse_scale,\n                                                       mode='nearest',\n                                                       recompute_scale_factor=False)[0].bool()\n            data.update({'mask0': ts_mask_0, 'mask1': ts_mask_1})\n\n        return data\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/datasets/sampler.py",
    "content": "import torch\nfrom torch.utils.data import Sampler, ConcatDataset\n\n\nclass RandomConcatSampler(Sampler):\n    \"\"\" Random sampler for ConcatDataset. At each epoch, `n_samples_per_subset` samples will be draw from each subset\n    in the ConcatDataset. If `subset_replacement` is ``True``, sampling within each subset will be done with replacement.\n    However, it is impossible to sample data without replacement between epochs, unless bulding a stateful sampler lived along the entire training phase.\n    \n    For current implementation, the randomness of sampling is ensured no matter the sampler is recreated across epochs or not and call `torch.manual_seed()` or not.\n    Args:\n        shuffle (bool): shuffle the random sampled indices across all sub-datsets.\n        repeat (int): repeatedly use the sampled indices multiple times for training.\n            [arXiv:1902.05509, arXiv:1901.09335]\n    NOTE: Don't re-initialize the sampler between epochs (will lead to repeated samples)\n    NOTE: This sampler behaves differently with DistributedSampler.\n          It assume the dataset is splitted across ranks instead of replicated.\n    TODO: Add a `set_epoch()` method to fullfill sampling without replacement across epochs.\n          ref: https://github.com/PyTorchLightning/pytorch-lightning/blob/e9846dd758cfb1500eb9dba2d86f6912eb487587/pytorch_lightning/trainer/training_loop.py#L373\n    \"\"\"\n    def __init__(self,\n                 data_source: ConcatDataset,\n                 n_samples_per_subset: int,\n                 subset_replacement: bool=True,\n                 shuffle: bool=True,\n                 repeat: int=1,\n                 seed: int=None):\n        if not isinstance(data_source, ConcatDataset):\n            raise TypeError(\"data_source should be torch.utils.data.ConcatDataset\")\n        \n        self.data_source = data_source\n        self.n_subset = len(self.data_source.datasets)\n        self.n_samples_per_subset = n_samples_per_subset\n        self.n_samples = self.n_subset * self.n_samples_per_subset * repeat\n        self.subset_replacement = subset_replacement\n        self.repeat = repeat\n        self.shuffle = shuffle\n        self.generator = torch.manual_seed(seed)\n        assert self.repeat >= 1\n        \n    def __len__(self):\n        return self.n_samples\n    \n    def __iter__(self):\n        indices = []\n        # sample from each sub-dataset\n        for d_idx in range(self.n_subset):\n            low = 0 if d_idx==0 else self.data_source.cumulative_sizes[d_idx-1]\n            high = self.data_source.cumulative_sizes[d_idx]\n            if self.subset_replacement:\n                rand_tensor = torch.randint(low, high, (self.n_samples_per_subset, ),\n                                            generator=self.generator, dtype=torch.int64)\n            else:  # sample without replacement\n                len_subset = len(self.data_source.datasets[d_idx])\n                rand_tensor = torch.randperm(len_subset, generator=self.generator) + low\n                if len_subset >= self.n_samples_per_subset:\n                    rand_tensor = rand_tensor[:self.n_samples_per_subset]\n                else: # padding with replacement\n                    rand_tensor_replacement = torch.randint(low, high, (self.n_samples_per_subset - len_subset, ),\n                                                            generator=self.generator, dtype=torch.int64)\n                    rand_tensor = torch.cat([rand_tensor, rand_tensor_replacement])\n            indices.append(rand_tensor)\n        indices = torch.cat(indices)\n        if self.shuffle:  # shuffle the sampled dataset (from multiple subsets)\n            rand_tensor = torch.randperm(len(indices), generator=self.generator)\n            indices = indices[rand_tensor]\n\n        # repeat the sampled indices (can be used for RepeatAugmentation or pure RepeatSampling)\n        if self.repeat > 1:\n            repeat_indices = [indices.clone() for _ in range(self.repeat - 1)]\n            if self.shuffle:\n                _choice = lambda x: x[torch.randperm(len(x), generator=self.generator)]\n                repeat_indices = map(_choice, repeat_indices)\n            indices = torch.cat([indices, *repeat_indices], 0)\n        \n        assert indices.shape[0] == self.n_samples\n        return iter(indices.tolist())\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/datasets/scannet.py",
    "content": "from os import path as osp\nfrom typing import Dict\nfrom unicodedata import name\n\nimport numpy as np\nimport torch\nimport torch.utils as utils\nfrom numpy.linalg import inv\nfrom loftr.utils.dataset import (\n    read_scannet_gray,\n    read_scannet_depth,\n    read_scannet_pose,\n    read_scannet_intrinsic\n)\n\n\nclass ScanNetDataset(utils.data.Dataset):\n    def __init__(self,\n                 root_dir,\n                 npz_path,\n                 intrinsic_path,\n                 mode='train',\n                 min_overlap_score=0.4,\n                 augment_fn=None,\n                 pose_dir=None,\n                 **kwargs):\n        \"\"\"Manage one scene of ScanNet Dataset.\n        Args:\n            root_dir (str): ScanNet root directory that contains scene folders.\n            npz_path (str): {scene_id}.npz path. This contains image pair information of a scene.\n            intrinsic_path (str): path to depth-camera intrinsic file.\n            mode (str): options are ['train', 'val', 'test'].\n            augment_fn (callable, optional): augments images with pre-defined visual effects.\n            pose_dir (str): ScanNet root directory that contains all poses.\n                (we use a separate (optional) pose_dir since we store images and poses separately.)\n        \"\"\"\n        super().__init__()\n        self.root_dir = root_dir\n        self.pose_dir = pose_dir if pose_dir is not None else root_dir\n        self.mode = mode\n\n        # prepare data_names, intrinsics and extrinsics(T)\n        with np.load(npz_path) as data:\n            self.data_names = data['name']\n            if 'score' in data.keys() and mode not in ['val' or 'test']:\n                kept_mask = data['score'] > min_overlap_score\n                self.data_names = self.data_names[kept_mask]\n        self.intrinsics = dict(np.load(intrinsic_path))\n\n        # for training LoFTR\n        self.augment_fn = augment_fn if mode == 'train' else None\n\n    def __len__(self):\n        return len(self.data_names)\n\n    def _read_abs_pose(self, scene_name, name):\n        pth = osp.join(self.pose_dir,\n                       scene_name,\n                       'pose', f'{name}.txt')\n        return read_scannet_pose(pth)\n\n    def _compute_rel_pose(self, scene_name, name0, name1):\n        pose0 = self._read_abs_pose(scene_name, name0)\n        pose1 = self._read_abs_pose(scene_name, name1)\n        \n        return np.matmul(pose1, inv(pose0))  # (4, 4)\n\n    def __getitem__(self, idx):\n        data_name = self.data_names[idx]\n        scene_name, scene_sub_name, stem_name_0, stem_name_1 = data_name\n        scene_name = f'scene{scene_name:04d}_{scene_sub_name:02d}'\n\n        # read the grayscale image which will be resized to (1, 480, 640)\n        img_name0 = osp.join(self.root_dir, scene_name, 'color', f'{stem_name_0}.jpg')\n        img_name1 = osp.join(self.root_dir, scene_name, 'color', f'{stem_name_1}.jpg')\n        \n        # TODO: Support augmentation & handle seeds for each worker correctly.\n        image0 = read_scannet_gray(img_name0, resize=(640, 480), augment_fn=None)\n                                #    augment_fn=np.random.choice([self.augment_fn, None], p=[0.5, 0.5]))\n        image1 = read_scannet_gray(img_name1, resize=(640, 480), augment_fn=None)\n                                #    augment_fn=np.random.choice([self.augment_fn, None], p=[0.5, 0.5]))\n\n        # read the depthmap which is stored as (480, 640)\n        if self.mode in ['train', 'val']:\n            depth0 = read_scannet_depth(osp.join(self.root_dir, scene_name, 'depth', f'{stem_name_0}.png'))\n            depth1 = read_scannet_depth(osp.join(self.root_dir, scene_name, 'depth', f'{stem_name_1}.png'))\n        else:\n            depth0 = depth1 = torch.tensor([])\n\n        # read the intrinsic of depthmap\n        K_0 = K_1 = torch.tensor(self.intrinsics[scene_name].copy(), dtype=torch.float).reshape(3, 3)\n\n        # read and compute relative poses\n        T_0to1 = torch.tensor(self._compute_rel_pose(scene_name, stem_name_0, stem_name_1),\n                              dtype=torch.float32)\n        T_1to0 = T_0to1.inverse()\n\n        data = {\n            'image0': image0,   # (1, h, w)\n            'depth0': depth0,   # (h, w)\n            'image1': image1,\n            'depth1': depth1,\n            'T_0to1': T_0to1,   # (4, 4)\n            'T_1to0': T_1to0,\n            'K0': K_0,  # (3, 3)\n            'K1': K_1,\n            'dataset_name': 'ScanNet',\n            'scene_id': scene_name,\n            'pair_id': idx,\n            'pair_names': (osp.join(scene_name, 'color', f'{stem_name_0}.jpg'),\n                           osp.join(scene_name, 'color', f'{stem_name_1}.jpg'))\n        }\n\n        return data\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/lightning/data.py",
    "content": "import os\nimport math\nfrom collections import abc\nfrom loguru import logger\nfrom torch.utils.data.dataset import Dataset\nfrom tqdm import tqdm\nfrom os import path as osp\nfrom pathlib import Path\nfrom joblib import Parallel, delayed\n\nimport pytorch_lightning as pl\nfrom torch import distributed as dist\nfrom torch.utils.data import (\n    Dataset,\n    DataLoader,\n    ConcatDataset,\n    DistributedSampler,\n    RandomSampler,\n    dataloader\n)\n\nfrom loftr.utils.augment import build_augmentor\nfrom loftr.utils.dataloader import get_local_split\nfrom loftr.utils.misc import tqdm_joblib\nfrom loftr.utils import comm\nfrom loftr.datasets.megadepth import MegaDepthDataset\nfrom loftr.datasets.scannet import ScanNetDataset\nfrom loftr.datasets.sampler import RandomConcatSampler\n\n\nclass MultiSceneDataModule(pl.LightningDataModule):\n    \"\"\" \n    For distributed training, each training process is assgined\n    only a part of the training scenes to reduce memory overhead.\n    \"\"\"\n    def __init__(self, args, config):\n        super().__init__()\n\n        # 1. data config\n        # Train and Val should from the same data source\n        self.trainval_data_source = config.DATASET.TRAINVAL_DATA_SOURCE\n        self.test_data_source = config.DATASET.TEST_DATA_SOURCE\n        # training and validating\n        self.train_data_root = config.DATASET.TRAIN_DATA_ROOT\n        self.train_pose_root = config.DATASET.TRAIN_POSE_ROOT  # (optional)\n        self.train_npz_root = config.DATASET.TRAIN_NPZ_ROOT\n        self.train_list_path = config.DATASET.TRAIN_LIST_PATH\n        self.train_intrinsic_path = config.DATASET.TRAIN_INTRINSIC_PATH\n        self.val_data_root = config.DATASET.VAL_DATA_ROOT\n        self.val_pose_root = config.DATASET.VAL_POSE_ROOT  # (optional)\n        self.val_npz_root = config.DATASET.VAL_NPZ_ROOT\n        self.val_list_path = config.DATASET.VAL_LIST_PATH\n        self.val_intrinsic_path = config.DATASET.VAL_INTRINSIC_PATH\n        # testing\n        self.test_data_root = config.DATASET.TEST_DATA_ROOT\n        self.test_pose_root = config.DATASET.TEST_POSE_ROOT  # (optional)\n        self.test_npz_root = config.DATASET.TEST_NPZ_ROOT\n        self.test_list_path = config.DATASET.TEST_LIST_PATH\n        self.test_intrinsic_path = config.DATASET.TEST_INTRINSIC_PATH\n\n        # 2. dataset config\n        # general options\n        self.min_overlap_score_test = config.DATASET.MIN_OVERLAP_SCORE_TEST  # 0.4, omit data with overlap_score < min_overlap_score\n        self.min_overlap_score_train = config.DATASET.MIN_OVERLAP_SCORE_TRAIN\n        self.augment_fn = build_augmentor(config.DATASET.AUGMENTATION_TYPE)  # None, options: [None, 'dark', 'mobile']\n\n        # MegaDepth options\n        self.mgdpt_img_resize = config.DATASET.MGDPT_IMG_RESIZE  # 840\n        self.mgdpt_img_pad = config.DATASET.MGDPT_IMG_PAD   # True\n        self.mgdpt_depth_pad = config.DATASET.MGDPT_DEPTH_PAD   # True\n        self.mgdpt_df = config.DATASET.MGDPT_DF  # 8\n        self.coarse_scale = 1 / config.LOFTR.RESOLUTION[0]  # 0.125. for training loftr.\n\n        # 3.loader parameters\n        self.train_loader_params = {\n            'batch_size': args.batch_size,\n            'num_workers': args.num_workers,\n            'pin_memory': getattr(args, 'pin_memory', True)\n        }\n        self.val_loader_params = {\n            'batch_size': 1,\n            'shuffle': False,\n            'num_workers': args.num_workers,\n            'pin_memory': getattr(args, 'pin_memory', True)\n        }\n        self.test_loader_params = {\n            'batch_size': 1,\n            'shuffle': False,\n            'num_workers': args.num_workers,\n            'pin_memory': True\n        }\n        \n        # 4. sampler\n        self.data_sampler = config.TRAINER.DATA_SAMPLER\n        self.n_samples_per_subset = config.TRAINER.N_SAMPLES_PER_SUBSET\n        self.subset_replacement = config.TRAINER.SB_SUBSET_SAMPLE_REPLACEMENT\n        self.shuffle = config.TRAINER.SB_SUBSET_SHUFFLE\n        self.repeat = config.TRAINER.SB_REPEAT\n        \n        # (optional) RandomSampler for debugging\n\n        # misc configurations\n        self.parallel_load_data = getattr(args, 'parallel_load_data', False)\n        self.seed = config.TRAINER.SEED  # 66\n\n    def setup(self, stage=None):\n        \"\"\"\n        Setup train / val / test dataset. This method will be called by PL automatically.\n        Args:\n            stage (str): 'fit' in training phase, and 'test' in testing phase.\n        \"\"\"\n\n        assert stage in ['fit', 'test'], \"stage must be either fit or test\"\n\n        try:\n            self.world_size = dist.get_world_size()\n            self.rank = dist.get_rank()\n            logger.info(f\"[rank:{self.rank}] world_size: {self.world_size}\")\n        except AssertionError as ae:\n            self.world_size = 1\n            self.rank = 0\n            logger.warning(str(ae) + \" (set wolrd_size=1 and rank=0)\")\n\n        if stage == 'fit':\n            self.train_dataset = self._setup_dataset(\n                self.train_data_root,\n                self.train_npz_root,\n                self.train_list_path,\n                self.train_intrinsic_path,\n                mode='train',\n                min_overlap_score=self.min_overlap_score_train,\n                pose_dir=self.train_pose_root)\n            # setup multiple (optional) validation subsets\n            if isinstance(self.val_list_path, (list, tuple)):\n                self.val_dataset = []\n                if not isinstance(self.val_npz_root, (list, tuple)):\n                    self.val_npz_root = [self.val_npz_root for _ in range(len(self.val_list_path))]\n                for npz_list, npz_root in zip(self.val_list_path, self.val_npz_root):\n                    self.val_dataset.append(self._setup_dataset(\n                        self.val_data_root,\n                        npz_root,\n                        npz_list,\n                        self.val_intrinsic_path,\n                        mode='val',\n                        min_overlap_score=self.min_overlap_score_test,\n                        pose_dir=self.val_pose_root))\n            else:\n                self.val_dataset = self._setup_dataset(\n                    self.val_data_root,\n                    self.val_npz_root,\n                    self.val_list_path,\n                    self.val_intrinsic_path,\n                    mode='val',\n                    min_overlap_score=self.min_overlap_score_test,\n                    pose_dir=self.val_pose_root)\n            logger.info(f'[rank:{self.rank}] Train & Val Dataset loaded!')\n        else:  # stage == 'test\n            self.test_dataset = self._setup_dataset(\n                self.test_data_root,\n                self.test_npz_root,\n                self.test_list_path,\n                self.test_intrinsic_path,\n                mode='test',\n                min_overlap_score=self.min_overlap_score_test,\n                pose_dir=self.test_pose_root)\n            logger.info(f'[rank:{self.rank}]: Test Dataset loaded!')\n\n    def _setup_dataset(self,\n                       data_root,\n                       split_npz_root,\n                       scene_list_path,\n                       intri_path,\n                       mode='train',\n                       min_overlap_score=0.,\n                       pose_dir=None):\n        \"\"\" Setup train / val / test set\"\"\"\n        with open(scene_list_path, 'r') as f:\n            npz_names = [name.split()[0] for name in f.readlines()]\n\n        if mode == 'train':\n            local_npz_names = get_local_split(npz_names, self.world_size, self.rank, self.seed)\n        else:\n            local_npz_names = npz_names\n        logger.info(f'[rank {self.rank}]: {len(local_npz_names)} scene(s) assigned.')\n        \n        dataset_builder = self._build_concat_dataset_parallel \\\n                            if self.parallel_load_data \\\n                            else self._build_concat_dataset\n        return dataset_builder(data_root, local_npz_names, split_npz_root, intri_path,\n                                mode=mode, min_overlap_score=min_overlap_score, pose_dir=pose_dir)\n\n    def _build_concat_dataset(\n        self,\n        data_root,\n        npz_names,\n        npz_dir,\n        intrinsic_path,\n        mode,\n        min_overlap_score=0.,\n        pose_dir=None\n    ):\n        datasets = []\n        augment_fn = self.augment_fn if mode == 'train' else None\n        data_source = self.trainval_data_source if mode in ['train', 'val'] else self.test_data_source\n        if str(data_source).lower() == 'megadepth':\n            npz_names = [f'{n}.npz' for n in npz_names]\n        for npz_name in tqdm(npz_names,\n                             desc=f'[rank:{self.rank}] loading {mode} datasets',\n                             disable=int(self.rank) != 0):\n            # `ScanNetDataset`/`MegaDepthDataset` load all data from npz_path when initialized, which might take time.\n            npz_path = osp.join(npz_dir, npz_name)\n            if data_source == 'ScanNet':\n                datasets.append(\n                    ScanNetDataset(data_root,\n                                   npz_path,\n                                   intrinsic_path,\n                                   mode=mode,\n                                   min_overlap_score=min_overlap_score,\n                                   augment_fn=augment_fn,\n                                   pose_dir=pose_dir))\n            elif data_source == 'MegaDepth':\n                datasets.append(\n                    MegaDepthDataset(data_root,\n                                     npz_path,\n                                     mode=mode,\n                                     min_overlap_score=min_overlap_score,\n                                     img_resize=self.mgdpt_img_resize,\n                                     df=self.mgdpt_df,\n                                     img_padding=self.mgdpt_img_pad,\n                                     depth_padding=self.mgdpt_depth_pad,\n                                     augment_fn=augment_fn,\n                                     coarse_scale=self.coarse_scale))\n            else:\n                raise NotImplementedError()\n        return ConcatDataset(datasets)\n    \n    def _build_concat_dataset_parallel(\n        self,\n        data_root,\n        npz_names,\n        npz_dir,\n        intrinsic_path,\n        mode,\n        min_overlap_score=0.,\n        pose_dir=None,\n    ):\n        augment_fn = self.augment_fn if mode == 'train' else None\n        data_source = self.trainval_data_source if mode in ['train', 'val'] else self.test_data_source\n        if str(data_source).lower() == 'megadepth':\n            npz_names = [f'{n}.npz' for n in npz_names]\n        with tqdm_joblib(tqdm(desc=f'[rank:{self.rank}] loading {mode} datasets',\n                              total=len(npz_names), disable=int(self.rank) != 0)):\n            if data_source == 'ScanNet':\n                datasets = Parallel(n_jobs=math.floor(len(os.sched_getaffinity(0)) * 0.9 / comm.get_local_size()))(\n                    delayed(lambda x: _build_dataset(\n                        ScanNetDataset,\n                        data_root,\n                        osp.join(npz_dir, x),\n                        intrinsic_path,\n                        mode=mode,\n                        min_overlap_score=min_overlap_score,\n                        augment_fn=augment_fn,\n                        pose_dir=pose_dir))(name)\n                    for name in npz_names)\n            elif data_source == 'MegaDepth':\n                # TODO: _pickle.PicklingError: Could not pickle the task to send it to the workers.\n                raise NotImplementedError()\n                datasets = Parallel(n_jobs=math.floor(len(os.sched_getaffinity(0)) * 0.9 / comm.get_local_size()))(\n                    delayed(lambda x: _build_dataset(\n                        MegaDepthDataset,\n                        data_root,\n                        osp.join(npz_dir, x),\n                        mode=mode,\n                        min_overlap_score=min_overlap_score,\n                        img_resize=self.mgdpt_img_resize,\n                        df=self.mgdpt_df,\n                        img_padding=self.mgdpt_img_pad,\n                        depth_padding=self.mgdpt_depth_pad,\n                        augment_fn=augment_fn,\n                        coarse_scale=self.coarse_scale))(name)\n                    for name in npz_names)\n            else:\n                raise ValueError(f'Unknown dataset: {data_source}')\n        return ConcatDataset(datasets)\n\n    def train_dataloader(self):\n        \"\"\" Build training dataloader for ScanNet / MegaDepth. \"\"\"\n        assert self.data_sampler in ['scene_balance']\n        logger.info(f'[rank:{self.rank}/{self.world_size}]: Train Sampler and DataLoader re-init (should not re-init between epochs!).')\n        if self.data_sampler == 'scene_balance':\n            sampler = RandomConcatSampler(self.train_dataset,\n                                          self.n_samples_per_subset,\n                                          self.subset_replacement,\n                                          self.shuffle, self.repeat, self.seed)\n        else:\n            sampler = None\n        dataloader = DataLoader(self.train_dataset, sampler=sampler, **self.train_loader_params)\n        return dataloader\n    \n    def val_dataloader(self):\n        \"\"\" Build validation dataloader for ScanNet / MegaDepth. \"\"\"\n        logger.info(f'[rank:{self.rank}/{self.world_size}]: Val Sampler and DataLoader re-init.')\n        if not isinstance(self.val_dataset, abc.Sequence):\n            sampler = DistributedSampler(self.val_dataset, shuffle=False)\n            return DataLoader(self.val_dataset, sampler=sampler, **self.val_loader_params)\n        else:\n            dataloaders = []\n            for dataset in self.val_dataset:\n                sampler = DistributedSampler(dataset, shuffle=False)\n                dataloaders.append(DataLoader(dataset, sampler=sampler, **self.val_loader_params))\n            return dataloaders\n\n    def test_dataloader(self, *args, **kwargs):\n        logger.info(f'[rank:{self.rank}/{self.world_size}]: Test Sampler and DataLoader re-init.')\n        sampler = DistributedSampler(self.test_dataset, shuffle=False)\n        return DataLoader(self.test_dataset, sampler=sampler, **self.test_loader_params)\n\n\ndef _build_dataset(dataset: Dataset, *args, **kwargs):\n    return dataset(*args, **kwargs)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/lightning/lightning_loftr.py",
    "content": "\nfrom collections import defaultdict\nimport pprint\nfrom loguru import logger\nfrom pathlib import Path\n\nimport torch\nimport numpy as np\nimport pytorch_lightning as pl\nfrom matplotlib import pyplot as plt\n\nfrom loftr.loftr import LoFTR\nfrom loftr.loftr.utils.supervision import compute_supervision_coarse, compute_supervision_fine\nfrom loftr.losses.loftr_loss import LoFTRLoss\nfrom loftr.optimizers import build_optimizer, build_scheduler\nfrom loftr.utils.metrics import (\n    compute_symmetrical_epipolar_errors,\n    compute_pose_errors,\n    aggregate_metrics\n)\nfrom loftr.utils.plotting import make_matching_figures\nfrom loftr.utils.comm import gather, all_gather\nfrom loftr.utils.misc import lower_config, flattenList\nfrom loftr.utils.profiler import PassThroughProfiler\n\n\nclass PL_LoFTR(pl.LightningModule):\n    def __init__(self, config, pretrained_ckpt=None, profiler=None, dump_dir=None):\n        \"\"\"\n        TODO:\n            - use the new version of PL logging API.\n        \"\"\"\n        super().__init__()\n        # Misc\n        self.config = config  # full config\n        _config = lower_config(self.config)\n        self.loftr_cfg = lower_config(_config['loftr'])\n        self.profiler = profiler or PassThroughProfiler()\n        self.n_vals_plot = max(config.TRAINER.N_VAL_PAIRS_TO_PLOT // config.TRAINER.WORLD_SIZE, 1)\n\n        # Matcher: LoFTR\n        self.matcher = LoFTR(config=_config['loftr'])\n        self.loss = LoFTRLoss(_config)\n\n        # Pretrained weights\n        if pretrained_ckpt:\n            state_dict = torch.load(pretrained_ckpt, map_location='cpu')['state_dict']\n            self.matcher.load_state_dict(state_dict, strict=True)\n            logger.info(f\"Load \\'{pretrained_ckpt}\\' as pretrained checkpoint\")\n        \n        # Testing\n        self.dump_dir = dump_dir\n        \n    def configure_optimizers(self):\n        # FIXME: The scheduler did not work properly when `--resume_from_checkpoint`\n        optimizer = build_optimizer(self, self.config)\n        scheduler = build_scheduler(self.config, optimizer)\n        return [optimizer], [scheduler]\n    \n    def optimizer_step(\n            self, epoch, batch_idx, optimizer, optimizer_idx,\n            optimizer_closure, on_tpu, using_native_amp, using_lbfgs):\n        # learning rate warm up\n        warmup_step = self.config.TRAINER.WARMUP_STEP\n        if self.trainer.global_step < warmup_step:\n            if self.config.TRAINER.WARMUP_TYPE == 'linear':\n                base_lr = self.config.TRAINER.WARMUP_RATIO * self.config.TRAINER.TRUE_LR\n                lr = base_lr + \\\n                    (self.trainer.global_step / self.config.TRAINER.WARMUP_STEP) * \\\n                    abs(self.config.TRAINER.TRUE_LR - base_lr)\n                for pg in optimizer.param_groups:\n                    pg['lr'] = lr\n            elif self.config.TRAINER.WARMUP_TYPE == 'constant':\n                pass\n            else:\n                raise ValueError(f'Unknown lr warm-up strategy: {self.config.TRAINER.WARMUP_TYPE}')\n\n        # update params\n        optimizer.step(closure=optimizer_closure)\n        optimizer.zero_grad()\n    \n    def _trainval_inference(self, batch):\n        with self.profiler.profile(\"Compute coarse supervision\"):\n            compute_supervision_coarse(batch, self.config)\n        \n        with self.profiler.profile(\"LoFTR\"):\n            self.matcher(batch)\n        \n        with self.profiler.profile(\"Compute fine supervision\"):\n            compute_supervision_fine(batch, self.config)\n            \n        with self.profiler.profile(\"Compute losses\"):\n            self.loss(batch)\n    \n    def _compute_metrics(self, batch):\n        with self.profiler.profile(\"Copmute metrics\"):\n            compute_symmetrical_epipolar_errors(batch)  # compute epi_errs for each match\n            compute_pose_errors(batch, self.config)  # compute R_errs, t_errs, pose_errs for each pair\n\n            rel_pair_names = list(zip(*batch['pair_names']))\n            bs = batch['image0'].size(0)\n            metrics = {\n                # to filter duplicate pairs caused by DistributedSampler\n                'identifiers': ['#'.join(rel_pair_names[b]) for b in range(bs)],\n                'epi_errs': [batch['epi_errs'][batch['m_bids'] == b].cpu().numpy() for b in range(bs)],\n                'R_errs': batch['R_errs'],\n                't_errs': batch['t_errs'],\n                'inliers': batch['inliers']}\n            ret_dict = {'metrics': metrics}\n        return ret_dict, rel_pair_names\n    \n    def training_step(self, batch, batch_idx):\n        self._trainval_inference(batch)\n        \n        # logging\n        if self.trainer.global_rank == 0 and self.global_step % self.trainer.log_every_n_steps == 0:\n            # scalars\n            for k, v in batch['loss_scalars'].items():\n                self.logger.experiment.add_scalar(f'train/{k}', v, self.global_step)\n\n            # net-params\n            if self.config.LOFTR.MATCH_COARSE.MATCH_TYPE == 'sinkhorn':\n                self.logger.experiment.add_scalar(\n                    f'skh_bin_score', self.matcher.coarse_matching.bin_score.clone().detach().cpu().data, self.global_step)\n\n            # figures\n            if self.config.TRAINER.ENABLE_PLOTTING:\n                compute_symmetrical_epipolar_errors(batch)  # compute epi_errs for each match\n                figures = make_matching_figures(batch, self.config, self.config.TRAINER.PLOT_MODE)\n                for k, v in figures.items():\n                    self.logger.experiment.add_figure(f'train_match/{k}', v, self.global_step)\n\n        return {'loss': batch['loss']}\n\n    def training_epoch_end(self, outputs):\n        avg_loss = torch.stack([x['loss'] for x in outputs]).mean()\n        if self.trainer.global_rank == 0:\n            self.logger.experiment.add_scalar(\n                'train/avg_loss_on_epoch', avg_loss,\n                global_step=self.current_epoch)\n    \n    def validation_step(self, batch, batch_idx):\n        self._trainval_inference(batch)\n        \n        ret_dict, _ = self._compute_metrics(batch)\n        \n        val_plot_interval = max(self.trainer.num_val_batches[0] // self.n_vals_plot, 1)\n        figures = {self.config.TRAINER.PLOT_MODE: []}\n        if batch_idx % val_plot_interval == 0:\n            figures = make_matching_figures(batch, self.config, mode=self.config.TRAINER.PLOT_MODE)\n\n        return {\n            **ret_dict,\n            'loss_scalars': batch['loss_scalars'],\n            'figures': figures,\n        }\n        \n    def validation_epoch_end(self, outputs):\n        # handle multiple validation sets\n        multi_outputs = [outputs] if not isinstance(outputs[0], (list, tuple)) else outputs\n        multi_val_metrics = defaultdict(list)\n        \n        for valset_idx, outputs in enumerate(multi_outputs):\n            # since pl performs sanity_check at the very begining of the training\n            cur_epoch = self.trainer.current_epoch\n            if not self.trainer.resume_from_checkpoint and self.trainer.running_sanity_check:\n                cur_epoch = -1\n\n            # 1. loss_scalars: dict of list, on cpu\n            _loss_scalars = [o['loss_scalars'] for o in outputs]\n            loss_scalars = {k: flattenList(all_gather([_ls[k] for _ls in _loss_scalars])) for k in _loss_scalars[0]}\n\n            # 2. val metrics: dict of list, numpy\n            _metrics = [o['metrics'] for o in outputs]\n            metrics = {k: flattenList(all_gather(flattenList([_me[k] for _me in _metrics]))) for k in _metrics[0]}\n            # NOTE: all ranks need to `aggregate_merics`, but only log at rank-0 \n            val_metrics_4tb = aggregate_metrics(metrics, self.config.TRAINER.EPI_ERR_THR)\n            for thr in [5, 10, 20]:\n                multi_val_metrics[f'auc@{thr}'].append(val_metrics_4tb[f'auc@{thr}'])\n            \n            # 3. figures\n            _figures = [o['figures'] for o in outputs]\n            figures = {k: flattenList(gather(flattenList([_me[k] for _me in _figures]))) for k in _figures[0]}\n\n            # tensorboard records only on rank 0\n            if self.trainer.global_rank == 0:\n                for k, v in loss_scalars.items():\n                    mean_v = torch.stack(v).mean()\n                    self.logger.experiment.add_scalar(f'val_{valset_idx}/avg_{k}', mean_v, global_step=cur_epoch)\n\n                for k, v in val_metrics_4tb.items():\n                    self.logger.experiment.add_scalar(f\"metrics_{valset_idx}/{k}\", v, global_step=cur_epoch)\n                \n                for k, v in figures.items():\n                    if self.trainer.global_rank == 0:\n                        for plot_idx, fig in enumerate(v):\n                            self.logger.experiment.add_figure(\n                                f'val_match_{valset_idx}/{k}/pair-{plot_idx}', fig, cur_epoch, close=True)\n            plt.close('all')\n\n        for thr in [5, 10, 20]:\n            # log on all ranks for ModelCheckpoint callback to work properly\n            self.log(f'auc@{thr}', torch.tensor(np.mean(multi_val_metrics[f'auc@{thr}'])))  # ckpt monitors on this\n\n    def test_step(self, batch, batch_idx):\n        with self.profiler.profile(\"LoFTR\"):\n            self.matcher(batch)\n\n        ret_dict, rel_pair_names = self._compute_metrics(batch)\n\n        with self.profiler.profile(\"dump_results\"):\n            if self.dump_dir is not None:\n                # dump results for further analysis\n                keys_to_save = {'mkpts0_f', 'mkpts1_f', 'mconf', 'epi_errs'}\n                pair_names = list(zip(*batch['pair_names']))\n                bs = batch['image0'].shape[0]\n                dumps = []\n                for b_id in range(bs):\n                    item = {}\n                    mask = batch['m_bids'] == b_id\n                    item['pair_names'] = pair_names[b_id]\n                    item['identifier'] = '#'.join(rel_pair_names[b_id])\n                    for key in keys_to_save:\n                        item[key] = batch[key][mask].cpu().numpy()\n                    for key in ['R_errs', 't_errs', 'inliers']:\n                        item[key] = batch[key][b_id]\n                    dumps.append(item)\n                ret_dict['dumps'] = dumps\n\n        return ret_dict\n\n    def test_epoch_end(self, outputs):\n        # metrics: dict of list, numpy\n        _metrics = [o['metrics'] for o in outputs]\n        metrics = {k: flattenList(gather(flattenList([_me[k] for _me in _metrics]))) for k in _metrics[0]}\n\n        # [{key: [{...}, *#bs]}, *#batch]\n        if self.dump_dir is not None:\n            Path(self.dump_dir).mkdir(parents=True, exist_ok=True)\n            _dumps = flattenList([o['dumps'] for o in outputs])  # [{...}, #bs*#batch]\n            dumps = flattenList(gather(_dumps))  # [{...}, #proc*#bs*#batch]\n            logger.info(f'Prediction and evaluation results will be saved to: {self.dump_dir}')\n\n        if self.trainer.global_rank == 0:\n            print(self.profiler.summary())\n            val_metrics_4tb = aggregate_metrics(metrics, self.config.TRAINER.EPI_ERR_THR)\n            logger.info('\\n' + pprint.pformat(val_metrics_4tb))\n            if self.dump_dir is not None:\n                np.save(Path(self.dump_dir) / 'LoFTR_pred_eval', dumps)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/loftr/__init__.py",
    "content": "from .loftr import LoFTR\nfrom .utils.cvpr_ds_config import default_cfg\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/loftr/backbone/__init__.py",
    "content": "from .resnet_fpn import ResNetFPN_8_2, ResNetFPN_16_4\n\n\ndef build_backbone(config):\n    if config['backbone_type'] == 'ResNetFPN':\n        if config['resolution'] == (8, 2):\n            return ResNetFPN_8_2(config['resnetfpn'])\n        elif config['resolution'] == (16, 4):\n            return ResNetFPN_16_4(config['resnetfpn'])\n    else:\n        raise ValueError(f\"LOFTR.BACKBONE_TYPE {config['backbone_type']} not supported.\")\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/loftr/backbone/resnet_fpn.py",
    "content": "import torch.nn as nn\nimport torch.nn.functional as F\n\n\ndef conv1x1(in_planes, out_planes, stride=1):\n    \"\"\"1x1 convolution without padding\"\"\"\n    return nn.Conv2d(in_planes, out_planes, kernel_size=1, stride=stride, padding=0, bias=False)\n\n\ndef conv3x3(in_planes, out_planes, stride=1):\n    \"\"\"3x3 convolution with padding\"\"\"\n    return nn.Conv2d(in_planes, out_planes, kernel_size=3, stride=stride, padding=1, bias=False)\n\n\nclass BasicBlock(nn.Module):\n    def __init__(self, in_planes, planes, stride=1):\n        super().__init__()\n        self.conv1 = conv3x3(in_planes, planes, stride)\n        self.conv2 = conv3x3(planes, planes)\n        self.bn1 = nn.BatchNorm2d(planes)\n        self.bn2 = nn.BatchNorm2d(planes)\n        self.relu = nn.ReLU(inplace=True)\n\n        if stride == 1:\n            self.downsample = None\n        else:\n            self.downsample = nn.Sequential(\n                conv1x1(in_planes, planes, stride=stride),\n                nn.BatchNorm2d(planes)\n            )\n\n    def forward(self, x):\n        y = x\n        y = self.relu(self.bn1(self.conv1(y)))\n        y = self.bn2(self.conv2(y))\n\n        if self.downsample is not None:\n            x = self.downsample(x)\n\n        return self.relu(x+y)\n\n\nclass ResNetFPN_8_2(nn.Module):\n    \"\"\"\n    ResNet+FPN, output resolution are 1/8 and 1/2.\n    Each block has 2 layers.\n    \"\"\"\n\n    def __init__(self, config):\n        super().__init__()\n        # Config\n        block = BasicBlock\n        initial_dim = config['initial_dim']\n        block_dims = config['block_dims']\n\n        # Class Variable\n        self.in_planes = initial_dim\n\n        # Networks\n        self.conv1 = nn.Conv2d(1, initial_dim, kernel_size=7, stride=2, padding=3, bias=False)\n        self.bn1 = nn.BatchNorm2d(initial_dim)\n        self.relu = nn.ReLU(inplace=True)\n\n        self.layer1 = self._make_layer(block, block_dims[0], stride=1)  # 1/2\n        self.layer2 = self._make_layer(block, block_dims[1], stride=2)  # 1/4\n        self.layer3 = self._make_layer(block, block_dims[2], stride=2)  # 1/8\n\n        # 3. FPN upsample\n        self.layer3_outconv = conv1x1(block_dims[2], block_dims[2])\n        self.layer2_outconv = conv1x1(block_dims[1], block_dims[2])\n        self.layer2_outconv2 = nn.Sequential(\n            conv3x3(block_dims[2], block_dims[2]),\n            nn.BatchNorm2d(block_dims[2]),\n            nn.LeakyReLU(),\n            conv3x3(block_dims[2], block_dims[1]),\n        )\n        self.layer1_outconv = conv1x1(block_dims[0], block_dims[1])\n        self.layer1_outconv2 = nn.Sequential(\n            conv3x3(block_dims[1], block_dims[1]),\n            nn.BatchNorm2d(block_dims[1]),\n            nn.LeakyReLU(),\n            conv3x3(block_dims[1], block_dims[0]),\n        )\n\n        for m in self.modules():\n            if isinstance(m, nn.Conv2d):\n                nn.init.kaiming_normal_(m.weight, mode='fan_out', nonlinearity='relu')\n            elif isinstance(m, (nn.BatchNorm2d, nn.GroupNorm)):\n                nn.init.constant_(m.weight, 1)\n                nn.init.constant_(m.bias, 0)\n\n    def _make_layer(self, block, dim, stride=1):\n        layer1 = block(self.in_planes, dim, stride=stride)\n        layer2 = block(dim, dim, stride=1)\n        layers = (layer1, layer2)\n\n        self.in_planes = dim\n        return nn.Sequential(*layers)\n\n    def forward(self, x):\n        # ResNet Backbone\n        x0 = self.relu(self.bn1(self.conv1(x)))\n        x1 = self.layer1(x0)  # 1/2\n        x2 = self.layer2(x1)  # 1/4\n        x3 = self.layer3(x2)  # 1/8\n\n        # FPN\n        x3_out = self.layer3_outconv(x3)\n\n        x3_out_2x = F.interpolate(x3_out, scale_factor=2., mode='bilinear', align_corners=True)\n        x2_out = self.layer2_outconv(x2)\n        x2_out = self.layer2_outconv2(x2_out+x3_out_2x)\n\n        x2_out_2x = F.interpolate(x2_out, scale_factor=2., mode='bilinear', align_corners=True)\n        x1_out = self.layer1_outconv(x1)\n        x1_out = self.layer1_outconv2(x1_out+x2_out_2x)\n\n        return [x3_out, x1_out]\n\n\nclass ResNetFPN_16_4(nn.Module):\n    \"\"\"\n    ResNet+FPN, output resolution are 1/16 and 1/4.\n    Each block has 2 layers.\n    \"\"\"\n\n    def __init__(self, config):\n        super().__init__()\n        # Config\n        block = BasicBlock\n        initial_dim = config['initial_dim']\n        block_dims = config['block_dims']\n\n        # Class Variable\n        self.in_planes = initial_dim\n\n        # Networks\n        self.conv1 = nn.Conv2d(1, initial_dim, kernel_size=7, stride=2, padding=3, bias=False)\n        self.bn1 = nn.BatchNorm2d(initial_dim)\n        self.relu = nn.ReLU(inplace=True)\n\n        self.layer1 = self._make_layer(block, block_dims[0], stride=1)  # 1/2\n        self.layer2 = self._make_layer(block, block_dims[1], stride=2)  # 1/4\n        self.layer3 = self._make_layer(block, block_dims[2], stride=2)  # 1/8\n        self.layer4 = self._make_layer(block, block_dims[3], stride=2)  # 1/16\n\n        # 3. FPN upsample\n        self.layer4_outconv = conv1x1(block_dims[3], block_dims[3])\n        self.layer3_outconv = conv1x1(block_dims[2], block_dims[3])\n        self.layer3_outconv2 = nn.Sequential(\n            conv3x3(block_dims[3], block_dims[3]),\n            nn.BatchNorm2d(block_dims[3]),\n            nn.LeakyReLU(),\n            conv3x3(block_dims[3], block_dims[2]),\n        )\n\n        self.layer2_outconv = conv1x1(block_dims[1], block_dims[2])\n        self.layer2_outconv2 = nn.Sequential(\n            conv3x3(block_dims[2], block_dims[2]),\n            nn.BatchNorm2d(block_dims[2]),\n            nn.LeakyReLU(),\n            conv3x3(block_dims[2], block_dims[1]),\n        )\n\n        for m in self.modules():\n            if isinstance(m, nn.Conv2d):\n                nn.init.kaiming_normal_(m.weight, mode='fan_out', nonlinearity='relu')\n            elif isinstance(m, (nn.BatchNorm2d, nn.GroupNorm)):\n                nn.init.constant_(m.weight, 1)\n                nn.init.constant_(m.bias, 0)\n\n    def _make_layer(self, block, dim, stride=1):\n        layer1 = block(self.in_planes, dim, stride=stride)\n        layer2 = block(dim, dim, stride=1)\n        layers = (layer1, layer2)\n\n        self.in_planes = dim\n        return nn.Sequential(*layers)\n\n    def forward(self, x):\n        # ResNet Backbone\n        x0 = self.relu(self.bn1(self.conv1(x)))\n        x1 = self.layer1(x0)  # 1/2\n        x2 = self.layer2(x1)  # 1/4\n        x3 = self.layer3(x2)  # 1/8\n        x4 = self.layer4(x3)  # 1/16\n\n        # FPN\n        x4_out = self.layer4_outconv(x4)\n\n        x4_out_2x = F.interpolate(x4_out, scale_factor=2., mode='bilinear', align_corners=True)\n        x3_out = self.layer3_outconv(x3)\n        x3_out = self.layer3_outconv2(x3_out+x4_out_2x)\n\n        x3_out_2x = F.interpolate(x3_out, scale_factor=2., mode='bilinear', align_corners=True)\n        x2_out = self.layer2_outconv(x2)\n        x2_out = self.layer2_outconv2(x2_out+x3_out_2x)\n\n        return [x4_out, x2_out]\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/loftr/loftr.py",
    "content": "import torch\nimport torch.nn as nn\nfrom einops.einops import rearrange\n\nfrom .backbone import build_backbone\nfrom .utils.position_encoding import PositionEncodingSine\nfrom .loftr_module import LocalFeatureTransformer, FinePreprocess\nfrom .utils.coarse_matching import CoarseMatching\nfrom .utils.fine_matching import FineMatching\n\n\nclass LoFTR(nn.Module):\n    def __init__(self, config):\n        super().__init__()\n        # Misc\n        self.config = config\n\n        # Modules\n        self.backbone = build_backbone(config)\n        self.pos_encoding = PositionEncodingSine(\n            config['coarse']['d_model'],\n            temp_bug_fix=config['coarse']['temp_bug_fix'])\n        self.loftr_coarse = LocalFeatureTransformer(config['coarse'])\n        self.coarse_matching = CoarseMatching(config['match_coarse'])\n        self.fine_preprocess = FinePreprocess(config)\n        self.loftr_fine = LocalFeatureTransformer(config[\"fine\"])\n        self.fine_matching = FineMatching()\n\n    def forward(self, data, coarse_only=False):\n        \"\"\" \n        Update:\n            data (dict): {\n                'image0': (torch.Tensor): (N, 1, H, W)\n                'image1': (torch.Tensor): (N, 1, H, W)\n                'mask0'(optional) : (torch.Tensor): (N, H, W) '0' indicates a padded position\n                'mask1'(optional) : (torch.Tensor): (N, H, W)\n            }\n        \"\"\"\n        # 1. Local Feature CNN\n        data.update({\n            'bs': data['image0'].size(0),\n            'hw0_i': data['image0'].shape[2:], 'hw1_i': data['image1'].shape[2:]\n        })\n\n        if data['hw0_i'] == data['hw1_i']:  # faster & better BN convergence\n            feats_c, feats_f = self.backbone(torch.cat([data['image0'], data['image1']], dim=0))\n            (feat_c0, feat_c1), (feat_f0, feat_f1) = feats_c.split(data['bs']), feats_f.split(data['bs'])\n        else:  # handle different input shapes\n            (feat_c0, feat_f0), (feat_c1, feat_f1) = self.backbone(data['image0']), self.backbone(data['image1'])\n\n        data.update({\n            'hw0_c': feat_c0.shape[2:], 'hw1_c': feat_c1.shape[2:],\n            'hw0_f': feat_f0.shape[2:], 'hw1_f': feat_f1.shape[2:]\n        })\n\n        # 2. coarse-level loftr module\n        # add featmap with positional encoding, then flatten it to sequence [N, HW, C]\n        feat_c0 = rearrange(self.pos_encoding(feat_c0), 'n c h w -> n (h w) c')\n        feat_c1 = rearrange(self.pos_encoding(feat_c1), 'n c h w -> n (h w) c')\n\n        mask_c0 = mask_c1 = None  # mask is useful in training\n        if 'mask0' in data:\n            mask_c0, mask_c1 = data['mask0'].flatten(-2), data['mask1'].flatten(-2)\n        feat_c0, feat_c1 = self.loftr_coarse(feat_c0, feat_c1, mask_c0, mask_c1)\n\n        # 3. match coarse-level\n        self.coarse_matching(feat_c0, feat_c1, data, mask_c0=mask_c0, mask_c1=mask_c1)\n        if coarse_only:\n            return\n\n        # 4. fine-level refinement\n        feat_f0_unfold, feat_f1_unfold = self.fine_preprocess(feat_f0, feat_f1, feat_c0, feat_c1, data)\n        if feat_f0_unfold.size(0) != 0:  # at least one coarse level predicted\n            feat_f0_unfold, feat_f1_unfold = self.loftr_fine(feat_f0_unfold, feat_f1_unfold)\n\n        # 5. match fine-level\n        self.fine_matching(feat_f0_unfold, feat_f1_unfold, data)\n\n    def load_state_dict(self, state_dict, *args, **kwargs):\n        for k in list(state_dict.keys()):\n            if k.startswith('matcher.'):\n                state_dict[k.replace('matcher.', '', 1)] = state_dict.pop(k)\n        return super().load_state_dict(state_dict, *args, **kwargs)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/loftr/loftr_module/__init__.py",
    "content": "from .transformer import LocalFeatureTransformer\nfrom .fine_preprocess import FinePreprocess\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/loftr/loftr_module/fine_preprocess.py",
    "content": "import torch\nimport torch.nn as nn\nimport torch.nn.functional as F\nfrom einops.einops import rearrange, repeat\n\n\nclass FinePreprocess(nn.Module):\n    def __init__(self, config):\n        super().__init__()\n\n        self.config = config\n        self.cat_c_feat = config['fine_concat_coarse_feat']\n        self.W = self.config['fine_window_size']\n\n        d_model_c = self.config['coarse']['d_model']\n        d_model_f = self.config['fine']['d_model']\n        self.d_model_f = d_model_f\n        if self.cat_c_feat:\n            self.down_proj = nn.Linear(d_model_c, d_model_f, bias=True)\n            self.merge_feat = nn.Linear(2*d_model_f, d_model_f, bias=True)\n\n        self._reset_parameters()\n\n    def _reset_parameters(self):\n        for p in self.parameters():\n            if p.dim() > 1:\n                nn.init.kaiming_normal_(p, mode=\"fan_out\", nonlinearity=\"relu\")\n\n    def forward(self, feat_f0, feat_f1, feat_c0, feat_c1, data):\n        W = self.W\n        stride = data['hw0_f'][0] // data['hw0_c'][0]\n\n        data.update({'W': W})\n        if data['b_ids'].shape[0] == 0:\n            feat0 = torch.empty(0, self.W**2, self.d_model_f, device=feat_f0.device)\n            feat1 = torch.empty(0, self.W**2, self.d_model_f, device=feat_f0.device)\n            return feat0, feat1\n\n        # 1. unfold(crop) all local windows\n        feat_f0_unfold = F.unfold(feat_f0, kernel_size=(W, W), stride=stride, padding=W//2)\n        feat_f0_unfold = rearrange(feat_f0_unfold, 'n (c ww) l -> n l ww c', ww=W**2)\n        feat_f1_unfold = F.unfold(feat_f1, kernel_size=(W, W), stride=stride, padding=W//2)\n        feat_f1_unfold = rearrange(feat_f1_unfold, 'n (c ww) l -> n l ww c', ww=W**2)\n\n        # 2. select only the predicted matches\n        feat_f0_unfold = feat_f0_unfold[data['b_ids'], data['i_ids']]  # [n, ww, cf]\n        feat_f1_unfold = feat_f1_unfold[data['b_ids'], data['j_ids']]\n\n        # option: use coarse-level loftr feature as context: concat and linear\n        if self.cat_c_feat:\n            feat_c_win = self.down_proj(torch.cat([feat_c0[data['b_ids'], data['i_ids']],\n                                                   feat_c1[data['b_ids'], data['j_ids']]], 0))  # [2n, c]\n            feat_cf_win = self.merge_feat(torch.cat([\n                torch.cat([feat_f0_unfold, feat_f1_unfold], 0),  # [2n, ww, cf]\n                repeat(feat_c_win, 'n c -> n ww c', ww=W**2),  # [2n, ww, cf]\n            ], -1))\n            feat_f0_unfold, feat_f1_unfold = torch.chunk(feat_cf_win, 2, dim=0)\n\n        return feat_f0_unfold, feat_f1_unfold\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/loftr/loftr_module/linear_attention.py",
    "content": "\"\"\"\nLinear Transformer proposed in \"Transformers are RNNs: Fast Autoregressive Transformers with Linear Attention\"\nModified from: https://github.com/idiap/fast-transformers/blob/master/fast_transformers/attention/linear_attention.py\n\"\"\"\n\nimport torch\nfrom torch.nn import Module, Dropout\n\n\ndef elu_feature_map(x):\n    return torch.nn.functional.elu(x) + 1\n\n\nclass LinearAttention(Module):\n    def __init__(self, eps=1e-6):\n        super().__init__()\n        self.feature_map = elu_feature_map\n        self.eps = eps\n\n    def forward(self, queries, keys, values, q_mask=None, kv_mask=None):\n        \"\"\" Multi-Head linear attention proposed in \"Transformers are RNNs\"\n        Args:\n            queries: [N, L, H, D]\n            keys: [N, S, H, D]\n            values: [N, S, H, D]\n            q_mask: [N, L]\n            kv_mask: [N, S]\n        Returns:\n            queried_values: (N, L, H, D)\n        \"\"\"\n        Q = self.feature_map(queries)\n        K = self.feature_map(keys)\n\n        # set padded position to zero\n        if q_mask is not None:\n            Q = Q * q_mask[:, :, None, None]\n        if kv_mask is not None:\n            K = K * kv_mask[:, :, None, None]\n            values = values * kv_mask[:, :, None, None]\n\n        v_length = values.size(1)\n        values = values / v_length  # prevent fp16 overflow\n        KV = torch.einsum(\"nshd,nshv->nhdv\", K, values)  # (S,D)' @ S,V\n        Z = 1 / (torch.einsum(\"nlhd,nhd->nlh\", Q, K.sum(dim=1)) + self.eps)\n        queried_values = torch.einsum(\"nlhd,nhdv,nlh->nlhv\", Q, KV, Z) * v_length\n\n        return queried_values.contiguous()\n\n\nclass FullAttention(Module):\n    def __init__(self, use_dropout=False, attention_dropout=0.1):\n        super().__init__()\n        self.use_dropout = use_dropout\n        self.dropout = Dropout(attention_dropout)\n\n    def forward(self, queries, keys, values, q_mask=None, kv_mask=None):\n        \"\"\" Multi-head scaled dot-product attention, a.k.a full attention.\n        Args:\n            queries: [N, L, H, D]\n            keys: [N, S, H, D]\n            values: [N, S, H, D]\n            q_mask: [N, L]\n            kv_mask: [N, S]\n        Returns:\n            queried_values: (N, L, H, D)\n        \"\"\"\n\n        # Compute the unnormalized attention and apply the masks\n        QK = torch.einsum(\"nlhd,nshd->nlsh\", queries, keys)\n        if kv_mask is not None:\n            QK.masked_fill_(~(q_mask[:, :, None, None] * kv_mask[:, None, :, None]), float('-inf'))\n\n        # Compute the attention and the weighted average\n        softmax_temp = 1. / queries.size(3)**.5  # sqrt(D)\n        A = torch.softmax(softmax_temp * QK, dim=2)\n        if self.use_dropout:\n            A = self.dropout(A)\n\n        queried_values = torch.einsum(\"nlsh,nshd->nlhd\", A, values)\n\n        return queried_values.contiguous()\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/loftr/loftr_module/transformer.py",
    "content": "import copy\nimport torch\nimport torch.nn as nn\nfrom .linear_attention import LinearAttention, FullAttention\n\n\nclass LoFTREncoderLayer(nn.Module):\n    def __init__(self,\n                 d_model,\n                 nhead,\n                 attention='linear'):\n        super(LoFTREncoderLayer, self).__init__()\n\n        self.dim = d_model // nhead\n        self.nhead = nhead\n\n        # multi-head attention\n        self.q_proj = nn.Linear(d_model, d_model, bias=False)\n        self.k_proj = nn.Linear(d_model, d_model, bias=False)\n        self.v_proj = nn.Linear(d_model, d_model, bias=False)\n        self.attention = LinearAttention() if attention == 'linear' else FullAttention()\n        self.merge = nn.Linear(d_model, d_model, bias=False)\n\n        # feed-forward network\n        self.mlp = nn.Sequential(\n            nn.Linear(d_model*2, d_model*2, bias=False),\n            nn.ReLU(True),\n            nn.Linear(d_model*2, d_model, bias=False),\n        )\n\n        # norm and dropout\n        self.norm1 = nn.LayerNorm(d_model)\n        self.norm2 = nn.LayerNorm(d_model)\n\n    def forward(self, x, source, x_mask=None, source_mask=None):\n        \"\"\"\n        Args:\n            x (torch.Tensor): [N, L, C]\n            source (torch.Tensor): [N, S, C]\n            x_mask (torch.Tensor): [N, L] (optional)\n            source_mask (torch.Tensor): [N, S] (optional)\n        \"\"\"\n        bs = x.size(0)\n        query, key, value = x, source, source\n\n        # multi-head attention\n        query = self.q_proj(query).view(bs, -1, self.nhead, self.dim)  # [N, L, (H, D)]\n        key = self.k_proj(key).view(bs, -1, self.nhead, self.dim)  # [N, S, (H, D)]\n        value = self.v_proj(value).view(bs, -1, self.nhead, self.dim)\n        message = self.attention(query, key, value, q_mask=x_mask, kv_mask=source_mask)  # [N, L, (H, D)]\n        message = self.merge(message.view(bs, -1, self.nhead*self.dim))  # [N, L, C]\n        message = self.norm1(message)\n\n        # feed-forward network\n        message = self.mlp(torch.cat([x, message], dim=2))\n        message = self.norm2(message)\n\n        return x + message\n\n\nclass LocalFeatureTransformer(nn.Module):\n    \"\"\"A Local Feature Transformer (LoFTR) module.\"\"\"\n\n    def __init__(self, config):\n        super(LocalFeatureTransformer, self).__init__()\n\n        self.config = config\n        self.d_model = config['d_model']\n        self.nhead = config['nhead']\n        self.layer_names = config['layer_names']\n        encoder_layer = LoFTREncoderLayer(config['d_model'], config['nhead'], config['attention'])\n        self.layers = nn.ModuleList([copy.deepcopy(encoder_layer) for _ in range(len(self.layer_names))])\n        self._reset_parameters()\n\n    def _reset_parameters(self):\n        for p in self.parameters():\n            if p.dim() > 1:\n                nn.init.xavier_uniform_(p)\n\n    def forward(self, feat0, feat1, mask0=None, mask1=None):\n        \"\"\"\n        Args:\n            feat0 (torch.Tensor): [N, L, C]\n            feat1 (torch.Tensor): [N, S, C]\n            mask0 (torch.Tensor): [N, L] (optional)\n            mask1 (torch.Tensor): [N, S] (optional)\n        \"\"\"\n\n        assert self.d_model == feat0.size(2), \"the feature number of src and transformer must be equal\"\n\n        for layer, name in zip(self.layers, self.layer_names):\n            if name == 'self':\n                feat0 = layer(feat0, feat0, mask0, mask0)\n                feat1 = layer(feat1, feat1, mask1, mask1)\n            elif name == 'cross':\n                feat0 = layer(feat0, feat1, mask0, mask1)\n                feat1 = layer(feat1, feat0, mask1, mask0)\n            else:\n                raise KeyError\n\n        return feat0, feat1\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/loftr/utils/coarse_matching.py",
    "content": "import torch\nimport torch.nn as nn\nimport torch.nn.functional as F\nfrom einops.einops import rearrange\n\nINF = 1e9\n\ndef mask_border(m, b: int, v):\n    \"\"\" Mask borders with value\n    Args:\n        m (torch.Tensor): [N, H0, W0, H1, W1]\n        b (int)\n        v (m.dtype)\n    \"\"\"\n    if b <= 0:\n        return\n\n    m[:, :b] = v\n    m[:, :, :b] = v\n    m[:, :, :, :b] = v\n    m[:, :, :, :, :b] = v\n    m[:, -b:] = v\n    m[:, :, -b:] = v\n    m[:, :, :, -b:] = v\n    m[:, :, :, :, -b:] = v\n\n\ndef mask_border_with_padding(m, bd, v, p_m0, p_m1):\n    if bd <= 0:\n        return\n\n    m[:, :bd] = v\n    m[:, :, :bd] = v\n    m[:, :, :, :bd] = v\n    m[:, :, :, :, :bd] = v\n\n    h0s, w0s = p_m0.sum(1).max(-1)[0].int(), p_m0.sum(-1).max(-1)[0].int()\n    h1s, w1s = p_m1.sum(1).max(-1)[0].int(), p_m1.sum(-1).max(-1)[0].int()\n    for b_idx, (h0, w0, h1, w1) in enumerate(zip(h0s, w0s, h1s, w1s)):\n        m[b_idx, h0 - bd:] = v\n        m[b_idx, :, w0 - bd:] = v\n        m[b_idx, :, :, h1 - bd:] = v\n        m[b_idx, :, :, :, w1 - bd:] = v\n\n\ndef compute_max_candidates(p_m0, p_m1):\n    \"\"\"Compute the max candidates of all pairs within a batch\n    \n    Args:\n        p_m0, p_m1 (torch.Tensor): padded masks\n    \"\"\"\n    h0s, w0s = p_m0.sum(1).max(-1)[0], p_m0.sum(-1).max(-1)[0]\n    h1s, w1s = p_m1.sum(1).max(-1)[0], p_m1.sum(-1).max(-1)[0]\n    max_cand = torch.sum(\n        torch.min(torch.stack([h0s * w0s, h1s * w1s], -1), -1)[0])\n    return max_cand\n\n\nclass CoarseMatching(nn.Module):\n    def __init__(self, config):\n        super().__init__()\n        self.config = config\n        # general config\n        self.thr = config['thr']\n        self.border_rm = config['border_rm']\n        # -- # for trainig fine-level LoFTR\n        self.train_coarse_percent = config['train_coarse_percent']\n        self.train_pad_num_gt_min = config['train_pad_num_gt_min']\n\n        # we provide 2 options for differentiable matching\n        self.match_type = config['match_type']\n        if self.match_type == 'dual_softmax':\n            self.temperature = config['dsmax_temperature']\n        elif self.match_type == 'sinkhorn':\n            try:\n                from .superglue import log_optimal_transport\n            except ImportError:\n                raise ImportError(\"download superglue.py first!\")\n            self.log_optimal_transport = log_optimal_transport\n            self.bin_score = nn.Parameter(\n                torch.tensor(config['skh_init_bin_score'], requires_grad=True))\n            self.skh_iters = config['skh_iters']\n            self.skh_prefilter = config['skh_prefilter']\n        else:\n            raise NotImplementedError()\n\n    def forward(self, feat_c0, feat_c1, data, mask_c0=None, mask_c1=None):\n        \"\"\"\n        Args:\n            feat0 (torch.Tensor): [N, L, C]\n            feat1 (torch.Tensor): [N, S, C]\n            data (dict)\n            mask_c0 (torch.Tensor): [N, L] (optional)\n            mask_c1 (torch.Tensor): [N, S] (optional)\n        Update:\n            data (dict): {\n                'b_ids' (torch.Tensor): [M'],\n                'i_ids' (torch.Tensor): [M'],\n                'j_ids' (torch.Tensor): [M'],\n                'gt_mask' (torch.Tensor): [M'],\n                'mkpts0_c' (torch.Tensor): [M, 2],\n                'mkpts1_c' (torch.Tensor): [M, 2],\n                'mconf' (torch.Tensor): [M]}\n            NOTE: M' != M during training.\n        \"\"\"\n        N, L, S, C = feat_c0.size(0), feat_c0.size(1), feat_c1.size(1), feat_c0.size(2)\n\n        # normalize\n        feat_c0, feat_c1 = map(lambda feat: feat / feat.shape[-1]**.5,\n                               [feat_c0, feat_c1])\n\n        if self.match_type == 'dual_softmax':\n            sim_matrix = torch.einsum(\"nlc,nsc->nls\", feat_c0,\n                                      feat_c1) / self.temperature\n            if mask_c0 is not None:\n                sim_matrix.masked_fill_(\n                    ~(mask_c0[..., None] * mask_c1[:, None]).bool(),\n                    -INF)\n            conf_matrix = F.softmax(sim_matrix, 1) * F.softmax(sim_matrix, 2)\n\n        elif self.match_type == 'sinkhorn':\n            # sinkhorn, dustbin included\n            sim_matrix = torch.einsum(\"nlc,nsc->nls\", feat_c0, feat_c1)\n            if mask_c0 is not None:\n                sim_matrix[:, :L, :S].masked_fill_(\n                    ~(mask_c0[..., None] * mask_c1[:, None]).bool(),\n                    -INF)\n\n            # build uniform prior & use sinkhorn\n            log_assign_matrix = self.log_optimal_transport(\n                sim_matrix, self.bin_score, self.skh_iters)\n            assign_matrix = log_assign_matrix.exp()\n            conf_matrix = assign_matrix[:, :-1, :-1]\n\n            # filter prediction with dustbin score (only in evaluation mode)\n            if not self.training and self.skh_prefilter:\n                filter0 = (assign_matrix.max(dim=2)[1] == S)[:, :-1]  # [N, L]\n                filter1 = (assign_matrix.max(dim=1)[1] == L)[:, :-1]  # [N, S]\n                conf_matrix[filter0[..., None].repeat(1, 1, S)] = 0\n                conf_matrix[filter1[:, None].repeat(1, L, 1)] = 0\n\n            if self.config['sparse_spvs']:\n                data.update({'conf_matrix_with_bin': assign_matrix.clone()})\n\n        data.update({'conf_matrix': conf_matrix})\n\n        # predict coarse matches from conf_matrix\n        data.update(**self.get_coarse_match(conf_matrix, data))\n\n    @torch.no_grad()\n    def get_coarse_match(self, conf_matrix, data):\n        \"\"\"\n        Args:\n            conf_matrix (torch.Tensor): [N, L, S]\n            data (dict): with keys ['hw0_i', 'hw1_i', 'hw0_c', 'hw1_c']\n        Returns:\n            coarse_matches (dict): {\n                'b_ids' (torch.Tensor): [M'],\n                'i_ids' (torch.Tensor): [M'],\n                'j_ids' (torch.Tensor): [M'],\n                'gt_mask' (torch.Tensor): [M'],\n                'm_bids' (torch.Tensor): [M],\n                'mkpts0_c' (torch.Tensor): [M, 2],\n                'mkpts1_c' (torch.Tensor): [M, 2],\n                'mconf' (torch.Tensor): [M]}\n        \"\"\"\n        axes_lengths = {\n            'h0c': data['hw0_c'][0],\n            'w0c': data['hw0_c'][1],\n            'h1c': data['hw1_c'][0],\n            'w1c': data['hw1_c'][1]\n        }\n        _device = conf_matrix.device\n        # 1. confidence thresholding\n        mask = conf_matrix > self.thr\n        mask = rearrange(mask, 'b (h0c w0c) (h1c w1c) -> b h0c w0c h1c w1c',\n                         **axes_lengths)\n        if 'mask0' not in data:\n            mask_border(mask, self.border_rm, False)\n        else:\n            mask_border_with_padding(mask, self.border_rm, False,\n                                     data['mask0'], data['mask1'])\n        mask = rearrange(mask, 'b h0c w0c h1c w1c -> b (h0c w0c) (h1c w1c)',\n                         **axes_lengths)\n\n        # 2. mutual nearest\n        mask = mask \\\n            * (conf_matrix == conf_matrix.max(dim=2, keepdim=True)[0]) \\\n            * (conf_matrix == conf_matrix.max(dim=1, keepdim=True)[0])\n\n        # 3. find all valid coarse matches\n        # this only works when at most one `True` in each row\n        mask_v, all_j_ids = mask.max(dim=2)\n        b_ids, i_ids = torch.where(mask_v)\n        j_ids = all_j_ids[b_ids, i_ids]\n        mconf = conf_matrix[b_ids, i_ids, j_ids]\n\n        # 4. Random sampling of training samples for fine-level LoFTR\n        # (optional) pad samples with gt coarse-level matches\n        if self.training:\n            # NOTE:\n            # The sampling is performed across all pairs in a batch without manually balancing\n            # #samples for fine-level increases w.r.t. batch_size\n            if 'mask0' not in data:\n                num_candidates_max = mask.size(0) * max(\n                    mask.size(1), mask.size(2))\n            else:\n                num_candidates_max = compute_max_candidates(\n                    data['mask0'], data['mask1'])\n            num_matches_train = int(num_candidates_max *\n                                    self.train_coarse_percent)\n            num_matches_pred = len(b_ids)\n            assert self.train_pad_num_gt_min < num_matches_train, \"min-num-gt-pad should be less than num-train-matches\"\n\n            # pred_indices is to select from prediction\n            if num_matches_pred <= num_matches_train - self.train_pad_num_gt_min:\n                pred_indices = torch.arange(num_matches_pred, device=_device)\n            else:\n                pred_indices = torch.randint(\n                    num_matches_pred,\n                    (num_matches_train - self.train_pad_num_gt_min, ),\n                    device=_device)\n\n            # gt_pad_indices is to select from gt padding. e.g. max(3787-4800, 200)\n            gt_pad_indices = torch.randint(\n                    len(data['spv_b_ids']),\n                    (max(num_matches_train - num_matches_pred,\n                        self.train_pad_num_gt_min), ),\n                    device=_device)\n            mconf_gt = torch.zeros(len(data['spv_b_ids']), device=_device)  # set conf of gt paddings to all zero\n\n            b_ids, i_ids, j_ids, mconf = map(\n                lambda x, y: torch.cat([x[pred_indices], y[gt_pad_indices]],\n                                       dim=0),\n                *zip([b_ids, data['spv_b_ids']], [i_ids, data['spv_i_ids']],\n                     [j_ids, data['spv_j_ids']], [mconf, mconf_gt]))\n\n        # These matches select patches that feed into fine-level network\n        coarse_matches = {'b_ids': b_ids, 'i_ids': i_ids, 'j_ids': j_ids}\n\n        # 4. Update with matches in original image resolution\n        scale = data['hw0_i'][0] / data['hw0_c'][0]\n        scale0 = scale * data['scale0'][b_ids] if 'scale0' in data else scale\n        scale1 = scale * data['scale1'][b_ids] if 'scale1' in data else scale\n        mkpts0_c = torch.stack(\n            [i_ids % data['hw0_c'][1], torch.div(i_ids, data['hw0_c'][1], rounding_mode='trunc')],\n            dim=1) * scale0\n        mkpts1_c = torch.stack(\n            [j_ids % data['hw1_c'][1], torch.div(j_ids, data['hw1_c'][1], rounding_mode='trunc')],\n            dim=1) * scale1\n\n        # These matches is the current prediction (for visualization)\n        coarse_pred_mask = mconf != 0\n        coarse_matches.update({\n            'gt_mask': ~coarse_pred_mask,\n            'm_bids': b_ids[coarse_pred_mask],  # mconf == 0 => gt matches\n            'm_iids': i_ids[coarse_pred_mask],\n            'm_jids': j_ids[coarse_pred_mask],\n            'mkpts0_c': mkpts0_c[coarse_pred_mask],\n            'mkpts1_c': mkpts1_c[coarse_pred_mask],\n            'mconf': mconf[coarse_pred_mask]\n        })\n\n        return coarse_matches\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/loftr/utils/cvpr_ds_config.py",
    "content": "from yacs.config import CfgNode as CN\n\n\ndef lower_config(yacs_cfg):\n    if not isinstance(yacs_cfg, CN):\n        return yacs_cfg\n    return {k.lower(): lower_config(v) for k, v in yacs_cfg.items()}\n\n\n_CN = CN()\n_CN.BACKBONE_TYPE = 'ResNetFPN'\n_CN.RESOLUTION = (8, 2)  # options: [(8, 2), (16, 4)]\n_CN.FINE_WINDOW_SIZE = 5  # window_size in fine_level, must be odd\n_CN.FINE_CONCAT_COARSE_FEAT = True\n\n# 1. LoFTR-backbone (local feature CNN) config\n_CN.RESNETFPN = CN()\n_CN.RESNETFPN.INITIAL_DIM = 128\n_CN.RESNETFPN.BLOCK_DIMS = [128, 196, 256]  # s1, s2, s3\n\n# 2. LoFTR-coarse module config\n_CN.COARSE = CN()\n_CN.COARSE.D_MODEL = 256\n_CN.COARSE.D_FFN = 256\n_CN.COARSE.NHEAD = 8\n_CN.COARSE.LAYER_NAMES = ['self', 'cross'] * 4\n_CN.COARSE.ATTENTION = 'linear'  # options: ['linear', 'full']\n_CN.COARSE.TEMP_BUG_FIX = False\n\n# 3. Coarse-Matching config\n_CN.MATCH_COARSE = CN()\n_CN.MATCH_COARSE.THR = 0.2\n_CN.MATCH_COARSE.BORDER_RM = 2\n_CN.MATCH_COARSE.MATCH_TYPE = 'dual_softmax'  # options: ['dual_softmax, 'sinkhorn']\n_CN.MATCH_COARSE.DSMAX_TEMPERATURE = 0.1\n_CN.MATCH_COARSE.SKH_ITERS = 3\n_CN.MATCH_COARSE.SKH_INIT_BIN_SCORE = 1.0\n_CN.MATCH_COARSE.SKH_PREFILTER = True\n_CN.MATCH_COARSE.TRAIN_COARSE_PERCENT = 0.4  # training tricks: save GPU memory\n_CN.MATCH_COARSE.TRAIN_PAD_NUM_GT_MIN = 200  # training tricks: avoid DDP deadlock\n\n# 4. LoFTR-fine module config\n_CN.FINE = CN()\n_CN.FINE.D_MODEL = 128\n_CN.FINE.D_FFN = 128\n_CN.FINE.NHEAD = 8\n_CN.FINE.LAYER_NAMES = ['self', 'cross'] * 1\n_CN.FINE.ATTENTION = 'linear'\n\ndefault_cfg = lower_config(_CN)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/loftr/utils/fine_matching.py",
    "content": "import math\nimport torch\nimport torch.nn as nn\n\nfrom kornia.geometry.subpix import dsnt\nfrom kornia.utils.grid import create_meshgrid\n\n\nclass FineMatching(nn.Module):\n    \"\"\"FineMatching with s2d paradigm\"\"\"\n\n    def __init__(self):\n        super().__init__()\n\n    def forward(self, feat_f0, feat_f1, data):\n        \"\"\"\n        Args:\n            feat0 (torch.Tensor): [M, WW, C]\n            feat1 (torch.Tensor): [M, WW, C]\n            data (dict)\n        Update:\n            data (dict):{\n                'expec_f' (torch.Tensor): [M, 3],\n                'mkpts0_f' (torch.Tensor): [M, 2],\n                'mkpts1_f' (torch.Tensor): [M, 2]}\n        \"\"\"\n        M, WW, C = feat_f0.shape\n        W = int(math.sqrt(WW))\n        scale = data['hw0_i'][0] / data['hw0_f'][0]\n        self.M, self.W, self.WW, self.C, self.scale = M, W, WW, C, scale\n\n        # corner case: if no coarse matches found\n        if M == 0:\n            assert self.training == False, \"M is always >0, when training, see coarse_matching.py\"\n            # logger.warning('No matches found in coarse-level.')\n            data.update({\n                'expec_f': torch.empty(0, 3, device=feat_f0.device),\n                'mkpts0_f': data['mkpts0_c'],\n                'mkpts1_f': data['mkpts1_c'],\n            })\n            return\n\n        feat_f0_picked = feat_f0_picked = feat_f0[:, WW//2, :]\n        sim_matrix = torch.einsum('mc,mrc->mr', feat_f0_picked, feat_f1)\n        softmax_temp = 1. / C**.5\n        heatmap = torch.softmax(softmax_temp * sim_matrix, dim=1).view(-1, W, W)\n\n        # compute coordinates from heatmap\n        coords_normalized = dsnt.spatial_expectation2d(heatmap[None], True)[0]  # [M, 2]\n        grid_normalized = create_meshgrid(W, W, True, heatmap.device).reshape(1, -1, 2)  # [1, WW, 2]\n\n        # compute std over <x, y>\n        var = torch.sum(grid_normalized**2 * heatmap.view(-1, WW, 1), dim=1) - coords_normalized**2  # [M, 2]\n        std = torch.sum(torch.sqrt(torch.clamp(var, min=1e-10)), -1)  # [M]  clamp needed for numerical stability\n        \n        # for fine-level supervision\n        data.update({'expec_f': torch.cat([coords_normalized, std.unsqueeze(1)], -1)})\n\n        # compute absolute kpt coords\n        self.get_fine_match(coords_normalized, data)\n\n    @torch.no_grad()\n    def get_fine_match(self, coords_normed, data):\n        W, WW, C, scale = self.W, self.WW, self.C, self.scale\n\n        # mkpts0_f and mkpts1_f\n        mkpts0_f = data['mkpts0_c']\n        scale1 = scale * data['scale1'][data['b_ids']] if 'scale0' in data else scale\n        mkpts1_f = data['mkpts1_c'] + (coords_normed * (W // 2) * scale1)[:len(data['mconf'])]\n\n        data.update({\n            \"mkpts0_f\": mkpts0_f,\n            \"mkpts1_f\": mkpts1_f\n        })\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/loftr/utils/geometry.py",
    "content": "import torch\n\n\n@torch.no_grad()\ndef warp_kpts(kpts0, depth0, depth1, T_0to1, K0, K1):\n    \"\"\" Warp kpts0 from I0 to I1 with depth, K and Rt\n    Also check covisibility and depth consistency.\n    Depth is consistent if relative error < 0.2 (hard-coded).\n    \n    Args:\n        kpts0 (torch.Tensor): [N, L, 2] - <x, y>,\n        depth0 (torch.Tensor): [N, H, W],\n        depth1 (torch.Tensor): [N, H, W],\n        T_0to1 (torch.Tensor): [N, 3, 4],\n        K0 (torch.Tensor): [N, 3, 3],\n        K1 (torch.Tensor): [N, 3, 3],\n    Returns:\n        calculable_mask (torch.Tensor): [N, L]\n        warped_keypoints0 (torch.Tensor): [N, L, 2] <x0_hat, y1_hat>\n    \"\"\"\n    kpts0_long = kpts0.round().long()\n\n    # Sample depth, get calculable_mask on depth != 0\n    kpts0_depth = torch.stack(\n        [depth0[i, kpts0_long[i, :, 1], kpts0_long[i, :, 0]] for i in range(kpts0.shape[0])], dim=0\n    )  # (N, L)\n    nonzero_mask = kpts0_depth != 0\n\n    # Unproject\n    kpts0_h = torch.cat([kpts0, torch.ones_like(kpts0[:, :, [0]])], dim=-1) * kpts0_depth[..., None]  # (N, L, 3)\n    kpts0_cam = K0.inverse() @ kpts0_h.transpose(2, 1)  # (N, 3, L)\n\n    # Rigid Transform\n    w_kpts0_cam = T_0to1[:, :3, :3] @ kpts0_cam + T_0to1[:, :3, [3]]    # (N, 3, L)\n    w_kpts0_depth_computed = w_kpts0_cam[:, 2, :]\n\n    # Project\n    w_kpts0_h = (K1 @ w_kpts0_cam).transpose(2, 1)  # (N, L, 3)\n    w_kpts0 = w_kpts0_h[:, :, :2] / (w_kpts0_h[:, :, [2]] + 1e-4)  # (N, L, 2), +1e-4 to avoid zero depth\n\n    # Covisible Check\n    h, w = depth1.shape[1:3]\n    covisible_mask = (w_kpts0[:, :, 0] > 0) * (w_kpts0[:, :, 0] < w-1) * \\\n        (w_kpts0[:, :, 1] > 0) * (w_kpts0[:, :, 1] < h-1)\n    w_kpts0_long = w_kpts0.long()\n    w_kpts0_long[~covisible_mask, :] = 0\n\n    w_kpts0_depth = torch.stack(\n        [depth1[i, w_kpts0_long[i, :, 1], w_kpts0_long[i, :, 0]] for i in range(w_kpts0_long.shape[0])], dim=0\n    )  # (N, L)\n    consistent_mask = ((w_kpts0_depth - w_kpts0_depth_computed) / w_kpts0_depth).abs() < 0.2\n    valid_mask = nonzero_mask * covisible_mask * consistent_mask\n\n    return valid_mask, w_kpts0\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/loftr/utils/position_encoding.py",
    "content": "import math\nimport torch\nfrom torch import nn\n\n\nclass PositionEncodingSine(nn.Module):\n    \"\"\"\n    This is a sinusoidal position encoding that generalized to 2-dimensional images\n    \"\"\"\n\n    def __init__(self, d_model, max_shape=(256, 256), temp_bug_fix=True):\n        \"\"\"\n        Args:\n            max_shape (tuple): for 1/8 featmap, the max length of 256 corresponds to 2048 pixels\n            temp_bug_fix (bool): As noted in this [issue](https://github.com/zju3dv/LoFTR/issues/41),\n                the original implementation of LoFTR includes a bug in the pos-enc impl, which has little impact\n                on the final performance. For now, we keep both impls for backward compatability.\n                We will remove the buggy impl after re-training all variants of our released models.\n        \"\"\"\n        super().__init__()\n\n        pe = torch.zeros((d_model, *max_shape))\n        y_position = torch.ones(max_shape).cumsum(0).float().unsqueeze(0)\n        x_position = torch.ones(max_shape).cumsum(1).float().unsqueeze(0)\n        if temp_bug_fix:\n            div_term = torch.exp(torch.arange(0, d_model//2, 2).float() * (-math.log(10000.0) / (d_model//2)))\n        else:  # a buggy implementation (for backward compatability only)\n            div_term = torch.exp(torch.arange(0, d_model//2, 2).float() * (-math.log(10000.0) / d_model//2))\n        div_term = div_term[:, None, None]  # [C//4, 1, 1]\n        pe[0::4, :, :] = torch.sin(x_position * div_term)\n        pe[1::4, :, :] = torch.cos(x_position * div_term)\n        pe[2::4, :, :] = torch.sin(y_position * div_term)\n        pe[3::4, :, :] = torch.cos(y_position * div_term)\n\n        self.register_buffer('pe', pe.unsqueeze(0), persistent=False)  # [1, C, H, W]\n\n    def forward(self, x):\n        \"\"\"\n        Args:\n            x: [N, C, H, W]\n        \"\"\"\n        return x + self.pe[:, :, :x.size(2), :x.size(3)]\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/loftr/utils/supervision.py",
    "content": "from math import log\nfrom loguru import logger\n\nimport torch\nfrom einops import repeat\nfrom kornia.utils import create_meshgrid\n\nfrom .geometry import warp_kpts\n\n##############  ↓  Coarse-Level supervision  ↓  ##############\n\n\n@torch.no_grad()\ndef mask_pts_at_padded_regions(grid_pt, mask):\n    \"\"\"For megadepth dataset, zero-padding exists in images\"\"\"\n    mask = repeat(mask, 'n h w -> n (h w) c', c=2)\n    grid_pt[~mask.bool()] = 0\n    return grid_pt\n\n\n@torch.no_grad()\ndef spvs_coarse(data, config):\n    \"\"\"\n    Update:\n        data (dict): {\n            \"conf_matrix_gt\": [N, hw0, hw1],\n            'spv_b_ids': [M]\n            'spv_i_ids': [M]\n            'spv_j_ids': [M]\n            'spv_w_pt0_i': [N, hw0, 2], in original image resolution\n            'spv_pt1_i': [N, hw1, 2], in original image resolution\n        }\n        \n    NOTE:\n        - for scannet dataset, there're 3 kinds of resolution {i, c, f}\n        - for megadepth dataset, there're 4 kinds of resolution {i, i_resize, c, f}\n    \"\"\"\n    # 1. misc\n    device = data['image0'].device\n    N, _, H0, W0 = data['image0'].shape\n    _, _, H1, W1 = data['image1'].shape\n    scale = config['LOFTR']['RESOLUTION'][0]\n    scale0 = scale * data['scale0'][:, None] if 'scale0' in data else scale\n    scale1 = scale * data['scale1'][:, None] if 'scale0' in data else scale\n    h0, w0, h1, w1 = map(lambda x: x // scale, [H0, W0, H1, W1])\n\n    # 2. warp grids\n    # create kpts in meshgrid and resize them to image resolution\n    grid_pt0_c = create_meshgrid(h0, w0, False, device).reshape(1, h0*w0, 2).repeat(N, 1, 1)    # [N, hw, 2]\n    grid_pt0_i = scale0 * grid_pt0_c\n    grid_pt1_c = create_meshgrid(h1, w1, False, device).reshape(1, h1*w1, 2).repeat(N, 1, 1)\n    grid_pt1_i = scale1 * grid_pt1_c\n\n    # mask padded region to (0, 0), so no need to manually mask conf_matrix_gt\n    if 'mask0' in data:\n        grid_pt0_i = mask_pts_at_padded_regions(grid_pt0_i, data['mask0'])\n        grid_pt1_i = mask_pts_at_padded_regions(grid_pt1_i, data['mask1'])\n\n    # warp kpts bi-directionally and resize them to coarse-level resolution\n    # (no depth consistency check, since it leads to worse results experimentally)\n    # (unhandled edge case: points with 0-depth will be warped to the left-up corner)\n    _, w_pt0_i = warp_kpts(grid_pt0_i, data['depth0'], data['depth1'], data['T_0to1'], data['K0'], data['K1'])\n    _, w_pt1_i = warp_kpts(grid_pt1_i, data['depth1'], data['depth0'], data['T_1to0'], data['K1'], data['K0'])\n    w_pt0_c = w_pt0_i / scale1\n    w_pt1_c = w_pt1_i / scale0\n\n    # 3. check if mutual nearest neighbor\n    w_pt0_c_round = w_pt0_c[:, :, :].round().long()\n    nearest_index1 = w_pt0_c_round[..., 0] + w_pt0_c_round[..., 1] * w1\n    w_pt1_c_round = w_pt1_c[:, :, :].round().long()\n    nearest_index0 = w_pt1_c_round[..., 0] + w_pt1_c_round[..., 1] * w0\n\n    # corner case: out of boundary\n    def out_bound_mask(pt, w, h):\n        return (pt[..., 0] < 0) + (pt[..., 0] >= w) + (pt[..., 1] < 0) + (pt[..., 1] >= h)\n    nearest_index1[out_bound_mask(w_pt0_c_round, w1, h1)] = 0\n    nearest_index0[out_bound_mask(w_pt1_c_round, w0, h0)] = 0\n\n    loop_back = torch.stack([nearest_index0[_b][_i] for _b, _i in enumerate(nearest_index1)], dim=0)\n    correct_0to1 = loop_back == torch.arange(h0*w0, device=device)[None].repeat(N, 1)\n    correct_0to1[:, 0] = False  # ignore the top-left corner\n\n    # 4. construct a gt conf_matrix\n    conf_matrix_gt = torch.zeros(N, h0*w0, h1*w1, device=device)\n    b_ids, i_ids = torch.where(correct_0to1 != 0)\n    j_ids = nearest_index1[b_ids, i_ids]\n\n    conf_matrix_gt[b_ids, i_ids, j_ids] = 1\n    data.update({'conf_matrix_gt': conf_matrix_gt})\n\n    # 5. save coarse matches(gt) for training fine level\n    if len(b_ids) == 0:\n        logger.warning(f\"No groundtruth coarse match found for: {data['pair_names']}\")\n        # this won't affect fine-level loss calculation\n        b_ids = torch.tensor([0], device=device)\n        i_ids = torch.tensor([0], device=device)\n        j_ids = torch.tensor([0], device=device)\n\n    data.update({\n        'spv_b_ids': b_ids,\n        'spv_i_ids': i_ids,\n        'spv_j_ids': j_ids\n    })\n\n    # 6. save intermediate results (for fast fine-level computation)\n    data.update({\n        'spv_w_pt0_i': w_pt0_i,\n        'spv_pt1_i': grid_pt1_i\n    })\n\n\ndef compute_supervision_coarse(data, config):\n    assert len(set(data['dataset_name'])) == 1, \"Do not support mixed datasets training!\"\n    data_source = data['dataset_name'][0]\n    if data_source.lower() in ['scannet', 'megadepth']:\n        spvs_coarse(data, config)\n    else:\n        raise ValueError(f'Unknown data source: {data_source}')\n\n\n##############  ↓  Fine-Level supervision  ↓  ##############\n\n@torch.no_grad()\ndef spvs_fine(data, config):\n    \"\"\"\n    Update:\n        data (dict):{\n            \"expec_f_gt\": [M, 2]}\n    \"\"\"\n    # 1. misc\n    # w_pt0_i, pt1_i = data.pop('spv_w_pt0_i'), data.pop('spv_pt1_i')\n    w_pt0_i, pt1_i = data['spv_w_pt0_i'], data['spv_pt1_i']\n    scale = config['LOFTR']['RESOLUTION'][1]\n    radius = config['LOFTR']['FINE_WINDOW_SIZE'] // 2\n\n    # 2. get coarse prediction\n    b_ids, i_ids, j_ids = data['b_ids'], data['i_ids'], data['j_ids']\n\n    # 3. compute gt\n    scale = scale * data['scale1'][b_ids] if 'scale0' in data else scale\n    # `expec_f_gt` might exceed the window, i.e. abs(*) > 1, which would be filtered later\n    expec_f_gt = (w_pt0_i[b_ids, i_ids] - pt1_i[b_ids, j_ids]) / scale / radius  # [M, 2]\n    data.update({\"expec_f_gt\": expec_f_gt})\n\n\ndef compute_supervision_fine(data, config):\n    data_source = data['dataset_name'][0]\n    if data_source.lower() in ['scannet', 'megadepth']:\n        spvs_fine(data, config)\n    else:\n        raise NotImplementedError\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/losses/loftr_loss.py",
    "content": "from loguru import logger\n\nimport torch\nimport torch.nn as nn\n\n\nclass LoFTRLoss(nn.Module):\n    def __init__(self, config):\n        super().__init__()\n        self.config = config  # config under the global namespace\n        self.loss_config = config['loftr']['loss']\n        self.match_type = self.config['loftr']['match_coarse']['match_type']\n        self.sparse_spvs = self.config['loftr']['match_coarse']['sparse_spvs']\n        \n        # coarse-level\n        self.correct_thr = self.loss_config['fine_correct_thr']\n        self.c_pos_w = self.loss_config['pos_weight']\n        self.c_neg_w = self.loss_config['neg_weight']\n        # fine-level\n        self.fine_type = self.loss_config['fine_type']\n\n    def compute_coarse_loss(self, conf, conf_gt, weight=None):\n        \"\"\" Point-wise CE / Focal Loss with 0 / 1 confidence as gt.\n        Args:\n            conf (torch.Tensor): (N, HW0, HW1) / (N, HW0+1, HW1+1)\n            conf_gt (torch.Tensor): (N, HW0, HW1)\n            weight (torch.Tensor): (N, HW0, HW1)\n        \"\"\"\n        pos_mask, neg_mask = conf_gt == 1, conf_gt == 0\n        c_pos_w, c_neg_w = self.c_pos_w, self.c_neg_w\n        # corner case: no gt coarse-level match at all\n        if not pos_mask.any():  # assign a wrong gt\n            pos_mask[0, 0, 0] = True\n            if weight is not None:\n                weight[0, 0, 0] = 0.\n            c_pos_w = 0.\n        if not neg_mask.any():\n            neg_mask[0, 0, 0] = True\n            if weight is not None:\n                weight[0, 0, 0] = 0.\n            c_neg_w = 0.\n\n        if self.loss_config['coarse_type'] == 'cross_entropy':\n            assert not self.sparse_spvs, 'Sparse Supervision for cross-entropy not implemented!'\n            conf = torch.clamp(conf, 1e-6, 1-1e-6)\n            loss_pos = - torch.log(conf[pos_mask])\n            loss_neg = - torch.log(1 - conf[neg_mask])\n            if weight is not None:\n                loss_pos = loss_pos * weight[pos_mask]\n                loss_neg = loss_neg * weight[neg_mask]\n            return c_pos_w * loss_pos.mean() + c_neg_w * loss_neg.mean()\n        elif self.loss_config['coarse_type'] == 'focal':\n            conf = torch.clamp(conf, 1e-6, 1-1e-6)\n            alpha = self.loss_config['focal_alpha']\n            gamma = self.loss_config['focal_gamma']\n            \n            if self.sparse_spvs:\n                pos_conf = conf[:, :-1, :-1][pos_mask] \\\n                            if self.match_type == 'sinkhorn' \\\n                            else conf[pos_mask]\n                loss_pos = - alpha * torch.pow(1 - pos_conf, gamma) * pos_conf.log()\n                # calculate losses for negative samples\n                if self.match_type == 'sinkhorn':\n                    neg0, neg1 = conf_gt.sum(-1) == 0, conf_gt.sum(1) == 0\n                    neg_conf = torch.cat([conf[:, :-1, -1][neg0], conf[:, -1, :-1][neg1]], 0)\n                    loss_neg = - alpha * torch.pow(1 - neg_conf, gamma) * neg_conf.log()\n                else:\n                    # These is no dustbin for dual_softmax, so we left unmatchable patches without supervision.\n                    # we could also add 'pseudo negtive-samples'\n                    pass\n                # handle loss weights\n                if weight is not None:\n                    # Different from dense-spvs, the loss w.r.t. padded regions aren't directly zeroed out,\n                    # but only through manually setting corresponding regions in sim_matrix to '-inf'.\n                    loss_pos = loss_pos * weight[pos_mask]\n                    if self.match_type == 'sinkhorn':\n                        neg_w0 = (weight.sum(-1) != 0)[neg0]\n                        neg_w1 = (weight.sum(1) != 0)[neg1]\n                        neg_mask = torch.cat([neg_w0, neg_w1], 0)\n                        loss_neg = loss_neg[neg_mask]\n                \n                loss =  c_pos_w * loss_pos.mean() + c_neg_w * loss_neg.mean() \\\n                            if self.match_type == 'sinkhorn' \\\n                            else c_pos_w * loss_pos.mean()\n                return loss\n                # positive and negative elements occupy similar propotions. => more balanced loss weights needed\n            else:  # dense supervision (in the case of match_type=='sinkhorn', the dustbin is not supervised.)\n                loss_pos = - alpha * torch.pow(1 - conf[pos_mask], gamma) * (conf[pos_mask]).log()\n                loss_neg = - alpha * torch.pow(conf[neg_mask], gamma) * (1 - conf[neg_mask]).log()\n                if weight is not None:\n                    loss_pos = loss_pos * weight[pos_mask]\n                    loss_neg = loss_neg * weight[neg_mask]\n                return c_pos_w * loss_pos.mean() + c_neg_w * loss_neg.mean()\n                # each negative element occupy a smaller propotion than positive elements. => higher negative loss weight needed\n        else:\n            raise ValueError('Unknown coarse loss: {type}'.format(type=self.loss_config['coarse_type']))\n        \n    def compute_fine_loss(self, expec_f, expec_f_gt):\n        if self.fine_type == 'l2_with_std':\n            return self._compute_fine_loss_l2_std(expec_f, expec_f_gt)\n        elif self.fine_type == 'l2':\n            return self._compute_fine_loss_l2(expec_f, expec_f_gt)\n        else:\n            raise NotImplementedError()\n\n    def _compute_fine_loss_l2(self, expec_f, expec_f_gt):\n        \"\"\"\n        Args:\n            expec_f (torch.Tensor): [M, 2] <x, y>\n            expec_f_gt (torch.Tensor): [M, 2] <x, y>\n        \"\"\"\n        correct_mask = torch.linalg.norm(expec_f_gt, ord=float('inf'), dim=1) < self.correct_thr\n        if correct_mask.sum() == 0:\n            if self.training:  # this seldomly happen when training, since we pad prediction with gt\n                logger.warning(\"assign a false supervision to avoid ddp deadlock\")\n                correct_mask[0] = True\n            else:\n                return None\n        offset_l2 = ((expec_f_gt[correct_mask] - expec_f[correct_mask]) ** 2).sum(-1)\n        return offset_l2.mean()\n\n    def _compute_fine_loss_l2_std(self, expec_f, expec_f_gt):\n        \"\"\"\n        Args:\n            expec_f (torch.Tensor): [M, 3] <x, y, std>\n            expec_f_gt (torch.Tensor): [M, 2] <x, y>\n        \"\"\"\n        # correct_mask tells you which pair to compute fine-loss\n        correct_mask = torch.linalg.norm(expec_f_gt, ord=float('inf'), dim=1) < self.correct_thr\n\n        # use std as weight that measures uncertainty\n        std = expec_f[:, 2]\n        inverse_std = 1. / torch.clamp(std, min=1e-10)\n        weight = (inverse_std / torch.mean(inverse_std)).detach()  # avoid minizing loss through increase std\n\n        # corner case: no correct coarse match found\n        if not correct_mask.any():\n            if self.training:  # this seldomly happen during training, since we pad prediction with gt\n                               # sometimes there is not coarse-level gt at all.\n                logger.warning(\"assign a false supervision to avoid ddp deadlock\")\n                correct_mask[0] = True\n                weight[0] = 0.\n            else:\n                return None\n\n        # l2 loss with std\n        offset_l2 = ((expec_f_gt[correct_mask] - expec_f[correct_mask, :2]) ** 2).sum(-1)\n        loss = (offset_l2 * weight[correct_mask]).mean()\n\n        return loss\n    \n    @torch.no_grad()\n    def compute_c_weight(self, data):\n        \"\"\" compute element-wise weights for computing coarse-level loss. \"\"\"\n        if 'mask0' in data:\n            c_weight = (data['mask0'].flatten(-2)[..., None] * data['mask1'].flatten(-2)[:, None]).float()\n        else:\n            c_weight = None\n        return c_weight\n\n    def forward(self, data):\n        \"\"\"\n        Update:\n            data (dict): update{\n                'loss': [1] the reduced loss across a batch,\n                'loss_scalars' (dict): loss scalars for tensorboard_record\n            }\n        \"\"\"\n        loss_scalars = {}\n        # 0. compute element-wise loss weight\n        c_weight = self.compute_c_weight(data)\n\n        # 1. coarse-level loss\n        loss_c = self.compute_coarse_loss(\n            data['conf_matrix_with_bin'] if self.sparse_spvs and self.match_type == 'sinkhorn' \\\n                else data['conf_matrix'],\n            data['conf_matrix_gt'],\n            weight=c_weight)\n        loss = loss_c * self.loss_config['coarse_weight']\n        loss_scalars.update({\"loss_c\": loss_c.clone().detach().cpu()})\n\n        # 2. fine-level loss\n        loss_f = self.compute_fine_loss(data['expec_f'], data['expec_f_gt'])\n        if loss_f is not None:\n            loss += loss_f * self.loss_config['fine_weight']\n            loss_scalars.update({\"loss_f\":  loss_f.clone().detach().cpu()})\n        else:\n            assert self.training is False\n            loss_scalars.update({'loss_f': torch.tensor(1.)})  # 1 is the upper bound\n\n        loss_scalars.update({'loss': loss.clone().detach().cpu()})\n        data.update({\"loss\": loss, \"loss_scalars\": loss_scalars})\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/optimizers/__init__.py",
    "content": "import torch\nfrom torch.optim.lr_scheduler import MultiStepLR, CosineAnnealingLR, ExponentialLR\n\n\ndef build_optimizer(model, config):\n    name = config.TRAINER.OPTIMIZER\n    lr = config.TRAINER.TRUE_LR\n\n    if name == \"adam\":\n        return torch.optim.Adam(model.parameters(), lr=lr, weight_decay=config.TRAINER.ADAM_DECAY)\n    elif name == \"adamw\":\n        return torch.optim.AdamW(model.parameters(), lr=lr, weight_decay=config.TRAINER.ADAMW_DECAY)\n    else:\n        raise ValueError(f\"TRAINER.OPTIMIZER = {name} is not a valid optimizer!\")\n\n\ndef build_scheduler(config, optimizer):\n    \"\"\"\n    Returns:\n        scheduler (dict):{\n            'scheduler': lr_scheduler,\n            'interval': 'step',  # or 'epoch'\n            'monitor': 'val_f1', (optional)\n            'frequency': x, (optional)\n        }\n    \"\"\"\n    scheduler = {'interval': config.TRAINER.SCHEDULER_INTERVAL}\n    name = config.TRAINER.SCHEDULER\n\n    if name == 'MultiStepLR':\n        scheduler.update(\n            {'scheduler': MultiStepLR(optimizer, config.TRAINER.MSLR_MILESTONES, gamma=config.TRAINER.MSLR_GAMMA)})\n    elif name == 'CosineAnnealing':\n        scheduler.update(\n            {'scheduler': CosineAnnealingLR(optimizer, config.TRAINER.COSA_TMAX)})\n    elif name == 'ExponentialLR':\n        scheduler.update(\n            {'scheduler': ExponentialLR(optimizer, config.TRAINER.ELR_GAMMA)})\n    else:\n        raise NotImplementedError()\n\n    return scheduler\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/tools/hloc_match_features.py",
    "content": "import argparse\nimport sys\nfrom pathlib import Path\n\nimport cv2\nimport h5py\nimport imagesize\nimport numpy as np\nimport ray\nimport torch\nfrom hloc.match_features import find_unique_new_pairs\nfrom hloc.utils.parsers import names_to_pair\nfrom loguru import logger\nfrom PIL import Image\nfrom ray.experimental import tqdm_ray\nfrom ray.util.queue import Queue\nfrom torch.utils.data import DataLoader, Dataset, DistributedSampler\n\nLOFTR_PATH = str(Path(__file__).parents[2])\n\nfrom loftr.config.default import get_cfg_defaults\nfrom loftr.loftr import LoFTR, default_cfg\nfrom loftr.utils.misc import lower_config\n\n\ndef list_h5_names(path):\n    names = []\n    with h5py.File(str(path), \"r\") as fd:\n\n        def visit_fn(_, obj):\n            if isinstance(obj, h5py.Dataset):\n                names.append(obj.parent.name.strip(\"/\"))\n\n        fd.visititems(visit_fn)\n    return list(set(names))\n\n\nclass MatchDataset(Dataset):\n    def __init__(\n        self,\n        root_dir,\n        hloc_dirname=\"hloc_outputs\",\n        image_dirname=\"images\",\n        pairs_fn=\"pairs-sfm.txt\",\n        resize_max_area=1920000,\n        df=8,\n    ):\n        super().__init__()\n        self.root_dir = Path(root_dir)\n        self.hloc_dir = self.root_dir / hloc_dirname\n        self.image_dir = self.root_dir / image_dirname\n        self.image_pairs = self._parse_image_pairs(self.hloc_dir / pairs_fn)\n        self.resize_max_area = resize_max_area\n        self.df = df\n\n    def __len__(self):\n        return len(self.image_pairs)\n\n    def __getitem__(self, idx):\n        name0, name1 = self.image_pairs[idx]\n        img0_path, img1_path = map(lambda x: self.image_dir / x, self.image_pairs[idx])\n        img0, img1 = map(lambda x: cv2.imread(str(x), cv2.IMREAD_GRAYSCALE), [img0_path, img1_path])\n        img0, img1 = map(lambda x: self._preprocess_image(x), [img0, img1])\n        return {\"image0\": img0, \"image1\": img1, \"pair_name\": names_to_pair(name0, name1)}\n\n    def _parse_image_pairs(self, pairs_path):\n        with open(pairs_path, \"r\") as f:\n            pairs = f.read().rstrip(\"\\n\").split(\"\\n\")\n            pairs = [pair.split() for pair in pairs]\n        # TODO: filter duplicate pairs\n        return pairs\n\n    def _preprocess_image(self, img: np.array):\n        h, w = img.shape\n        new_h, new_w = compute_resize_max_area(h, w, max_area=self.resize_max_area, df=self.df)\n        img = cv2.resize(img, (new_w, new_h), interpolation=cv2.INTER_LINEAR)\n        img = torch.from_numpy(img).float()[None] / 255  # (1, h, w)\n        return img\n\n\n@ray.remote(num_cpus=1)\nclass MatchSaver(object):\n    def __init__(self, save_dir, save_fn, n_pairs, queue):\n        self.save_path = Path(save_dir) / save_fn\n        self.queue = queue\n        if self.save_path.exists():\n            self.save_path.unlink()\n        self.f_matches = h5py.File(self.save_path, \"a\")\n        self.max_n_pairs = n_pairs\n\n    def run(self):\n        _cntr = 0\n        required_keys = set([\"matches0\", \"matching_scores0\"])\n        pair_name_cache = set()\n        pbar = tqdm_ray.tqdm(desc=\"Extracting LoFTR matches:\", total=self.max_n_pairs)\n        while _cntr < self.max_n_pairs:\n            data = self.queue.get(block=True)\n            pair_name = data.pop(\"pair_name\")\n            if pair_name in pair_name_cache:  # DistributedSampler might duplicate data\n                continue\n            pair_name_cache.add(pair_name)\n            assert set(data.keys()) == required_keys\n            if pair_name in self.f_matches:\n                del self.f_matches[pair_name]\n            grp = self.f_matches.create_group(pair_name)\n            grp.create_dataset(\"matches0\", data=data[\"matches0\"])\n            grp.create_dataset(\"matching_scores0\", data=data[\"matching_scores0\"])\n            pbar.update()\n            _cntr += 1\n        self.f_matches.close()\n\n\n@ray.remote(num_cpus=1, num_gpus=1)\nclass MatchExtrator(object):\n    def __init__(self, args, rank, world_size, queue, coarse_hws_cached):\n        dataset = build_dataset(args)\n        self.loader = build_dataloader(args, dataset, rank, world_size)\n        self.queue = queue\n        self.coarse_hws_cached = coarse_hws_cached\n        # init matcher\n        if args.config is not None:\n            config = get_cfg_defaults()\n            config.merge_from_file(args.config)\n            config = lower_config(config)[\"loftr\"]\n        else:\n            config = default_cfg\n        matcher = LoFTR(config=config)\n        matcher.load_state_dict(torch.load(args.checkpoint, map_location=\"cpu\")[\"state_dict\"])\n        self.matcher = matcher.eval().cuda()\n\n    def run(self):\n        for data in self.loader:\n            data = {k: v.cuda() if isinstance(v, torch.Tensor) else v for k, v in data.items()}\n            pair_name = data[\"pair_name\"][0]\n            raw_coarse_matches, coarse_hws0, coarse_hws1 = extract_coarse_matches(self.matcher, data)\n            name0, name1 = pair_name.split(\"/\")\n            assert coarse_hws0 == self.coarse_hws_cached[name0] and coarse_hws1 == self.coarse_hws_cached[name1]\n            hloc_coarse_matches = build_coarse_matches_hloc(raw_coarse_matches, coarse_hws0)\n            hloc_coarse_matches[\"pair_name\"] = pair_name\n            self.queue.put_nowait(hloc_coarse_matches)\n            del data, raw_coarse_matches\n            torch.cuda.empty_cache()\n\n\ndef extract_coarse_matches(matcher, data):\n    \"\"\"\n    Args:\n        data (Dict): {'image0': Tensor, 'image1': Tensor}\n    Returns:\n        matches (Dict): {\n            'mconfs' (np.ndarray): (n, ),\n            'mids0' (np.ndarray): (n, ),\n            'mids1' (np.ndarray): (n, )\n        }\n    \"\"\"\n    matcher(data, coarse_only=True)\n    assert (data[\"b_ids\"] == 0).all(), \"BatchSize > 1 not supported yet!\"\n    coarse_hws0, coarse_hws1 = tuple(data[\"hw0_c\"]), tuple(data[\"hw1_c\"])\n    mids0, mids1 = data[\"m_iids\"], data[\"m_jids\"]\n    mconfs = data[\"mconf\"]  # (n, )\n    mconfs, mids0, mids1 = map(lambda x: x.cpu().numpy(), [mconfs, mids0, mids1])\n    return {\"mconfs\": mconfs, \"mids0\": mids0, \"mids1\": mids1}, coarse_hws0, coarse_hws1\n\n\ndef build_coarse_matches_hloc(result, coarse_hws0):\n    # mconfs, c_xys0, c_xys1 = map(result.get, ['mconfs', 'c_xys0', 'c_xys1'])\n    mconfs, mids0, mids1 = map(result.get, [\"mconfs\", \"mids0\", \"mids1\"])\n\n    # transform to hloc matches format\n    n_kpts = coarse_hws0[0] * coarse_hws0[1]\n    dtype = np.int16 if n_kpts < 32767 else np.int32\n    matches0 = np.full((n_kpts,), -1, dtype=dtype)\n    matching_scores0 = np.zeros((n_kpts,), dtype=dtype)\n    matches0[mids0] = mids1.astype(dtype)\n    matching_scores0[mids0] = mconfs.astype(np.float16)\n\n    matches = {\"matches0\": matches0, \"matching_scores0\": matching_scores0}\n    return matches\n\n\ndef check_consistent_image_sizes(image_dir, image_list):\n    sizes = np.array([imagesize.get(image_dir / p) for p in image_list])\n    all_equal = (sizes[0, 0] == sizes[:, 0]).all() and (sizes[0, 1] == sizes[:, 1]).all()\n    return all_equal\n\n\ndef compute_resize_max_area(h, w, max_area=1920000, df=8):\n    if h * w <= max_area:\n        tgt_shape = (int(h // df * df), int(w // df * df))\n    else:\n        ratio = np.sqrt(max_area / h / w)\n        h *= ratio\n        w *= ratio\n        tgt_shape = (int(h // df * df), int(w // df * df))\n    return tgt_shape\n\n\ndef _build_pseudo_features(image_path, max_area=1920000, df=8, coarse_scale=8):\n    img = Image.open(image_path)\n    h, w = img.height, img.width\n    new_h, new_w = compute_resize_max_area(h, w, max_area=max_area, df=df)\n    coarse_h, coarse_w = new_h // coarse_scale, new_w // coarse_scale\n    Xs, Ys = np.mgrid[:coarse_w, :coarse_h]\n    coarse_XYs = np.stack([Xs, Ys], axis=-1)  # (c_w, c_h, 2)\n    coarse2ori_scale = np.array([w / coarse_w, h / coarse_h])\n    ori_XYs = coarse_XYs * coarse2ori_scale + coarse2ori_scale / 2 - 0.5  # hloc save keypoints in dpix\n    ori_XYs = ori_XYs.transpose(1, 0, 2).reshape(-1, 2)  # ((c_h, c_w), 2)\n    return ori_XYs, (coarse_h, coarse_w), coarse2ori_scale\n\n\ndef build_pseudo_features(\n    image_dir,\n    image_list,\n    save_dir,\n    save_fn=\"features.h5\",\n    max_area=1920000,\n    df=8,\n    coarse_scale=8,\n    detection_noise=1.0,\n    as_half=True,\n):\n    save_path = Path(save_dir) / save_fn\n    consistent_image_size = check_consistent_image_sizes(image_dir, image_list)\n    coarse_hws = dict()  # caches for coarse dense grid sizes (for later sanity check)\n\n    if not consistent_image_size:\n        raise NotImplementedError()\n    else:  # generate once and reuse\n        pseudo_kpts, (kpts_h, kpts_w), kpts_scale = _build_pseudo_features(\n            image_dir / image_list[0], max_area=max_area, df=df, coarse_scale=coarse_scale\n        )  # (n, 2)\n        uncertainty = detection_noise * kpts_scale.mean()\n        features = {\n            \"keypoints\": pseudo_kpts if not as_half else pseudo_kpts.astype(np.float16),\n            \"scors\": np.empty((0,), dtype=np.float16),\n            \"descriptors\": np.empty((0,), dtype=np.float16),\n        }\n        with h5py.File(str(save_path), \"a\") as fd:\n            for name in image_list:\n                try:\n                    if name in fd:\n                        del fd[name]\n                    grp = fd.create_group(name)\n                    for k, v in features.items():\n                        grp.create_dataset(k, data=v)\n                    grp[\"keypoints\"].attrs[\"uncertainty\"] = uncertainty\n                except OSError as error:\n                    if \"No space left on device\" in error.args[0]:\n                        logger.error(\n                            \"Out of disk space: storing features on disk can take \"\n                            \"significant space, did you enable the as_half flag?\"\n                        )\n                        del grp, fd[name]\n                    raise error\n\n        coarse_hws.update({name: (kpts_h, kpts_w) for name in image_list})\n    logger.info(f\"Finished generaing pseudo features. ({len(image_list)} in total.)\")\n    return save_path, coarse_hws\n\n\ndef get_parser():\n    parser = argparse.ArgumentParser()\n    parser.add_argument(\"--root_dir\", type=Path, default=\"/raid/yuang/Data/CO3D_V2/chair/380_45217_90441\")\n    parser.add_argument(\"--hloc_dirname\", type=str, default=\"hloc_loftr_outputs\")\n    parser.add_argument(\"--image_dirname\", type=str, default=\"images\")\n    parser.add_argument(\"--pairs_fn\", type=str, default=\"pairs-sfm.txt\")\n    parser.add_argument(\"--features_fn\", type=str, default=\"features.h5\")\n    parser.add_argument(\"--matches_fn\", type=str, default=\"matches.h5\")\n    parser.add_argument(\"--force_rerun\", action=\"store_true\")\n\n    parser.add_argument(\"--max_area\", type=int, default=1920000)\n    parser.add_argument(\"--df\", type=int, default=8)\n    parser.add_argument(\"--n_workers\", type=int, default=8)\n    parser.add_argument(\"--n_loader_workers\", type=int, default=1)\n    # LoFTR-related fields\n    parser.add_argument(\"--config\", type=Path, default=f\"{LOFTR_PATH}/configs/loftr/outdoor/buggy_pos_enc/loftr_ds.py\")\n    parser.add_argument(\"--checkpoint\", type=Path, default=f\"{LOFTR_PATH}/weights/outdoor_ds.ckpt\")\n    return parser\n\n\ndef get_default_args():\n    return get_parser().parse_args([])\n\n\ndef build_dataset(args):\n    dset = MatchDataset(\n        args.root_dir,\n        hloc_dirname=args.hloc_dirname,\n        image_dirname=args.image_dirname,\n        pairs_fn=args.pairs_fn,\n        resize_max_area=args.max_area,\n        df=args.df,\n    )\n    return dset\n\n\ndef build_dataloader(args, dataset, rank, world_size):\n    sampler = DistributedSampler(dataset, num_replicas=world_size, rank=rank, shuffle=False, seed=0, drop_last=False)\n    loader = DataLoader(\n        dataset, batch_size=1, shuffle=False, num_workers=args.n_loader_workers, pin_memory=True, sampler=sampler\n    )\n    return loader\n\n\ndef check_existence(args, image_list):\n    hloc_dir = args.root_dir / args.hloc_dirname\n    features_path = hloc_dir / args.features_fn\n    matches_path = hloc_dir / args.matches_fn\n    if not (features_path.exists() and matches_path.exists()) or args.force_rerun:\n        return False\n\n    try:\n        with h5py.File(features_path, \"r\") as ff, h5py.File(matches_path) as mf:\n            pass\n    except OSError as err:\n        logger.warning(\n            \"At least one of the features & the matches file is corrupted, rerun matching...\\n\"\n            f\"{err}\\n\"\n            f\" ({str(features_path)},{str(matches_path)})\"\n        )\n        features_path.unlink()\n        matches_path.unlink()\n        return False\n\n    features_all_done, matches_all_done = False, False\n    if features_path.exists():\n        skip_feature_names = list_h5_names(features_path)\n        if set(image_list).issubset(set(skip_feature_names)):\n            features_all_done = True\n    if matches_path.exists():\n        pairs_path = hloc_dir / args.pairs_fn\n        with open(pairs_path, \"r\") as f:\n            pairs = f.read().rstrip(\"\\n\").split(\"\\n\")\n        pairs = [tuple(pair.split()) for pair in pairs]\n        pairs = find_unique_new_pairs(pairs_all=pairs, match_path=matches_path)\n        if len(pairs) == 0:\n            matches_all_done = True\n\n    # TODO: return unmatched pairs and only match these pairs\n    existed = features_all_done and matches_all_done\n    if existed:\n        logger.info(f\"Features & matches already extracted: {str(hloc_dir)}, skipped!\")\n    return existed\n\n\ndef process_instance(args, image_list, block=True):  # process a single instance\n    if check_existence(args, image_list):\n        logger.info(f'Instance ({\"/\".join(args.root_dir.parts[-2:])}) already processed, skipping...')\n        return\n\n    args.root_stem = args.root_dir.stem\n    coarse_scale = 8  # TODO: extract coarse_scale from LoFTR config\n    feature_path, coarse_hws_cached = build_pseudo_features(\n        args.root_dir / args.image_dirname,\n        image_list,\n        args.root_dir / args.hloc_dirname,\n        args.features_fn,\n        max_area=args.max_area,\n        df=args.df,\n        coarse_scale=coarse_scale,\n        as_half=True,\n    )\n\n    if not ray.is_initialized():\n        ray.init(num_cpus=args.n_workers + 1, num_gpus=args.n_workers, ignore_reinit_error=False)\n    queue = Queue()\n    _dataset = build_dataset(args)\n    n_pairs = len(_dataset)\n    match_saver = MatchSaver.remote(args.root_dir / args.hloc_dirname, args.matches_fn, n_pairs, queue)\n    match_saver_ref = match_saver.run.remote()\n    # -- init & run MatchActors\n    match_extractors = [\n        MatchExtrator.remote(args, rank, args.n_workers, queue, coarse_hws_cached) for rank in range(args.n_workers)\n    ]\n    match_extractor_refs = [a.run.remote() for a in match_extractors]\n    obj_refs = [*match_extractor_refs, match_saver_ref]\n\n    if block:\n        ray.get(obj_refs)\n        # ray.shutdown()\n        logger.info(f\"[{args.root_stem}] matches for {n_pairs} pairs extracted!\")\n    else:\n        logger.info(f\"[{args.root_stem}] LoFTRMatchWorker started ({n_pairs} pairs to be matched)\")\n        return obj_refs\n\n\ndef main():  # Testinng\n    parser = get_parser()\n    args = parser.parse_args()\n    image_dir = args.root_dir / args.image_dirname\n    images = [p.relative_to(image_dir).as_posix() for p in image_dir.iterdir()]\n    images = images[:8]\n    process_instance(args, images, block=True)\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/utils/augment.py",
    "content": "import albumentations as A\n\n\nclass DarkAug(object):\n    \"\"\"\n    Extreme dark augmentation aiming at Aachen Day-Night\n    \"\"\"\n\n    def __init__(self) -> None:\n        self.augmentor = A.Compose([\n            A.RandomBrightnessContrast(p=0.75, brightness_limit=(-0.6, 0.0), contrast_limit=(-0.5, 0.3)),\n            A.Blur(p=0.1, blur_limit=(3, 9)),\n            A.MotionBlur(p=0.2, blur_limit=(3, 25)),\n            A.RandomGamma(p=0.1, gamma_limit=(15, 65)),\n            A.HueSaturationValue(p=0.1, val_shift_limit=(-100, -40))\n        ], p=0.75)\n\n    def __call__(self, x):\n        return self.augmentor(image=x)['image']\n\n\nclass MobileAug(object):\n    \"\"\"\n    Random augmentations aiming at images of mobile/handhold devices.\n    \"\"\"\n\n    def __init__(self):\n        self.augmentor = A.Compose([\n            A.MotionBlur(p=0.25),\n            A.ColorJitter(p=0.5),\n            A.RandomRain(p=0.1),  # random occlusion\n            A.RandomSunFlare(p=0.1),\n            A.JpegCompression(p=0.25),\n            A.ISONoise(p=0.25)\n        ], p=1.0)\n\n    def __call__(self, x):\n        return self.augmentor(image=x)['image']\n\n\ndef build_augmentor(method=None, **kwargs):\n    if method is not None:\n        raise NotImplementedError('Using of augmentation functions are not supported yet!')\n    if method == 'dark':\n        return DarkAug()\n    elif method == 'mobile':\n        return MobileAug()\n    elif method is None:\n        return None\n    else:\n        raise ValueError(f'Invalid augmentation method: {method}')\n\n\nif __name__ == '__main__':\n    augmentor = build_augmentor('FDA')\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/utils/comm.py",
    "content": "# Copyright (c) Facebook, Inc. and its affiliates. All Rights Reserved\n\"\"\"\n[Copied from detectron2]\nThis file contains primitives for multi-gpu communication.\nThis is useful when doing distributed training.\n\"\"\"\n\nimport functools\nimport logging\nimport numpy as np\nimport pickle\nimport torch\nimport torch.distributed as dist\n\n_LOCAL_PROCESS_GROUP = None\n\"\"\"\nA torch process group which only includes processes that on the same machine as the current process.\nThis variable is set when processes are spawned by `launch()` in \"engine/launch.py\".\n\"\"\"\n\n\ndef get_world_size() -> int:\n    if not dist.is_available():\n        return 1\n    if not dist.is_initialized():\n        return 1\n    return dist.get_world_size()\n\n\ndef get_rank() -> int:\n    if not dist.is_available():\n        return 0\n    if not dist.is_initialized():\n        return 0\n    return dist.get_rank()\n\n\ndef get_local_rank() -> int:\n    \"\"\"\n    Returns:\n        The rank of the current process within the local (per-machine) process group.\n    \"\"\"\n    if not dist.is_available():\n        return 0\n    if not dist.is_initialized():\n        return 0\n    assert _LOCAL_PROCESS_GROUP is not None\n    return dist.get_rank(group=_LOCAL_PROCESS_GROUP)\n\n\ndef get_local_size() -> int:\n    \"\"\"\n    Returns:\n        The size of the per-machine process group,\n        i.e. the number of processes per machine.\n    \"\"\"\n    if not dist.is_available():\n        return 1\n    if not dist.is_initialized():\n        return 1\n    return dist.get_world_size(group=_LOCAL_PROCESS_GROUP)\n\n\ndef is_main_process() -> bool:\n    return get_rank() == 0\n\n\ndef synchronize():\n    \"\"\"\n    Helper function to synchronize (barrier) among all processes when\n    using distributed training\n    \"\"\"\n    if not dist.is_available():\n        return\n    if not dist.is_initialized():\n        return\n    world_size = dist.get_world_size()\n    if world_size == 1:\n        return\n    dist.barrier()\n\n\n@functools.lru_cache()\ndef _get_global_gloo_group():\n    \"\"\"\n    Return a process group based on gloo backend, containing all the ranks\n    The result is cached.\n    \"\"\"\n    if dist.get_backend() == \"nccl\":\n        return dist.new_group(backend=\"gloo\")\n    else:\n        return dist.group.WORLD\n\n\ndef _serialize_to_tensor(data, group):\n    backend = dist.get_backend(group)\n    assert backend in [\"gloo\", \"nccl\"]\n    device = torch.device(\"cpu\" if backend == \"gloo\" else \"cuda\")\n\n    buffer = pickle.dumps(data)\n    if len(buffer) > 1024 ** 3:\n        logger = logging.getLogger(__name__)\n        logger.warning(\n            \"Rank {} trying to all-gather {:.2f} GB of data on device {}\".format(\n                get_rank(), len(buffer) / (1024 ** 3), device\n            )\n        )\n    storage = torch.ByteStorage.from_buffer(buffer)\n    tensor = torch.ByteTensor(storage).to(device=device)\n    return tensor\n\n\ndef _pad_to_largest_tensor(tensor, group):\n    \"\"\"\n    Returns:\n        list[int]: size of the tensor, on each rank\n        Tensor: padded tensor that has the max size\n    \"\"\"\n    world_size = dist.get_world_size(group=group)\n    assert (\n        world_size >= 1\n    ), \"comm.gather/all_gather must be called from ranks within the given group!\"\n    local_size = torch.tensor([tensor.numel()], dtype=torch.int64, device=tensor.device)\n    size_list = [\n        torch.zeros([1], dtype=torch.int64, device=tensor.device) for _ in range(world_size)\n    ]\n    dist.all_gather(size_list, local_size, group=group)\n\n    size_list = [int(size.item()) for size in size_list]\n\n    max_size = max(size_list)\n\n    # we pad the tensor because torch all_gather does not support\n    # gathering tensors of different shapes\n    if local_size != max_size:\n        padding = torch.zeros((max_size - local_size,), dtype=torch.uint8, device=tensor.device)\n        tensor = torch.cat((tensor, padding), dim=0)\n    return size_list, tensor\n\n\ndef all_gather(data, group=None):\n    \"\"\"\n    Run all_gather on arbitrary picklable data (not necessarily tensors).\n\n    Args:\n        data: any picklable object\n        group: a torch process group. By default, will use a group which\n            contains all ranks on gloo backend.\n\n    Returns:\n        list[data]: list of data gathered from each rank\n    \"\"\"\n    if get_world_size() == 1:\n        return [data]\n    if group is None:\n        group = _get_global_gloo_group()\n    if dist.get_world_size(group) == 1:\n        return [data]\n\n    tensor = _serialize_to_tensor(data, group)\n\n    size_list, tensor = _pad_to_largest_tensor(tensor, group)\n    max_size = max(size_list)\n\n    # receiving Tensor from all ranks\n    tensor_list = [\n        torch.empty((max_size,), dtype=torch.uint8, device=tensor.device) for _ in size_list\n    ]\n    dist.all_gather(tensor_list, tensor, group=group)\n\n    data_list = []\n    for size, tensor in zip(size_list, tensor_list):\n        buffer = tensor.cpu().numpy().tobytes()[:size]\n        data_list.append(pickle.loads(buffer))\n\n    return data_list\n\n\ndef gather(data, dst=0, group=None):\n    \"\"\"\n    Run gather on arbitrary picklable data (not necessarily tensors).\n\n    Args:\n        data: any picklable object\n        dst (int): destination rank\n        group: a torch process group. By default, will use a group which\n            contains all ranks on gloo backend.\n\n    Returns:\n        list[data]: on dst, a list of data gathered from each rank. Otherwise,\n            an empty list.\n    \"\"\"\n    if get_world_size() == 1:\n        return [data]\n    if group is None:\n        group = _get_global_gloo_group()\n    if dist.get_world_size(group=group) == 1:\n        return [data]\n    rank = dist.get_rank(group=group)\n\n    tensor = _serialize_to_tensor(data, group)\n    size_list, tensor = _pad_to_largest_tensor(tensor, group)\n\n    # receiving Tensor from all ranks\n    if rank == dst:\n        max_size = max(size_list)\n        tensor_list = [\n            torch.empty((max_size,), dtype=torch.uint8, device=tensor.device) for _ in size_list\n        ]\n        dist.gather(tensor, tensor_list, dst=dst, group=group)\n\n        data_list = []\n        for size, tensor in zip(size_list, tensor_list):\n            buffer = tensor.cpu().numpy().tobytes()[:size]\n            data_list.append(pickle.loads(buffer))\n        return data_list\n    else:\n        dist.gather(tensor, [], dst=dst, group=group)\n        return []\n\n\ndef shared_random_seed():\n    \"\"\"\n    Returns:\n        int: a random number that is the same across all workers.\n            If workers need a shared RNG, they can use this shared seed to\n            create one.\n\n    All workers must call this function, otherwise it will deadlock.\n    \"\"\"\n    ints = np.random.randint(2 ** 31)\n    all_ints = all_gather(ints)\n    return all_ints[0]\n\n\ndef reduce_dict(input_dict, average=True):\n    \"\"\"\n    Reduce the values in the dictionary from all processes so that process with rank\n    0 has the reduced results.\n\n    Args:\n        input_dict (dict): inputs to be reduced. All the values must be scalar CUDA Tensor.\n        average (bool): whether to do average or sum\n\n    Returns:\n        a dict with the same keys as input_dict, after reduction.\n    \"\"\"\n    world_size = get_world_size()\n    if world_size < 2:\n        return input_dict\n    with torch.no_grad():\n        names = []\n        values = []\n        # sort the keys so that they are consistent across processes\n        for k in sorted(input_dict.keys()):\n            names.append(k)\n            values.append(input_dict[k])\n        values = torch.stack(values, dim=0)\n        dist.reduce(values, dst=0)\n        if dist.get_rank() == 0 and average:\n            # only main process gets accumulated, so only divide by\n            # world_size in this case\n            values /= world_size\n        reduced_dict = {k: v for k, v in zip(names, values)}\n    return reduced_dict\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/utils/dataloader.py",
    "content": "import numpy as np\n\n\n# --- PL-DATAMODULE ---\n\ndef get_local_split(items: list, world_size: int, rank: int, seed: int):\n    \"\"\" The local rank only loads a split of the dataset. \"\"\"\n    n_items = len(items)\n    items_permute = np.random.RandomState(seed).permutation(items)\n    if n_items % world_size == 0:\n        padded_items = items_permute\n    else:\n        padding = np.random.RandomState(seed).choice(\n            items,\n            world_size - (n_items % world_size),\n            replace=True)\n        padded_items = np.concatenate([items_permute, padding])\n        assert len(padded_items) % world_size == 0, \\\n            f'len(padded_items): {len(padded_items)}; world_size: {world_size}; len(padding): {len(padding)}'\n    n_per_rank = len(padded_items) // world_size\n    local_items = padded_items[n_per_rank * rank: n_per_rank * (rank+1)]\n\n    return local_items\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/utils/dataset.py",
    "content": "import io\nfrom loguru import logger\n\nimport cv2\nimport numpy as np\nimport h5py\nimport torch\nfrom numpy.linalg import inv\n\n\ntry:\n    # for internel use only\n    from .client import MEGADEPTH_CLIENT, SCANNET_CLIENT\nexcept Exception:\n    MEGADEPTH_CLIENT = SCANNET_CLIENT = None\n\n# --- DATA IO ---\n\ndef load_array_from_s3(\n    path, client, cv_type,\n    use_h5py=False,\n):\n    byte_str = client.Get(path)\n    try:\n        if not use_h5py:\n            raw_array = np.fromstring(byte_str, np.uint8)\n            data = cv2.imdecode(raw_array, cv_type)\n        else:\n            f = io.BytesIO(byte_str)\n            data = np.array(h5py.File(f, 'r')['/depth'])\n    except Exception as ex:\n        print(f\"==> Data loading failure: {path}\")\n        raise ex\n\n    assert data is not None\n    return data\n\n\ndef imread_gray(path, augment_fn=None, client=SCANNET_CLIENT):\n    cv_type = cv2.IMREAD_GRAYSCALE if augment_fn is None \\\n                else cv2.IMREAD_COLOR\n    if str(path).startswith('s3://'):\n        image = load_array_from_s3(str(path), client, cv_type)\n    else:\n        image = cv2.imread(str(path), cv_type)\n\n    if augment_fn is not None:\n        image = cv2.imread(str(path), cv2.IMREAD_COLOR)\n        image = cv2.cvtColor(image, cv2.COLOR_BGR2RGB)\n        image = augment_fn(image)\n        image = cv2.cvtColor(image, cv2.COLOR_RGB2GRAY)\n    return image  # (h, w)\n\n\ndef get_resized_wh(w, h, resize=None):\n    if resize is not None:  # resize the longer edge\n        scale = resize / max(h, w)\n        w_new, h_new = int(round(w*scale)), int(round(h*scale))\n    else:\n        w_new, h_new = w, h\n    return w_new, h_new\n\n\ndef get_divisible_wh(w, h, df=None):\n    if df is not None:\n        w_new, h_new = map(lambda x: int(x // df * df), [w, h])\n    else:\n        w_new, h_new = w, h\n    return w_new, h_new\n\n\ndef pad_bottom_right(inp, pad_size, ret_mask=False):\n    assert isinstance(pad_size, int) and pad_size >= max(inp.shape[-2:]), f\"{pad_size} < {max(inp.shape[-2:])}\"\n    mask = None\n    if inp.ndim == 2:\n        padded = np.zeros((pad_size, pad_size), dtype=inp.dtype)\n        padded[:inp.shape[0], :inp.shape[1]] = inp\n        if ret_mask:\n            mask = np.zeros((pad_size, pad_size), dtype=bool)\n            mask[:inp.shape[0], :inp.shape[1]] = True\n    elif inp.ndim == 3:\n        padded = np.zeros((inp.shape[0], pad_size, pad_size), dtype=inp.dtype)\n        padded[:, :inp.shape[1], :inp.shape[2]] = inp\n        if ret_mask:\n            mask = np.zeros((inp.shape[0], pad_size, pad_size), dtype=bool)\n            mask[:, :inp.shape[1], :inp.shape[2]] = True\n    else:\n        raise NotImplementedError()\n    return padded, mask\n\n\n# --- MEGADEPTH ---\n\ndef read_megadepth_gray(path, resize=None, df=None, padding=False, augment_fn=None):\n    \"\"\"\n    Args:\n        resize (int, optional): the longer edge of resized images. None for no resize.\n        padding (bool): If set to 'True', zero-pad resized images to squared size.\n        augment_fn (callable, optional): augments images with pre-defined visual effects\n    Returns:\n        image (torch.tensor): (1, h, w)\n        mask (torch.tensor): (h, w)\n        scale (torch.tensor): [w/w_new, h/h_new]        \n    \"\"\"\n    # read image\n    image = imread_gray(path, augment_fn, client=MEGADEPTH_CLIENT)\n\n    # resize image\n    w, h = image.shape[1], image.shape[0]\n    w_new, h_new = get_resized_wh(w, h, resize)\n    w_new, h_new = get_divisible_wh(w_new, h_new, df)\n\n    image = cv2.resize(image, (w_new, h_new))\n    scale = torch.tensor([w/w_new, h/h_new], dtype=torch.float)\n\n    if padding:  # padding\n        pad_to = max(h_new, w_new)\n        image, mask = pad_bottom_right(image, pad_to, ret_mask=True)\n    else:\n        mask = None\n\n    image = torch.from_numpy(image).float()[None] / 255  # (h, w) -> (1, h, w) and normalized\n    mask = torch.from_numpy(mask)\n\n    return image, mask, scale\n\n\ndef read_megadepth_depth(path, pad_to=None):\n    if str(path).startswith('s3://'):\n        depth = load_array_from_s3(path, MEGADEPTH_CLIENT, None, use_h5py=True)\n    else:\n        depth = np.array(h5py.File(path, 'r')['depth'])\n    if pad_to is not None:\n        depth, _ = pad_bottom_right(depth, pad_to, ret_mask=False)\n    depth = torch.from_numpy(depth).float()  # (h, w)\n    return depth\n\n\n# --- ScanNet ---\n\ndef read_scannet_gray(path, resize=(640, 480), augment_fn=None):\n    \"\"\"\n    Args:\n        resize (tuple): align image to depthmap, in (w, h).\n        augment_fn (callable, optional): augments images with pre-defined visual effects\n    Returns:\n        image (torch.tensor): (1, h, w)\n        mask (torch.tensor): (h, w)\n        scale (torch.tensor): [w/w_new, h/h_new]        \n    \"\"\"\n    # read and resize image\n    image = imread_gray(path, augment_fn)\n    image = cv2.resize(image, resize)\n\n    # (h, w) -> (1, h, w) and normalized\n    image = torch.from_numpy(image).float()[None] / 255\n    return image\n\n\ndef read_scannet_depth(path):\n    if str(path).startswith('s3://'):\n        depth = load_array_from_s3(str(path), SCANNET_CLIENT, cv2.IMREAD_UNCHANGED)\n    else:\n        depth = cv2.imread(str(path), cv2.IMREAD_UNCHANGED)\n    depth = depth / 1000\n    depth = torch.from_numpy(depth).float()  # (h, w)\n    return depth\n\n\ndef read_scannet_pose(path):\n    \"\"\" Read ScanNet's Camera2World pose and transform it to World2Camera.\n    \n    Returns:\n        pose_w2c (np.ndarray): (4, 4)\n    \"\"\"\n    cam2world = np.loadtxt(path, delimiter=' ')\n    world2cam = inv(cam2world)\n    return world2cam\n\n\ndef read_scannet_intrinsic(path):\n    \"\"\" Read ScanNet's intrinsic matrix and return the 3x3 matrix.\n    \"\"\"\n    intrinsic = np.loadtxt(path, delimiter=' ')\n    return intrinsic[:-1, :-1]\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/utils/metrics.py",
    "content": "import torch\nimport cv2\nimport numpy as np\nfrom collections import OrderedDict\nfrom loguru import logger\nfrom kornia.geometry.epipolar import numeric\nfrom kornia.geometry.conversions import convert_points_to_homogeneous\n\n\n# --- METRICS ---\n\ndef relative_pose_error(T_0to1, R, t, ignore_gt_t_thr=0.0):\n    # angle error between 2 vectors\n    t_gt = T_0to1[:3, 3]\n    n = np.linalg.norm(t) * np.linalg.norm(t_gt)\n    t_err = np.rad2deg(np.arccos(np.clip(np.dot(t, t_gt) / n, -1.0, 1.0)))\n    t_err = np.minimum(t_err, 180 - t_err)  # handle E ambiguity\n    if np.linalg.norm(t_gt) < ignore_gt_t_thr:  # pure rotation is challenging\n        t_err = 0\n\n    # angle error between 2 rotation matrices\n    R_gt = T_0to1[:3, :3]\n    cos = (np.trace(np.dot(R.T, R_gt)) - 1) / 2\n    cos = np.clip(cos, -1., 1.)  # handle numercial errors\n    R_err = np.rad2deg(np.abs(np.arccos(cos)))\n\n    return t_err, R_err\n\n\ndef symmetric_epipolar_distance(pts0, pts1, E, K0, K1):\n    \"\"\"Squared symmetric epipolar distance.\n    This can be seen as a biased estimation of the reprojection error.\n    Args:\n        pts0 (torch.Tensor): [N, 2]\n        E (torch.Tensor): [3, 3]\n    \"\"\"\n    pts0 = (pts0 - K0[[0, 1], [2, 2]][None]) / K0[[0, 1], [0, 1]][None]\n    pts1 = (pts1 - K1[[0, 1], [2, 2]][None]) / K1[[0, 1], [0, 1]][None]\n    pts0 = convert_points_to_homogeneous(pts0)\n    pts1 = convert_points_to_homogeneous(pts1)\n\n    Ep0 = pts0 @ E.T  # [N, 3]\n    p1Ep0 = torch.sum(pts1 * Ep0, -1)  # [N,]\n    Etp1 = pts1 @ E  # [N, 3]\n\n    d = p1Ep0**2 * (1.0 / (Ep0[:, 0]**2 + Ep0[:, 1]**2) + 1.0 / (Etp1[:, 0]**2 + Etp1[:, 1]**2))  # N\n    return d\n\n\ndef compute_symmetrical_epipolar_errors(data):\n    \"\"\" \n    Update:\n        data (dict):{\"epi_errs\": [M]}\n    \"\"\"\n    Tx = numeric.cross_product_matrix(data['T_0to1'][:, :3, 3])\n    E_mat = Tx @ data['T_0to1'][:, :3, :3]\n\n    m_bids = data['m_bids']\n    pts0 = data['mkpts0_f']\n    pts1 = data['mkpts1_f']\n\n    epi_errs = []\n    for bs in range(Tx.size(0)):\n        mask = m_bids == bs\n        epi_errs.append(\n            symmetric_epipolar_distance(pts0[mask], pts1[mask], E_mat[bs], data['K0'][bs], data['K1'][bs]))\n    epi_errs = torch.cat(epi_errs, dim=0)\n\n    data.update({'epi_errs': epi_errs})\n\n\ndef estimate_pose(kpts0, kpts1, K0, K1, thresh, conf=0.99999):\n    if len(kpts0) < 5:\n        return None\n    # normalize keypoints\n    kpts0 = (kpts0 - K0[[0, 1], [2, 2]][None]) / K0[[0, 1], [0, 1]][None]\n    kpts1 = (kpts1 - K1[[0, 1], [2, 2]][None]) / K1[[0, 1], [0, 1]][None]\n\n    # normalize ransac threshold\n    ransac_thr = thresh / np.mean([K0[0, 0], K1[1, 1], K0[0, 0], K1[1, 1]])\n\n    # compute pose with cv2\n    E, mask = cv2.findEssentialMat(\n        kpts0, kpts1, np.eye(3), threshold=ransac_thr, prob=conf, method=cv2.RANSAC)\n    if E is None:\n        print(\"\\nE is None while trying to recover pose.\\n\")\n        return None\n\n    # recover pose from E\n    best_num_inliers = 0\n    ret = None\n    for _E in np.split(E, len(E) / 3):\n        n, R, t, _ = cv2.recoverPose(_E, kpts0, kpts1, np.eye(3), 1e9, mask=mask)\n        if n > best_num_inliers:\n            ret = (R, t[:, 0], mask.ravel() > 0)\n            best_num_inliers = n\n\n    return ret\n\n\ndef compute_pose_errors(data, config):\n    \"\"\" \n    Update:\n        data (dict):{\n            \"R_errs\" List[float]: [N]\n            \"t_errs\" List[float]: [N]\n            \"inliers\" List[np.ndarray]: [N]\n        }\n    \"\"\"\n    pixel_thr = config.TRAINER.RANSAC_PIXEL_THR  # 0.5\n    conf = config.TRAINER.RANSAC_CONF  # 0.99999\n    data.update({'R_errs': [], 't_errs': [], 'inliers': []})\n\n    m_bids = data['m_bids'].cpu().numpy()\n    pts0 = data['mkpts0_f'].cpu().numpy()\n    pts1 = data['mkpts1_f'].cpu().numpy()\n    K0 = data['K0'].cpu().numpy()\n    K1 = data['K1'].cpu().numpy()\n    T_0to1 = data['T_0to1'].cpu().numpy()\n\n    for bs in range(K0.shape[0]):\n        mask = m_bids == bs\n        ret = estimate_pose(pts0[mask], pts1[mask], K0[bs], K1[bs], pixel_thr, conf=conf)\n\n        if ret is None:\n            data['R_errs'].append(np.inf)\n            data['t_errs'].append(np.inf)\n            data['inliers'].append(np.array([]).astype(np.bool))\n        else:\n            R, t, inliers = ret\n            t_err, R_err = relative_pose_error(T_0to1[bs], R, t, ignore_gt_t_thr=0.0)\n            data['R_errs'].append(R_err)\n            data['t_errs'].append(t_err)\n            data['inliers'].append(inliers)\n\n\n# --- METRIC AGGREGATION ---\n\ndef error_auc(errors, thresholds):\n    \"\"\"\n    Args:\n        errors (list): [N,]\n        thresholds (list)\n    \"\"\"\n    errors = [0] + sorted(list(errors))\n    recall = list(np.linspace(0, 1, len(errors)))\n\n    aucs = []\n    thresholds = [5, 10, 20]\n    for thr in thresholds:\n        last_index = np.searchsorted(errors, thr)\n        y = recall[:last_index] + [recall[last_index-1]]\n        x = errors[:last_index] + [thr]\n        aucs.append(np.trapz(y, x) / thr)\n\n    return {f'auc@{t}': auc for t, auc in zip(thresholds, aucs)}\n\n\ndef epidist_prec(errors, thresholds, ret_dict=False):\n    precs = []\n    for thr in thresholds:\n        prec_ = []\n        for errs in errors:\n            correct_mask = errs < thr\n            prec_.append(np.mean(correct_mask) if len(correct_mask) > 0 else 0)\n        precs.append(np.mean(prec_) if len(prec_) > 0 else 0)\n    if ret_dict:\n        return {f'prec@{t:.0e}': prec for t, prec in zip(thresholds, precs)}\n    else:\n        return precs\n\n\ndef aggregate_metrics(metrics, epi_err_thr=5e-4):\n    \"\"\" Aggregate metrics for the whole dataset:\n    (This method should be called once per dataset)\n    1. AUC of the pose error (angular) at the threshold [5, 10, 20]\n    2. Mean matching precision at the threshold 5e-4(ScanNet), 1e-4(MegaDepth)\n    \"\"\"\n    # filter duplicates\n    unq_ids = OrderedDict((iden, id) for id, iden in enumerate(metrics['identifiers']))\n    unq_ids = list(unq_ids.values())\n    logger.info(f'Aggregating metrics over {len(unq_ids)} unique items...')\n\n    # pose auc\n    angular_thresholds = [5, 10, 20]\n    pose_errors = np.max(np.stack([metrics['R_errs'], metrics['t_errs']]), axis=0)[unq_ids]\n    aucs = error_auc(pose_errors, angular_thresholds)  # (auc@5, auc@10, auc@20)\n\n    # matching precision\n    dist_thresholds = [epi_err_thr]\n    precs = epidist_prec(np.array(metrics['epi_errs'], dtype=object)[unq_ids], dist_thresholds, True)  # (prec@err_thr)\n\n    return {**aucs, **precs}\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/utils/misc.py",
    "content": "import os\nimport contextlib\nimport joblib\nfrom typing import Union\nfrom loguru import _Logger, logger\nfrom itertools import chain\n\nimport torch\nfrom yacs.config import CfgNode as CN\nfrom pytorch_lightning.utilities import rank_zero_only\n\n\ndef lower_config(yacs_cfg):\n    if not isinstance(yacs_cfg, CN):\n        return yacs_cfg\n    return {k.lower(): lower_config(v) for k, v in yacs_cfg.items()}\n\n\ndef upper_config(dict_cfg):\n    if not isinstance(dict_cfg, dict):\n        return dict_cfg\n    return {k.upper(): upper_config(v) for k, v in dict_cfg.items()}\n\n\ndef log_on(condition, message, level):\n    if condition:\n        assert level in ['INFO', 'DEBUG', 'WARNING', 'ERROR', 'CRITICAL']\n        logger.log(level, message)\n\n\ndef get_rank_zero_only_logger(logger: _Logger):\n    if rank_zero_only.rank == 0:\n        return logger\n    else:\n        for _level in logger._core.levels.keys():\n            level = _level.lower()\n            setattr(logger, level,\n                    lambda x: None)\n        logger._log = lambda x: None\n    return logger\n\n\ndef setup_gpus(gpus: Union[str, int]) -> int:\n    \"\"\" A temporary fix for pytorch-lighting 1.3.x \"\"\"\n    gpus = str(gpus)\n    gpu_ids = []\n    \n    if ',' not in gpus:\n        n_gpus = int(gpus)\n        return n_gpus if n_gpus != -1 else torch.cuda.device_count()\n    else:\n        gpu_ids = [i.strip() for i in gpus.split(',') if i != '']\n    \n    # setup environment variables\n    visible_devices = os.getenv('CUDA_VISIBLE_DEVICES')\n    if visible_devices is None:\n        os.environ[\"CUDA_DEVICE_ORDER\"] = \"PCI_BUS_ID\"\n        os.environ[\"CUDA_VISIBLE_DEVICES\"] = ','.join(str(i) for i in gpu_ids)\n        visible_devices = os.getenv('CUDA_VISIBLE_DEVICES')\n        logger.warning(f'[Temporary Fix] manually set CUDA_VISIBLE_DEVICES when specifying gpus to use: {visible_devices}')\n    else:\n        logger.warning('[Temporary Fix] CUDA_VISIBLE_DEVICES already set by user or the main process.')\n    return len(gpu_ids)\n\n\ndef flattenList(x):\n    return list(chain(*x))\n\n\n@contextlib.contextmanager\ndef tqdm_joblib(tqdm_object):\n    \"\"\"Context manager to patch joblib to report into tqdm progress bar given as argument\n    \n    Usage:\n        with tqdm_joblib(tqdm(desc=\"My calculation\", total=10)) as progress_bar:\n            Parallel(n_jobs=16)(delayed(sqrt)(i**2) for i in range(10))\n            \n    When iterating over a generator, directly use of tqdm is also a solutin (but monitor the task queuing, instead of finishing)\n        ret_vals = Parallel(n_jobs=args.world_size)(\n                    delayed(lambda x: _compute_cov_score(pid, *x))(param)\n                        for param in tqdm(combinations(image_ids, 2),\n                                          desc=f'Computing cov_score of [{pid}]',\n                                          total=len(image_ids)*(len(image_ids)-1)/2))\n    Src: https://stackoverflow.com/a/58936697\n    \"\"\"\n    class TqdmBatchCompletionCallback(joblib.parallel.BatchCompletionCallBack):\n        def __init__(self, *args, **kwargs):\n            super().__init__(*args, **kwargs)\n\n        def __call__(self, *args, **kwargs):\n            tqdm_object.update(n=self.batch_size)\n            return super().__call__(*args, **kwargs)\n\n    old_batch_callback = joblib.parallel.BatchCompletionCallBack\n    joblib.parallel.BatchCompletionCallBack = TqdmBatchCompletionCallback\n    try:\n        yield tqdm_object\n    finally:\n        joblib.parallel.BatchCompletionCallBack = old_batch_callback\n        tqdm_object.close()\n\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/utils/plotting.py",
    "content": "import bisect\nimport numpy as np\nimport matplotlib.pyplot as plt\nimport matplotlib\n\n\ndef _compute_conf_thresh(data):\n    dataset_name = data['dataset_name'][0].lower()\n    if dataset_name == 'scannet':\n        thr = 5e-4\n    elif dataset_name == 'megadepth':\n        thr = 1e-4\n    else:\n        raise ValueError(f'Unknown dataset: {dataset_name}')\n    return thr\n\n\n# --- VISUALIZATION --- #\n\ndef make_matching_figure(\n        img0, img1, mkpts0, mkpts1, color,\n        kpts0=None, kpts1=None, text=[], dpi=75, path=None):\n    # draw image pair\n    assert mkpts0.shape[0] == mkpts1.shape[0], f'mkpts0: {mkpts0.shape[0]} v.s. mkpts1: {mkpts1.shape[0]}'\n    fig, axes = plt.subplots(1, 2, figsize=(10, 6), dpi=dpi)\n    axes[0].imshow(img0, cmap='gray')\n    axes[1].imshow(img1, cmap='gray')\n    for i in range(2):   # clear all frames\n        axes[i].get_yaxis().set_ticks([])\n        axes[i].get_xaxis().set_ticks([])\n        for spine in axes[i].spines.values():\n            spine.set_visible(False)\n    plt.tight_layout(pad=1)\n    \n    if kpts0 is not None:\n        assert kpts1 is not None\n        axes[0].scatter(kpts0[:, 0], kpts0[:, 1], c='w', s=2)\n        axes[1].scatter(kpts1[:, 0], kpts1[:, 1], c='w', s=2)\n\n    # draw matches\n    if mkpts0.shape[0] != 0 and mkpts1.shape[0] != 0:\n        fig.canvas.draw()\n        transFigure = fig.transFigure.inverted()\n        fkpts0 = transFigure.transform(axes[0].transData.transform(mkpts0))\n        fkpts1 = transFigure.transform(axes[1].transData.transform(mkpts1))\n        fig.lines = [matplotlib.lines.Line2D((fkpts0[i, 0], fkpts1[i, 0]),\n                                            (fkpts0[i, 1], fkpts1[i, 1]),\n                                            transform=fig.transFigure, c=color[i], linewidth=1)\n                                        for i in range(len(mkpts0))]\n        \n        axes[0].scatter(mkpts0[:, 0], mkpts0[:, 1], c=color, s=4)\n        axes[1].scatter(mkpts1[:, 0], mkpts1[:, 1], c=color, s=4)\n\n    # put txts\n    txt_color = 'k' if img0[:100, :200].mean() > 200 else 'w'\n    fig.text(\n        0.01, 0.99, '\\n'.join(text), transform=fig.axes[0].transAxes,\n        fontsize=15, va='top', ha='left', color=txt_color)\n\n    # save or return figure\n    if path:\n        plt.savefig(str(path), bbox_inches='tight', pad_inches=0)\n        plt.close()\n    else:\n        return fig\n\n\ndef _make_evaluation_figure(data, b_id, alpha='dynamic'):\n    b_mask = data['m_bids'] == b_id\n    conf_thr = _compute_conf_thresh(data)\n    \n    img0 = (data['image0'][b_id][0].cpu().numpy() * 255).round().astype(np.int32)\n    img1 = (data['image1'][b_id][0].cpu().numpy() * 255).round().astype(np.int32)\n    kpts0 = data['mkpts0_f'][b_mask].cpu().numpy()\n    kpts1 = data['mkpts1_f'][b_mask].cpu().numpy()\n    \n    # for megadepth, we visualize matches on the resized image\n    if 'scale0' in data:\n        kpts0 = kpts0 / data['scale0'][b_id].cpu().numpy()[[1, 0]]\n        kpts1 = kpts1 / data['scale1'][b_id].cpu().numpy()[[1, 0]]\n\n    epi_errs = data['epi_errs'][b_mask].cpu().numpy()\n    correct_mask = epi_errs < conf_thr\n    precision = np.mean(correct_mask) if len(correct_mask) > 0 else 0\n    n_correct = np.sum(correct_mask)\n    n_gt_matches = int(data['conf_matrix_gt'][b_id].sum().cpu())\n    recall = 0 if n_gt_matches == 0 else n_correct / (n_gt_matches)\n    # recall might be larger than 1, since the calculation of conf_matrix_gt\n    # uses groundtruth depths and camera poses, but epipolar distance is used here.\n\n    # matching info\n    if alpha == 'dynamic':\n        alpha = dynamic_alpha(len(correct_mask))\n    color = error_colormap(epi_errs, conf_thr, alpha=alpha)\n    \n    text = [\n        f'#Matches {len(kpts0)}',\n        f'Precision({conf_thr:.2e}) ({100 * precision:.1f}%): {n_correct}/{len(kpts0)}',\n        f'Recall({conf_thr:.2e}) ({100 * recall:.1f}%): {n_correct}/{n_gt_matches}'\n    ]\n    \n    # make the figure\n    figure = make_matching_figure(img0, img1, kpts0, kpts1,\n                                  color, text=text)\n    return figure\n\ndef _make_confidence_figure(data, b_id):\n    # TODO: Implement confidence figure\n    raise NotImplementedError()\n\n\ndef make_matching_figures(data, config, mode='evaluation'):\n    \"\"\" Make matching figures for a batch.\n    \n    Args:\n        data (Dict): a batch updated by PL_LoFTR.\n        config (Dict): matcher config\n    Returns:\n        figures (Dict[str, List[plt.figure]]\n    \"\"\"\n    assert mode in ['evaluation', 'confidence']  # 'confidence'\n    figures = {mode: []}\n    for b_id in range(data['image0'].size(0)):\n        if mode == 'evaluation':\n            fig = _make_evaluation_figure(\n                data, b_id,\n                alpha=config.TRAINER.PLOT_MATCHES_ALPHA)\n        elif mode == 'confidence':\n            fig = _make_confidence_figure(data, b_id)\n        else:\n            raise ValueError(f'Unknown plot mode: {mode}')\n        figures[mode].append(fig)\n    return figures\n\n\ndef dynamic_alpha(n_matches,\n                  milestones=[0, 300, 1000, 2000],\n                  alphas=[1.0, 0.8, 0.4, 0.2]):\n    if n_matches == 0:\n        return 1.0\n    ranges = list(zip(alphas, alphas[1:] + [None]))\n    loc = bisect.bisect_right(milestones, n_matches) - 1\n    _range = ranges[loc]\n    if _range[1] is None:\n        return _range[0]\n    return _range[1] + (milestones[loc + 1] - n_matches) / (\n        milestones[loc + 1] - milestones[loc]) * (_range[0] - _range[1])\n\n\ndef error_colormap(err, thr, alpha=1.0):\n    assert alpha <= 1.0 and alpha > 0, f\"Invaid alpha value: {alpha}\"\n    x = 1 - np.clip(err / (thr * 2), 0, 1)\n    return np.clip(\n        np.stack([2-x*2, x*2, np.zeros_like(x), np.ones_like(x)*alpha], -1), 0, 1)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/loftr/utils/profiler.py",
    "content": "import torch\nfrom pytorch_lightning.profiler import SimpleProfiler, PassThroughProfiler\nfrom contextlib import contextmanager\nfrom pytorch_lightning.utilities import rank_zero_only\n\n\nclass InferenceProfiler(SimpleProfiler):\n    \"\"\"\n    This profiler records duration of actions with cuda.synchronize()\n    Use this in test time. \n    \"\"\"\n\n    def __init__(self):\n        super().__init__()\n        self.start = rank_zero_only(self.start)\n        self.stop = rank_zero_only(self.stop)\n        self.summary = rank_zero_only(self.summary)\n\n    @contextmanager\n    def profile(self, action_name: str) -> None:\n        try:\n            torch.cuda.synchronize()\n            self.start(action_name)\n            yield action_name\n        finally:\n            torch.cuda.synchronize()\n            self.stop(action_name)\n\n\ndef build_profiler(name):\n    if name == 'inference':\n        return InferenceProfiler()\n    elif name == 'pytorch':\n        from pytorch_lightning.profiler import PyTorchProfiler\n        return PyTorchProfiler(use_cuda=True, profile_memory=True, row_limit=100)\n    elif name is None:\n        return PassThroughProfiler()\n    else:\n        raise ValueError(f'Invalid profiler: {name}')\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/requirements.txt",
    "content": "opencv_python==4.4.0.46\nalbumentations==0.5.1 --no-binary=imgaug,albumentations\nray>=1.0.1\neinops==0.3.0\nkornia==0.4.1\nloguru==0.5.3\nyacs>=0.1.8\ntqdm\nautopep8\npylint\nipython\njupyterlab\nmatplotlib\nh5py==3.1.0\npytorch-lightning==1.3.5\njoblib>=1.0.1\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/scripts/reproduce_test/indoor_ds.sh",
    "content": "#!/bin/bash -l\n\nSCRIPTPATH=$(dirname $(readlink -f \"$0\"))\nPROJECT_DIR=\"${SCRIPTPATH}/../../\"\n\n# conda activate loftr\nexport PYTHONPATH=$PROJECT_DIR:$PYTHONPATH\ncd $PROJECT_DIR\n\ndata_cfg_path=\"configs/data/scannet_test_1500.py\"\nmain_cfg_path=\"configs/loftr/indoor/scannet/loftr_ds_eval.py\"\nckpt_path=\"weights/indoor_ds.ckpt\"\ndump_dir=\"dump/loftr_ds_indoor\"\nprofiler_name=\"inference\"\nn_nodes=1  # mannually keep this the same with --nodes\nn_gpus_per_node=-1\ntorch_num_workers=4\nbatch_size=1  # per gpu\n\npython -u ./test.py \\\n    ${data_cfg_path} \\\n    ${main_cfg_path} \\\n    --ckpt_path=${ckpt_path} \\\n    --dump_dir=${dump_dir} \\\n    --gpus=${n_gpus_per_node} --num_nodes=${n_nodes} --accelerator=\"ddp\" \\\n    --batch_size=${batch_size} --num_workers=${torch_num_workers}\\\n    --profiler_name=${profiler_name} \\\n    --benchmark \n    "
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/scripts/reproduce_test/indoor_ds_new.sh",
    "content": "#!/bin/bash -l\n# a indoor_ds model with the pos_enc impl bug fixed.\n\nSCRIPTPATH=$(dirname $(readlink -f \"$0\"))\nPROJECT_DIR=\"${SCRIPTPATH}/../../\"\n\n# conda activate loftr\nexport PYTHONPATH=$PROJECT_DIR:$PYTHONPATH\ncd $PROJECT_DIR\n\ndata_cfg_path=\"configs/data/scannet_test_1500.py\"\nmain_cfg_path=\"configs/loftr/indoor/scannet/loftr_ds_eval_new.py\"\nckpt_path=\"weights/indoor_ds_new.ckpt\"\ndump_dir=\"dump/loftr_ds_indoor_new\"\nprofiler_name=\"inference\"\nn_nodes=1  # mannually keep this the same with --nodes\nn_gpus_per_node=-1\ntorch_num_workers=4\nbatch_size=1  # per gpu\n\npython -u ./test.py \\\n    ${data_cfg_path} \\\n    ${main_cfg_path} \\\n    --ckpt_path=${ckpt_path} \\\n    --dump_dir=${dump_dir} \\\n    --gpus=${n_gpus_per_node} --num_nodes=${n_nodes} --accelerator=\"ddp\" \\\n    --batch_size=${batch_size} --num_workers=${torch_num_workers}\\\n    --profiler_name=${profiler_name} \\\n    --benchmark \n    "
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/scripts/reproduce_test/indoor_ot.sh",
    "content": "#!/bin/bash -l\n\nSCRIPTPATH=$(dirname $(readlink -f \"$0\"))\nPROJECT_DIR=\"${SCRIPTPATH}/../../\"\n\n# conda activate loftr\nexport PYTHONPATH=$PROJECT_DIR:$PYTHONPATH\ncd $PROJECT_DIR\n\ndata_cfg_path=\"configs/data/scannet_test_1500.py\"\nmain_cfg_path=\"configs/loftr/indoor/buggy_pos_enc/loftr_ot.py\"\nckpt_path=\"weights/indoor_ot.ckpt\"\ndump_dir=\"dump/loftr_ot_indoor\"\nprofiler_name=\"inference\"\nn_nodes=1  # mannually keep this the same with --nodes\nn_gpus_per_node=-1\ntorch_num_workers=4\nbatch_size=1  # per gpu\n\npython -u ./test.py \\\n    ${data_cfg_path} \\\n    ${main_cfg_path} \\\n    --ckpt_path=${ckpt_path} \\\n    --dump_dir=${dump_dir} \\\n    --gpus=${n_gpus_per_node} --num_nodes=${n_nodes} --accelerator=\"ddp\" \\\n    --batch_size=${batch_size} --num_workers=${torch_num_workers}\\\n    --profiler_name=${profiler_name} \\\n    --benchmark \n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/scripts/reproduce_test/outdoor_ds.sh",
    "content": "#!/bin/bash -l\n\nSCRIPTPATH=$(dirname $(readlink -f \"$0\"))\nPROJECT_DIR=\"${SCRIPTPATH}/../../\"\n\n# conda activate loftr\nexport PYTHONPATH=$PROJECT_DIR:$PYTHONPATH\ncd $PROJECT_DIR\n\ndata_cfg_path=\"configs/data/megadepth_test_1500.py\"\nmain_cfg_path=\"configs/loftr/outdoor/buggy_pos_enc/loftr_ds.py\"\nckpt_path=\"weights/outdoor_ds.ckpt\"\ndump_dir=\"dump/loftr_ds_outdoor\"\nprofiler_name=\"inference\"\nn_nodes=1  # mannually keep this the same with --nodes\nn_gpus_per_node=-1\ntorch_num_workers=4\nbatch_size=1  # per gpu\n\npython -u ./test.py \\\n    ${data_cfg_path} \\\n    ${main_cfg_path} \\\n    --ckpt_path=${ckpt_path} \\\n    --dump_dir=${dump_dir} \\\n    --gpus=${n_gpus_per_node} --num_nodes=${n_nodes} --accelerator=\"ddp\" \\\n    --batch_size=${batch_size} --num_workers=${torch_num_workers}\\\n    --profiler_name=${profiler_name} \\\n    --benchmark \n    "
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/scripts/reproduce_test/outdoor_ot.sh",
    "content": "#!/bin/bash -l\n\nSCRIPTPATH=$(dirname $(readlink -f \"$0\"))\nPROJECT_DIR=\"${SCRIPTPATH}/../../\"\n\n# conda activate loftr\nexport PYTHONPATH=$PROJECT_DIR:$PYTHONPATH\ncd $PROJECT_DIR\n\ndata_cfg_path=\"configs/data/megadepth_test_1500.py\"\nmain_cfg_path=\"configs/loftr/outdoor/buggy_pos_enc/loftr_ot.py\"\nckpt_path=\"weights/outdoor_ot.ckpt\"\ndump_dir=\"dump/loftr_ot_outdoor\"\nprofiler_name=\"inference\"\nn_nodes=1  # mannually keep this the same with --nodes\nn_gpus_per_node=-1\ntorch_num_workers=4\nbatch_size=1  # per gpu\n\npython -u ./test.py \\\n    ${data_cfg_path} \\\n    ${main_cfg_path} \\\n    --ckpt_path=${ckpt_path} \\\n    --dump_dir=${dump_dir} \\\n    --gpus=${n_gpus_per_node} --num_nodes=${n_nodes} --accelerator=\"ddp\" \\\n    --batch_size=${batch_size} --num_workers=${torch_num_workers}\\\n    --profiler_name=${profiler_name} \\\n    --benchmark \n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/scripts/reproduce_train/debug/.gitignore",
    "content": "*\n*/\n!.gitignore\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/scripts/reproduce_train/indoor_ds.sh",
    "content": "#!/bin/bash -l\n\nSCRIPTPATH=$(dirname $(readlink -f \"$0\"))\nPROJECT_DIR=\"${SCRIPTPATH}/../../\"\n\n# conda activate loftr\nexport PYTHONPATH=$PROJECT_DIR:$PYTHONPATH\ncd $PROJECT_DIR\n\ndata_cfg_path=\"configs/data/scannet_trainval.py\"\nmain_cfg_path=\"configs/loftr/indoor/loftr_ds_dense.py\"\n\nn_nodes=1\nn_gpus_per_node=4\ntorch_num_workers=4\nbatch_size=1\npin_memory=true\nexp_name=\"indoor-ds-bs=$(($n_gpus_per_node * $n_nodes * $batch_size))\"\n\npython -u ./train.py \\\n    ${data_cfg_path} \\\n    ${main_cfg_path} \\\n    --exp_name=${exp_name} \\\n    --gpus=${n_gpus_per_node} --num_nodes=${n_nodes} --accelerator=\"ddp\" \\\n    --batch_size=${batch_size} --num_workers=${torch_num_workers} --pin_memory=${pin_memory} \\\n    --check_val_every_n_epoch=1 \\\n    --log_every_n_steps=100 \\\n    --flush_logs_every_n_steps=100 \\\n    --limit_val_batches=1. \\\n    --num_sanity_val_steps=10 \\\n    --benchmark=True \\\n    --max_epochs=30 \\\n    --parallel_load_data\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/scripts/reproduce_train/indoor_ot.sh",
    "content": "#!/bin/bash -l\n\nSCRIPTPATH=$(dirname $(readlink -f \"$0\"))\nPROJECT_DIR=\"${SCRIPTPATH}/../../\"\n\n# conda activate loftr\nexport PYTHONPATH=$PROJECT_DIR:$PYTHONPATH\ncd $PROJECT_DIR\n\ndata_cfg_path=\"configs/data/scannet_trainval.py\"\nmain_cfg_path=\"configs/loftr/indoor/loftr_ot_dense.py\"\n\nn_nodes=1\nn_gpus_per_node=4\ntorch_num_workers=4\nbatch_size=1\npin_memory=true\nexp_name=\"indoor-ot-bs=$(($n_gpus_per_node * $n_nodes * $batch_size))\"\n\npython -u ./train.py \\\n    ${data_cfg_path} \\\n    ${main_cfg_path} \\\n    --exp_name=${exp_name} \\\n    --gpus=${n_gpus_per_node} --num_nodes=${n_nodes} --accelerator=\"ddp\" \\\n    --batch_size=${batch_size} --num_workers=${torch_num_workers} --pin_memory=${pin_memory} \\\n    --check_val_every_n_epoch=1 \\\n    --log_every_n_steps=100 \\\n    --flush_logs_every_n_steps=100 \\\n    --limit_val_batches=1. \\\n    --num_sanity_val_steps=10 \\\n    --benchmark=True \\\n    --max_epochs=30 \\\n    --parallel_load_data\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/scripts/reproduce_train/outdoor_ds.sh",
    "content": "#!/bin/bash -l\n\nSCRIPTPATH=$(dirname $(readlink -f \"$0\"))\nPROJECT_DIR=\"${SCRIPTPATH}/../../\"\n\n# conda activate loftr\nexport PYTHONPATH=$PROJECT_DIR:$PYTHONPATH\ncd $PROJECT_DIR\n\nTRAIN_IMG_SIZE=640\n# to reproduced the results in our paper, please use:\n# TRAIN_IMG_SIZE=840\ndata_cfg_path=\"configs/data/megadepth_trainval_${TRAIN_IMG_SIZE}.py\"\nmain_cfg_path=\"configs/loftr/outdoor/loftr_ds_dense.py\"\n\nn_nodes=1\nn_gpus_per_node=4\ntorch_num_workers=4\nbatch_size=1\npin_memory=true\nexp_name=\"outdoor-ds-${TRAIN_IMG_SIZE}-bs=$(($n_gpus_per_node * $n_nodes * $batch_size))\"\n\npython -u ./train.py \\\n    ${data_cfg_path} \\\n    ${main_cfg_path} \\\n    --exp_name=${exp_name} \\\n    --gpus=${n_gpus_per_node} --num_nodes=${n_nodes} --accelerator=\"ddp\" \\\n    --batch_size=${batch_size} --num_workers=${torch_num_workers} --pin_memory=${pin_memory} \\\n    --check_val_every_n_epoch=1 \\\n    --log_every_n_steps=1 \\\n    --flush_logs_every_n_steps=1 \\\n    --limit_val_batches=1. \\\n    --num_sanity_val_steps=10 \\\n    --benchmark=True \\\n    --max_epochs=30\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/scripts/reproduce_train/outdoor_ot.sh",
    "content": "#!/bin/bash -l\n\nSCRIPTPATH=$(dirname $(readlink -f \"$0\"))\nPROJECT_DIR=\"${SCRIPTPATH}/../../\"\n\n# conda activate loftr\nexport PYTHONPATH=$PROJECT_DIR:$PYTHONPATH\ncd $PROJECT_DIR\n\nTRAIN_IMG_SIZE=640\n# to reproduced the results in our paper, please use:\n# TRAIN_IMG_SIZE=840\ndata_cfg_path=\"configs/data/megadepth_trainval_${TRAIN_IMG_SIZE}.py\"\nmain_cfg_path=\"configs/loftr/outdoor/loftr_ot_dense.py\"\n\nn_nodes=1\nn_gpus_per_node=4\ntorch_num_workers=4\nbatch_size=1\npin_memory=true\nexp_name=\"outdoor-ot-${TRAIN_IMG_SIZE}-bs=$(($n_gpus_per_node * $n_nodes * $batch_size))\"\n\npython -u ./train.py \\\n    ${data_cfg_path} \\\n    ${main_cfg_path} \\\n    --exp_name=${exp_name} \\\n    --gpus=${n_gpus_per_node} --num_nodes=${n_nodes} --accelerator=\"ddp\" \\\n    --batch_size=${batch_size} --num_workers=${torch_num_workers} --pin_memory=${pin_memory} \\\n    --check_val_every_n_epoch=1 \\\n    --log_every_n_steps=1 \\\n    --flush_logs_every_n_steps=1 \\\n    --limit_val_batches=1. \\\n    --num_sanity_val_steps=10 \\\n    --benchmark=True \\\n    --max_epochs=30\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/setup.py",
    "content": "from pathlib import Path\n\nfrom setuptools import find_packages, setup\n\ndescription = [\"LoFTR: Detector-Free Local Feature Matching with Transformers\"]\n\nroot = Path(__file__).parent\nwith open(str(root / \"README.md\"), \"r\", encoding=\"utf-8\") as f:\n    readme = f.read()\n\nsetup(\n    name=\"LoFTR\",\n    version=\"0.1\",\n    packages=find_packages(),\n    python_requires=\">=3.9\",\n    description=description,\n    long_description=readme,\n    long_description_content_type=\"text/markdown\",\n    classifiers=[\n        \"Programming Language :: Python :: 3\",\n        \"License :: OSI Approved :: Apache Software License\",\n        \"Operating System :: OS Independent\",\n    ],\n)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/test.py",
    "content": "import pytorch_lightning as pl\nimport argparse\nimport pprint\nfrom loguru import logger as loguru_logger\n\nfrom loftr.config.default import get_cfg_defaults\nfrom loftr.utils.profiler import build_profiler\n\nfrom loftr.lightning.data import MultiSceneDataModule\nfrom loftr.lightning.lightning_loftr import PL_LoFTR\n\n\ndef parse_args():\n    # init a costum parser which will be added into pl.Trainer parser\n    # check documentation: https://pytorch-lightning.readthedocs.io/en/latest/common/trainer.html#trainer-flags\n    parser = argparse.ArgumentParser(formatter_class=argparse.ArgumentDefaultsHelpFormatter)\n    parser.add_argument(\n        'data_cfg_path', type=str, help='data config path')\n    parser.add_argument(\n        'main_cfg_path', type=str, help='main config path')\n    parser.add_argument(\n        '--ckpt_path', type=str, default=\"weights/indoor_ds.ckpt\", help='path to the checkpoint')\n    parser.add_argument(\n        '--dump_dir', type=str, default=None, help=\"if set, the matching results will be dump to dump_dir\")\n    parser.add_argument(\n        '--profiler_name', type=str, default=None, help='options: [inference, pytorch], or leave it unset')\n    parser.add_argument(\n        '--batch_size', type=int, default=1, help='batch_size per gpu')\n    parser.add_argument(\n        '--num_workers', type=int, default=2)\n    parser.add_argument(\n        '--thr', type=float, default=None, help='modify the coarse-level matching threshold.')\n\n    parser = pl.Trainer.add_argparse_args(parser)\n    return parser.parse_args()\n\n\nif __name__ == '__main__':\n    # parse arguments\n    args = parse_args()\n    pprint.pprint(vars(args))\n\n    # init default-cfg and merge it with the main- and data-cfg\n    config = get_cfg_defaults()\n    config.merge_from_file(args.main_cfg_path)\n    config.merge_from_file(args.data_cfg_path)\n    pl.seed_everything(config.TRAINER.SEED)  # reproducibility\n\n    # tune when testing\n    if args.thr is not None:\n        config.LOFTR.MATCH_COARSE.THR = args.thr\n\n    loguru_logger.info(f\"Args and config initialized!\")\n\n    # lightning module\n    profiler = build_profiler(args.profiler_name)\n    model = PL_LoFTR(config, pretrained_ckpt=args.ckpt_path, profiler=profiler, dump_dir=args.dump_dir)\n    loguru_logger.info(f\"LoFTR-lightning initialized!\")\n\n    # lightning data\n    data_module = MultiSceneDataModule(args, config)\n    loguru_logger.info(f\"DataModule initialized!\")\n\n    # lightning trainer\n    trainer = pl.Trainer.from_argparse_args(args, replace_sampler_ddp=False, logger=False)\n\n    loguru_logger.info(f\"Start testing!\")\n    trainer.test(model, datamodule=data_module, verbose=False)\n"
  },
  {
    "path": "AutoReconForDens3R/third_party/AutoDecomp/third_party/LoFTR/train.py",
    "content": "import math\nimport argparse\nimport pprint\nfrom distutils.util import strtobool\nfrom pathlib import Path\nfrom loguru import logger as loguru_logger\n\nimport pytorch_lightning as pl\nfrom pytorch_lightning.utilities import rank_zero_only\nfrom pytorch_lightning.loggers import TensorBoardLogger\nfrom pytorch_lightning.callbacks import ModelCheckpoint, LearningRateMonitor\nfrom pytorch_lightning.plugins import DDPPlugin\n\nfrom loftr.config.default import get_cfg_defaults\nfrom loftr.utils.misc import get_rank_zero_only_logger, setup_gpus\nfrom loftr.utils.profiler import build_profiler\nfrom loftr.lightning.data import MultiSceneDataModule\nfrom loftr.lightning.lightning_loftr import PL_LoFTR\n\nloguru_logger = get_rank_zero_only_logger(loguru_logger)\n\n\ndef parse_args():\n    # init a costum parser which will be added into pl.Trainer parser\n    # check documentation: https://pytorch-lightning.readthedocs.io/en/latest/common/trainer.html#trainer-flags\n    parser = argparse.ArgumentParser(formatter_class=argparse.ArgumentDefaultsHelpFormatter)\n    parser.add_argument(\n        'data_cfg_path', type=str, help='data config path')\n    parser.add_argument(\n        'main_cfg_path', type=str, help='main config path')\n    parser.add_argument(\n        '--exp_name', type=str, default='default_exp_name')\n    parser.add_argument(\n        '--batch_size', type=int, default=4, help='batch_size per gpu')\n    parser.add_argument(\n        '--num_workers', type=int, default=4)\n    parser.add_argument(\n        '--pin_memory', type=lambda x: bool(strtobool(x)),\n        nargs='?', default=True, help='whether loading data to pinned memory or not')\n    parser.add_argument(\n        '--ckpt_path', type=str, default=None,\n        help='pretrained checkpoint path, helpful for using a pre-trained coarse-only LoFTR')\n    parser.add_argument(\n        '--disable_ckpt', action='store_true',\n        help='disable checkpoint saving (useful for debugging).')\n    parser.add_argument(\n        '--profiler_name', type=str, default=None,\n        help='options: [inference, pytorch], or leave it unset')\n    parser.add_argument(\n        '--parallel_load_data', action='store_true',\n        help='load datasets in with multiple processes.')\n\n    parser = pl.Trainer.add_argparse_args(parser)\n    return parser.parse_args()\n\n\ndef main():\n    # parse arguments\n    args = parse_args()\n    rank_zero_only(pprint.pprint)(vars(args))\n\n    # init default-cfg and merge it with the main- and data-cfg\n    config = get_cfg_defaults()\n    config.merge_from_file(args.main_cfg_path)\n    config.merge_from_file(args.data_cfg_path)\n    pl.seed_everything(config.TRAINER.SEED)  # reproducibility\n    # TODO: Use different seeds for each dataloader workers\n    # This is needed for data augmentation\n    \n    # scale lr and warmup-step automatically\n    args.gpus = _n_gpus = setup_gpus(args.gpus)\n    config.TRAINER.WORLD_SIZE = _n_gpus * args.num_nodes\n    config.TRAINER.TRUE_BATCH_SIZE = config.TRAINER.WORLD_SIZE * args.batch_size\n    _scaling = config.TRAINER.TRUE_BATCH_SIZE / config.TRAINER.CANONICAL_BS\n    config.TRAINER.SCALING = _scaling\n    config.TRAINER.TRUE_LR = config.TRAINER.CANONICAL_LR * _scaling\n    config.TRAINER.WARMUP_STEP = math.floor(config.TRAINER.WARMUP_STEP / _scaling)\n    \n    # lightning module\n    profiler = build_profiler(args.profiler_name)\n    model = PL_LoFTR(config, pretrained_ckpt=args.ckpt_path, profiler=profiler)\n    loguru_logger.info(f\"LoFTR LightningModule initialized!\")\n    \n    # lightning data\n    data_module = MultiSceneDataModule(args, config)\n    loguru_logger.info(f\"LoFTR DataModule initialized!\")\n    \n    # TensorBoard Logger\n    logger = TensorBoardLogger(save_dir='logs/tb_logs', name=args.exp_name, default_hp_metric=False)\n    ckpt_dir = Path(logger.log_dir) / 'checkpoints'\n    \n    # Callbacks\n    # TODO: update ModelCheckpoint to monitor multiple metrics\n    ckpt_callback = ModelCheckpoint(monitor='auc@10', verbose=True, save_top_k=5, mode='max',\n                                    save_last=True,\n                                    dirpath=str(ckpt_dir),\n                                    filename='{epoch}-{auc@5:.3f}-{auc@10:.3f}-{auc@20:.3f}')\n    lr_monitor = LearningRateMonitor(logging_interval='step')\n    callbacks = [lr_monitor]\n    if not args.disable_ckpt:\n        callbacks.append(ckpt_callback)\n    \n    # Lightning Trainer\n    trainer = pl.Trainer.from_argparse_args(\n        args,\n        plugins=DDPPlugin(find_unused_parameters=False,\n                          num_nodes=args.num_nodes,\n                          sync_batchnorm=config.TRAINER.WORLD_SIZE > 0),\n        gradient_clip_val=config.TRAINER.GRADIENT_CLIPPING,\n        callbacks=callbacks,\n        logger=logger,\n        sync_batchnorm=config.TRAINER.WORLD_SIZE > 0,\n        replace_sampler_ddp=False,  # use custom sampler\n        reload_dataloaders_every_epoch=False,  # avoid repeated samples!\n        weights_summary='full',\n        profiler=profiler)\n    loguru_logger.info(f\"Trainer initialized!\")\n    loguru_logger.info(f\"Start training!\")\n    trainer.fit(model, datamodule=data_module)\n\n\nif __name__ == '__main__':\n    main()\n"
  },
  {
    "path": "LICENSE",
    "content": "Dens3R(based on DUSt3R & MASt3R), Copyright (c) 2024-present Alibaba Group, is licensed under the Creative Commons Attribution-NonCommercial-ShareAlike 4.0 license.\n\nA summary of the CC BY-NC-SA 4.0 license is located here:\n\thttps://creativecommons.org/licenses/by-nc-sa/4.0/\n\nThe CC BY-NC-SA 4.0 license is located here:\n\thttps://creativecommons.org/licenses/by-nc-sa/4.0/legalcode\n"
  },
  {
    "path": "NOTICE",
    "content": "Dens3R\nCopyright 2025-present Alibaba Group\n\nThis project contains subcomponents with separate copyright notices and license terms. \nYour use of the source code for these subcomponents is subject to the terms and conditions of the following licenses.\n\n====\n\nnaver/croco\nhttps://github.com/naver/croco/\nnaver/dust3r\nhttps://github.com/naver/dust3r\nnaver/mast3r\nhttps://github.com/naver/mast3r\n\nCreative Commons Attribution-NonCommercial-ShareAlike 4.0\n\n"
  },
  {
    "path": "README.md",
    "content": "# Dens3R\n### [[Paper]](https://arxiv.org/pdf/2507.16290) [[Project Page]](https://g-1nonly.github.io/Dens3R/) [[Taobao3D]](https://github.com/alibaba/Taobao3D) \n\n> [**Dens3R: A Foundation Model for 3D Geometry Prediction**](https://g-1nonly.github.io/Dens3R/),            \n> Xianze Fang<sup>1*</sup>, [Jingnan Gao<sup>2*</sup>](https://g-1nonly.github.io), Zhe Wang<sup>1</sup>, Zhuo Chen<sup>2</sup>, [Xingyu Ren<sup>2</sup>](https://xingyuren.github.io), Jiangjing Lyu<sup>1†</sup>, Qiaomu Ren<sup>1</sup>, Zhonglei Yang<sup>1</sup>, [Xiaokang Yang<sup>2</sup>](https://english.seiee.sjtu.edu.cn/english/detail/842_802.htm), [Yichao Yan<sup>2‡</sup>](https://daodaofr.github.io/), Chengfei Lyu <br>\n> **<sup>1</sup> Alibaba Group <sup>2</sup> Shanghai Jiao Tong University** <br>\n> *Equal contribution  † Project leader  ‡ Corresponding author\n\nOfficial implementation of \"Dens3R: A Foundation Model for 3D Geometry Prediction\".\n\nThis repository is also a branch of the **Taobao3D** repository. We will also release frontier 3D research projects there, so feel free to check it out and leave a star!\n\n<div align=\"center\">\n  <img src=\"./assets/Teaser.jpg\"/>\n</div><br/>\n\n\n## 📋 TODO\n- [ ] Training Code release \n- [ ] Checkpoint release \n- [x] AutoRecon Application release \n- [x] Evaluation Code release \n- [x] Inference Code release \n\n## 🔧 Installation\n### 1. Clone & Install Dependencies of Dens3R\n#### 1.1 Prepare Python Environment\n> **Note**: We use python 3.10.13 and CUDA 11.8. Other versions of cuda and python should be compatible. If your CUDA version is not 11.8, please replace the lines below with proper versions of torch and torchvision in <requirements.txt> before installing. We do not require specific torch and torchvision versions so other torch versions should be compatible.\n\n```bash\n# Replace the lines below in 'requirements.txt' with your own versions of torch and torchvision\n# torch==2.7.1+cu118\n# torchvision==0.22.1+cu118\n\n# install dependencies\ngit clone https://github.com/G-1nOnly/Dens3R.git\nconda create -n dens3r python=3.10.13\nconda activate dens3r\npip install -r requirements.txt\n\n# download checkpoints\nTODO: The open-sourcing of the model ckpt is currently under approval.\n```\n\n#### 1.2 Install COLMAP[Required]\nWe require COLMAP for reconstruction. Please follow the official [guidance](https://colmap.github.io/install.html) to install COLMAP.\n\n#### 1.3 Install GLOMAP[Optional]\nGLOMAP is optional in our project. GLOMAP can speedup the reconstruction process compared with using COLMAP. Please follow the official [Repo](https://github.com/colmap/glomap) to install GLOMAP. Note that COLMAP is required for installing GLOMAP.\n\n\n### 2. [Optional] Install Dependencies of AutoRecon\n\n> **Note**: We modified the [official AutoRecon](https://github.com/zju3dv/AutoRecon) to support automated SDF reconstruction of an object. The modified version of AutoRecon is contained in our repo. We delete all the submodule of the official AutoRecon so the '--recursive' command is not neccessary.\n\n#### 2.1 Install Dependencies of AutoRecon\n\nInstall tiny-cuda-nn\n```bash\npip install git+https://github.com/NVlabs/tiny-cuda-nn/#subdirectory=bindings/torch\n```\n\nInstall faiss following the official guide\n```bash\n# for example\nconda install -c conda-forge faiss-gpu\n```\n\nInstall AutoRecon\n```bash\ncd AutoReconForDens3R\npip install -e .\n```\n\n## 🚀 Usage\n### Infer normal/depth of an image sequence\n```bash\n# example\npython infer/infer_normal_pts3d.py \\\n  --model_path path/to/model/checkpoint \\\n  --img_dir path/to/images/folder \\\n  --save_dir path/to/save/folder \\\n  --pair_mode self \\\n  --size 512\n```\n<details>\n<summary>[Arguments Explanation - click to expand]</summary>\n\n * `model_path`: The path to the Dens3R model checkpoint.\n * `--img_dir`: The path to the images folder.\n * `--save_dir`: The path to the folder to save the results.\n * `--pair_mode`: Choose in [self, near, sequence]. self: an image paired with itself. near: an image paired with its nearby image. sequence: an images paired with more than 3 images in order to get averaged results.\n</details>\n\n### Reconstruct pose and pointcloud of an image sequence\n```bash\n# example\npython infer/dens3r_recon.py \\\n  --img_dir path/to/images/folder \\\n  --output_dir path/to/save/results \\\n  --model_path path/to/model/checkpoint\n```\n<details>\n<summary>[Arguments Explanation - click to expand]</summary>\n\n * `--img_dir`: path to images folder.\n * `--output_dir`: path to save results.\n * `-model_path`: path to Dens3R model checkpoint.\n * `--triangulate_from_pose`: path to the pre-computed COLMAP-format pose of the images. Default is None. If set, the dens3r_recon.py will not estimate pose and use the pre-computed pose to triangulate instead.\n * `--matching_mode`: {exhaustive,sequential} exhaustive or sequential pairwise matching mode. Default is exhaustive.\n * `--window_size`: If matching_mode is sequential, window_size is the window size for sequential matching. Default is 30.\n * `--size`: Infer resolution. Default 512. Set to 1024 or higher for better normal and depth estimation.\n * `--use_mapper`: {colmap,glomap}.\n * `--camera_model`: Camera model define in COLMAP, default is SIMPLE_RADIAL.\n * `--conf_thr`: Confidence threshold for matching, default is 1.001. Suggested unchanged.\n * `--pixel_tol`: Pixel tolerance for matching, default is 5. Suggested unchanged.\n * `--subsample`: Pixel subsample factor for matching, default is 8. Suggested 4 or 8.\n</details>\n\n\n### Automated 3D Reconstruction of an image sequence Using AutoRecon\nPlease refer to the shell script in `AutoRecon_Dens3R/exps/code-release/run_dens3r_recon.sh`. <br>\nThe process contains 3 steps:<br>\n1) Reconstruct the poses and the pointcloud of the image sequence. Also predict the normalmaps of the images for step 2 usage.\n2) Reconstruct the SDF using AutoRecon (Based on NeuS).\n3) Extract the mesh from SDF using Marching Cubes.\n\n\n## 🙏 Acknowledgements\nOur work builds upon several fantastic open-source projects. We'd like to express our gratitude to the authors of:\n  * [DUSt3R](https://github.com/naver/dust3r)\n  * [MASt3R](https://github.com/naver/mast3r)\n\n\n## 📚 Citation\n```bibtex\n@article{dens3r,\n  title={Dens3R: A Foundation Model for 3D Geometry Prediction}, \n  author={Xianze Fang and Jingnan Gao and Zhe Wang and Zhuo Chen and Xingyu Ren and Jiangjing Lyu and Qiaomu Ren and Zhonglei Yang and Xiaokang Yang and Yichao Yan and Chengfei Lyu},\n  journal={arXiv preprint arXiv:2507.16290},\n  year={2025}\n}\n```"
  },
  {
    "path": "croco/.gitignore",
    "content": "data/\ndata\ncheckpoints/\n\n# Byte-compiled / optimized / DLL files\n__pycache__/\n*.py[cod]\n*$py.class\n\n# C extensions\n*.so\n\n# Distribution / packaging\n.Python\nbuild/\ndevelop-eggs/\ndist/\ndownloads/\neggs/\n.eggs/\nlib/\nlib64/\nparts/\nsdist/\nvar/\nwheels/\npip-wheel-metadata/\nshare/python-wheels/\n*.egg-info/\n.installed.cfg\n*.egg\nMANIFEST\n\n# PyInstaller\n#  Usually these files are written by a python script from a template\n#  before PyInstaller builds the exe, so as to inject date/other infos into it.\n*.manifest\n*.spec\n\n# Installer logs\npip-log.txt\npip-delete-this-directory.txt\n\n# Unit test / coverage reports\nhtmlcov/\n.tox/\n.nox/\n.coverage\n.coverage.*\n.cache\nnosetests.xml\ncoverage.xml\n*.cover\n*.py,cover\n.hypothesis/\n.pytest_cache/\n\n# Translations\n*.mo\n*.pot\n\n# Django stuff:\n*.log\nlocal_settings.py\ndb.sqlite3\ndb.sqlite3-journal\n\n# Flask stuff:\ninstance/\n.webassets-cache\n\n# Scrapy stuff:\n.scrapy\n\n# Sphinx documentation\ndocs/_build/\n\n# PyBuilder\ntarget/\n\n# Jupyter Notebook\n.ipynb_checkpoints\n\n# IPython\nprofile_default/\nipython_config.py\n\n# pyenv\n.python-version\n\n# pipenv\n#   According to pypa/pipenv#598, it is recommended to include Pipfile.lock in version control.\n#   However, in case of collaboration, if having platform-specific dependencies or dependencies\n#   having no cross-platform support, pipenv may install dependencies that don't work, or not\n#   install all needed dependencies.\n#Pipfile.lock\n\n# PEP 582; used by e.g. github.com/David-OConnor/pyflow\n__pypackages__/\n\n# Celery stuff\ncelerybeat-schedule\ncelerybeat.pid\n\n# SageMath parsed files\n*.sage.py\n\n# Environments\n.env\n.venv\nenv/\nvenv/\nENV/\nenv.bak/\nvenv.bak/\n\n# Spyder project settings\n.spyderproject\n.spyproject\n\n# Rope project settings\n.ropeproject\n\n# mkdocs documentation\n/site\n\n# mypy\n.mypy_cache/\n.dmypy.json\ndmypy.json\n\n# Pyre type checker\n.pyre/\n"
  },
  {
    "path": "croco/LICENSE",
    "content": "CroCo, Copyright (c) 2022-present Naver Corporation, is licensed under the Creative Commons Attribution-NonCommercial-ShareAlike 4.0 license.\n\nA summary of the CC BY-NC-SA 4.0 license is located here:\n\thttps://creativecommons.org/licenses/by-nc-sa/4.0/\n\nThe CC BY-NC-SA 4.0 license is located here:\n\thttps://creativecommons.org/licenses/by-nc-sa/4.0/legalcode\n\t\n\t\nSEE NOTICE BELOW WITH RESPECT TO THE FILE: models/pos_embed.py, models/blocks.py\n\n***************************\n\nNOTICE WITH RESPECT TO THE FILE: models/pos_embed.py\n\nThis software is being redistributed in a modifiled form. The original form is available here:\n\nhttps://github.com/facebookresearch/mae/blob/main/util/pos_embed.py\n\nThis software in this file incorporates parts of the following software available here:\n\nTransformer: https://github.com/tensorflow/models/blob/master/official/legacy/transformer/model_utils.py\navailable under the following license: https://github.com/tensorflow/models/blob/master/LICENSE\n\nMoCo v3: https://github.com/facebookresearch/moco-v3\navailable under the following license: https://github.com/facebookresearch/moco-v3/blob/main/LICENSE\n\nDeiT: https://github.com/facebookresearch/deit\navailable under the following license: https://github.com/facebookresearch/deit/blob/main/LICENSE\n\n\nORIGINAL COPYRIGHT NOTICE AND PERMISSION NOTICE AVAILABLE HERE IS REPRODUCE BELOW:\n\nhttps://github.com/facebookresearch/mae/blob/main/LICENSE\n\nAttribution-NonCommercial 4.0 International\n\n***************************\n\nNOTICE WITH RESPECT TO THE FILE: models/blocks.py\n\nThis software is being redistributed in a modifiled form. The original form is available here:\n\nhttps://github.com/rwightman/pytorch-image-models\n\nORIGINAL COPYRIGHT NOTICE AND PERMISSION NOTICE AVAILABLE HERE IS REPRODUCE BELOW:\n\nhttps://github.com/rwightman/pytorch-image-models/blob/master/LICENSE\n\nApache License\nVersion 2.0, January 2004\nhttp://www.apache.org/licenses/"
  },
  {
    "path": "croco/NOTICE",
    "content": "CroCo\nCopyright 2022-present NAVER Corp.\n\nThis project contains subcomponents with separate copyright notices and license terms. \nYour use of the source code for these subcomponents is subject to the terms and conditions of the following licenses.\n\n====\n\nfacebookresearch/mae\nhttps://github.com/facebookresearch/mae\n\nAttribution-NonCommercial 4.0 International\n\n====\n\nrwightman/pytorch-image-models\nhttps://github.com/rwightman/pytorch-image-models\n\nApache License\nVersion 2.0, January 2004\nhttp://www.apache.org/licenses/"
  },
  {
    "path": "croco/README.MD",
    "content": "# CroCo + CroCo v2 / CroCo-Stereo / CroCo-Flow\n\n[[`CroCo arXiv`](https://arxiv.org/abs/2210.10716)] [[`CroCo v2 arXiv`](https://arxiv.org/abs/2211.10408)] [[`project page and demo`](https://croco.europe.naverlabs.com/)]\n\nThis repository contains the code for our CroCo model presented in our NeurIPS'22 paper [CroCo: Self-Supervised Pre-training for 3D Vision Tasks by Cross-View Completion](https://openreview.net/pdf?id=wZEfHUM5ri) and its follow-up extension published at ICCV'23 [Improved Cross-view Completion Pre-training for Stereo Matching and Optical Flow](https://openaccess.thecvf.com/content/ICCV2023/html/Weinzaepfel_CroCo_v2_Improved_Cross-view_Completion_Pre-training_for_Stereo_Matching_and_ICCV_2023_paper.html), refered to as CroCo v2:\n\n![image](assets/arch.jpg)\n\n```bibtex\n@inproceedings{croco,\n  title={{CroCo: Self-Supervised Pre-training for 3D Vision Tasks by Cross-View Completion}},\n  author={{Weinzaepfel, Philippe and Leroy, Vincent and Lucas, Thomas and Br\\'egier, Romain and Cabon, Yohann and Arora, Vaibhav and Antsfeld, Leonid and Chidlovskii, Boris and Csurka, Gabriela and Revaud J\\'er\\^ome}},\n  booktitle={{NeurIPS}},\n  year={2022}\n}\n\n@inproceedings{croco_v2,\n  title={{CroCo v2: Improved Cross-view Completion Pre-training for Stereo Matching and Optical Flow}},\n  author={Weinzaepfel, Philippe and Lucas, Thomas and Leroy, Vincent and Cabon, Yohann and Arora, Vaibhav and Br{\\'e}gier, Romain and Csurka, Gabriela and Antsfeld, Leonid and Chidlovskii, Boris and Revaud, J{\\'e}r{\\^o}me}, \n  booktitle={ICCV},\n  year={2023}\n}\n```\n\n## License\n\nThe code is distributed under the CC BY-NC-SA 4.0 License. See [LICENSE](LICENSE) for more information.\nSome components are based on code from [MAE](https://github.com/facebookresearch/mae) released under the CC BY-NC-SA 4.0 License and [timm](https://github.com/rwightman/pytorch-image-models) released under the Apache 2.0 License.\nSome components for stereo matching and optical flow are based on code from [unimatch](https://github.com/autonomousvision/unimatch) released under the MIT license.\n\n## Preparation\n\n1. Install dependencies on a machine with a NVidia GPU using e.g. conda. Note that `habitat-sim` is required only for the interactive demo and the synthetic pre-training data generation. If you don't plan to use it, you can ignore the line installing it and use a more recent python version.\n\n```bash\nconda create -n croco python=3.7 cmake=3.14.0\nconda activate croco\nconda install habitat-sim headless -c conda-forge -c aihabitat\nconda install pytorch torchvision -c pytorch\nconda install notebook ipykernel matplotlib\nconda install ipywidgets widgetsnbextension\nconda install scikit-learn tqdm quaternion opencv # only for pretraining / habitat data generation\n\n```\n\n2. Compile cuda kernels for RoPE\n\nCroCo v2 relies on RoPE positional embeddings for which you need to compile some cuda kernels.\n```bash\ncd models/curope/\npython setup.py build_ext --inplace\ncd ../../\n```\n\nThis can be a bit long as we compile for all cuda architectures, feel free to update L9 of `models/curope/setup.py` to compile for specific architectures only.\nYou might also need to set the environment `CUDA_HOME` in case you use a custom cuda installation.\n\nIn case you cannot provide, we also provide a slow pytorch version, which will be automatically loaded.\n\n3. Download pre-trained model\n\nWe provide several pre-trained models:\n\n| modelname                                                                                                                          | pre-training data | pos. embed. | Encoder | Decoder |\n|------------------------------------------------------------------------------------------------------------------------------------|-------------------|-------------|---------|---------|\n| [`CroCo.pth`](https://download.europe.naverlabs.com/ComputerVision/CroCo/CroCo.pth)                                                 | Habitat           | cosine      | ViT-B   | Small   |\n| [`CroCo_V2_ViTBase_SmallDecoder.pth`](https://download.europe.naverlabs.com/ComputerVision/CroCo/CroCo_V2_ViTBase_SmallDecoder.pth) | Habitat + real    | RoPE        | ViT-B   | Small   |\n| [`CroCo_V2_ViTBase_BaseDecoder.pth`](https://download.europe.naverlabs.com/ComputerVision/CroCo/CroCo_V2_ViTBase_BaseDecoder.pth)   | Habitat + real    | RoPE        | ViT-B   | Base    |\n| [`CroCo_V2_ViTLarge_BaseDecoder.pth`](https://download.europe.naverlabs.com/ComputerVision/CroCo/CroCo_V2_ViTLarge_BaseDecoder.pth) | Habitat + real    | RoPE        | ViT-L   | Base    |\n\nTo download a specific model, i.e., the first one (`CroCo.pth`)\n```bash\nmkdir -p pretrained_models/\nwget https://download.europe.naverlabs.com/ComputerVision/CroCo/CroCo.pth -P pretrained_models/\n```\n\n## Reconstruction example\n\nSimply run after downloading the `CroCo_V2_ViTLarge_BaseDecoder` pretrained model (or update the corresponding line in `demo.py`)\n```bash\npython demo.py\n```\n\n## Interactive demonstration of cross-view completion reconstruction on the Habitat simulator\n\nFirst download the test scene from Habitat:\n```bash\npython -m habitat_sim.utils.datasets_download --uids habitat_test_scenes --data-path habitat-sim-data/\n```\n\nThen, run the Notebook demo `interactive_demo.ipynb`.\n\nIn this demo, you should be able to sample a random reference viewpoint from an [Habitat](https://github.com/facebookresearch/habitat-sim) test scene. Use the sliders to change viewpoint and select a masked target view to reconstruct using CroCo.\n![croco_interactive_demo](https://user-images.githubusercontent.com/1822210/200516576-7937bc6a-55f8-49ed-8618-3ddf89433ea4.jpg)\n\n## Pre-training \n\n### CroCo \n\nTo pre-train CroCo, please first generate the pre-training data from the Habitat simulator, following the instructions in [datasets/habitat_sim/README.MD](datasets/habitat_sim/README.MD) and then run the following command:\n```\ntorchrun --nproc_per_node=4 pretrain.py --output_dir ./output/pretraining/\n```\n\nOur CroCo pre-training was launched on a single server with 4 GPUs.\nIt should take around 10 days with A100 or 15 days with V100 to do the 400 pre-training epochs, but decent performances are obtained earlier in training.\nNote that, while the code contains the same scaling rule of the learning rate as MAE when changing the effective batch size, we did not experimented if it is valid in our case.\nThe first run can take a few minutes to start, to parse all available pre-training pairs.\n\n### CroCo v2 \n\nFor CroCo v2 pre-training, in addition to the generation of the pre-training data from the Habitat simulator above, please pre-extract the crops from the real datasets following the instructions in [datasets/crops/README.MD](datasets/crops/README.MD).\nThen, run the following command for the largest model (ViT-L encoder, Base decoder):\n```\ntorchrun --nproc_per_node=8 pretrain.py --model \"CroCoNet(enc_embed_dim=1024, enc_depth=24, enc_num_heads=16, dec_embed_dim=768, dec_num_heads=12, dec_depth=12, pos_embed='RoPE100')\" --dataset \"habitat_release+ARKitScenes+MegaDepth+3DStreetView+IndoorVL\" --warmup_epochs 12 --max_epoch 125 --epochs 250 --amp 0 --keep_freq 5 --output_dir ./output/pretraining_crocov2/\n```\n\nOur CroCo v2 pre-training was launched on a single server with 8 GPUs for the largest model, and on a single server with 4 GPUs for the smaller ones, keeping a batch size of 64 per gpu in all cases.\nThe largest model should take around 12 days on A100.\nNote that, while the code contains the same scaling rule of the learning rate as MAE when changing the effective batch size, we did not experimented if it is valid in our case.\n\n## Stereo matching and Optical flow downstream tasks\n\nFor CroCo-Stereo and CroCo-Flow, please refer to [stereoflow/README.MD](stereoflow/README.MD).\n"
  },
  {
    "path": "croco/datasets/__init__.py",
    "content": ""
  },
  {
    "path": "croco/datasets/crops/README.MD",
    "content": "## Generation of crops from the real datasets\n\nThe instructions below allow to generate the crops used for pre-training CroCo v2 from the following real-world datasets: ARKitScenes, MegaDepth, 3DStreetView and IndoorVL.\n\n### Download the metadata of the crops to generate \n\nFirst, download the metadata and put them in `./data/`:\n```\nmkdir -p data\ncd data/\nwget https://download.europe.naverlabs.com/ComputerVision/CroCo/data/crop_metadata.zip\nunzip crop_metadata.zip\nrm crop_metadata.zip\ncd ..\n```\n\n### Prepare the original datasets \n\nSecond, download the original datasets in `./data/original_datasets/`.\n```\nmkdir -p data/original_datasets\n```\n\n##### ARKitScenes\n\nDownload the `raw` dataset from https://github.com/apple/ARKitScenes/blob/main/DATA.md and put it in `./data/original_datasets/ARKitScenes/`.\nThe resulting file structure should be like:\n```\n./data/original_datasets/ARKitScenes/\n└───Training\n    └───40753679\n     │  │   ultrawide\n     │  │   ...\n     └───40753686\n     │   \n      ...\n```\n\n##### MegaDepth\n\nDownload `MegaDepth v1 Dataset` from https://www.cs.cornell.edu/projects/megadepth/ and put it in `./data/original_datasets/MegaDepth/`.\nThe resulting file structure should be like:\n\n```\n./data/original_datasets/MegaDepth/\n└───0000\n│   └───images\n│    │      │   1000557903_87fa96b8a4_o.jpg\n│    │      └ ...\n│    └─── ...\n└───0001\n│   │   \n│   └ ...\n└─── ...\n```\n\n##### 3DStreetView\n\nDownload `3D_Street_View` dataset from https://github.com/amir32002/3D_Street_View and put it in `./data/original_datasets/3DStreetView/`.\nThe resulting file structure should be like:\n\n``` \n./data/original_datasets/3DStreetView/\n└───dataset_aligned\n│   └───0002\n│    │      │   0000002_0000001_0000002_0000001.jpg\n│    │      └ ...\n│    └─── ...\n└───dataset_unaligned\n│   └───0003\n│    │      │   0000003_0000001_0000002_0000001.jpg\n│    │      └ ...\n│    └─── ...\n```\n\n##### IndoorVL\n\nDownload the `IndoorVL` datasets using [Kapture](https://github.com/naver/kapture).\n\n```\npip install kapture\nmkdir -p ./data/original_datasets/IndoorVL\ncd ./data/original_datasets/IndoorVL\nkapture_download_dataset.py update\nkapture_download_dataset.py install  \"HyundaiDepartmentStore_*\"\nkapture_download_dataset.py install  \"GangnamStation_*\"\ncd -\n```\n\n### Extract the crops\n\nNow, extract the crops for each of the dataset:\n```\nfor dataset in ARKitScenes MegaDepth 3DStreetView IndoorVL; \ndo \n  python3 datasets/crops/extract_crops_from_images.py --crops ./data/crop_metadata/${dataset}/crops_release.txt --root-dir ./data/original_datasets/${dataset}/ --output-dir ./data/${dataset}_crops/ --imsize 256 --nthread 8 --max-subdir-levels 5 --ideal-number-pairs-in-dir 500;\ndone\n```\n\n##### Note for IndoorVL\n\nDue to some legal issues, we can only release 144,228 pairs out of the 1,593,689 pairs used in the paper.\nTo account for it in terms of number of pre-training iterations, the pre-training command in this repository uses 125 training epochs including 12 warm-up epochs and learning rate cosine schedule of 250, instead of 100, 10 and 200 respectively.\nThe impact on the performance is negligible.\n"
  },
  {
    "path": "croco/datasets/crops/extract_crops_from_images.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n# \n# --------------------------------------------------------\n# Extracting crops for pre-training\n# --------------------------------------------------------\n\nimport os\nimport argparse\nfrom tqdm import tqdm\nfrom PIL import Image\nimport functools\nfrom multiprocessing import Pool\nimport math\n\n\ndef arg_parser():\n    parser = argparse.ArgumentParser('Generate cropped image pairs from image crop list')\n\n    parser.add_argument('--crops', type=str, required=True, help='crop file')\n    parser.add_argument('--root-dir', type=str, required=True, help='root directory')\n    parser.add_argument('--output-dir', type=str, required=True, help='output directory')\n    parser.add_argument('--imsize', type=int, default=256, help='size of the crops')\n    parser.add_argument('--nthread', type=int, required=True, help='number of simultaneous threads')\n    parser.add_argument('--max-subdir-levels', type=int, default=5, help='maximum number of subdirectories')\n    parser.add_argument('--ideal-number-pairs-in-dir', type=int, default=500, help='number of pairs stored in a dir')\n    return parser\n\n\ndef main(args):\n    listing_path = os.path.join(args.output_dir, 'listing.txt')\n\n    print(f'Loading list of crops ... ({args.nthread} threads)')\n    crops, num_crops_to_generate = load_crop_file(args.crops)\n\n    print(f'Preparing jobs ({len(crops)} candidate image pairs)...')\n    num_levels = min(math.ceil(math.log(num_crops_to_generate, args.ideal_number_pairs_in_dir)), args.max_subdir_levels)\n    num_pairs_in_dir = math.ceil(num_crops_to_generate ** (1/num_levels))\n\n    jobs = prepare_jobs(crops, num_levels, num_pairs_in_dir)\n    del crops\n\n    os.makedirs(args.output_dir, exist_ok=True)\n    mmap = Pool(args.nthread).imap_unordered if args.nthread > 1 else map\n    call = functools.partial(save_image_crops, args)\n\n    print(f\"Generating cropped images to {args.output_dir} ...\")\n    with open(listing_path, 'w') as listing:\n        listing.write('# pair_path\\n')\n        for results in tqdm(mmap(call, jobs), total=len(jobs)):\n            for path in results:\n                listing.write(f'{path}\\n')\n    print('Finished writing listing to', listing_path)\n\n\ndef load_crop_file(path):\n    data = open(path).read().splitlines()\n    pairs = []\n    num_crops_to_generate = 0\n    for line in tqdm(data):\n        if line.startswith('#'):\n            continue\n        line = line.split(', ')\n        if len(line) < 8:\n            img1, img2, rotation = line\n            pairs.append((img1, img2, int(rotation), []))\n        else:\n            l1, r1, t1, b1, l2, r2, t2, b2 = map(int, line)\n            rect1, rect2 = (l1, t1, r1, b1), (l2, t2, r2, b2)\n            pairs[-1][-1].append((rect1, rect2))\n            num_crops_to_generate += 1\n    return pairs, num_crops_to_generate\n\n\ndef prepare_jobs(pairs, num_levels, num_pairs_in_dir):\n    jobs = []\n    powers = [num_pairs_in_dir**level for level in reversed(range(num_levels))]\n\n    def get_path(idx):\n        idx_array = []\n        d = idx\n        for level in range(num_levels - 1):\n            idx_array.append(idx // powers[level])\n            idx = idx % powers[level]\n        idx_array.append(d)\n        return '/'.join(map(lambda x: hex(x)[2:], idx_array))\n\n    idx = 0\n    for pair_data in tqdm(pairs):\n        img1, img2, rotation, crops = pair_data\n        if -60 <= rotation and rotation <= 60:\n            rotation = 0  # most likely not a true rotation\n        paths = [get_path(idx + k) for k in range(len(crops))]\n        idx += len(crops)\n        jobs.append(((img1, img2), rotation, crops, paths))\n    return jobs\n\n\ndef load_image(path):\n    try:\n        return Image.open(path).convert('RGB')\n    except Exception as e:\n        print('skipping', path, e)\n        raise OSError()\n\n\ndef save_image_crops(args, data):\n    # load images\n    img_pair, rot, crops, paths = data\n    try:\n        img1, img2 = [load_image(os.path.join(args.root_dir, impath)) for impath in img_pair]\n    except OSError as e:\n        return []\n\n    def area(sz):\n        return sz[0] * sz[1]\n\n    tgt_size = (args.imsize, args.imsize)\n\n    def prepare_crop(img, rect, rot=0):\n        # actual crop\n        img = img.crop(rect)\n\n        # resize to desired size\n        interp = Image.Resampling.LANCZOS if area(img.size) > 4*area(tgt_size) else Image.Resampling.BICUBIC\n        img = img.resize(tgt_size, resample=interp)\n\n        # rotate the image\n        rot90 = (round(rot/90) % 4) * 90\n        if rot90 == 90:\n            img = img.transpose(Image.Transpose.ROTATE_90)\n        elif rot90 == 180:\n            img = img.transpose(Image.Transpose.ROTATE_180)\n        elif rot90 == 270:\n            img = img.transpose(Image.Transpose.ROTATE_270)\n        return img\n\n    results = []\n    for (rect1, rect2), path in zip(crops, paths):\n        crop1 = prepare_crop(img1, rect1)\n        crop2 = prepare_crop(img2, rect2, rot)\n\n        fullpath1 = os.path.join(args.output_dir,  path+'_1.jpg')\n        fullpath2 = os.path.join(args.output_dir,  path+'_2.jpg')\n        os.makedirs(os.path.dirname(fullpath1), exist_ok=True)\n\n        assert not os.path.isfile(fullpath1), fullpath1\n        assert not os.path.isfile(fullpath2), fullpath2\n        crop1.save(fullpath1)\n        crop2.save(fullpath2)\n        results.append(path)\n\n    return results\n\n\nif __name__ == '__main__':\n    args = arg_parser().parse_args()\n    main(args)\n\n"
  },
  {
    "path": "croco/datasets/habitat_sim/README.MD",
    "content": "## Generation of synthetic image pairs using Habitat-Sim\n\nThese instructions allow to generate pre-training pairs from the Habitat simulator.\nAs we did not save metadata of the pairs used in the original paper, they are not strictly the same, but these data use the same setting and are equivalent.\n\n### Download Habitat-Sim scenes\nDownload Habitat-Sim scenes:\n- Download links can be found here: https://github.com/facebookresearch/habitat-sim/blob/main/DATASETS.md\n- We used scenes from the HM3D, habitat-test-scenes, Replica, ReplicaCad and ScanNet datasets.\n- Please put the scenes under `./data/habitat-sim-data/scene_datasets/` following the structure below, or update manually paths in `paths.py`.\n```\n./data/\n└──habitat-sim-data/\n   └──scene_datasets/\n      ├──hm3d/\n      ├──gibson/\n      ├──habitat-test-scenes/\n      ├──replica_cad_baked_lighting/\n      ├──replica_cad/\n      ├──ReplicaDataset/\n      └──scannet/\n```\n\n### Image pairs generation\nWe provide metadata to generate reproducible images pairs for pretraining and validation.\nExperiments described in the paper used similar data, but whose generation was not reproducible at the time.\n\nSpecifications:\n- 256x256 resolution images, with 60 degrees field of view .\n- Up to 1000 image pairs per scene.\n- Number of scenes considered/number of images pairs per dataset:\n  - Scannet: 1097 scenes / 985 209 pairs\n  - HM3D:\n    - hm3d/train: 800 / 800k pairs\n    - hm3d/val: 100 scenes / 100k pairs\n    - hm3d/minival: 10 scenes / 10k pairs\n  - habitat-test-scenes: 3 scenes / 3k pairs\n  - replica_cad_baked_lighting: 13 scenes / 13k pairs\n\n- Scenes from hm3d/val and hm3d/minival pairs were not used for the pre-training but kept for validation purposes.\n\nDownload metadata and extract it:\n```bash\nmkdir -p data/habitat_release_metadata/\ncd data/habitat_release_metadata/\nwget https://download.europe.naverlabs.com/ComputerVision/CroCo/data/habitat_release_metadata/multiview_habitat_metadata.tar.gz\ntar -xvf multiview_habitat_metadata.tar.gz\ncd ../..\n# Location of the metadata\nMETADATA_DIR=\"./data/habitat_release_metadata/multiview_habitat_metadata\"\n```\n\nGenerate image pairs from metadata:\n- The following command will print a list of commandlines to generate image pairs for each scene:\n```bash\n# Target output directory\nPAIRS_DATASET_DIR=\"./data/habitat_release/\"\npython datasets/habitat_sim/generate_from_metadata_files.py --input_dir=$METADATA_DIR --output_dir=$PAIRS_DATASET_DIR\n```\n- One can launch multiple of such commands in parallel e.g. using GNU Parallel:\n```bash\npython datasets/habitat_sim/generate_from_metadata_files.py --input_dir=$METADATA_DIR --output_dir=$PAIRS_DATASET_DIR | parallel -j 16\n```\n\n## Metadata generation\n\nImage pairs were randomly sampled using the following commands, whose outputs contain randomness and are thus not exactly reproducible:\n```bash\n# Print commandlines to generate image pairs from the different scenes available.\nPAIRS_DATASET_DIR=MY_CUSTOM_PATH\npython datasets/habitat_sim/generate_multiview_images.py --list_commands --output_dir=$PAIRS_DATASET_DIR\n\n# Once a dataset is generated, pack metadata files for reproducibility.\nMETADATA_DIR=MY_CUSTON_PATH\npython datasets/habitat_sim/pack_metadata_files.py $PAIRS_DATASET_DIR  $METADATA_DIR\n```\n"
  },
  {
    "path": "croco/datasets/habitat_sim/__init__.py",
    "content": ""
  },
  {
    "path": "croco/datasets/habitat_sim/generate_from_metadata.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n\n\"\"\"\nScript to generate image pairs for a given scene reproducing poses provided in a metadata file.\n\"\"\"\nimport os\nfrom datasets.habitat_sim.multiview_habitat_sim_generator import MultiviewHabitatSimGenerator\nfrom datasets.habitat_sim.paths import SCENES_DATASET\nimport argparse\nimport quaternion\nimport PIL.Image\nimport cv2\nimport json\nfrom tqdm import tqdm\n\ndef generate_multiview_images_from_metadata(metadata_filename,\n                                            output_dir,\n                                            overload_params = dict(),\n                                            scene_datasets_paths=None,\n                                            exist_ok=False):   \n    \"\"\"\n    Generate images from a metadata file for reproducibility purposes.\n    \"\"\"\n    # Reorder paths by decreasing label length, to avoid collisions when testing if a string by such label\n    if scene_datasets_paths is not None:\n        scene_datasets_paths = dict(sorted(scene_datasets_paths.items(), key= lambda x: len(x[0]), reverse=True))\n\n    with open(metadata_filename, 'r') as f:\n        input_metadata = json.load(f)\n    metadata = dict()\n    for key, value in input_metadata.items():\n        # Optionally replace some paths\n        if key in (\"scene_dataset_config_file\", \"scene\", \"navmesh\") and value != \"\":\n            if scene_datasets_paths is not None:\n                for dataset_label, dataset_path in scene_datasets_paths.items():\n                    if value.startswith(dataset_label):\n                        value = os.path.normpath(os.path.join(dataset_path, os.path.relpath(value, dataset_label)))\n                        break\n        metadata[key] = value\n\n    # Overload some parameters\n    for key, value in overload_params.items():\n        metadata[key] = value\n\n    generation_entries = dict([(key, value) for key, value in metadata.items() if not (key in ('multiviews', 'output_dir', 'generate_depth'))])\n    generate_depth = metadata[\"generate_depth\"]\n\n    os.makedirs(output_dir, exist_ok=exist_ok)\n \n    generator = MultiviewHabitatSimGenerator(**generation_entries)\n\n    # Generate views\n    for idx_label, data in tqdm(metadata['multiviews'].items()):\n        positions = data[\"positions\"]\n        orientations = data[\"orientations\"]\n        n = len(positions)\n        for oidx in range(n):\n            observation = generator.render_viewpoint(positions[oidx], quaternion.from_float_array(orientations[oidx]))\n            observation_label = f\"{oidx + 1}\" # Leonid is indexing starting from 1\n            # Color image saved using PIL\n            img = PIL.Image.fromarray(observation['color'][:,:,:3])\n            filename = os.path.join(output_dir, f\"{idx_label}_{observation_label}.jpeg\")\n            img.save(filename)\n            if generate_depth:\n                # Depth image as EXR file\n                filename = os.path.join(output_dir, f\"{idx_label}_{observation_label}_depth.exr\")\n                cv2.imwrite(filename, observation['depth'], [cv2.IMWRITE_EXR_TYPE, cv2.IMWRITE_EXR_TYPE_HALF])\n                # Camera parameters\n                camera_params = dict([(key, observation[key].tolist()) for key in (\"camera_intrinsics\", \"R_cam2world\", \"t_cam2world\")])\n                filename = os.path.join(output_dir, f\"{idx_label}_{observation_label}_camera_params.json\")\n                with open(filename, \"w\") as f:\n                    json.dump(camera_params, f)\n                # Save metadata\n    with open(os.path.join(output_dir, \"metadata.json\"), \"w\") as f:\n        json.dump(metadata, f)\n\n    generator.close()\n\nif __name__ == \"__main__\":\n    parser = argparse.ArgumentParser()\n    parser.add_argument(\"--metadata_filename\", required=True)\n    parser.add_argument(\"--output_dir\", required=True)\n    args = parser.parse_args()\n\n    generate_multiview_images_from_metadata(metadata_filename=args.metadata_filename,\n                             output_dir=args.output_dir,\n                             scene_datasets_paths=SCENES_DATASET,\n                             overload_params=dict(),\n                             exist_ok=True)\n\n "
  },
  {
    "path": "croco/datasets/habitat_sim/generate_from_metadata_files.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n\n\"\"\"\nScript generating commandlines to generate image pairs from metadata files.\n\"\"\"\nimport os\nimport glob\nfrom tqdm import tqdm\nimport argparse\n\nif __name__ == \"__main__\":\n    parser = argparse.ArgumentParser()\n    parser.add_argument(\"--input_dir\", required=True)\n    parser.add_argument(\"--output_dir\", required=True)\n    parser.add_argument(\"--prefix\", default=\"\", help=\"Commanline prefix, useful e.g. to setup environment.\")\n    args = parser.parse_args()\n\n    input_metadata_filenames = glob.iglob(f\"{args.input_dir}/**/metadata.json\", recursive=True)\n\n    for metadata_filename in tqdm(input_metadata_filenames):\n        output_dir = os.path.join(args.output_dir, os.path.relpath(os.path.dirname(metadata_filename), args.input_dir))\n        # Do not process the scene if the metadata file already exists\n        if os.path.exists(os.path.join(output_dir, \"metadata.json\")):\n            continue\n        commandline = f\"{args.prefix}python datasets/habitat_sim/generate_from_metadata.py --metadata_filename={metadata_filename} --output_dir={output_dir}\"\n        print(commandline)\n"
  },
  {
    "path": "croco/datasets/habitat_sim/generate_multiview_images.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n\nimport os\nfrom tqdm import tqdm\nimport argparse\nimport PIL.Image\nimport numpy as np\nimport json\nfrom datasets.habitat_sim.multiview_habitat_sim_generator import MultiviewHabitatSimGenerator, NoNaviguableSpaceError\nfrom datasets.habitat_sim.paths import list_scenes_available\nimport cv2\nimport quaternion\nimport shutil\n\ndef generate_multiview_images_for_scene(scene_dataset_config_file,\n                                        scene,\n                                        navmesh,\n                                        output_dir, \n                                        views_count,\n                                        size, \n                                        exist_ok=False, \n                                        generate_depth=False,\n                                        **kwargs):\n    \"\"\"\n    Generate tuples of overlapping views for a given scene.\n    generate_depth: generate depth images and camera parameters.\n    \"\"\"\n    if os.path.exists(output_dir) and not exist_ok:\n        print(f\"Scene {scene}: data already generated. Ignoring generation.\")\n        return\n    try:\n        print(f\"Scene {scene}: {size} multiview acquisitions to generate...\")\n        os.makedirs(output_dir, exist_ok=exist_ok)\n\n        metadata_filename = os.path.join(output_dir, \"metadata.json\")\n\n        metadata_template = dict(scene_dataset_config_file=scene_dataset_config_file,\n            scene=scene, \n            navmesh=navmesh,\n            views_count=views_count,\n            size=size,\n            generate_depth=generate_depth,\n            **kwargs)\n        metadata_template[\"multiviews\"] = dict()\n\n        if os.path.exists(metadata_filename):\n            print(\"Metadata file already exists:\", metadata_filename)\n            print(\"Loading already generated metadata file...\")\n            with open(metadata_filename, \"r\") as f:\n                metadata = json.load(f)\n\n            for key in metadata_template.keys():\n                if key != \"multiviews\":\n                    assert metadata_template[key] == metadata[key], f\"existing file is inconsistent with the input parameters:\\nKey: {key}\\nmetadata: {metadata[key]}\\ntemplate: {metadata_template[key]}.\"\n        else:\n            print(\"No temporary file found. Starting generation from scratch...\")\n            metadata = metadata_template\n\n        starting_id = len(metadata[\"multiviews\"])\n        print(f\"Starting generation from index {starting_id}/{size}...\")\n        if starting_id >= size:\n            print(\"Generation already done.\")\n            return\n\n        generator = MultiviewHabitatSimGenerator(scene_dataset_config_file=scene_dataset_config_file,\n                                                scene=scene,\n                                                navmesh=navmesh,\n                                                views_count = views_count,\n                                                size = size,\n                                                **kwargs)\n\n        for idx in tqdm(range(starting_id, size)):\n            # Generate / re-generate the observations\n            try:\n                data = generator[idx]\n                observations = data[\"observations\"]\n                positions = data[\"positions\"]\n                orientations = data[\"orientations\"]\n\n                idx_label = f\"{idx:08}\"\n                for oidx, observation in enumerate(observations):\n                    observation_label = f\"{oidx + 1}\" # Leonid is indexing starting from 1\n                    # Color image saved using PIL\n                    img = PIL.Image.fromarray(observation['color'][:,:,:3])\n                    filename = os.path.join(output_dir, f\"{idx_label}_{observation_label}.jpeg\")\n                    img.save(filename)\n                    if generate_depth:\n                        # Depth image as EXR file\n                        filename = os.path.join(output_dir, f\"{idx_label}_{observation_label}_depth.exr\")\n                        cv2.imwrite(filename, observation['depth'], [cv2.IMWRITE_EXR_TYPE, cv2.IMWRITE_EXR_TYPE_HALF])\n                        # Camera parameters\n                        camera_params = dict([(key, observation[key].tolist()) for key in (\"camera_intrinsics\", \"R_cam2world\", \"t_cam2world\")])\n                        filename = os.path.join(output_dir, f\"{idx_label}_{observation_label}_camera_params.json\")\n                        with open(filename, \"w\") as f:\n                            json.dump(camera_params, f)\n                metadata[\"multiviews\"][idx_label] = {\"positions\": positions.tolist(),\n                                                    \"orientations\": orientations.tolist(),\n                                                    \"covisibility_ratios\": data[\"covisibility_ratios\"].tolist(),\n                                                    \"valid_fractions\": data[\"valid_fractions\"].tolist(),\n                                                    \"pairwise_visibility_ratios\": data[\"pairwise_visibility_ratios\"].tolist()}\n            except RecursionError:\n                print(\"Recursion error: unable to sample observations for this scene. We will stop there.\")\n                break\n\n            # Regularly save a temporary metadata file, in case we need to restart the generation\n            if idx % 10 == 0:\n                with open(metadata_filename, \"w\") as f:\n                    json.dump(metadata, f)\n\n        # Save metadata\n        with open(metadata_filename, \"w\") as f:\n            json.dump(metadata, f)\n\n        generator.close()\n    except NoNaviguableSpaceError:\n        pass\n\ndef create_commandline(scene_data, generate_depth, exist_ok=False):\n    \"\"\"\n    Create a commandline string to generate a scene.\n    \"\"\"\n    def my_formatting(val):\n        if val is None or val == \"\":\n            return '\"\"'\n        else:\n            return val\n    commandline = f\"\"\"python {__file__} --scene {my_formatting(scene_data.scene)} \n    --scene_dataset_config_file {my_formatting(scene_data.scene_dataset_config_file)} \n    --navmesh {my_formatting(scene_data.navmesh)} \n    --output_dir {my_formatting(scene_data.output_dir)} \n    --generate_depth {int(generate_depth)} \n    --exist_ok {int(exist_ok)}\n    \"\"\"\n    commandline = \" \".join(commandline.split())\n    return commandline\n\nif __name__ == \"__main__\":\n    os.umask(2)\n\n    parser = argparse.ArgumentParser(description=\"\"\"Example of use -- listing commands to generate data for scenes available:\n    > python datasets/habitat_sim/generate_multiview_habitat_images.py --list_commands\n    \"\"\")\n    \n    parser.add_argument(\"--output_dir\", type=str, required=True)\n    parser.add_argument(\"--list_commands\", action='store_true', help=\"list commandlines to run if true\")\n    parser.add_argument(\"--scene\", type=str, default=\"\")\n    parser.add_argument(\"--scene_dataset_config_file\", type=str, default=\"\")\n    parser.add_argument(\"--navmesh\", type=str, default=\"\")\n    \n    parser.add_argument(\"--generate_depth\", type=int, default=1)\n    parser.add_argument(\"--exist_ok\", type=int, default=0)\n\n    kwargs = dict(resolution=(256,256), hfov=60, views_count = 2, size=1000)\n\n    args = parser.parse_args()\n    generate_depth=bool(args.generate_depth)\n    exist_ok = bool(args.exist_ok)\n\n    if args.list_commands:\n        # Listing scenes available...\n        scenes_data = list_scenes_available(base_output_dir=args.output_dir)\n        \n        for scene_data in scenes_data:\n            print(create_commandline(scene_data, generate_depth=generate_depth, exist_ok=exist_ok))\n    else:\n        if args.scene == \"\" or args.output_dir == \"\":\n            print(\"Missing scene or output dir argument!\")\n            print(parser.format_help())\n        else:\n            generate_multiview_images_for_scene(scene=args.scene,\n                                                scene_dataset_config_file = args.scene_dataset_config_file,\n                                                navmesh = args.navmesh,\n                                                output_dir = args.output_dir,\n                                                exist_ok=exist_ok,\n                                                generate_depth=generate_depth,\n                                                **kwargs)"
  },
  {
    "path": "croco/datasets/habitat_sim/multiview_habitat_sim_generator.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n\nimport os\nimport numpy as np\nimport quaternion\nimport habitat_sim\nimport json\nfrom sklearn.neighbors import NearestNeighbors\nimport cv2\n\n# OpenCV to habitat camera convention transformation\nR_OPENCV2HABITAT = np.stack((habitat_sim.geo.RIGHT, -habitat_sim.geo.UP, habitat_sim.geo.FRONT), axis=0)\nR_HABITAT2OPENCV = R_OPENCV2HABITAT.T\nDEG2RAD = np.pi / 180\n\ndef compute_camera_intrinsics(height, width, hfov):\n    f = width/2 / np.tan(hfov/2 * np.pi/180)\n    cu, cv = width/2, height/2\n    return f, cu, cv\n\ndef compute_camera_pose_opencv_convention(camera_position, camera_orientation):\n    R_cam2world = quaternion.as_rotation_matrix(camera_orientation) @ R_OPENCV2HABITAT\n    t_cam2world = np.asarray(camera_position)\n    return R_cam2world, t_cam2world\n\ndef compute_pointmap(depthmap, hfov):\n    \"\"\" Compute a HxWx3 pointmap in camera frame from a HxW depth map.\"\"\"\n    height, width = depthmap.shape\n    f, cu, cv = compute_camera_intrinsics(height, width, hfov)\n    # Cast depth map to point\n    z_cam = depthmap\n    u, v = np.meshgrid(range(width), range(height))\n    x_cam = (u - cu) / f * z_cam\n    y_cam = (v - cv) / f * z_cam\n    X_cam = np.stack((x_cam, y_cam, z_cam), axis=-1)\n    return X_cam\n\ndef compute_pointcloud(depthmap, hfov, camera_position, camera_rotation):\n    \"\"\"Return a 3D point cloud corresponding to valid pixels of the depth map\"\"\"\n    R_cam2world, t_cam2world = compute_camera_pose_opencv_convention(camera_position, camera_rotation)\n\n    X_cam = compute_pointmap(depthmap=depthmap, hfov=hfov)\n    valid_mask = (X_cam[:,:,2] != 0.0)\n\n    X_cam = X_cam.reshape(-1, 3)[valid_mask.flatten()]\n    X_world = X_cam @ R_cam2world.T + t_cam2world.reshape(1, 3)\n    return X_world\n\ndef compute_pointcloud_overlaps_scikit(pointcloud1, pointcloud2, distance_threshold, compute_symmetric=False):\n    \"\"\"\n    Compute 'overlapping' metrics based on a distance threshold between two point clouds.\n    \"\"\"\n    nbrs = NearestNeighbors(n_neighbors=1, algorithm = 'kd_tree').fit(pointcloud2)\n    distances, indices = nbrs.kneighbors(pointcloud1)\n    intersection1 = np.count_nonzero(distances.flatten() < distance_threshold)\n\n    data = {\"intersection1\": intersection1,\n            \"size1\": len(pointcloud1)}\n    if compute_symmetric:\n        nbrs = NearestNeighbors(n_neighbors=1, algorithm = 'kd_tree').fit(pointcloud1)\n        distances, indices = nbrs.kneighbors(pointcloud2)\n        intersection2 = np.count_nonzero(distances.flatten() < distance_threshold)\n        data[\"intersection2\"] = intersection2\n        data[\"size2\"] = len(pointcloud2)\n\n    return data\n\ndef _append_camera_parameters(observation, hfov, camera_location, camera_rotation):\n    \"\"\"\n    Add camera parameters to the observation dictionnary produced by Habitat-Sim\n    In-place modifications.\n    \"\"\"\n    R_cam2world, t_cam2world = compute_camera_pose_opencv_convention(camera_location, camera_rotation)\n    height, width = observation['depth'].shape\n    f, cu, cv = compute_camera_intrinsics(height, width, hfov)\n    K = np.asarray([[f, 0, cu],\n                    [0, f, cv],\n                    [0, 0, 1.0]])\n    observation[\"camera_intrinsics\"] = K\n    observation[\"t_cam2world\"] = t_cam2world\n    observation[\"R_cam2world\"] = R_cam2world\n\ndef look_at(eye, center, up, return_cam2world=True):\n    \"\"\"\n    Return camera pose looking at a given center point.\n    Analogous of gluLookAt function, using OpenCV camera convention.\n    \"\"\"\n    z = center - eye\n    z /= np.linalg.norm(z, axis=-1, keepdims=True)\n    y = -up\n    y = y - np.sum(y * z, axis=-1, keepdims=True) * z\n    y /= np.linalg.norm(y, axis=-1, keepdims=True)\n    x = np.cross(y, z, axis=-1)\n\n    if return_cam2world:\n        R = np.stack((x, y, z), axis=-1)\n        t = eye\n    else:\n        # World to camera transformation\n        # Transposed matrix\n        R = np.stack((x, y, z), axis=-2)\n        t = - np.einsum('...ij, ...j', R, eye)\n    return R, t\n\ndef look_at_for_habitat(eye, center, up, return_cam2world=True):\n    R, t = look_at(eye, center, up)\n    orientation = quaternion.from_rotation_matrix(R @ R_OPENCV2HABITAT.T)\n    return orientation, t\n\ndef generate_orientation_noise(pan_range, tilt_range, roll_range):\n    return (quaternion.from_rotation_vector(np.random.uniform(*pan_range) * DEG2RAD * habitat_sim.geo.UP)\n            * quaternion.from_rotation_vector(np.random.uniform(*tilt_range) * DEG2RAD * habitat_sim.geo.RIGHT)\n            * quaternion.from_rotation_vector(np.random.uniform(*roll_range) * DEG2RAD * habitat_sim.geo.FRONT))\n\n\nclass NoNaviguableSpaceError(RuntimeError):\n    def __init__(self, *args):\n            super().__init__(*args)\n\nclass MultiviewHabitatSimGenerator:\n    def __init__(self,\n                scene,\n                navmesh,\n                scene_dataset_config_file,\n                resolution = (240, 320),\n                views_count=2,\n                hfov = 60,\n                gpu_id = 0,\n                size = 10000,\n                minimum_covisibility = 0.5,\n                transform = None):\n        self.scene = scene\n        self.navmesh = navmesh\n        self.scene_dataset_config_file = scene_dataset_config_file\n        self.resolution = resolution\n        self.views_count = views_count\n        assert(self.views_count >= 1)\n        self.hfov = hfov\n        self.gpu_id = gpu_id\n        self.size = size\n        self.transform = transform\n\n        # Noise added to camera orientation\n        self.pan_range = (-3, 3)\n        self.tilt_range = (-10, 10)\n        self.roll_range = (-5, 5)\n\n        # Height range to sample cameras\n        self.height_range = (1.2, 1.8)\n\n        # Random steps between the camera views\n        self.random_steps_count = 5\n        self.random_step_variance = 2.0\n\n        # Minimum fraction of the scene which should be valid (well defined depth)\n        self.minimum_valid_fraction = 0.7\n\n        # Distance threshold to see  to select pairs\n        self.distance_threshold = 0.05\n        # Minimum IoU of a view point cloud with respect to the reference view to be kept.\n        self.minimum_covisibility = minimum_covisibility\n\n        # Maximum number of retries.\n        self.max_attempts_count = 100\n\n        self.seed = None\n        self._lazy_initialization()\n\n    def _lazy_initialization(self):\n        # Lazy random seeding and instantiation of the simulator to deal with multiprocessing properly\n        if self.seed == None:\n            # Re-seed numpy generator\n            np.random.seed()\n            self.seed = np.random.randint(2**32-1)\n            sim_cfg = habitat_sim.SimulatorConfiguration()\n            sim_cfg.scene_id = self.scene\n            if self.scene_dataset_config_file is not None and self.scene_dataset_config_file != \"\":\n                    sim_cfg.scene_dataset_config_file = self.scene_dataset_config_file\n            sim_cfg.random_seed = self.seed\n            sim_cfg.load_semantic_mesh = False\n            sim_cfg.gpu_device_id = self.gpu_id\n\n            depth_sensor_spec = habitat_sim.CameraSensorSpec()\n            depth_sensor_spec.uuid = \"depth\"\n            depth_sensor_spec.sensor_type = habitat_sim.SensorType.DEPTH\n            depth_sensor_spec.resolution = self.resolution\n            depth_sensor_spec.hfov = self.hfov\n            depth_sensor_spec.position = [0.0, 0.0, 0]\n            depth_sensor_spec.orientation\n\n            rgb_sensor_spec = habitat_sim.CameraSensorSpec()\n            rgb_sensor_spec.uuid = \"color\"\n            rgb_sensor_spec.sensor_type = habitat_sim.SensorType.COLOR\n            rgb_sensor_spec.resolution = self.resolution\n            rgb_sensor_spec.hfov = self.hfov\n            rgb_sensor_spec.position = [0.0, 0.0, 0]\n            agent_cfg = habitat_sim.agent.AgentConfiguration(sensor_specifications=[rgb_sensor_spec, depth_sensor_spec])\n\n            cfg = habitat_sim.Configuration(sim_cfg, [agent_cfg])\n            self.sim = habitat_sim.Simulator(cfg)\n            if self.navmesh is not None and self.navmesh != \"\":\n                # Use pre-computed navmesh when available (usually better than those generated automatically)\n                self.sim.pathfinder.load_nav_mesh(self.navmesh)\n\n            if not self.sim.pathfinder.is_loaded:\n                # Try to compute a navmesh\n                navmesh_settings = habitat_sim.NavMeshSettings()\n                navmesh_settings.set_defaults()\n                self.sim.recompute_navmesh(self.sim.pathfinder, navmesh_settings, True)\n\n            # Ensure that the navmesh is not empty\n            if not self.sim.pathfinder.is_loaded:\n                raise NoNaviguableSpaceError(f\"No naviguable location (scene: {self.scene} -- navmesh: {self.navmesh})\")\n\n            self.agent = self.sim.initialize_agent(agent_id=0)\n\n    def close(self):\n        self.sim.close()\n\n    def __del__(self):\n        self.sim.close()\n\n    def __len__(self):\n        return self.size\n\n    def sample_random_viewpoint(self):\n        \"\"\" Sample a random viewpoint using the navmesh \"\"\"\n        nav_point = self.sim.pathfinder.get_random_navigable_point()\n\n        # Sample a random viewpoint height\n        viewpoint_height = np.random.uniform(*self.height_range)\n        viewpoint_position = nav_point + viewpoint_height * habitat_sim.geo.UP\n        viewpoint_orientation = quaternion.from_rotation_vector(np.random.uniform(0, 2 * np.pi) * habitat_sim.geo.UP) * generate_orientation_noise(self.pan_range, self.tilt_range, self.roll_range)\n        return viewpoint_position, viewpoint_orientation, nav_point\n\n    def sample_other_random_viewpoint(self, observed_point, nav_point):\n        \"\"\" Sample a random viewpoint close to an existing one, using the navmesh and a reference observed point.\"\"\"\n        other_nav_point = nav_point\n\n        walk_directions = self.random_step_variance * np.asarray([1,0,1])\n        for i in range(self.random_steps_count):\n            temp = self.sim.pathfinder.snap_point(other_nav_point + walk_directions * np.random.normal(size=3))\n            # Snapping may return nan when it fails\n            if not np.isnan(temp[0]):\n                    other_nav_point = temp\n\n        other_viewpoint_height = np.random.uniform(*self.height_range)\n        other_viewpoint_position = other_nav_point + other_viewpoint_height * habitat_sim.geo.UP\n\n        # Set viewing direction towards the central point\n        rotation, position = look_at_for_habitat(eye=other_viewpoint_position, center=observed_point, up=habitat_sim.geo.UP, return_cam2world=True)\n        rotation = rotation * generate_orientation_noise(self.pan_range, self.tilt_range, self.roll_range)\n        return position, rotation, other_nav_point\n\n    def is_other_pointcloud_overlapping(self, ref_pointcloud, other_pointcloud):\n        \"\"\" Check if a viewpoint is valid and overlaps significantly with a reference one. \"\"\"\n        # Observation\n        pixels_count = self.resolution[0] * self.resolution[1]\n        valid_fraction = len(other_pointcloud) / pixels_count\n        assert valid_fraction <= 1.0 and valid_fraction >= 0.0\n        overlap = compute_pointcloud_overlaps_scikit(ref_pointcloud, other_pointcloud, self.distance_threshold, compute_symmetric=True)\n        covisibility = min(overlap[\"intersection1\"] / pixels_count, overlap[\"intersection2\"] / pixels_count)\n        is_valid = (valid_fraction >= self.minimum_valid_fraction) and (covisibility >= self.minimum_covisibility)\n        return is_valid, valid_fraction, covisibility\n\n    def is_other_viewpoint_overlapping(self, ref_pointcloud, observation, position, rotation):\n        \"\"\" Check if a viewpoint is valid and overlaps significantly with a reference one. \"\"\"\n        # Observation\n        other_pointcloud = compute_pointcloud(observation['depth'], self.hfov, position, rotation)\n        return self.is_other_pointcloud_overlapping(ref_pointcloud, other_pointcloud)\n\n    def render_viewpoint(self, viewpoint_position, viewpoint_orientation):\n        agent_state = habitat_sim.AgentState()\n        agent_state.position = viewpoint_position\n        agent_state.rotation = viewpoint_orientation\n        self.agent.set_state(agent_state)\n        viewpoint_observations = self.sim.get_sensor_observations(agent_ids=0)\n        _append_camera_parameters(viewpoint_observations, self.hfov, viewpoint_position, viewpoint_orientation)\n        return viewpoint_observations\n\n    def __getitem__(self, useless_idx):\n        ref_position, ref_orientation, nav_point = self.sample_random_viewpoint()\n        ref_observations = self.render_viewpoint(ref_position, ref_orientation)\n        # Extract point cloud\n        ref_pointcloud = compute_pointcloud(depthmap=ref_observations['depth'], hfov=self.hfov,\n                                        camera_position=ref_position, camera_rotation=ref_orientation)\n\n        pixels_count = self.resolution[0] * self.resolution[1]\n        ref_valid_fraction = len(ref_pointcloud) / pixels_count\n        assert ref_valid_fraction <= 1.0 and ref_valid_fraction >= 0.0\n        if ref_valid_fraction < self.minimum_valid_fraction:\n                # This should produce a recursion error at some point when something is very wrong.\n                return self[0]\n        # Pick an reference observed point in the point cloud\n        observed_point = np.mean(ref_pointcloud, axis=0)\n\n        # Add the first image as reference\n        viewpoints_observations = [ref_observations]\n        viewpoints_covisibility = [ref_valid_fraction]\n        viewpoints_positions = [ref_position]\n        viewpoints_orientations = [quaternion.as_float_array(ref_orientation)]\n        viewpoints_clouds = [ref_pointcloud]\n        viewpoints_valid_fractions = [ref_valid_fraction]\n\n        for _ in range(self.views_count - 1):\n            # Generate an other viewpoint using some dummy random walk\n            successful_sampling = False\n            for sampling_attempt in range(self.max_attempts_count):\n                position, rotation, _ = self.sample_other_random_viewpoint(observed_point, nav_point)\n                # Observation\n                other_viewpoint_observations = self.render_viewpoint(position, rotation)\n                other_pointcloud = compute_pointcloud(other_viewpoint_observations['depth'], self.hfov, position, rotation)\n\n                is_valid, valid_fraction, covisibility = self.is_other_pointcloud_overlapping(ref_pointcloud, other_pointcloud)\n                if is_valid:\n                        successful_sampling = True\n                        break\n            if not successful_sampling:\n                print(\"WARNING: Maximum number of attempts reached.\")\n                # Dirty hack, try using a novel original viewpoint\n                return self[0]\n            viewpoints_observations.append(other_viewpoint_observations)\n            viewpoints_covisibility.append(covisibility)\n            viewpoints_positions.append(position)\n            viewpoints_orientations.append(quaternion.as_float_array(rotation)) # WXYZ convention for the quaternion encoding.\n            viewpoints_clouds.append(other_pointcloud)\n            viewpoints_valid_fractions.append(valid_fraction)\n\n        # Estimate relations between all pairs of images\n        pairwise_visibility_ratios = np.ones((len(viewpoints_observations), len(viewpoints_observations)))\n        for i in range(len(viewpoints_observations)):\n            pairwise_visibility_ratios[i,i] = viewpoints_valid_fractions[i]\n            for j in range(i+1, len(viewpoints_observations)):\n                overlap = compute_pointcloud_overlaps_scikit(viewpoints_clouds[i], viewpoints_clouds[j], self.distance_threshold, compute_symmetric=True)\n                pairwise_visibility_ratios[i,j] = overlap['intersection1'] / pixels_count\n                pairwise_visibility_ratios[j,i] = overlap['intersection2'] / pixels_count\n\n        # IoU is relative to the image 0\n        data = {\"observations\": viewpoints_observations,\n                \"positions\": np.asarray(viewpoints_positions),\n                \"orientations\": np.asarray(viewpoints_orientations),\n                \"covisibility_ratios\": np.asarray(viewpoints_covisibility),\n                \"valid_fractions\": np.asarray(viewpoints_valid_fractions, dtype=float),\n                \"pairwise_visibility_ratios\": np.asarray(pairwise_visibility_ratios, dtype=float),\n                }\n\n        if self.transform is not None:\n            data = self.transform(data)\n        return  data\n\n    def generate_random_spiral_trajectory(self, images_count = 100, max_radius=0.5, half_turns=5, use_constant_orientation=False):\n        \"\"\"\n        Return a list of images corresponding to a spiral trajectory from a random starting point.\n        Useful to generate nice visualisations.\n        Use an even number of half turns to get a nice \"C1-continuous\" loop effect \n        \"\"\"\n        ref_position, ref_orientation, navpoint = self.sample_random_viewpoint()\n        ref_observations = self.render_viewpoint(ref_position, ref_orientation)\n        ref_pointcloud = compute_pointcloud(depthmap=ref_observations['depth'], hfov=self.hfov,\n                                                        camera_position=ref_position, camera_rotation=ref_orientation)\n        pixels_count = self.resolution[0] * self.resolution[1]\n        if len(ref_pointcloud) / pixels_count < self.minimum_valid_fraction:\n            # Dirty hack: ensure that the valid part of the image is significant\n            return self.generate_random_spiral_trajectory(images_count, max_radius, half_turns, use_constant_orientation)\n\n        # Pick an observed point in the point cloud\n        observed_point = np.mean(ref_pointcloud, axis=0)\n        ref_R, ref_t = compute_camera_pose_opencv_convention(ref_position, ref_orientation)\n\n        images = []\n        is_valid = []\n        # Spiral trajectory, use_constant orientation\n        for i, alpha in enumerate(np.linspace(0, 1, images_count)):\n            r = max_radius * np.abs(np.sin(alpha * np.pi)) # Increase then decrease the radius\n            theta = alpha * half_turns * np.pi \n            x = r * np.cos(theta)\n            y = r * np.sin(theta)\n            z = 0.0\n            position = ref_position + (ref_R @ np.asarray([x, y, z]).reshape(3,1)).flatten()\n            if use_constant_orientation:\n                orientation = ref_orientation\n            else:\n                # trajectory looking at a mean point in front of the ref observation\n                orientation, position = look_at_for_habitat(eye=position, center=observed_point, up=habitat_sim.geo.UP)\n            observations = self.render_viewpoint(position, orientation)\n            images.append(observations['color'][...,:3])\n            _is_valid, valid_fraction, iou = self.is_other_viewpoint_overlapping(ref_pointcloud, observations, position, orientation)\n            is_valid.append(_is_valid)\n        return images, np.all(is_valid)"
  },
  {
    "path": "croco/datasets/habitat_sim/pack_metadata_files.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n\"\"\"\nUtility script to pack metadata files of the dataset in order to be able to re-generate it elsewhere.\n\"\"\"\nimport os\nimport glob\nfrom tqdm import tqdm\nimport shutil\nimport json\nfrom datasets.habitat_sim.paths import *\nimport argparse\nimport collections\n\nif __name__ == \"__main__\":\n    parser = argparse.ArgumentParser()\n    parser.add_argument(\"input_dir\")\n    parser.add_argument(\"output_dir\")\n    args = parser.parse_args()\n\n    input_dirname = args.input_dir\n    output_dirname = args.output_dir\n\n    input_metadata_filenames = glob.iglob(f\"{input_dirname}/**/metadata.json\", recursive=True)\n\n    images_count = collections.defaultdict(lambda : 0)\n    \n    os.makedirs(output_dirname)\n    for input_filename in tqdm(input_metadata_filenames):\n        # Ignore empty files\n        with open(input_filename, \"r\") as f:\n            original_metadata = json.load(f)\n            if \"multiviews\" not in original_metadata or len(original_metadata[\"multiviews\"]) == 0:\n                print(\"No views in\", input_filename)\n                continue\n\n        relpath = os.path.relpath(input_filename, input_dirname)\n        print(relpath)\n\n        # Copy metadata, while replacing scene paths by generic keys depending on the dataset, for portability.\n        # Data paths are sorted by decreasing length to avoid potential bugs due to paths starting by the same string pattern.\n        scenes_dataset_paths = dict(sorted(SCENES_DATASET.items(), key=lambda x: len(x[1]), reverse=True))\n        metadata = dict()\n        for key, value in original_metadata.items():\n            if key in (\"scene_dataset_config_file\", \"scene\", \"navmesh\") and value != \"\":\n                known_path = False\n                for dataset, dataset_path in scenes_dataset_paths.items():\n                    if value.startswith(dataset_path):\n                        value = os.path.join(dataset, os.path.relpath(value, dataset_path))\n                        known_path = True\n                        break\n                if not known_path:\n                    raise KeyError(\"Unknown path:\" + value)\n            metadata[key] = value\n\n        # Compile some general statistics while packing data\n        scene_split = metadata[\"scene\"].split(\"/\")\n        upper_level = \"/\".join(scene_split[:2]) if scene_split[0] == \"hm3d\" else scene_split[0]\n        images_count[upper_level] += len(metadata[\"multiviews\"])\n        \n        output_filename = os.path.join(output_dirname, relpath)\n        os.makedirs(os.path.dirname(output_filename), exist_ok=True)\n        with open(output_filename, \"w\") as f:\n            json.dump(metadata, f)\n\n    # Print statistics\n    print(\"Images count:\")\n    for upper_level, count in images_count.items():\n        print(f\"- {upper_level}: {count}\")"
  },
  {
    "path": "croco/datasets/habitat_sim/paths.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n\n\"\"\"\nPaths to Habitat-Sim scenes\n\"\"\"\n\nimport os\nimport json\nimport collections\nfrom tqdm import tqdm\n\n\n# Hardcoded path to the different scene datasets\nSCENES_DATASET = {\n    \"hm3d\": \"./data/habitat-sim-data/scene_datasets/hm3d/\",\n    \"gibson\": \"./data/habitat-sim-data/scene_datasets/gibson/\",\n    \"habitat-test-scenes\": \"./data/habitat-sim/scene_datasets/habitat-test-scenes/\",\n    \"replica_cad_baked_lighting\": \"./data/habitat-sim/scene_datasets/replica_cad_baked_lighting/\",\n    \"replica_cad\": \"./data/habitat-sim/scene_datasets/replica_cad/\",\n    \"replica\": \"./data/habitat-sim/scene_datasets/ReplicaDataset/\",\n    \"scannet\": \"./data/habitat-sim/scene_datasets/scannet/\"\n}\n\nSceneData = collections.namedtuple(\"SceneData\", [\"scene_dataset_config_file\", \"scene\", \"navmesh\", \"output_dir\"])\n\ndef list_replicacad_scenes(base_output_dir, base_path=SCENES_DATASET[\"replica_cad\"]):\n    scene_dataset_config_file = os.path.join(base_path, \"replicaCAD.scene_dataset_config.json\")\n    scenes = [f\"apt_{i}\" for i in range(6)] + [\"empty_stage\"]\n    navmeshes = [f\"navmeshes/apt_{i}_static_furniture.navmesh\" for i in range(6)] + [\"empty_stage.navmesh\"]\n    scenes_data = []\n    for idx in range(len(scenes)):\n        output_dir = os.path.join(base_output_dir, \"ReplicaCAD\", scenes[idx])\n        # Add scene\n        data = SceneData(scene_dataset_config_file=scene_dataset_config_file,\n                    scene = scenes[idx] + \".scene_instance.json\",\n                    navmesh = os.path.join(base_path, navmeshes[idx]),\n                    output_dir = output_dir)\n        scenes_data.append(data)\n    return scenes_data\n\ndef list_replica_cad_baked_lighting_scenes(base_output_dir, base_path=SCENES_DATASET[\"replica_cad_baked_lighting\"]):\n    scene_dataset_config_file = os.path.join(base_path, \"replicaCAD_baked.scene_dataset_config.json\")\n    scenes = sum([[f\"Baked_sc{i}_staging_{j:02}\" for i in range(5)] for j in range(21)], [])\n    navmeshes = \"\"#[f\"navmeshes/apt_{i}_static_furniture.navmesh\" for i in range(6)] + [\"empty_stage.navmesh\"]\n    scenes_data = []\n    for idx in range(len(scenes)):\n        output_dir = os.path.join(base_output_dir, \"replica_cad_baked_lighting\", scenes[idx])\n        data = SceneData(scene_dataset_config_file=scene_dataset_config_file,\n                    scene = scenes[idx],\n                    navmesh = \"\",\n                    output_dir = output_dir)\n        scenes_data.append(data)\n    return scenes_data    \n\ndef list_replica_scenes(base_output_dir, base_path):\n    scenes_data = []\n    for scene_id in os.listdir(base_path):\n        scene = os.path.join(base_path, scene_id, \"mesh.ply\")\n        navmesh = os.path.join(base_path, scene_id, \"habitat/mesh_preseg_semantic.navmesh\") # Not sure if I should use it\n        scene_dataset_config_file = \"\"\n        output_dir = os.path.join(base_output_dir, scene_id)\n        # Add scene only if it does not exist already, or if exist_ok\n        data = SceneData(scene_dataset_config_file = scene_dataset_config_file,\n                    scene = scene,\n                    navmesh = navmesh,\n                    output_dir = output_dir)\n        scenes_data.append(data)\n    return scenes_data\n\n\ndef list_scenes(base_output_dir, base_path):\n    \"\"\"\n    Generic method iterating through a base_path folder to find scenes.\n    \"\"\"\n    scenes_data = []\n    for root, dirs, files in os.walk(base_path, followlinks=True):\n        folder_scenes_data = []\n        for file in files:\n            name, ext = os.path.splitext(file)\n            if ext == \".glb\":\n                scene = os.path.join(root, name + \".glb\")\n                navmesh = os.path.join(root, name + \".navmesh\")\n                if not os.path.exists(navmesh):\n                    navmesh = \"\"\n                relpath = os.path.relpath(root, base_path)\n                output_dir = os.path.abspath(os.path.join(base_output_dir, relpath, name))\n                data = SceneData(scene_dataset_config_file=\"\",\n                    scene = scene,\n                    navmesh = navmesh,\n                    output_dir = output_dir)\n                folder_scenes_data.append(data)\n\n        # Specific check for HM3D:\n        # When two meshesxxxx.basis.glb and xxxx.glb are present, use the 'basis' version.\n        basis_scenes = [data.scene[:-len(\".basis.glb\")] for data in folder_scenes_data if data.scene.endswith(\".basis.glb\")]\n        if len(basis_scenes) != 0:\n            folder_scenes_data = [data for data in folder_scenes_data if not (data.scene[:-len(\".glb\")] in basis_scenes)]\n\n        scenes_data.extend(folder_scenes_data)\n    return scenes_data\n\ndef list_scenes_available(base_output_dir, scenes_dataset_paths=SCENES_DATASET):\n    scenes_data = []\n\n    # HM3D\n    for split in (\"minival\", \"train\", \"val\", \"examples\"):\n        scenes_data += list_scenes(base_output_dir=os.path.join(base_output_dir, f\"hm3d/{split}/\"),\n                                    base_path=f\"{scenes_dataset_paths['hm3d']}/{split}\")\n\n    # Gibson\n    scenes_data += list_scenes(base_output_dir=os.path.join(base_output_dir, \"gibson\"),\n                                base_path=scenes_dataset_paths[\"gibson\"])\n\n    # Habitat test scenes (just a few)\n    scenes_data += list_scenes(base_output_dir=os.path.join(base_output_dir, \"habitat-test-scenes\"),\n                                base_path=scenes_dataset_paths[\"habitat-test-scenes\"])\n\n    # ReplicaCAD (baked lightning)\n    scenes_data += list_replica_cad_baked_lighting_scenes(base_output_dir=base_output_dir)\n\n    # ScanNet\n    scenes_data += list_scenes(base_output_dir=os.path.join(base_output_dir, \"scannet\"), \n                            base_path=scenes_dataset_paths[\"scannet\"])\n    \n    # Replica\n    list_replica_scenes(base_output_dir=os.path.join(base_output_dir, \"replica\"),\n                        base_path=scenes_dataset_paths[\"replica\"])\n    return scenes_data    \n"
  },
  {
    "path": "croco/datasets/pairs_dataset.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n\nimport os\nfrom torch.utils.data import Dataset\nfrom PIL import Image\n\nfrom datasets.transforms import get_pair_transforms\n\ndef load_image(impath):\n    return Image.open(impath)\n\ndef load_pairs_from_cache_file(fname, root=''):\n    assert os.path.isfile(fname), \"cannot parse pairs from {:s}, file does not exist\".format(fname)\n    with open(fname, 'r') as fid:\n        lines = fid.read().strip().splitlines()\n    pairs = [ (os.path.join(root,l.split()[0]), os.path.join(root,l.split()[1])) for l in lines]\n    return pairs\n    \ndef load_pairs_from_list_file(fname, root=''):\n    assert os.path.isfile(fname), \"cannot parse pairs from {:s}, file does not exist\".format(fname)\n    with open(fname, 'r') as fid:\n        lines = fid.read().strip().splitlines()\n    pairs = [ (os.path.join(root,l+'_1.jpg'), os.path.join(root,l+'_2.jpg')) for l in lines if not l.startswith('#')]\n    return pairs\n    \n    \ndef write_cache_file(fname, pairs, root=''):\n    if len(root)>0:\n        if not root.endswith('/'): root+='/'\n        assert os.path.isdir(root)\n    s = ''\n    for im1, im2 in pairs:\n        if len(root)>0:\n            assert im1.startswith(root), im1\n            assert im2.startswith(root), im2\n        s += '{:s} {:s}\\n'.format(im1[len(root):], im2[len(root):])\n    with open(fname, 'w') as fid:\n        fid.write(s[:-1])\n    \ndef parse_and_cache_all_pairs(dname, data_dir='./data/'):\n    if dname=='habitat_release':\n        dirname = os.path.join(data_dir, 'habitat_release')\n        assert os.path.isdir(dirname), \"cannot find folder for habitat_release pairs: \"+dirname\n        cache_file = os.path.join(dirname, 'pairs.txt')\n        assert not os.path.isfile(cache_file), \"cache file already exists: \"+cache_file\n        \n        print('Parsing pairs for dataset: '+dname)\n        pairs = []\n        for root, dirs, files in os.walk(dirname):\n            if 'val' in root: continue\n            dirs.sort()\n            pairs += [ (os.path.join(root,f), os.path.join(root,f[:-len('_1.jpeg')]+'_2.jpeg')) for f in sorted(files) if f.endswith('_1.jpeg')]\n        print('Found {:,} pairs'.format(len(pairs)))\n        print('Writing cache to: '+cache_file)\n        write_cache_file(cache_file, pairs, root=dirname)\n\n    else:\n        raise NotImplementedError('Unknown dataset: '+dname)\n    \ndef dnames_to_image_pairs(dnames, data_dir='./data/'):\n    \"\"\"\n    dnames: list of datasets with image pairs, separated by +\n    \"\"\"\n    all_pairs = []\n    for dname in dnames.split('+'):\n        if dname=='habitat_release':\n            dirname = os.path.join(data_dir, 'habitat_release')\n            assert os.path.isdir(dirname), \"cannot find folder for habitat_release pairs: \"+dirname\n            cache_file = os.path.join(dirname, 'pairs.txt')\n            assert os.path.isfile(cache_file), \"cannot find cache file for habitat_release pairs, please first create the cache file, see instructions. \"+cache_file\n            pairs = load_pairs_from_cache_file(cache_file, root=dirname)\n        elif dname in ['ARKitScenes', 'MegaDepth', '3DStreetView', 'IndoorVL']:\n            dirname = os.path.join(data_dir, dname+'_crops')\n            assert os.path.isdir(dirname), \"cannot find folder for {:s} pairs: {:s}\".format(dname, dirname)\n            list_file = os.path.join(dirname, 'listing.txt')\n            assert os.path.isfile(list_file), \"cannot find list file for {:s} pairs, see instructions. {:s}\".format(dname, list_file)\n            pairs = load_pairs_from_list_file(list_file, root=dirname)            \n        print('  {:s}: {:,} pairs'.format(dname, len(pairs)))\n        all_pairs += pairs \n    if '+' in dnames: print(' Total: {:,} pairs'.format(len(all_pairs)))\n    return all_pairs \n\n\nclass PairsDataset(Dataset):\n\n    def __init__(self, dnames, trfs='', totensor=True, normalize=True, data_dir='./data/'):\n        super().__init__()\n        self.image_pairs = dnames_to_image_pairs(dnames, data_dir=data_dir)\n        self.transforms = get_pair_transforms(transform_str=trfs, totensor=totensor, normalize=normalize)\n              \n    def __len__(self):\n        return len(self.image_pairs)\n            \n    def __getitem__(self, index):\n        im1path, im2path = self.image_pairs[index]\n        im1 = load_image(im1path)\n        im2 = load_image(im2path)\n        if self.transforms is not None: im1, im2 = self.transforms(im1, im2)\n        return im1, im2\n\n        \nif __name__==\"__main__\":\n    import argparse\n    parser = argparse.ArgumentParser(prog=\"Computing and caching list of pairs for a given dataset\")\n    parser.add_argument('--data_dir', default='./data/', type=str, help=\"path where data are stored\")\n    parser.add_argument('--dataset', default='habitat_release', type=str, help=\"name of the dataset\")\n    args = parser.parse_args()\n    parse_and_cache_all_pairs(dname=args.dataset, data_dir=args.data_dir)\n"
  },
  {
    "path": "croco/datasets/transforms.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n\nimport torch\nimport torchvision.transforms\nimport torchvision.transforms.functional as F\n\n# \"Pair\": apply a transform on a pair\n# \"Both\": apply the exact same transform to both images\n\nclass ComposePair(torchvision.transforms.Compose):\n    def __call__(self, img1, img2):\n        for t in self.transforms:\n            img1, img2 = t(img1, img2)\n        return img1, img2\n\nclass NormalizeBoth(torchvision.transforms.Normalize):\n    def forward(self, img1, img2):\n        img1 = super().forward(img1)\n        img2 = super().forward(img2)\n        return img1, img2\n\nclass ToTensorBoth(torchvision.transforms.ToTensor):\n    def __call__(self, img1, img2):\n        img1 = super().__call__(img1)\n        img2 = super().__call__(img2)\n        return img1, img2\n        \nclass RandomCropPair(torchvision.transforms.RandomCrop): \n    # the crop will be intentionally different for the two images with this class\n    def forward(self, img1, img2):\n        img1 = super().forward(img1)\n        img2 = super().forward(img2)\n        return img1, img2\n\nclass ColorJitterPair(torchvision.transforms.ColorJitter): \n    # can be symmetric (same for both images) or assymetric (different jitter params for each image) depending on assymetric_prob  \n    def __init__(self, assymetric_prob, **kwargs):\n        super().__init__(**kwargs)\n        self.assymetric_prob = assymetric_prob\n    def jitter_one(self, img, fn_idx, brightness_factor, contrast_factor, saturation_factor, hue_factor):\n        for fn_id in fn_idx:\n            if fn_id == 0 and brightness_factor is not None:\n                img = F.adjust_brightness(img, brightness_factor)\n            elif fn_id == 1 and contrast_factor is not None:\n                img = F.adjust_contrast(img, contrast_factor)\n            elif fn_id == 2 and saturation_factor is not None:\n                img = F.adjust_saturation(img, saturation_factor)\n            elif fn_id == 3 and hue_factor is not None:\n                img = F.adjust_hue(img, hue_factor)\n        return img\n        \n    def forward(self, img1, img2):\n\n        fn_idx, brightness_factor, contrast_factor, saturation_factor, hue_factor = self.get_params(\n            self.brightness, self.contrast, self.saturation, self.hue\n        )\n        img1 = self.jitter_one(img1, fn_idx, brightness_factor, contrast_factor, saturation_factor, hue_factor)\n        if torch.rand(1) < self.assymetric_prob: # assymetric:\n            fn_idx, brightness_factor, contrast_factor, saturation_factor, hue_factor = self.get_params(\n                self.brightness, self.contrast, self.saturation, self.hue\n            )\n        img2 = self.jitter_one(img2, fn_idx, brightness_factor, contrast_factor, saturation_factor, hue_factor)\n        return img1, img2\n\ndef get_pair_transforms(transform_str, totensor=True, normalize=True):\n    # transform_str is eg    crop224+color\n    trfs = []\n    for s in transform_str.split('+'):\n        if s.startswith('crop'):\n            size = int(s[len('crop'):])\n            trfs.append(RandomCropPair(size))\n        elif s=='acolor':\n            trfs.append(ColorJitterPair(assymetric_prob=1.0, brightness=(0.6, 1.4), contrast=(0.6, 1.4), saturation=(0.6, 1.4), hue=0.0))\n        elif s=='': # if transform_str was \"\"\n            pass\n        else:\n            raise NotImplementedError('Unknown augmentation: '+s)\n            \n    if totensor:\n        trfs.append( ToTensorBoth() )\n    if normalize:\n        trfs.append( NormalizeBoth(mean=[0.485, 0.456, 0.406], std=[0.229, 0.224, 0.225]) )\n\n    if len(trfs)==0:\n        return None\n    elif len(trfs)==1:\n        return trfs\n    else:\n        return ComposePair(trfs)\n        \n        \n        \n        \n        \n"
  },
  {
    "path": "croco/models/blocks.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n\n\n# --------------------------------------------------------\n# Main encoder/decoder blocks\n# --------------------------------------------------------\n# References: \n# timm\n# https://github.com/rwightman/pytorch-image-models/blob/master/timm/models/vision_transformer.py\n# https://github.com/rwightman/pytorch-image-models/blob/master/timm/models/layers/helpers.py\n# https://github.com/rwightman/pytorch-image-models/blob/master/timm/models/layers/drop.py\n# https://github.com/rwightman/pytorch-image-models/blob/master/timm/models/layers/mlp.py\n# https://github.com/rwightman/pytorch-image-models/blob/master/timm/models/layers/patch_embed.py\n\n\nimport torch\nimport torch.nn as nn \n\nfrom itertools import repeat\nimport collections.abc\n\n\ndef _ntuple(n):\n    def parse(x):\n        if isinstance(x, collections.abc.Iterable) and not isinstance(x, str):\n            return x\n        return tuple(repeat(x, n))\n    return parse\nto_2tuple = _ntuple(2)\n\ndef drop_path(x, drop_prob: float = 0., training: bool = False, scale_by_keep: bool = True):\n    \"\"\"Drop paths (Stochastic Depth) per sample (when applied in main path of residual blocks).\n    \"\"\"\n    if drop_prob == 0. or not training:\n        return x\n    keep_prob = 1 - drop_prob\n    shape = (x.shape[0],) + (1,) * (x.ndim - 1)  # work with diff dim tensors, not just 2D ConvNets\n    random_tensor = x.new_empty(shape).bernoulli_(keep_prob)\n    if keep_prob > 0.0 and scale_by_keep:\n        random_tensor.div_(keep_prob)\n    return x * random_tensor\n\nclass DropPath(nn.Module):\n    \"\"\"Drop paths (Stochastic Depth) per sample  (when applied in main path of residual blocks).\n    \"\"\"\n    def __init__(self, drop_prob: float = 0., scale_by_keep: bool = True):\n        super(DropPath, self).__init__()\n        self.drop_prob = drop_prob\n        self.scale_by_keep = scale_by_keep\n\n    def forward(self, x):\n        return drop_path(x, self.drop_prob, self.training, self.scale_by_keep)\n\n    def extra_repr(self):\n        return f'drop_prob={round(self.drop_prob,3):0.3f}'\n\nclass Mlp(nn.Module):\n    \"\"\" MLP as used in Vision Transformer, MLP-Mixer and related networks\"\"\"\n    def __init__(self, in_features, hidden_features=None, out_features=None, act_layer=nn.GELU, bias=True, drop=0.):\n        super().__init__()\n        out_features = out_features or in_features\n        hidden_features = hidden_features or in_features\n        bias = to_2tuple(bias)\n        drop_probs = to_2tuple(drop)\n\n        self.fc1 = nn.Linear(in_features, hidden_features, bias=bias[0])\n        self.act = act_layer()\n        self.drop1 = nn.Dropout(drop_probs[0])\n        self.fc2 = nn.Linear(hidden_features, out_features, bias=bias[1])\n        self.drop2 = nn.Dropout(drop_probs[1])\n\n    def forward(self, x):\n        x = self.fc1(x)\n        x = self.act(x)\n        x = self.drop1(x)\n        x = self.fc2(x)\n        x = self.drop2(x)\n        return x\n\nclass Attention(nn.Module):\n\n    def __init__(self, dim, rope=None, num_heads=8, qkv_bias=False, attn_drop=0., proj_drop=0.):\n        super().__init__()\n        self.num_heads = num_heads\n        head_dim = dim // num_heads\n        self.scale = head_dim ** -0.5\n        self.qkv = nn.Linear(dim, dim * 3, bias=qkv_bias)\n        self.attn_drop = nn.Dropout(attn_drop)\n        self.proj = nn.Linear(dim, dim)\n        self.proj_drop = nn.Dropout(proj_drop)\n        self.rope = rope \n\n    def forward(self, x, xpos):\n        B, N, C = x.shape\n\n        qkv = self.qkv(x).reshape(B, N, 3, self.num_heads, C // self.num_heads).transpose(1,3)\n        q, k, v = [qkv[:,:,i] for i in range(3)]\n        # q,k,v = qkv.unbind(2)  # make torchscript happy (cannot use tensor as tuple)\n               \n        if self.rope is not None:\n            q = self.rope(q, xpos)\n            k = self.rope(k, xpos)\n               \n        attn = (q @ k.transpose(-2, -1)) * self.scale\n        attn = attn.softmax(dim=-1)\n        attn = self.attn_drop(attn)\n\n        x = (attn @ v).transpose(1, 2).reshape(B, N, C)\n        x = self.proj(x)\n        x = self.proj_drop(x)\n        return x\n\nclass Block(nn.Module):\n\n    def __init__(self, dim, num_heads, mlp_ratio=4., qkv_bias=False, drop=0., attn_drop=0.,\n                 drop_path=0., act_layer=nn.GELU, norm_layer=nn.LayerNorm, rope=None):\n        super().__init__()\n        self.norm1 = norm_layer(dim)\n        self.attn = Attention(dim, rope=rope, num_heads=num_heads, qkv_bias=qkv_bias, attn_drop=attn_drop, proj_drop=drop)\n        # NOTE: drop path for stochastic depth, we shall see if this is better than dropout here\n        self.drop_path = DropPath(drop_path) if drop_path > 0. else nn.Identity()\n        self.norm2 = norm_layer(dim)\n        mlp_hidden_dim = int(dim * mlp_ratio)\n        self.mlp = Mlp(in_features=dim, hidden_features=mlp_hidden_dim, act_layer=act_layer, drop=drop)\n\n    def forward(self, x, xpos):\n        x = x + self.drop_path(self.attn(self.norm1(x), xpos))\n        x = x + self.drop_path(self.mlp(self.norm2(x)))\n        return x\n    \nclass ATMBlock(nn.Module):\n    # fxz modify\n    def __init__(self, dim, num_heads, qkv_bias=False, attn_drop=0., drop=0., act_layer=nn.GELU, norm_layer=nn.LayerNorm, mlp_ratio=4.):\n        super().__init__()\n        self.cross_attn = CrossAttention(dim, rope=None, num_heads=num_heads, qkv_bias=qkv_bias, attn_drop=attn_drop, proj_drop=drop)\n        mlp_hidden_dim = int(dim * mlp_ratio)\n        self.norm2 = norm_layer(dim)\n        self.mlp = Mlp(in_features=dim, hidden_features=mlp_hidden_dim, act_layer=act_layer, drop=drop)\n        \n    def forward(self, tokens, each_grid_h, each_grid_w):\n        B, H, W, C = tokens.shape\n        # query: B, C, H/each_grid_h, W/each_grid_w\n        query = nn.functional.avg_pool2d(tokens.permute(0, 3, 1, 2), \n                                         kernel_size=(each_grid_h, each_grid_w),\n                                         stride=(each_grid_h, each_grid_w))\n        query = query.view(B, C, -1).permute(0, 2, 1).view(-1, 1, C) # B'1C in attn\n        \n        # key = tokens.permute(0, 3, 1, 2).view(B, C, each_grid_h, int(H/each_grid_h), each_grid_w, int(W/each_grid_w))\n        # # B, H/each_grid_h, W/each_grid_w, C, each_grid_h*each_grid_w:\n        # key = key.permute(0, 3, 5, 1, 2, 4).reshape(B, int(H/each_grid_h), int(W/each_grid_w), C, -1)\n        # key = key.reshape(B*int(H/each_grid_h)*int(W/each_grid_w), C, -1).permute(0, 2, 1) # B'4C\n        \n        key_i_list = []\n        for i_h in range(0, H, each_grid_h):\n            for i_w in range(0, W, each_grid_w):\n                key_i_list.append(tokens[:, i_h:i_h+each_grid_h, i_w:i_w+each_grid_w, :].reshape(B, -1, C))\n        # key: BXC (X is 1 or 2 or 4)\n        key = torch.stack(key_i_list, dim=1) # BNXC\n        key = key.reshape(-1, key.shape[2], C)\n        \n        merged = query + self.cross_attn(query, key, key, None, None)\n        merged = self.mlp(merged)\n        \n        return merged.reshape(B, -1, C)\n\nclass CrossAttention(nn.Module):\n    \n    def __init__(self, dim, rope=None, num_heads=8, qkv_bias=False, attn_drop=0., proj_drop=0.):\n        super().__init__()\n        self.num_heads = num_heads\n        head_dim = dim // num_heads\n        self.scale = head_dim ** -0.5\n\n        self.projq = nn.Linear(dim, dim, bias=qkv_bias)\n        self.projk = nn.Linear(dim, dim, bias=qkv_bias)\n        self.projv = nn.Linear(dim, dim, bias=qkv_bias)\n        self.attn_drop = nn.Dropout(attn_drop)\n        self.proj = nn.Linear(dim, dim)\n        self.proj_drop = nn.Dropout(proj_drop)\n        \n        self.rope = rope\n        \n    def forward(self, query, key, value, qpos, kpos):\n        B, Nq, C = query.shape\n        Nk = key.shape[1]\n        Nv = value.shape[1]\n        \n        q = self.projq(query).reshape(B,Nq,self.num_heads, C// self.num_heads).permute(0, 2, 1, 3)\n        k = self.projk(key).reshape(B,Nk,self.num_heads, C// self.num_heads).permute(0, 2, 1, 3)\n        v = self.projv(value).reshape(B,Nv,self.num_heads, C// self.num_heads).permute(0, 2, 1, 3)\n        \n        if self.rope is not None:\n            q = self.rope(q, qpos)\n            k = self.rope(k, kpos)\n            \n        attn = (q @ k.transpose(-2, -1)) * self.scale\n        attn = attn.softmax(dim=-1)\n        attn = self.attn_drop(attn)\n\n        x = (attn @ v).transpose(1, 2).reshape(B, Nq, C)\n        x = self.proj(x)\n        x = self.proj_drop(x)\n        return x\n\nclass DecoderBlock(nn.Module):\n\n    def __init__(self, dim, num_heads, mlp_ratio=4., qkv_bias=False, drop=0., attn_drop=0.,\n                 drop_path=0., act_layer=nn.GELU, norm_layer=nn.LayerNorm, norm_mem=True, rope=None):\n        super().__init__()\n        self.norm1 = norm_layer(dim)\n        self.attn = Attention(dim, rope=rope, num_heads=num_heads, qkv_bias=qkv_bias, attn_drop=attn_drop, proj_drop=drop)\n        self.cross_attn = CrossAttention(dim, rope=rope, num_heads=num_heads, qkv_bias=qkv_bias, attn_drop=attn_drop, proj_drop=drop)\n        self.drop_path = DropPath(drop_path) if drop_path > 0. else nn.Identity()\n        self.norm2 = norm_layer(dim)\n        self.norm3 = norm_layer(dim)\n        mlp_hidden_dim = int(dim * mlp_ratio)\n        self.mlp = Mlp(in_features=dim, hidden_features=mlp_hidden_dim, act_layer=act_layer, drop=drop)\n        self.norm_y = norm_layer(dim) if norm_mem else nn.Identity()\n\n    def forward(self, x, y, xpos, ypos):\n        x = x + self.drop_path(self.attn(self.norm1(x), xpos))\n        y_ = self.norm_y(y)\n        x = x + self.drop_path(self.cross_attn(self.norm2(x), y_, y_, xpos, ypos))\n        x = x + self.drop_path(self.mlp(self.norm3(x)))\n        return x, y\n        \n        \n# patch embedding\nclass PositionGetter(object):\n    \"\"\" return positions of patches \"\"\"\n\n    def __init__(self):\n        self.cache_positions = {}\n        \n    def __call__(self, b, h, w, device):\n        if not (h,w) in self.cache_positions:\n            x = torch.arange(w, device=device)\n            y = torch.arange(h, device=device)\n            self.cache_positions[h,w] = torch.cartesian_prod(y, x) # (h, w, 2)\n        pos = self.cache_positions[h,w].view(1, h*w, 2).expand(b, -1, 2).clone()\n        return pos\n\nclass PatchEmbed(nn.Module):\n    \"\"\" just adding _init_weights + position getter compared to timm.models.layers.patch_embed.PatchEmbed\"\"\"\n\n    def __init__(self, img_size=224, patch_size=16, in_chans=3, embed_dim=768, norm_layer=None, flatten=True):\n        super().__init__()\n        img_size = to_2tuple(img_size)\n        patch_size = to_2tuple(patch_size)\n        self.img_size = img_size\n        self.patch_size = patch_size\n        self.grid_size = (img_size[0] // patch_size[0], img_size[1] // patch_size[1])\n        self.num_patches = self.grid_size[0] * self.grid_size[1]\n        self.flatten = flatten\n\n        self.proj = nn.Conv2d(in_chans, embed_dim, kernel_size=patch_size, stride=patch_size)\n        self.norm = norm_layer(embed_dim) if norm_layer else nn.Identity()\n        \n        self.position_getter = PositionGetter()\n        \n    def forward(self, x):\n        B, C, H, W = x.shape\n        torch._assert(H == self.img_size[0], f\"Input image height ({H}) doesn't match model ({self.img_size[0]}).\")\n        torch._assert(W == self.img_size[1], f\"Input image width ({W}) doesn't match model ({self.img_size[1]}).\")\n        x = self.proj(x)\n        pos = self.position_getter(B, x.size(2), x.size(3), x.device)\n        if self.flatten:\n            x = x.flatten(2).transpose(1, 2)  # BCHW -> BNC\n        x = self.norm(x)\n        return x, pos\n        \n    def _init_weights(self):\n        w = self.proj.weight.data\n        torch.nn.init.xavier_uniform_(w.view([w.shape[0], -1])) \n\n"
  },
  {
    "path": "croco/models/criterion.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n# \n# --------------------------------------------------------\n# Criterion to train CroCo\n# --------------------------------------------------------\n# References:\n# MAE: https://github.com/facebookresearch/mae\n# --------------------------------------------------------\n\nimport torch\n\nclass MaskedMSE(torch.nn.Module):\n\n    def __init__(self, norm_pix_loss=False, masked=True):\n        \"\"\"\n            norm_pix_loss: normalize each patch by their pixel mean and variance\n            masked: compute loss over the masked patches only \n        \"\"\"\n        super().__init__()\n        self.norm_pix_loss = norm_pix_loss\n        self.masked = masked \n        \n    def forward(self, pred, mask, target):\n        \n        if self.norm_pix_loss:\n            mean = target.mean(dim=-1, keepdim=True)\n            var = target.var(dim=-1, keepdim=True)\n            target = (target - mean) / (var + 1.e-6)**.5\n            \n        loss = (pred - target) ** 2\n        loss = loss.mean(dim=-1)  # [N, L], mean loss per patch\n        if self.masked:\n            loss = (loss * mask).sum() / mask.sum()  # mean loss on masked patches\n        else:\n            loss = loss.mean()  # mean loss\n        return loss\n"
  },
  {
    "path": "croco/models/croco.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n\n\n# --------------------------------------------------------\n# CroCo model during pretraining\n# --------------------------------------------------------\n\n\nimport math\nimport torch\nimport torch.nn as nn\ntorch.backends.cuda.matmul.allow_tf32 = True # for gpu >= Ampere and pytorch >= 1.12\nfrom functools import partial\n\nfrom models.blocks import Block, DecoderBlock, PatchEmbed, ATMBlock\nfrom models.pos_embed import get_2d_sincos_pos_embed, RoPE2D \nfrom models.masking import RandomMask\n\n\nclass CroCoNet(nn.Module):\n\n    def __init__(self,\n                 img_size=224,           # input image size\n                 patch_size=16,          # patch_size \n                 mask_ratio=0.9,         # ratios of masked tokens \n                 enc_embed_dim=768,      # encoder feature dimension\n                 enc_depth=12,           # encoder depth \n                 enc_num_heads=12,       # encoder number of heads in the transformer block \n                 dec_embed_dim=512,      # decoder feature dimension \n                 dec_depth=8,            # decoder depth \n                 dec_num_heads=16,       # decoder number of heads in the transformer block \n                 mlp_ratio=4,\n                 norm_layer=partial(nn.LayerNorm, eps=1e-6),\n                 norm_im2_in_dec=True,   # whether to apply normalization of the 'memory' = (second image) in the decoder \n                 pos_embed='cosine',     # positional embedding (either cosine or RoPE100)\n                ):\n                \n        super(CroCoNet, self).__init__()\n                \n        # patch embeddings  (with initialization done as in MAE)\n        self._set_patch_embed(img_size, patch_size, enc_embed_dim)\n\n        # mask generations\n        self._set_mask_generator(self.patch_embed.num_patches, mask_ratio)\n\n        self.pos_embed = pos_embed\n        self.patch_size = patch_size\n        if pos_embed=='cosine':\n            # positional embedding of the encoder \n            enc_pos_embed = get_2d_sincos_pos_embed(enc_embed_dim, int(self.patch_embed.num_patches**.5), n_cls_token=0)\n            self.register_buffer('enc_pos_embed', torch.from_numpy(enc_pos_embed).float())\n            # positional embedding of the decoder  \n            dec_pos_embed = get_2d_sincos_pos_embed(dec_embed_dim, int(self.patch_embed.num_patches**.5), n_cls_token=0)\n            self.register_buffer('dec_pos_embed', torch.from_numpy(dec_pos_embed).float())\n            # pos embedding in each block\n            self.rope = None # nothing for cosine \n        elif pos_embed.startswith('RoPE'): # eg RoPE100 \n            self.enc_pos_embed = None # nothing to add in the encoder with RoPE\n            self.dec_pos_embed = None # nothing to add in the decoder with RoPE\n            if RoPE2D is None: raise ImportError(\"Cannot find cuRoPE2D, please install it following the README instructions\")\n            freq = float(pos_embed[len('RoPE'):])\n            self.rope = RoPE2D(freq=freq)\n        elif pos_embed.startswith(\"DINO\"):\n            self.interpolate_offset = None\n            self.rope = None\n            self.interpolate_antialias = False\n            self.enc_pos_embed = nn.Parameter(torch.zeros(1, self.patch_embed.num_patches, enc_embed_dim)) # learnable\n            self.dec_pos_embed = nn.Parameter(torch.zeros(1, self.patch_embed.num_patches, dec_embed_dim)) # learnable\n            # test: add RoPE with enc_pos_embed together\n            if RoPE2D is None: raise ImportError(\"Cannot find cuRoPE2D, please install it following the README instructions\")\n            self.rope = RoPE2D(freq=100)\n        elif pos_embed.startswith(\"ATMRoPE\"):\n            self.enc_pos_embed = None # nothing to add in the encoder with RoPE\n            self.dec_pos_embed = None # nothing to add in the decoder with RoPE\n            if RoPE2D is None: raise ImportError(\"Cannot find cuRoPE2D, please install it following the README instructions\")\n            freq = float(pos_embed[len('ATMRoPE'):])\n            self.rope = RoPE2D(freq=freq)\n            # fxz: ATM block\n            self.atm_block = ATMBlock(enc_embed_dim, enc_num_heads, qkv_bias=False, attn_drop=0., drop=0.)\n        else:\n            raise NotImplementedError('Unknown pos_embed '+pos_embed)\n\n        # transformer for the encoder \n        self.enc_depth = enc_depth\n        self.enc_embed_dim = enc_embed_dim\n        self.enc_blocks = nn.ModuleList([\n            Block(enc_embed_dim, enc_num_heads, mlp_ratio, qkv_bias=True, norm_layer=norm_layer, rope=self.rope)\n            for i in range(enc_depth)])\n        self.enc_norm = norm_layer(enc_embed_dim)\n        \n        # masked tokens \n        self._set_mask_token(dec_embed_dim)\n\n        # decoder \n        self._set_decoder(enc_embed_dim, dec_embed_dim, dec_num_heads, dec_depth, mlp_ratio, norm_layer, norm_im2_in_dec)\n        \n        # prediction head \n        self._set_prediction_head(dec_embed_dim, patch_size)\n        \n        # initializer weights\n        self.initialize_weights()           \n\n    # according to DINOv2\n    def interpolate_pose_encoding_dust3r(self, x, pos_embed_code, img_w, img_h, fuzzy_pe=True):\n        # x shape: N, patched, enc_dim or dec_dim\n        previous_dtype = x.dtype\n        B, patch_num, dim = x.shape\n        # when using grid_sample this is not neccesary:\n        # if patch_num == pos_embed_code.shape[1] and img_w == img_h:\n        #     return pos_embed_code\n        w0 = img_w // self.patch_size\n        h0 = img_h // self.patch_size\n        \n        kwargs = {}\n        M = int(math.sqrt(pos_embed_code.shape[1]))  # Recover the number of patches in each dimension\n        assert pos_embed_code.shape[1] == M * M\n        \n        # if self.interpolate_offset:\n        #     # Historical kludge: add a small number to avoid floating point error in the interpolation, see https://github.com/facebookresearch/dino/issues/8\n        #     # Note: still needed for backward-compatibility, the underlying operators are using both output size and scale factors\n        #     sx = float(w0 + self.interpolate_offset) / M\n        #     sy = float(h0 + self.interpolate_offset) / M\n        #     kwargs[\"scale_factor\"] = (sx, sy)\n        # else:\n        #     # Simply specify an output size instead of a scale factor\n        #     kwargs[\"size\"] = (w0, h0)\n        # pos_embed_code = nn.functional.interpolate(\n        #     pos_embed_code.reshape(1, M, M, dim).permute(0, 3, 1, 2),\n        #     mode=\"bicubic\",\n        #     antialias=self.interpolate_antialias,\n        #     **kwargs,\n        # )\n        \n        # add fuzzy positional encoding [grid_sample]; pos_embed_code: B,M*M,dim\n        grid_h = torch.linspace(-1, 1, h0)\n        grid_w = torch.linspace(-1, 1, w0)\n        mesh_h, mesh_w = torch.meshgrid(grid_h, grid_w, indexing=\"ij\")\n        grid_pos = torch.stack((mesh_h, mesh_w), dim=-1)[None, ...].to(x.device) # B,Hout,Wout,2\n        \n        # add noise to grid_pos here: Fuzzy_Positional_Encoding\n        if fuzzy_pe:\n            h_interval, w_interval = 2. / h0, 2. / w0\n            fuzzy_noise = torch.rand_like(grid_pos) # [0,1)\n            fuzzy_noise[..., -2] = fuzzy_noise[..., -2] * h_interval - h_interval / 2.\n            fuzzy_noise[..., -1] = fuzzy_noise[..., -1] * w_interval - w_interval / 2.\n            grid_pos = grid_pos + fuzzy_noise\n        \n        pos_embed_code = nn.functional.grid_sample(pos_embed_code.reshape(1, M, M, dim).permute(0, 3, 1, 2), grid_pos, \n                                                   mode=\"bilinear\",\n                                                   padding_mode=\"zeros\",\n                                                   align_corners=False)\n        \n        # assert (w0, h0) == pos_embed_code.shape[-2:]\n        assert (h0, w0) == pos_embed_code.shape[-2:]\n        pos_embed_code = pos_embed_code.permute(0, 2, 3, 1).view(1, -1, dim).repeat(B, 1, 1)\n        return pos_embed_code.to(previous_dtype)\n\n    def _set_patch_embed(self, img_size=224, patch_size=16, enc_embed_dim=768):\n        self.patch_embed = PatchEmbed(img_size, patch_size, 3, enc_embed_dim)\n\n    def _set_mask_generator(self, num_patches, mask_ratio):\n        self.mask_generator = RandomMask(num_patches, mask_ratio)\n        \n    def _set_mask_token(self, dec_embed_dim):\n        self.mask_token = nn.Parameter(torch.zeros(1, 1, dec_embed_dim))\n        \n    def _set_decoder(self, enc_embed_dim, dec_embed_dim, dec_num_heads, dec_depth, mlp_ratio, norm_layer, norm_im2_in_dec):\n        self.dec_depth = dec_depth\n        self.dec_embed_dim = dec_embed_dim\n        # transfer from encoder to decoder \n        self.decoder_embed = nn.Linear(enc_embed_dim, dec_embed_dim, bias=True)\n        # transformer for the decoder \n        self.dec_blocks = nn.ModuleList([\n            DecoderBlock(dec_embed_dim, dec_num_heads, mlp_ratio=mlp_ratio, qkv_bias=True, norm_layer=norm_layer, norm_mem=norm_im2_in_dec, rope=self.rope)\n            for i in range(dec_depth)])\n        # final norm layer \n        self.dec_norm = norm_layer(dec_embed_dim)\n        \n    def _set_prediction_head(self, dec_embed_dim, patch_size):\n         self.prediction_head = nn.Linear(dec_embed_dim, patch_size**2 * 3, bias=True)\n        \n        \n    def initialize_weights(self):\n        # patch embed \n        self.patch_embed._init_weights()\n        # mask tokens\n        if self.mask_token is not None: torch.nn.init.normal_(self.mask_token, std=.02)\n        # linears and layer norms\n        self.apply(self._init_weights)\n\n    def _init_weights(self, m):\n        if isinstance(m, nn.Linear):\n            # we use xavier_uniform following official JAX ViT:\n            torch.nn.init.xavier_uniform_(m.weight)\n            if isinstance(m, nn.Linear) and m.bias is not None:\n                nn.init.constant_(m.bias, 0)\n        elif isinstance(m, nn.LayerNorm):\n            nn.init.constant_(m.bias, 0)\n            nn.init.constant_(m.weight, 1.0)\n            \n    def _encode_image(self, image, do_mask=False, return_all_blocks=False):\n        \"\"\"\n        image has B x 3 x img_size x img_size \n        do_mask: whether to perform masking or not\n        return_all_blocks: if True, return the features at the end of every block \n                           instead of just the features from the last block (eg for some prediction heads)\n        \"\"\"\n        # embed the image into patches  (x has size B x Npatches x C) \n        # and get position if each return patch (pos has size B x Npatches x 2)\n        x, pos = self.patch_embed(image)              \n        # add positional embedding without cls token  \n        if self.enc_pos_embed is not None: \n            x = x + self.enc_pos_embed[None,...]\n        # apply masking \n        B,N,C = x.size()\n        if do_mask:\n            masks = self.mask_generator(x)\n            x = x[~masks].view(B, -1, C)\n            posvis = pos[~masks].view(B, -1, 2)\n        else:\n            B,N,C = x.size()\n            masks = torch.zeros((B,N), dtype=bool)\n            posvis = pos\n        # now apply the transformer encoder and normalization        \n        if return_all_blocks:\n            out = []\n            for blk in self.enc_blocks:\n                x = blk(x, posvis)\n                out.append(x)\n            out[-1] = self.enc_norm(out[-1])\n            return out, pos, masks\n        else:\n            for blk in self.enc_blocks:\n                x = blk(x, posvis)\n            x = self.enc_norm(x)\n            return x, pos, masks\n \n    def _decoder(self, feat1, pos1, masks1, feat2, pos2, return_all_blocks=False):\n        \"\"\"\n        return_all_blocks: if True, return the features at the end of every block \n                           instead of just the features from the last block (eg for some prediction heads)\n                           \n        masks1 can be None => assume image1 fully visible \n        \"\"\"\n        # encoder to decoder layer \n        visf1 = self.decoder_embed(feat1)\n        f2 = self.decoder_embed(feat2)\n        # append masked tokens to the sequence\n        B,Nenc,C = visf1.size()\n        if masks1 is None: # downstreams\n            f1_ = visf1\n        else: # pretraining \n            Ntotal = masks1.size(1)\n            f1_ = self.mask_token.repeat(B, Ntotal, 1).to(dtype=visf1.dtype)\n            f1_[~masks1] = visf1.view(B * Nenc, C)\n        # add positional embedding\n        if self.dec_pos_embed is not None:\n            f1_ = f1_ + self.dec_pos_embed\n            f2 = f2 + self.dec_pos_embed\n        # apply Transformer blocks\n        out = f1_\n        out2 = f2 \n        if return_all_blocks:\n            _out, out = out, []\n            for blk in self.dec_blocks:\n                _out, out2 = blk(_out, out2, pos1, pos2)\n                out.append(_out)\n            out[-1] = self.dec_norm(out[-1])\n        else:\n            for blk in self.dec_blocks:\n                out, out2 = blk(out, out2, pos1, pos2)\n            out = self.dec_norm(out)\n        return out\n\n    def patchify(self, imgs):\n        \"\"\"\n        imgs: (B, 3, H, W)\n        x: (B, L, patch_size**2 *3)\n        \"\"\"\n        p = self.patch_embed.patch_size[0]\n        assert imgs.shape[2] == imgs.shape[3] and imgs.shape[2] % p == 0\n\n        h = w = imgs.shape[2] // p\n        x = imgs.reshape(shape=(imgs.shape[0], 3, h, p, w, p))\n        x = torch.einsum('nchpwq->nhwpqc', x)\n        x = x.reshape(shape=(imgs.shape[0], h * w, p**2 * 3))\n        \n        return x\n\n    def unpatchify(self, x, channels=3):\n        \"\"\"\n        x: (N, L, patch_size**2 *channels)\n        imgs: (N, 3, H, W)\n        \"\"\"\n        patch_size = self.patch_embed.patch_size[0]\n        h = w = int(x.shape[1]**.5)\n        assert h * w == x.shape[1]\n        x = x.reshape(shape=(x.shape[0], h, w, patch_size, patch_size, channels))\n        x = torch.einsum('nhwpqc->nchpwq', x)\n        imgs = x.reshape(shape=(x.shape[0], channels, h * patch_size, h * patch_size))\n        return imgs\n\n    def forward(self, img1, img2):\n        \"\"\"\n        img1: tensor of size B x 3 x img_size x img_size\n        img2: tensor of size B x 3 x img_size x img_size\n        \n        out will be    B x N x (3*patch_size*patch_size)\n        masks are also returned as B x N just in case \n        \"\"\"\n        # encoder of the masked first image \n        feat1, pos1, mask1 = self._encode_image(img1, do_mask=True)\n        # encoder of the second image \n        feat2, pos2, _ = self._encode_image(img2, do_mask=False)\n        # decoder \n        decfeat = self._decoder(feat1, pos1, mask1, feat2, pos2)\n        # prediction head \n        out = self.prediction_head(decfeat)\n        # get target\n        target = self.patchify(img1)\n        return out, mask1, target\n"
  },
  {
    "path": "croco/models/croco_downstream.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n\n# --------------------------------------------------------\n# CroCo model for downstream tasks\n# --------------------------------------------------------\n\nimport torch\n\nfrom .croco import CroCoNet\n\n\ndef croco_args_from_ckpt(ckpt):\n    if 'croco_kwargs' in ckpt: # CroCo v2 released models\n        return ckpt['croco_kwargs']\n    elif 'args' in ckpt and hasattr(ckpt['args'], 'model'): # pretrained using the official code release\n        s = ckpt['args'].model # eg \"CroCoNet(enc_embed_dim=1024, enc_num_heads=16, enc_depth=24)\"\n        assert s.startswith('CroCoNet(')\n        return eval('dict'+s[len('CroCoNet'):]) # transform it into the string of a dictionary and evaluate it\n    else: # CroCo v1 released models\n        return dict()\n\nclass CroCoDownstreamMonocularEncoder(CroCoNet):\n\n    def __init__(self,\n                 head,\n                 **kwargs):\n        \"\"\" Build network for monocular downstream task, only using the encoder.\n        It takes an extra argument head, that is called with the features \n          and a dictionary img_info containing 'width' and 'height' keys\n        The head is setup with the croconet arguments in this init function\n        NOTE: It works by *calling super().__init__() but with redefined setters\n        \n        \"\"\"\n        super(CroCoDownstreamMonocularEncoder, self).__init__(**kwargs)\n        head.setup(self)\n        self.head = head\n\n    def _set_mask_generator(self, *args, **kwargs):\n        \"\"\" No mask generator \"\"\"\n        return\n\n    def _set_mask_token(self, *args, **kwargs):\n        \"\"\" No mask token \"\"\"\n        self.mask_token = None\n        return\n\n    def _set_decoder(self, *args, **kwargs):\n        \"\"\" No decoder \"\"\"\n        return\n\n    def _set_prediction_head(self, *args, **kwargs):\n        \"\"\" No 'prediction head' for downstream tasks.\"\"\"\n        return\n\n    def forward(self, img):\n        \"\"\"\n        img if of size batch_size x 3 x h x w\n        \"\"\"\n        B, C, H, W = img.size()\n        img_info = {'height': H, 'width': W}\n        need_all_layers = hasattr(self.head, 'return_all_blocks') and self.head.return_all_blocks\n        out, _, _ = self._encode_image(img, do_mask=False, return_all_blocks=need_all_layers)\n        return self.head(out, img_info)\n        \n        \nclass CroCoDownstreamBinocular(CroCoNet):\n\n    def __init__(self,\n                 head,\n                 **kwargs):\n        \"\"\" Build network for binocular downstream task\n        It takes an extra argument head, that is called with the features \n          and a dictionary img_info containing 'width' and 'height' keys\n        The head is setup with the croconet arguments in this init function\n        \"\"\"\n        super(CroCoDownstreamBinocular, self).__init__(**kwargs)\n        head.setup(self)\n        self.head = head\n\n    def _set_mask_generator(self, *args, **kwargs):\n        \"\"\" No mask generator \"\"\"\n        return\n\n    def _set_mask_token(self, *args, **kwargs):\n        \"\"\" No mask token \"\"\"\n        self.mask_token = None\n        return\n\n    def _set_prediction_head(self, *args, **kwargs):\n        \"\"\" No prediction head for downstream tasks, define your own head \"\"\"\n        return\n        \n    def encode_image_pairs(self, img1, img2, return_all_blocks=False):\n        \"\"\" run encoder for a pair of images\n            it is actually ~5% faster to concatenate the images along the batch dimension \n             than to encode them separately\n        \"\"\"\n        ## the two commented lines below is the naive version with separate encoding\n        #out, pos, _ = self._encode_image(img1, do_mask=False, return_all_blocks=return_all_blocks)\n        #out2, pos2, _ = self._encode_image(img2, do_mask=False, return_all_blocks=False)\n        ## and now the faster version\n        out, pos, _ = self._encode_image( torch.cat( (img1,img2), dim=0), do_mask=False, return_all_blocks=return_all_blocks )\n        if return_all_blocks:\n            out,out2 = list(map(list, zip(*[o.chunk(2, dim=0) for o in out])))\n            out2 = out2[-1]\n        else:\n            out,out2 = out.chunk(2, dim=0)\n        pos,pos2 = pos.chunk(2, dim=0)            \n        return out, out2, pos, pos2\n\n    def forward(self, img1, img2):\n        B, C, H, W = img1.size()\n        img_info = {'height': H, 'width': W}\n        return_all_blocks = hasattr(self.head, 'return_all_blocks') and self.head.return_all_blocks\n        out, out2, pos, pos2 = self.encode_image_pairs(img1, img2, return_all_blocks=return_all_blocks)\n        if return_all_blocks:\n            decout = self._decoder(out[-1], pos, None, out2, pos2, return_all_blocks=return_all_blocks)\n            decout = out+decout\n        else:\n            decout = self._decoder(out, pos, None, out2, pos2, return_all_blocks=return_all_blocks)\n        return self.head(decout, img_info)"
  },
  {
    "path": "croco/models/curope/__init__.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n\nfrom .curope2d import cuRoPE2D\n"
  },
  {
    "path": "croco/models/curope/curope.cpp",
    "content": "/* \n  Copyright (C) 2022-present Naver Corporation. All rights reserved.\n  Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n*/\n\n#include <torch/extension.h>\n\n// forward declaration\nvoid rope_2d_cuda( torch::Tensor tokens, const torch::Tensor pos, const float base, const float fwd );\n\nvoid rope_2d_cpu( torch::Tensor tokens, const torch::Tensor positions, const float base, const float fwd )\n{\n    const int B = tokens.size(0);\n    const int N = tokens.size(1);\n    const int H = tokens.size(2);\n    const int D = tokens.size(3) / 4;\n\n    auto tok = tokens.accessor<float, 4>();\n    auto pos = positions.accessor<int64_t, 3>();\n\n    for (int b = 0; b < B; b++) {\n      for (int x = 0; x < 2; x++) { // y and then x (2d)\n        for (int n = 0; n < N; n++) {\n        \n            // grab the token position\n            const int p = pos[b][n][x];\n\n            for (int h = 0; h < H; h++) {\n                for (int d = 0; d < D; d++) {\n                    // grab the two values\n                    float u = tok[b][n][h][d+0+x*2*D];\n                    float v = tok[b][n][h][d+D+x*2*D];\n\n                    // grab the cos,sin\n                    const float inv_freq = fwd * p / powf(base, d/float(D));\n                    float c = cosf(inv_freq);\n                    float s = sinf(inv_freq);\n\n                    // write the result\n                    tok[b][n][h][d+0+x*2*D] = u*c - v*s;\n                    tok[b][n][h][d+D+x*2*D] = v*c + u*s;\n                }\n            }\n        }\n      }\n    }\n}\n\nvoid rope_2d( torch::Tensor tokens,     // B,N,H,D\n        const torch::Tensor positions,  // B,N,2\n        const float base, \n        const float fwd )\n{\n    TORCH_CHECK(tokens.dim() == 4, \"tokens must have 4 dimensions\");\n    TORCH_CHECK(positions.dim() == 3, \"positions must have 3 dimensions\");\n    TORCH_CHECK(tokens.size(0) == positions.size(0), \"batch size differs between tokens & positions\");\n    TORCH_CHECK(tokens.size(1) == positions.size(1), \"seq_length differs between tokens & positions\");\n    TORCH_CHECK(positions.size(2) == 2, \"positions.shape[2] must be equal to 2\");\n    TORCH_CHECK(tokens.is_cuda() == positions.is_cuda(), \"tokens and positions are not on the same device\" );\n\n    if (tokens.is_cuda())\n        rope_2d_cuda( tokens, positions, base, fwd );\n    else\n        rope_2d_cpu( tokens, positions, base, fwd );\n}\n\nPYBIND11_MODULE(TORCH_EXTENSION_NAME, m) {\n  m.def(\"rope_2d\", &rope_2d, \"RoPE 2d forward/backward\");\n}\n"
  },
  {
    "path": "croco/models/curope/curope2d.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n\nimport torch\n\ntry:\n    import curope as _kernels # run `python setup.py install`\nexcept ModuleNotFoundError:\n    from . import curope as _kernels # run `python setup.py build_ext --inplace`\n\n\nclass cuRoPE2D_func (torch.autograd.Function):\n\n    @staticmethod\n    def forward(ctx, tokens, positions, base, F0=1):\n        ctx.save_for_backward(positions)\n        ctx.saved_base = base\n        ctx.saved_F0 = F0\n        # tokens = tokens.clone() # uncomment this if inplace doesn't work\n        _kernels.rope_2d( tokens, positions, base, F0 )\n        ctx.mark_dirty(tokens)\n        return tokens\n\n    @staticmethod\n    def backward(ctx, grad_res):\n        positions, base, F0 = ctx.saved_tensors[0], ctx.saved_base, ctx.saved_F0\n        _kernels.rope_2d( grad_res, positions, base, -F0 )\n        ctx.mark_dirty(grad_res)\n        return grad_res, None, None, None\n\n\nclass cuRoPE2D(torch.nn.Module):\n    def __init__(self, freq=100.0, F0=1.0):\n        super().__init__()\n        self.base = freq \n        self.F0 = F0\n\n    def forward(self, tokens, positions): \n        cuRoPE2D_func.apply( tokens.transpose(1,2), positions, self.base, self.F0 )\n        return tokens"
  },
  {
    "path": "croco/models/curope/kernels.cu",
    "content": "/* \n  Copyright (C) 2022-present Naver Corporation. All rights reserved.\n  Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n*/\n\n#include <torch/extension.h>\n#include <cuda.h>\n#include <cuda_runtime.h>\n#include <vector>\n\n#define CHECK_CUDA(tensor) {\\\n    TORCH_CHECK((tensor).is_cuda(), #tensor \" is not in cuda memory\"); \\\n    TORCH_CHECK((tensor).is_contiguous(), #tensor \" is not contiguous\"); }\nvoid CHECK_KERNEL() {auto error = cudaGetLastError(); TORCH_CHECK( error == cudaSuccess, cudaGetErrorString(error));}\n\n\ntemplate < typename scalar_t  >\n__global__ void rope_2d_cuda_kernel( \n        //scalar_t* __restrict__ tokens, \n        torch::PackedTensorAccessor32<scalar_t,4,torch::RestrictPtrTraits> tokens,\n        const int64_t* __restrict__ pos, \n        const float base, \n        const float fwd )\n        // const int N, const int H, const int D )\n{\n    // tokens shape = (B, N, H, D)\n    const int N = tokens.size(1);\n    const int H = tokens.size(2);\n    const int D = tokens.size(3);\n    \n    // each block update a single token, for all heads\n    // each thread takes care of a single output\n    extern __shared__ float shared[];\n    float* shared_inv_freq = shared + D;\n\n    const int b = blockIdx.x / N;\n    const int n = blockIdx.x % N;\n\n    const int Q = D / 4; \n    // one token = [0..Q : Q..2Q : 2Q..3Q : 3Q..D]\n    //              u_Y     v_Y     u_X      v_X\n\n    // shared memory: first, compute inv_freq\n    if (threadIdx.x < Q)\n        shared_inv_freq[threadIdx.x] = fwd / powf(base, threadIdx.x/float(Q));\n    __syncthreads();\n\n    // start of X or Y part\n    const int X = threadIdx.x < D/2 ? 0 : 1; \n    const int m = (X*D/2) + (threadIdx.x % Q);   // index of u_Y or u_X\n\n    // grab the cos,sin appropriate for me\n    const float freq = pos[blockIdx.x*2+X] * shared_inv_freq[threadIdx.x % Q];\n    const float cos = cosf(freq);\n    const float sin = sinf(freq);\n    /*\n    float* shared_cos_sin = shared + D + D/4;\n    if ((threadIdx.x % (D/2)) < Q)\n        shared_cos_sin[m+0] = cosf(freq);\n    else\n        shared_cos_sin[m+Q] = sinf(freq);\n    __syncthreads();\n    const float cos = shared_cos_sin[m+0];\n    const float sin = shared_cos_sin[m+Q];\n    */\n\n    for (int h = 0; h < H; h++)\n    {\n        // then, load all the token for this head in shared memory\n        shared[threadIdx.x] = tokens[b][n][h][threadIdx.x];\n        __syncthreads();\n\n        const float u = shared[m];\n        const float v = shared[m+Q];\n        \n        // write output\n        if ((threadIdx.x % (D/2)) < Q)\n            tokens[b][n][h][threadIdx.x] = u*cos - v*sin;\n        else\n            tokens[b][n][h][threadIdx.x] = v*cos + u*sin;\n    }\n}\n\nvoid rope_2d_cuda( torch::Tensor tokens, const torch::Tensor pos, const float base, const float fwd ) \n{\n    const int B = tokens.size(0); // batch size\n    const int N = tokens.size(1); // sequence length\n    const int H = tokens.size(2); // number of heads\n    const int D = tokens.size(3); // dimension per head\n\n    TORCH_CHECK(tokens.stride(3) == 1 && tokens.stride(2) == D, \"tokens are not contiguous\");\n    TORCH_CHECK(pos.is_contiguous(), \"positions are not contiguous\");\n    TORCH_CHECK(pos.size(0) == B && pos.size(1) == N && pos.size(2) == 2, \"bad pos.shape\");\n    TORCH_CHECK(D % 4 == 0, \"token dim must be multiple of 4\");\n\n    // one block for each layer, one thread per local-max\n    const int THREADS_PER_BLOCK = D;\n    const int N_BLOCKS = B * N; // each block takes care of H*D values\n    const int SHARED_MEM = sizeof(float) * (D + D/4);\n\n    AT_DISPATCH_FLOATING_TYPES_AND_HALF(tokens.type(), \"rope_2d_cuda\", ([&] {\n        rope_2d_cuda_kernel<scalar_t> <<<N_BLOCKS, THREADS_PER_BLOCK, SHARED_MEM>>> (\n            //tokens.data_ptr<scalar_t>(), \n            tokens.packed_accessor32<scalar_t,4,torch::RestrictPtrTraits>(),\n            pos.data_ptr<int64_t>(), \n            base, fwd); //, N, H, D );\n    }));\n}\n"
  },
  {
    "path": "croco/models/curope/setup.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n\nfrom setuptools import setup\nfrom torch import cuda\nfrom torch.utils.cpp_extension import BuildExtension, CUDAExtension\n\n# compile for all possible CUDA architectures\nall_cuda_archs = cuda.get_gencode_flags().replace('compute=','arch=').split()\n# alternatively, you can list cuda archs that you want, eg:\n# all_cuda_archs = [\n    # '-gencode', 'arch=compute_70,code=sm_70',\n    # '-gencode', 'arch=compute_75,code=sm_75',\n    # '-gencode', 'arch=compute_80,code=sm_80',\n    # '-gencode', 'arch=compute_86,code=sm_86'\n# ]\n\nsetup(\n    name = 'curope',\n    ext_modules = [\n        CUDAExtension(\n                name='curope',\n                sources=[\n                    \"curope.cpp\",\n                    \"kernels.cu\",\n                ],\n                extra_compile_args = dict(\n                    nvcc=['-O3','--ptxas-options=-v',\"--use_fast_math\"]+all_cuda_archs, \n                    cxx=['-O3'])\n                )\n    ],\n    cmdclass = {\n        'build_ext': BuildExtension\n    })\n"
  },
  {
    "path": "croco/models/dpt_block.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n\n# --------------------------------------------------------\n# DPT head for ViTs\n# --------------------------------------------------------\n# References: \n# https://github.com/isl-org/DPT\n# https://github.com/EPFL-VILAB/MultiMAE/blob/main/multimae/output_adapters.py\n\n# Modifications Copyright (C) <Alibaba Group>\n# Changes: image process utils update\n# This is an adaptation and is distributed under the same license (CC BY-NC-SA 4.0).\n# SPDX-License-Identifier: CC-BY-NC-SA-4.0(non-commercial use only)\n\nimport torch\nimport torch.nn as nn\nimport torch.nn.functional as F\nfrom einops import rearrange, repeat\nfrom typing import Union, Tuple, Iterable, List, Optional, Dict\n\ndef pair(t):\n    return t if isinstance(t, tuple) else (t, t)\n\ndef make_scratch(in_shape, out_shape, groups=1, expand=False):\n    scratch = nn.Module()\n\n    out_shape1 = out_shape\n    out_shape2 = out_shape\n    out_shape3 = out_shape\n    out_shape4 = out_shape\n    if expand == True:\n        out_shape1 = out_shape\n        out_shape2 = out_shape * 2\n        out_shape3 = out_shape * 4\n        out_shape4 = out_shape * 8\n\n    scratch.layer1_rn = nn.Conv2d(\n        in_shape[0],\n        out_shape1,\n        kernel_size=3,\n        stride=1,\n        padding=1,\n        bias=False,\n        groups=groups,\n    )\n    scratch.layer2_rn = nn.Conv2d(\n        in_shape[1],\n        out_shape2,\n        kernel_size=3,\n        stride=1,\n        padding=1,\n        bias=False,\n        groups=groups,\n    )\n    scratch.layer3_rn = nn.Conv2d(\n        in_shape[2],\n        out_shape3,\n        kernel_size=3,\n        stride=1,\n        padding=1,\n        bias=False,\n        groups=groups,\n    )\n    scratch.layer4_rn = nn.Conv2d(\n        in_shape[3],\n        out_shape4,\n        kernel_size=3,\n        stride=1,\n        padding=1,\n        bias=False,\n        groups=groups,\n    )\n\n    scratch.layer_rn = nn.ModuleList([\n        scratch.layer1_rn,\n        scratch.layer2_rn,\n        scratch.layer3_rn,\n        scratch.layer4_rn,\n    ])\n\n    return scratch\n\nclass ResidualConvUnit_custom(nn.Module):\n    \"\"\"Residual convolution module.\"\"\"\n\n    def __init__(self, features, activation, bn):\n        \"\"\"Init.\n        Args:\n            features (int): number of features\n        \"\"\"\n        super().__init__()\n\n        self.bn = bn\n\n        self.groups = 1\n\n        self.conv1 = nn.Conv2d(\n            features,\n            features,\n            kernel_size=3,\n            stride=1,\n            padding=1,\n            bias=not self.bn,\n            groups=self.groups,\n        )\n\n        self.conv2 = nn.Conv2d(\n            features,\n            features,\n            kernel_size=3,\n            stride=1,\n            padding=1,\n            bias=not self.bn,\n            groups=self.groups,\n        )\n\n        if self.bn == True:\n            self.bn1 = nn.BatchNorm2d(features)\n            self.bn2 = nn.BatchNorm2d(features)\n\n        self.activation = activation\n\n        self.skip_add = nn.quantized.FloatFunctional()\n\n    def forward(self, x):\n        \"\"\"Forward pass.\n        Args:\n            x (tensor): input\n        Returns:\n            tensor: output\n        \"\"\"\n\n        out = self.activation(x)\n        out = self.conv1(out)\n        if self.bn == True:\n            out = self.bn1(out)\n\n        out = self.activation(out)\n        out = self.conv2(out)\n        if self.bn == True:\n            out = self.bn2(out)\n\n        if self.groups > 1:\n            out = self.conv_merge(out)\n\n        return self.skip_add.add(out, x)\n\nclass FeatureFusionBlock_custom(nn.Module):\n    \"\"\"Feature fusion block.\"\"\"\n\n    def __init__(\n        self,\n        features,\n        activation,\n        deconv=False,\n        bn=False,\n        expand=False,\n        align_corners=True,\n        width_ratio=1,\n    ):\n        \"\"\"Init.\n        Args:\n            features (int): number of features\n        \"\"\"\n        super(FeatureFusionBlock_custom, self).__init__()\n        self.width_ratio = width_ratio\n\n        self.deconv = deconv\n        self.align_corners = align_corners\n\n        self.groups = 1\n\n        self.expand = expand\n        out_features = features\n        if self.expand == True:\n            out_features = features // 2\n\n        self.out_conv = nn.Conv2d(\n            features,\n            out_features,\n            kernel_size=1,\n            stride=1,\n            padding=0,\n            bias=True,\n            groups=1,\n        )\n\n        self.resConfUnit1 = ResidualConvUnit_custom(features, activation, bn)\n        self.resConfUnit2 = ResidualConvUnit_custom(features, activation, bn)\n\n        self.skip_add = nn.quantized.FloatFunctional()\n\n    def forward(self, *xs):\n        \"\"\"Forward pass.\n        Returns:\n            tensor: output\n        \"\"\"\n        output = xs[0]\n\n        if len(xs) == 2:\n            res = self.resConfUnit1(xs[1])\n            if self.width_ratio != 1:\n                res = F.interpolate(res, size=(output.shape[2], output.shape[3]), mode='bilinear')\n\n            output = self.skip_add.add(output, res)\n            # output += res\n\n        output = self.resConfUnit2(output)\n\n        if self.width_ratio != 1:\n            # and output.shape[3] < self.width_ratio * output.shape[2]\n            #size=(image.shape[])\n            if (output.shape[3] / output.shape[2]) < (2 / 3) * self.width_ratio:\n                shape = 3 * output.shape[3]\n            else:\n                shape = int(self.width_ratio * 2 * output.shape[2])\n            output  = F.interpolate(output, size=(2* output.shape[2], shape), mode='bilinear')\n        else:\n            output = nn.functional.interpolate(output, scale_factor=2,\n                    mode=\"bilinear\", align_corners=self.align_corners)\n        output = self.out_conv(output)\n        return output\n\ndef make_fusion_block(features, use_bn, width_ratio=1):\n    return FeatureFusionBlock_custom(\n        features,\n        nn.ReLU(False),\n        deconv=False,\n        bn=use_bn,\n        expand=False,\n        align_corners=True,\n        width_ratio=width_ratio,\n    )\n\nclass Interpolate(nn.Module):\n    \"\"\"Interpolation module.\"\"\"\n\n    def __init__(self, scale_factor, mode, align_corners=False):\n        \"\"\"Init.\n        Args:\n            scale_factor (float): scaling\n            mode (str): interpolation mode\n        \"\"\"\n        super(Interpolate, self).__init__()\n\n        self.interp = nn.functional.interpolate\n        self.scale_factor = scale_factor\n        self.mode = mode\n        self.align_corners = align_corners\n\n    def forward(self, x):\n        \"\"\"Forward pass.\n        Args:\n            x (tensor): input\n        Returns:\n            tensor: interpolated data\n        \"\"\"\n\n        x = self.interp(\n            x,\n            scale_factor=self.scale_factor,\n            mode=self.mode,\n            align_corners=self.align_corners,\n        )\n\n        return x\n\nclass DPTOutputAdapter(nn.Module):\n    \"\"\"DPT output adapter.\n\n    :param num_cahnnels: Number of output channels\n    :param stride_level: tride level compared to the full-sized image.\n        E.g. 4 for 1/4th the size of the image.\n    :param patch_size_full: Int or tuple of the patch size over the full image size.\n        Patch size for smaller inputs will be computed accordingly.\n    :param hooks: Index of intermediate layers\n    :param layer_dims: Dimension of intermediate layers\n    :param feature_dim: Feature dimension\n    :param last_dim: out_channels/in_channels for the last two Conv2d when head_type == regression\n    :param use_bn: If set to True, activates batch norm\n    :param dim_tokens_enc:  Dimension of tokens coming from encoder\n    \"\"\"\n\n    def __init__(self,\n                 num_channels: int = 1,\n                 stride_level: int = 1,\n                 patch_size: Union[int, Tuple[int, int]] = 16,\n                 main_tasks: Iterable[str] = ('rgb',),\n                 hooks: List[int] = [2, 5, 8, 11],\n                 layer_dims: List[int] = [96, 192, 384, 768],\n                 feature_dim: int = 256,\n                 last_dim: int = 32,\n                 use_bn: bool = False,\n                 dim_tokens_enc: Optional[int] = None,\n                 head_type: str = 'regression',\n                 output_width_ratio=1,\n                 **kwargs):\n        super().__init__()\n        self.num_channels = num_channels\n        self.stride_level = stride_level\n        self.patch_size = pair(patch_size)\n        self.main_tasks = main_tasks\n        self.hooks = hooks\n        self.layer_dims = layer_dims\n        self.feature_dim = feature_dim\n        self.dim_tokens_enc = dim_tokens_enc * len(self.main_tasks) if dim_tokens_enc is not None else None\n        self.head_type = head_type\n        self.atm_size = kwargs.get('atm_size', (24, 24))\n\n        # Actual patch height and width, taking into account stride of input\n        self.P_H = max(1, self.patch_size[0] // stride_level)\n        self.P_W = max(1, self.patch_size[1] // stride_level)\n\n        self.scratch = make_scratch(layer_dims, feature_dim, groups=1, expand=False)\n\n        self.scratch.refinenet1 = make_fusion_block(feature_dim, use_bn, output_width_ratio)\n        self.scratch.refinenet2 = make_fusion_block(feature_dim, use_bn, output_width_ratio)\n        self.scratch.refinenet3 = make_fusion_block(feature_dim, use_bn, output_width_ratio)\n        self.scratch.refinenet4 = make_fusion_block(feature_dim, use_bn, output_width_ratio)\n\n        if self.head_type == 'regression':\n            # The \"DPTDepthModel\" head\n            self.head = nn.Sequential(\n                nn.Conv2d(feature_dim, feature_dim // 2, kernel_size=3, stride=1, padding=1),\n                Interpolate(scale_factor=2, mode=\"bilinear\", align_corners=True),\n                nn.Conv2d(feature_dim // 2, last_dim, kernel_size=3, stride=1, padding=1),\n                nn.ReLU(True),\n                nn.Conv2d(last_dim, self.num_channels, kernel_size=1, stride=1, padding=0)\n            )\n        elif self.head_type == 'semseg':\n            # The \"DPTSegmentationModel\" head\n            self.head = nn.Sequential(\n                nn.Conv2d(feature_dim, feature_dim, kernel_size=3, padding=1, bias=False),\n                nn.BatchNorm2d(feature_dim) if use_bn else nn.Identity(),\n                nn.ReLU(True),\n                nn.Dropout(0.1, False),\n                nn.Conv2d(feature_dim, self.num_channels, kernel_size=1),\n                Interpolate(scale_factor=2, mode=\"bilinear\", align_corners=True),\n            )\n        else:\n            raise ValueError('DPT head_type must be \"regression\" or \"semseg\".')\n\n        if self.dim_tokens_enc is not None:\n            self.init(dim_tokens_enc=dim_tokens_enc)\n\n    def init(self, dim_tokens_enc=768):\n        \"\"\"\n        Initialize parts of decoder that are dependent on dimension of encoder tokens.\n        Should be called when setting up MultiMAE.\n\n        :param dim_tokens_enc: Dimension of tokens coming from encoder\n        \"\"\"\n        #print(dim_tokens_enc)\n\n        # Set up activation postprocessing layers\n        if isinstance(dim_tokens_enc, int):\n            dim_tokens_enc = 4 * [dim_tokens_enc]\n\n        self.dim_tokens_enc = [dt * len(self.main_tasks) for dt in dim_tokens_enc]\n\n        self.act_1_postprocess = nn.Sequential(\n            nn.Conv2d(\n                in_channels=self.dim_tokens_enc[0],\n                out_channels=self.layer_dims[0],\n                kernel_size=1, stride=1, padding=0,\n            ),\n            nn.ConvTranspose2d(\n                in_channels=self.layer_dims[0],\n                out_channels=self.layer_dims[0],\n                kernel_size=4, stride=4, padding=0,\n                bias=True, dilation=1, groups=1,\n            )\n        )\n\n        self.act_2_postprocess = nn.Sequential(\n            nn.Conv2d(\n                in_channels=self.dim_tokens_enc[1],\n                out_channels=self.layer_dims[1],\n                kernel_size=1, stride=1, padding=0,\n            ),\n            nn.ConvTranspose2d(\n                in_channels=self.layer_dims[1],\n                out_channels=self.layer_dims[1],\n                kernel_size=2, stride=2, padding=0,\n                bias=True, dilation=1, groups=1,\n            )\n        )\n\n        self.act_3_postprocess = nn.Sequential(\n            nn.Conv2d(\n                in_channels=self.dim_tokens_enc[2],\n                out_channels=self.layer_dims[2],\n                kernel_size=1, stride=1, padding=0,\n            )\n        )\n\n        self.act_4_postprocess = nn.Sequential(\n            nn.Conv2d(\n                in_channels=self.dim_tokens_enc[3],\n                out_channels=self.layer_dims[3],\n                kernel_size=1, stride=1, padding=0,\n            ),\n            nn.Conv2d(\n                in_channels=self.layer_dims[3],\n                out_channels=self.layer_dims[3],\n                kernel_size=3, stride=2, padding=1,\n            )\n        )\n\n        self.act_postprocess = nn.ModuleList([\n            self.act_1_postprocess,\n            self.act_2_postprocess,\n            self.act_3_postprocess,\n            self.act_4_postprocess\n        ])\n\n    def adapt_tokens(self, encoder_tokens):\n        # Adapt tokens\n        x = []\n        x.append(encoder_tokens[:, :])\n        x = torch.cat(x, dim=-1)\n        return x\n\n    def forward(self, encoder_tokens: List[torch.Tensor], image_size):\n            #input_info: Dict):\n        assert self.dim_tokens_enc is not None, 'Need to call init(dim_tokens_enc) function first'\n        H, W = image_size\n        \n        # Number of patches in height and width\n        N_H = H // (self.stride_level * self.P_H)\n        N_W = W // (self.stride_level * self.P_W)\n\n        # Hook decoder onto 4 layers from specified ViT layers\n        layers = [encoder_tokens[hook] for hook in self.hooks]\n\n        # Extract only task-relevant tokens and ignore global tokens.\n        layers = [self.adapt_tokens(l) for l in layers]\n\n        # Reshape tokens to spatial representation\n        layers = [rearrange(l, 'b (nh nw) c -> b c nh nw', nh=N_H, nw=N_W) for l in layers]\n\n        layers = [self.act_postprocess[idx](l) for idx, l in enumerate(layers)]\n        # Project layers to chosen feature dim\n        layers = [self.scratch.layer_rn[idx](l) for idx, l in enumerate(layers)]\n\n        # Fuse layers using refinement stages\n        path_4 = self.scratch.refinenet4(layers[3])\n        path_3 = self.scratch.refinenet3(path_4, layers[2])\n        path_2 = self.scratch.refinenet2(path_3, layers[1])\n        path_1 = self.scratch.refinenet1(path_2, layers[0])\n\n        # Output head\n        out = self.head(path_1)\n\n        return out\n"
  },
  {
    "path": "croco/models/head_downstream.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n\n# --------------------------------------------------------\n# Heads for downstream tasks\n# --------------------------------------------------------\n\n\"\"\"\nA head is a module where the __init__ defines only the head hyperparameters.\nA method setup(croconet) takes a CroCoNet and set all layers according to the head and croconet attributes.\nThe forward takes the features as well as a dictionary img_info containing the keys 'width' and 'height'\n\"\"\"\n\nimport torch\nimport torch.nn as nn\nfrom .dpt_block import DPTOutputAdapter\n\n\nclass PixelwiseTaskWithDPT(nn.Module):\n    \"\"\" DPT module for CroCo.\n    by default, hooks_idx will be equal to:\n    * for encoder-only: 4 equally spread layers\n    * for encoder+decoder: last encoder + 3 equally spread layers of the decoder \n    \"\"\"\n\n    def __init__(self, *, hooks_idx=None, layer_dims=[96,192,384,768],\n                 output_width_ratio=1, num_channels=1, postprocess=None, **kwargs):\n        super(PixelwiseTaskWithDPT, self).__init__()\n        self.return_all_blocks = True # backbone needs to return all layers \n        self.postprocess = postprocess\n        self.output_width_ratio = output_width_ratio\n        self.num_channels = num_channels\n        self.hooks_idx = hooks_idx\n        self.layer_dims = layer_dims\n    \n    def setup(self, croconet):\n        dpt_args = {'output_width_ratio': self.output_width_ratio, 'num_channels': self.num_channels}\n        if self.hooks_idx is None:\n            if hasattr(croconet, 'dec_blocks'): # encoder + decoder \n                step = {8: 3, 12: 4, 24: 8}[croconet.dec_depth]\n                hooks_idx = [croconet.dec_depth+croconet.enc_depth-1-i*step for i in range(3,-1,-1)]\n            else: # encoder only\n                step = croconet.enc_depth//4\n                hooks_idx = [croconet.enc_depth-1-i*step for i in range(3,-1,-1)]\n            self.hooks_idx = hooks_idx\n            print(f'  PixelwiseTaskWithDPT: automatically setting hook_idxs={self.hooks_idx}')\n        dpt_args['hooks'] = self.hooks_idx\n        dpt_args['layer_dims'] = self.layer_dims\n        self.dpt = DPTOutputAdapter(**dpt_args)\n        dim_tokens = [croconet.enc_embed_dim if hook<croconet.enc_depth else croconet.dec_embed_dim for hook in self.hooks_idx]\n        dpt_init_args = {'dim_tokens_enc': dim_tokens}\n        self.dpt.init(**dpt_init_args)\n\n\n    def forward(self, x, img_info):\n        out = self.dpt(x, image_size=(img_info['height'],img_info['width']))\n        if self.postprocess: out = self.postprocess(out)\n        return out"
  },
  {
    "path": "croco/models/masking.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n\n\n# --------------------------------------------------------\n# Masking utils\n# --------------------------------------------------------\n\nimport torch\nimport torch.nn as nn    \n    \nclass RandomMask(nn.Module):\n    \"\"\"\n    random masking\n    \"\"\"\n\n    def __init__(self, num_patches, mask_ratio):\n        super().__init__()\n        self.num_patches = num_patches\n        self.num_mask = int(mask_ratio * self.num_patches)\n    \n    def __call__(self, x):\n        noise = torch.rand(x.size(0), self.num_patches, device=x.device) \n        argsort = torch.argsort(noise, dim=1) \n        return argsort < self.num_mask\n"
  },
  {
    "path": "croco/models/pos_embed.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n\n\n# --------------------------------------------------------\n# Position embedding utils\n# --------------------------------------------------------\n\n\n\nimport numpy as np\n\nimport torch\n\n# --------------------------------------------------------\n# 2D sine-cosine position embedding\n# References:\n# MAE: https://github.com/facebookresearch/mae/blob/main/util/pos_embed.py\n# Transformer: https://github.com/tensorflow/models/blob/master/official/nlp/transformer/model_utils.py\n# MoCo v3: https://github.com/facebookresearch/moco-v3\n# --------------------------------------------------------\ndef get_2d_sincos_pos_embed(embed_dim, grid_size, n_cls_token=0):\n    \"\"\"\n    grid_size: int of the grid height and width\n    return:\n    pos_embed: [grid_size*grid_size, embed_dim] or [n_cls_token+grid_size*grid_size, embed_dim] (w/ or w/o cls_token)\n    \"\"\"\n    grid_h = np.arange(grid_size, dtype=np.float32)\n    grid_w = np.arange(grid_size, dtype=np.float32)\n    grid = np.meshgrid(grid_w, grid_h)  # here w goes first\n    grid = np.stack(grid, axis=0)\n\n    grid = grid.reshape([2, 1, grid_size, grid_size])\n    pos_embed = get_2d_sincos_pos_embed_from_grid(embed_dim, grid)\n    if n_cls_token>0:\n        pos_embed = np.concatenate([np.zeros([n_cls_token, embed_dim]), pos_embed], axis=0)\n    return pos_embed\n\n\ndef get_2d_sincos_pos_embed_from_grid(embed_dim, grid):\n    assert embed_dim % 2 == 0\n\n    # use half of dimensions to encode grid_h\n    emb_h = get_1d_sincos_pos_embed_from_grid(embed_dim // 2, grid[0])  # (H*W, D/2)\n    emb_w = get_1d_sincos_pos_embed_from_grid(embed_dim // 2, grid[1])  # (H*W, D/2)\n\n    emb = np.concatenate([emb_h, emb_w], axis=1) # (H*W, D)\n    return emb\n\n\ndef get_1d_sincos_pos_embed_from_grid(embed_dim, pos):\n    \"\"\"\n    embed_dim: output dimension for each position\n    pos: a list of positions to be encoded: size (M,)\n    out: (M, D)\n    \"\"\"\n    assert embed_dim % 2 == 0\n    omega = np.arange(embed_dim // 2, dtype=float)\n    omega /= embed_dim / 2.\n    omega = 1. / 10000**omega  # (D/2,)\n\n    pos = pos.reshape(-1)  # (M,)\n    out = np.einsum('m,d->md', pos, omega)  # (M, D/2), outer product\n\n    emb_sin = np.sin(out) # (M, D/2)\n    emb_cos = np.cos(out) # (M, D/2)\n\n    emb = np.concatenate([emb_sin, emb_cos], axis=1)  # (M, D)\n    return emb\n\n\n# --------------------------------------------------------\n# Interpolate position embeddings for high-resolution\n# References:\n# MAE: https://github.com/facebookresearch/mae/blob/main/util/pos_embed.py\n# DeiT: https://github.com/facebookresearch/deit\n# --------------------------------------------------------\ndef interpolate_pos_embed(model, checkpoint_model):\n    if 'pos_embed' in checkpoint_model:\n        pos_embed_checkpoint = checkpoint_model['pos_embed']\n        embedding_size = pos_embed_checkpoint.shape[-1]\n        num_patches = model.patch_embed.num_patches\n        num_extra_tokens = model.pos_embed.shape[-2] - num_patches\n        # height (== width) for the checkpoint position embedding\n        orig_size = int((pos_embed_checkpoint.shape[-2] - num_extra_tokens) ** 0.5)\n        # height (== width) for the new position embedding\n        new_size = int(num_patches ** 0.5)\n        # class_token and dist_token are kept unchanged\n        if orig_size != new_size:\n            print(\"Position interpolate from %dx%d to %dx%d\" % (orig_size, orig_size, new_size, new_size))\n            extra_tokens = pos_embed_checkpoint[:, :num_extra_tokens]\n            # only the position tokens are interpolated\n            pos_tokens = pos_embed_checkpoint[:, num_extra_tokens:]\n            pos_tokens = pos_tokens.reshape(-1, orig_size, orig_size, embedding_size).permute(0, 3, 1, 2)\n            pos_tokens = torch.nn.functional.interpolate(\n                pos_tokens, size=(new_size, new_size), mode='bicubic', align_corners=False)\n            pos_tokens = pos_tokens.permute(0, 2, 3, 1).flatten(1, 2)\n            new_pos_embed = torch.cat((extra_tokens, pos_tokens), dim=1)\n            checkpoint_model['pos_embed'] = new_pos_embed\n\n\n#----------------------------------------------------------\n# RoPE2D: RoPE implementation in 2D\n#----------------------------------------------------------\n\ntry:\n    from models.curope import cuRoPE2D, xxx_not_exist\n    RoPE2D = cuRoPE2D\nexcept ImportError:\n    print('Warning, cannot find cuda-compiled version of RoPE2D, using a slow pytorch version instead')\n\n    class RoPE2D(torch.nn.Module):\n        \n        def __init__(self, freq=100.0, F0=1.0):\n            super().__init__()\n            self.base = freq \n            self.F0 = F0\n            self.cache = {}\n            self.t_rand = False\n\n        def get_cos_sin(self, D, seq_len, device, dtype):\n            if (D,seq_len,device,dtype) not in self.cache:\n                inv_freq = 1.0 / (self.base ** (torch.arange(0, D, 2).float().to(device) / D))\n                # t = torch.arange(seq_len, device=device, dtype=inv_freq.dtype)\n                t = torch.arange(seq_len, device=device, dtype=inv_freq.dtype) * (32. / seq_len)\n                if self.t_rand:\n                    t_interval = 32. / seq_len\n                    t_rand = (torch.rand_like(t) - 0.5) * t_interval\n                    t = t + t_rand\n                freqs = torch.einsum(\"i,j->ij\", t, inv_freq).to(dtype)\n                freqs = torch.cat((freqs, freqs), dim=-1)\n                cos = freqs.cos() # (Seq, Dim)\n                sin = freqs.sin()\n                self.cache[D,seq_len,device,dtype] = (cos,sin)\n            return self.cache[D,seq_len,device,dtype]\n            \n        @staticmethod\n        def rotate_half(x):\n            x1, x2 = x[..., : x.shape[-1] // 2], x[..., x.shape[-1] // 2 :]\n            return torch.cat((-x2, x1), dim=-1)\n            \n        def apply_rope1d(self, tokens, pos1d, cos, sin):\n            assert pos1d.ndim==2\n            cos = torch.nn.functional.embedding(pos1d, cos)[:, None, :, :]\n            sin = torch.nn.functional.embedding(pos1d, sin)[:, None, :, :]\n            return (tokens * cos) + (self.rotate_half(tokens) * sin)\n            \n        def forward(self, tokens, positions):\n            \"\"\"\n            input:\n                * tokens: batch_size x nheads x ntokens x dim\n                * positions: batch_size x ntokens x 2 (y and x position of each token)\n            output:\n                * tokens after appplying RoPE2D (batch_size x nheads x ntokens x dim)\n            \"\"\"\n            assert tokens.size(3)%2==0, \"number of dimensions should be a multiple of two\"\n            D = tokens.size(3) // 2\n            assert positions.ndim==3 and positions.shape[-1] == 2 # Batch, Seq, 2\n            cos, sin = self.get_cos_sin(D, int(positions.max())+1, tokens.device, tokens.dtype)\n            # split features into two along the feature dimension, and apply rope1d on each half\n            y, x = tokens.chunk(2, dim=-1)\n            y = self.apply_rope1d(y, positions[:,:,0], cos, sin)\n            x = self.apply_rope1d(x, positions[:,:,1], cos, sin)\n            tokens = torch.cat((y, x), dim=-1)\n            return tokens"
  },
  {
    "path": "croco/pretrain.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n# \n# --------------------------------------------------------\n# Pre-training CroCo \n# --------------------------------------------------------\n# References:\n# MAE: https://github.com/facebookresearch/mae\n# DeiT: https://github.com/facebookresearch/deit\n# BEiT: https://github.com/microsoft/unilm/tree/master/beit\n# --------------------------------------------------------\nimport argparse\nimport datetime\nimport json\nimport numpy as np\nimport os\nimport sys\nimport time\nimport math \nfrom pathlib import Path\nfrom typing import Iterable\n\nimport torch\nimport torch.distributed as dist\nimport torch.backends.cudnn as cudnn\nfrom torch.utils.tensorboard import SummaryWriter\nimport torchvision.transforms as transforms\nimport torchvision.datasets as datasets\n\nimport utils.misc as misc\nfrom utils.misc import NativeScalerWithGradNormCount as NativeScaler\nfrom models.croco import CroCoNet\nfrom models.criterion import MaskedMSE\nfrom datasets.pairs_dataset import PairsDataset\n\n\ndef get_args_parser():\n    parser = argparse.ArgumentParser('CroCo pre-training', add_help=False)\n    # model and criterion\n    parser.add_argument('--model', default='CroCoNet()', type=str, help=\"string containing the model to build\")\n    parser.add_argument('--norm_pix_loss', default=1, choices=[0,1], help=\"apply per-patch mean/std normalization before applying the loss\")\n    # dataset \n    parser.add_argument('--dataset', default='habitat_release', type=str, help=\"training set\")\n    parser.add_argument('--transforms', default='crop224+acolor', type=str, help=\"transforms to apply\") # in the paper, we also use some homography and rotation, but find later that they were not useful or even harmful\n    # training \n    parser.add_argument('--seed', default=0, type=int, help=\"Random seed\")\n    parser.add_argument('--batch_size', default=64, type=int, help=\"Batch size per GPU (effective batch size is batch_size * accum_iter * # gpus\")\n    parser.add_argument('--epochs', default=800, type=int, help=\"Maximum number of epochs for the scheduler\")\n    parser.add_argument('--max_epoch', default=400, type=int, help=\"Stop training at this epoch\")\n    parser.add_argument('--accum_iter', default=1, type=int, help=\"Accumulate gradient iterations (for increasing the effective batch size under memory constraints)\")\n    parser.add_argument('--weight_decay', type=float, default=0.05, help=\"weight decay (default: 0.05)\")\n    parser.add_argument('--lr', type=float, default=None, metavar='LR', help='learning rate (absolute lr)')\n    parser.add_argument('--blr', type=float, default=1.5e-4, metavar='LR', help='base learning rate: absolute_lr = base_lr * total_batch_size / 256')\n    parser.add_argument('--min_lr', type=float, default=0., metavar='LR', help='lower lr bound for cyclic schedulers that hit 0')\n    parser.add_argument('--warmup_epochs', type=int, default=40, metavar='N', help='epochs to warmup LR')              \n    parser.add_argument('--amp', type=int, default=1, choices=[0,1], help=\"Use Automatic Mixed Precision for pretraining\")\n    # others \n    parser.add_argument('--num_workers', default=8, type=int)\n    parser.add_argument('--world_size', default=1, type=int, help='number of distributed processes')\n    parser.add_argument('--local_rank', default=-1, type=int)\n    parser.add_argument('--dist_url', default='env://', help='url used to set up distributed training')\n    parser.add_argument('--save_freq', default=1, type=int, help='frequence (number of epochs) to save checkpoint in checkpoint-last.pth')\n    parser.add_argument('--keep_freq', default=20, type=int, help='frequence (number of epochs) to save checkpoint in checkpoint-%d.pth')\n    parser.add_argument('--print_freq', default=20, type=int, help='frequence (number of iterations) to print infos while training')\n    # paths \n    parser.add_argument('--output_dir', default='./output/', type=str, help=\"path where to save the output\")\n    parser.add_argument('--data_dir', default='./data/', type=str, help=\"path where data are stored\")\n    return parser\n\n\n\n        \ndef main(args):\n    misc.init_distributed_mode(args)\n    global_rank = misc.get_rank()\n    world_size = misc.get_world_size()\n    \n    print(\"output_dir: \"+args.output_dir)\n    if args.output_dir:\n        Path(args.output_dir).mkdir(parents=True, exist_ok=True)                         \n\n    # auto resume \n    last_ckpt_fname = os.path.join(args.output_dir, f'checkpoint-last.pth')\n    args.resume = last_ckpt_fname if os.path.isfile(last_ckpt_fname) else None\n\n    print('job dir: {}'.format(os.path.dirname(os.path.realpath(__file__))))\n    print(\"{}\".format(args).replace(', ', ',\\n'))\n\n    device = \"cuda\" if torch.cuda.is_available() else \"cpu\"\n    device = torch.device(device)\n\n    # fix the seed\n    seed = args.seed + misc.get_rank()\n    torch.manual_seed(seed)\n    np.random.seed(seed)\n\n    cudnn.benchmark = True\n\n    ## training dataset and loader \n    print('Building dataset for {:s} with transforms {:s}'.format(args.dataset, args.transforms))\n    dataset = PairsDataset(args.dataset, trfs=args.transforms, data_dir=args.data_dir)\n    if world_size>1:\n        sampler_train = torch.utils.data.DistributedSampler(\n            dataset, num_replicas=world_size, rank=global_rank, shuffle=True\n        )\n        print(\"Sampler_train = %s\" % str(sampler_train))\n    else:\n        sampler_train = torch.utils.data.RandomSampler(dataset)\n    data_loader_train = torch.utils.data.DataLoader(\n        dataset, sampler=sampler_train,\n        batch_size=args.batch_size,\n        num_workers=args.num_workers,\n        pin_memory=True,\n        drop_last=True,\n    )\n   \n    ## model \n    print('Loading model: {:s}'.format(args.model))\n    model = eval(args.model)\n    print('Loading criterion: MaskedMSE(norm_pix_loss={:s})'.format(str(bool(args.norm_pix_loss))))\n    criterion = MaskedMSE(norm_pix_loss=bool(args.norm_pix_loss))\n   \n    model.to(device)\n    model_without_ddp = model\n    print(\"Model = %s\" % str(model_without_ddp))\n\n    eff_batch_size = args.batch_size * args.accum_iter * misc.get_world_size()\n    if args.lr is None:  # only base_lr is specified\n        args.lr = args.blr * eff_batch_size / 256\n    print(\"base lr: %.2e\" % (args.lr * 256 / eff_batch_size))\n    print(\"actual lr: %.2e\" % args.lr)\n    print(\"accumulate grad iterations: %d\" % args.accum_iter)\n    print(\"effective batch size: %d\" % eff_batch_size)\n\n    if args.distributed:\n        model = torch.nn.parallel.DistributedDataParallel(model, device_ids=[args.gpu], find_unused_parameters=True, static_graph=True)\n        model_without_ddp = model.module\n    \n    param_groups = misc.get_parameter_groups(model_without_ddp, args.weight_decay) # following timm: set wd as 0 for bias and norm layers\n    optimizer = torch.optim.AdamW(param_groups, lr=args.lr, betas=(0.9, 0.95))\n    print(optimizer)\n    loss_scaler = NativeScaler()\n\n    misc.load_model(args=args, model_without_ddp=model_without_ddp, optimizer=optimizer, loss_scaler=loss_scaler)\n\n    if global_rank == 0 and args.output_dir is not None:\n        log_writer = SummaryWriter(log_dir=args.output_dir)\n    else:\n        log_writer = None\n\n    print(f\"Start training until {args.max_epoch} epochs\")\n    start_time = time.time()\n    for epoch in range(args.start_epoch, args.max_epoch):\n        if world_size>1:\n            data_loader_train.sampler.set_epoch(epoch)\n            \n        train_stats = train_one_epoch(\n            model, criterion, data_loader_train,\n            optimizer, device, epoch, loss_scaler,\n            log_writer=log_writer,\n            args=args\n        )\n        \n        if args.output_dir and epoch % args.save_freq == 0 :\n            misc.save_model(\n                args=args, model_without_ddp=model_without_ddp, optimizer=optimizer,\n                loss_scaler=loss_scaler, epoch=epoch, fname='last')\n                \n        if args.output_dir and (epoch % args.keep_freq == 0 or epoch + 1 == args.max_epoch) and (epoch>0 or args.max_epoch==1):\n            misc.save_model(\n                args=args, model_without_ddp=model_without_ddp, optimizer=optimizer,\n                loss_scaler=loss_scaler, epoch=epoch)\n\n        log_stats = {**{f'train_{k}': v for k, v in train_stats.items()},\n                        'epoch': epoch,}\n\n        if args.output_dir and misc.is_main_process():\n            if log_writer is not None:\n                log_writer.flush()\n            with open(os.path.join(args.output_dir, \"log.txt\"), mode=\"a\", encoding=\"utf-8\") as f:\n                f.write(json.dumps(log_stats) + \"\\n\")\n\n    total_time = time.time() - start_time\n    total_time_str = str(datetime.timedelta(seconds=int(total_time)))\n    print('Training time {}'.format(total_time_str))\n\n\n\n\ndef train_one_epoch(model: torch.nn.Module, criterion: torch.nn.Module,\n                    data_loader: Iterable, optimizer: torch.optim.Optimizer,\n                    device: torch.device, epoch: int, loss_scaler,\n                    log_writer=None,\n                    args=None):\n    model.train(True)\n    metric_logger = misc.MetricLogger(delimiter=\"  \")\n    metric_logger.add_meter('lr', misc.SmoothedValue(window_size=1, fmt='{value:.6f}'))\n    header = 'Epoch: [{}]'.format(epoch)\n    accum_iter = args.accum_iter\n\n    optimizer.zero_grad()\n\n    if log_writer is not None:\n        print('log_dir: {}'.format(log_writer.log_dir))\n\n    for data_iter_step, (image1, image2) in enumerate(metric_logger.log_every(data_loader, args.print_freq, header)):\n\n        # we use a per iteration  lr scheduler\n        if data_iter_step % accum_iter == 0:\n            misc.adjust_learning_rate(optimizer, data_iter_step / len(data_loader) + epoch, args)\n\n        image1 = image1.to(device, non_blocking=True) \n        image2 = image2.to(device, non_blocking=True)\n        with torch.cuda.amp.autocast(enabled=bool(args.amp)):\n            out, mask, target = model(image1, image2)\n            loss = criterion(out, mask, target)\n\n        loss_value = loss.item()\n\n        if not math.isfinite(loss_value):\n            print(\"Loss is {}, stopping training\".format(loss_value))\n            sys.exit(1)\n\n        loss /= accum_iter\n        loss_scaler(loss, optimizer, parameters=model.parameters(),\n                    update_grad=(data_iter_step + 1) % accum_iter == 0)\n        if (data_iter_step + 1) % accum_iter == 0:\n            optimizer.zero_grad()\n\n        torch.cuda.synchronize()\n\n        metric_logger.update(loss=loss_value)\n\n        lr = optimizer.param_groups[0][\"lr\"]\n        metric_logger.update(lr=lr)\n\n        loss_value_reduce = misc.all_reduce_mean(loss_value)\n        if log_writer is not None and ((data_iter_step + 1) % (accum_iter*args.print_freq)) == 0:\n            # x-axis is based on epoch_1000x in the tensorboard, calibrating differences curves when batch size changes \n            epoch_1000x = int((data_iter_step / len(data_loader) + epoch) * 1000)\n            log_writer.add_scalar('train_loss', loss_value_reduce, epoch_1000x)\n            log_writer.add_scalar('lr', lr, epoch_1000x)\n\n    # gather the stats from all processes\n    metric_logger.synchronize_between_processes()\n    print(\"Averaged stats:\", metric_logger)\n    return {k: meter.global_avg for k, meter in metric_logger.meters.items()}\n    \n    \n\nif __name__ == '__main__':\n    args = get_args_parser()\n    args = args.parse_args()\n    main(args)\n"
  },
  {
    "path": "croco/stereoflow/README.MD",
    "content": "## CroCo-Stereo and CroCo-Flow\n\nThis README explains how to use CroCo-Stereo and CroCo-Flow as well as how they were trained.\nAll commands should be launched from the root directory.\n\n### Simple inference example\n\nWe provide a simple inference exemple for CroCo-Stereo and CroCo-Flow in the Totebook `croco-stereo-flow-demo.ipynb`.\nBefore running it, please download the trained models with:\n```\nbash stereoflow/download_model.sh crocostereo.pth\nbash stereoflow/download_model.sh crocoflow.pth\n```\n\n### Prepare data for training or evaluation\n\nPut the datasets used for training/evaluation in `./data/stereoflow` (or update the paths at the top of `stereoflow/datasets_stereo.py` and `stereoflow/datasets_flow.py`).\nPlease find below on the file structure should look for each dataset:\n<details>\n<summary>FlyingChairs</summary>\n\n```\n./data/stereoflow/FlyingChairs/\n└───chairs_split.txt\n└───data/\n    └─── ...\n```\n</details>\n\n<details>\n<summary>MPI-Sintel</summary>\n\n```\n./data/stereoflow/MPI-Sintel/\n└───training/\n│   └───clean/\n│   └───final/\n│   └───flow/\n└───test/\n    └───clean/\n    └───final/\n```\n</details>\n\n<details>\n<summary>SceneFlow (including FlyingThings)</summary>\n\n```\n./data/stereoflow/SceneFlow/\n└───Driving/\n│   └───disparity/\n│   └───frames_cleanpass/\n│   └───frames_finalpass/\n└───FlyingThings/\n│   └───disparity/\n│   └───frames_cleanpass/\n│   └───frames_finalpass/\n│   └───optical_flow/\n└───Monkaa/\n    └───disparity/\n    └───frames_cleanpass/\n    └───frames_finalpass/\n```\n</details>\n\n<details>\n<summary>TartanAir</summary>\n\n```\n./data/stereoflow/TartanAir/\n└───abandonedfactory/\n│   └───.../\n└───abandonedfactory_night/\n│   └───.../\n└───.../\n```\n</details>\n\n<details>\n<summary>Booster</summary>\n\n```\n./data/stereoflow/booster_gt/\n└───train/\n    └───balanced/\n        └───Bathroom/\n        └───Bedroom/\n        └───...\n```\n</details>\n\n<details>\n<summary>CREStereo</summary>\n\n```\n./data/stereoflow/crenet_stereo_trainset/\n└───stereo_trainset/\n    └───crestereo/\n        └───hole/\n        └───reflective/\n        └───shapenet/\n        └───tree/\n```\n</details>\n\n<details>\n<summary>ETH3D Two-view Low-res</summary>\n\n```\n./data/stereoflow/eth3d_lowres/\n└───test/\n│   └───lakeside_1l/\n│   └───...\n└───train/\n│   └───delivery_area_1l/\n│   └───...\n└───train_gt/\n    └───delivery_area_1l/\n    └───...\n```\n</details>\n\n<details>\n<summary>KITTI 2012</summary>\n\n```\n./data/stereoflow/kitti-stereo-2012/\n└───testing/\n│   └───colored_0/\n│   └───colored_1/\n└───training/\n    └───colored_0/\n    └───colored_1/\n    └───disp_occ/\n    └───flow_occ/\n```\n</details>\n\n<details>\n<summary>KITTI 2015</summary>\n\n```\n./data/stereoflow/kitti-stereo-2015/\n└───testing/\n│   └───image_2/\n│   └───image_3/\n└───training/\n    └───image_2/\n    └───image_3/\n    └───disp_occ_0/\n    └───flow_occ/\n```\n</details>\n\n<details>\n<summary>Middlebury</summary>\n\n```\n./data/stereoflow/middlebury\n└───2005/\n│   └───train/\n│       └───Art/\n│       └───...\n└───2006/\n│   └───Aloe/\n│   └───Baby1/\n│   └───...\n└───2014/\n│   └───Adirondack-imperfect/\n│   └───Adirondack-perfect/\n│   └───...\n└───2021/\n│   └───data/\n│       └───artroom1/\n│       └───artroom2/\n│       └───...\n└───MiddEval3_F/\n    └───test/\n    │   └───Australia/\n    │   └───...\n    └───train/\n        └───Adirondack/\n        └───...\n```\n</details>\n\n<details>\n<summary>Spring</summary>\n\n```\n./data/stereoflow/spring/\n└───test/\n│   └───0003/\n│   └───...\n└───train/\n    └───0001/\n    └───...\n```\n</details>\n\n\n### CroCo-Stereo\n\n##### Main model \n\nThe main training of CroCo-Stereo was performed on a series of datasets, and it was used as it for Middlebury v3 benchmark.\n\n```\n# Download the model\nbash stereoflow/download_model.sh crocostereo.pth\n# Middlebury v3 submission\npython stereoflow/test.py --model stereoflow_models/crocostereo.pth --dataset \"MdEval3('all_full')\" --save submission --tile_overlap 0.9\n# Training command that was used, using checkpoint-last.pth\npython -u stereoflow/train.py stereo --criterion \"LaplacianLossBounded2()\" --dataset \"CREStereo('train')+SceneFlow('train_allpass')+30*ETH3DLowRes('train')+50*Md05('train')+50*Md06('train')+50*Md14('train')+50*Md21('train')+50*MdEval3('train_full')+Booster('train_balanced')\" --val_dataset \"SceneFlow('test1of100_finalpass')+SceneFlow('test1of100_cleanpass')+ETH3DLowRes('subval')+Md05('subval')+Md06('subval')+Md14('subval')+Md21('subval')+MdEval3('subval_full')+Booster('subval_balanced')\" --lr 3e-5 --batch_size 6 --epochs 32 --pretrained pretrained_models/CroCo_V2_ViTLarge_BaseDecoder.pth --output_dir xps/crocostereo/main/\n# or it can be launched on multiple gpus (while maintaining the effective batch size), e.g. on 3 gpus:\ntorchrun --nproc_per_node 3 stereoflow/train.py stereo --criterion \"LaplacianLossBounded2()\" --dataset \"CREStereo('train')+SceneFlow('train_allpass')+30*ETH3DLowRes('train')+50*Md05('train')+50*Md06('train')+50*Md14('train')+50*Md21('train')+50*MdEval3('train_full')+Booster('train_balanced')\" --val_dataset \"SceneFlow('test1of100_finalpass')+SceneFlow('test1of100_cleanpass')+ETH3DLowRes('subval')+Md05('subval')+Md06('subval')+Md14('subval')+Md21('subval')+MdEval3('subval_full')+Booster('subval_balanced')\" --lr 3e-5 --batch_size 2 --epochs 32 --pretrained pretrained_models/CroCo_V2_ViTLarge_BaseDecoder.pth --output_dir xps/crocostereo/main/\n```\n\nFor evaluation of validation set, we also provide the model trained on the `subtrain` subset of the training sets.\n\n```\n# Download the model\nbash stereoflow/download_model.sh crocostereo_subtrain.pth\n# Evaluation on validation sets \npython stereoflow/test.py --model stereoflow_models/crocostereo_subtrain.pth --dataset \"MdEval3('subval_full')+ETH3DLowRes('subval')+SceneFlow('test_finalpass')+SceneFlow('test_cleanpass')\" --save metrics --tile_overlap 0.9\n# Training command that was used (same as above but on subtrain, using checkpoint-best.pth), can also be launched on multiple gpus\npython -u stereoflow/train.py stereo --criterion \"LaplacianLossBounded2()\" --dataset \"CREStereo('train')+SceneFlow('train_allpass')+30*ETH3DLowRes('subtrain')+50*Md05('subtrain')+50*Md06('subtrain')+50*Md14('subtrain')+50*Md21('subtrain')+50*MdEval3('subtrain_full')+Booster('subtrain_balanced')\" --val_dataset \"SceneFlow('test1of100_finalpass')+SceneFlow('test1of100_cleanpass')+ETH3DLowRes('subval')+Md05('subval')+Md06('subval')+Md14('subval')+Md21('subval')+MdEval3('subval_full')+Booster('subval_balanced')\" --lr 3e-5 --batch_size 6 --epochs 32 --pretrained pretrained_models/CroCo_V2_ViTLarge_BaseDecoder.pth --output_dir xps/crocostereo/main_subtrain/\n```\n\n##### Other models \n\n<details>\n\t<summary>Model for ETH3D</summary> \n\tThe model used for the submission on ETH3D is trained with the same command but using an unbounded Laplacian loss.\n\t\n\t# Download the model\n\tbash stereoflow/download_model.sh crocostereo_eth3d.pth\n\t# ETH3D submission\n\tpython stereoflow/test.py --model stereoflow_models/crocostereo_eth3d.pth --dataset \"ETH3DLowRes('all')\" --save submission --tile_overlap 0.9\n\t# Training command that was used\n\tpython -u stereoflow/train.py stereo --criterion \"LaplacianLoss()\" --tile_conf_mode conf_expbeta3 --dataset \"CREStereo('train')+SceneFlow('train_allpass')+30*ETH3DLowRes('train')+50*Md05('train')+50*Md06('train')+50*Md14('train')+50*Md21('train')+50*MdEval3('train_full')+Booster('train_balanced')\" --val_dataset \"SceneFlow('test1of100_finalpass')+SceneFlow('test1of100_cleanpass')+ETH3DLowRes('subval')+Md05('subval')+Md06('subval')+Md14('subval')+Md21('subval')+MdEval3('subval_full')+Booster('subval_balanced')\" --lr 3e-5 --batch_size 6 --epochs 32 --pretrained pretrained_models/CroCo_V2_ViTLarge_BaseDecoder.pth --output_dir xps/crocostereo/main_eth3d/\n\t\n</details>\n\n<details>\n\t<summary>Main model finetuned on Kitti</summary>\n\t\n\t# Download the model\n\tbash stereoflow/download_model.sh crocostereo_finetune_kitti.pth\n\t# Kitti submission \n\tpython stereoflow/test.py --model stereoflow_models/crocostereo_finetune_kitti.pth --dataset \"Kitti15('test')\" --save submission --tile_overlap 0.9\n\t# Training that was used\n\tpython -u stereoflow/train.py stereo --crop 352 1216 --criterion \"LaplacianLossBounded2()\" --dataset \"Kitti12('train')+Kitti15('train')\" --lr 3e-5 --batch_size 1 --accum_iter 6 --epochs 20 --pretrained pretrained_models/CroCo_V2_ViTLarge_BaseDecoder.pth --start_from stereoflow_models/crocostereo.pth --output_dir xps/crocostereo/finetune_kitti/ --save_every 5\n</details>\n\n<details>\n\t<summary>Main model finetuned on Spring</summary>\n\t\n\t# Download the model\n\tbash stereoflow/download_model.sh crocostereo_finetune_spring.pth\n\t# Spring submission \n\tpython stereoflow/test.py --model stereoflow_models/crocostereo_finetune_spring.pth --dataset \"Spring('test')\" --save submission --tile_overlap 0.9\n\t# Training command that was used\n\tpython -u stereoflow/train.py stereo --criterion \"LaplacianLossBounded2()\" --dataset \"Spring('train')\" --lr 3e-5 --batch_size 6 --epochs 8 --pretrained pretrained_models/CroCo_V2_ViTLarge_BaseDecoder.pth --start_from stereoflow_models/crocostereo.pth --output_dir xps/crocostereo/finetune_spring/\n</details>\n\n<details>\n\t<summary>Smaller models</summary>\n\tTo train CroCo-Stereo with smaller CroCo pretrained models, simply replace the <code>--pretrained</code> argument. To download the smaller CroCo-Stereo models based on CroCo v2 pretraining with ViT-Base encoder and Small encoder, use <code>bash stereoflow/download_model.sh crocostereo_subtrain_vitb_smalldecoder.pth</code>, and for the model with a ViT-Base encoder and a Base decoder, use <code>bash stereoflow/download_model.sh crocostereo_subtrain_vitb_basedecoder.pth</code>.\n</details>\n\t\n\n### CroCo-Flow\n\n##### Main model\n\nThe main training of CroCo-Flow was performed on the FlyingThings, FlyingChairs, MPI-Sintel and TartanAir datasets.\nIt was used for our submission to the MPI-Sintel benchmark.\n\n```\n# Download the model \nbash stereoflow/download_model.sh crocoflow.pth\n# Evaluation \npython stereoflow/test.py --model stereoflow_models/crocoflow.pth --dataset \"MPISintel('subval_cleanpass')+MPISintel('subval_finalpass')\" --save metrics --tile_overlap 0.9\n# Sintel submission\npython stereoflow/test.py --model stereoflow_models/crocoflow.pth --dataset \"MPISintel('test_allpass')\" --save submission --tile_overlap 0.9\n# Training command that was used, with checkpoint-best.pth\npython -u stereoflow/train.py flow --criterion \"LaplacianLossBounded()\" --dataset \"40*MPISintel('subtrain_cleanpass')+40*MPISintel('subtrain_finalpass')+4*FlyingThings('train_allpass')+4*FlyingChairs('train')+TartanAir('train')\" --val_dataset \"MPISintel('subval_cleanpass')+MPISintel('subval_finalpass')\" --lr 2e-5 --batch_size 8 --epochs 240 --img_per_epoch 30000 --pretrained pretrained_models/CroCo_V2_ViTLarge_BaseDecoder.pth --output_dir xps/crocoflow/main/\n```\n\n##### Other models \n\n<details>\n\t<summary>Main model finetuned on Kitti</summary>\n\t\n\t# Download the model\n\tbash stereoflow/download_model.sh crocoflow_finetune_kitti.pth\n\t# Kitti submission \n\tpython stereoflow/test.py --model stereoflow_models/crocoflow_finetune_kitti.pth --dataset \"Kitti15('test')\" --save submission --tile_overlap 0.99\n\t# Training that was used, with checkpoint-last.pth\n\tpython -u stereoflow/train.py flow --crop 352 1216 --criterion \"LaplacianLossBounded()\" --dataset \"Kitti15('train')+Kitti12('train')\" --lr 2e-5 --batch_size 1 --accum_iter 8 --epochs 150 --save_every 5 --pretrained pretrained_models/CroCo_V2_ViTLarge_BaseDecoder.pth --start_from stereoflow_models/crocoflow.pth --output_dir xps/crocoflow/finetune_kitti/\n</details>\n\n<details>\n\t<summary>Main model finetuned on Spring</summary>\n\t\n\t# Download the model\n\tbash stereoflow/download_model.sh crocoflow_finetune_spring.pth\n\t# Spring submission \n\tpython stereoflow/test.py --model stereoflow_models/crocoflow_finetune_spring.pth --dataset \"Spring('test')\" --save submission --tile_overlap 0.9\n\t# Training command that was used, with checkpoint-last.pth\n\tpython -u stereoflow/train.py flow --criterion \"LaplacianLossBounded()\" --dataset \"Spring('train')\" --lr 2e-5 --batch_size 8 --epochs 12 --pretrained pretrained_models/CroCo_V2_ViTLarge_BaseDecoder.pth --start_from stereoflow_models/crocoflow.pth --output_dir xps/crocoflow/finetune_spring/\n</details>\n\n<details>\n\t<summary>Smaller models</summary>\n\tTo train CroCo-Flow with smaller CroCo pretrained models, simply replace the <code>--pretrained</code> argument. To download the smaller CroCo-Flow models based on CroCo v2 pretraining with ViT-Base encoder and Small encoder, use <code>bash stereoflow/download_model.sh crocoflow_vitb_smalldecoder.pth</code>, and for the model with a ViT-Base encoder and a Base decoder, use <code>bash stereoflow/download_model.sh crocoflow_vitb_basedecoder.pth</code>.\n</details>\n"
  },
  {
    "path": "croco/stereoflow/augmentor.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n\n# --------------------------------------------------------\n# Data augmentation for training stereo and flow\n# --------------------------------------------------------\n\n# References\n# https://github.com/autonomousvision/unimatch/blob/master/dataloader/stereo/transforms.py\n# https://github.com/autonomousvision/unimatch/blob/master/dataloader/flow/transforms.py\n\n\nimport numpy as np\nimport random\nfrom PIL import Image\n\nimport cv2\ncv2.setNumThreads(0)\ncv2.ocl.setUseOpenCL(False)\n\nimport torch\nfrom torchvision.transforms import ColorJitter\nimport torchvision.transforms.functional as FF\n\nclass StereoAugmentor(object):\n\n    def __init__(self, crop_size, scale_prob=0.5, scale_xonly=True, lhth=800., lminscale=0.0, lmaxscale=1.0, hminscale=-0.2, hmaxscale=0.4, scale_interp_nearest=True, rightjitterprob=0.5, v_flip_prob=0.5, color_aug_asym=True, color_choice_prob=0.5):\n        self.crop_size = crop_size\n        self.scale_prob = scale_prob\n        self.scale_xonly = scale_xonly\n        self.lhth = lhth\n        self.lminscale = lminscale\n        self.lmaxscale = lmaxscale\n        self.hminscale = hminscale\n        self.hmaxscale = hmaxscale\n        self.scale_interp_nearest = scale_interp_nearest\n        self.rightjitterprob = rightjitterprob\n        self.v_flip_prob = v_flip_prob\n        self.color_aug_asym = color_aug_asym\n        self.color_choice_prob = color_choice_prob\n        \n    def _random_scale(self, img1, img2, disp):\n        ch,cw = self.crop_size\n        h,w = img1.shape[:2]\n        if self.scale_prob>0. and np.random.rand()<self.scale_prob:\n            min_scale, max_scale = (self.lminscale,self.lmaxscale) if min(h,w) < self.lhth else (self.hminscale,self.hmaxscale)\n            scale_x = 2. ** np.random.uniform(min_scale, max_scale)\n            scale_x = np.clip(scale_x, (cw+8) / float(w), None)\n            scale_y = 1.\n            if not self.scale_xonly:\n                scale_y = scale_x\n                scale_y = np.clip(scale_y, (ch+8) / float(h), None)\n            img1 = cv2.resize(img1, None, fx=scale_x, fy=scale_y, interpolation=cv2.INTER_LINEAR)\n            img2 = cv2.resize(img2, None, fx=scale_x, fy=scale_y, interpolation=cv2.INTER_LINEAR)\n            disp = cv2.resize(disp, None, fx=scale_x, fy=scale_y, interpolation=cv2.INTER_LINEAR if not self.scale_interp_nearest else cv2.INTER_NEAREST) * scale_x\n        else: # check if we need to resize to be able to crop \n            h,w = img1.shape[:2]\n            clip_scale = (cw+8) / float(w)\n            if clip_scale>1.:\n                scale_x = clip_scale\n                scale_y = scale_x if not self.scale_xonly else 1.0\n                img1 = cv2.resize(img1, None, fx=scale_x, fy=scale_y, interpolation=cv2.INTER_LINEAR)\n                img2 = cv2.resize(img2, None, fx=scale_x, fy=scale_y, interpolation=cv2.INTER_LINEAR)\n                disp = cv2.resize(disp, None, fx=scale_x, fy=scale_y, interpolation=cv2.INTER_LINEAR if not self.scale_interp_nearest else cv2.INTER_NEAREST) * scale_x\n        return img1, img2, disp \n                \n    def _random_crop(self, img1, img2, disp): \n        h,w = img1.shape[:2]\n        ch,cw = self.crop_size\n        assert ch<=h and cw<=w, (img1.shape, h,w,ch,cw)\n        offset_x = np.random.randint(w - cw + 1)\n        offset_y = np.random.randint(h - ch + 1)\n        img1 = img1[offset_y:offset_y+ch,offset_x:offset_x+cw]\n        img2 = img2[offset_y:offset_y+ch,offset_x:offset_x+cw]\n        disp = disp[offset_y:offset_y+ch,offset_x:offset_x+cw]\n        return img1, img2, disp\n    \n    def _random_vflip(self, img1, img2, disp):\n        # vertical flip\n        if self.v_flip_prob>0 and np.random.rand() < self.v_flip_prob:\n            img1 = np.copy(np.flipud(img1))\n            img2 = np.copy(np.flipud(img2))\n            disp = np.copy(np.flipud(disp))\n        return img1, img2, disp\n        \n    def _random_rotate_shift_right(self, img2):\n        if self.rightjitterprob>0. and np.random.rand()<self.rightjitterprob:\n            angle, pixel = 0.1, 2\n            px = np.random.uniform(-pixel, pixel)\n            ag = np.random.uniform(-angle, angle)\n            image_center = (np.random.uniform(0, img2.shape[0]), np.random.uniform(0, img2.shape[1])  )\n            rot_mat = cv2.getRotationMatrix2D(image_center, ag, 1.0)\n            img2 = cv2.warpAffine(img2, rot_mat, img2.shape[1::-1], flags=cv2.INTER_LINEAR)\n            trans_mat = np.float32([[1, 0, 0], [0, 1, px]])\n            img2 = cv2.warpAffine(img2, trans_mat, img2.shape[1::-1], flags=cv2.INTER_LINEAR)\n        return img2\n            \n    def _random_color_contrast(self, img1, img2):\n        if np.random.random() < 0.5:\n            contrast_factor = np.random.uniform(0.8, 1.2)\n            img1 = FF.adjust_contrast(img1, contrast_factor)\n            if self.color_aug_asym and np.random.random() < 0.5: contrast_factor = np.random.uniform(0.8, 1.2)\n            img2 = FF.adjust_contrast(img2, contrast_factor)\n        return img1, img2\n    def _random_color_gamma(self, img1, img2):\n        if np.random.random() < 0.5:\n            gamma = np.random.uniform(0.7, 1.5)\n            img1 = FF.adjust_gamma(img1, gamma)\n            if self.color_aug_asym and np.random.random() < 0.5: gamma = np.random.uniform(0.7, 1.5)\n            img2 = FF.adjust_gamma(img2, gamma)\n        return img1, img2\n    def _random_color_brightness(self, img1, img2):\n        if np.random.random() < 0.5:\n            brightness = np.random.uniform(0.5, 2.0)\n            img1 = FF.adjust_brightness(img1, brightness)\n            if self.color_aug_asym and np.random.random() < 0.5: brightness = np.random.uniform(0.5, 2.0)\n            img2 = FF.adjust_brightness(img2, brightness)\n        return img1, img2\n    def _random_color_hue(self, img1, img2):\n        if np.random.random() < 0.5:\n            hue = np.random.uniform(-0.1, 0.1)\n            img1 = FF.adjust_hue(img1, hue)\n            if self.color_aug_asym and np.random.random() < 0.5: hue = np.random.uniform(-0.1, 0.1)\n            img2 = FF.adjust_hue(img2, hue)\n        return img1, img2\n    def _random_color_saturation(self, img1, img2):\n        if np.random.random() < 0.5:\n            saturation = np.random.uniform(0.8, 1.2)\n            img1 = FF.adjust_saturation(img1, saturation)\n            if self.color_aug_asym and np.random.random() < 0.5: saturation = np.random.uniform(-0.8,1.2)\n            img2 = FF.adjust_saturation(img2, saturation)\n        return img1, img2   \n    def _random_color(self, img1, img2):\n        trfs = [self._random_color_contrast,self._random_color_gamma,self._random_color_brightness,self._random_color_hue,self._random_color_saturation]\n        img1 = Image.fromarray(img1.astype('uint8'))\n        img2 = Image.fromarray(img2.astype('uint8'))\n        if np.random.random() < self.color_choice_prob:\n            # A single transform\n            t = random.choice(trfs)\n            img1, img2 = t(img1, img2)\n        else:\n            # Combination of trfs\n            # Random order\n            random.shuffle(trfs)\n            for t in trfs:\n                img1, img2 = t(img1, img2)\n        img1 = np.array(img1).astype(np.float32)\n        img2 = np.array(img2).astype(np.float32)\n        return img1, img2\n                    \n    def __call__(self, img1, img2, disp, dataset_name):\n        img1, img2, disp = self._random_scale(img1, img2, disp)\n        img1, img2, disp = self._random_crop(img1, img2, disp)\n        img1, img2, disp = self._random_vflip(img1, img2, disp)\n        img2 = self._random_rotate_shift_right(img2)\n        img1, img2 = self._random_color(img1, img2)\n        return img1, img2, disp\n\n\n\nclass FlowAugmentor:\n\n    def __init__(self, crop_size, min_scale=-0.2, max_scale=0.5, spatial_aug_prob=0.8, stretch_prob=0.8, max_stretch=0.2, h_flip_prob=0.5, v_flip_prob=0.1, asymmetric_color_aug_prob=0.2):\n    \n        # spatial augmentation params\n        self.crop_size = crop_size\n        self.min_scale = min_scale\n        self.max_scale = max_scale\n        self.spatial_aug_prob = spatial_aug_prob\n        self.stretch_prob = stretch_prob\n        self.max_stretch = max_stretch\n\n        # flip augmentation params\n        self.h_flip_prob = h_flip_prob\n        self.v_flip_prob = v_flip_prob\n\n        # photometric augmentation params\n        self.photo_aug = ColorJitter(brightness=0.4, contrast=0.4, saturation=0.4, hue=0.5 / 3.14)\n\n        self.asymmetric_color_aug_prob = asymmetric_color_aug_prob\n        \n    def color_transform(self, img1, img2):\n        \"\"\" Photometric augmentation \"\"\"\n\n        # asymmetric\n        if np.random.rand() < self.asymmetric_color_aug_prob:\n            img1 = np.array(self.photo_aug(Image.fromarray(img1)), dtype=np.uint8)\n            img2 = np.array(self.photo_aug(Image.fromarray(img2)), dtype=np.uint8)\n\n        # symmetric\n        else:\n            image_stack = np.concatenate([img1, img2], axis=0)\n            image_stack = np.array(self.photo_aug(Image.fromarray(image_stack)), dtype=np.uint8)\n            img1, img2 = np.split(image_stack, 2, axis=0)\n\n        return img1, img2\n\n    def _resize_flow(self, flow, scale_x, scale_y, factor=1.0):\n        if np.all(np.isfinite(flow)):\n            flow = cv2.resize(flow, None, fx=scale_x/factor, fy=scale_y/factor, interpolation=cv2.INTER_LINEAR)\n            flow = flow * [scale_x, scale_y]\n        else: # sparse version\n            fx, fy = scale_x, scale_y\n            ht, wd = flow.shape[:2]\n            coords = np.meshgrid(np.arange(wd), np.arange(ht))\n            coords = np.stack(coords, axis=-1)\n\n            coords = coords.reshape(-1, 2).astype(np.float32)\n            flow = flow.reshape(-1, 2).astype(np.float32)\n            valid = np.isfinite(flow[:,0])\n\n            coords0 = coords[valid]\n            flow0 = flow[valid]\n\n            ht1 = int(round(ht * fy/factor))\n            wd1 = int(round(wd * fx/factor))\n            \n            rescale = np.expand_dims(np.array([fx, fy]), axis=0)\n            coords1 = coords0 * rescale / factor\n            flow1 = flow0 * rescale\n\n            xx = np.round(coords1[:, 0]).astype(np.int32)\n            yy = np.round(coords1[:, 1]).astype(np.int32)\n\n            v = (xx > 0) & (xx < wd1) & (yy > 0) & (yy < ht1)\n            xx = xx[v]\n            yy = yy[v]\n            flow1 = flow1[v]\n\n            flow = np.inf * np.ones([ht1, wd1, 2], dtype=np.float32) # invalid value every where, before we fill it with the correct ones\n            flow[yy, xx] = flow1\n        return flow\n        \n    def spatial_transform(self, img1, img2, flow, dname):\n    \n        if np.random.rand() < self.spatial_aug_prob:\n            # randomly sample scale\n            ht, wd = img1.shape[:2]\n            clip_min_scale = np.maximum(\n                (self.crop_size[0] + 8) / float(ht),\n                (self.crop_size[1] + 8) / float(wd))\n            min_scale, max_scale = self.min_scale, self.max_scale\n            scale = 2 ** np.random.uniform(self.min_scale, self.max_scale)\n            scale_x = scale\n            scale_y = scale\n            if np.random.rand() < self.stretch_prob:\n                scale_x *= 2 ** np.random.uniform(-self.max_stretch, self.max_stretch)\n                scale_y *= 2 ** np.random.uniform(-self.max_stretch, self.max_stretch)\n            scale_x = np.clip(scale_x, clip_min_scale, None)\n            scale_y = np.clip(scale_y, clip_min_scale, None)\n            # rescale the images\n            img1 = cv2.resize(img1, None, fx=scale_x, fy=scale_y, interpolation=cv2.INTER_LINEAR)\n            img2 = cv2.resize(img2, None, fx=scale_x, fy=scale_y, interpolation=cv2.INTER_LINEAR)\n            flow = self._resize_flow(flow, scale_x, scale_y, factor=2.0 if dname=='Spring' else 1.0)\n        elif dname==\"Spring\":\n            flow = self._resize_flow(flow, 1.0, 1.0, factor=2.0)\n\n        if self.h_flip_prob>0. and np.random.rand() < self.h_flip_prob:  # h-flip\n            img1 = img1[:, ::-1]\n            img2 = img2[:, ::-1]\n            flow = flow[:, ::-1] * [-1.0, 1.0]\n\n        if self.v_flip_prob>0. and np.random.rand() < self.v_flip_prob:  # v-flip\n            img1 = img1[::-1, :]\n            img2 = img2[::-1, :]\n            flow = flow[::-1, :] * [1.0, -1.0]\n                \n        # In case no cropping\n        if img1.shape[0] - self.crop_size[0] > 0:\n            y0 = np.random.randint(0, img1.shape[0] - self.crop_size[0])\n        else:\n            y0 = 0\n        if img1.shape[1] - self.crop_size[1] > 0:\n            x0 = np.random.randint(0, img1.shape[1] - self.crop_size[1])\n        else:\n            x0 = 0\n\n        img1 = img1[y0:y0 + self.crop_size[0], x0:x0 + self.crop_size[1]]\n        img2 = img2[y0:y0 + self.crop_size[0], x0:x0 + self.crop_size[1]]\n        flow = flow[y0:y0 + self.crop_size[0], x0:x0 + self.crop_size[1]]\n\n        return img1, img2, flow\n\n    def __call__(self, img1, img2, flow, dname):\n        img1, img2, flow = self.spatial_transform(img1, img2, flow, dname)\n        img1, img2 = self.color_transform(img1, img2)\n        img1 = np.ascontiguousarray(img1)\n        img2 = np.ascontiguousarray(img2)\n        flow = np.ascontiguousarray(flow)\n        return img1, img2, flow"
  },
  {
    "path": "croco/stereoflow/criterion.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n\n# --------------------------------------------------------\n# Losses, metrics per batch, metrics per dataset \n# --------------------------------------------------------\n\nimport torch\nfrom torch import nn\nimport torch.nn.functional as F\n\ndef _get_gtnorm(gt):\n    if gt.size(1)==1: # stereo\n        return gt\n    # flow \n    return torch.sqrt(torch.sum(gt**2, dim=1, keepdims=True)) # Bx1xHxW\n\n############ losses without confidence\n\nclass L1Loss(nn.Module):\n    \n    def __init__(self, max_gtnorm=None):\n        super().__init__()\n        self.max_gtnorm = max_gtnorm\n        self.with_conf = False \n    \n    def _error(self, gt, predictions):\n        return torch.abs(gt-predictions)\n    \n    def forward(self, predictions, gt, inspect=False):\n        mask = torch.isfinite(gt)\n        if self.max_gtnorm is not None: \n            mask *= _get_gtnorm(gt).expand(-1,gt.size(1),-1,-1)<self.max_gtnorm\n        if inspect:\n            return self._error(gt, predictions)\n        return self._error(gt[mask],predictions[mask]).mean()\n\n############## losses with confience\n## there are several parametrizations\n\nclass LaplacianLoss(nn.Module): # used for CroCo-Stereo on ETH3D, d'=exp(d)\n    \n    def __init__(self, max_gtnorm=None):\n        super().__init__()\n        self.max_gtnorm = max_gtnorm\n        self.with_conf = True\n        \n    def forward(self, predictions, gt, conf):\n        mask = torch.isfinite(gt)\n        mask = mask[:,0,:,:]\n        if self.max_gtnorm is not None: mask *= _get_gtnorm(gt)[:,0,:,:]<self.max_gtnorm\n        conf = conf.squeeze(1)\n        return ( torch.abs(gt-predictions).sum(dim=1)[mask] / torch.exp(conf[mask]) + conf[mask] ).mean()# + torch.log(2) => which is a constant\n\n\nclass LaplacianLossBounded(nn.Module): # used for CroCo-Flow ; in the equation of the paper, we have a=1/b\n    def __init__(self, max_gtnorm=10000., a=0.25, b=4.):\n        super().__init__()\n        self.max_gtnorm = max_gtnorm\n        self.with_conf = True\n        self.a, self.b = a, b\n        \n    def forward(self, predictions, gt, conf):\n        mask = torch.isfinite(gt)\n        mask = mask[:,0,:,:]\n        if self.max_gtnorm is not None: mask *= _get_gtnorm(gt)[:,0,:,:]<self.max_gtnorm\n        conf = conf.squeeze(1)\n        conf = (self.b - self.a) * torch.sigmoid(conf) + self.a\n        return ( torch.abs(gt-predictions).sum(dim=1)[mask] / conf[mask] + torch.log(conf)[mask] ).mean()# + torch.log(2) => which is a constant\n\nclass LaplacianLossBounded2(nn.Module): # used for CroCo-Stereo (except for ETH3D) ; in the equation of the paper, we have a=b\n    def __init__(self, max_gtnorm=None, a=3.0, b=3.0):\n        super().__init__()\n        self.max_gtnorm = max_gtnorm\n        self.with_conf = True\n        self.a, self.b = a, b\n        \n    def forward(self, predictions, gt, conf):\n        mask = torch.isfinite(gt)\n        mask = mask[:,0,:,:]\n        if self.max_gtnorm is not None: mask *= _get_gtnorm(gt)[:,0,:,:]<self.max_gtnorm\n        conf = conf.squeeze(1)\n        conf = 2 * self.a * (torch.sigmoid(conf / self.b) - 0.5 )\n        return ( torch.abs(gt-predictions).sum(dim=1)[mask] / torch.exp(conf[mask]) + conf[mask] ).mean()# + torch.log(2) => which is a constant\n        \n############## metrics per batch \n\nclass StereoMetrics(nn.Module):\n\n    def __init__(self, do_quantile=False):\n        super().__init__()\n        self.bad_ths = [0.5,1,2,3]\n        self.do_quantile = do_quantile\n        \n    def forward(self, predictions, gt):\n        B = predictions.size(0)\n        metrics = {}\n        gtcopy = gt.clone() \n        mask = torch.isfinite(gtcopy)\n        gtcopy[~mask] = 999999.0 # we make a copy and put a non-infinite value, such that it does not become nan once multiplied by the mask value 0\n        Npx = mask.view(B,-1).sum(dim=1)\n        L1error = (torch.abs(gtcopy-predictions)*mask).view(B,-1)\n        L2error = (torch.square(gtcopy-predictions)*mask).view(B,-1)\n        # avgerr\n        metrics['avgerr'] = torch.mean(L1error.sum(dim=1)/Npx )\n        # rmse\n        metrics['rmse'] = torch.sqrt(L2error.sum(dim=1)/Npx).mean(dim=0)\n        # err > t for t in [0.5,1,2,3]\n        for ths in self.bad_ths:\n            metrics['bad@{:.1f}'.format(ths)] = (((L1error>ths)* mask.view(B,-1)).sum(dim=1)/Npx).mean(dim=0) * 100\n        return metrics\n        \nclass FlowMetrics(nn.Module):\n    def __init__(self):\n        super().__init__()\n        self.bad_ths = [1,3,5]\n        \n    def forward(self, predictions, gt):\n        B = predictions.size(0)        \n        metrics = {}\n        mask = torch.isfinite(gt[:,0,:,:]) # both x and y would be infinite\n        Npx = mask.view(B,-1).sum(dim=1)\n        gtcopy = gt.clone() # to compute L1/L2 error, we need to have non-infinite value, the error computed at this locations will be ignored\n        gtcopy[:,0,:,:][~mask] = 999999.0\n        gtcopy[:,1,:,:][~mask] = 999999.0\n        L1error = (torch.abs(gtcopy-predictions).sum(dim=1)*mask).view(B,-1)\n        L2error = (torch.sqrt(torch.sum(torch.square(gtcopy-predictions),dim=1))*mask).view(B,-1)\n        metrics['L1err'] = torch.mean(L1error.sum(dim=1)/Npx )\n        metrics['EPE'] = torch.mean(L2error.sum(dim=1)/Npx )\n        for ths in self.bad_ths:\n            metrics['bad@{:.1f}'.format(ths)] = (((L2error>ths)* mask.view(B,-1)).sum(dim=1)/Npx).mean(dim=0) * 100\n        return metrics\n        \n############## metrics per dataset\n## we update the average and maintain the number of pixels while adding data batch per batch \n## at the beggining, call reset()\n## after each batch, call add_batch(...)\n## at the end: call get_results()\n\nclass StereoDatasetMetrics(nn.Module):\n\n    def __init__(self):\n        super().__init__()\n        self.bad_ths = [0.5,1,2,3]\n        \n    def reset(self):\n        self.agg_N = 0 # number of pixels so far \n        self.agg_L1err = torch.tensor(0.0) # L1 error so far \n        self.agg_Nbad = [0 for _ in self.bad_ths] # counter of bad pixels \n        self._metrics = None\n                \n    def add_batch(self, predictions, gt):\n        assert predictions.size(1)==1, predictions.size()\n        assert gt.size(1)==1, gt.size()\n        if gt.size(2)==predictions.size(2)*2 and gt.size(3)==predictions.size(3)*2: # special case for Spring ...\n            L1err = torch.minimum( torch.minimum( torch.minimum(\n                torch.sum(torch.abs(gt[:,:,0::2,0::2]-predictions),dim=1),\n                torch.sum(torch.abs(gt[:,:,1::2,0::2]-predictions),dim=1)),\n                torch.sum(torch.abs(gt[:,:,0::2,1::2]-predictions),dim=1)),\n                torch.sum(torch.abs(gt[:,:,1::2,1::2]-predictions),dim=1))\n            valid = torch.isfinite(L1err)\n        else:\n            valid = torch.isfinite(gt[:,0,:,:]) # both x and y would be infinite\n            L1err = torch.sum(torch.abs(gt-predictions),dim=1)\n        N = valid.sum()\n        Nnew = self.agg_N + N\n        self.agg_L1err = float(self.agg_N)/Nnew * self.agg_L1err + L1err[valid].mean().cpu() * float(N)/Nnew\n        self.agg_N = Nnew\n        for i,th in enumerate(self.bad_ths):\n            self.agg_Nbad[i] += (L1err[valid]>th).sum().cpu()\n   \n    def _compute_metrics(self):\n        if self._metrics is not None: return\n        out = {}\n        out['L1err'] = self.agg_L1err.item()\n        for i,th in enumerate(self.bad_ths):\n            out['bad@{:.1f}'.format(th)] = (float(self.agg_Nbad[i]) / self.agg_N).item() * 100.0\n        self._metrics = out\n        \n    def get_results(self): \n        self._compute_metrics() # to avoid recompute them multiple times\n        return self._metrics\n\nclass FlowDatasetMetrics(nn.Module):\n    \n    def __init__(self):\n        super().__init__()\n        self.bad_ths = [0.5,1,3,5]\n        self.speed_ths = [(0,10),(10,40),(40,torch.inf)]\n    \n    def reset(self):\n        self.agg_N = 0 # number of pixels so far \n        self.agg_L1err = torch.tensor(0.0) # L1 error so far \n        self.agg_L2err = torch.tensor(0.0) # L2 (=EPE) error so far \n        self.agg_Nbad = [0 for _ in self.bad_ths] # counter of bad pixels \n        self.agg_EPEspeed = [torch.tensor(0.0) for _ in self.speed_ths] # EPE per speed bin so far \n        self.agg_Nspeed = [0 for _ in self.speed_ths] # N pixels per speed bin so far\n        self._metrics = None\n        self.pairname_results = {}\n\n    def add_batch(self, predictions, gt):\n        assert predictions.size(1)==2, predictions.size()\n        assert gt.size(1)==2, gt.size()\n        if gt.size(2)==predictions.size(2)*2 and gt.size(3)==predictions.size(3)*2: # special case for Spring ...\n            L1err = torch.minimum( torch.minimum( torch.minimum(\n                torch.sum(torch.abs(gt[:,:,0::2,0::2]-predictions),dim=1),\n                torch.sum(torch.abs(gt[:,:,1::2,0::2]-predictions),dim=1)),\n                torch.sum(torch.abs(gt[:,:,0::2,1::2]-predictions),dim=1)),\n                torch.sum(torch.abs(gt[:,:,1::2,1::2]-predictions),dim=1))\n            L2err = torch.minimum( torch.minimum( torch.minimum(\n                torch.sqrt(torch.sum(torch.square(gt[:,:,0::2,0::2]-predictions),dim=1)),\n                torch.sqrt(torch.sum(torch.square(gt[:,:,1::2,0::2]-predictions),dim=1))),\n                torch.sqrt(torch.sum(torch.square(gt[:,:,0::2,1::2]-predictions),dim=1))),\n                torch.sqrt(torch.sum(torch.square(gt[:,:,1::2,1::2]-predictions),dim=1)))\n            valid = torch.isfinite(L1err)\n            gtspeed = (torch.sqrt(torch.sum(torch.square(gt[:,:,0::2,0::2]),dim=1)) + torch.sqrt(torch.sum(torch.square(gt[:,:,0::2,1::2]),dim=1)) +\\\n                       torch.sqrt(torch.sum(torch.square(gt[:,:,1::2,0::2]),dim=1)) + torch.sqrt(torch.sum(torch.square(gt[:,:,1::2,1::2]),dim=1)) ) / 4.0 # let's just average them\n        else:\n            valid = torch.isfinite(gt[:,0,:,:]) # both x and y would be infinite\n            L1err = torch.sum(torch.abs(gt-predictions),dim=1)\n            L2err = torch.sqrt(torch.sum(torch.square(gt-predictions),dim=1))\n            gtspeed = torch.sqrt(torch.sum(torch.square(gt),dim=1))\n        N = valid.sum()\n        Nnew = self.agg_N + N\n        self.agg_L1err = float(self.agg_N)/Nnew * self.agg_L1err + L1err[valid].mean().cpu() * float(N)/Nnew\n        self.agg_L2err = float(self.agg_N)/Nnew * self.agg_L2err + L2err[valid].mean().cpu() * float(N)/Nnew\n        self.agg_N = Nnew\n        for i,th in enumerate(self.bad_ths):\n            self.agg_Nbad[i] += (L2err[valid]>th).sum().cpu()\n        for i,(th1,th2) in enumerate(self.speed_ths):\n            vv = (gtspeed[valid]>=th1) * (gtspeed[valid]<th2)\n            iNspeed = vv.sum()\n            if iNspeed==0: continue\n            iNnew = self.agg_Nspeed[i] + iNspeed\n            self.agg_EPEspeed[i] = float(self.agg_Nspeed[i]) / iNnew * self.agg_EPEspeed[i] + float(iNspeed) / iNnew * L2err[valid][vv].mean().cpu()\n            self.agg_Nspeed[i] = iNnew\n\n    def _compute_metrics(self):\n        if self._metrics is not None: return\n        out = {}\n        out['L1err'] = self.agg_L1err.item()\n        out['EPE']  = self.agg_L2err.item()\n        for i,th in enumerate(self.bad_ths):\n            out['bad@{:.1f}'.format(th)] = (float(self.agg_Nbad[i]) / self.agg_N).item() * 100.0\n        for i,(th1,th2) in enumerate(self.speed_ths):\n            out['s{:d}{:s}'.format(th1, '-'+str(th2) if th2<torch.inf else '+')] = self.agg_EPEspeed[i].item()\n        self._metrics = out\n    \n    def get_results(self): \n        self._compute_metrics() # to avoid recompute them multiple times\n        return self._metrics"
  },
  {
    "path": "croco/stereoflow/datasets_flow.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n\n# --------------------------------------------------------\n# Dataset structure for flow\n# --------------------------------------------------------\n\nimport os\nimport os.path as osp\nimport pickle\nimport numpy as np\nimport struct\nfrom PIL import Image \nimport json\nimport h5py\nimport torch\nfrom torch.utils import data\n\nfrom .augmentor import FlowAugmentor\nfrom .datasets_stereo import _read_img, img_to_tensor, dataset_to_root, _read_pfm\nfrom copy import deepcopy\ndataset_to_root = deepcopy(dataset_to_root)\n\ndataset_to_root.update(**{\n    'TartanAir': './data/stereoflow/TartanAir',\n    'FlyingChairs': './data/stereoflow/FlyingChairs/',\n    'FlyingThings': osp.join(dataset_to_root['SceneFlow'],'FlyingThings')+'/',\n    'MPISintel': './data/stereoflow//MPI-Sintel/'+'/',\n})\ncache_dir = \"./data/stereoflow/datasets_flow_cache/\"\n\n\ndef flow_to_tensor(disp):\n    return torch.from_numpy(disp).float().permute(2, 0, 1)\n\nclass FlowDataset(data.Dataset):\n    \n    def __init__(self, split, augmentor=False, crop_size=None, totensor=True):\n        self.split = split\n        if not augmentor: assert crop_size is None \n        if crop_size is not None: assert augmentor\n        self.crop_size = crop_size\n        self.augmentor_str = augmentor\n        self.augmentor = FlowAugmentor(crop_size) if augmentor else None\n        self.totensor = totensor\n        self.rmul = 1 # keep track of rmul\n        self.has_constant_resolution = True # whether the dataset has constant resolution or not (=> don't use batch_size>1 at test time)\n        self._prepare_data()\n        self._load_or_build_cache()\n        \n    def prepare_data(self):\n        \"\"\"\n        to be defined for each dataset \n        \"\"\"\n        raise NotImplementedError \n        \n    def __len__(self):\n        return len(self.pairnames) # each pairname is typically of the form (str, int1, int2) \n        \n    def __getitem__(self, index):\n        pairname = self.pairnames[index]\n        \n        # get filenames \n        img1name = self.pairname_to_img1name(pairname)\n        img2name = self.pairname_to_img2name(pairname)\n        flowname = self.pairname_to_flowname(pairname) if self.pairname_to_flowname is not None else None\n        \n        # load images and disparities\n        img1 = _read_img(img1name)\n        img2 = _read_img(img2name)\n        flow = self.load_flow(flowname) if flowname is not None else None\n\n        # apply augmentations\n        if self.augmentor is not None:\n            img1, img2, flow = self.augmentor(img1, img2, flow, self.name)\n        \n        if self.totensor:\n            img1 = img_to_tensor(img1)\n            img2 = img_to_tensor(img2)\n            if flow is not None: \n                flow = flow_to_tensor(flow)\n            else:\n                flow = torch.tensor([]) # to allow dataloader batching with default collate_gn\n            pairname = str(pairname) # transform potential tuple to str to be able to batch it\n\n        return img1, img2, flow, pairname\n        \n    def __rmul__(self, v):\n        self.rmul *= v\n        self.pairnames = v * self.pairnames\n        return self\n        \n    def __str__(self):\n        return f'{self.__class__.__name__}_{self.split}'\n        \n    def __repr__(self):\n        s = f'{self.__class__.__name__}(split={self.split}, augmentor={self.augmentor_str}, crop_size={str(self.crop_size)}, totensor={self.totensor})'\n        if self.rmul==1:\n            s+=f'\\n\\tnum pairs: {len(self.pairnames)}'\n        else:\n            s+=f'\\n\\tnum pairs: {len(self.pairnames)} ({len(self.pairnames)//self.rmul}x{self.rmul})'\n        return s\n\n    def _set_root(self):\n        self.root = dataset_to_root[self.name]\n        assert os.path.isdir(self.root), f\"could not find root directory for dataset {self.name}: {self.root}\"       \n\n    def _load_or_build_cache(self):\n        cache_file = osp.join(cache_dir, self.name+'.pkl')\n        if osp.isfile(cache_file):\n            with open(cache_file, 'rb') as fid:\n                self.pairnames = pickle.load(fid)[self.split]\n        else:\n            tosave = self._build_cache()\n            os.makedirs(cache_dir, exist_ok=True)\n            with open(cache_file, 'wb') as fid:\n                pickle.dump(tosave, fid)\n            self.pairnames = tosave[self.split]\n\nclass TartanAirDataset(FlowDataset):\n\n    def _prepare_data(self):\n        self.name = \"TartanAir\"\n        self._set_root()\n        assert self.split in ['train']\n        self.pairname_to_img1name = lambda pairname: osp.join(self.root, pairname[0], 'image_left/{:06d}_left.png'.format(pairname[1]))\n        self.pairname_to_img2name = lambda pairname: osp.join(self.root, pairname[0], 'image_left/{:06d}_left.png'.format(pairname[2]))\n        self.pairname_to_flowname = lambda pairname: osp.join(self.root, pairname[0], 'flow/{:06d}_{:06d}_flow.npy'.format(pairname[1],pairname[2]))\n        self.pairname_to_str = lambda pairname: os.path.join(pairname[0][pairname[0].find('/')+1:], '{:06d}_{:06d}'.format(pairname[1], pairname[2]))\n        self.load_flow = _read_numpy_flow\n        \n    def _build_cache(self):\n        seqs = sorted(os.listdir(self.root))\n        pairs = [(osp.join(s,s,difficulty,Pxxx),int(a[:6]),int(a[:6])+1) for s in seqs for difficulty in ['Easy','Hard'] for Pxxx in sorted(os.listdir(osp.join(self.root,s,s,difficulty))) for a in sorted(os.listdir(osp.join(self.root,s,s,difficulty,Pxxx,'image_left/')))[:-1]]\n        assert len(pairs)==306268, \"incorrect parsing of pairs in TartanAir\"\n        tosave = {'train': pairs}\n        return tosave\n        \nclass FlyingChairsDataset(FlowDataset):\n\n    def _prepare_data(self):\n        self.name = \"FlyingChairs\"\n        self._set_root()\n        assert self.split in ['train','val']\n        self.pairname_to_img1name = lambda pairname: osp.join(self.root, 'data', pairname+'_img1.ppm')\n        self.pairname_to_img2name = lambda pairname: osp.join(self.root, 'data', pairname+'_img2.ppm')\n        self.pairname_to_flowname = lambda pairname: osp.join(self.root, 'data', pairname+'_flow.flo')\n        self.pairname_to_str = lambda pairname: pairname\n        self.load_flow = _read_flo_file\n        \n    def _build_cache(self):\n        split_file = osp.join(self.root, 'chairs_split.txt')\n        split_list = np.loadtxt(split_file, dtype=np.int32)\n        trainpairs = ['{:05d}'.format(i) for i in np.where(split_list==1)[0]+1]\n        valpairs = ['{:05d}'.format(i) for i in np.where(split_list==2)[0]+1]\n        assert len(trainpairs)==22232 and len(valpairs)==640, \"incorrect parsing of pairs in MPI-Sintel\"\n        tosave = {'train': trainpairs, 'val': valpairs}\n        return tosave\n        \nclass FlyingThingsDataset(FlowDataset):\n    \n    def _prepare_data(self):\n        self.name = \"FlyingThings\"\n        self._set_root()\n        assert self.split in [f'{set_}_{pass_}pass{camstr}' for set_ in ['train','test','test1024'] for camstr in ['','_rightcam'] for pass_ in ['clean','final','all']]\n        self.pairname_to_img1name = lambda pairname: osp.join(self.root, f'frames_{pairname[3]}pass', pairname[0].replace('into_future','').replace('into_past',''), '{:04d}.png'.format(pairname[1]))\n        self.pairname_to_img2name = lambda pairname: osp.join(self.root, f'frames_{pairname[3]}pass', pairname[0].replace('into_future','').replace('into_past',''), '{:04d}.png'.format(pairname[2]))\n        self.pairname_to_flowname = lambda pairname: osp.join(self.root, 'optical_flow', pairname[0], 'OpticalFlowInto{f:s}_{i:04d}_{c:s}.pfm'.format(f='Future' if 'future' in pairname[0] else 'Past', i=pairname[1], c='L' if 'left' in pairname[0] else 'R' ))\n        self.pairname_to_str = lambda pairname: os.path.join(pairname[3]+'pass', pairname[0], 'Into{f:s}_{i:04d}_{c:s}'.format(f='Future' if 'future' in pairname[0] else 'Past',  i=pairname[1], c='L' if 'left' in pairname[0] else 'R' ))\n        self.load_flow = _read_pfm_flow\n        \n    def _build_cache(self):\n        tosave = {}\n        # train and test splits for the different passes \n        for set_ in ['train', 'test']:\n            sroot = osp.join(self.root, 'optical_flow', set_.upper())\n            fname_to_i = lambda f: int(f[len('OpticalFlowIntoFuture_'):-len('_L.pfm')])\n            pp = [(osp.join(set_.upper(), d, s, 'into_future/left'),fname_to_i(fname)) for d in sorted(os.listdir(sroot)) for s in sorted(os.listdir(osp.join(sroot,d))) for fname in sorted(os.listdir(osp.join(sroot,d, s, 'into_future/left')))[:-1]]\n            pairs  = [(a,i,i+1) for a,i in pp]\n            pairs += [(a.replace('into_future','into_past'),i+1,i) for a,i in pp]\n            assert len(pairs)=={'train': 40302, 'test': 7866}[set_], \"incorrect parsing of pairs Flying Things\"\n            for cam in ['left','right']:\n                camstr = '' if cam=='left' else f'_{cam}cam'\n                for pass_ in ['final', 'clean']:\n                    tosave[f'{set_}_{pass_}pass{camstr}'] = [(a.replace('left',cam),i,j,pass_) for a,i,j in pairs]\n                tosave[f'{set_}_allpass{camstr}'] = tosave[f'{set_}_cleanpass{camstr}'] + tosave[f'{set_}_finalpass{camstr}']\n        # test1024: this is the same split as unimatch 'validation' split\n        # see https://github.com/autonomousvision/unimatch/blob/master/dataloader/flow/datasets.py#L229\n        test1024_nsamples = 1024\n        alltest_nsamples = len(tosave['test_cleanpass'])  # 7866\n        stride = alltest_nsamples // test1024_nsamples\n        remove = alltest_nsamples % test1024_nsamples\n        for cam in ['left','right']:\n            camstr = '' if cam=='left' else f'_{cam}cam'\n            for pass_ in ['final','clean']:\n                tosave[f'test1024_{pass_}pass{camstr}'] = sorted(tosave[f'test_{pass_}pass{camstr}'])[:-remove][::stride] # warning, it was not sorted before\n            assert len(tosave['test1024_cleanpass'])==1024, \"incorrect parsing of pairs in Flying Things\"\n            tosave[f'test1024_allpass{camstr}'] = tosave[f'test1024_cleanpass{camstr}'] + tosave[f'test1024_finalpass{camstr}']\n        return tosave\n        \n      \nclass MPISintelDataset(FlowDataset):\n    \n    def _prepare_data(self):\n        self.name = \"MPISintel\"\n        self._set_root()\n        assert self.split in [s+'_'+p for s in ['train','test','subval','subtrain'] for p in ['cleanpass','finalpass','allpass']]\n        self.pairname_to_img1name = lambda pairname: osp.join(self.root, pairname[0], 'frame_{:04d}.png'.format(pairname[1]))\n        self.pairname_to_img2name = lambda pairname: osp.join(self.root, pairname[0], 'frame_{:04d}.png'.format(pairname[1]+1))\n        self.pairname_to_flowname = lambda pairname: None if pairname[0].startswith('test/') else osp.join(self.root, pairname[0].replace('/clean/','/flow/').replace('/final/','/flow/'), 'frame_{:04d}.flo'.format(pairname[1]))\n        self.pairname_to_str = lambda pairname: osp.join(pairname[0], 'frame_{:04d}'.format(pairname[1]))\n        self.load_flow = _read_flo_file\n        \n    def _build_cache(self):\n        trainseqs = sorted(os.listdir(self.root+'training/clean'))\n        trainpairs = [ (osp.join('training/clean', s),i) for s in trainseqs for i in range(1, len(os.listdir(self.root+'training/clean/'+s)))]\n        subvalseqs = ['temple_2','temple_3']\n        subtrainseqs = [s for s in trainseqs if s not in subvalseqs]\n        subvalpairs = [ (p,i) for p,i in trainpairs if any(s in p for s in subvalseqs)]\n        subtrainpairs = [ (p,i) for p,i in trainpairs if any(s in p for s in subtrainseqs)]\n        testseqs = sorted(os.listdir(self.root+'test/clean'))\n        testpairs = [ (osp.join('test/clean', s),i) for s in testseqs for i in range(1, len(os.listdir(self.root+'test/clean/'+s)))]\n        assert len(trainpairs)==1041 and len(testpairs)==552 and len(subvalpairs)==98 and len(subtrainpairs)==943, \"incorrect parsing of pairs in MPI-Sintel\"\n        tosave = {}\n        tosave['train_cleanpass'] = trainpairs\n        tosave['test_cleanpass'] = testpairs\n        tosave['subval_cleanpass'] = subvalpairs\n        tosave['subtrain_cleanpass'] = subtrainpairs         \n        for t in ['train','test','subval','subtrain']: \n            tosave[t+'_finalpass'] = [(p.replace('/clean/','/final/'),i) for p,i in tosave[t+'_cleanpass']]\n            tosave[t+'_allpass'] = tosave[t+'_cleanpass'] + tosave[t+'_finalpass'] \n        return tosave\n        \n    def submission_save_pairname(self, pairname, prediction, outdir, _time):\n        assert prediction.shape[2]==2\n        outfile = os.path.join(outdir, 'submission', self.pairname_to_str(pairname)+'.flo')\n        os.makedirs( os.path.dirname(outfile), exist_ok=True)\n        writeFlowFile(prediction, outfile)\n        \n    def finalize_submission(self, outdir):\n        assert self.split == 'test_allpass'\n        bundle_exe = \"/nfs/data/ffs-3d/datasets/StereoFlow/MPI-Sintel/bundler/linux-x64/bundler\" # eg <bundle_exe> <path_to_results_for_clean> <path_to_results_for_final> <output/bundled.lzma>\n        if os.path.isfile(bundle_exe):\n            cmd = f'{bundle_exe} \"{outdir}/submission/test/clean/\" \"{outdir}/submission/test/final\" \"{outdir}/submission/bundled.lzma\"'\n            print(cmd)\n            os.system(cmd)\n            print(f'Done. Submission file at: \"{outdir}/submission/bundled.lzma\"')\n        else:\n            print('Could not find bundler executable for submission.')\n            print('Please download it and run:')\n            print(f'<bundle_exe> \"{outdir}/submission/test/clean/\" \"{outdir}/submission/test/final\" \"{outdir}/submission/bundled.lzma\"')\n        \nclass SpringDataset(FlowDataset):\n\n    def _prepare_data(self):\n        self.name = \"Spring\"\n        self._set_root()\n        assert self.split in ['train','test','subtrain','subval']\n        self.pairname_to_img1name = lambda pairname: osp.join(self.root, pairname[0], pairname[1], 'frame_'+pairname[3], 'frame_{:s}_{:04d}.png'.format(pairname[3], pairname[4]))\n        self.pairname_to_img2name = lambda pairname: osp.join(self.root, pairname[0], pairname[1], 'frame_'+pairname[3], 'frame_{:s}_{:04d}.png'.format(pairname[3], pairname[4]+(1 if pairname[2]=='FW' else -1)))\n        self.pairname_to_flowname = lambda pairname: None if pairname[0]=='test' else osp.join(self.root, pairname[0], pairname[1], f'flow_{pairname[2]}_{pairname[3]}', f'flow_{pairname[2]}_{pairname[3]}_{pairname[4]:04d}.flo5')\n        self.pairname_to_str = lambda pairname: osp.join(pairname[0], pairname[1], f'flow_{pairname[2]}_{pairname[3]}', f'flow_{pairname[2]}_{pairname[3]}_{pairname[4]:04d}')\n        self.load_flow = _read_hdf5_flow\n\n    def _build_cache(self):\n        # train \n        trainseqs = sorted(os.listdir( osp.join(self.root,'train')))\n        trainpairs = []\n        for leftright in ['left','right']:\n            for fwbw in ['FW','BW']:\n                trainpairs += [('train',s,fwbw,leftright,int(f[len(f'flow_{fwbw}_{leftright}_'):-len('.flo5')])) for s in trainseqs for f in sorted(os.listdir(osp.join(self.root,'train',s,f'flow_{fwbw}_{leftright}')))]\n        # test \n        testseqs = sorted(os.listdir( osp.join(self.root,'test')))\n        testpairs = []\n        for leftright in ['left','right']:\n            testpairs += [('test',s,'FW',leftright,int(f[len(f'frame_{leftright}_'):-len('.png')])) for s in testseqs for f in sorted(os.listdir(osp.join(self.root,'test',s,f'frame_{leftright}')))[:-1]]\n            testpairs += [('test',s,'BW',leftright,int(f[len(f'frame_{leftright}_'):-len('.png')])+1) for s in testseqs for f in sorted(os.listdir(osp.join(self.root,'test',s,f'frame_{leftright}')))[:-1]]\n        # subtrain / subval\n        subtrainpairs = [p for p in trainpairs if p[1]!='0041']\n        subvalpairs = [p for p in trainpairs if p[1]=='0041']\n        assert len(trainpairs)==19852 and len(testpairs)==3960 and len(subtrainpairs)==19472 and len(subvalpairs)==380, \"incorrect parsing of pairs in Spring\"\n        tosave = {'train': trainpairs, 'test': testpairs, 'subtrain': subtrainpairs, 'subval': subvalpairs}\n        return tosave\n        \n    def submission_save_pairname(self, pairname, prediction, outdir, time):\n        assert prediction.ndim==3\n        assert prediction.shape[2]==2\n        assert prediction.dtype==np.float32\n        outfile = osp.join(outdir, pairname[0], pairname[1], f'flow_{pairname[2]}_{pairname[3]}', f'flow_{pairname[2]}_{pairname[3]}_{pairname[4]:04d}.flo5')\n        os.makedirs( os.path.dirname(outfile), exist_ok=True)\n        writeFlo5File(prediction, outfile)\n        \n    def finalize_submission(self, outdir):\n        assert self.split=='test'\n        exe = \"{self.root}/flow_subsampling\"\n        if os.path.isfile(exe):\n            cmd = f'cd \"{outdir}/test\"; {exe} .'\n            print(cmd)\n            os.system(cmd)\n            print(f'Done. Submission file at {outdir}/test/flow_submission.hdf5')\n        else:\n            print('Could not find flow_subsampling executable for submission.')\n            print('Please download it and run:')\n            print(f'cd \"{outdir}/test\"; <flow_subsampling_exe> .')\n\n        \nclass Kitti12Dataset(FlowDataset):\n\n    def _prepare_data(self):\n        self.name = \"Kitti12\"\n        self._set_root()\n        assert self.split in ['train','test']\n        self.pairname_to_img1name = lambda pairname: osp.join(self.root, pairname+'_10.png')\n        self.pairname_to_img2name = lambda pairname: osp.join(self.root, pairname+'_11.png')\n        self.pairname_to_flowname = None if self.split=='test' else lambda pairname: osp.join(self.root, pairname.replace('/colored_0/','/flow_occ/')+'_10.png')\n        self.pairname_to_str = lambda pairname: pairname.replace('/colored_0/','/')\n        self.load_flow = _read_kitti_flow\n        \n    def _build_cache(self):\n        trainseqs = [\"training/colored_0/%06d\"%(i) for i in range(194)]\n        testseqs = [\"testing/colored_0/%06d\"%(i) for i in range(195)]\n        assert len(trainseqs)==194 and len(testseqs)==195, \"incorrect parsing of pairs in Kitti12\"\n        tosave = {'train': trainseqs, 'test': testseqs}\n        return tosave \n\n    def submission_save_pairname(self, pairname, prediction, outdir, time):\n        assert prediction.ndim==3\n        assert prediction.shape[2]==2\n        outfile = os.path.join(outdir, pairname.split('/')[-1]+'_10.png')\n        os.makedirs( os.path.dirname(outfile), exist_ok=True)\n        writeFlowKitti(outfile, prediction)\n\n    def finalize_submission(self, outdir):\n        assert self.split=='test'\n        cmd = f'cd {outdir}/; zip -r \"kitti12_flow_results.zip\" .'\n        print(cmd)\n        os.system(cmd)\n        print(f'Done. Submission file at {outdir}/kitti12_flow_results.zip')\n\n\nclass Kitti15Dataset(FlowDataset):\n    \n    def _prepare_data(self):\n        self.name = \"Kitti15\"\n        self._set_root()\n        assert self.split in ['train','subtrain','subval','test']\n        self.pairname_to_img1name = lambda pairname: osp.join(self.root, pairname+'_10.png')\n        self.pairname_to_img2name = lambda pairname: osp.join(self.root, pairname+'_11.png')\n        self.pairname_to_flowname = None if self.split=='test' else lambda pairname: osp.join(self.root, pairname.replace('/image_2/','/flow_occ/')+'_10.png')\n        self.pairname_to_str = lambda pairname: pairname.replace('/image_2/','/')\n        self.load_flow = _read_kitti_flow\n        \n    def _build_cache(self):\n        trainseqs = [\"training/image_2/%06d\"%(i) for i in range(200)]\n        subtrainseqs = trainseqs[:-10]\n        subvalseqs = trainseqs[-10:]\n        testseqs = [\"testing/image_2/%06d\"%(i) for i in range(200)]\n        assert len(trainseqs)==200 and len(subtrainseqs)==190 and len(subvalseqs)==10 and len(testseqs)==200, \"incorrect parsing of pairs in Kitti15\"\n        tosave = {'train': trainseqs, 'subtrain': subtrainseqs, 'subval': subvalseqs, 'test': testseqs}\n        return tosave \n\n    def submission_save_pairname(self, pairname, prediction, outdir, time):\n        assert prediction.ndim==3\n        assert prediction.shape[2]==2\n        outfile = os.path.join(outdir, 'flow', pairname.split('/')[-1]+'_10.png')\n        os.makedirs( os.path.dirname(outfile), exist_ok=True)\n        writeFlowKitti(outfile, prediction)\n\n    def finalize_submission(self, outdir):\n        assert self.split=='test'\n        cmd = f'cd {outdir}/; zip -r \"kitti15_flow_results.zip\" flow'\n        print(cmd)\n        os.system(cmd)\n        print(f'Done. Submission file at {outdir}/kitti15_flow_results.zip')\n\n\nimport cv2\ndef _read_numpy_flow(filename): \n    return np.load(filename)\n    \ndef _read_pfm_flow(filename):\n    f, _ = _read_pfm(filename)\n    assert np.all(f[:,:,2]==0.0)\n    return np.ascontiguousarray(f[:,:,:2])\n\nTAG_FLOAT = 202021.25 # tag to check the sanity of the file\nTAG_STRING = 'PIEH'   # string containing the tag\nMIN_WIDTH = 1\nMAX_WIDTH = 99999\nMIN_HEIGHT = 1\nMAX_HEIGHT = 99999\ndef readFlowFile(filename):\n    \"\"\"\n    readFlowFile(<FILENAME>) reads a flow file <FILENAME> into a 2-band np.array.\n    if <FILENAME> does not exist, an IOError is raised.\n    if <FILENAME> does not finish by '.flo' or the tag, the width, the height or the file's size is illegal, an Expcetion is raised.\n    ---- PARAMETERS ----\n        filename: string containg the name of the file to read a flow\n    ---- OUTPUTS ----\n        a np.array of dimension (height x width x 2) containing the flow of type 'float32'\n    \"\"\"\n        \n    # check filename\n    if not filename.endswith(\".flo\"):\n        raise Exception(\"readFlowFile({:s}): filename must finish with '.flo'\".format(filename))\n    \n    # open the file and read it\n    with open(filename,'rb') as f:\n        # check tag\n        tag = struct.unpack('f',f.read(4))[0]\n        if tag != TAG_FLOAT:\n            raise Exception(\"flow_utils.readFlowFile({:s}): wrong tag\".format(filename))\n        # read dimension\n        w,h = struct.unpack('ii',f.read(8))\n        if w < MIN_WIDTH or w > MAX_WIDTH:\n            raise Exception(\"flow_utils.readFlowFile({:s}: illegal width {:d}\".format(filename,w))\n        if h < MIN_HEIGHT or h > MAX_HEIGHT:\n            raise Exception(\"flow_utils.readFlowFile({:s}: illegal height {:d}\".format(filename,h))\n        flow = np.fromfile(f,'float32')\n        if not flow.shape == (h*w*2,):\n            raise Exception(\"flow_utils.readFlowFile({:s}: illegal size of the file\".format(filename))\n        flow.shape = (h,w,2)\n        return flow\n\ndef writeFlowFile(flow,filename):\n    \"\"\"\n    writeFlowFile(flow,<FILENAME>) write flow to the file <FILENAME>.\n    if <FILENAME> does not exist, an IOError is raised.\n    if <FILENAME> does not finish with '.flo' or the flow has not 2 bands, an Exception is raised.\n    ---- PARAMETERS ----\n        flow: np.array of dimension (height x width x 2) containing the flow to write\n        filename: string containg the name of the file to write a flow\n    \"\"\"\n    \n    # check filename\n    if not filename.endswith(\".flo\"):\n        raise Exception(\"flow_utils.writeFlowFile(<flow>,{:s}): filename must finish with '.flo'\".format(filename))\n    \n    if not flow.shape[2:] == (2,):\n        raise Exception(\"flow_utils.writeFlowFile(<flow>,{:s}): <flow> must have 2 bands\".format(filename))\n\n\n    # open the file and write it\n    with open(filename,'wb') as f:\n        # write TAG\n        f.write( TAG_STRING.encode('utf-8') )\n        # write dimension\n        f.write( struct.pack('ii',flow.shape[1],flow.shape[0]) )\n        # write the flow\n        \n        flow.astype(np.float32).tofile(f)\n        \n_read_flo_file = readFlowFile\n\ndef _read_kitti_flow(filename):\n    flow = cv2.imread(filename, cv2.IMREAD_ANYDEPTH | cv2.IMREAD_COLOR)\n    flow = flow[:, :, ::-1].astype(np.float32)\n    valid = flow[:, :, 2]>0\n    flow = flow[:, :, :2]\n    flow = (flow - 2 ** 15) / 64.0\n    flow[~valid,0] = np.inf\n    flow[~valid,1] = np.inf\n    return flow\n_read_hd1k_flow = _read_kitti_flow\n    \n        \ndef writeFlowKitti(filename, uv):\n    uv = 64.0 * uv + 2 ** 15\n    valid = np.ones([uv.shape[0], uv.shape[1], 1])\n    uv = np.concatenate([uv, valid], axis=-1).astype(np.uint16)\n    cv2.imwrite(filename, uv[..., ::-1])\n\ndef writeFlo5File(flow, filename):\n    with h5py.File(filename, \"w\") as f:\n        f.create_dataset(\"flow\", data=flow, compression=\"gzip\", compression_opts=5)\n    \ndef _read_hdf5_flow(filename):\n    flow = np.asarray(h5py.File(filename)['flow'])\n    flow[np.isnan(flow)] = np.inf # make invalid values as +inf\n    return flow.astype(np.float32)\n\n# flow visualization\nRY = 15\nYG = 6\nGC = 4\nCB = 11\nBM = 13\nMR = 6\nUNKNOWN_THRESH = 1e9\n\ndef colorTest():\n    \"\"\"\n    flow_utils.colorTest(): display an example of image showing the color encoding scheme\n    \"\"\"\n    import matplotlib.pylab as plt\n    truerange = 1\n    h,w = 151,151\n    trange = truerange*1.04\n    s2 = round(h/2)\n    x,y = np.meshgrid(range(w),range(h))\n    u = x*trange/s2-trange\n    v = y*trange/s2-trange\n    img = _computeColor(np.concatenate((u[:,:,np.newaxis],v[:,:,np.newaxis]),2)/trange/np.sqrt(2))\n    plt.imshow(img)\n    plt.axis('off')\n    plt.axhline(round(h/2),color='k')\n    plt.axvline(round(w/2),color='k')\n    \ndef flowToColor(flow, maxflow=None, maxmaxflow=None, saturate=False):\n    \"\"\"\n    flow_utils.flowToColor(flow): return a color code flow field, normalized based on the maximum l2-norm of the flow\n    flow_utils.flowToColor(flow,maxflow): return a color code flow field, normalized by maxflow\n    ---- PARAMETERS ----\n        flow: flow to display of shape (height x width x 2)\n        maxflow (default:None): if given, normalize the flow by its value, otherwise by the flow norm\n        maxmaxflow (default:None): if given, normalize the flow by the max of its value and the flow norm\n    ---- OUTPUT ----\n        an np.array of shape (height x width x 3) of type uint8 containing a color code of the flow\n    \"\"\"\n    h,w,n = flow.shape\n    # check size of flow\n    assert n == 2, \"flow_utils.flowToColor(flow): flow must have 2 bands\"\n    # fix unknown flow\n    unknown_idx = np.max(np.abs(flow),2)>UNKNOWN_THRESH\n    flow[unknown_idx] = 0.0\n    # compute max flow if needed\n    if maxflow is None:\n        maxflow = flowMaxNorm(flow)\n    if maxmaxflow is not None:\n        maxflow = min(maxmaxflow, maxflow)\n    # normalize flow\n    eps = np.spacing(1) # minimum positive float value to avoid division by 0\n    # compute the flow\n    img = _computeColor(flow/(maxflow+eps), saturate=saturate)\n    # put black pixels in unknown location\n    img[ np.tile( unknown_idx[:,:,np.newaxis],[1,1,3]) ] = 0.0 \n    return img\n\ndef flowMaxNorm(flow):\n    \"\"\"\n    flow_utils.flowMaxNorm(flow): return the maximum of the l2-norm of the given flow\n    ---- PARAMETERS ----\n        flow: the flow\n        \n    ---- OUTPUT ----\n        a float containing the maximum of the l2-norm of the flow\n    \"\"\"\n    return np.max( np.sqrt( np.sum( np.square( flow ) , 2) ) )\n\ndef _computeColor(flow, saturate=True):\n    \"\"\"\n    flow_utils._computeColor(flow): compute color codes for the flow field flow\n    \n    ---- PARAMETERS ----\n        flow: np.array of dimension (height x width x 2) containing the flow to display\n    ---- OUTPUTS ----\n        an np.array of dimension (height x width x 3) containing the color conversion of the flow\n    \"\"\"\n    # set nan to 0\n    nanidx = np.isnan(flow[:,:,0])\n    flow[nanidx] = 0.0\n    \n    # colorwheel\n    ncols = RY + YG + GC + CB + BM + MR\n    nchans = 3\n    colorwheel = np.zeros((ncols,nchans),'uint8')\n    col = 0;\n    #RY\n    colorwheel[:RY,0] = 255\n    colorwheel[:RY,1] = [(255*i) // RY for i in range(RY)]\n    col += RY\n    # YG    \n    colorwheel[col:col+YG,0] = [255 - (255*i) // YG for i in range(YG)]\n    colorwheel[col:col+YG,1] = 255\n    col += YG\n    # GC\n    colorwheel[col:col+GC,1] = 255\n    colorwheel[col:col+GC,2] = [(255*i) // GC for i in range(GC)]\n    col += GC\n    # CB\n    colorwheel[col:col+CB,1] = [255 - (255*i) // CB for i in range(CB)]\n    colorwheel[col:col+CB,2] = 255\n    col += CB\n    # BM\n    colorwheel[col:col+BM,0] = [(255*i) // BM for i in range(BM)]\n    colorwheel[col:col+BM,2] = 255\n    col += BM\n    # MR\n    colorwheel[col:col+MR,0] = 255\n    colorwheel[col:col+MR,2] = [255 - (255*i) // MR for i in range(MR)]\n\n    # compute utility variables\n    rad = np.sqrt( np.sum( np.square(flow) , 2) ) # magnitude\n    a = np.arctan2( -flow[:,:,1] , -flow[:,:,0]) / np.pi # angle\n    fk = (a+1)/2 * (ncols-1) # map [-1,1] to [0,ncols-1]\n    k0 = np.floor(fk).astype('int')\n    k1 = k0+1\n    k1[k1==ncols] = 0\n    f = fk-k0\n\n    if not saturate:\n        rad = np.minimum(rad,1)\n\n    # compute the image\n    img = np.zeros( (flow.shape[0],flow.shape[1],nchans), 'uint8' )\n    for i in range(nchans):\n        tmp = colorwheel[:,i].astype('float')\n        col0 = tmp[k0]/255\n        col1 = tmp[k1]/255\n        col = (1-f)*col0 + f*col1\n        idx = (rad <= 1)\n        col[idx] = 1-rad[idx]*(1-col[idx]) # increase saturation with radius\n        col[~idx] *= 0.75 # out of range\n        img[:,:,i] = (255*col*(1-nanidx.astype('float'))).astype('uint8')\n\n    return img\n    \n# flow dataset getter \n    \ndef get_train_dataset_flow(dataset_str, augmentor=True, crop_size=None):\n    dataset_str = dataset_str.replace('(','Dataset(')\n    if augmentor:\n        dataset_str = dataset_str.replace(')',', augmentor=True)')\n    if crop_size is not None:\n        dataset_str = dataset_str.replace(')',', crop_size={:s})'.format(str(crop_size)))\n    return eval(dataset_str)\n    \ndef get_test_datasets_flow(dataset_str):\n    dataset_str = dataset_str.replace('(','Dataset(')\n    return [eval(s) for s in dataset_str.split('+')]"
  },
  {
    "path": "croco/stereoflow/datasets_stereo.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n\n# --------------------------------------------------------\n# Dataset structure for stereo\n# --------------------------------------------------------\n\nimport sys, os\nimport os.path as osp\nimport pickle\nimport numpy as np\nfrom PIL import Image\nimport json\nimport h5py\nfrom glob import glob\nimport cv2\n\nimport torch\nfrom torch.utils import data\n\nfrom .augmentor import StereoAugmentor\n\n\n\ndataset_to_root = {\n    'CREStereo': './data/stereoflow//crenet_stereo_trainset/stereo_trainset/crestereo/',\n    'SceneFlow': './data/stereoflow//SceneFlow/',\n    'ETH3DLowRes': './data/stereoflow/eth3d_lowres/',\n    'Booster': './data/stereoflow/booster_gt/',\n    'Middlebury2021': './data/stereoflow/middlebury/2021/data/',\n    'Middlebury2014': './data/stereoflow/middlebury/2014/',\n    'Middlebury2006': './data/stereoflow/middlebury/2006/',\n    'Middlebury2005': './data/stereoflow/middlebury/2005/train/',\n    'MiddleburyEval3':  './data/stereoflow/middlebury/MiddEval3/',\n    'Spring': './data/stereoflow/spring/', \n    'Kitti15': './data/stereoflow/kitti-stereo-2015/',\n    'Kitti12': './data/stereoflow/kitti-stereo-2012/',\n}\ncache_dir = \"./data/stereoflow/datasets_stereo_cache/\"\n\n\nin1k_mean = torch.tensor([0.485, 0.456, 0.406]).view(3,1,1)\nin1k_std =  torch.tensor([0.229, 0.224, 0.225]).view(3,1,1)\ndef img_to_tensor(img):\n    img = torch.from_numpy(img).permute(2, 0, 1).float() / 255.\n    img = (img-in1k_mean)/in1k_std\n    return img\ndef disp_to_tensor(disp):\n    return torch.from_numpy(disp)[None,:,:]\n\nclass StereoDataset(data.Dataset):\n    \n    def __init__(self, split, augmentor=False, crop_size=None, totensor=True):\n        self.split = split\n        if not augmentor: assert crop_size is None \n        if crop_size: assert augmentor\n        self.crop_size = crop_size\n        self.augmentor_str = augmentor\n        self.augmentor = StereoAugmentor(crop_size) if augmentor else None\n        self.totensor = totensor\n        self.rmul = 1 # keep track of rmul\n        self.has_constant_resolution = True # whether the dataset has constant resolution or not (=> don't use batch_size>1 at test time)\n        self._prepare_data()\n        self._load_or_build_cache()\n        \n    def prepare_data(self):\n        \"\"\"\n        to be defined for each dataset \n        \"\"\"\n        raise NotImplementedError \n        \n    def __len__(self):\n        return len(self.pairnames)\n        \n    def __getitem__(self, index):\n        pairname = self.pairnames[index]\n        \n        # get filenames \n        Limgname = self.pairname_to_Limgname(pairname)\n        Rimgname = self.pairname_to_Rimgname(pairname)\n        Ldispname = self.pairname_to_Ldispname(pairname) if self.pairname_to_Ldispname is not None else None\n        \n        # load images and disparities\n        Limg = _read_img(Limgname)\n        Rimg = _read_img(Rimgname)\n        disp = self.load_disparity(Ldispname) if Ldispname is not None else None\n        \n        # sanity check\n        if disp is not None: assert np.all(disp>0) or self.name==\"Spring\", (self.name, pairname, Ldispname)\n        \n        # apply augmentations\n        if self.augmentor is not None:\n            Limg, Rimg, disp = self.augmentor(Limg, Rimg, disp, self.name)\n        \n        if self.totensor:\n            Limg = img_to_tensor(Limg)\n            Rimg = img_to_tensor(Rimg)\n            if disp is None:\n                disp = torch.tensor([]) # to allow dataloader batching with default collate_gn\n            else:\n                disp = disp_to_tensor(disp)\n        \n        return Limg, Rimg, disp, str(pairname)\n        \n    def __rmul__(self, v):\n        self.rmul *= v\n        self.pairnames = v * self.pairnames\n        return self\n        \n    def __str__(self):\n        return f'{self.__class__.__name__}_{self.split}'\n        \n    def __repr__(self):\n        s = f'{self.__class__.__name__}(split={self.split}, augmentor={self.augmentor_str}, crop_size={str(self.crop_size)}, totensor={self.totensor})'\n        if self.rmul==1:\n            s+=f'\\n\\tnum pairs: {len(self.pairnames)}'\n        else:\n            s+=f'\\n\\tnum pairs: {len(self.pairnames)} ({len(self.pairnames)//self.rmul}x{self.rmul})'\n        return s\n\n    def _set_root(self):\n        self.root = dataset_to_root[self.name]\n        assert os.path.isdir(self.root), f\"could not find root directory for dataset {self.name}: {self.root}\"       \n\n    def _load_or_build_cache(self):\n        cache_file = osp.join(cache_dir, self.name+'.pkl')\n        if osp.isfile(cache_file):\n            with open(cache_file, 'rb') as fid:\n                self.pairnames = pickle.load(fid)[self.split]\n        else:\n            tosave = self._build_cache()\n            os.makedirs(cache_dir, exist_ok=True)\n            with open(cache_file, 'wb') as fid:\n                pickle.dump(tosave, fid)\n            self.pairnames = tosave[self.split]\n        \nclass CREStereoDataset(StereoDataset):\n\n    def _prepare_data(self):\n        self.name = 'CREStereo'\n        self._set_root()\n        assert self.split in ['train']\n        self.pairname_to_Limgname = lambda pairname: osp.join(self.root, pairname+'_left.jpg')\n        self.pairname_to_Rimgname = lambda pairname: osp.join(self.root, pairname+'_right.jpg')\n        self.pairname_to_Ldispname = lambda pairname: osp.join(self.root, pairname+'_left.disp.png')\n        self.pairname_to_str = lambda pairname: pairname\n        self.load_disparity = _read_crestereo_disp\n        \n    \n    def _build_cache(self):\n        allpairs = [s+'/'+f[:-len('_left.jpg')] for s in sorted(os.listdir(self.root)) for f in sorted(os.listdir(self.root+'/'+s)) if f.endswith('_left.jpg')]\n        assert len(allpairs)==200000, \"incorrect parsing of pairs in CreStereo\"\n        tosave = {'train': allpairs}\n        return tosave\n        \nclass SceneFlowDataset(StereoDataset):\n\n    def _prepare_data(self):\n        self.name = \"SceneFlow\"\n        self._set_root()\n        assert self.split in ['train_finalpass','train_cleanpass','train_allpass','test_finalpass','test_cleanpass','test_allpass','test1of100_cleanpass','test1of100_finalpass']\n        self.pairname_to_Limgname = lambda pairname: osp.join(self.root, pairname)\n        self.pairname_to_Rimgname = lambda pairname: osp.join(self.root, pairname).replace('/left/','/right/')\n        self.pairname_to_Ldispname = lambda pairname: osp.join(self.root, pairname).replace('/frames_finalpass/','/disparity/').replace('/frames_cleanpass/','/disparity/')[:-4]+'.pfm'\n        self.pairname_to_str = lambda pairname: pairname[:-4]\n        self.load_disparity = _read_sceneflow_disp\n        \n    def _build_cache(self):\n        trainpairs = []\n        # driving\n        pairs = sorted(glob(self.root+'Driving/frames_finalpass/*/*/*/left/*.png'))\n        pairs = list(map(lambda x: x[len(self.root):], pairs))\n        assert len(pairs) == 4400, \"incorrect parsing of pairs in SceneFlow\"\n        trainpairs += pairs\n        # monkaa\n        pairs = sorted(glob(self.root+'Monkaa/frames_finalpass/*/left/*.png'))\n        pairs = list(map(lambda x: x[len(self.root):], pairs))\n        assert len(pairs) == 8664, \"incorrect parsing of pairs in SceneFlow\"\n        trainpairs += pairs\n        # flyingthings\n        pairs = sorted(glob(self.root+'FlyingThings/frames_finalpass/TRAIN/*/*/left/*.png'))\n        pairs = list(map(lambda x: x[len(self.root):], pairs))\n        assert len(pairs) == 22390, \"incorrect parsing of pairs in SceneFlow\"\n        trainpairs += pairs\n        assert len(trainpairs) == 35454, \"incorrect parsing of pairs in SceneFlow\"\n        testpairs = sorted(glob(self.root+'FlyingThings/frames_finalpass/TEST/*/*/left/*.png'))\n        testpairs = list(map(lambda x: x[len(self.root):], testpairs))\n        assert len(testpairs) == 4370, \"incorrect parsing of pairs in SceneFlow\"\n        test1of100pairs = testpairs[::100]\n        assert len(test1of100pairs) == 44, \"incorrect parsing of pairs in SceneFlow\"\n        # all \n        tosave = {'train_finalpass': trainpairs,\n                  'train_cleanpass': list(map(lambda x: x.replace('frames_finalpass','frames_cleanpass'), trainpairs)),\n                  'test_finalpass': testpairs,\n                  'test_cleanpass': list(map(lambda x: x.replace('frames_finalpass','frames_cleanpass'), testpairs)),\n                  'test1of100_finalpass': test1of100pairs,\n                  'test1of100_cleanpass': list(map(lambda x: x.replace('frames_finalpass','frames_cleanpass'), test1of100pairs)),\n                 }\n        tosave['train_allpass'] = tosave['train_finalpass']+tosave['train_cleanpass']\n        tosave['test_allpass'] = tosave['test_finalpass']+tosave['test_cleanpass']\n        return tosave\n   \nclass Md21Dataset(StereoDataset):\n\n    def _prepare_data(self):\n        self.name = \"Middlebury2021\"\n        self._set_root()\n        assert self.split in ['train','subtrain','subval']\n        self.pairname_to_Limgname = lambda pairname: osp.join(self.root, pairname)\n        self.pairname_to_Rimgname = lambda pairname: osp.join(self.root, pairname.replace('/im0','/im1'))\n        self.pairname_to_Ldispname = lambda pairname: osp.join(self.root, pairname.split('/')[0], 'disp0.pfm')\n        self.pairname_to_str = lambda pairname: pairname[:-4]\n        self.load_disparity = _read_middlebury_disp\n        \n    def _build_cache(self):\n        seqs = sorted(os.listdir(self.root))\n        trainpairs = []\n        for s in seqs:\n            #trainpairs += [s+'/im0.png'] # we should remove it, it is included as such in other lightings\n            trainpairs += [s+'/ambient/'+b+'/'+a for b in sorted(os.listdir(osp.join(self.root,s,'ambient'))) for a in sorted(os.listdir(osp.join(self.root,s,'ambient',b))) if a.startswith('im0')]\n        assert len(trainpairs)==355\n        subtrainpairs = [p for p in trainpairs if any(p.startswith(s+'/') for s in seqs[:-2])]\n        subvalpairs = [p for p in trainpairs if any(p.startswith(s+'/') for s in seqs[-2:])]\n        assert len(subtrainpairs)==335 and len(subvalpairs)==20, \"incorrect parsing of pairs in Middlebury 2021\"\n        tosave = {'train': trainpairs, 'subtrain': subtrainpairs, 'subval': subvalpairs}\n        return tosave \n\nclass Md14Dataset(StereoDataset):\n\n    def _prepare_data(self):\n        self.name = \"Middlebury2014\"\n        self._set_root()\n        assert self.split in ['train','subtrain','subval']\n        self.pairname_to_Limgname = lambda pairname: osp.join(self.root, osp.dirname(pairname), 'im0.png')\n        self.pairname_to_Rimgname = lambda pairname: osp.join(self.root, pairname)\n        self.pairname_to_Ldispname = lambda pairname: osp.join(self.root, osp.dirname(pairname), 'disp0.pfm')\n        self.pairname_to_str = lambda pairname: pairname[:-4]\n        self.load_disparity = _read_middlebury_disp\n        self.has_constant_resolution = False\n        \n    def _build_cache(self):\n        seqs = sorted(os.listdir(self.root))\n        trainpairs = []\n        for s in seqs:\n            trainpairs += [s+'/im1.png',s+'/im1E.png',s+'/im1L.png']\n        assert len(trainpairs)==138\n        valseqs = ['Umbrella-imperfect','Vintage-perfect']\n        assert all(s in seqs for s in valseqs)\n        subtrainpairs = [p for p in trainpairs if not any(p.startswith(s+'/') for s in valseqs)]\n        subvalpairs = [p for p in trainpairs if any(p.startswith(s+'/') for s in valseqs)]\n        assert len(subtrainpairs)==132 and len(subvalpairs)==6, \"incorrect parsing of pairs in Middlebury 2014\"\n        tosave = {'train': trainpairs, 'subtrain': subtrainpairs, 'subval': subvalpairs}\n        return tosave \n\nclass Md06Dataset(StereoDataset):\n\n    def _prepare_data(self):\n        self.name = \"Middlebury2006\"\n        self._set_root()\n        assert self.split in ['train','subtrain','subval']\n        self.pairname_to_Limgname = lambda pairname: osp.join(self.root, pairname)\n        self.pairname_to_Rimgname = lambda pairname: osp.join(self.root, osp.dirname(pairname), 'view5.png')\n        self.pairname_to_Ldispname = lambda pairname: osp.join(self.root, pairname.split('/')[0], 'disp1.png')\n        self.load_disparity = _read_middlebury20052006_disp\n        self.has_constant_resolution = False\n        \n    def _build_cache(self):\n        seqs = sorted(os.listdir(self.root))\n        trainpairs = []\n        for s in seqs:\n            for i in ['Illum1','Illum2','Illum3']:\n                for e in ['Exp0','Exp1','Exp2']:\n                    trainpairs.append(osp.join(s,i,e,'view1.png'))\n        assert len(trainpairs)==189\n        valseqs = ['Rocks1','Wood2']\n        assert all(s in seqs for s in valseqs)\n        subtrainpairs = [p for p in trainpairs if not any(p.startswith(s+'/') for s in valseqs)]\n        subvalpairs = [p for p in trainpairs if any(p.startswith(s+'/') for s in valseqs)]\n        assert len(subtrainpairs)==171 and len(subvalpairs)==18, \"incorrect parsing of pairs in Middlebury 2006\"\n        tosave = {'train': trainpairs, 'subtrain': subtrainpairs, 'subval': subvalpairs}\n        return tosave\n\nclass Md05Dataset(StereoDataset):\n\n    def _prepare_data(self):\n        self.name = \"Middlebury2005\"\n        self._set_root()\n        assert self.split in ['train','subtrain','subval']\n        self.pairname_to_Limgname = lambda pairname: osp.join(self.root, pairname)\n        self.pairname_to_Rimgname = lambda pairname: osp.join(self.root, osp.dirname(pairname), 'view5.png')\n        self.pairname_to_Ldispname = lambda pairname: osp.join(self.root, pairname.split('/')[0], 'disp1.png')\n        self.pairname_to_str = lambda pairname: pairname[:-4]\n        self.load_disparity = _read_middlebury20052006_disp\n        \n    def _build_cache(self):\n        seqs = sorted(os.listdir(self.root))\n        trainpairs = []\n        for s in seqs:\n            for i in ['Illum1','Illum2','Illum3']:\n                for e in ['Exp0','Exp1','Exp2']:\n                    trainpairs.append(osp.join(s,i,e,'view1.png'))\n        assert len(trainpairs)==54, \"incorrect parsing of pairs in Middlebury 2005\"\n        valseqs = ['Reindeer']\n        assert all(s in seqs for s in valseqs)\n        subtrainpairs = [p for p in trainpairs if not any(p.startswith(s+'/') for s in valseqs)]\n        subvalpairs = [p for p in trainpairs if any(p.startswith(s+'/') for s in valseqs)]\n        assert len(subtrainpairs)==45 and len(subvalpairs)==9, \"incorrect parsing of pairs in Middlebury 2005\"\n        tosave = {'train': trainpairs, 'subtrain': subtrainpairs, 'subval': subvalpairs}\n        return tosave\n        \nclass MdEval3Dataset(StereoDataset):\n\n    def _prepare_data(self):\n        self.name = \"MiddleburyEval3\"\n        self._set_root()\n        assert self.split in [s+'_'+r for s in ['train','subtrain','subval','test','all'] for r in ['full','half','quarter']]\n        if self.split.endswith('_full'):\n            self.root = self.root.replace('/MiddEval3','/MiddEval3_F')\n        elif self.split.endswith('_half'):        \n            self.root = self.root.replace('/MiddEval3','/MiddEval3_H')\n        else:\n            assert self.split.endswith('_quarter')\n        self.pairname_to_Limgname = lambda pairname: osp.join(self.root, pairname, 'im0.png')\n        self.pairname_to_Rimgname = lambda pairname: osp.join(self.root, pairname, 'im1.png')\n        self.pairname_to_Ldispname = lambda pairname: None if pairname.startswith('test') else osp.join(self.root, pairname, 'disp0GT.pfm')\n        self.pairname_to_str = lambda pairname: pairname\n        self.load_disparity = _read_middlebury_disp\n        # for submission only\n        self.submission_methodname = \"CroCo-Stereo\"\n        self.submission_sresolution = 'F' if self.split.endswith('_full') else ('H' if self.split.endswith('_half') else 'Q')\n        \n    def _build_cache(self):\n        trainpairs = ['train/'+s for s in sorted(os.listdir(self.root+'train/'))]\n        testpairs = ['test/'+s for s in sorted(os.listdir(self.root+'test/'))]\n        subvalpairs = trainpairs[-1:]\n        subtrainpairs = trainpairs[:-1]\n        allpairs = trainpairs+testpairs\n        assert len(trainpairs)==15 and len(testpairs)==15 and len(subvalpairs)==1 and len(subtrainpairs)==14 and len(allpairs)==30, \"incorrect parsing of pairs in Middlebury Eval v3\"\n        tosave = {}\n        for r in ['full','half','quarter']:\n            tosave.update(**{'train_'+r: trainpairs, 'subtrain_'+r: subtrainpairs, 'subval_'+r: subvalpairs, 'test_'+r: testpairs, 'all_'+r: allpairs})\n        return tosave\n        \n    def submission_save_pairname(self, pairname, prediction, outdir, time):\n        assert prediction.ndim==2\n        assert prediction.dtype==np.float32\n        outfile = os.path.join(outdir, pairname.split('/')[0].replace('train','training')+self.submission_sresolution, pairname.split('/')[1], 'disp0'+self.submission_methodname+'.pfm')\n        os.makedirs( os.path.dirname(outfile), exist_ok=True)\n        writePFM(outfile, prediction)\n        timefile = os.path.join( os.path.dirname(outfile), \"time\"+self.submission_methodname+'.txt')\n        with open(timefile, 'w') as fid:\n            fid.write(str(time))\n\n    def finalize_submission(self, outdir):\n        cmd = f'cd {outdir}/; zip -r \"{self.submission_methodname}.zip\" .'\n        print(cmd)\n        os.system(cmd)\n        print(f'Done. Submission file at {outdir}/{self.submission_methodname}.zip')\n\nclass ETH3DLowResDataset(StereoDataset):\n\n    def _prepare_data(self):\n        self.name = \"ETH3DLowRes\"\n        self._set_root()\n        assert self.split in ['train','test','subtrain','subval','all']\n        self.pairname_to_Limgname = lambda pairname: osp.join(self.root, pairname, 'im0.png')\n        self.pairname_to_Rimgname = lambda pairname: osp.join(self.root, pairname, 'im1.png')\n        self.pairname_to_Ldispname = None if self.split=='test' else lambda pairname: None if pairname.startswith('test/') else osp.join(self.root, pairname.replace('train/','train_gt/'), 'disp0GT.pfm')\n        self.pairname_to_str = lambda pairname: pairname\n        self.load_disparity = _read_eth3d_disp\n        self.has_constant_resolution = False\n        \n    def _build_cache(self):\n        trainpairs = ['train/' + s for s in sorted(os.listdir(self.root+'train/'))]\n        testpairs = ['test/' + s for s in sorted(os.listdir(self.root+'test/'))]\n        assert len(trainpairs) == 27 and len(testpairs) == 20, \"incorrect parsing of pairs in ETH3D Low Res\"\n        subvalpairs = ['train/delivery_area_3s','train/electro_3l','train/playground_3l']\n        assert all(p in trainpairs for p in subvalpairs)\n        subtrainpairs = [p for p in trainpairs if not p in subvalpairs]\n        assert len(subvalpairs)==3 and len(subtrainpairs)==24, \"incorrect parsing of pairs in ETH3D Low Res\"\n        tosave = {'train': trainpairs, 'test': testpairs, 'subtrain': subtrainpairs, 'subval': subvalpairs, 'all': trainpairs+testpairs}\n        return tosave\n\n    def submission_save_pairname(self, pairname, prediction, outdir, time):\n        assert prediction.ndim==2\n        assert prediction.dtype==np.float32\n        outfile = os.path.join(outdir, 'low_res_two_view', pairname.split('/')[1]+'.pfm')\n        os.makedirs( os.path.dirname(outfile), exist_ok=True)\n        writePFM(outfile, prediction)\n        timefile = outfile[:-4]+'.txt'\n        with open(timefile, 'w') as fid:\n            fid.write('runtime '+str(time))\n\n    def finalize_submission(self, outdir):\n        cmd = f'cd {outdir}/; zip -r \"eth3d_low_res_two_view_results.zip\" low_res_two_view'\n        print(cmd)\n        os.system(cmd)\n        print(f'Done. Submission file at {outdir}/eth3d_low_res_two_view_results.zip')\n\nclass BoosterDataset(StereoDataset):\n\n    def _prepare_data(self):\n        self.name = \"Booster\"\n        self._set_root()\n        assert self.split in ['train_balanced','test_balanced','subtrain_balanced','subval_balanced'] # we use only the balanced version\n        self.pairname_to_Limgname = lambda pairname: osp.join(self.root, pairname)\n        self.pairname_to_Rimgname = lambda pairname: osp.join(self.root, pairname).replace('/camera_00/','/camera_02/')\n        self.pairname_to_Ldispname = lambda pairname: osp.join(self.root, osp.dirname(pairname), '../disp_00.npy') # same images with different colors, same gt per sequence\n        self.pairname_to_str = lambda pairname: pairname[:-4].replace('/camera_00/','/')\n        self.load_disparity = _read_booster_disp\n        \n        \n    def _build_cache(self):\n        trainseqs = sorted(os.listdir(self.root+'train/balanced'))\n        trainpairs = ['train/balanced/'+s+'/camera_00/'+imname for s in trainseqs for imname in sorted(os.listdir(self.root+'train/balanced/'+s+'/camera_00/'))]\n        testpairs = ['test/balanced/'+s+'/camera_00/'+imname for s in sorted(os.listdir(self.root+'test/balanced')) for imname in sorted(os.listdir(self.root+'test/balanced/'+s+'/camera_00/'))]\n        assert len(trainpairs) == 228 and len(testpairs) == 191\n        subtrainpairs = [p for p in trainpairs if any(s in p for s in trainseqs[:-2])]\n        subvalpairs = [p for p in trainpairs if any(s in p for s in trainseqs[-2:])]\n        # warning: if we do validation split, we should split scenes!!!\n        tosave = {'train_balanced': trainpairs, 'test_balanced': testpairs, 'subtrain_balanced': subtrainpairs, 'subval_balanced': subvalpairs,}\n        return tosave\n        \nclass SpringDataset(StereoDataset):\n\n    def _prepare_data(self):\n        self.name = \"Spring\"\n        self._set_root()\n        assert self.split in ['train', 'test', 'subtrain', 'subval']\n        self.pairname_to_Limgname = lambda pairname: osp.join(self.root, pairname+'.png')\n        self.pairname_to_Rimgname = lambda pairname: osp.join(self.root, pairname+'.png').replace('frame_right','<frame_right>').replace('frame_left','frame_right').replace('<frame_right>','frame_left')\n        self.pairname_to_Ldispname = lambda pairname: None if pairname.startswith('test') else osp.join(self.root, pairname+'.dsp5').replace('frame_left','disp1_left').replace('frame_right','disp1_right')\n        self.pairname_to_str = lambda pairname: pairname\n        self.load_disparity = _read_hdf5_disp        \n        \n    def _build_cache(self):\n        trainseqs = sorted(os.listdir( osp.join(self.root,'train')))\n        trainpairs = [osp.join('train',s,'frame_left',f[:-4]) for s in trainseqs for f in sorted(os.listdir(osp.join(self.root,'train',s,'frame_left')))]\n        testseqs = sorted(os.listdir( osp.join(self.root,'test')))\n        testpairs = [osp.join('test',s,'frame_left',f[:-4]) for s in testseqs for f in sorted(os.listdir(osp.join(self.root,'test',s,'frame_left')))]\n        testpairs += [p.replace('frame_left','frame_right') for p in testpairs]\n        \"\"\"maxnorm = {'0001': 32.88, '0002': 228.5, '0004': 298.2, '0005': 142.5, '0006': 113.6, '0007': 27.3, '0008': 554.5, '0009': 155.6, '0010': 126.1, '0011': 87.6, '0012': 303.2, '0013': 24.14, '0014': 82.56, '0015': 98.44, '0016': 156.9, '0017': 28.17, '0018': 21.03, '0020': 178.0, '0021': 58.06, '0022': 354.2, '0023': 8.79, '0024': 97.06, '0025': 55.16, '0026': 91.9, '0027': 156.6, '0030': 200.4, '0032': 58.66, '0033': 373.5, '0036': 149.4, '0037': 5.625, '0038': 37.0, '0039': 12.2, '0041': 453.5, '0043': 457.0, '0044': 379.5, '0045': 161.8, '0047': 105.44} # => let'use 0041\"\"\"\n        subtrainpairs = [p for p in trainpairs if p.split('/')[1]!='0041']\n        subvalpairs = [p for p in trainpairs if p.split('/')[1]=='0041']\n        assert len(trainpairs)==5000 and len(testpairs)==2000 and len(subtrainpairs)==4904 and len(subvalpairs)==96, \"incorrect parsing of pairs in Spring\"\n        tosave = {'train': trainpairs, 'test': testpairs, 'subtrain': subtrainpairs, 'subval': subvalpairs}\n        return tosave\n        \n    def submission_save_pairname(self, pairname, prediction, outdir, time):\n        assert prediction.ndim==2\n        assert prediction.dtype==np.float32\n        outfile = os.path.join(outdir, pairname+'.dsp5').replace('frame_left','disp1_left').replace('frame_right','disp1_right')\n        os.makedirs( os.path.dirname(outfile), exist_ok=True)\n        writeDsp5File(prediction, outfile)\n        \n    def finalize_submission(self, outdir):\n        assert self.split=='test'\n        exe = \"{self.root}/disp1_subsampling\"\n        if os.path.isfile(exe):\n            cmd = f'cd \"{outdir}/test\"; {exe} .'\n            print(cmd)\n            os.system(cmd)\n        else:\n            print('Could not find disp1_subsampling executable for submission.')\n            print('Please download it and run:')\n            print(f'cd \"{outdir}/test\"; <disp1_subsampling_exe> .')\n\nclass Kitti12Dataset(StereoDataset):\n\n    def _prepare_data(self):\n        self.name = \"Kitti12\"\n        self._set_root()\n        assert self.split in ['train','test']\n        self.pairname_to_Limgname = lambda pairname: osp.join(self.root, pairname+'_10.png')\n        self.pairname_to_Rimgname = lambda pairname: osp.join(self.root, pairname.replace('/colored_0/','/colored_1/')+'_10.png')\n        self.pairname_to_Ldispname = None if self.split=='test' else lambda pairname: osp.join(self.root, pairname.replace('/colored_0/','/disp_occ/')+'_10.png')\n        self.pairname_to_str = lambda pairname: pairname.replace('/colored_0/','/')\n        self.load_disparity = _read_kitti_disp\n        \n    def _build_cache(self):\n        trainseqs = [\"training/colored_0/%06d\"%(i) for i in range(194)]\n        testseqs = [\"testing/colored_0/%06d\"%(i) for i in range(195)]\n        assert len(trainseqs)==194 and len(testseqs)==195, \"incorrect parsing of pairs in Kitti12\"\n        tosave = {'train': trainseqs, 'test': testseqs}\n        return tosave \n\n    def submission_save_pairname(self, pairname, prediction, outdir, time):\n        assert prediction.ndim==2\n        assert prediction.dtype==np.float32\n        outfile = os.path.join(outdir, pairname.split('/')[-1]+'_10.png')\n        os.makedirs( os.path.dirname(outfile), exist_ok=True)\n        img = (prediction * 256).astype('uint16')\n        Image.fromarray(img).save(outfile)\n\n    def finalize_submission(self, outdir):\n        assert self.split=='test'\n        cmd = f'cd {outdir}/; zip -r \"kitti12_results.zip\" .'\n        print(cmd)\n        os.system(cmd)\n        print(f'Done. Submission file at {outdir}/kitti12_results.zip')\n\nclass Kitti15Dataset(StereoDataset):\n\n    def _prepare_data(self):\n        self.name = \"Kitti15\"\n        self._set_root()\n        assert self.split in ['train','subtrain','subval','test']\n        self.pairname_to_Limgname = lambda pairname: osp.join(self.root, pairname+'_10.png')\n        self.pairname_to_Rimgname = lambda pairname: osp.join(self.root, pairname.replace('/image_2/','/image_3/')+'_10.png')\n        self.pairname_to_Ldispname = None if self.split=='test' else lambda pairname: osp.join(self.root, pairname.replace('/image_2/','/disp_occ_0/')+'_10.png')\n        self.pairname_to_str = lambda pairname: pairname.replace('/image_2/','/')\n        self.load_disparity = _read_kitti_disp\n        \n    def _build_cache(self):\n        trainseqs = [\"training/image_2/%06d\"%(i) for i in range(200)]\n        subtrainseqs = trainseqs[:-5]\n        subvalseqs = trainseqs[-5:]\n        testseqs = [\"testing/image_2/%06d\"%(i) for i in range(200)]\n        assert len(trainseqs)==200 and len(subtrainseqs)==195 and len(subvalseqs)==5 and len(testseqs)==200, \"incorrect parsing of pairs in Kitti15\"\n        tosave = {'train': trainseqs, 'subtrain': subtrainseqs, 'subval': subvalseqs, 'test': testseqs}\n        return tosave \n\n    def submission_save_pairname(self, pairname, prediction, outdir, time):\n        assert prediction.ndim==2\n        assert prediction.dtype==np.float32\n        outfile = os.path.join(outdir, 'disp_0', pairname.split('/')[-1]+'_10.png')\n        os.makedirs( os.path.dirname(outfile), exist_ok=True)\n        img = (prediction * 256).astype('uint16')\n        Image.fromarray(img).save(outfile)\n\n    def finalize_submission(self, outdir):\n        assert self.split=='test'\n        cmd = f'cd {outdir}/; zip -r \"kitti15_results.zip\" disp_0'\n        print(cmd)\n        os.system(cmd)\n        print(f'Done. Submission file at {outdir}/kitti15_results.zip')\n\n\n### auxiliary functions\n\ndef _read_img(filename):\n    # convert to RGB for scene flow finalpass data\n    img = np.asarray(Image.open(filename).convert('RGB'))\n    return img\n\ndef _read_booster_disp(filename):\n    disp = np.load(filename)\n    disp[disp==0.0] = np.inf\n    return disp\n\ndef _read_png_disp(filename, coef=1.0):\n    disp = np.asarray(Image.open(filename))\n    disp = disp.astype(np.float32) / coef\n    disp[disp==0.0] = np.inf\n    return disp \n\ndef _read_pfm_disp(filename):\n    disp = np.ascontiguousarray(_read_pfm(filename)[0])\n    disp[disp<=0] = np.inf # eg /nfs/data/ffs-3d/datasets/middlebury/2014/Shopvac-imperfect/disp0.pfm\n    return disp\n\ndef _read_npy_disp(filename):\n    return np.load(filename)\n\ndef _read_crestereo_disp(filename): return _read_png_disp(filename, coef=32.0)\ndef _read_middlebury20052006_disp(filename): return _read_png_disp(filename, coef=1.0)\ndef _read_kitti_disp(filename): return _read_png_disp(filename, coef=256.0)\n_read_sceneflow_disp = _read_pfm_disp\n_read_eth3d_disp = _read_pfm_disp\n_read_middlebury_disp = _read_pfm_disp\n_read_carla_disp = _read_pfm_disp\n_read_tartanair_disp = _read_npy_disp\n    \ndef _read_hdf5_disp(filename):\n    disp = np.asarray(h5py.File(filename)['disparity'])\n    disp[np.isnan(disp)] = np.inf # make invalid values as +inf\n    #disp[disp==0.0] = np.inf # make invalid values as +inf\n    return disp.astype(np.float32)\n    \nimport re\ndef _read_pfm(file):\n    file = open(file, 'rb')\n\n    color = None\n    width = None\n    height = None\n    scale = None\n    endian = None\n\n    header = file.readline().rstrip()\n    if header.decode(\"ascii\") == 'PF':\n        color = True\n    elif header.decode(\"ascii\") == 'Pf':\n        color = False\n    else:\n        raise Exception('Not a PFM file.')\n\n    dim_match = re.match(r'^(\\d+)\\s(\\d+)\\s$', file.readline().decode(\"ascii\"))\n    if dim_match:\n        width, height = list(map(int, dim_match.groups()))\n    else:\n        raise Exception('Malformed PFM header.')\n\n    scale = float(file.readline().decode(\"ascii\").rstrip())\n    if scale < 0:  # little-endian\n        endian = '<'\n        scale = -scale\n    else:\n        endian = '>'  # big-endian\n\n    data = np.fromfile(file, endian + 'f')\n    shape = (height, width, 3) if color else (height, width)\n\n    data = np.reshape(data, shape)\n    data = np.flipud(data)\n    return data, scale\n\ndef writePFM(file, image, scale=1):\n    file = open(file, 'wb')\n\n    color = None\n\n    if image.dtype.name != 'float32':\n        raise Exception('Image dtype must be float32.')\n\n    image = np.flipud(image)\n\n    if len(image.shape) == 3 and image.shape[2] == 3:  # color image\n        color = True\n    elif len(image.shape) == 2 or len(image.shape) == 3 and image.shape[2] == 1:  # greyscale\n        color = False\n    else:\n        raise Exception('Image must have H x W x 3, H x W x 1 or H x W dimensions.')\n\n    file.write('PF\\n' if color else 'Pf\\n'.encode())\n    file.write('%d %d\\n'.encode() % (image.shape[1], image.shape[0]))\n\n    endian = image.dtype.byteorder\n\n    if endian == '<' or endian == '=' and sys.byteorder == 'little':\n        scale = -scale\n\n    file.write('%f\\n'.encode() % scale)\n\n    image.tofile(file)\n\ndef writeDsp5File(disp, filename):\n    with h5py.File(filename, \"w\") as f:\n        f.create_dataset(\"disparity\", data=disp, compression=\"gzip\", compression_opts=5)\n\n\n# disp visualization\n\ndef vis_disparity(disp, m=None, M=None):\n    if m is None: m = disp.min()\n    if M is None: M = disp.max()\n    disp_vis = (disp - m) / (M-m) * 255.0\n    disp_vis = disp_vis.astype(\"uint8\")\n    disp_vis = cv2.applyColorMap(disp_vis, cv2.COLORMAP_INFERNO)\n    return disp_vis\n\n# dataset getter \n    \ndef get_train_dataset_stereo(dataset_str, augmentor=True, crop_size=None):\n    dataset_str = dataset_str.replace('(','Dataset(')\n    if augmentor:\n        dataset_str = dataset_str.replace(')',', augmentor=True)')\n    if crop_size is not None:\n        dataset_str = dataset_str.replace(')',', crop_size={:s})'.format(str(crop_size)))\n    return eval(dataset_str)\n    \ndef get_test_datasets_stereo(dataset_str):\n    dataset_str = dataset_str.replace('(','Dataset(')\n    return [eval(s) for s in dataset_str.split('+')]"
  },
  {
    "path": "croco/stereoflow/download_model.sh",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n\nmodel=$1\noutfile=\"stereoflow_models/${model}\"\nif [[ ! -f $outfile ]]\nthen\n\tmkdir -p stereoflow_models/;\n\twget https://download.europe.naverlabs.com/ComputerVision/CroCo/StereoFlow_models/$1 -P stereoflow_models/;\nelse\n\techo \"Model ${model} already downloaded in ${outfile}.\"\nfi"
  },
  {
    "path": "croco/stereoflow/engine.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n\n# --------------------------------------------------------\n# Main function for training one epoch or testing\n# --------------------------------------------------------\n\nimport math\nimport sys\nfrom typing import Iterable\nimport numpy as np\nimport torch\nimport torchvision\n\nfrom utils import misc as misc\n\n\ndef split_prediction_conf(predictions, with_conf=False):\n    if not with_conf:\n        return predictions, None\n    conf = predictions[:,-1:,:,:]\n    predictions = predictions[:,:-1,:,:]\n    return predictions, conf\n\ndef train_one_epoch(model: torch.nn.Module, criterion: torch.nn.Module, metrics: torch.nn.Module,\n                    data_loader: Iterable, optimizer: torch.optim.Optimizer,\n                    device: torch.device, epoch: int, loss_scaler,\n                    log_writer=None, print_freq = 20,\n                    args=None):\n    model.train(True)\n    metric_logger = misc.MetricLogger(delimiter=\"  \")\n    metric_logger.add_meter('lr', misc.SmoothedValue(window_size=1, fmt='{value:.6f}'))\n    header = 'Epoch: [{}]'.format(epoch)\n\n    accum_iter = args.accum_iter\n\n    optimizer.zero_grad()\n\n    details = {}\n\n    if log_writer is not None:\n        print('log_dir: {}'.format(log_writer.log_dir))\n\n    if args.img_per_epoch:\n        iter_per_epoch = args.img_per_epoch // args.batch_size + int(args.img_per_epoch % args.batch_size > 0)\n        assert len(data_loader) >= iter_per_epoch, 'Dataset is too small for so many iterations'\n        len_data_loader = iter_per_epoch\n    else:\n        len_data_loader, iter_per_epoch = len(data_loader), None\n\n    for data_iter_step, (image1, image2, gt, pairname) in enumerate(metric_logger.log_every(data_loader, print_freq, header, max_iter=iter_per_epoch)):\n        \n        image1 = image1.to(device, non_blocking=True)\n        image2 = image2.to(device, non_blocking=True)\n        gt = gt.to(device, non_blocking=True)\n        \n        # we use a per iteration (instead of per epoch) lr scheduler\n        if data_iter_step % accum_iter == 0:\n            misc.adjust_learning_rate(optimizer, data_iter_step / len_data_loader + epoch, args)\n\n        with torch.cuda.amp.autocast(enabled=bool(args.amp)):\n            prediction = model(image1, image2)\n            prediction, conf = split_prediction_conf(prediction, criterion.with_conf)\n            batch_metrics = metrics(prediction.detach(), gt)\n            loss = criterion(prediction, gt) if conf is None else criterion(prediction, gt, conf)\n            \n        loss_value = loss.item()\n        if not math.isfinite(loss_value):\n            print(\"Loss is {}, stopping training\".format(loss_value))\n            sys.exit(1)\n\n        loss /= accum_iter\n        loss_scaler(loss, optimizer, parameters=model.parameters(),\n                    update_grad=(data_iter_step + 1) % accum_iter == 0)\n        if (data_iter_step + 1) % accum_iter == 0:\n            optimizer.zero_grad()\n\n        torch.cuda.synchronize()\n        \n        metric_logger.update(loss=loss_value)\n        for k,v in batch_metrics.items():\n            metric_logger.update(**{k: v.item()})\n        lr = optimizer.param_groups[0][\"lr\"]\n        metric_logger.update(lr=lr)\n\n        #if args.dsitributed: loss_value_reduce = misc.all_reduce_mean(loss_value)\n        time_to_log = ((data_iter_step + 1) % (args.tboard_log_step * accum_iter) == 0 or data_iter_step == len_data_loader-1)\n        loss_value_reduce = misc.all_reduce_mean(loss_value)\n        if log_writer is not None and time_to_log:\n            epoch_1000x = int((data_iter_step / len_data_loader + epoch) * 1000)\n            # We use epoch_1000x as the x-axis in tensorboard. This calibrates different curves when batch size changes.\n            log_writer.add_scalar('train/loss', loss_value_reduce, epoch_1000x)\n            log_writer.add_scalar('lr', lr, epoch_1000x)\n            for k,v in batch_metrics.items():\n                log_writer.add_scalar('train/'+k, v.item(), epoch_1000x)\n\n    # gather the stats from all processes\n    #if args.distributed: metric_logger.synchronize_between_processes()\n    print(\"Averaged stats:\", metric_logger)\n    return {k: meter.global_avg for k, meter in metric_logger.meters.items()}\n\n\n@torch.no_grad()\ndef validate_one_epoch(model: torch.nn.Module,\n                   criterion: torch.nn.Module,\n                   metrics: torch.nn.Module,\n                   data_loaders: list[Iterable],\n                   device: torch.device,\n                   epoch: int,\n                   log_writer=None,\n                   args=None):\n\n    model.eval()\n    metric_loggers = []\n    header = 'Epoch: [{}]'.format(epoch)\n    print_freq = 20\n\n    conf_mode = args.tile_conf_mode\n    crop = args.crop\n    \n    if log_writer is not None:\n        print('log_dir: {}'.format(log_writer.log_dir))\n\n    results = {}\n    dnames = []\n    image1, image2, gt, prediction = None, None, None, None\n    for didx, data_loader in enumerate(data_loaders):\n        dname = str(data_loader.dataset)\n        dnames.append(dname)\n        metric_loggers.append(misc.MetricLogger(delimiter=\"  \"))\n        for data_iter_step, (image1, image2, gt, pairname) in enumerate(metric_loggers[didx].log_every(data_loader, print_freq, header)):\n            image1 = image1.to(device, non_blocking=True)\n            image2 = image2.to(device, non_blocking=True)\n            gt = gt.to(device, non_blocking=True)\n            if dname.startswith('Spring'):\n                assert gt.size(2)==image1.size(2)*2 and gt.size(3)==image1.size(3)*2\n                gt = (gt[:,:,0::2,0::2] + gt[:,:,0::2,1::2] + gt[:,:,1::2,0::2] + gt[:,:,1::2,1::2] ) / 4.0 # we approximate the gt based on the 2x upsampled ones\n\n            with torch.inference_mode():\n                prediction, tiled_loss, c = tiled_pred(model, criterion, image1, image2, gt, conf_mode=conf_mode, overlap=args.val_overlap, crop=crop, with_conf=criterion.with_conf)\n                batch_metrics = metrics(prediction.detach(), gt)\n                loss = criterion(prediction.detach(), gt) if not criterion.with_conf else criterion(prediction.detach(), gt, c)\n                loss_value = loss.item()\n                metric_loggers[didx].update(loss_tiled=tiled_loss.item())\n                metric_loggers[didx].update(**{f'loss': loss_value})\n                for k,v in batch_metrics.items():\n                    metric_loggers[didx].update(**{dname+'_' + k: v.item()})\n        \n    results = {k: meter.global_avg for ml in metric_loggers for k, meter in ml.meters.items()}\n    if len(dnames)>1:\n        for k in batch_metrics.keys():\n            results['AVG_'+k] = sum(results[dname+'_'+k] for dname in dnames) / len(dnames)\n            \n    if log_writer is not None :\n        epoch_1000x = int((1 + epoch) * 1000)\n        for k,v in results.items():\n            log_writer.add_scalar('val/'+k, v, epoch_1000x)\n\n    print(\"Averaged stats:\", results)\n    return results\n\nimport torch.nn.functional as F\ndef _resize_img(img, new_size):\n    return F.interpolate(img, size=new_size, mode='bicubic', align_corners=False)\ndef _resize_stereo_or_flow(data, new_size):\n    assert data.ndim==4\n    assert data.size(1) in [1,2]\n    scale_x = new_size[1]/float(data.size(3))\n    out = F.interpolate(data, size=new_size, mode='bicubic', align_corners=False)\n    out[:,0,:,:] *= scale_x\n    if out.size(1)==2:\n        scale_y = new_size[0]/float(data.size(2))        \n        out[:,1,:,:] *= scale_y\n        print(scale_x, new_size, data.shape)\n    return out\n    \n\n@torch.no_grad()\ndef tiled_pred(model, criterion, img1, img2, gt,\n               overlap=0.5, bad_crop_thr=0.05,\n               downscale=False, crop=512, ret='loss',\n               conf_mode='conf_expsigmoid_10_5', with_conf=False, \n               return_time=False):\n                     \n    # for each image, we are going to run inference on many overlapping patches\n    # then, all predictions will be weighted-averaged\n    if gt is not None:\n        B, C, H, W = gt.shape\n    else:\n        B, _, H, W = img1.shape\n        C = model.head.num_channels-int(with_conf)\n    win_height, win_width = crop[0], crop[1]\n    \n    # upscale to be larger than the crop\n    do_change_scale =  H<win_height or W<win_width\n    if do_change_scale: \n        upscale_factor = max(win_width/W, win_height/W)\n        original_size = (H,W)\n        new_size = (round(H*upscale_factor),round(W*upscale_factor))\n        img1 = _resize_img(img1, new_size)\n        img2 = _resize_img(img2, new_size)\n        # resize gt just for the computation of tiled losses\n        if gt is not None: gt = _resize_stereo_or_flow(gt, new_size)\n        H,W = img1.shape[2:4]\n        \n    if conf_mode.startswith('conf_expsigmoid_'): # conf_expsigmoid_30_10\n        beta, betasigmoid = map(float, conf_mode[len('conf_expsigmoid_'):].split('_'))\n    elif conf_mode.startswith('conf_expbeta'): # conf_expbeta3\n        beta = float(conf_mode[len('conf_expbeta'):])\n    else:\n        raise NotImplementedError(f\"conf_mode {conf_mode} is not implemented\")\n\n    def crop_generator():\n        for sy in _overlapping(H, win_height, overlap):\n          for sx in _overlapping(W, win_width, overlap):\n            yield sy, sx, sy, sx, True\n\n    # keep track of weighted sum of prediction*weights and weights\n    accu_pred = img1.new_zeros((B, C, H, W)) # accumulate the weighted sum of predictions \n    accu_conf = img1.new_zeros((B, H, W)) + 1e-16 # accumulate the weights \n    accu_c = img1.new_zeros((B, H, W)) # accumulate the weighted sum of confidences ; not so useful except for computing some losses\n\n    tiled_losses = []\n    \n    if return_time:\n        start = torch.cuda.Event(enable_timing=True)\n        end = torch.cuda.Event(enable_timing=True)\n        start.record()\n\n    for sy1, sx1, sy2, sx2, aligned in crop_generator():\n        # compute optical flow there\n        pred =  model(_crop(img1,sy1,sx1), _crop(img2,sy2,sx2))\n        pred, predconf = split_prediction_conf(pred, with_conf=with_conf)\n        \n        if gt is not None: gtcrop = _crop(gt,sy1,sx1)\n        if criterion is not None and gt is not None: \n            tiled_losses.append( criterion(pred, gtcrop).item() if predconf is None else criterion(pred, gtcrop, predconf).item() )\n        \n        if conf_mode.startswith('conf_expsigmoid_'):\n            conf = torch.exp(- beta * 2 * (torch.sigmoid(predconf / betasigmoid) - 0.5)).view(B,win_height,win_width)\n        elif conf_mode.startswith('conf_expbeta'):\n            conf = torch.exp(- beta * predconf).view(B,win_height,win_width)\n        else:\n            raise NotImplementedError\n                        \n        accu_pred[...,sy1,sx1] += pred * conf[:,None,:,:]\n        accu_conf[...,sy1,sx1] += conf\n        accu_c[...,sy1,sx1] += predconf.view(B,win_height,win_width) * conf \n        \n    pred = accu_pred / accu_conf[:, None,:,:]\n    c = accu_c / accu_conf\n    assert not torch.any(torch.isnan(pred))\n\n    if return_time:\n        end.record()\n        torch.cuda.synchronize()\n        time = start.elapsed_time(end)/1000.0 # this was in milliseconds\n\n    if do_change_scale:\n        pred = _resize_stereo_or_flow(pred, original_size)\n    \n    if return_time:\n        return pred, torch.mean(torch.tensor(tiled_losses)), c, time\n    return pred, torch.mean(torch.tensor(tiled_losses)), c\n\n\ndef _overlapping(total, window, overlap=0.5):\n    assert total >= window and 0 <= overlap < 1, (total, window, overlap)\n    num_windows = 1 + int(np.ceil( (total - window) / ((1-overlap) * window) ))\n    offsets = np.linspace(0, total-window, num_windows).round().astype(int)\n    yield from (slice(x, x+window) for x in offsets)\n\ndef _crop(img, sy, sx):\n    B, THREE, H, W = img.shape\n    if 0 <= sy.start and sy.stop <= H and 0 <= sx.start and sx.stop <= W:\n        return img[:,:,sy,sx]\n    l, r = max(0,-sx.start), max(0,sx.stop-W)\n    t, b = max(0,-sy.start), max(0,sy.stop-H)\n    img = torch.nn.functional.pad(img, (l,r,t,b), mode='constant')\n    return img[:, :, slice(sy.start+t,sy.stop+t), slice(sx.start+l,sx.stop+l)]"
  },
  {
    "path": "croco/stereoflow/test.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n\n# --------------------------------------------------------\n# Main test function\n# --------------------------------------------------------\n\nimport os\nimport argparse\nimport pickle\nfrom PIL import Image\nimport numpy as np\nfrom tqdm import tqdm\n\nimport torch\nfrom torch.utils.data import DataLoader\n\nimport utils.misc as misc\nfrom models.croco_downstream import CroCoDownstreamBinocular\nfrom models.head_downstream import PixelwiseTaskWithDPT\n\nfrom stereoflow.criterion import *\nfrom stereoflow.datasets_stereo import get_test_datasets_stereo\nfrom stereoflow.datasets_flow import get_test_datasets_flow\nfrom stereoflow.engine import tiled_pred\n\nfrom stereoflow.datasets_stereo import vis_disparity\nfrom stereoflow.datasets_flow import flowToColor\n\ndef get_args_parser():\n    parser = argparse.ArgumentParser('Test CroCo models on stereo/flow', add_help=False)\n    # important argument \n    parser.add_argument('--model', required=True, type=str, help='Path to the model to evaluate')\n    parser.add_argument('--dataset', required=True, type=str, help=\"test dataset (there can be multiple dataset separated by a +)\")\n    # tiling \n    parser.add_argument('--tile_conf_mode', type=str, default='', help='Weights for the tiling aggregation based on confidence (empty means use the formula from the loaded checkpoint')\n    parser.add_argument('--tile_overlap', type=float, default=0.7, help='overlap between tiles')\n    # save (it will automatically go to <model_path>_<dataset_str>/<tile_str>_<save>)\n    parser.add_argument('--save', type=str, nargs='+', default=[], \n                        help='what to save: \\\n                              metrics (pickle file), \\\n                              pred (raw prediction save as torch tensor), \\\n                              visu (visualization in png of each prediction), \\\n                              err10 (visualization in png of the error clamp at 10 for each prediction), \\\n                              submission (submission file)')\n    # other (no impact)\n    parser.add_argument('--num_workers', default=4, type=int)\n    return parser\n    \n    \ndef _load_model_and_criterion(model_path, do_load_metrics, device):\n    print('loading model from', model_path)\n    assert os.path.isfile(model_path)\n    ckpt = torch.load(model_path, 'cpu')\n    \n    ckpt_args = ckpt['args']\n    task = ckpt_args.task\n    tile_conf_mode = ckpt_args.tile_conf_mode\n    num_channels = {'stereo': 1, 'flow': 2}[task]\n    with_conf =  eval(ckpt_args.criterion).with_conf\n    if with_conf: num_channels += 1\n    print('head: PixelwiseTaskWithDPT()')\n    head = PixelwiseTaskWithDPT()\n    head.num_channels = num_channels\n    print('croco_args:', ckpt_args.croco_args)\n    model = CroCoDownstreamBinocular(head, **ckpt_args.croco_args)\n    msg = model.load_state_dict(ckpt['model'], strict=True)\n    model.eval()\n    model = model.to(device)\n    \n    if do_load_metrics:\n        if task=='stereo':\n            metrics = StereoDatasetMetrics().to(device)\n        else:\n            metrics = FlowDatasetMetrics().to(device)\n    else:\n        metrics = None\n    \n    return model, metrics, ckpt_args.crop, with_conf, task, tile_conf_mode\n    \n    \ndef _save_batch(pred, gt, pairnames, dataset, task, save, outdir, time, submission_dir=None):\n\n    for i in range(len(pairnames)):\n        \n        pairname = eval(pairnames[i]) if pairnames[i].startswith('(') else pairnames[i] # unbatch pairname \n        fname = os.path.join(outdir, dataset.pairname_to_str(pairname))\n        os.makedirs(os.path.dirname(fname), exist_ok=True)\n        \n        predi = pred[i,...]\n        if gt is not None: gti = gt[i,...]\n        \n        if 'pred' in save:\n            torch.save(predi.squeeze(0).cpu(), fname+'_pred.pth')\n            \n        if 'visu' in save:\n            if task=='stereo':\n                disparity = predi.permute((1,2,0)).squeeze(2).cpu().numpy()\n                m,M = None\n                if gt is not None:\n                    mask = torch.isfinite(gti)\n                    m = gt[mask].min()\n                    M = gt[mask].max()\n                img_disparity = vis_disparity(disparity, m=m, M=M)\n                Image.fromarray(img_disparity).save(fname+'_pred.png')\n            else:\n                # normalize flowToColor according to the maxnorm of gt (or prediction if not available)\n                flowNorm = torch.sqrt(torch.sum( (gti if gt is not None else predi)**2, dim=0)).max().item()\n                imgflow = flowToColor(predi.permute((1,2,0)).cpu().numpy(), maxflow=flowNorm)\n                Image.fromarray(imgflow).save(fname+'_pred.png')\n                \n        if 'err10' in save:\n            assert gt is not None\n            L2err = torch.sqrt(torch.sum( (gti-predi)**2, dim=0))\n            valid = torch.isfinite(gti[0,:,:])\n            L2err[~valid] = 0.0\n            L2err = torch.clamp(L2err, max=10.0)\n            red = (L2err*255.0/10.0).to(dtype=torch.uint8)[:,:,None]\n            zer = torch.zeros_like(red)\n            imgerr = torch.cat( (red,zer,zer), dim=2).cpu().numpy()\n            Image.fromarray(imgerr).save(fname+'_err10.png')\n            \n        if 'submission' in save:\n            assert submission_dir is not None\n            predi_np = predi.permute(1,2,0).squeeze(2).cpu().numpy() # transform into HxWx2 for flow or HxW for stereo\n            dataset.submission_save_pairname(pairname, predi_np, submission_dir, time)\n\ndef main(args):\n        \n    # load the pretrained model and metrics\n    device = torch.device('cuda:0') if torch.cuda.is_available() else torch.device('cpu')\n    model, metrics, cropsize, with_conf, task, tile_conf_mode = _load_model_and_criterion(args.model, 'metrics' in args.save, device)\n    if args.tile_conf_mode=='': args.tile_conf_mode = tile_conf_mode\n    \n    # load the datasets \n    datasets = (get_test_datasets_stereo if task=='stereo' else get_test_datasets_flow)(args.dataset)\n    dataloaders = [DataLoader(dataset, batch_size=1, shuffle=False, num_workers=args.num_workers, pin_memory=True, drop_last=False) for dataset in datasets]    \n       \n    # run\n    for i,dataloader in enumerate(dataloaders):\n        dataset = datasets[i]\n        dstr = args.dataset.split('+')[i]\n        \n        outdir = args.model+'_'+misc.filename(dstr)\n        if 'metrics' in args.save and len(args.save)==1:\n            fname = os.path.join(outdir, f'conf_{args.tile_conf_mode}_overlap_{args.tile_overlap}.pkl')\n            if os.path.isfile(fname) and len(args.save)==1:\n                print('  metrics already compute in '+fname)\n                with open(fname, 'rb') as fid:\n                    results = pickle.load(fid)\n                for k,v in results.items():\n                    print('{:s}: {:.3f}'.format(k, v))\n                continue\n                        \n        if 'submission' in args.save:\n            dirname = f'submission_conf_{args.tile_conf_mode}_overlap_{args.tile_overlap}'\n            submission_dir = os.path.join(outdir, dirname)\n        else:\n            submission_dir = None\n           \n        print('')\n        print('saving {:s} in {:s}'.format('+'.join(args.save), outdir))\n        print(repr(dataset))\n    \n        if metrics is not None: \n            metrics.reset()\n                \n        for data_iter_step, (image1, image2, gt, pairnames) in enumerate(tqdm(dataloader)):\n        \n            do_flip = (task=='stereo' and dstr.startswith('Spring') and any(\"right\" in p for p in pairnames)) # we flip the images and will flip the prediction after as we assume img1 is on the left \n            \n            image1 = image1.to(device, non_blocking=True)\n            image2 = image2.to(device, non_blocking=True)\n            gt = gt.to(device, non_blocking=True) if gt.numel()>0 else None # special case for test time\n            if do_flip:\n                assert all(\"right\" in p for p in pairnames) \n                image1 = image1.flip(dims=[3]) # this is already the right frame, let's flip it\n                image2 = image2.flip(dims=[3])\n                gt = gt # that is ok\n                        \n            with torch.inference_mode():\n                pred, _, _, time = tiled_pred(model, None, image1, image2, None if dataset.name=='Spring' else gt, conf_mode=args.tile_conf_mode, overlap=args.tile_overlap, crop=cropsize, with_conf=with_conf, return_time=True)\n\n                if do_flip:\n                    pred = pred.flip(dims=[3])\n                \n                if metrics is not None: \n                    metrics.add_batch(pred, gt)\n                \n                if any(k in args.save for k in ['pred','visu','err10','submission']):\n                    _save_batch(pred, gt, pairnames, dataset, task, args.save, outdir, time, submission_dir=submission_dir)                \n            \n\n        # print \n        if metrics is not None: \n            results = metrics.get_results()\n            for k,v in results.items():\n                print('{:s}: {:.3f}'.format(k, v))\n                \n        # save if needed\n        if 'metrics' in args.save:\n            os.makedirs(os.path.dirname(fname), exist_ok=True)\n            with open(fname, 'wb') as fid:\n                pickle.dump(results, fid)\n            print('metrics saved in', fname)\n            \n        # finalize submission if needed\n        if 'submission' in args.save:\n            dataset.finalize_submission(submission_dir)\n                \n        \n            \nif __name__ == '__main__':\n    args = get_args_parser()\n    args = args.parse_args()\n    main(args)"
  },
  {
    "path": "croco/stereoflow/train.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n\n# --------------------------------------------------------\n# Main training function\n# --------------------------------------------------------\n\nimport argparse\nimport datetime\nimport json\nimport numpy as np\nimport os\nimport sys\nimport time\n\nimport torch\nimport torch.distributed as dist\nimport torch.backends.cudnn as cudnn\nfrom torch.utils.tensorboard import SummaryWriter\nimport torchvision.transforms as transforms\nimport torchvision.datasets as datasets\nfrom torch.utils.data import DataLoader\n\nimport utils\nimport utils.misc as misc\nfrom utils.misc import NativeScalerWithGradNormCount as NativeScaler\nfrom models.croco_downstream import CroCoDownstreamBinocular, croco_args_from_ckpt\nfrom models.pos_embed import interpolate_pos_embed\nfrom models.head_downstream import PixelwiseTaskWithDPT\n\nfrom stereoflow.datasets_stereo import get_train_dataset_stereo, get_test_datasets_stereo\nfrom stereoflow.datasets_flow import get_train_dataset_flow, get_test_datasets_flow\nfrom stereoflow.engine import train_one_epoch, validate_one_epoch\nfrom stereoflow.criterion import *\n\n\ndef get_args_parser():\n    # prepare subparsers \n    parser = argparse.ArgumentParser('Finetuning CroCo models on stereo or flow', add_help=False)\n    subparsers = parser.add_subparsers(title=\"Task (stereo or flow)\", dest=\"task\", required=True)\n    parser_stereo = subparsers.add_parser('stereo', help='Training stereo model')\n    parser_flow = subparsers.add_parser('flow', help='Training flow model')\n    def add_arg(name_or_flags, default=None, default_stereo=None, default_flow=None, **kwargs):\n        if default is not None: assert default_stereo is None and default_flow is None, \"setting default makes default_stereo and default_flow disabled\"\n        parser_stereo.add_argument(name_or_flags, default=default if default is not None else default_stereo, **kwargs)\n        parser_flow.add_argument(name_or_flags, default=default if default is not None else default_flow, **kwargs)\n    # output dir \n    add_arg('--output_dir', required=True, type=str, help='path where to save, if empty, automatically created')\n    # model\n    add_arg('--crop', type=int, nargs = '+', default_stereo=[352, 704], default_flow=[320, 384], help = \"size of the random image crops used during training.\")\n    add_arg('--pretrained', required=True, type=str, help=\"Load pretrained model (required as croco arguments come from there)\")\n    # criterion  \n    add_arg('--criterion', default_stereo='LaplacianLossBounded2()', default_flow='LaplacianLossBounded()', type=str, help='string to evaluate to get criterion')\n    add_arg('--bestmetric', default_stereo='avgerr', default_flow='EPE', type=str)\n    # dataset \n    add_arg('--dataset', type=str, required=True, help=\"training set\")\n    # training \n    add_arg('--seed', default=0, type=int, help='seed')\n    add_arg('--batch_size', default_stereo=6, default_flow=8, type=int, help='Batch size per GPU (effective batch size is batch_size * accum_iter * # gpus')\n    add_arg('--epochs', default=32, type=int, help='number of training epochs')\n    add_arg('--img_per_epoch', type=int, default=None, help='Fix the number of images seen in an epoch (None means use all training pairs)')\n    add_arg('--accum_iter', default=1, type=int, help='Accumulate gradient iterations (for increasing the effective batch size under memory constraints)')\n    add_arg('--weight_decay', type=float, default=0.05, help='weight decay (default: 0.05)')\n    add_arg('--lr', type=float, default_stereo=3e-5, default_flow=2e-5, metavar='LR', help='learning rate (absolute lr)')\n    add_arg('--min_lr', type=float, default=0., metavar='LR', help='lower lr bound for cyclic schedulers that hit 0')\n    add_arg('--warmup_epochs', type=int, default=1, metavar='N', help='epochs to warmup LR')\n    add_arg('--optimizer', default='AdamW(param_groups, lr=args.lr, betas=(0.9, 0.95))', type=str,\n                        help=\"Optimizer from torch.optim [ default: AdamW(param_groups, lr=args.lr, betas=(0.9, 0.95)) ]\")\n    add_arg('--amp', default=0, type=int, choices=[0,1], help='enable automatic mixed precision training')\n    # validation\n    add_arg('--val_dataset', type=str, default='', help=\"Validation sets, multiple separated by + (empty string means that no validation is performed)\")\n    add_arg('--tile_conf_mode', type=str, default_stereo='conf_expsigmoid_15_3', default_flow='conf_expsigmoid_10_5', help='Weights for tile aggregation')\n    add_arg('--val_overlap', default=0.7, type=float, help='Overlap value for the tiling')\n    # others\n    add_arg('--num_workers', default=8, type=int)\n    add_arg('--eval_every', type=int, default=1, help='Val loss evaluation frequency')\n    add_arg('--save_every', type=int, default=1, help='Save checkpoint frequency')\n    add_arg('--start_from', type=str, default=None, help='Start training using weights from an other model (eg for finetuning)')\n    add_arg('--tboard_log_step', type=int, default=100, help='Log to tboard every so many steps')\n    add_arg('--dist_url', default='env://', help='url used to set up distributed training')\n\n    return parser\n    \n        \ndef main(args):\n    misc.init_distributed_mode(args)\n    global_rank = misc.get_rank()\n    num_tasks = misc.get_world_size()\n\n    assert os.path.isfile(args.pretrained)\n    print(\"output_dir: \"+args.output_dir)\n    os.makedirs(args.output_dir, exist_ok=True)\n\n    # fix the seed for reproducibility\n    seed = args.seed + misc.get_rank()\n    torch.manual_seed(seed)\n    np.random.seed(seed)\n    cudnn.benchmark = True\n\n    # Metrics / criterion \n    device = torch.device('cuda') if torch.cuda.is_available() else torch.device('cpu')\n    metrics = (StereoMetrics if args.task=='stereo' else FlowMetrics)().to(device)\n    criterion = eval(args.criterion).to(device)\n    print('Criterion: ', args.criterion)\n\n    # Prepare model\n    assert os.path.isfile(args.pretrained)\n    ckpt = torch.load(args.pretrained, 'cpu')\n    croco_args = croco_args_from_ckpt(ckpt)\n    croco_args['img_size'] = (args.crop[0], args.crop[1])\n    print('Croco args: '+str(croco_args))\n    args.croco_args = croco_args # saved for test time \n    # prepare head \n    num_channels = {'stereo': 1, 'flow': 2}[args.task]\n    if criterion.with_conf: num_channels += 1\n    print(f'Building head PixelwiseTaskWithDPT() with {num_channels} channel(s)')\n    head = PixelwiseTaskWithDPT()\n    head.num_channels = num_channels\n    # build model and load pretrained weights\n    model = CroCoDownstreamBinocular(head, **croco_args)\n    interpolate_pos_embed(model, ckpt['model'])\n    msg = model.load_state_dict(ckpt['model'], strict=False)\n    print(msg)\n\n    total_params = sum(p.numel() for p in model.parameters())\n    total_params_trainable = sum(p.numel() for p in model.parameters() if p.requires_grad)\n    print(f\"Total params: {total_params}\")\n    print(f\"Total params trainable: {total_params_trainable}\")\n    model_without_ddp = model.to(device)\n\n    eff_batch_size = args.batch_size * args.accum_iter * misc.get_world_size()\n    print(\"lr: %.2e\" % args.lr)\n    print(\"accumulate grad iterations: %d\" % args.accum_iter)\n    print(\"effective batch size: %d\" % eff_batch_size)\n\n    if args.distributed:\n        model = torch.nn.parallel.DistributedDataParallel(model, device_ids=[args.gpu], static_graph=True)\n        model_without_ddp = model.module\n    \n    # following timm: set wd as 0 for bias and norm layers   \n    param_groups = misc.get_parameter_groups(model_without_ddp, args.weight_decay)\n    optimizer = eval(f\"torch.optim.{args.optimizer}\")\n    print(optimizer)\n    loss_scaler = NativeScaler()\n    \n    # automatic restart\n    last_ckpt_fname = os.path.join(args.output_dir, f'checkpoint-last.pth')\n    args.resume = last_ckpt_fname if os.path.isfile(last_ckpt_fname) else None\n\n    if not args.resume and args.start_from:\n        print(f\"Starting from an other model's weights: {args.start_from}\")\n        best_so_far = None\n        args.start_epoch = 0\n        ckpt = torch.load(args.start_from, 'cpu')\n        msg = model_without_ddp.load_state_dict(ckpt['model'], strict=False)\n        print(msg)\n    else:\n        best_so_far = misc.load_model(args=args, model_without_ddp=model_without_ddp, optimizer=optimizer, loss_scaler=loss_scaler)\n\n    if best_so_far is None: best_so_far = np.inf\n    \n    # tensorboard\n    log_writer = None\n    if global_rank == 0 and args.output_dir is not None:\n        log_writer = SummaryWriter(log_dir=args.output_dir, purge_step=args.start_epoch*1000)\n\n    #  dataset and loader \n    print('Building Train Data loader for dataset: ', args.dataset)\n    train_dataset = (get_train_dataset_stereo if args.task=='stereo' else get_train_dataset_flow)(args.dataset, crop_size=args.crop)\n    def _print_repr_dataset(d):\n        if isinstance(d, torch.utils.data.dataset.ConcatDataset):\n            for dd in d.datasets:\n                _print_repr_dataset(dd)\n        else:\n            print(repr(d))\n    _print_repr_dataset(train_dataset)\n    print('  total length:', len(train_dataset))\n    if args.distributed:\n        sampler_train = torch.utils.data.DistributedSampler(\n            train_dataset, num_replicas=num_tasks, rank=global_rank, shuffle=True\n        )\n    else:\n        sampler_train = torch.utils.data.RandomSampler(train_dataset)\n    data_loader_train = torch.utils.data.DataLoader(\n        train_dataset, sampler=sampler_train,\n        batch_size=args.batch_size,\n        num_workers=args.num_workers,\n        pin_memory=True,\n        drop_last=True,\n    )\n    if args.val_dataset=='':\n        data_loaders_val = None\n    else:\n        print('Building Val Data loader for datasets: ', args.val_dataset)\n        val_datasets = (get_test_datasets_stereo if args.task=='stereo' else get_test_datasets_flow)(args.val_dataset)\n        for val_dataset in val_datasets: print(repr(val_dataset))\n        data_loaders_val = [DataLoader(val_dataset, batch_size=1, shuffle=False, num_workers=args.num_workers, pin_memory=True, drop_last=False) for val_dataset in val_datasets]\n        bestmetric = (\"AVG_\" if len(data_loaders_val)>1 else str(data_loaders_val[0].dataset)+'_')+args.bestmetric\n       \n    print(f\"Start training for {args.epochs} epochs\")\n    start_time = time.time()\n    # Training Loop\n    for epoch in range(args.start_epoch, args.epochs):\n\n        if args.distributed: data_loader_train.sampler.set_epoch(epoch)\n            \n        # Train\n        epoch_start = time.time()\n        train_stats = train_one_epoch(model, criterion, metrics, data_loader_train, optimizer, device, epoch, loss_scaler, log_writer=log_writer, args=args)\n        epoch_time = time.time() - epoch_start\n\n        if args.distributed: dist.barrier()\n\n        # Validation (current naive implementation runs the validation on every gpu ... not smart ...)\n        if data_loaders_val is not None and args.eval_every > 0 and (epoch+1) % args.eval_every == 0:\n            val_epoch_start = time.time()\n            val_stats = validate_one_epoch(model, criterion, metrics, data_loaders_val, device, epoch, log_writer=log_writer, args=args)\n            val_epoch_time = time.time() - val_epoch_start\n\n            val_best = val_stats[bestmetric]\n            \n            # Save best of all\n            if val_best <= best_so_far:\n                best_so_far = val_best\n                misc.save_model(args=args, model_without_ddp=model_without_ddp, optimizer=optimizer, loss_scaler=loss_scaler, epoch=epoch, best_so_far=best_so_far, fname='best')\n        \n            log_stats = {**{f'train_{k}': v for k, v in train_stats.items()},\n                         'epoch': epoch,\n                         **{f'val_{k}': v for k, v in val_stats.items()}}\n        else:\n            log_stats = {**{f'train_{k}': v for k, v in train_stats.items()},\n                         'epoch': epoch,}\n                             \n        if args.distributed: dist.barrier()\n        \n        # Save stuff\n        if args.output_dir and ((epoch+1) % args.save_every == 0 or epoch + 1 == args.epochs):\n            misc.save_model(args=args, model_without_ddp=model_without_ddp, optimizer=optimizer, loss_scaler=loss_scaler, epoch=epoch, best_so_far=best_so_far, fname='last')\n\n        if args.output_dir:\n            if log_writer is not None:\n                log_writer.flush()\n            with open(os.path.join(args.output_dir, \"log.txt\"), mode=\"a\", encoding=\"utf-8\") as f:\n                f.write(json.dumps(log_stats) + \"\\n\")\n        \n    total_time = time.time() - start_time\n    total_time_str = str(datetime.timedelta(seconds=int(total_time)))\n    print('Training time {}'.format(total_time_str))\n    \nif __name__ == '__main__':\n    args = get_args_parser()\n    args = args.parse_args()\n    main(args)"
  },
  {
    "path": "croco/utils/misc.py",
    "content": "# Copyright (C) 2022-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n# \n# --------------------------------------------------------\n# utilitary functions for CroCo\n# --------------------------------------------------------\n# References:\n# MAE: https://github.com/facebookresearch/mae\n# DeiT: https://github.com/facebookresearch/deit\n# BEiT: https://github.com/microsoft/unilm/tree/master/beit\n# --------------------------------------------------------\n\nimport builtins\nimport datetime\nimport os\nimport time\nimport math\nimport json\nfrom collections import defaultdict, deque\nfrom pathlib import Path\nimport numpy as np\n\nimport torch\nimport torch.distributed as dist\nfrom torch import inf\n\nclass SmoothedValue(object):\n    \"\"\"Track a series of values and provide access to smoothed values over a\n    window or the global series average.\n    \"\"\"\n\n    def __init__(self, window_size=20, fmt=None):\n        if fmt is None:\n            fmt = \"{median:.4f} ({global_avg:.4f})\"\n        self.deque = deque(maxlen=window_size)\n        self.total = 0.0\n        self.count = 0\n        self.fmt = fmt\n\n    def update(self, value, n=1):\n        self.deque.append(value)\n        self.count += n\n        self.total += value * n\n\n    def synchronize_between_processes(self):\n        \"\"\"\n        Warning: does not synchronize the deque!\n        \"\"\"\n        if not is_dist_avail_and_initialized():\n            return\n        t = torch.tensor([self.count, self.total], dtype=torch.float64, device='cuda')\n        dist.barrier()\n        dist.all_reduce(t)\n        t = t.tolist()\n        self.count = int(t[0])\n        self.total = t[1]\n\n    @property\n    def median(self):\n        d = torch.tensor(list(self.deque))\n        return d.median().item()\n\n    @property\n    def avg(self):\n        d = torch.tensor(list(self.deque), dtype=torch.float32)\n        return d.mean().item()\n\n    @property\n    def global_avg(self):\n        return self.total / self.count\n\n    @property\n    def max(self):\n        return max(self.deque)\n\n    @property\n    def value(self):\n        return self.deque[-1]\n\n    def __str__(self):\n        return self.fmt.format(\n            median=self.median,\n            avg=self.avg,\n            global_avg=self.global_avg,\n            max=self.max,\n            value=self.value)\n\n\nclass MetricLogger(object):\n    def __init__(self, delimiter=\"\\t\"):\n        self.meters = defaultdict(SmoothedValue)\n        self.delimiter = delimiter\n\n    def update(self, **kwargs):\n        for k, v in kwargs.items():\n            if v is None:\n                continue\n            if isinstance(v, torch.Tensor):\n                v = v.item()\n            assert isinstance(v, (float, int))\n            self.meters[k].update(v)\n\n    def __getattr__(self, attr):\n        if attr in self.meters:\n            return self.meters[attr]\n        if attr in self.__dict__:\n            return self.__dict__[attr]\n        raise AttributeError(\"'{}' object has no attribute '{}'\".format(\n            type(self).__name__, attr))\n\n    def __str__(self):\n        loss_str = []\n        for name, meter in self.meters.items():\n            loss_str.append(\n                \"{}: {}\".format(name, str(meter))\n            )\n        return self.delimiter.join(loss_str)\n\n    def synchronize_between_processes(self):\n        for meter in self.meters.values():\n            meter.synchronize_between_processes()\n\n    def add_meter(self, name, meter):\n        self.meters[name] = meter\n\n    def log_every(self, iterable, print_freq, header=None, max_iter=None):\n        i = 0\n        if not header:\n            header = ''\n        start_time = time.time()\n        end = time.time()\n        iter_time = SmoothedValue(fmt='{avg:.4f}')\n        data_time = SmoothedValue(fmt='{avg:.4f}')\n        len_iterable = min(len(iterable), max_iter) if max_iter else len(iterable)\n        space_fmt = ':' + str(len(str(len_iterable))) + 'd'\n        log_msg = [\n            header,\n            '[{0' + space_fmt + '}/{1}]',\n            'eta: {eta}',\n            '{meters}',\n            'time: {time}',\n            'data: {data}'\n        ]\n        if torch.cuda.is_available():\n            log_msg.append('max mem: {memory:.0f}')\n        log_msg = self.delimiter.join(log_msg)\n        MB = 1024.0 * 1024.0\n        for it,obj in enumerate(iterable):\n            data_time.update(time.time() - end)\n            yield obj\n            iter_time.update(time.time() - end)\n            if i % print_freq == 0 or i == len_iterable - 1:\n                eta_seconds = iter_time.global_avg * (len_iterable - i)\n                eta_string = str(datetime.timedelta(seconds=int(eta_seconds)))\n                if torch.cuda.is_available():\n                    print(log_msg.format(\n                        i, len_iterable, eta=eta_string,\n                        meters=str(self),\n                        time=str(iter_time), data=str(data_time),\n                        memory=torch.cuda.max_memory_allocated() / MB))\n                else:\n                    print(log_msg.format(\n                        i, len_iterable, eta=eta_string,\n                        meters=str(self),\n                        time=str(iter_time), data=str(data_time)))\n            i += 1\n            end = time.time()\n            if max_iter and it >= max_iter:\n                break\n        total_time = time.time() - start_time\n        total_time_str = str(datetime.timedelta(seconds=int(total_time)))\n        print('{} Total time: {} ({:.4f} s / it)'.format(\n            header, total_time_str, total_time / len_iterable))\n\n\ndef setup_for_distributed(is_master):\n    \"\"\"\n    This function disables printing when not in master process\n    \"\"\"\n    builtin_print = builtins.print\n\n    def print(*args, **kwargs):\n        force = kwargs.pop('force', False)\n        force = force or (get_world_size() > 8)\n        if is_master or force:\n            now = datetime.datetime.now().time()\n            builtin_print('[{}] '.format(now), end='')  # print with time stamp\n            builtin_print(*args, **kwargs)\n\n    builtins.print = print\n\n\ndef is_dist_avail_and_initialized():\n    if not dist.is_available():\n        return False\n    if not dist.is_initialized():\n        return False\n    return True\n\n\ndef get_world_size():\n    if not is_dist_avail_and_initialized():\n        return 1\n    return dist.get_world_size()\n\n\ndef get_rank():\n    if not is_dist_avail_and_initialized():\n        return 0\n    return dist.get_rank()\n\n\ndef is_main_process():\n    return get_rank() == 0\n\n\ndef save_on_master(*args, **kwargs):\n    if is_main_process():\n        torch.save(*args, **kwargs)\n\n\ndef init_distributed_mode(args):\n    nodist = args.nodist if hasattr(args,'nodist') else False \n    if 'RANK' in os.environ and 'WORLD_SIZE' in os.environ and not nodist:\n        args.rank = int(os.environ[\"RANK\"])\n        args.world_size = int(os.environ['WORLD_SIZE'])\n        args.gpu = int(os.environ['LOCAL_RANK'])\n    else:\n        print('Not using distributed mode')\n        setup_for_distributed(is_master=True)  # hack\n        args.distributed = False\n        return\n\n    args.distributed = True\n\n    torch.cuda.set_device(args.gpu)\n    if not hasattr(args, \"dist_backend\"):\n        args.dist_backend = 'nccl'\n    print('| distributed init (rank {}): {}, gpu {}'.format(\n        args.rank, args.dist_url, args.gpu), flush=True)\n    torch.distributed.init_process_group(backend=args.dist_backend, init_method=args.dist_url,\n                                         world_size=args.world_size, rank=args.rank)\n    torch.distributed.barrier()\n    setup_for_distributed(args.rank == 0)\n\n\nclass NativeScalerWithGradNormCount:\n    state_dict_key = \"amp_scaler\"\n\n    def __init__(self, enabled=True):\n        self._scaler = torch.cuda.amp.GradScaler(enabled=enabled)\n\n    def __call__(self, loss, optimizer, clip_grad=None, parameters=None, create_graph=False, update_grad=True, accelerator=None):\n        if accelerator is not None:\n            accelerator.backward(self._scaler.scale(loss))\n        else:\n            self._scaler.scale(loss).backward(create_graph=create_graph)\n        if update_grad:\n            if clip_grad is not None:\n                assert parameters is not None\n                self._scaler.unscale_(optimizer)  # unscale the gradients of optimizer's assigned params in-place\n                norm = torch.nn.utils.clip_grad_norm_(parameters, clip_grad)\n            else:\n                self._scaler.unscale_(optimizer)\n                norm = get_grad_norm_(parameters)\n            self._scaler.step(optimizer)\n            self._scaler.update()\n        else:\n            norm = None\n        return norm\n\n    def state_dict(self):\n        return self._scaler.state_dict()\n\n    def load_state_dict(self, state_dict):\n        self._scaler.load_state_dict(state_dict)\n\n\ndef get_grad_norm_(parameters, norm_type: float = 2.0) -> torch.Tensor:\n    if isinstance(parameters, torch.Tensor):\n        parameters = [parameters]\n    parameters = [p for p in parameters if p.grad is not None]\n    norm_type = float(norm_type)\n    if len(parameters) == 0:\n        return torch.tensor(0.)\n    device = parameters[0].grad.device\n    if norm_type == inf:\n        total_norm = max(p.grad.detach().abs().max().to(device) for p in parameters)\n    else:\n        total_norm = torch.norm(torch.stack([torch.norm(p.grad.detach(), norm_type).to(device) for p in parameters]), norm_type)\n    return total_norm\n\n\n\n\ndef save_model(args, epoch, model_without_ddp, optimizer, loss_scaler, fname=None, best_so_far=None):\n    output_dir = Path(args.output_dir)\n    if fname is None: fname = str(epoch)\n    checkpoint_path = output_dir / ('checkpoint-%s.pth' % fname)\n    to_save = {\n        'model': model_without_ddp.state_dict(),\n        'optimizer': optimizer.state_dict(),\n        'scaler': loss_scaler.state_dict(),\n        'args': args,\n        'epoch': epoch,\n    }\n    if best_so_far is not None: to_save['best_so_far'] = best_so_far\n    print(f'>> Saving model to {checkpoint_path} ...')\n    save_on_master(to_save, checkpoint_path)\n\n\ndef load_model(args, model_without_ddp, optimizer, loss_scaler):\n    args.start_epoch = 0\n    best_so_far = None\n    if args.resume is not None:\n        if args.resume.startswith('https'):\n            checkpoint = torch.hub.load_state_dict_from_url(\n                args.resume, map_location='cpu', check_hash=True)\n        else:\n            checkpoint = torch.load(args.resume, map_location='cpu', weights_only=False)\n        print(\"Resume checkpoint %s\" % args.resume)\n        model_without_ddp.load_state_dict(checkpoint['model'], strict=False)\n        args.start_epoch = checkpoint['epoch'] + 1\n        optimizer.load_state_dict(checkpoint['optimizer'])\n        if 'scaler' in checkpoint:\n            loss_scaler.load_state_dict(checkpoint['scaler'])\n        if 'best_so_far' in checkpoint:\n            best_so_far = checkpoint['best_so_far']\n            print(\" & best_so_far={:g}\".format(best_so_far))\n        else:\n            print(\"\")\n        print(\"With optim & sched! start_epoch={:d}\".format(args.start_epoch), end='')\n    return best_so_far\n\ndef all_reduce_mean(x):\n    world_size = get_world_size()\n    if world_size > 1:\n        x_reduce = torch.tensor(x).cuda()\n        dist.all_reduce(x_reduce)\n        x_reduce /= world_size\n        return x_reduce.item()\n    else:\n        return x\n\ndef _replace(text, src, tgt, rm=''):\n    \"\"\" Advanced string replacement.\n    Given a text:\n    - replace all elements in src by the corresponding element in tgt\n    - remove all elements in rm\n    \"\"\"\n    if len(tgt) == 1: \n        tgt = tgt * len(src)\n    assert len(src) == len(tgt), f\"'{src}' and '{tgt}' should have the same len\"\n    for s,t in zip(src, tgt):\n        text = text.replace(s,t)\n    for c in rm:\n        text = text.replace(c,'')\n    return text\n    \ndef filename( obj ):\n    \"\"\" transform a python obj or cmd into a proper filename. \n     - \\1 gets replaced by slash '/'\n     - \\2 gets replaced by comma ','\n    \"\"\"\n    if not isinstance(obj, str): \n        obj = repr(obj)\n    obj = str(obj).replace('()','')\n    obj = _replace(obj, '_,(*/\\1\\2','-__x%/,', rm=' )\\'\"')\n    assert all(len(s) < 256 for s in obj.split(os.sep)), 'filename too long (>256 characters):\\n'+obj\n    return obj\n\ndef _get_num_layer_for_vit(var_name, enc_depth, dec_depth):\n    if var_name in (\"cls_token\", \"mask_token\", \"pos_embed\", \"global_tokens\"):\n        return 0\n    elif var_name.startswith(\"patch_embed\"):\n        return 0\n    elif var_name.startswith(\"enc_blocks\"):\n        layer_id = int(var_name.split('.')[1])\n        return layer_id + 1\n    elif var_name.startswith('decoder_embed') or var_name.startswith('enc_norm'): # part of the last black\n        return enc_depth\n    elif var_name.startswith('dec_blocks'):\n        layer_id = int(var_name.split('.')[1])\n        return enc_depth + layer_id + 1\n    elif var_name.startswith('dec_norm'): # part of the last block\n        return enc_depth + dec_depth\n    elif any(var_name.startswith(k) for k in ['head','prediction_head']):\n        return enc_depth + dec_depth + 1\n    else:\n        raise NotImplementedError(var_name)\n\ndef get_parameter_groups(model, weight_decay, layer_decay=1.0, skip_list=(), no_lr_scale_list=[]):\n    parameter_group_names = {}\n    parameter_group_vars = {}\n    enc_depth, dec_depth = None, None\n    # prepare layer decay values \n    assert layer_decay==1.0 or 0.<layer_decay<1.\n    if layer_decay<1.:\n        enc_depth = model.enc_depth\n        dec_depth = model.dec_depth if hasattr(model, 'dec_blocks') else 0\n        num_layers = enc_depth+dec_depth\n        layer_decay_values = list(layer_decay ** (num_layers + 1 - i) for i in range(num_layers + 2))\n        \n    for name, param in model.named_parameters():\n        if not param.requires_grad:\n            continue  # frozen weights\n\n        # Assign weight decay values\n        if len(param.shape) == 1 or name.endswith(\".bias\") or name in skip_list:\n            group_name = \"no_decay\"\n            this_weight_decay = 0.\n        else:\n            group_name = \"decay\"\n            this_weight_decay = weight_decay\n\n        # Assign layer ID for LR scaling\n        if layer_decay<1.:\n            skip_scale = False\n            layer_id = _get_num_layer_for_vit(name, enc_depth, dec_depth)\n            group_name = \"layer_%d_%s\" % (layer_id, group_name)\n            if name in no_lr_scale_list:\n                skip_scale = True\n                group_name = f'{group_name}_no_lr_scale'\n        else:\n            layer_id = 0\n            skip_scale = True\n\n        if group_name not in parameter_group_names:\n            if not skip_scale:\n                scale = layer_decay_values[layer_id]\n            else:\n                scale = 1.\n\n            parameter_group_names[group_name] = {\n                \"weight_decay\": this_weight_decay,\n                \"params\": [],\n                \"lr_scale\": scale\n            }\n            parameter_group_vars[group_name] = {\n                \"weight_decay\": this_weight_decay,\n                \"params\": [],\n                \"lr_scale\": scale\n            }\n\n        parameter_group_vars[group_name][\"params\"].append(param)\n        parameter_group_names[group_name][\"params\"].append(name)\n    print(\"Param groups = %s\" % json.dumps(parameter_group_names, indent=2))\n    return list(parameter_group_vars.values())\n\n\n\ndef adjust_learning_rate(optimizer, epoch, args):\n    \"\"\"Decay the learning rate with half-cycle cosine after warmup\"\"\"\n    \n    if epoch < args.warmup_epochs:\n        lr = args.lr * epoch / args.warmup_epochs \n    else:\n        lr = args.min_lr + (args.lr - args.min_lr) * 0.5 * \\\n            (1. + math.cos(math.pi * (epoch - args.warmup_epochs) / (args.epochs - args.warmup_epochs)))\n            \n    for param_group in optimizer.param_groups:\n        if \"lr_scale\" in param_group:\n            param_group[\"lr\"] = lr * param_group[\"lr_scale\"]\n        else:\n            param_group[\"lr\"] = lr\n            \n    return lr\n"
  },
  {
    "path": "dust3r/__init__.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n"
  },
  {
    "path": "dust3r/datasets/__init__.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\nfrom .utils.transforms import *\nfrom .base.batched_sampler import BatchedRandomSampler  # noqa: F401\n\n\ndef get_data_loader(dataset, batch_size, num_workers=8, shuffle=True, drop_last=True, pin_mem=True, prefetch_factor=2):\n    import torch\n    from croco.utils.misc import get_world_size, get_rank\n\n    # pytorch dataset\n    if isinstance(dataset, str):\n        dataset = eval(dataset)\n\n    world_size = get_world_size()\n    rank = get_rank()\n\n    try:\n        sampler = dataset.make_sampler(batch_size, shuffle=shuffle, world_size=world_size,\n                                       rank=rank, drop_last=drop_last)\n    except (AttributeError, NotImplementedError):\n        # not avail for this dataset\n        if torch.distributed.is_initialized():\n            sampler = torch.utils.data.DistributedSampler(\n                dataset, num_replicas=world_size, rank=rank, shuffle=shuffle, drop_last=drop_last\n            )\n        elif shuffle:\n            sampler = torch.utils.data.RandomSampler(dataset)\n        else:\n            sampler = torch.utils.data.SequentialSampler(dataset)\n\n    data_loader = torch.utils.data.DataLoader(\n        dataset,\n        sampler=sampler,\n        batch_size=batch_size,\n        num_workers=num_workers,\n        pin_memory=pin_mem,\n        drop_last=drop_last,\n        prefetch_factor=prefetch_factor,\n    )\n\n    return data_loader\n"
  },
  {
    "path": "dust3r/datasets/base/__init__.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n"
  },
  {
    "path": "dust3r/datasets/base/base_stereo_view_dataset.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# base class for implementing datasets\n# --------------------------------------------------------\nimport PIL\nimport numpy as np\nimport torch\n\nfrom dust3r.datasets.base.easy_dataset import EasyDataset\nfrom dust3r.datasets.utils.transforms import ImgNorm\nfrom dust3r.utils.geometry import depthmap_to_absolute_camera_coordinates\nimport dust3r.datasets.utils.cropping as cropping\n\n\nclass BaseStereoViewDataset (EasyDataset):\n    \"\"\" Define all basic options.\n\n    Usage:\n        class MyDataset (BaseStereoViewDataset):\n            def _get_views(self, idx, rng):\n                # overload here\n                views = []\n                views.append(dict(img=, ...))\n                return views\n    \"\"\"\n\n    def __init__(self, *,  # only keyword arguments\n                 split=None,\n                 resolution=None,  # square_size or (width, height) or list of [(width,height), ...]\n                 transform=ImgNorm,\n                 aug_crop=False,\n                 seed=None):\n        self.num_views = 2\n        self.split = split\n        self._set_resolutions(resolution)\n\n        self.transform = transform\n        if isinstance(transform, str):\n            transform = eval(transform)\n\n        self.aug_crop = aug_crop\n        self.seed = seed\n\n    def __len__(self):\n        return len(self.scenes)\n\n    def get_stats(self):\n        return f\"{len(self)} pairs\"\n\n    def __repr__(self):\n        resolutions_str = '['+';'.join(f'{w}x{h}' for w, h in self._resolutions)+']'\n        return f\"\"\"{type(self).__name__}({self.get_stats()},\n            {self.split=},\n            {self.seed=},\n            resolutions={resolutions_str},\n            {self.transform=})\"\"\".replace('self.', '').replace('\\n', '').replace('   ', '')\n\n    def _get_views(self, idx, resolution, rng):\n        raise NotImplementedError()\n\n    def __getitem__(self, idx):\n        if isinstance(idx, tuple):\n            # the idx is specifying the aspect-ratio\n            idx, ar_idx = idx\n        else:\n            assert len(self._resolutions) == 1\n            ar_idx = 0\n\n        # set-up the rng\n        if self.seed:  # reseed for each __getitem__\n            self._rng = np.random.default_rng(seed=self.seed + idx)\n        elif not hasattr(self, '_rng'):\n            seed = torch.initial_seed()  # this is different for each dataloader process\n            self._rng = np.random.default_rng(seed=seed)\n\n        # over-loaded code\n        resolution = self._resolutions[ar_idx]  # DO NOT CHANGE THIS (compatible with BatchedRandomSampler)\n        views = self._get_views(idx, resolution, self._rng)\n        assert len(views) == self.num_views\n\n        # check data-types\n        for v, view in enumerate(views):\n            assert 'pts3d' not in view, f\"pts3d should not be there, they will be computed afterwards based on intrinsics+depthmap for view {view_name(view)}\"\n            view['idx'] = (idx, ar_idx, v)\n\n            # encode the image\n            width, height = view['img'].size\n            view['true_shape'] = np.int32((height, width))\n            view['img'] = self.transform(view['img'])\n\n            assert 'camera_intrinsics' in view\n            if 'camera_pose' not in view:\n                view['camera_pose'] = np.full((4, 4), np.nan, dtype=np.float32)\n            else:\n                assert np.isfinite(view['camera_pose']).all(), f'NaN in camera pose for view {view_name(view)}'\n            assert 'pts3d' not in view\n            assert 'valid_mask' not in view\n            assert np.isfinite(view['depthmap']).all(), f'NaN in depthmap for view {view_name(view)}'\n            pts3d, valid_mask = depthmap_to_absolute_camera_coordinates(**view)\n\n            view['pts3d'] = pts3d\n            view['valid_mask'] = valid_mask & np.isfinite(pts3d).all(axis=-1)\n\n            # check all datatypes\n            for key, val in view.items():\n                res, err_msg = is_good_type(key, val)\n                assert res, f\"{err_msg} with {key}={val} for view {view_name(view)}\"\n            K = view['camera_intrinsics']\n\n        # last thing done!\n        for view in views:\n            # transpose to make sure all views are the same size\n            transpose_to_landscape(view)\n            # this allows to check whether the RNG is is the same state each time\n            view['rng'] = int.from_bytes(self._rng.bytes(4), 'big')\n        return views\n\n    def _set_resolutions(self, resolutions):\n        assert resolutions is not None, 'undefined resolution'\n\n        if not isinstance(resolutions, list):\n            resolutions = [resolutions]\n\n        self._resolutions = []\n        for resolution in resolutions:\n            if isinstance(resolution, int):\n                width = height = resolution\n            else:\n                width, height = resolution\n            assert isinstance(width, int), f'Bad type for {width=} {type(width)=}, should be int'\n            assert isinstance(height, int), f'Bad type for {height=} {type(height)=}, should be int'\n            assert width >= height\n            self._resolutions.append((width, height))\n\n    def _crop_resize_if_necessary(self, image, depthmap, intrinsics, resolution, \n                                  rng=None, info=None, offset_factor=0.5, mask=None, normalmap=None):\n        \"\"\" This function:\n            - first downsizes the image with LANCZOS inteprolation,\n              which is better than bilinear interpolation in\n        \"\"\"\n        if not isinstance(image, PIL.Image.Image):\n            image = PIL.Image.fromarray(image)\n\n        # downscale with lanczos interpolation so that image.size == resolution\n        # cropping centered on the principal point\n        W, H = image.size\n        cx, cy = intrinsics[:2, 2].round().astype(int)\n        min_margin_x = min(cx, W-cx)\n        min_margin_y = min(cy, H-cy)\n        assert min_margin_x > W/5, f'Bad principal point in view={info}'\n        assert min_margin_y > H/5, f'Bad principal point in view={info}'\n        # the new window will be a rectangle of size (2*min_margin_x, 2*min_margin_y) centered on (cx,cy)\n        l, t = cx - min_margin_x, cy - min_margin_y\n        r, b = cx + min_margin_x, cy + min_margin_y\n        crop_bbox = (l, t, r, b)\n        ret_crop_list = cropping.crop_image_depthmap(image, depthmap, intrinsics, crop_bbox, mask=mask, normalmap=normalmap)\n        image, depthmap, intrinsics = ret_crop_list[:3]\n        if mask is not None:\n            mask = ret_crop_list[3]\n        if normalmap is not None:\n            normalmap = ret_crop_list[4]\n\n        # transpose the resolution if necessary\n        W, H = image.size  # new size\n        assert resolution[0] >= resolution[1]\n        if H > 1.1*W:\n            # image is portrait mode\n            resolution = resolution[::-1]\n        elif 0.9 < H/W < 1.1 and resolution[0] != resolution[1]:\n            # image is square, so we chose (portrait, landscape) randomly\n            if rng.integers(2):\n                resolution = resolution[::-1]\n\n        # high-quality Lanczos down-scaling\n        target_resolution = np.array(resolution)\n        if self.aug_crop > 1:\n            target_resolution += rng.integers(0, self.aug_crop)\n        ret_rescale_list = cropping.rescale_image_depthmap(image, depthmap, intrinsics, target_resolution, mask=mask, normalmap=normalmap)\n        image, depthmap, intrinsics = ret_rescale_list[:3]\n        if mask is not None:\n            mask = ret_rescale_list[3]\n        if normalmap is not None:\n            normalmap = ret_rescale_list[4]\n\n        # actual cropping (if necessary) with bilinear interpolation\n        intrinsics2 = cropping.camera_matrix_of_crop(intrinsics, image.size, resolution, offset_factor=offset_factor)\n        crop_bbox = cropping.bbox_from_intrinsics_in_out(intrinsics, intrinsics2, resolution)\n        ret_crop_list = cropping.crop_image_depthmap(image, depthmap, intrinsics, crop_bbox, mask=mask, normalmap=normalmap)\n        image, depthmap, intrinsics = ret_crop_list[:3]\n        if mask is not None:\n            mask = ret_crop_list[3]\n        if normalmap is not None:\n            normalmap = ret_crop_list[4]\n        return image, depthmap, intrinsics2, mask, normalmap\n\n\ndef is_good_type(key, v):\n    \"\"\" returns (is_good, err_msg) \n    \"\"\"\n    if isinstance(v, (str, int, tuple)):\n        return True, None\n    if v.dtype not in (np.float32, torch.float32, bool, np.int32, np.int64, np.uint8):\n        return False, f\"bad {v.dtype=}\"\n    return True, None\n\n\ndef view_name(view, batch_index=None):\n    def sel(x): return x[batch_index] if batch_index not in (None, slice(None)) else x\n    db = sel(view['dataset'])\n    label = sel(view['label'])\n    instance = sel(view['instance'])\n    return f\"{db}/{label}/{instance}\"\n\n\ndef transpose_to_landscape(view):\n    height, width = view['true_shape']\n\n    if width < height:\n        # rectify portrait to landscape\n        assert view['img'].shape == (3, height, width)\n        view['img'] = view['img'].swapaxes(1, 2)\n\n        assert view['valid_mask'].shape == (height, width)\n        view['valid_mask'] = view['valid_mask'].swapaxes(0, 1)\n\n        assert view['depthmap'].shape == (height, width)\n        view['depthmap'] = view['depthmap'].swapaxes(0, 1)\n        \n        if \"mask\" in view:\n            assert view['mask'].shape == (height, width)\n            view['mask'] = view['mask'].swapaxes(0, 1)\n\n        assert view['pts3d'].shape == (height, width, 3)\n        view['pts3d'] = view['pts3d'].swapaxes(0, 1)\n\n        # transpose x and y pixels\n        view['camera_intrinsics'] = view['camera_intrinsics'][[1, 0, 2]]\n"
  },
  {
    "path": "dust3r/datasets/base/batched_sampler.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# Random sampling under a constraint\n# --------------------------------------------------------\nimport numpy as np\nimport torch\nimport time\n\n\nclass BatchedRandomSampler:\n    \"\"\" Random sampling under a constraint: each sample in the batch has the same feature, \n    which is chosen randomly from a known pool of 'features' for each batch.\n\n    For instance, the 'feature' could be the image aspect-ratio.\n\n    The index returned is a tuple (sample_idx, feat_idx).\n    This sampler ensures that each series of `batch_size` indices has the same `feat_idx`.\n    \"\"\"\n\n    def __init__(self, dataset, batch_size, pool_size, world_size=1, rank=0, drop_last=True):\n        self.batch_size = batch_size\n        self.pool_size = pool_size\n\n        self.len_dataset = N = len(dataset)\n        self.total_size = round_by(N, batch_size*world_size) if drop_last else N\n        assert world_size == 1 or drop_last, 'must drop the last batch in distributed mode'\n\n        # distributed sampler\n        self.world_size = world_size\n        self.rank = rank\n        self.epoch = None\n\n    def __len__(self):\n        return self.total_size // self.world_size\n\n    def set_epoch(self, epoch):\n        self.epoch = epoch\n\n    def __iter__(self):\n        # prepare RNG\n        if self.epoch is None:\n            # assert self.world_size == 1 and self.rank == 0, 'use set_epoch() if distributed mode is used'\n            # seed = int(torch.empty((), dtype=torch.int64).random_().item())\n            seed = int(time.time())\n        else:\n            # to be changed\n            # seed = self.epoch + 777\n            seed = self.epoch + int(time.time())\n        rng = np.random.default_rng(seed=seed)\n\n        # random indices (will restart from 0 if not drop_last)\n        sample_idxs = np.arange(self.total_size)\n        rng.shuffle(sample_idxs)\n\n        # random feat_idxs (same across each batch)\n        n_batches = (self.total_size+self.batch_size-1) // self.batch_size\n        feat_idxs = rng.integers(self.pool_size, size=n_batches)\n        feat_idxs = np.broadcast_to(feat_idxs[:, None], (n_batches, self.batch_size))\n        feat_idxs = feat_idxs.ravel()[:self.total_size]\n\n        # put them together\n        idxs = np.c_[sample_idxs, feat_idxs]  # shape = (total_size, 2)\n\n        # Distributed sampler: we select a subset of batches\n        # make sure the slice for each node is aligned with batch_size\n        size_per_proc = self.batch_size * ((self.total_size + self.world_size *\n                                           self.batch_size-1) // (self.world_size * self.batch_size))\n        idxs = idxs[self.rank*size_per_proc: (self.rank+1)*size_per_proc]\n\n        yield from (tuple(idx) for idx in idxs)\n\n\ndef round_by(total, multiple, up=False):\n    if up:\n        total = total + multiple-1\n    return (total//multiple) * multiple\n"
  },
  {
    "path": "dust3r/datasets/base/easy_dataset.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# A dataset base class that you can easily resize and combine.\n# --------------------------------------------------------\nimport numpy as np\nfrom dust3r.datasets.base.batched_sampler import BatchedRandomSampler\n\n\nclass EasyDataset:\n    \"\"\" a dataset that you can easily resize and combine.\n    Examples:\n    ---------\n        2 * dataset ==> duplicate each element 2x\n\n        10 @ dataset ==> set the size to 10 (random sampling, duplicates if necessary)\n\n        dataset1 + dataset2 ==> concatenate datasets\n    \"\"\"\n\n    def __add__(self, other):\n        return CatDataset([self, other])\n\n    def __rmul__(self, factor):\n        return MulDataset(factor, self)\n\n    def __rmatmul__(self, factor):\n        return ResizedDataset(factor, self)\n\n    def set_epoch(self, epoch):\n        pass  # nothing to do by default\n\n    def make_sampler(self, batch_size, shuffle=True, world_size=1, rank=0, drop_last=True):\n        if not (shuffle):\n            raise NotImplementedError()  # cannot deal yet\n        num_of_aspect_ratios = len(self._resolutions)\n        return BatchedRandomSampler(self, batch_size, num_of_aspect_ratios, world_size=world_size, rank=rank, drop_last=drop_last)\n\n\nclass MulDataset (EasyDataset):\n    \"\"\" Artifically augmenting the size of a dataset.\n    \"\"\"\n    multiplicator: int\n\n    def __init__(self, multiplicator, dataset):\n        assert isinstance(multiplicator, int) and multiplicator > 0\n        self.multiplicator = multiplicator\n        self.dataset = dataset\n\n    def __len__(self):\n        return self.multiplicator * len(self.dataset)\n\n    def __repr__(self):\n        return f'{self.multiplicator}*{repr(self.dataset)}'\n\n    def __getitem__(self, idx):\n        if isinstance(idx, tuple):\n            idx, other = idx\n            return self.dataset[idx // self.multiplicator, other]\n        else:\n            return self.dataset[idx // self.multiplicator]\n\n    @property\n    def _resolutions(self):\n        return self.dataset._resolutions\n\n\nclass ResizedDataset (EasyDataset):\n    \"\"\" Artifically changing the size of a dataset.\n    \"\"\"\n    new_size: int\n\n    def __init__(self, new_size, dataset):\n        assert isinstance(new_size, int) and new_size > 0\n        self.new_size = new_size\n        self.dataset = dataset\n\n    def __len__(self):\n        return self.new_size\n\n    def __repr__(self):\n        size_str = str(self.new_size)\n        for i in range((len(size_str)-1) // 3):\n            sep = -4*i-3\n            size_str = size_str[:sep] + '_' + size_str[sep:]\n        return f'{size_str} @ {repr(self.dataset)}'\n\n    def set_epoch(self, epoch):\n        # this random shuffle only depends on the epoch\n        rng = np.random.default_rng(seed=epoch+777)\n\n        # shuffle all indices\n        perm = rng.permutation(len(self.dataset))\n\n        # rotary extension until target size is met\n        shuffled_idxs = np.concatenate([perm] * (1 + (len(self)-1) // len(self.dataset)))\n        self._idxs_mapping = shuffled_idxs[:self.new_size]\n\n        assert len(self._idxs_mapping) == self.new_size\n\n    def __getitem__(self, idx):\n        assert hasattr(self, '_idxs_mapping'), 'You need to call dataset.set_epoch() to use ResizedDataset.__getitem__()'\n        if isinstance(idx, tuple):\n            idx, other = idx\n            return self.dataset[self._idxs_mapping[idx], other]\n        else:\n            return self.dataset[self._idxs_mapping[idx]]\n\n    @property\n    def _resolutions(self):\n        return self.dataset._resolutions\n\n\nclass CatDataset (EasyDataset):\n    \"\"\" Concatenation of several datasets \n    \"\"\"\n\n    def __init__(self, datasets):\n        for dataset in datasets:\n            assert isinstance(dataset, EasyDataset)\n        self.datasets = datasets\n        self._cum_sizes = np.cumsum([len(dataset) for dataset in datasets])\n\n    def __len__(self):\n        return self._cum_sizes[-1]\n\n    def __repr__(self):\n        # remove uselessly long transform\n        return ' + '.join(repr(dataset).replace(',transform=Compose( ToTensor() Normalize(mean=(0.5, 0.5, 0.5), std=(0.5, 0.5, 0.5)))', '') for dataset in self.datasets)\n\n    def set_epoch(self, epoch):\n        for dataset in self.datasets:\n            dataset.set_epoch(epoch)\n\n    def __getitem__(self, idx):\n        other = None\n        if isinstance(idx, tuple):\n            idx, other = idx\n\n        if not (0 <= idx < len(self)):\n            raise IndexError()\n\n        db_idx = np.searchsorted(self._cum_sizes, idx, 'right')\n        dataset = self.datasets[db_idx]\n        new_idx = idx - (self._cum_sizes[db_idx - 1] if db_idx > 0 else 0)\n\n        if other is not None:\n            new_idx = (new_idx, other)\n        return dataset[new_idx]\n\n    @property\n    def _resolutions(self):\n        resolutions = self.datasets[0]._resolutions\n        for dataset in self.datasets[1:]:\n            assert tuple(dataset._resolutions) == tuple(resolutions)\n        return resolutions\n"
  },
  {
    "path": "dust3r/datasets/base/mast3r_base_stereo_view_dataset.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# base class for implementing datasets\n# --------------------------------------------------------\nimport PIL.Image\nimport PIL.Image as Image\nimport numpy as np\nimport torch\nimport copy\nimport random\nfrom scipy.spatial.transform import Rotation\n\nfrom dust3r.datasets.utils.mast3r_cropping import (extract_correspondences_from_pts3d,\n                                            gen_random_crops, in2d_rect, crop_to_homography)\n\n# import mast3r.utils.path_to_dust3r  # noqa\nfrom dust3r.datasets.base.base_stereo_view_dataset import BaseStereoViewDataset, view_name, is_good_type  # noqa\nfrom dust3r.datasets.utils.transforms import ImgNorm\nfrom dust3r.utils.geometry import depthmap_to_absolute_camera_coordinates, geotrf, depthmap_to_camera_coordinates\nimport dust3r.datasets.utils.cropping as cropping\n\nclass MASt3RBaseStereoViewDataset(BaseStereoViewDataset):\n    def __init__(self, *,  # only keyword arguments\n                 split=None,\n                 resolution=None,  # square_size or (width, height) or list of [(width,height), ...]\n                 transform=ImgNorm,\n                 aug_crop=False,\n                 aug_swap=True,\n                 aug_monocular=False,\n                 aug_portrait_or_landscape=True,  # automatic choice between landscape/portrait when possible\n                 aug_rot90=False,\n                 aug_blur=True,\n                 n_corres=0,\n                 nneg=0,\n                 n_tentative_crops=4,\n                 transform_view2_normals=False,\n                 seed=None):\n        super().__init__(split=split, resolution=resolution, transform=transform, aug_crop=aug_crop, seed=seed)\n        self.is_metric_scale = False  # by default a dataset is not metric scale, subclasses can overwrite this\n\n        self.aug_swap = aug_swap\n        self.aug_monocular = aug_monocular\n        self.aug_portrait_or_landscape = aug_portrait_or_landscape\n        self.aug_rot90 = aug_rot90\n        self.transform_view2_normals = transform_view2_normals\n        self.aug_blur = aug_blur\n        \n        self.defalut_mono_dataset_prob = 0.05\n\n        self.n_corres = n_corres\n        self.nneg = nneg\n        assert self.n_corres == 'all' or isinstance(self.n_corres, int) or (isinstance(self.n_corres, list) and len(\n            self.n_corres) == self.num_views), f\"Error, n_corres should either be 'all', a single integer or a list of length {self.num_views}\"\n        assert self.nneg == 0 or self.n_corres != 'all'\n        self.n_tentative_crops = n_tentative_crops\n\n    def _swap_view_aug(self, views):\n        if self._rng.random() < 0.5:\n            views.reverse()\n\n    def _crop_resize_if_necessary(self, image, depthmap, intrinsics, resolution, \n                                  rng=None, info=None, offset_factor=0.5, mask=None, normalmap=None, seg_label=None):\n        \"\"\" This function:\n            - first downsizes the image with LANCZOS inteprolation,\n                which is better than bilinear interpolation in\n        \"\"\"\n        if not isinstance(image, PIL.Image.Image):\n            image = PIL.Image.fromarray(image)\n\n        # transpose the resolution if necessary\n        W, H = image.size  # new size\n        assert resolution[0] >= resolution[1]\n        if H > 1.1 * W:\n            # image is portrait mode\n            resolution = resolution[::-1]\n        elif 0.9 < H / W < 1.1 and resolution[0] != resolution[1]:\n            # image is square, so we chose (portrait, landscape) randomly\n            if rng.integers(2) and self.aug_portrait_or_landscape:\n                resolution = resolution[::-1]\n\n        # high-quality Lanczos down-scaling\n        target_resolution = np.array(resolution)\n        # image, depthmap, intrinsics = cropping.rescale_image_depthmap(image, depthmap, intrinsics, target_resolution)\n        if seg_label is None:\n            image, depthmap, intrinsics, normalmap = \\\n                cropping.rescale_image_depthmap(image, depthmap, intrinsics, target_resolution, normalmap=normalmap)\n        else:\n            image, depthmap, intrinsics, normalmap, seg_label = \\\n                cropping.rescale_image_depthmap(image, depthmap, intrinsics, target_resolution, normalmap=normalmap, seg_label=seg_label)\n\n        # actual cropping (if necessary) with bilinear interpolation\n        # offset_factor = 0.5\n        intrinsics2 = cropping.camera_matrix_of_crop(intrinsics, image.size, resolution, offset_factor=offset_factor)\n        crop_bbox = cropping.bbox_from_intrinsics_in_out(intrinsics, intrinsics2, resolution)\n        # image, depthmap, intrinsics2 = cropping.crop_image_depthmap(image, depthmap, intrinsics, crop_bbox)\n        if seg_label is None:\n            image, depthmap, intrinsics2, normalmap = \\\n                cropping.crop_image_depthmap(image, depthmap, intrinsics, crop_bbox, normalmap=normalmap)\n        else:\n            image, depthmap, intrinsics2, normalmap, seg_label = \\\n                cropping.crop_image_depthmap(image, depthmap, intrinsics, crop_bbox, normalmap=normalmap, seg_label=seg_label)\n        if seg_label is None:\n            return image, depthmap, intrinsics2, normalmap\n        else:\n            return image, depthmap, intrinsics2, normalmap, seg_label\n\n    def generate_crops_from_pair(self, view1, view2, resolution, aug_crop_arg, n_crops=4, rng=np.random):\n        views = [view1, view2]\n\n        if aug_crop_arg is False:\n            # compatibility\n            for i in range(2):\n                view = views[i]\n                # view['img'], view['depthmap'], view['camera_intrinsics'] = self._crop_resize_if_necessary(view['img'],\n                #                                                                                           view['depthmap'],\n                #                                                                                           view['camera_intrinsics'],\n                #                                                                                           resolution,\n                #                                                                                           rng=rng)\n                view['img'], view['depthmap'], view['camera_intrinsics'], view['normalmap'] = \\\n                    self._crop_resize_if_necessary(view['img'], view['depthmap'], view['camera_intrinsics'], resolution, rng=rng, normalmap=view['normalmap'])\n                view['pts3d'], view['valid_mask'] = depthmap_to_absolute_camera_coordinates(view['depthmap'],\n                                                                                            view['camera_intrinsics'],\n                                                                                            view['camera_pose'])\n            return\n\n        # extract correspondences\n        corres = extract_correspondences_from_pts3d(*views, target_n_corres=None, rng=rng)\n\n        # generate 4 random crops in each view\n        view_crops = []\n        crops_resolution = []\n        corres_msks = []\n        for i in range(2):\n\n            if aug_crop_arg == 'auto':\n                S = min(views[i]['img'].size)\n                R = min(resolution)\n                aug_crop = S * (S - R) // R\n                aug_crop = max(.1 * S, aug_crop)  # for cropping: augment scale of at least 10%, and more if possible\n            else:\n                aug_crop = aug_crop_arg\n\n            # tranpose the target resolution if necessary\n            assert resolution[0] >= resolution[1]\n            W, H = imsize = views[i]['img'].size\n            crop_resolution = resolution\n            if H > 1.1 * W:\n                # image is portrait mode\n                crop_resolution = resolution[::-1]\n            elif 0.9 < H / W < 1.1 and resolution[0] != resolution[1]:\n                # image is square, so we chose (portrait, landscape) randomly\n                if rng.integers(2):\n                    crop_resolution = resolution[::-1]\n\n            crops = gen_random_crops(imsize, n_crops, crop_resolution, aug_crop=aug_crop, rng=rng)\n            view_crops.append(crops)\n            crops_resolution.append(crop_resolution)\n\n            # compute correspondences\n            corres_msks.append(in2d_rect(corres[i], crops))\n\n        # compute IoU for each\n        intersection = np.float32(corres_msks[0]).T @ np.float32(corres_msks[1])\n        # select best pair of crops\n        best = np.unravel_index(intersection.argmax(), (n_crops, n_crops))\n        crops = [view_crops[i][c] for i, c in enumerate(best)]\n\n        # crop with the homography\n        for i in range(2):\n            view = views[i]\n            imsize, K_new, R, H = crop_to_homography(view['camera_intrinsics'], crops[i], crops_resolution[i])\n            # imsize, K_new, H = upscale_homography(imsize, resolution, K_new, H)\n\n            # update camera params\n            K_old = view['camera_intrinsics']\n            view['camera_intrinsics'] = K_new\n            view['camera_pose'] = view['camera_pose'].copy()\n            view['camera_pose'][:3, :3] = view['camera_pose'][:3, :3] @ R\n\n            # apply homography to image and depthmap\n            homo8 = (H / H[2, 2]).ravel().tolist()[:8]\n            view['img'] = view['img'].transform(imsize, Image.Transform.PERSPECTIVE,\n                                                homo8,\n                                                resample=Image.Resampling.BICUBIC)\n\n            depthmap2 = depthmap_to_camera_coordinates(view['depthmap'], K_old)[0] @ R[:, 2]\n            view['depthmap'] = np.array(Image.fromarray(depthmap2).transform(\n                imsize, Image.Transform.PERSPECTIVE, homo8))\n            if 'normalmap' in view:\n                normalmap2 = (R @ view['normalmap'].reshape(-1, 3).T).T.reshape(view['normalmap'].shape)\n                normalmap_slice1 = np.array(Image.fromarray(normalmap2[..., 0]).transform(\n                    imsize, Image.Transform.PERSPECTIVE, homo8))\n                normalmap_slice2 = np.array(Image.fromarray(normalmap2[..., 1]).transform(\n                    imsize, Image.Transform.PERSPECTIVE, homo8))\n                normalmap_slice3 = np.array(Image.fromarray(normalmap2[..., 2]).transform(\n                    imsize, Image.Transform.PERSPECTIVE, homo8))\n                view['normalmap'] = np.stack([normalmap_slice1, normalmap_slice2, normalmap_slice3], axis=-1)\n\n            if 'track_labels' in view:\n                # convert from uint64 --> uint32, because PIL.Image cannot handle uint64\n                mapping, track_labels = np.unique(view['track_labels'], return_inverse=True)\n                track_labels = track_labels.astype(np.uint32).reshape(view['track_labels'].shape)\n\n                # homography transformation\n                res = np.array(Image.fromarray(track_labels).transform(imsize, Image.Transform.PERSPECTIVE, homo8))\n                view['track_labels'] = mapping[res]  # mapping back to uint64\n\n            # recompute 3d points from scratch\n            view['pts3d'], view['valid_mask'] = depthmap_to_absolute_camera_coordinates(view['depthmap'],\n                                                                                        view['camera_intrinsics'],\n                                                                                        view['camera_pose'])\n            \n    def __getNewitem__(self, idx):\n        idx_update = random.randint(0, self.__len__()-1)\n        if isinstance(idx, tuple):\n            # the idx is specifying the aspect-ratio\n            idx, ar_idx = idx\n            return self.__getitem__((idx_update, ar_idx))\n        else:\n            return self.__getitem__(idx_update)\n\n    def __getitem__(self, idx):\n        idx_copy = copy.deepcopy(idx)\n        if isinstance(idx, tuple):\n            # the idx is specifying the aspect-ratio\n            idx, ar_idx = idx\n        else:\n            assert len(self._resolutions) == 1\n            ar_idx = 0\n\n        # set-up the rng\n        if self.seed:  # reseed for each __getitem__\n            self._rng = np.random.default_rng(seed=self.seed + idx)\n        elif not hasattr(self, '_rng'):\n            seed = torch.initial_seed()  # this is different for each dataloader process\n            self._rng = np.random.default_rng(seed=seed)\n\n        # over-loaded code\n        resolution = self._resolutions[ar_idx]  # DO NOT CHANGE THIS (compatible with BatchedRandomSampler)\n        views = self._get_views(idx, resolution, self._rng)\n        assert len(views) == self.num_views\n        \n        # set low quality's dataset's normal to zero\n        dataset_type = views[0][\"dataset\"]\n        if dataset_type in [\n            # \"ABO\",\n            # \"ACENNRDatasetEasySceneRawData\",\n            # \"ACENNRDatasetHQSceneRawData\",\n            # \"AceNNRRaw\",\n            # \"AceNNR_v1\",\n            # \"Behavior_v1\",\n            # \"BlendedMVS\",\n            # \"GObjaverse\",\n            # \"GObjaverseXL\",\n            # \"GTASFM\",\n            # \"GTAV\",\n            # \"HyperSim\",\n            # \"ScanNet++\",\n            # \"Spring\",\n            # \"StaticThings3D\",\n            # \"Structured3D\",\n            # \"Infinigen\",\n            # \"IRS\",\n            # \"MatrixCity\",\n            \"UnrealStereo4K\",\n            # \"UrbanSyn\",\n            # \"VirtureKitti\",\n            \n            \"Argoverse1Stereo\",\n            \"arkitscenes\",\n            \"Co3d_v2\",\n            \"DIMLIndoorDataset\",\n            \"DL3DV\",\n            \"Habitat\",\n            \"IHome_panorama\",\n            \"IHome_v1\",\n            \"InteriorNet\",\n            \"KenBurns\",\n            \"MegaDepth\",\n            \"MonoDepth\",\n            \"NianticMapFree\",\n            \"Objaverse_v1\",\n            \"Synthia\",\n            \"Tartanair\",\n            \"TaskonomyDataset\",\n            \"Waymo\",\n            \"wildrgbd\",\n        ]:\n            views[0][\"normalmap\"] = np.zeros_like(views[0][\"normalmap\"])\n            views[1][\"normalmap\"] = np.zeros_like(views[1][\"normalmap\"])\n        \n        # apply motion blur\n        if self.aug_blur:\n            for v, view in enumerate(views):\n                view['img'] = motion_blur(view['img'])\n\n        for v, view in enumerate(views):\n            assert 'pts3d' not in view, f\"pts3d should not be there, they will be computed afterwards based on intrinsics+depthmap for view {view_name(view)}\"\n            view['idx'] = (idx, ar_idx, v)\n            view['is_metric_scale'] = self.is_metric_scale\n\n            assert 'camera_intrinsics' in view\n            if 'camera_pose' not in view:\n                view['camera_pose'] = np.full((4, 4), np.nan, dtype=np.float32)\n            else:\n                assert np.isfinite(view['camera_pose']).all(), f'NaN in camera pose for view {view_name(view)}'\n            assert 'pts3d' not in view\n            assert 'valid_mask' not in view\n            assert np.isfinite(view['depthmap']).all(), f'NaN in depthmap for view {view_name(view)}'\n\n            pts3d, pts3d_view, valid_mask = depthmap_to_absolute_camera_coordinates(**view, return_pts_view=True)\n\n            view['pts3d'] = pts3d\n            view['pts3d_view'] = pts3d_view\n            view['valid_mask'] = valid_mask & np.isfinite(pts3d).all(axis=-1)\n\n        self.generate_crops_from_pair(views[0], views[1], resolution=resolution,\n                                      aug_crop_arg=self.aug_crop,\n                                      n_crops=self.n_tentative_crops,\n                                      rng=self._rng)\n        for v, view in enumerate(views):\n            # encode the image\n            width, height = view['img'].size\n            view['true_shape'] = np.int32((height, width))\n            view['img'] = self.transform(view['img'])\n            # Pixels for which depth is fundamentally undefined\n            view['sky_mask'] = (view['depthmap'] < 0)\n\n        if self.aug_swap:\n            self._swap_view_aug(views)\n\n        if self.aug_monocular:\n            if self._rng.random() < self.aug_monocular:\n                views = [copy.deepcopy(views[0]) for _ in range(len(views))]\n\n        # automatic extraction of correspondences from pts3d + pose\n        if self.n_corres > 0 and ('corres' not in view):\n            corres1, corres2, valid = extract_correspondences_from_pts3d(*views, self.n_corres,\n                                                                         self._rng, nneg=self.nneg)\n            views[0]['corres'] = corres1\n            views[1]['corres'] = corres2\n            views[0]['valid_corres'] = valid\n            views[1]['valid_corres'] = valid\n            \n            # check if valid:\n            if \"seg_label\" not in views[0]:\n                if valid.sum() < 10:\n                    print(f\"Valid corres less than 10!\")\n                    return self.__getNewitem__(idx_copy)\n\n        if self.aug_rot90 is False:\n            pass\n        elif self.aug_rot90 == 'same':\n            rotate_90(views, k=self._rng.choice(4))\n        elif self.aug_rot90 == 'diff':\n            rotate_90(views[:1], k=self._rng.choice(4))\n            rotate_90(views[1:], k=self._rng.choice(4))\n        else:\n            raise ValueError(f'Bad value for {self.aug_rot90=}')\n\n        # check data-types metric_scale\n        for v, view in enumerate(views):\n            if 'corres' not in view:\n                view['corres'] = np.full((self.n_corres, 2), np.nan, dtype=np.float32)\n\n            # check all datatypes\n            for key, val in view.items():\n                res, err_msg = is_good_type(key, val)\n                assert res, f\"{err_msg} with {key}={val} for view {view_name(view)}\"\n            K = view['camera_intrinsics']\n\n            # check shapes\n            assert view['depthmap'].shape == view['img'].shape[1:]\n            assert view['depthmap'].shape == view['pts3d'].shape[:2]\n            assert view['depthmap'].shape == view['valid_mask'].shape\n\n        # just for debug vis:\n        # for view_idx in range(2):\n        #     import cv2\n        #     from dust3r.utils.image import normal2color\n        #     normalmap = views[view_idx][\"normalmap\"]\n        #     normalmap_color = normal2color(normalmap)\n        #     cv2.imshow(f\"normal_{view_idx}_ori\", normalmap_color[..., [2,1,0]])\n        \n        # for filter bad normal GT data:\n        if 'normalmap' in views[0] and 'normalmap' in views[1]:\n            for view in views:\n                pts_view_space = copy.deepcopy(view['pts3d_view']) # H,W,3\n                normal_view_space = copy.deepcopy(view['normalmap']) # H,W,3\n                valid_mask = copy.deepcopy(view['valid_mask']) # H,W\n                \n                pts_direction = (pts_view_space) / (np.linalg.norm(pts_view_space, axis=-1, keepdims=True) + 1e-12)\n                normal_view_space[..., 1] = -1. * normal_view_space[..., 1]\n                dir_dot = (normal_view_space * pts_direction).sum(axis=-1)\n\n                dir_invalid_mask = dir_dot > np.cos(89 * np.pi / 180)\n                dir_invalid_mask_extend = dir_invalid_mask[..., None].repeat(3, -1)\n                \n                normal_view_space[dir_invalid_mask_extend] = 0.\n                normal_view_space[..., 1] = -1. * normal_view_space[..., 1]\n                view['normalmap'] = normal_view_space\n                view['valid_mask'] = valid_mask & (~dir_invalid_mask)\n                # check if valid:\n                if view['valid_mask'].sum() < 50:\n                    print(\"Valid normal less than 50!\")\n                    return self.__getNewitem__(idx_copy)\n        views[0].pop(\"pts3d_view\")\n        views[1].pop(\"pts3d_view\")\n\n        # last thing done!\n        for view in views:\n            # transpose to make sure all views are the same size\n            # transpose_to_landscape(view)\n            transpose_to_landscape_no_flip(view, self._rng)\n            # this allows to check whether the RNG is is the same state each time\n            view['rng'] = int.from_bytes(self._rng.bytes(4), 'big')\n            \n        # transform normal in view2 to view1 axis!\n        if self.transform_view2_normals:\n            if 'normalmap' in views[0] and 'normalmap' in views[1]:\n                c2w0 = views[0]['camera_pose']\n                c2w1 = views[1]['camera_pose']\n                rotation_1_to_0 = c2w0[:3, :3].T @ c2w1[:3, :3]\n                rotation_1_to_0 = np.diag([1., -1., 1.]) @ rotation_1_to_0 @ np.diag([1., -1., 1.])\n                ori_shape = views[1]['normalmap'].shape\n                views[0]['normalmap_transformed'] = views[0]['normalmap']\n                views[1]['normalmap_transformed'] = (rotation_1_to_0 @ views[1]['normalmap'].reshape(-1, 3).T).T.reshape(ori_shape)\n\n        return views\n\ndef transpose_to_landscape_no_flip(view, rng, revert=False):\n    height, width = view['true_shape']\n\n    if width < height:\n        if revert:\n            height, width = width, height\n        \n        # 随机顺时针/逆时针旋转\n        if rng.random() > 0.5:\n            k = 1\n        else:\n            k = -1\n        rotate_90_single_view(view, k=k)\n\ndef transpose_to_landscape(view, revert=False):\n    height, width = view['true_shape']\n\n    if width < height:\n        if revert:\n            height, width = width, height\n\n        # rectify portrait to landscape\n        assert view['img'].shape == (3, height, width)\n        view['img'] = view['img'].swapaxes(1, 2)\n\n        assert view['valid_mask'].shape == (height, width)\n        view['valid_mask'] = view['valid_mask'].swapaxes(0, 1)\n\n        assert view['sky_mask'].shape == (height, width)\n        view['sky_mask'] = view['sky_mask'].swapaxes(0, 1)\n\n        assert view['depthmap'].shape == (height, width)\n        view['depthmap'] = view['depthmap'].swapaxes(0, 1)\n\n        assert view['pts3d'].shape == (height, width, 3)\n        view['pts3d'] = view['pts3d'].swapaxes(0, 1)\n        \n        if 'normalmap' in view:\n            assert view['normalmap'].shape == (height, width, 3)\n            view['normalmap'] = view['normalmap'].swapaxes(0, 1)\n            shape_bak = view['normalmap'].shape\n            swap_xy_matrix = np.array([[0, -1, 0], [-1, 0, 0], [0, 0, 1]])\n            view['normalmap'] = (swap_xy_matrix @ (view['normalmap'].reshape(-1, 3).T)).T.reshape(shape_bak)\n\n        # transpose x and y pixels\n        view['camera_intrinsics'] = view['camera_intrinsics'][[1, 0, 2]]\n\n        # transpose correspondences x and y\n        view['corres'] = view['corres'][:, [1, 0]]\n\ndef rotate_90_single_view(view, k=1):\n    from scipy.spatial.transform import Rotation\n    RT = np.eye(4, dtype=np.float32)\n    RT[:3, :3] = Rotation.from_euler('z', 90 * k, degrees=True).as_matrix()\n\n    view['img'] = torch.rot90(view['img'], k=k, dims=(-2, -1))  # WARNING!! dims=(-1,-2) != dims=(-2,-1)\n    view['depthmap'] = np.rot90(view['depthmap'], k=k).copy()\n    if 'normalmap' in view:\n        normalmap_tmp = np.rot90(view['normalmap'], k=k).copy()\n        view['normalmap'] = (RT[:3, :3] @ normalmap_tmp.reshape(-1, 3).T).T.reshape(normalmap_tmp.shape)\n    view['camera_pose'] = view['camera_pose'] @ RT\n\n    RT2 = np.eye(3, dtype=np.float32)\n    RT2[:2, :2] = RT[:2, :2] * ((1, -1), (-1, 1))\n    H, W = view['depthmap'].shape\n    if k % 4 == 0:\n        pass\n    elif k % 4 == 1:\n        # top-left (0,0) pixel becomes (0,H-1)\n        RT2[:2, 2] = (0, H - 1)\n    elif k % 4 == 2:\n        # top-left (0,0) pixel becomes (W-1,H-1)\n        RT2[:2, 2] = (W - 1, H - 1)\n    elif k % 4 == 3:\n        # top-left (0,0) pixel becomes (W-1,0)\n        RT2[:2, 2] = (W - 1, 0)\n    else:\n        raise ValueError(f'Bad value for {k=}')\n\n    view['camera_intrinsics'][:2, 2] = geotrf(RT2, view['camera_intrinsics'][:2, 2])\n    if k % 2 == 1:\n        K = view['camera_intrinsics']\n        np.fill_diagonal(K, K.diagonal()[[1, 0, 2]])\n\n    pts3d, valid_mask = depthmap_to_absolute_camera_coordinates(**view)\n    view['pts3d'] = pts3d\n    view['valid_mask'] = np.rot90(view['valid_mask'], k=k).copy()\n    view['sky_mask'] = np.rot90(view['sky_mask'], k=k).copy()\n\n    view['corres'] = geotrf(RT2, view['corres']).round().astype(view['corres'].dtype)\n    view['true_shape'] = np.int32((H, W))\n\ndef rotate_90(views, k=1):\n    for view in views:\n        rotate_90_single_view(view, k=k)\n        \ndef motion_blur(img):\n    import os\n    os.environ['NO_ALBUMENTATIONS_UPDATE'] = '1'\n    import albumentations as alb\n    transform = alb.Compose([\n            alb.MotionBlur(\n                blur_limit=(3, 11),\n                # angle_range=(0, 360),\n                # direction_range=(-1.0, 1.0),\n                # allow_shifted=True,\n                p=.05,\n            )\n        ])\n    img_transformed = transform(image=np.array(img))['image']\n    return Image.fromarray(img_transformed)\n"
  },
  {
    "path": "dust3r/datasets/utils/__init__.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n"
  },
  {
    "path": "dust3r/datasets/utils/cropping.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# croppping utilities\n# --------------------------------------------------------\nimport PIL.Image\nimport os\nos.environ[\"OPENCV_IO_ENABLE_OPENEXR\"] = \"1\"\nimport cv2  # noqa\nimport numpy as np  # noqa\nfrom dust3r.utils.geometry import colmap_to_opencv_intrinsics, opencv_to_colmap_intrinsics  # noqa\ntry:\n    lanczos = PIL.Image.Resampling.LANCZOS\nexcept AttributeError:\n    lanczos = PIL.Image.LANCZOS\n\n\nclass ImageList:\n    \"\"\" Convenience class to aply the same operation to a whole set of images.\n    \"\"\"\n\n    def __init__(self, images):\n        if not isinstance(images, (tuple, list, set)):\n            images = [images]\n        self.images = []\n        for image in images:\n            if not isinstance(image, PIL.Image.Image):\n                image = PIL.Image.fromarray(image)\n            self.images.append(image)\n\n    def __len__(self):\n        return len(self.images)\n\n    def to_pil(self):\n        return tuple(self.images) if len(self.images) > 1 else self.images[0]\n\n    @property\n    def size(self):\n        sizes = [im.size for im in self.images]\n        assert all(sizes[0] == s for s in sizes)\n        return sizes[0]\n\n    def resize(self, *args, **kwargs):\n        return ImageList(self._dispatch('resize', *args, **kwargs))\n\n    def crop(self, *args, **kwargs):\n        return ImageList(self._dispatch('crop', *args, **kwargs))\n\n    def _dispatch(self, func, *args, **kwargs):\n        return [getattr(im, func)(*args, **kwargs) for im in self.images]\n\n\ndef rescale_image_depthmap(image, depthmap, camera_intrinsics, output_resolution, force=True,\n                           mask=None, normalmap=None, seg_label=None):\n    \"\"\" Jointly rescale a (image, depthmap) \n        so that (out_width, out_height) >= output_res\n    \"\"\"\n    image = ImageList(image)\n    input_resolution = np.array(image.size)  # (W,H)\n    output_resolution = np.array(output_resolution)\n    if depthmap is not None:\n        # can also use this with masks instead of depthmaps\n        assert tuple(depthmap.shape[:2]) == image.size[::-1], f\"{tuple(depthmap.shape[:2])} != {image.size[::-1]}\"\n    assert output_resolution.shape == (2,)\n    # define output resolution\n    scale_final = max(output_resolution / image.size) + 1e-8\n    # if scale_final >= 1 and not force:  # image is already smaller than what is asked\n    #     return (image.to_pil(), depthmap, camera_intrinsics)\n    output_resolution = np.floor(input_resolution * scale_final).astype(int)\n\n    # first rescale the image so that it contains the crop\n    image = image.resize(output_resolution, resample=lanczos)\n    # image = image.resize(output_resolution, resample=0)\n    if depthmap is not None:\n        depthmap = cv2.resize(depthmap, output_resolution, fx=scale_final,\n                              fy=scale_final, interpolation=cv2.INTER_NEAREST)\n    if mask is not None:\n        mask = cv2.resize(mask, output_resolution, fx=scale_final,\n                          fy=scale_final, interpolation=cv2.INTER_NEAREST)\n    if normalmap is not None:\n        normalmap = cv2.resize(normalmap, output_resolution, fx=scale_final,\n                              fy=scale_final, interpolation=cv2.INTER_NEAREST)\n    if seg_label is not None:\n        seg_label = cv2.resize(seg_label, output_resolution, fx=scale_final,\n                              fy=scale_final, interpolation=cv2.INTER_NEAREST)\n\n    # no offset here; simple rescaling\n    camera_intrinsics = camera_matrix_of_crop(\n        camera_intrinsics, input_resolution, output_resolution, scaling=scale_final)\n\n    return_list = [image.to_pil(), depthmap, camera_intrinsics]\n    if mask is not None:\n        return_list.append(mask)\n    if normalmap is not None:\n        return_list.append(normalmap)\n    if seg_label is not None:\n        return_list.append(seg_label)\n    return return_list\n\n\ndef camera_matrix_of_crop(input_camera_matrix, input_resolution, output_resolution, scaling=1, offset_factor=0.5, offset=None):\n    # Margins to offset the origin\n    margins = np.asarray(input_resolution) * scaling - output_resolution\n    assert np.all(margins >= 0.0)\n    if offset is None:\n        if type(offset_factor) is tuple:\n            assert len(offset_factor) == 2\n            offset = [offset_factor[0] * margins[0], offset_factor[1] * margins[1]]\n        else:\n            offset = offset_factor * margins\n\n    # Generate new camera parameters\n    output_camera_matrix_colmap = opencv_to_colmap_intrinsics(input_camera_matrix)\n    output_camera_matrix_colmap[:2, :] *= scaling\n    output_camera_matrix_colmap[:2, 2] -= offset\n    output_camera_matrix = colmap_to_opencv_intrinsics(output_camera_matrix_colmap)\n\n    return output_camera_matrix\n\n\ndef crop_image_depthmap(image, depthmap, camera_intrinsics, crop_bbox, mask=None, normalmap=None, seg_label=None):\n    \"\"\"\n    Return a crop of the input view.\n    \"\"\"\n    image = ImageList(image)\n    l, t, r, b = crop_bbox\n\n    image = image.crop((l, t, r, b))\n    depthmap = depthmap[t:b, l:r]\n    if normalmap is not None:\n        normalmap = normalmap[t:b, l:r]\n    if seg_label is not None:\n        seg_label = seg_label[t:b, l:r]\n    if mask is not None:\n        mask = mask[t:b, l:r]\n\n    camera_intrinsics = camera_intrinsics.copy()\n    camera_intrinsics[0, 2] -= l\n    camera_intrinsics[1, 2] -= t\n\n    return_list = [image.to_pil(), depthmap, camera_intrinsics]\n    if mask is not None:\n        return_list.append(mask)\n    if normalmap is not None:\n        return_list.append(normalmap)\n    if seg_label is not None:\n        return_list.append(seg_label)\n    return return_list\n\n\ndef bbox_from_intrinsics_in_out(input_camera_matrix, output_camera_matrix, output_resolution):\n    out_width, out_height = output_resolution\n    l, t = np.int32(np.round(input_camera_matrix[:2, 2] - output_camera_matrix[:2, 2]))\n    crop_bbox = (l, t, l+out_width, t+out_height)\n    return crop_bbox\n"
  },
  {
    "path": "dust3r/datasets/utils/mast3r_cropping.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# cropping/match extraction\n# --------------------------------------------------------\nimport numpy as np\nfrom dust3r.utils.device import to_numpy\nfrom dust3r.utils.geometry import inv, geotrf\n\n\ndef reciprocal_1d(corres_1_to_2, corres_2_to_1, ret_recip=False):\n    is_reciprocal1 = (corres_2_to_1[corres_1_to_2] == np.arange(len(corres_1_to_2)))\n    pos1 = is_reciprocal1.nonzero()[0]\n    pos2 = corres_1_to_2[pos1]\n    if ret_recip:\n        return is_reciprocal1, pos1, pos2\n    return pos1, pos2\n\n\ndef extract_correspondences_from_pts3d(view1, view2, target_n_corres, rng=np.random, ret_xy=True, nneg=0):\n    view1, view2 = to_numpy((view1, view2))\n    # project pixels from image1 --> 3d points --> image2 pixels\n    shape1, corres1_to_2 = reproject_view(view1['pts3d'], view2)\n    shape2, corres2_to_1 = reproject_view(view2['pts3d'], view1)\n\n    # compute reciprocal correspondences:\n    # pos1 == valid pixels (correspondences) in image1\n    is_reciprocal1, pos1, pos2 = reciprocal_1d(corres1_to_2, corres2_to_1, ret_recip=True)\n    is_reciprocal2 = (corres1_to_2[corres2_to_1] == np.arange(len(corres2_to_1)))\n\n    if target_n_corres is None:\n        if ret_xy:\n            pos1 = unravel_xy(pos1, shape1)\n            pos2 = unravel_xy(pos2, shape2)\n        return pos1, pos2\n\n    available_negatives = min((~is_reciprocal1).sum(), (~is_reciprocal2).sum())\n    target_n_positives = int(target_n_corres * (1 - nneg))\n    n_positives = min(len(pos1), target_n_positives)\n    n_negatives = min(target_n_corres - n_positives, available_negatives)\n\n    if n_negatives + n_positives != target_n_corres:\n        # should be really rare => when there are not enough negatives\n        # in that case, break nneg and add a few more positives ?\n        n_positives = target_n_corres - n_negatives\n        assert n_positives <= len(pos1)\n\n    assert n_positives <= len(pos1)\n    assert n_positives <= len(pos2)\n    assert n_negatives <= (~is_reciprocal1).sum()\n    assert n_negatives <= (~is_reciprocal2).sum()\n    assert n_positives + n_negatives == target_n_corres\n\n    valid = np.ones(n_positives, dtype=bool)\n    if n_positives < len(pos1):\n        # random sub-sampling of valid correspondences\n        perm = rng.permutation(len(pos1))[:n_positives]\n        pos1 = pos1[perm]\n        pos2 = pos2[perm]\n\n    if n_negatives > 0:\n        # add false correspondences if not enough\n        def norm(p): return p / p.sum()\n        pos1 = np.r_[pos1, rng.choice(shape1[0] * shape1[1], size=n_negatives, replace=False, p=norm(~is_reciprocal1))]\n        pos2 = np.r_[pos2, rng.choice(shape2[0] * shape2[1], size=n_negatives, replace=False, p=norm(~is_reciprocal2))]\n        valid = np.r_[valid, np.zeros(n_negatives, dtype=bool)]\n        \n    # check valid according to valid_mask\n    view1_valid_mask = view1['valid_mask'].reshape(-1)\n    pos1_valid_mask = view1_valid_mask[pos1]\n    view2_valid_mask = view2['valid_mask'].reshape(-1)\n    pos2_valid_mask = view2_valid_mask[pos2]\n    valid = valid & pos1_valid_mask & pos2_valid_mask\n\n    # convert (x+W*y) back to 2d (x,y) coordinates\n    if ret_xy:\n        pos1 = unravel_xy(pos1, shape1)\n        pos2 = unravel_xy(pos2, shape2)\n    return pos1, pos2, valid\n\n\ndef reproject_view(pts3d, view2):\n    shape = view2['pts3d'].shape[:2]\n    return reproject(pts3d, view2['camera_intrinsics'], inv(view2['camera_pose']), shape)\n\n\ndef reproject(pts3d, K, world2cam, shape):\n    H, W, THREE = pts3d.shape\n    assert THREE == 3\n\n    # reproject in camera2 space\n    with np.errstate(divide='ignore', invalid='ignore'):\n        pos = geotrf(K @ world2cam[:3], pts3d, norm=1, ncol=2)\n\n    # quantize to pixel positions\n    return (H, W), ravel_xy(pos, shape)\n\n\ndef ravel_xy(pos, shape):\n    H, W = shape\n    with np.errstate(invalid='ignore'):\n        qx, qy = pos.reshape(-1, 2).round().astype(np.int32).T\n    quantized_pos = qx.clip(min=0, max=W - 1, out=qx) + W * qy.clip(min=0, max=H - 1, out=qy)\n    return quantized_pos\n\n\ndef unravel_xy(pos, shape):\n    # convert (x+W*y) back to 2d (x,y) coordinates\n    return np.unravel_index(pos, shape)[0].base[:, ::-1].copy()\n\n\ndef _rotation_origin_to_pt(target):\n    \"\"\" Align the origin (0,0,1) with the target point (x,y,1) in projective space.\n    Method: rotate z to put target on (x'+,0,1), then rotate on Y to get (0,0,1) and un-rotate z.\n    \"\"\"\n    from scipy.spatial.transform import Rotation\n    x, y = target\n    rot_z = np.arctan2(y, x)\n    rot_y = np.arctan(np.linalg.norm(target))\n    R = Rotation.from_euler('ZYZ', [rot_z, rot_y, -rot_z]).as_matrix()\n    return R\n\n\ndef _dotmv(Trf, pts, ncol=None, norm=False):\n    assert Trf.ndim >= 2\n    ncol = ncol or pts.shape[-1]\n\n    # adapt shape if necessary\n    output_reshape = pts.shape[:-1]\n    if Trf.ndim >= 3:\n        n = Trf.ndim - 2\n        assert Trf.shape[:n] == pts.shape[:n], 'batch size does not match'\n        Trf = Trf.reshape(-1, Trf.shape[-2], Trf.shape[-1])\n\n        if pts.ndim > Trf.ndim:\n            # Trf == (B,d,d) & pts == (B,H,W,d) --> (B, H*W, d)\n            pts = pts.reshape(Trf.shape[0], -1, pts.shape[-1])\n        elif pts.ndim == 2:\n            # Trf == (B,d,d) & pts == (B,d) --> (B, 1, d)\n            pts = pts[:, None, :]\n\n    if pts.shape[-1] + 1 == Trf.shape[-1]:\n        Trf = Trf.swapaxes(-1, -2)  # transpose Trf\n        pts = pts @ Trf[..., :-1, :] + Trf[..., -1:, :]\n\n    elif pts.shape[-1] == Trf.shape[-1]:\n        Trf = Trf.swapaxes(-1, -2)  # transpose Trf\n        pts = pts @ Trf\n    else:\n        pts = Trf @ pts.T\n        if pts.ndim >= 2:\n            pts = pts.swapaxes(-1, -2)\n\n    if norm:\n        pts = pts / pts[..., -1:]  # DONT DO /= BECAUSE OF WEIRD PYTORCH BUG\n        if norm != 1:\n            pts *= norm\n\n    res = pts[..., :ncol].reshape(*output_reshape, ncol)\n    return res\n\n\ndef crop_to_homography(K, crop, target_size=None):\n    \"\"\" Given an image and its intrinsics, \n        we want to replicate a rectangular crop with an homography, \n        so that the principal point of the new 'crop' is centered.\n    \"\"\"\n    # build intrinsics for the crop\n    crop = np.round(crop)\n    crop_size = crop[2:] - crop[:2]\n    K2 = K.copy()  # same focal\n    K2[:2, 2] = crop_size / 2  # new principal point is perfectly centered\n\n    # find which corner is the most far-away from current principal point\n    # so that the final homography does not go over the image borders\n    corners = crop.reshape(-1, 2)\n    corner_idx = np.abs(corners - K[:2, 2]).argmax(0)\n    corner = corners[corner_idx, [0, 1]]\n    # align with the corresponding corner from the target view\n    corner2 = np.c_[[0, 0], crop_size][[0, 1], corner_idx]\n\n    old_pt = _dotmv(np.linalg.inv(K), corner, norm=1)\n    new_pt = _dotmv(np.linalg.inv(K2), corner2, norm=1)\n    R = _rotation_origin_to_pt(old_pt) @ np.linalg.inv(_rotation_origin_to_pt(new_pt))\n\n    if target_size is not None:\n        imsize = target_size\n        target_size = np.asarray(target_size)\n        scaling = min(target_size / crop_size)\n        K2[:2] *= scaling\n        K2[:2, 2] = target_size / 2\n    else:\n        imsize = tuple(np.int32(crop_size).tolist())\n\n    return imsize, K2, R, K @ R @ np.linalg.inv(K2)\n\n\ndef gen_random_crops(imsize, n_crops, resolution, aug_crop, rng=np.random):\n    \"\"\" Generate random crops of size=resolution, \n        for an input image upscaled to (imsize + randint(0 , aug_crop))\n    \"\"\"\n    resolution_crop = np.array(resolution) * min(np.array(imsize) / resolution)\n\n    # (virtually) upscale the input image\n    # scaling = rng.uniform(1, 1+(aug_crop+1)/min(imsize))\n    scaling = np.exp(rng.uniform(0, np.log(1 + aug_crop / min(imsize))))\n    imsize2 = np.int32(np.array(imsize) * scaling)\n\n    # generate some random crops\n    topleft = rng.random((n_crops, 2)) * (imsize2 - resolution_crop)\n    crops = np.c_[topleft, topleft + resolution_crop]\n    # print(f\"{scaling=}, {topleft=}\")\n    # reduce the resolution to come back to original size\n    crops /= scaling\n    return crops\n\n\ndef in2d_rect(corres, crops):\n    # corres = (N,2)\n    # crops = (M,4)\n    # output = (N, M)\n    is_sup = (corres[:, None] >= crops[None, :, 0:2])\n    is_inf = (corres[:, None] < crops[None, :, 2:4])\n    return (is_sup & is_inf).all(axis=-1)\n"
  },
  {
    "path": "dust3r/datasets/utils/transforms.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# DUST3R default transforms\n# --------------------------------------------------------\nimport torchvision.transforms as tvf\nfrom dust3r.utils.image import ImgNorm\n\n# define the standard image transforms\nColorJitter = tvf.Compose([tvf.ColorJitter(0.5, 0.5, 0.5, 0.1), ImgNorm])\n"
  },
  {
    "path": "dust3r/heads/__init__.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# head factory\n# --------------------------------------------------------\nfrom .linear_head import LinearPts3d\n\n\ndef head_factory(head_type, output_mode, net, has_conf=False):\n    \"\"\"\" build a prediction head for the decoder \n    \"\"\"\n    if head_type == 'linear' and output_mode == 'pts3d':\n        return LinearPts3d(net, has_conf)\n    else:\n        raise NotImplementedError(f\"unexpected {head_type=} and {output_mode=}\")\n"
  },
  {
    "path": "dust3r/heads/dpt_head.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# dpt head implementation for DUST3R\n# Downstream heads assume inputs of size B x N x C (where N is the number of tokens) ;\n# or if it takes as input the output at every layer, the attribute return_all_layers should be set to True\n# the forward function also takes as input a dictionnary img_info with key \"height\" and \"width\"\n# for PixelwiseTask, the output will be of dimension B x num_channels x H x W\n# --------------------------------------------------------\n\n# Modifications Copyright (C) <Alibaba Group>\n# Changes: image process utils update\n# This is an adaptation and is distributed under the same license (CC BY-NC-SA 4.0).\n# SPDX-License-Identifier: CC-BY-NC-SA-4.0(non-commercial use only)\nfrom einops import rearrange\nfrom typing import List\nimport torch\nimport torch.nn as nn\nfrom dust3r.heads.postprocess import postprocess\nfrom dust3r.heads.postprocess import postprocess_mask\nimport dust3r.utils.path_to_croco  # noqa: F401\nfrom models.dpt_block import DPTOutputAdapter  # noqa\n\n\nclass DPTOutputAdapter_fix(DPTOutputAdapter):\n    \"\"\"\n    Adapt croco's DPTOutputAdapter implementation for dust3r:\n    remove duplicated weigths, and fix forward for dust3r\n    \"\"\"\n\n    def init(self, dim_tokens_enc=768):\n        super().init(dim_tokens_enc)\n        # these are duplicated weights\n        del self.act_1_postprocess\n        del self.act_2_postprocess\n        del self.act_3_postprocess\n        del self.act_4_postprocess\n\n    def forward(self, encoder_tokens: List[torch.Tensor], image_size=None):\n        assert self.dim_tokens_enc is not None, 'Need to call init(dim_tokens_enc) function first'\n        # H, W = input_info['image_size']\n        image_size = self.image_size if image_size is None else image_size\n        H, W = image_size\n        # Number of patches in height and width\n        N_H = H // (self.stride_level * self.P_H)\n        N_W = W // (self.stride_level * self.P_W)\n\n        # Hook decoder onto 4 layers from specified ViT layers\n        layers = [encoder_tokens[hook] for hook in self.hooks]\n\n        # Extract only task-relevant tokens and ignore global tokens.\n        layers = [self.adapt_tokens(l) for l in layers]\n\n        # fxz: interpolate layer to original patch_size\n        if layers[0].shape[1] != int(N_H*N_W):\n            layers = [nn.functional.interpolate(rearrange(l, 'b (bh bw) c -> b c bh bw', bh=self.atm_size[0], bw=self.atm_size[1]), size=(N_H, N_W), \n                                                mode='bicubic').permute(0, 2, 3, 1).reshape(l.shape[0], int(N_H*N_W), -1) for l in layers]\n\n        # Reshape tokens to spatial representation\n        layers = [rearrange(l, 'b (nh nw) c -> b c nh nw', nh=N_H, nw=N_W) for l in layers]\n\n        layers = [self.act_postprocess[idx](l) for idx, l in enumerate(layers)]\n        # Project layers to chosen feature dim\n        layers = [self.scratch.layer_rn[idx](l) for idx, l in enumerate(layers)]\n\n        # Fuse layers using refinement stages\n        path_4 = self.scratch.refinenet4(layers[3])[:, :, :layers[2].shape[2], :layers[2].shape[3]]\n        path_3 = self.scratch.refinenet3(path_4, layers[2])\n        path_2 = self.scratch.refinenet2(path_3, layers[1])\n        path_1 = self.scratch.refinenet1(path_2, layers[0])\n\n        # Output head\n        out = self.head(path_1)\n\n        return out\n\n\nclass PixelwiseTaskWithDPT(nn.Module):\n    \"\"\" DPT module for dust3r, can return 3D points + confidence for all pixels\"\"\"\n\n    def __init__(self, *, n_cls_token=0, hooks_idx=None, dim_tokens=None,\n                 output_width_ratio=1, num_channels=1, postprocess=None, \n                 depth_mode=None, conf_mode=None, normal_mode=None, **kwargs):\n        super(PixelwiseTaskWithDPT, self).__init__()\n        self.return_all_layers = True  # backbone needs to return all layers\n        self.postprocess = postprocess\n        self.depth_mode = depth_mode\n        self.conf_mode = conf_mode\n        self.normal_mode = normal_mode\n\n        assert n_cls_token == 0, \"Not implemented\"\n        dpt_args = dict(output_width_ratio=output_width_ratio,\n                        num_channels=num_channels,\n                        **kwargs)\n        if hooks_idx is not None:\n            dpt_args.update(hooks=hooks_idx)\n        self.dpt = DPTOutputAdapter_fix(**dpt_args)\n        dpt_init_args = {} if dim_tokens is None else {'dim_tokens_enc': dim_tokens}\n        self.dpt.init(**dpt_init_args)\n\n    def forward(self, x, img_info):\n        out = self.dpt(x, image_size=(img_info[0], img_info[1]))\n        if self.postprocess:\n            if self.normal_mode is not None:\n                out = self.postprocess(out, self.normal_mode)\n            else:\n                out = self.postprocess(out, self.depth_mode, self.conf_mode)\n        return out\n\n"
  },
  {
    "path": "dust3r/heads/linear_head.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# linear head implementation for DUST3R\n# --------------------------------------------------------\nimport torch.nn as nn\nimport torch.nn.functional as F\nfrom dust3r.heads.postprocess import postprocess\n\n\nclass LinearPts3d (nn.Module):\n    \"\"\" \n    Linear head for dust3r\n    Each token outputs: - 16x16 3D points (+ confidence)\n    \"\"\"\n\n    def __init__(self, net, has_conf=False):\n        super().__init__()\n        self.patch_size = net.patch_embed.patch_size[0]\n        self.depth_mode = net.depth_mode\n        self.conf_mode = net.conf_mode\n        self.has_conf = has_conf\n\n        self.proj = nn.Linear(net.dec_embed_dim, (3 + has_conf)*self.patch_size**2)\n\n    def setup(self, croconet):\n        pass\n\n    def forward(self, decout, img_shape):\n        H, W = img_shape\n        tokens = decout[-1]\n        B, S, D = tokens.shape\n\n        # extract 3D points\n        feat = self.proj(tokens)  # B,S,D\n        feat = feat.transpose(-1, -2).view(B, -1, H//self.patch_size, W//self.patch_size)\n        feat = F.pixel_shuffle(feat, self.patch_size)  # B,3,H,W\n\n        # permute + norm depth\n        return postprocess(feat, self.depth_mode, self.conf_mode)\n"
  },
  {
    "path": "dust3r/heads/postprocess.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# post process function for all heads: extract 3D points/confidence from output\n# --------------------------------------------------------\nimport torch\n\n\ndef postprocess(out, depth_mode, conf_mode):\n    \"\"\"\n    extract 3D points/confidence from prediction head output\n    \"\"\"\n    fmap = out.permute(0, 2, 3, 1)  # B,H,W,3\n    res = dict(pts3d=reg_dense_depth(fmap[:, :, :, 0:3], mode=depth_mode))\n\n    if conf_mode is not None:\n        res['conf'] = reg_dense_conf(fmap[:, :, :, 3], mode=conf_mode)\n    return res\n\ndef postprocess_mask(out, depth_mode, conf_mode):\n    # out: B,2,H,W\n    # out = torch.nn.functional.softmax(out, dim=1)\n    mask_pred = out.permute(0, 2, 3, 1) # B,H,W,1\n    # mask_pred = mask_pred.argmax(dim=1)\n    res = dict(mask=mask_pred)\n    return res\n\ndef reg_dense_depth(xyz, mode):\n    \"\"\"\n    extract 3D points from prediction head output\n    \"\"\"\n    mode, vmin, vmax = mode\n\n    no_bounds = (vmin == -float('inf')) and (vmax == float('inf'))\n    assert no_bounds\n\n    if mode == 'linear':\n        if no_bounds:\n            return xyz  # [-inf, +inf]\n        return xyz.clip(min=vmin, max=vmax)\n\n    # distance to origin\n    d = xyz.norm(dim=-1, keepdim=True)\n    xyz = xyz / d.clip(min=1e-8)\n\n    if mode == 'square':\n        return xyz * d.square()\n\n    if mode == 'exp':\n        return xyz * torch.expm1(d)\n\n    raise ValueError(f'bad {mode=}')\n\n\ndef reg_dense_conf(x, mode):\n    \"\"\"\n    extract confidence from prediction head output\n    \"\"\"\n    mode, vmin, vmax = mode\n    if mode == 'exp':\n        return vmin + x.exp().clip(max=vmax-vmin)\n    if mode == 'sigmoid':\n        return (vmax - vmin) * torch.sigmoid(x) + vmin\n    raise ValueError(f'bad {mode=}')\n\n\ndef reg_dense_normal(normal, mode=None):\n    # TODO: mode is not used yet\n    mode, vmin, vmax = 'linear', -1.0, 1.0\n    \n    if mode == \"linear\":\n        normal = normal.clip(min=vmin, max=vmax)\n    else:\n        # distance to origin\n        d = normal.norm(dim=-1, keepdim=True)\n        normal = normal / d.clip(min=1e-8)\n        if mode == 'square':\n            normal = normal * d.square()\n        if mode == 'exp':\n            normal = normal * torch.expm1(d)\n        else:\n            raise NotImplementedError(f\"normal mode: {mode} not implemented\")\n    \n    # normalize normal\n    norm_x, norm_y, norm_z = torch.split(normal, 1, dim=-1)\n    norm = torch.sqrt(norm_x**2.0 + norm_y**2.0 + norm_z**2.0)\n    norm = norm.clip(min=1e-12)\n    normal = torch.cat([norm_x / norm, norm_y / norm, norm_z / norm], dim=-1)\n    \n    return normal\n\ndef reg_dense_kappa(kappa, mode):\n    # mode is not used yet\n    min_kappa = 0.01\n    kappa = torch.nn.functional.elu(kappa) + 1.0 + min_kappa\n    \n    return kappa"
  },
  {
    "path": "dust3r/image_pairs.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# utilities needed to load image pairs\n# --------------------------------------------------------\nimport numpy as np\nimport torch\n\n\ndef make_pairs(imgs, scene_graph='complete', prefilter=None, symmetrize=True):\n    pairs = []\n\n    if scene_graph == 'complete':  # complete graph\n        for i in range(len(imgs)):\n            for j in range(i):\n                pairs.append((imgs[i], imgs[j]))\n\n    elif scene_graph.startswith('swin'):\n        winsize = int(scene_graph.split('-')[1]) if '-' in scene_graph else 3\n        for i in range(len(imgs)):\n            for j in range(winsize):\n                idx = (i + j) % len(imgs)  # explicit loop closure\n                pairs.append((imgs[i], imgs[idx]))\n\n    elif scene_graph.startswith('oneref'):\n        refid = int(scene_graph.split('-')[1]) if '-' in scene_graph else 0\n        for j in range(len(imgs)):\n            if j != refid:\n                pairs.append((imgs[refid], imgs[j]))\n\n    elif scene_graph == 'pairs':\n        assert len(imgs) % 2 == 0\n        for i in range(0, len(imgs), 2):\n            pairs.append((imgs[i], imgs[i+1]))\n\n    if symmetrize:\n        pairs += [(img2, img1) for img1, img2 in pairs]\n\n    # now, remove edges\n    if isinstance(prefilter, str) and prefilter.startswith('seq'):\n        pairs = filter_pairs_seq(pairs, int(prefilter[3:]))\n\n    if isinstance(prefilter, str) and prefilter.startswith('cyc'):\n        pairs = filter_pairs_seq(pairs, int(prefilter[3:]), cyclic=True)\n\n    return pairs\n\n\ndef sel(x, kept):\n    if isinstance(x, dict):\n        return {k: sel(v, kept) for k, v in x.items()}\n    if isinstance(x, (torch.Tensor, np.ndarray)):\n        return x[kept]\n    if isinstance(x, (tuple, list)):\n        return type(x)([x[k] for k in kept])\n\n\ndef _filter_edges_seq(edges, seq_dis_thr, cyclic=False):\n    # number of images\n    n = max(max(e) for e in edges)+1\n\n    kept = []\n    for e, (i, j) in enumerate(edges):\n        dis = abs(i-j)\n        if cyclic:\n            dis = min(dis, abs(i+n-j), abs(i-n-j))\n        if dis <= seq_dis_thr:\n            kept.append(e)\n    return kept\n\n\ndef filter_pairs_seq(pairs, seq_dis_thr, cyclic=False):\n    edges = [(img1['idx'], img2['idx']) for img1, img2 in pairs]\n    kept = _filter_edges_seq(edges, seq_dis_thr, cyclic=cyclic)\n    return [pairs[i] for i in kept]\n\n\ndef filter_edges_seq(view1, view2, pred1, pred2, seq_dis_thr, cyclic=False):\n    edges = [(int(i), int(j)) for i, j in zip(view1['idx'], view2['idx'])]\n    kept = _filter_edges_seq(edges, seq_dis_thr, cyclic=cyclic)\n    print(f'>> Filtering edges more than {seq_dis_thr} frames apart: kept {len(kept)}/{len(edges)} edges')\n    return sel(view1, kept), sel(view2, kept), sel(pred1, kept), sel(pred2, kept)\n"
  },
  {
    "path": "dust3r/inference.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# utilities needed for the inference\n# --------------------------------------------------------\n\n# Modifications Copyright (C) <Alibaba Group>\n# Changes: add tensorboard log in train process\n# This is an adaptation and is distributed under the same license (CC BY-NC-SA 4.0).\n# SPDX-License-Identifier: CC-BY-NC-SA-4.0(non-commercial use only)\nimport tqdm\nimport torch\nimport copy\nimport numpy as np\n\nfrom dust3r.utils.device import to_cpu, collate_with_cat\nfrom dust3r.model import AsymmetricCroCo3DStereo, inf  # noqa: F401, needed when loading the model\nfrom mast3r.model import AsymmetricMASt3R\nfrom dust3r.utils.misc import invalid_to_nans\nfrom dust3r.utils.geometry import depthmap_to_pts3d, geotrf, inv\nfrom matplotlib import pyplot as pl\nfrom dust3r.utils.image import normal2color, pcd2normal_numpy, get_colormap\nfrom dust3r.utils.image import colorize, inverse_normalize\ncmap = pl.get_cmap('jet')\nseg_cmap = get_colormap(40+1)\n\n\ndef load_model(model_path, device):\n    print('... loading model from', model_path)\n    ckpt = torch.load(model_path, map_location='cpu', weights_only=False)\n    args = ckpt['args'].model.replace(\"ManyAR_PatchEmbed\", \"PatchEmbedDust3R\")\n    if 'landscape_only' not in args:\n        args = args[:-1] + ', landscape_only=False)'\n    else:\n        args = args.replace(\" \", \"\").replace('landscape_only=True', 'landscape_only=False')\n    assert \"landscape_only=False\" in args\n    print(f\"instantiating : {args}\")\n    net = eval(args) \n    print(net.load_state_dict(ckpt['model'], strict=False))\n    return net.to(device)\n\n\ndef _interleave_imgs(img1, img2):\n    res = {}\n    for key, value1 in img1.items():\n        value2 = img2[key]\n        if isinstance(value1, torch.Tensor):\n            value = torch.stack((value1, value2), dim=1).flatten(0, 1)\n        else:\n            value = [x for pair in zip(value1, value2) for x in pair]\n        res[key] = value\n    return res\n\n\ndef make_batch_symmetric(batch):\n    view1, view2 = batch\n    view1, view2 = (_interleave_imgs(view1, view2), _interleave_imgs(view2, view1))\n    return view1, view2\n\n\ndef loss_of_one_batch(batch, model, criterion, device, symmetrize_batch=False, use_amp=False, ret=None, \n                      bad_id_log_path=None, log_writer=None, global_step=None, log_img_step=300):\n    view1, view2 = batch\n    ignore_keys = set(['depthmap', 'dataset', 'label', 'instance', 'idx', \n                       'true_shape', 'rng', 'model_id', 'size_info', 'size_info_matching', \"rotate\"])\n    for view in batch:\n        for name in view.keys():  # pseudo_focal\n            if name in ignore_keys:\n                continue\n            view[name] = view[name].to(device, non_blocking=True)\n\n    if symmetrize_batch:\n        view1, view2 = make_batch_symmetric(batch)\n\n    with torch.cuda.amp.autocast(enabled=bool(use_amp)):\n        pred1, pred2 = model(view1, view2)\n\n        # loss is supposed to be symmetric\n        with torch.cuda.amp.autocast(enabled=False):\n            loss = criterion(view1, view2, pred1, pred2) if criterion is not None else None\n            \n            if (log_writer is not None) and (global_step % log_img_step == 0):\n                img1 = inverse_normalize(copy.deepcopy(view1[\"img\"]))[0, ...]\n                img2 = inverse_normalize(copy.deepcopy(view2[\"img\"]))[0, ...]\n                img_concat = torch.cat((img1, img2), dim=-1)\n                log_writer.add_image(f\"image_debug\", img_concat, global_step=global_step, dataformats='CHW')\n                \n                if 'depth' in pred1 and 'depth' in pred2:\n                    raw_depth_pred1 = pred1['depth'].clone()[0, ...].squeeze().detach().cpu().numpy()\n                    raw_depth_pred2 = pred2['depth'].clone()[0, ...].squeeze().detach().cpu().numpy()\n                    \n                    raw_depth_pred1_color = colorize(raw_depth_pred1, vmin=0, vmax=raw_depth_pred1.max(), cmap='Spectral')[..., :3]\n                    raw_depth_pred2_color = colorize(raw_depth_pred2, vmin=0, vmax=raw_depth_pred2.max(), cmap='Spectral')[..., :3]\n                    pred_depth_concat = np.hstack((raw_depth_pred1_color, raw_depth_pred2_color))\n                    \n                    in_camera1 = inv(view1['camera_pose'])\n                    gt_pts1 = geotrf(in_camera1, view1['pts3d'])  # B,H,W,3\n                    gt_depth1 = gt_pts1[0, :, :, -1].detach().cpu().numpy()\n                    in_camera2 = inv(view2['camera_pose'])\n                    gt_pts2 = geotrf(in_camera2, view2['pts3d'])  # B,H,W,3\n                    gt_depth2 = gt_pts2[0, :, :, -1].detach().cpu().numpy()\n                    \n                    gt_depth1_color = colorize(gt_depth1, vmin=0, vmax=gt_depth1.max(), cmap='Spectral')[..., :3]\n                    gt_depth2_color = colorize(gt_depth2, vmin=0, vmax=gt_depth2.max(), cmap='Spectral')[..., :3]\n                    gt_depth_concat = np.hstack([gt_depth1_color, gt_depth2_color])\n                    \n                    depth_concat = np.vstack([pred_depth_concat, gt_depth_concat])\n                    log_writer.add_image(f\"depth_pred\", depth_concat, global_step=global_step, dataformats='HWC')\n\n                if 'normal' in pred1 and 'normal' in pred2:\n                    pred1_normal = pred1['normal'].clone()[0, ...].detach().cpu().numpy()\n                    pred2_normal = pred2['normal'].clone()[0, ...].detach().cpu().numpy()\n                    normal1_color = normal2color(pred1_normal)\n                    normal2_color = normal2color(pred2_normal)\n                    normal_concat = np.hstack((normal1_color, normal2_color))\n                else:\n                    normal_concat = None\n                \n                if 'pts3d' in pred1:\n                    # visualize normal from depth\n                    points_img1 = (pred1['pts3d']).clone()[0, ...].detach().cpu().numpy()\n                    points_img2 = (pred2['pts3d_in_other_view']).clone()[0, ...].detach().cpu().numpy()\n                    normal1_from_depth = pcd2normal_numpy(points_img1)\n                    normal1_from_depth_color = normal2color(normal1_from_depth)\n                    normal2_from_depth = pcd2normal_numpy(points_img2)\n                    normal2_from_depth_color = normal2color(normal2_from_depth)\n                    normal_from_color_concat = np.hstack((normal1_from_depth_color, normal2_from_depth_color))\n                else:\n                    normal_from_color_concat = None\n                \n                gt1_normal = view1[\"normalmap\"].clone()[0, ...].detach().cpu().numpy()\n                if \"normalmap_transformed\" in view2:\n                    gt2_normal = view2[\"normalmap_transformed\"].clone()[0, ...].detach().cpu().numpy()\n                else:\n                    gt2_normal = view2[\"normalmap\"].clone()[0, ...].detach().cpu().numpy()\n                normal1_color_gt = normal2color(gt1_normal)\n                normal2_color_gt = normal2color(gt2_normal)\n                normal_all_concat = np.hstack((normal1_color_gt, normal2_color_gt))\n                \n                if normal_concat is not None:\n                    normal_all_concat = np.concatenate((normal_all_concat, normal_concat), axis=0)\n                if normal_from_color_concat is not None:\n                    normal_all_concat = np.concatenate((normal_all_concat, normal_from_color_concat), axis=0)\n                \n                log_writer.add_image(f\"normal_debug\", normal_all_concat, global_step=global_step, dataformats='HWC')\n\n    result = dict(view1=view1, view2=view2, pred1=pred1, pred2=pred2, loss=loss)\n    return result[ret] if ret else result\n\n\n@torch.no_grad()\ndef inference(pairs, model, device, batch_size=8, verbose=True):\n    if verbose:\n        print(f'>> Inference with model on {len(pairs)} image pairs')\n    result = []\n\n    # first, check if all images have the same size\n    multiple_shapes = not (check_if_same_size(pairs))\n    if multiple_shapes:  # force bs=1\n        batch_size = 1\n\n    for i in tqdm.trange(0, len(pairs), batch_size, disable=not verbose):\n        res = loss_of_one_batch(collate_with_cat(pairs[i:i + batch_size]), model, None, device)\n        result.append(to_cpu(res))\n\n    result = collate_with_cat(result, lists=multiple_shapes)\n\n    return result\n\n\ndef check_if_same_size(pairs):\n    shapes1 = [img1['img'].shape[-2:] for img1, img2 in pairs]\n    shapes2 = [img2['img'].shape[-2:] for img1, img2 in pairs]\n    return all(shapes1[0] == s for s in shapes1) and all(shapes2[0] == s for s in shapes2)\n\n\ndef get_pred_pts3d(gt, pred, use_pose=False):\n    if 'depth' in pred and 'pseudo_focal' in pred:\n        try:\n            pp = gt['camera_intrinsics'][..., :2, 2]\n        except KeyError:\n            pp = None\n        pts3d = depthmap_to_pts3d(**pred, pp=pp)\n\n    elif 'pts3d' in pred:\n        # pts3d from my camera\n        pts3d = pred['pts3d']\n\n    elif 'pts3d_in_other_view' in pred:\n        # pts3d from the other camera, already transformed\n        assert use_pose is True\n        return pred['pts3d_in_other_view']  # return!\n\n    if use_pose:\n        camera_pose = pred.get('camera_pose')\n        assert camera_pose is not None\n        pts3d = geotrf(camera_pose, pts3d)\n\n    return pts3d\n\n\ndef find_opt_scaling(gt_pts1, gt_pts2, pr_pts1, pr_pts2=None, fit_mode='weiszfeld_stop_grad', valid1=None, valid2=None):\n    assert gt_pts1.ndim == pr_pts1.ndim == 4\n    assert gt_pts1.shape == pr_pts1.shape\n    if gt_pts2 is not None:\n        assert gt_pts2.ndim == pr_pts2.ndim == 4\n        assert gt_pts2.shape == pr_pts2.shape\n\n    # concat the pointcloud\n    nan_gt_pts1 = invalid_to_nans(gt_pts1, valid1).flatten(1, 2)\n    nan_gt_pts2 = invalid_to_nans(gt_pts2, valid2).flatten(1, 2) if gt_pts2 is not None else None\n\n    pr_pts1 = invalid_to_nans(pr_pts1, valid1).flatten(1, 2)\n    pr_pts2 = invalid_to_nans(pr_pts2, valid2).flatten(1, 2) if pr_pts2 is not None else None\n\n    all_gt = torch.cat((nan_gt_pts1, nan_gt_pts2), dim=1) if gt_pts2 is not None else nan_gt_pts1\n    all_pr = torch.cat((pr_pts1, pr_pts2), dim=1) if pr_pts2 is not None else pr_pts1\n\n    dot_gt_pr = (all_pr * all_gt).sum(dim=-1)\n    dot_gt_gt = all_gt.square().sum(dim=-1)\n\n    if fit_mode.startswith('avg'):\n        # scaling = (all_pr / all_gt).view(B, -1).mean(dim=1)\n        scaling = dot_gt_pr.nanmean(dim=1) / dot_gt_gt.nanmean(dim=1)\n    elif fit_mode.startswith('median'):\n        scaling = (dot_gt_pr / dot_gt_gt).nanmedian(dim=1).values\n    elif fit_mode.startswith('weiszfeld'):\n        # init scaling with l2 closed form\n        scaling = dot_gt_pr.nanmean(dim=1) / dot_gt_gt.nanmean(dim=1)\n        # iterative re-weighted least-squares\n        for iter in range(10):\n            # re-weighting by inverse of distance\n            dis = (all_pr - scaling.view(-1, 1, 1) * all_gt).norm(dim=-1)\n            # print(dis.nanmean(-1))\n            w = dis.clip_(min=1e-8).reciprocal()\n            # update the scaling with the new weights\n            scaling = (w * dot_gt_pr).nanmean(dim=1) / (w * dot_gt_gt).nanmean(dim=1)\n    else:\n        raise ValueError(f'bad {fit_mode=}')\n\n    if fit_mode.endswith('stop_grad'):\n        scaling = scaling.detach()\n\n    scaling = scaling.clip(min=1e-3)\n    # assert scaling.isfinite().all(), bb()\n    return scaling\n"
  },
  {
    "path": "dust3r/losses.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# Implementation of DUSt3R training losses\n# --------------------------------------------------------\n\n# Modifications Copyright (C) <Alibaba Group>\n# Changes: loss function update\n# This is an adaptation and is distributed under the same license (CC BY-NC-SA 4.0).\n# SPDX-License-Identifier: CC-BY-NC-SA-4.0(non-commercial use only)\nfrom copy import copy, deepcopy\nimport torch\nimport torch.nn as nn\n\nfrom dust3r.inference import get_pred_pts3d, find_opt_scaling\nfrom dust3r.utils.geometry import inv, geotrf, normalize_pointcloud\nfrom dust3r.utils.geometry import get_joint_pointcloud_depth, get_joint_pointcloud_center_scale\n\n\ndef Sum(*losses_and_masks):\n    loss, mask = losses_and_masks[0]\n    if loss.ndim > 0:\n        # we are actually returning the loss for every pixels\n        return losses_and_masks\n    else:\n        # we are returning the global loss\n        for loss2, mask2 in losses_and_masks[1:]:\n            loss = loss + loss2\n        return loss\n\n\nclass BaseCriterion(nn.Module):\n    def __init__(self, reduction='mean'):\n        super().__init__()\n        self.reduction = reduction\n\n\nclass LLoss (BaseCriterion):\n    \"\"\" L-norm loss\n    \"\"\"\n\n    def forward(self, a, b):\n        assert a.shape == b.shape and a.ndim >= 2 and 1 <= a.shape[-1] <= 3, f'Bad shape = {a.shape}'\n        dist = self.distance(a, b)\n        assert dist.ndim == a.ndim - 1  # one dimension less\n        if self.reduction == 'none':\n            return dist\n        if self.reduction == 'sum':\n            return dist.sum()\n        if self.reduction == 'mean':\n            return dist.mean() if dist.numel() > 0 else dist.new_zeros(())\n        raise ValueError(f'bad {self.reduction=} mode')\n\n    def distance(self, a, b):\n        raise NotImplementedError()\n\n\nclass L21Loss (LLoss):\n    \"\"\" Euclidean distance between 3d points  \"\"\"\n\n    def distance(self, a, b):\n        return torch.norm(a - b, dim=-1)  # normalized L2 distance\n\n\nL21 = L21Loss()\n\n\nclass Criterion (nn.Module):\n    def __init__(self, criterion=None):\n        super().__init__()\n        assert isinstance(criterion, BaseCriterion), f'{criterion} is not a proper criterion!'\n        self.criterion = copy(criterion)\n\n    def get_name(self):\n        return f'{type(self).__name__}({self.criterion})'\n\n    def with_reduction(self, mode='none'):\n        res = loss = deepcopy(self)\n        while loss is not None:\n            assert isinstance(loss, Criterion)\n            loss.criterion.reduction = mode  # make it return the loss for each sample\n            loss = loss._loss2  # we assume loss is a Multiloss\n        return res\n\n\nclass MultiLoss (nn.Module):\n    \"\"\" Easily combinable losses (also keep track of individual loss values):\n        loss = MyLoss1() + 0.1*MyLoss2()\n    Usage:\n        Inherit from this class and override get_name() and compute_loss()\n    \"\"\"\n\n    def __init__(self):\n        super().__init__()\n        self._alpha = 1\n        self._loss2 = None\n\n    def compute_loss(self, *args, **kwargs):\n        raise NotImplementedError()\n\n    def get_name(self):\n        raise NotImplementedError()\n\n    def __mul__(self, alpha):\n        assert isinstance(alpha, (int, float))\n        res = copy(self)\n        res._alpha = alpha\n        return res\n    __rmul__ = __mul__  # same\n\n    def __add__(self, loss2):\n        assert isinstance(loss2, MultiLoss)\n        res = cur = copy(self)\n        # find the end of the chain\n        while cur._loss2 is not None:\n            cur = cur._loss2\n        cur._loss2 = loss2\n        return res\n\n    def __repr__(self):\n        name = self.get_name()\n        if self._alpha != 1:\n            name = f'{self._alpha:g}*{name}'\n        if self._loss2:\n            name = f'{name} + {self._loss2}'\n        return name\n\n    def forward(self, *args, **kwargs):\n        loss = self.compute_loss(*args, **kwargs)\n        if isinstance(loss, tuple):\n            loss, details = loss\n        elif loss.ndim == 0:\n            details = {self.get_name(): float(loss)}\n        else:\n            details = {}\n        loss = loss * self._alpha\n\n        if self._loss2:\n            loss2, details2 = self._loss2(*args, **kwargs)\n            loss = loss + loss2\n            details |= details2\n\n        return loss, details\n\n\nclass Regr3D (Criterion, MultiLoss):\n    \"\"\" Ensure that all 3D points are correct.\n        Asymmetric loss: view1 is supposed to be the anchor.\n\n        P1 = RT1 @ D1\n        P2 = RT2 @ D2\n        loss1 = (I @ pred_D1) - (RT1^-1 @ RT1 @ D1)\n        loss2 = (RT21 @ pred_D2) - (RT1^-1 @ P2)\n              = (RT21 @ pred_D2) - (RT1^-1 @ RT2 @ D2)\n    \"\"\"\n\n    def __init__(self, criterion, norm_mode='avg_dis', gt_scale=False):\n        super().__init__(criterion)\n        self.norm_mode = norm_mode\n        self.gt_scale = gt_scale\n\n    def get_all_pts3d(self, gt1, gt2, pred1, pred2, dist_clip=None):\n        # everything is normalized w.r.t. camera of view1\n        in_camera1 = inv(gt1['camera_pose'])\n        gt_pts1 = geotrf(in_camera1, gt1['pts3d'])  # B,H,W,3\n        gt_pts2 = geotrf(in_camera1, gt2['pts3d'])  # B,H,W,3\n\n        valid1 = gt1['valid_mask'].clone()\n        valid2 = gt2['valid_mask'].clone()\n\n        if dist_clip is not None:\n            # points that are too far-away == invalid\n            dis1 = gt_pts1.norm(dim=-1)  # (B, H, W)\n            dis2 = gt_pts2.norm(dim=-1)  # (B, H, W)\n            valid1 = valid1 & (dis1 <= dist_clip)\n            valid2 = valid2 & (dis2 <= dist_clip)\n\n        pr_pts1 = get_pred_pts3d(gt1, pred1, use_pose=False)\n        pr_pts2 = get_pred_pts3d(gt2, pred2, use_pose=True)\n\n        # normalize 3d points\n        if self.norm_mode:\n            pr_pts1, pr_pts2 = normalize_pointcloud(pr_pts1, pr_pts2, self.norm_mode, valid1, valid2)\n        if self.norm_mode and not self.gt_scale:\n            gt_pts1, gt_pts2 = normalize_pointcloud(gt_pts1, gt_pts2, self.norm_mode, valid1, valid2)\n\n        return gt_pts1, gt_pts2, pr_pts1, pr_pts2, valid1, valid2, {}\n\n    def compute_loss(self, gt1, gt2, pred1, pred2, **kw):\n        gt_pts1, gt_pts2, pred_pts1, pred_pts2, mask1, mask2, monitoring = \\\n            self.get_all_pts3d(gt1, gt2, pred1, pred2, **kw)\n        # loss on img1 side\n        l1 = self.criterion(pred_pts1[mask1], gt_pts1[mask1])\n        # loss on gt2 side\n        l2 = self.criterion(pred_pts2[mask2], gt_pts2[mask2])\n        self_name = type(self).__name__\n        details = {self_name + '_pts3d_1': float(l1.mean()), self_name + '_pts3d_2': float(l2.mean())}\n        return Sum((l1, mask1), (l2, mask2)), (details | monitoring)\n\n\nclass ConfLoss (MultiLoss):\n    \"\"\" Weighted regression by learned confidence.\n        Assuming the input pixel_loss is a pixel-level regression loss.\n\n    Principle:\n        high-confidence means high conf = 0.1 ==> conf_loss = x / 10 + alpha*log(10)\n        low  confidence means low  conf = 10  ==> conf_loss = x * 10 - alpha*log(10) \n\n        alpha: hyperparameter\n    \"\"\"\n\n    def __init__(self, pixel_loss, alpha=1):\n        super().__init__()\n        assert alpha > 0\n        self.alpha = alpha\n        self.pixel_loss = pixel_loss.with_reduction('none')\n\n    def get_name(self):\n        return f'ConfLoss({self.pixel_loss})'\n\n    def get_conf_log(self, x):\n        return x, torch.log(x)\n    \n    def get_conf_mask(self, gt1):\n        '''\n        Only apply conf loss on ACENNR/ABO/GObjaverse\n        Maybe useless: TODO\n        '''\n        datatype_list = gt1['dataset']\n        need_conf_mask = torch.tensor([False] * len(datatype_list)).to(gt1['pts3d'].device)\n        for datatype in datatype_list:\n            if datatype in [\"AceNNRRaw\", \"ABO\", \"GObjaverse\"]:\n                need_conf_mask[datatype_list.index(datatype)] = True\n        return need_conf_mask\n\n    def compute_loss(self, gt1, gt2, pred1, pred2, **kw):\n        ((loss1, msk1), (loss2, msk2)), details = self.pixel_loss(gt1, gt2, pred1, pred2, **kw)\n        if loss1.numel() == 0:\n            print('NO VALID POINTS in img1', force=True)\n        if loss2.numel() == 0:\n            print('NO VALID POINTS in img2', force=True)\n\n        # weight by confidence\n        conf1, log_conf1 = self.get_conf_log(pred1['conf'][msk1])\n        conf2, log_conf2 = self.get_conf_log(pred2['conf'][msk2])\n        conf_loss1 = loss1 * conf1 - self.alpha * log_conf1\n        conf_loss2 = loss2 * conf2 - self.alpha * log_conf2\n\n        # average + nan protection (in case of no valid pixels at all)\n        conf_loss1 = conf_loss1.mean() if conf_loss1.numel() > 0 else 0\n        conf_loss2 = conf_loss2.mean() if conf_loss2.numel() > 0 else 0\n        count_loss = conf_loss1 + conf_loss2\n        \n        # if \"normal\" in pred1:\n        #     count_loss = count_loss + details[\"normal_loss_count\"] * 0.1\n\n        return count_loss, dict(conf_loss_1=float(conf_loss1), conf_loss2=float(conf_loss2), **details)\n\n\nclass Regr3D_ShiftInv (Regr3D):\n    \"\"\" Same than Regr3D but invariant to depth shift.\n    \"\"\"\n\n    def get_all_pts3d(self, gt1, gt2, pred1, pred2):\n        # compute unnormalized points\n        gt_pts1, gt_pts2, pred_pts1, pred_pts2, mask1, mask2, monitoring = \\\n            super().get_all_pts3d(gt1, gt2, pred1, pred2)\n\n        # compute median depth\n        gt_z1, gt_z2 = gt_pts1[..., 2], gt_pts2[..., 2]\n        pred_z1, pred_z2 = pred_pts1[..., 2], pred_pts2[..., 2]\n        gt_shift_z = get_joint_pointcloud_depth(gt_z1, gt_z2, mask1, mask2)[:, None, None]\n        pred_shift_z = get_joint_pointcloud_depth(pred_z1, pred_z2, mask1, mask2)[:, None, None]\n\n        # subtract the median depth\n        gt_z1 -= gt_shift_z\n        gt_z2 -= gt_shift_z\n        pred_z1 -= pred_shift_z\n        pred_z2 -= pred_shift_z\n\n        # monitoring = dict(monitoring, gt_shift_z=gt_shift_z.mean().detach(), pred_shift_z=pred_shift_z.mean().detach())\n        return gt_pts1, gt_pts2, pred_pts1, pred_pts2, mask1, mask2, monitoring\n\n\nclass Regr3D_ScaleInv (Regr3D):\n    \"\"\" Same than Regr3D but invariant to depth shift.\n        if gt_scale == True: enforce the prediction to take the same scale than GT\n    \"\"\"\n\n    def get_all_pts3d(self, gt1, gt2, pred1, pred2):\n        # compute depth-normalized points\n        gt_pts1, gt_pts2, pred_pts1, pred_pts2, mask1, mask2, monitoring = super().get_all_pts3d(gt1, gt2, pred1, pred2)\n\n        # measure scene scale\n        _, gt_scale = get_joint_pointcloud_center_scale(gt_pts1, gt_pts2, mask1, mask2)\n        _, pred_scale = get_joint_pointcloud_center_scale(pred_pts1, pred_pts2, mask1, mask2)\n\n        # prevent predictions to be in a ridiculous range\n        pred_scale = pred_scale.clip(min=1e-3, max=1e3)\n\n        # subtract the median depth\n        if self.gt_scale:\n            pred_pts1 *= gt_scale / pred_scale\n            pred_pts2 *= gt_scale / pred_scale\n            # monitoring = dict(monitoring, pred_scale=(pred_scale/gt_scale).mean())\n        else:\n            gt_pts1 /= gt_scale\n            gt_pts2 /= gt_scale\n            pred_pts1 /= pred_scale\n            pred_pts2 /= pred_scale\n            # monitoring = dict(monitoring, gt_scale=gt_scale.mean(), pred_scale=pred_scale.mean().detach())\n\n        return gt_pts1, gt_pts2, pred_pts1, pred_pts2, mask1, mask2, monitoring\n\n\nclass Regr3D_ScaleShiftInv (Regr3D_ScaleInv, Regr3D_ShiftInv):\n    # calls Regr3D_ShiftInv first, then Regr3D_ScaleInv\n    pass\n"
  },
  {
    "path": "dust3r/model.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# DUSt3R model class\n# --------------------------------------------------------\n\n# Modifications Copyright (C) <Alibaba Group>\n# Changes: model definition\n# This is an adaptation and is distributed under the same license (CC BY-NC-SA 4.0).\n# SPDX-License-Identifier: CC-BY-NC-SA-4.0(non-commercial use only)\n\nfrom copy import deepcopy\nimport torch\n\nfrom .utils.misc import fill_default_args, freeze_all_params, is_symmetrized, interleave, transpose_to_landscape\nfrom .heads import head_factory\nfrom dust3r.patch_embed import get_patch_embed\n\nimport dust3r.utils.path_to_croco  # noqa: F401\nfrom models.croco import CroCoNet  # noqa\ninf = float('inf')\n\n\nclass AsymmetricCroCo3DStereo (CroCoNet):\n    \"\"\" Two siamese encoders, followed by two decoders.\n    The goal is to output 3d points directly, both images in view1's frame\n    (hence the asymmetry).   \n    \"\"\"\n\n    def __init__(self,\n                 output_mode='pts3d',\n                 head_type='linear',\n                 depth_mode=('exp', -inf, inf),\n                 conf_mode=None,\n                 freeze='none',\n                 landscape_only=True,\n                 patch_embed_cls='PatchEmbedDust3R',  # PatchEmbedDust3R or ManyAR_PatchEmbed\n                 atm_size=(24, 24),\n                 normal_mode=None,\n                 symmetrize_dec=False,\n                 **croco_kwargs):\n        self.atm_size = atm_size # h,w\n        self.patch_embed_cls = patch_embed_cls\n        self.croco_args = fill_default_args(croco_kwargs, super().__init__)\n        super().__init__(**croco_kwargs)\n\n        # dust3r specific initialization\n        self.symmetrize_dec = symmetrize_dec\n        if not symmetrize_dec:\n            self.dec_blocks2 = deepcopy(self.dec_blocks)\n        self.set_downstream_head(output_mode, head_type, landscape_only, depth_mode, conf_mode, normal_mode, **croco_kwargs)\n        self.set_freeze(freeze)\n\n    def _set_patch_embed(self, img_size=224, patch_size=16, enc_embed_dim=768):\n        self.patch_embed = get_patch_embed(self.patch_embed_cls, img_size, patch_size, enc_embed_dim)\n\n    def load_state_dict(self, ckpt, **kw):\n        # duplicate all weights for the second decoder if not present\n        new_ckpt = dict(ckpt)\n        # for key, value in ckpt.items():\n        #     if key.startswith('downstream_head1') or key.startswith('downstream_head2'):\n        #         new_ckpt.pop(key)\n        if not any(k.startswith('dec_blocks2') for k in ckpt) and (not self.symmetrize_dec):\n            for key, value in ckpt.items():\n                if key.startswith('dec_blocks'):\n                    new_ckpt[key.replace('dec_blocks', 'dec_blocks2')] = value\n        return super().load_state_dict(new_ckpt, **kw)\n\n    def set_freeze(self, freeze):  # this is for use by downstream models\n        self.freeze = freeze\n        to_be_frozen = {\n            'none':     [],\n            'mask':     [self.mask_token],\n            'encoder':  [self.mask_token, self.patch_embed, self.enc_blocks],\n        }\n        freeze_all_params(to_be_frozen[freeze])\n\n    def _set_prediction_head(self, *args, **kwargs):\n        \"\"\" No prediction head \"\"\"\n        return\n\n    def _encode_image(self, image, true_shape):\n        # embed the image into patches  (x has size B x Npatches x C)\n        if self.pos_embed.startswith(\"ATMRoPE\"):\n            atm_size = self.atm_size\n        else:\n            atm_size = None\n        x, pos = self.patch_embed(image, true_shape=true_shape, atm_size=atm_size)\n\n        if self.pos_embed.startswith(\"RoPE\"):\n            assert self.enc_pos_embed is None\n        \n        # now apply the transformer encoder and normalization\n        for blk in self.enc_blocks:\n            x = blk(x, pos)\n\n        x = self.enc_norm(x)\n        return x, pos, None\n\n    def _encode_image_pairs(self, img1, img2, true_shape1, true_shape2):\n        if img1.shape[-2:] == img2.shape[-2:]:\n            out, pos, _ = self._encode_image(torch.cat((img1, img2), dim=0),\n                                             torch.cat((true_shape1, true_shape2), dim=0))\n            out, out2 = out.chunk(2, dim=0)\n            pos, pos2 = pos.chunk(2, dim=0)\n        else:\n            out, pos, _ = self._encode_image(img1, true_shape1)\n            out2, pos2, _ = self._encode_image(img2, true_shape2)\n        return out, out2, pos, pos2\n\n    def _encode_symmetrized(self, view1, view2):\n        img1 = view1['img']\n        img2 = view2['img']\n        B = img1.shape[0]\n        # Recover true_shape when available, otherwise assume that the img shape is the true one\n        shape1 = view1.get('true_shape', torch.tensor(img1.shape[-2:])[None].repeat(B, 1))\n        shape2 = view2.get('true_shape', torch.tensor(img2.shape[-2:])[None].repeat(B, 1))\n        # warning! maybe the images have different portrait/landscape orientations\n\n        if is_symmetrized(view1, view2):\n            # computing half of forward pass!'\n            feat1, feat2, pos1, pos2 = self._encode_image_pairs(img1[::2], img2[::2], shape1[::2], shape2[::2])\n            feat1, feat2 = interleave(feat1, feat2)\n            pos1, pos2 = interleave(pos1, pos2)\n        else:\n            feat1, feat2, pos1, pos2 = self._encode_image_pairs(img1, img2, shape1, shape2)\n\n        return (shape1, shape2), (feat1, feat2), (pos1, pos2)\n\n    def _decoder(self, f1, pos1, f2, pos2):\n        final_output = [(f1, f2)]  # before projection\n\n        # project to decoder dim\n        f1 = self.decoder_embed(f1)\n        f2 = self.decoder_embed(f2)\n\n        final_output.append((f1, f2))\n        if self.symmetrize_dec:\n            zip_dec_blocks = zip(self.dec_blocks, self.dec_blocks)\n        else:\n            zip_dec_blocks = zip(self.dec_blocks, self.dec_blocks2)\n        for blk1, blk2 in zip_dec_blocks:\n            # img1 side\n            f1, _ = blk1(*final_output[-1][::+1], pos1, pos2)\n            # img2 side\n            f2, _ = blk2(*final_output[-1][::-1], pos2, pos1)\n            # store the result\n            final_output.append((f1, f2))\n\n        # normalize last output\n        del final_output[1]  # duplicate with final_output[0]\n        final_output[-1] = tuple(map(self.dec_norm, final_output[-1]))\n        return zip(*final_output)\n\n    def _downstream_head(self, head_num, decout, img_shape):\n        B, S, D = decout[-1].shape\n        # img_shape = tuple(map(int, img_shape))\n        head = getattr(self, f'head{head_num}')\n        return head(decout, img_shape)\n\n    def forward(self, view1, view2):\n        # encode the two images --> B,S,D\n        (shape1, shape2), (feat1, feat2), (pos1, pos2) = self._encode_symmetrized(view1, view2)\n        # feat1: torch.Size([2, 448, 1024]) batchsize, num_patches, encode_dim\n\n        # combine all ref images into object-centric representation\n        dec1, dec2 = self._decoder(feat1, pos1, feat2, pos2)\n\n        with torch.cuda.amp.autocast(enabled=False):\n            if self.output_mode == \"unify\":\n                res1 = self.local_head([tok.float() for tok in dec1], shape1)\n                res2 = self.global_head([tok.float() for tok in dec2], shape2)\n                \n                normal_res1 = self.normal_head([tok.float() for tok in dec1], shape1)\n                normal_res2 = self.normal_head([tok.float() for tok in dec2], shape2)\n                \n                res1['normal'] = normal_res1['normal']\n                res2['normal'] = normal_res2['normal']\n            else:\n                raise NotImplementedError\n\n        if 'pts3d' in res2:\n            res2['pts3d_in_other_view'] = res2.pop('pts3d')  # predict view2's pts3d in view1's frame\n        return res1, res2\n"
  },
  {
    "path": "dust3r/optim_factory.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# optimization functions\n# --------------------------------------------------------\n\n\ndef adjust_learning_rate_by_lr(optimizer, lr):\n    for param_group in optimizer.param_groups:\n        if \"lr_scale\" in param_group:\n            param_group[\"lr\"] = lr * param_group[\"lr_scale\"]\n        else:\n            param_group[\"lr\"] = lr\n"
  },
  {
    "path": "dust3r/patch_embed.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# PatchEmbed implementation for DUST3R,\n# in particular ManyAR_PatchEmbed that Handle images with non-square aspect ratio\n# --------------------------------------------------------\nimport torch\nimport torch.nn as nn\nimport dust3r.utils.path_to_croco  # noqa: F401\nfrom models.blocks import PatchEmbed  # noqa\n\n\ndef get_patch_embed(patch_embed_cls, img_size, patch_size, enc_embed_dim):\n    assert patch_embed_cls in ['PatchEmbedDust3R', 'ManyAR_PatchEmbed']\n    patch_embed = eval(patch_embed_cls)(img_size, patch_size, 3, enc_embed_dim)\n    return patch_embed\n\n\nclass PatchEmbedDust3R(PatchEmbed):\n    def forward(self, x, **kw):\n        B, C, H, W = x.shape\n        assert H % self.patch_size[0] == 0, f\"Input image height ({H}) is not a multiple of patch size ({self.patch_size[0]}).\"\n        assert W % self.patch_size[1] == 0, f\"Input image width ({W}) is not a multiple of patch size ({self.patch_size[1]}).\"\n        x = self.proj(x)\n        pos = self.position_getter(B, x.size(2), x.size(3), x.device)\n        if self.flatten:\n            x = x.flatten(2).transpose(1, 2)  # BCHW -> BNC\n        x = self.norm(x)\n        return x, pos\n\n\nclass ManyAR_PatchEmbed (PatchEmbed):\n    \"\"\" Handle images with non-square aspect ratio.\n        All images in the same batch have the same aspect ratio.\n        true_shape = [(height, width) ...] indicates the actual shape of each image.\n    \"\"\"\n\n    def __init__(self, img_size=224, patch_size=16, in_chans=3, embed_dim=768, norm_layer=None, flatten=True):\n        self.embed_dim = embed_dim\n        super().__init__(img_size, patch_size, in_chans, embed_dim, norm_layer, flatten)\n\n    def forward(self, img, true_shape, atm_size=None):\n        B, C, H, W = img.shape\n        assert W >= H, f'img should be in landscape mode, but got {W=} {H=}'\n        assert H % self.patch_size[0] == 0, f\"Input image height ({H}) is not a multiple of patch size ({self.patch_size[0]}).\"\n        assert W % self.patch_size[1] == 0, f\"Input image width ({W}) is not a multiple of patch size ({self.patch_size[1]}).\"\n        assert true_shape.shape == (B, 2), f\"true_shape has the wrong shape={true_shape.shape}\"\n\n        # size expressed in tokens\n        W //= self.patch_size[0]\n        H //= self.patch_size[1]\n        n_tokens = H * W\n\n        height, width = true_shape.T\n        is_landscape = (width >= height)\n        is_portrait = ~is_landscape\n\n        # allocate result\n        x = img.new_zeros((B, n_tokens, self.embed_dim))\n        pos = img.new_zeros((B, n_tokens, 2), dtype=torch.int64)\n\n        # linear projection, transposed if necessary\n        # note: self.proj = nn.Conv2d(in_chans, embed_dim, kernel_size=patch_size, stride=patch_size)\n        # note: landscape[w>h], portrait[w<h], img: BCHW, 0231 -> BHWC, swapaxes+0231 -> BWHC\n        x[is_landscape] = self.proj(img[is_landscape]).permute(0, 2, 3, 1).flatten(1, 2).float()\n        x[is_portrait] = self.proj(img[is_portrait].swapaxes(-1, -2)).permute(0, 2, 3, 1).flatten(1, 2).float()\n\n        pos[is_landscape] = self.position_getter(1, H, W, pos.device)\n        pos[is_portrait] = self.position_getter(1, W, H, pos.device)\n\n        x = self.norm(x)\n        return x, pos\n"
  },
  {
    "path": "dust3r/post_process.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# utilities for interpreting the DUST3R output\n# --------------------------------------------------------\nimport numpy as np\nimport torch\nfrom dust3r.utils.geometry import xy_grid\n\n\ndef estimate_focal_knowing_depth(pts3d, pp, focal_mode='median', min_focal=0.5, max_focal=3.5):\n    \"\"\" Reprojection method, for when the absolute depth is known:\n        1) estimate the camera focal using a robust estimator\n        2) reproject points onto true rays, minimizing a certain error\n    \"\"\"\n    B, H, W, THREE = pts3d.shape\n    assert THREE == 3\n\n    # centered pixel grid\n    pixels = xy_grid(W, H, device=pts3d.device).view(1, -1, 2) - pp.view(-1, 1, 2)  # B,HW,2\n    pts3d = pts3d.flatten(1, 2)  # (B, HW, 3)\n\n    if focal_mode == 'median':\n        with torch.no_grad():\n            # direct estimation of focal\n            u, v = pixels.unbind(dim=-1)\n            x, y, z = pts3d.unbind(dim=-1)\n            fx_votes = (u * z) / x\n            fy_votes = (v * z) / y\n\n            # assume square pixels, hence same focal for X and Y\n            f_votes = torch.cat((fx_votes.view(B, -1), fy_votes.view(B, -1)), dim=-1)\n            focal = torch.nanmedian(f_votes, dim=-1).values\n\n    elif focal_mode == 'weiszfeld':\n        # init focal with l2 closed form\n        # we try to find focal = argmin Sum | pixel - focal * (x,y)/z|\n        xy_over_z = (pts3d[..., :2] / pts3d[..., 2:3]).nan_to_num(posinf=0, neginf=0)  # homogeneous (x,y,1)\n\n        dot_xy_px = (xy_over_z * pixels).sum(dim=-1)\n        dot_xy_xy = xy_over_z.square().sum(dim=-1)\n\n        focal = dot_xy_px.mean(dim=1) / dot_xy_xy.mean(dim=1)\n\n        # iterative re-weighted least-squares\n        for iter in range(10):\n            # re-weighting by inverse of distance\n            dis = (pixels - focal.view(-1, 1, 1) * xy_over_z).norm(dim=-1)\n            # print(dis.nanmean(-1))\n            w = dis.clip(min=1e-8).reciprocal()\n            # update the scaling with the new weights\n            focal = (w * dot_xy_px).mean(dim=1) / (w * dot_xy_xy).mean(dim=1)\n    else:\n        raise ValueError(f'bad {focal_mode=}')\n\n    focal_base = max(H, W) / (2 * np.tan(np.deg2rad(60) / 2))  # size / 1.1547005383792515\n    focal = focal.clip(min=min_focal*focal_base, max=max_focal*focal_base)\n    # print(focal)\n    return focal\n"
  },
  {
    "path": "dust3r/utils/__init__.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n"
  },
  {
    "path": "dust3r/utils/device.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# utilitary functions for DUSt3R\n# --------------------------------------------------------\nimport numpy as np\nimport torch\n\n\ndef todevice(batch, device, callback=None, non_blocking=False):\n    ''' Transfer some variables to another device (i.e. GPU, CPU:torch, CPU:numpy).\n\n    batch: list, tuple, dict of tensors or other things\n    device: pytorch device or 'numpy'\n    callback: function that would be called on every sub-elements.\n    '''\n    if callback:\n        batch = callback(batch)\n\n    if isinstance(batch, dict):\n        return {k: todevice(v, device) for k, v in batch.items()}\n\n    if isinstance(batch, (tuple, list)):\n        return type(batch)(todevice(x, device) for x in batch)\n\n    x = batch\n    if device == 'numpy':\n        if isinstance(x, torch.Tensor):\n            x = x.detach().cpu().numpy()\n    elif x is not None:\n        if isinstance(x, np.ndarray):\n            x = torch.from_numpy(x)\n        if torch.is_tensor(x):\n            x = x.to(device, non_blocking=non_blocking)\n    return x\n\n\nto_device = todevice  # alias\n\n\ndef to_numpy(x): return todevice(x, 'numpy')\ndef to_cpu(x): return todevice(x, 'cpu')\ndef to_cuda(x): return todevice(x, 'cuda')\n\n\ndef collate_with_cat(whatever, lists=False):\n    if isinstance(whatever, dict):\n        return {k: collate_with_cat(vals, lists=lists) for k, vals in whatever.items()}\n\n    elif isinstance(whatever, (tuple, list)):\n        if len(whatever) == 0:\n            return whatever\n        elem = whatever[0]\n        T = type(whatever)\n\n        if elem is None:\n            return None\n        if isinstance(elem, (bool, float, int, str)):\n            return whatever\n        if isinstance(elem, tuple):\n            return T(collate_with_cat(x, lists=lists) for x in zip(*whatever))\n        if isinstance(elem, dict):\n            return {k: collate_with_cat([e[k] for e in whatever], lists=lists) for k in elem}\n\n        if isinstance(elem, torch.Tensor):\n            return listify(whatever) if lists else torch.cat(whatever)\n        if isinstance(elem, np.ndarray):\n            return listify(whatever) if lists else torch.cat([torch.from_numpy(x) for x in whatever])\n\n        # otherwise, we just chain lists\n        return sum(whatever, T())\n\n\ndef listify(elems):\n    return [x for e in elems for x in e]\n"
  },
  {
    "path": "dust3r/utils/geometry.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# geometry utilitary functions\n# --------------------------------------------------------\nimport torch\nimport numpy as np\nfrom scipy.spatial import cKDTree as KDTree\n\nfrom dust3r.utils.misc import invalid_to_zeros, invalid_to_nans\nfrom dust3r.utils.device import to_numpy\n\n\ndef xy_grid(W, H, device=None, origin=(0, 0), unsqueeze=None, cat_dim=-1, homogeneous=False, **arange_kw):\n    \"\"\" Output a (H,W,2) array of int32 \n        with output[j,i,0] = i + origin[0]\n             output[j,i,1] = j + origin[1]\n    \"\"\"\n    if device is None:\n        # numpy\n        arange, meshgrid, stack, ones = np.arange, np.meshgrid, np.stack, np.ones\n    else:\n        # torch\n        arange = lambda *a, **kw: torch.arange(*a, device=device, **kw)\n        meshgrid, stack = torch.meshgrid, torch.stack\n        ones = lambda *a: torch.ones(*a, device=device)\n\n    tw, th = [arange(o, o + s, **arange_kw) for s, o in zip((W, H), origin)]\n    grid = meshgrid(tw, th, indexing='xy')\n    if homogeneous:\n        grid = grid + (ones((H, W)),)\n    if unsqueeze is not None:\n        grid = (grid[0].unsqueeze(unsqueeze), grid[1].unsqueeze(unsqueeze))\n    if cat_dim is not None:\n        grid = stack(grid, cat_dim)\n    return grid\n\n\ndef geotrf(Trf, pts, ncol=None, norm=False):\n    \"\"\" Apply a geometric transformation to a list of 3-D points.\n\n    H: 3x3 or 4x4 projection matrix (typically a Homography)\n    p: numpy/torch/tuple of coordinates. Shape must be (...,2) or (...,3)\n\n    ncol: int. number of columns of the result (2 or 3)\n    norm: float. if != 0, the resut is projected on the z=norm plane.\n\n    Returns an array of projected 2d points.\n    \"\"\"\n    assert Trf.ndim >= 2\n    if isinstance(Trf, np.ndarray):\n        pts = np.asarray(pts)\n    elif isinstance(Trf, torch.Tensor):\n        pts = torch.as_tensor(pts, dtype=Trf.dtype)\n\n    # adapt shape if necessary\n    output_reshape = pts.shape[:-1]\n    ncol = ncol or pts.shape[-1]\n\n    # optimized code\n    if (isinstance(Trf, torch.Tensor) and isinstance(pts, torch.Tensor) and\n            Trf.ndim == 3 and pts.ndim == 4):\n        d = pts.shape[3]\n        if Trf.shape[-1] == d:\n            pts = torch.einsum(\"bij, bhwj -> bhwi\", Trf, pts)\n        elif Trf.shape[-1] == d + 1:\n            pts = torch.einsum(\"bij, bhwj -> bhwi\", Trf[:, :d, :d], pts) + Trf[:, None, None, :d, d]\n        else:\n            raise ValueError(f'bad shape, not ending with 3 or 4, for {pts.shape=}')\n    else:\n        if Trf.ndim >= 3:\n            n = Trf.ndim - 2\n            assert Trf.shape[:n] == pts.shape[:n], 'batch size does not match'\n            Trf = Trf.reshape(-1, Trf.shape[-2], Trf.shape[-1])\n\n            if pts.ndim > Trf.ndim:\n                # Trf == (B,d,d) & pts == (B,H,W,d) --> (B, H*W, d)\n                pts = pts.reshape(Trf.shape[0], -1, pts.shape[-1])\n            elif pts.ndim == 2:\n                # Trf == (B,d,d) & pts == (B,d) --> (B, 1, d)\n                pts = pts[:, None, :]\n\n        if pts.shape[-1] + 1 == Trf.shape[-1]:\n            Trf = Trf.swapaxes(-1, -2)  # transpose Trf\n            pts = pts @ Trf[..., :-1, :] + Trf[..., -1:, :]\n        elif pts.shape[-1] == Trf.shape[-1]:\n            Trf = Trf.swapaxes(-1, -2)  # transpose Trf\n            pts = pts @ Trf\n        else:\n            pts = Trf @ pts.T\n            if pts.ndim >= 2:\n                pts = pts.swapaxes(-1, -2)\n\n    if norm:\n        pts = pts / pts[..., -1:]  # DONT DO /= BECAUSE OF WEIRD PYTORCH BUG\n        if norm != 1:\n            pts *= norm\n\n    res = pts[..., :ncol].reshape(*output_reshape, ncol)\n    return res\n\n\ndef inv(mat):\n    \"\"\" Invert a torch or numpy matrix\n    \"\"\"\n    if isinstance(mat, torch.Tensor):\n        return torch.linalg.inv(mat)\n    if isinstance(mat, np.ndarray):\n        return np.linalg.inv(mat)\n    raise ValueError(f'bad matrix type = {type(mat)}')\n\n\ndef depthmap_to_pts3d(depth, pseudo_focal, pp=None, **_):\n    \"\"\"\n    Args:\n        - depthmap (BxHxW array):\n        - pseudo_focal: [B,H,W] ; [B,2,H,W] or [B,1,H,W]\n    Returns:\n        pointmap of absolute coordinates (BxHxWx3 array)\n    \"\"\"\n\n    if len(depth.shape) == 4:\n        B, H, W, n = depth.shape\n    else:\n        B, H, W = depth.shape\n        n = None\n\n    if len(pseudo_focal.shape) == 3:  # [B,H,W]\n        pseudo_focalx = pseudo_focaly = pseudo_focal\n    elif len(pseudo_focal.shape) == 4:  # [B,2,H,W] or [B,1,H,W]\n        pseudo_focalx = pseudo_focal[:, 0]\n        if pseudo_focal.shape[1] == 2:\n            pseudo_focaly = pseudo_focal[:, 1]\n        else:\n            pseudo_focaly = pseudo_focalx\n    else:\n        raise NotImplementedError(\"Error, unknown input focal shape format.\")\n\n    assert pseudo_focalx.shape == depth.shape[:3]\n    assert pseudo_focaly.shape == depth.shape[:3]\n    grid_x, grid_y = xy_grid(W, H, cat_dim=0, device=depth.device)[:, None]\n\n    # set principal point\n    if pp is None:\n        grid_x = grid_x - (W - 1) / 2\n        grid_y = grid_y - (H - 1) / 2\n    else:\n        grid_x = grid_x.expand(B, -1, -1) - pp[:, 0, None, None]\n        grid_y = grid_y.expand(B, -1, -1) - pp[:, 1, None, None]\n\n    if n is None:\n        pts3d = torch.empty((B, H, W, 3), device=depth.device)\n        pts3d[..., 0] = depth * grid_x / pseudo_focalx\n        pts3d[..., 1] = depth * grid_y / pseudo_focaly\n        pts3d[..., 2] = depth\n    else:\n        pts3d = torch.empty((B, H, W, 3, n), device=depth.device)\n        pts3d[..., 0, :] = depth * (grid_x / pseudo_focalx)[..., None]\n        pts3d[..., 1, :] = depth * (grid_y / pseudo_focaly)[..., None]\n        pts3d[..., 2, :] = depth\n    return pts3d\n\n\ndef depthmap_to_camera_coordinates(depthmap, camera_intrinsics, pseudo_focal=None):\n    \"\"\"\n    Args:\n        - depthmap (HxW array):\n        - camera_intrinsics: a 3x3 matrix\n    Returns:\n        pointmap of absolute coordinates (HxWx3 array), and a mask specifying valid pixels.\n    \"\"\"\n    camera_intrinsics = np.float32(camera_intrinsics)\n    H, W = depthmap.shape\n\n    # Compute 3D ray associated with each pixel\n    # Strong assumption: there are no skew terms\n    assert camera_intrinsics[0, 1] == 0.0\n    assert camera_intrinsics[1, 0] == 0.0\n    if pseudo_focal is None:\n        fu = camera_intrinsics[0, 0]\n        fv = camera_intrinsics[1, 1]\n    else:\n        assert pseudo_focal.shape == (H, W)\n        fu = fv = pseudo_focal\n    cu = camera_intrinsics[0, 2]\n    cv = camera_intrinsics[1, 2]\n\n    u, v = np.meshgrid(np.arange(W), np.arange(H))\n    z_cam = depthmap\n    x_cam = (u - cu) * z_cam / fu\n    y_cam = (v - cv) * z_cam / fv\n    X_cam = np.stack((x_cam, y_cam, z_cam), axis=-1).astype(np.float32)\n\n    # Mask for valid coordinates\n    valid_mask = (depthmap > 0.0)\n    return X_cam, valid_mask\n\n\ndef depthmap_to_absolute_camera_coordinates(depthmap, camera_intrinsics, camera_pose, return_pts_view=False, **kw):\n    \"\"\"\n    Args:\n        - depthmap (HxW array):\n        - camera_intrinsics: a 3x3 matrix\n        - camera_pose: a 4x3 or 4x4 cam2world matrix\n    Returns:\n        pointmap of absolute coordinates (HxWx3 array), and a mask specifying valid pixels.\"\"\"\n    X_cam, valid_mask = depthmap_to_camera_coordinates(depthmap, camera_intrinsics)\n\n    X_world = X_cam # default\n    if camera_pose is not None:\n        # R_cam2world = np.float32(camera_params[\"R_cam2world\"])\n        # t_cam2world = np.float32(camera_params[\"t_cam2world\"]).squeeze()\n        R_cam2world = camera_pose[:3, :3]\n        t_cam2world = camera_pose[:3, 3]\n\n        # Express in absolute coordinates (invalid depth values)\n        X_world = np.einsum(\"ik, vuk -> vui\", R_cam2world, X_cam) + t_cam2world[None, None, :]\n    \n    if return_pts_view:\n        return X_world, X_cam, valid_mask\n    else:\n        return X_world, valid_mask\n\n\ndef colmap_to_opencv_intrinsics(K):\n    \"\"\"\n    Modify camera intrinsics to follow a different convention.\n    Coordinates of the center of the top-left pixels are by default:\n    - (0.5, 0.5) in Colmap\n    - (0,0) in OpenCV\n    \"\"\"\n    K = K.copy()\n    K[0, 2] -= 0.5\n    K[1, 2] -= 0.5\n    return K\n\n\ndef opencv_to_colmap_intrinsics(K):\n    \"\"\"\n    Modify camera intrinsics to follow a different convention.\n    Coordinates of the center of the top-left pixels are by default:\n    - (0.5, 0.5) in Colmap\n    - (0,0) in OpenCV\n    \"\"\"\n    K = K.copy()\n    K[0, 2] += 0.5\n    K[1, 2] += 0.5\n    return K\n\n\ndef normalize_pointcloud(pts1, pts2, norm_mode='avg_dis', valid1=None, valid2=None, ret_factor=False):\n    \"\"\" renorm pointmaps pts1, pts2 with norm_mode\n    \"\"\"\n    assert pts1.ndim >= 3 and pts1.shape[-1] == 3\n    assert pts2 is None or (pts2.ndim >= 3 and pts2.shape[-1] == 3)\n    norm_mode, dis_mode = norm_mode.split('_')\n\n    if norm_mode == 'avg':\n        # gather all points together (joint normalization)\n        nan_pts1, nnz1 = invalid_to_zeros(pts1, valid1, ndim=3)\n        nan_pts2, nnz2 = invalid_to_zeros(pts2, valid2, ndim=3) if pts2 is not None else (None, 0)\n        all_pts = torch.cat((nan_pts1, nan_pts2), dim=1) if pts2 is not None else nan_pts1\n\n        # compute distance to origin\n        all_dis = all_pts.norm(dim=-1)\n        if dis_mode == 'dis':\n            pass  # do nothing\n        elif dis_mode == 'log1p':\n            all_dis = torch.log1p(all_dis)\n        elif dis_mode == 'warp-log1p':\n            # actually warp input points before normalizing them\n            log_dis = torch.log1p(all_dis)\n            warp_factor = log_dis / all_dis.clip(min=1e-8)\n            H1, W1 = pts1.shape[1:-1]\n            pts1 = pts1 * warp_factor[:, :W1 * H1].view(-1, H1, W1, 1)\n            if pts2 is not None:\n                H2, W2 = pts2.shape[1:-1]\n                pts2 = pts2 * warp_factor[:, W1 * H1:].view(-1, H2, W2, 1)\n            all_dis = log_dis  # this is their true distance afterwards\n        else:\n            raise ValueError(f'bad {dis_mode=}')\n\n        norm_factor = all_dis.sum(dim=1) / (nnz1 + nnz2 + 1e-8)\n    else:\n        # gather all points together (joint normalization)\n        nan_pts1 = invalid_to_nans(pts1, valid1, ndim=3)\n        nan_pts2 = invalid_to_nans(pts2, valid2, ndim=3) if pts2 is not None else None\n        all_pts = torch.cat((nan_pts1, nan_pts2), dim=1) if pts2 is not None else nan_pts1\n\n        # compute distance to origin\n        all_dis = all_pts.norm(dim=-1)\n\n        if norm_mode == 'avg':\n            norm_factor = all_dis.nanmean(dim=1)\n        elif norm_mode == 'median':\n            norm_factor = all_dis.nanmedian(dim=1).values.detach()\n        elif norm_mode == 'sqrt':\n            norm_factor = all_dis.sqrt().nanmean(dim=1)**2\n        else:\n            raise ValueError(f'bad {norm_mode=}')\n\n    norm_factor = norm_factor.clip(min=1e-8)\n    while norm_factor.ndim < pts1.ndim:\n        norm_factor.unsqueeze_(-1)\n\n    res = pts1 / norm_factor\n    if pts2 is not None:\n        res = (res, pts2 / norm_factor)\n    if ret_factor:\n        res = res + (norm_factor,)\n    return res\n\n\n@torch.no_grad()\ndef get_joint_pointcloud_depth(z1, z2, valid_mask1, valid_mask2=None, quantile=0.5):\n    # set invalid points to NaN\n    _z1 = invalid_to_nans(z1, valid_mask1).reshape(len(z1), -1)\n    _z2 = invalid_to_nans(z2, valid_mask2).reshape(len(z2), -1) if z2 is not None else None\n    _z = torch.cat((_z1, _z2), dim=-1) if z2 is not None else _z1\n\n    # compute median depth overall (ignoring nans)\n    if quantile == 0.5:\n        shift_z = torch.nanmedian(_z, dim=-1).values\n    else:\n        shift_z = torch.nanquantile(_z, quantile, dim=-1)\n    return shift_z  # (B,)\n\n\n@torch.no_grad()\ndef get_joint_pointcloud_center_scale(pts1, pts2, valid_mask1=None, valid_mask2=None, z_only=False, center=True):\n    # set invalid points to NaN\n    _pts1 = invalid_to_nans(pts1, valid_mask1).reshape(len(pts1), -1, 3)\n    _pts2 = invalid_to_nans(pts2, valid_mask2).reshape(len(pts2), -1, 3) if pts2 is not None else None\n    _pts = torch.cat((_pts1, _pts2), dim=1) if pts2 is not None else _pts1\n\n    # compute median center\n    _center = torch.nanmedian(_pts, dim=1, keepdim=True).values  # (B,1,3)\n    if z_only:\n        _center[..., :2] = 0  # do not center X and Y\n\n    # compute median norm\n    _norm = ((_pts - _center) if center else _pts).norm(dim=-1)\n    scale = torch.nanmedian(_norm, dim=1).values\n    return _center[:, None, :, :], scale[:, None, None, None]\n\n\ndef find_reciprocal_matches(P1, P2):\n    \"\"\"\n    returns 3 values:\n    1 - reciprocal_in_P2: a boolean array of size P2.shape[0], a \"True\" value indicates a match\n    2 - nn2_in_P1: a int array of size P2.shape[0], it contains the indexes of the closest points in P1\n    3 - reciprocal_in_P2.sum(): the number of matches\n    \"\"\"\n    tree1 = KDTree(P1)\n    tree2 = KDTree(P2)\n\n    _, nn1_in_P2 = tree2.query(P1, workers=8)\n    _, nn2_in_P1 = tree1.query(P2, workers=8)\n\n    reciprocal_in_P1 = (nn2_in_P1[nn1_in_P2] == np.arange(len(nn1_in_P2)))\n    reciprocal_in_P2 = (nn1_in_P2[nn2_in_P1] == np.arange(len(nn2_in_P1)))\n    assert reciprocal_in_P1.sum() == reciprocal_in_P2.sum()\n    return reciprocal_in_P2, nn2_in_P1, reciprocal_in_P2.sum()\n\n\ndef get_med_dist_between_poses(poses):\n    from scipy.spatial.distance import pdist\n    return np.median(pdist([to_numpy(p[:3, 3]) for p in poses]))\n"
  },
  {
    "path": "dust3r/utils/image.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# utilitary functions about images (loading/converting...)\n# --------------------------------------------------------\n\n# Modifications Copyright (C) <Alibaba Group>\n# Changes: image process utils update\n# This is an adaptation and is distributed under the same license (CC BY-NC-SA 4.0).\n# SPDX-License-Identifier: CC-BY-NC-SA-4.0(non-commercial use only)\nimport os\nimport torch\nimport numpy as np\nimport PIL.Image\nfrom PIL.ImageOps import exif_transpose\nimport torchvision.transforms as tvf\nos.environ[\"OPENCV_IO_ENABLE_OPENEXR\"] = \"1\"\nimport cv2  # noqa\ncv2.setNumThreads(0)\nimport Imath\nimport OpenEXR\n\ntry:\n    from pillow_heif import register_heif_opener  # noqa\n    register_heif_opener()\n    heif_support_enabled = True\nexcept ImportError:\n    heif_support_enabled = False\n\nImgNorm = tvf.Compose([tvf.ToTensor(), tvf.Normalize((0.5, 0.5, 0.5), (0.5, 0.5, 0.5))])\n\n\ndef get_colormap(n):\n    def bitget(byteval, idx):\n        return (byteval & (1 << idx)) != 0\n    cmap = np.zeros((n, 3), dtype='uint8')\n    for i in range(n):\n        r = g = b = 0\n        c = i\n        for j in range(8):\n            r = r | (bitget(c, 0) << 7-j)\n            g = g | (bitget(c, 1) << 7-j)\n            b = b | (bitget(c, 2) << 7-j)\n            c = c >> 3\n\n        cmap[i] = np.array([r, g, b])\n\n    return cmap\n\ndef exr2hdr(exrpath):\n    File = OpenEXR.InputFile(exrpath)\n    PixType = Imath.PixelType(Imath.PixelType.FLOAT)\n    DW = File.header()['dataWindow']\n    CNum = len(File.header()['channels'].keys())\n    if (CNum > 1):\n        Channels = ['R', 'G', 'B']\n        CNum = 3\n    else:\n        Channels = ['G']\n    Size = (DW.max.x - DW.min.x + 1, DW.max.y - DW.min.y + 1)\n    Pixels = [np.fromstring(File.channel(c, PixType), dtype=np.float32) for c in Channels]\n    hdr = np.zeros((Size[1],Size[0],CNum),dtype=np.float32)\n    if (CNum == 1):\n        hdr[:,:,0] = np.reshape(Pixels[0],(Size[1],Size[0]))\n    else:\n        hdr[:,:,0] = np.reshape(Pixels[0],(Size[1],Size[0]))\n        hdr[:,:,1] = np.reshape(Pixels[1],(Size[1],Size[0]))\n        hdr[:,:,2] = np.reshape(Pixels[2],(Size[1],Size[0]))\n    return hdr\n\ndef inverse_normalize(tensor, mean=(0.5, 0.5, 0.5), std=(0.5, 0.5, 0.5)):\n    mean = torch.as_tensor(mean, dtype=tensor.dtype, device=tensor.device)\n    std = torch.as_tensor(std, dtype=tensor.dtype, device=tensor.device)\n    if mean.ndim == 1:\n        mean = mean.view(-1, 1, 1)\n    if std.ndim == 1:\n        std = std.view(-1, 1, 1)\n    tensor.mul_(std).add_(mean)\n    return tensor\n\ndef img_to_arr( img ):\n    if isinstance(img, str):\n        img = imread_cv2(img)\n    return img\n\ndef imread_cv2(path, options=cv2.IMREAD_COLOR):\n    # cv2.ocl.setUseOpenCL(False)\n    # cv2.setNumThreads(0)\n    \"\"\" Open an image or a depthmap with opencv-python.\n    \"\"\"\n    if path.endswith(('.exr', 'EXR')):\n        options = cv2.IMREAD_ANYDEPTH\n    img = cv2.imread(path, options)\n    if img is None:\n        raise IOError(f'Could not load image={path} with {options=}')\n    if img.ndim == 3:\n        img = cv2.cvtColor(img, cv2.COLOR_BGR2RGB)\n    return img\n\ndef imread_pil(path):\n    image = PIL.Image.open(path)\n\n    if image is None:\n        raise IOError(f'Could not load image={path}')\n    \n    return np.asarray(image)\n\ndef rgb(ftensor, true_shape=None):\n    if isinstance(ftensor, list):\n        return [rgb(x, true_shape=true_shape) for x in ftensor]\n    if isinstance(ftensor, torch.Tensor):\n        ftensor = ftensor.detach().cpu().numpy()  # H,W,3\n    if ftensor.ndim == 3 and ftensor.shape[0] == 3:\n        ftensor = ftensor.transpose(1, 2, 0)\n    elif ftensor.ndim == 4 and ftensor.shape[1] == 3:\n        ftensor = ftensor.transpose(0, 2, 3, 1)\n    if true_shape is not None:\n        H, W = true_shape\n        ftensor = ftensor[:H, :W]\n    if ftensor.dtype == np.uint8:\n        img = np.float32(ftensor) / 255\n    else:\n        img = (ftensor * 0.5) + 0.5\n    return img.clip(min=0, max=1)\n\n\ndef _resize_pil_image(img, long_edge_size):\n    S = max(img.size)\n    if S > long_edge_size:\n        interp = PIL.Image.LANCZOS\n    elif S <= long_edge_size:\n        interp = PIL.Image.BICUBIC\n    new_size = tuple(int(round(x*long_edge_size/S)) for x in img.size)\n    return img.resize(new_size, interp)\n\n\ndef load_images(folder_or_list, size, square_ok=True, verbose=True):\n    \"\"\" open and convert all images in a list or folder to proper input format for DUSt3R\n    \"\"\"\n    if isinstance(folder_or_list, str):\n        if verbose:\n            print(f'>> Loading images from {folder_or_list}')\n        root, folder_content = folder_or_list, sorted(os.listdir(folder_or_list))\n\n    elif isinstance(folder_or_list, list):\n        if verbose:\n            print(f'>> Loading a list of {len(folder_or_list)} images')\n        root, folder_content = '', folder_or_list\n\n    else:\n        raise ValueError(f'bad {folder_or_list=} ({type(folder_or_list)})')\n\n    supported_images_extensions = ['.jpg', '.jpeg', '.png', '.JPG']\n    if heif_support_enabled:\n        supported_images_extensions += ['.heic', '.heif', '.HEIC']\n    supported_images_extensions = tuple(supported_images_extensions)\n\n    imgs = []\n    for path in folder_content:\n        if not path.endswith(supported_images_extensions):\n            continue\n        img = exif_transpose(PIL.Image.open(os.path.join(root, path))).convert('RGB')\n        W1, H1 = img.size\n        rotate = False\n        if W1 < H1:\n            img = img.transpose(PIL.Image.ROTATE_90)\n            W1, H1 = img.size\n            rotate = True\n        if size == 224:\n            # resize short side to 224 (then crop)\n            img = _resize_pil_image(img, round(size * max(W1/H1, H1/W1)))\n        else:\n            # resize long side to 512\n            img = _resize_pil_image(img, size)\n        W, H = img.size\n        cx, cy = W//2, H//2\n        if size == 224:\n            half = min(cx, cy)\n            img = img.crop((cx-half, cy-half, cx+half, cy+half))\n        else:\n            halfw, halfh = ((2*cx)//16)*8, ((2*cy)//16)*8\n            if not (square_ok) and W == H:\n                halfh = 3*halfw/4\n            img = img.crop((cx-halfw, cy-halfh, cx+halfw, cy+halfh))\n\n        W2, H2 = img.size\n        if verbose:\n            print(f' - adding {path} with resolution {W1}x{H1} --> {W2}x{H2}')\n        size_info = np.int32([W1, H1, W, H, cx-halfw, cy-halfh, cx+halfw, cy+halfh])\n        size_info_matching = np.int32([W1, H1, W, H, W2, H2, halfw, halfh])\n        imgs.append(dict(img=ImgNorm(img)[None], true_shape=np.int32(\n            [img.size[::-1]]), idx=len(imgs), instance=str(len(imgs)),\n            size_info=size_info, size_info_matching=size_info_matching, \n            model_id=os.path.basename(path), rotate=rotate))\n\n    assert imgs, 'no images foud at '+root\n    if verbose:\n        print(f' (Found {len(imgs)} images)')\n    return imgs\n\n# view space\ndef normal2color(normal_map):\n    render_normals_color = np.zeros_like(normal_map)\n    render_normals_color[..., 0] = (normal_map[..., 0] + 1.) * 0.5 * 255 # -1~1 -> 0~255\n    render_normals_color[..., 1] = (normal_map[..., 1] + 1.) * 0.5 * 255 # -1~1 -> 0~255\n    # render_normals_color[..., 2] = (normal_map[..., 2] - 1.) * 0.5 * 128 + 255\n    render_normals_color[..., 2] = (normal_map[..., 2] * -1.) * 127. + 128 # 0~-1 -> 128~255\n    return np.uint8(render_normals_color).clip(min=0, max=255)\n\ndef color2normal(normal_color):\n    normal_x = normal_color[..., 0] / 255. * 2. - 1.\n    normal_y = normal_color[..., 1] / 255. * 2. - 1.\n    # normal_z = (normal_color[..., 2] - 255.) / 128. * 2. + 1.\n    normal_z = (normal_color[..., 2] - 128.) / 127. * -1.\n    normalmap = np.stack([normal_x, normal_y, normal_z], axis=-1)\n    return normalmap\n\ndef depth2pcd_cam(depth, intrinsics_matrix, depth_valid_mask=None):\n    '''\n    depth: H,W (np.ndarray)\n    intrinsics_matrix: 3,3 (np.ndarray)\n    '''\n    rows, cols = depth.shape\n    c, r = np.meshgrid(np.arange(cols), np.arange(rows), sparse=True)\n    if depth_valid_mask is None:\n        depth_valid_mask = (depth > 0) & (depth < 10.0)\n    z = np.where(depth_valid_mask, depth, np.nan)\n    x = np.where(depth_valid_mask, z * (c - intrinsics_matrix[0, 2]) / intrinsics_matrix[0, 0], 0)\n    y = np.where(depth_valid_mask, z * (r - intrinsics_matrix[1, 2]) / intrinsics_matrix[1, 1], 0)\n    return np.dstack((x, y, z))\n\ndef pcd2normal_numpy(xyz):\n    hd, wd, _ = xyz.shape \n    bottom_point = xyz[..., 2:hd,   1:wd-1, :]\n    top_point    = xyz[..., 0:hd-2, 1:wd-1, :]\n    right_point  = xyz[..., 1:hd-1, 2:wd,   :]\n    left_point   = xyz[..., 1:hd-1, 0:wd-2, :]\n    left_to_right = right_point - left_point\n    bottom_to_top = top_point - bottom_point \n    xyz_normal = np.cross(left_to_right, bottom_to_top, axis=-1)\n    \n    # lefthand <<==>> righthand\n    xyz_normal[..., 1] = xyz_normal[..., 1] * -1\n    \n    norm = np.linalg.norm(xyz_normal, axis=-1, keepdims=True) + 1e-12\n    xyz_normal = xyz_normal / norm\n    \n    xyz_normal = np.pad(xyz_normal, ((1,1),(1,1),(0,0)), mode='constant')\n    return xyz_normal\n\ndef colorize(value, vmin=None, vmax=None, cmap='gray_r', invalid_val=-99, invalid_mask=None, background_color=(128, 128, 128, 255), gamma_corrected=False, value_transform=None):\n    \"\"\"Converts a depth map to a color image.\n\n    Args:\n        value (torch.Tensor, numpy.ndarry): Input depth map. Shape: (H, W) or (1, H, W) or (1, 1, H, W). All singular dimensions are squeezed\n        vmin (float, optional): vmin-valued entries are mapped to start color of cmap. If None, value.min() is used. Defaults to None.\n        vmax (float, optional):  vmax-valued entries are mapped to end color of cmap. If None, value.max() is used. Defaults to None.\n        cmap (str, optional): matplotlib colormap to use. Defaults to 'magma_r'.\n        invalid_val (int, optional): Specifies value of invalid pixels that should be colored as 'background_color'. Defaults to -99.\n        invalid_mask (numpy.ndarray, optional): Boolean mask for invalid regions. Defaults to None.\n        background_color (tuple[int], optional): 4-tuple RGB color to give to invalid pixels. Defaults to (128, 128, 128, 255).\n        gamma_corrected (bool, optional): Apply gamma correction to colored image. Defaults to False.\n        value_transform (Callable, optional): Apply transform function to valid pixels before coloring. Defaults to None.\n\n    Returns:\n        numpy.ndarray, dtype - uint8: Colored depth map. Shape: (H, W, 4)\n    \"\"\"\n    import torch\n    import matplotlib\n    if isinstance(value, torch.Tensor):\n        value = value.detach().cpu().numpy()\n\n    value = value.squeeze()\n    if invalid_mask is None:\n        invalid_mask = value == invalid_val\n    mask = np.logical_not(invalid_mask)\n\n    # normalize\n    vmin = np.percentile(value[mask],2) if vmin is None else vmin\n    vmax = np.percentile(value[mask],85) if vmax is None else vmax\n    if vmin != vmax:\n        value = (value - vmin) / (vmax - vmin)  # vmin..vmax\n    else:\n        # Avoid 0-division\n        value = value * 0.\n\n    value[invalid_mask] = np.nan\n    cmapper = matplotlib.cm.get_cmap(cmap)\n    if value_transform:\n        value = value_transform(value)\n        # value = value / value.max()\n    value = cmapper(value, bytes=True)  # (nxmx4)\n\n    # img = value[:, :, :]\n    img = value[...]\n    img[invalid_mask] = background_color\n    \n    if gamma_corrected:\n        # gamma correction\n        img = img / 255\n        img = np.power(img, 2.2)\n        img = img * 255\n        img = img.astype(np.uint8)\n    return img\n"
  },
  {
    "path": "dust3r/utils/misc.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# utilitary functions for DUSt3R\n# --------------------------------------------------------\nimport torch\n\n\ndef fill_default_args(kwargs, func):\n    import inspect  # a bit hacky but it works reliably\n    signature = inspect.signature(func)\n\n    for k, v in signature.parameters.items():\n        if v.default is inspect.Parameter.empty:\n            continue\n        kwargs.setdefault(k, v.default)\n\n    return kwargs\n\n\ndef freeze_all_params(modules):\n    for module in modules:\n        try:\n            for n, param in module.named_parameters():\n                param.requires_grad = False\n        except AttributeError:\n            # module is directly a parameter\n            module.requires_grad = False\n\n\ndef is_symmetrized(gt1, gt2):\n    x = gt1['instance']\n    y = gt2['instance']\n    if len(x) == len(y) and len(x) == 1:\n        return False  # special case of batchsize 1\n    ok = True\n    for i in range(0, len(x), 2):\n        ok = ok and (x[i] == y[i+1]) and (x[i+1] == y[i])\n    return ok\n\n\ndef flip(tensor):\n    \"\"\" flip so that tensor[0::2] <=> tensor[1::2] \"\"\"\n    return torch.stack((tensor[1::2], tensor[0::2]), dim=1).flatten(0, 1)\n\n\ndef interleave(tensor1, tensor2):\n    res1 = torch.stack((tensor1, tensor2), dim=1).flatten(0, 1)\n    res2 = torch.stack((tensor2, tensor1), dim=1).flatten(0, 1)\n    return res1, res2\n\n\ndef transpose_to_landscape(head, activate=True):\n    \"\"\" Predict in the correct aspect-ratio,\n        then transpose the result in landscape \n        and stack everything back together.\n    \"\"\"\n    def wrapper_no(decout, true_shape):\n        B = len(true_shape)\n        assert true_shape[0:1].allclose(true_shape), 'true_shape must be all identical'\n        H, W = true_shape[0].cpu().tolist()\n        res = head(decout, (H, W))\n        return res\n\n    def wrapper_yes(decout, true_shape):\n        B = len(true_shape)\n        # by definition, the batch is in landscape mode so W >= H\n        H, W = int(true_shape.min()), int(true_shape.max())\n\n        height, width = true_shape.T\n        is_landscape = (width >= height)\n        is_portrait = ~is_landscape\n\n        # true_shape = true_shape.cpu()\n        if is_landscape.all():\n            return head(decout, (H, W))\n        if is_portrait.all():\n            return transposed(head(decout, (W, H)))\n\n        # batch is a mix of both portraint & landscape\n        def selout(ar): return [d[ar] for d in decout]\n        l_result = head(selout(is_landscape), (H, W))\n        p_result = transposed(head(selout(is_portrait),  (W, H)))\n\n        # allocate full result\n        result = {}\n        for k in l_result | p_result:\n            x = l_result[k].new(B, *l_result[k].shape[1:])\n            x[is_landscape] = l_result[k]\n            x[is_portrait] = p_result[k]\n            result[k] = x\n\n        return result\n\n    return wrapper_yes if activate else wrapper_no\n\n\ndef transposed(dic):\n    return {k: v.swapaxes(1, 2) for k, v in dic.items()}\n\n\ndef invalid_to_nans(arr, valid_mask, ndim=999):\n    if valid_mask is not None:\n        arr = arr.clone()\n        arr[~valid_mask] = float('nan')\n    if arr.ndim > ndim:\n        arr = arr.flatten(-2 - (arr.ndim - ndim), -2)\n    return arr\n\n\ndef invalid_to_zeros(arr, valid_mask, ndim=999):\n    if valid_mask is not None:\n        arr = arr.clone()\n        arr[~valid_mask] = 0\n        nnz = valid_mask.view(len(valid_mask), -1).sum(1)\n    else:\n        nnz = arr.numel() // len(arr) if len(arr) else 0  # number of point per image\n    if arr.ndim > ndim:\n        arr = arr.flatten(-2 - (arr.ndim - ndim), -2)\n    return arr, nnz\n"
  },
  {
    "path": "dust3r/utils/parallel.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# utilitary functions for multiprocessing\n# --------------------------------------------------------\nfrom tqdm import tqdm\nfrom multiprocessing.dummy import Pool as ThreadPool\nfrom multiprocessing import cpu_count\n\n\ndef parallel_threads(function, args, workers=0, star_args=False, kw_args=False, front_num=1, Pool=ThreadPool, **tqdm_kw):\n    \"\"\" tqdm but with parallel execution.\n\n    Will essentially return \n      res = [ function(arg) # default\n              function(*arg) # if star_args is True\n              function(**arg) # if kw_args is True\n              for arg in args]\n\n    Note:\n        the <front_num> first elements of args will not be parallelized. \n        This can be useful for debugging.\n    \"\"\"\n    while workers <= 0:\n        workers += cpu_count()\n    if workers == 1:\n        front_num = float('inf')\n\n    # convert into an iterable\n    try:\n        n_args_parallel = len(args) - front_num\n    except TypeError:\n        n_args_parallel = None\n    args = iter(args)\n\n    # sequential execution first\n    front = []\n    while len(front) < front_num:\n        try:\n            a = next(args)\n        except StopIteration:\n            return front  # end of the iterable\n        front.append(function(*a) if star_args else function(**a) if kw_args else function(a))\n\n    # then parallel execution\n    out = []\n    with Pool(workers) as pool:\n        # Pass the elements of args into function\n        if star_args:\n            futures = pool.imap(starcall, [(function, a) for a in args])\n        elif kw_args:\n            futures = pool.imap(starstarcall, [(function, a) for a in args])\n        else:\n            futures = pool.imap(function, args)\n        # Print out the progress as tasks complete\n        for f in tqdm(futures, total=n_args_parallel, **tqdm_kw):\n            out.append(f)\n    return front + out\n\n\ndef parallel_processes(*args, **kwargs):\n    \"\"\" Same as parallel_threads, with processes\n    \"\"\"\n    import multiprocessing as mp\n    kwargs['Pool'] = mp.Pool\n    return parallel_threads(*args, **kwargs)\n\n\ndef starcall(args):\n    \"\"\" convenient wrapper for Process.Pool \"\"\"\n    function, args = args\n    return function(*args)\n\n\ndef starstarcall(args):\n    \"\"\" convenient wrapper for Process.Pool \"\"\"\n    function, args = args\n    return function(**args)\n"
  },
  {
    "path": "dust3r/utils/path_to_croco.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# CroCo submodule import\n# --------------------------------------------------------\n\nimport sys\nimport os.path as path\nHERE_PATH = path.normpath(path.dirname(__file__))\nCROCO_REPO_PATH = path.normpath(path.join(HERE_PATH, '../../croco'))\nCROCO_MODELS_PATH = path.join(CROCO_REPO_PATH, 'models')\n# check the presence of models directory in repo to be sure its cloned\nif path.isdir(CROCO_MODELS_PATH):\n    # workaround for sibling import\n    sys.path.insert(0, CROCO_REPO_PATH)\nelse:\n    raise ImportError(f\"croco is not initialized, could not find: {CROCO_MODELS_PATH}.\\n \"\n                      \"Did you forget to run 'git submodule update --init --recursive' ?\")\n"
  },
  {
    "path": "dust3r/utils/read_write_model.py",
    "content": "# Copyright (c) 2023, ETH Zurich and UNC Chapel Hill.\n# All rights reserved.\n#\n# Redistribution and use in source and binary forms, with or without\n# modification, are permitted provided that the following conditions are met:\n#\n#     * Redistributions of source code must retain the above copyright\n#       notice, this list of conditions and the following disclaimer.\n#\n#     * Redistributions in binary form must reproduce the above copyright\n#       notice, this list of conditions and the following disclaimer in the\n#       documentation and/or other materials provided with the distribution.\n#\n#     * Neither the name of ETH Zurich and UNC Chapel Hill nor the names of\n#       its contributors may be used to endorse or promote products derived\n#       from this software without specific prior written permission.\n#\n# THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS \"AS IS\"\n# AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE\n# IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE\n# ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDERS OR CONTRIBUTORS BE\n# LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR\n# CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF\n# SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS\n# INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN\n# CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)\n# ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE\n# POSSIBILITY OF SUCH DAMAGE.\n#\n# Author: Johannes L. Schoenberger (jsch-at-demuc-dot-de)\n\nimport os\nimport collections\nimport numpy as np\nimport struct\nimport argparse\n\n\nCameraModel = collections.namedtuple(\n    \"CameraModel\", [\"model_id\", \"model_name\", \"num_params\"])\nCamera = collections.namedtuple(\n    \"Camera\", [\"id\", \"model\", \"width\", \"height\", \"params\"])\nBaseImage = collections.namedtuple(\n    \"Image\", [\"id\", \"qvec\", \"tvec\", \"camera_id\", \"name\", \"xys\", \"point3D_ids\"])\nPoint3D = collections.namedtuple(\n    \"Point3D\", [\"id\", \"xyz\", \"rgb\", \"error\", \"image_ids\", \"point2D_idxs\"])\n\n\nclass Image(BaseImage):\n    def qvec2rotmat(self):\n        return qvec2rotmat(self.qvec)\n\n\nCAMERA_MODELS = {\n    CameraModel(model_id=0, model_name=\"SIMPLE_PINHOLE\", num_params=3),\n    CameraModel(model_id=1, model_name=\"PINHOLE\", num_params=4),\n    CameraModel(model_id=2, model_name=\"SIMPLE_RADIAL\", num_params=4),\n    CameraModel(model_id=3, model_name=\"RADIAL\", num_params=5),\n    CameraModel(model_id=4, model_name=\"OPENCV\", num_params=8),\n    CameraModel(model_id=5, model_name=\"OPENCV_FISHEYE\", num_params=8),\n    CameraModel(model_id=6, model_name=\"FULL_OPENCV\", num_params=12),\n    CameraModel(model_id=7, model_name=\"FOV\", num_params=5),\n    CameraModel(model_id=8, model_name=\"SIMPLE_RADIAL_FISHEYE\", num_params=4),\n    CameraModel(model_id=9, model_name=\"RADIAL_FISHEYE\", num_params=5),\n    CameraModel(model_id=10, model_name=\"THIN_PRISM_FISHEYE\", num_params=12)\n}\nCAMERA_MODEL_IDS = dict([(camera_model.model_id, camera_model)\n                         for camera_model in CAMERA_MODELS])\nCAMERA_MODEL_NAMES = dict([(camera_model.model_name, camera_model)\n                           for camera_model in CAMERA_MODELS])\n\n\ndef read_next_bytes(fid, num_bytes, format_char_sequence, endian_character=\"<\"):\n    \"\"\"Read and unpack the next bytes from a binary file.\n    :param fid:\n    :param num_bytes: Sum of combination of {2, 4, 8}, e.g. 2, 6, 16, 30, etc.\n    :param format_char_sequence: List of {c, e, f, d, h, H, i, I, l, L, q, Q}.\n    :param endian_character: Any of {@, =, <, >, !}\n    :return: Tuple of read and unpacked values.\n    \"\"\"\n    data = fid.read(num_bytes)\n    return struct.unpack(endian_character + format_char_sequence, data)\n\n\ndef write_next_bytes(fid, data, format_char_sequence, endian_character=\"<\"):\n    \"\"\"pack and write to a binary file.\n    :param fid:\n    :param data: data to send, if multiple elements are sent at the same time,\n    they should be encapsuled either in a list or a tuple\n    :param format_char_sequence: List of {c, e, f, d, h, H, i, I, l, L, q, Q}.\n    should be the same length as the data list or tuple\n    :param endian_character: Any of {@, =, <, >, !}\n    \"\"\"\n    if isinstance(data, (list, tuple)):\n        bytes = struct.pack(endian_character + format_char_sequence, *data)\n    else:\n        bytes = struct.pack(endian_character + format_char_sequence, data)\n    fid.write(bytes)\n\n\ndef read_cameras_text(path):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::WriteCamerasText(const std::string& path)\n        void Reconstruction::ReadCamerasText(const std::string& path)\n    \"\"\"\n    cameras = {}\n    with open(path, \"r\") as fid:\n        while True:\n            line = fid.readline()\n            if not line:\n                break\n            line = line.strip()\n            if len(line) > 0 and line[0] != \"#\":\n                elems = line.split()\n                camera_id = int(elems[0])\n                model = elems[1]\n                width = int(elems[2])\n                height = int(elems[3])\n                params = np.array(tuple(map(float, elems[4:])))\n                cameras[camera_id] = Camera(id=camera_id, model=model,\n                                            width=width, height=height,\n                                            params=params)\n    return cameras\n\n\ndef read_cameras_binary(path_to_model_file):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::WriteCamerasBinary(const std::string& path)\n        void Reconstruction::ReadCamerasBinary(const std::string& path)\n    \"\"\"\n    cameras = {}\n    with open(path_to_model_file, \"rb\") as fid:\n        num_cameras = read_next_bytes(fid, 8, \"Q\")[0]\n        for _ in range(num_cameras):\n            camera_properties = read_next_bytes(\n                fid, num_bytes=24, format_char_sequence=\"iiQQ\")\n            camera_id = camera_properties[0]\n            model_id = camera_properties[1]\n            model_name = CAMERA_MODEL_IDS[camera_properties[1]].model_name\n            width = camera_properties[2]\n            height = camera_properties[3]\n            num_params = CAMERA_MODEL_IDS[model_id].num_params\n            params = read_next_bytes(fid, num_bytes=8*num_params,\n                                     format_char_sequence=\"d\"*num_params)\n            cameras[camera_id] = Camera(id=camera_id,\n                                        model=model_name,\n                                        width=width,\n                                        height=height,\n                                        params=np.array(params))\n        assert len(cameras) == num_cameras\n    return cameras\n\n\ndef write_cameras_text(cameras, path):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::WriteCamerasText(const std::string& path)\n        void Reconstruction::ReadCamerasText(const std::string& path)\n    \"\"\"\n    HEADER = \"# Camera list with one line of data per camera:\\n\" + \\\n             \"#   CAMERA_ID, MODEL, WIDTH, HEIGHT, PARAMS[]\\n\" + \\\n             \"# Number of cameras: {}\\n\".format(len(cameras))\n    with open(path, \"w\") as fid:\n        fid.write(HEADER)\n        for _, cam in cameras.items():\n            to_write = [cam.id, cam.model, cam.width, cam.height, *cam.params]\n            line = \" \".join([str(elem) for elem in to_write])\n            fid.write(line + \"\\n\")\n\n\ndef write_cameras_binary(cameras, path_to_model_file):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::WriteCamerasBinary(const std::string& path)\n        void Reconstruction::ReadCamerasBinary(const std::string& path)\n    \"\"\"\n    with open(path_to_model_file, \"wb\") as fid:\n        write_next_bytes(fid, len(cameras), \"Q\")\n        for _, cam in cameras.items():\n            model_id = CAMERA_MODEL_NAMES[cam.model].model_id\n            camera_properties = [cam.id,\n                                 model_id,\n                                 cam.width,\n                                 cam.height]\n            write_next_bytes(fid, camera_properties, \"iiQQ\")\n            for p in cam.params:\n                write_next_bytes(fid, float(p), \"d\")\n    return cameras\n\n\ndef read_images_text(path):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::ReadImagesText(const std::string& path)\n        void Reconstruction::WriteImagesText(const std::string& path)\n    \"\"\"\n    images = {}\n    with open(path, \"r\") as fid:\n        while True:\n            line = fid.readline()\n            if not line:\n                break\n            line = line.strip()\n            if len(line) > 0 and line[0] != \"#\":\n                elems = line.split()\n                image_id = int(elems[0])\n                qvec = np.array(tuple(map(float, elems[1:5])))\n                tvec = np.array(tuple(map(float, elems[5:8])))\n                camera_id = int(elems[8])\n                image_name = elems[9]\n                elems = fid.readline().split()\n                xys = np.column_stack([tuple(map(float, elems[0::3])),\n                                       tuple(map(float, elems[1::3]))])\n                point3D_ids = np.array(tuple(map(int, elems[2::3])))\n                images[image_id] = Image(\n                    id=image_id, qvec=qvec, tvec=tvec,\n                    camera_id=camera_id, name=image_name,\n                    xys=xys, point3D_ids=point3D_ids)\n    return images\n\n\ndef read_images_binary(path_to_model_file):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::ReadImagesBinary(const std::string& path)\n        void Reconstruction::WriteImagesBinary(const std::string& path)\n    \"\"\"\n    images = {}\n    with open(path_to_model_file, \"rb\") as fid:\n        num_reg_images = read_next_bytes(fid, 8, \"Q\")[0]\n        for _ in range(num_reg_images):\n            binary_image_properties = read_next_bytes(\n                fid, num_bytes=64, format_char_sequence=\"idddddddi\")\n            image_id = binary_image_properties[0]\n            qvec = np.array(binary_image_properties[1:5])\n            tvec = np.array(binary_image_properties[5:8])\n            camera_id = binary_image_properties[8]\n            image_name = \"\"\n            current_char = read_next_bytes(fid, 1, \"c\")[0]\n            while current_char != b\"\\x00\":   # look for the ASCII 0 entry\n                image_name += current_char.decode(\"utf-8\")\n                current_char = read_next_bytes(fid, 1, \"c\")[0]\n            num_points2D = read_next_bytes(fid, num_bytes=8,\n                                           format_char_sequence=\"Q\")[0]\n            x_y_id_s = read_next_bytes(fid, num_bytes=24*num_points2D,\n                                       format_char_sequence=\"ddq\"*num_points2D)\n            xys = np.column_stack([tuple(map(float, x_y_id_s[0::3])),\n                                   tuple(map(float, x_y_id_s[1::3]))])\n            point3D_ids = np.array(tuple(map(int, x_y_id_s[2::3])))\n            images[image_id] = Image(\n                id=image_id, qvec=qvec, tvec=tvec,\n                camera_id=camera_id, name=image_name,\n                xys=xys, point3D_ids=point3D_ids)\n    return images\n\n\ndef write_images_text(images, path):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::ReadImagesText(const std::string& path)\n        void Reconstruction::WriteImagesText(const std::string& path)\n    \"\"\"\n    if len(images) == 0:\n        mean_observations = 0\n    else:\n        mean_observations = sum((len(img.point3D_ids) for _, img in images.items()))/len(images)\n    HEADER = \"# Image list with two lines of data per image:\\n\" + \\\n             \"#   IMAGE_ID, QW, QX, QY, QZ, TX, TY, TZ, CAMERA_ID, NAME\\n\" + \\\n             \"#   POINTS2D[] as (X, Y, POINT3D_ID)\\n\" + \\\n             \"# Number of images: {}, mean observations per image: {}\\n\".format(len(images), mean_observations)\n\n    with open(path, \"w\") as fid:\n        fid.write(HEADER)\n        for _, img in images.items():\n            image_header = [img.id, *img.qvec, *img.tvec, img.camera_id, img.name]\n            first_line = \" \".join(map(str, image_header))\n            fid.write(first_line + \"\\n\")\n\n            points_strings = []\n            for xy, point3D_id in zip(img.xys, img.point3D_ids):\n                points_strings.append(\" \".join(map(str, [*xy, point3D_id])))\n            fid.write(\" \".join(points_strings) + \"\\n\")\n\n\ndef write_images_binary(images, path_to_model_file):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::ReadImagesBinary(const std::string& path)\n        void Reconstruction::WriteImagesBinary(const std::string& path)\n    \"\"\"\n    with open(path_to_model_file, \"wb\") as fid:\n        write_next_bytes(fid, len(images), \"Q\")\n        for _, img in images.items():\n            write_next_bytes(fid, img.id, \"i\")\n            write_next_bytes(fid, img.qvec.tolist(), \"dddd\")\n            write_next_bytes(fid, img.tvec.tolist(), \"ddd\")\n            write_next_bytes(fid, img.camera_id, \"i\")\n            for char in img.name:\n                write_next_bytes(fid, char.encode(\"utf-8\"), \"c\")\n            write_next_bytes(fid, b\"\\x00\", \"c\")\n            write_next_bytes(fid, len(img.point3D_ids), \"Q\")\n            for xy, p3d_id in zip(img.xys, img.point3D_ids):\n                write_next_bytes(fid, [*xy, p3d_id], \"ddq\")\n\n\ndef read_points3D_text(path):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::ReadPoints3DText(const std::string& path)\n        void Reconstruction::WritePoints3DText(const std::string& path)\n    \"\"\"\n    points3D = {}\n    with open(path, \"r\") as fid:\n        while True:\n            line = fid.readline()\n            if not line:\n                break\n            line = line.strip()\n            if len(line) > 0 and line[0] != \"#\":\n                elems = line.split()\n                point3D_id = int(elems[0])\n                xyz = np.array(tuple(map(float, elems[1:4])))\n                rgb = np.array(tuple(map(int, elems[4:7])))\n                error = float(elems[7])\n                image_ids = np.array(tuple(map(int, elems[8::2])))\n                point2D_idxs = np.array(tuple(map(int, elems[9::2])))\n                points3D[point3D_id] = Point3D(id=point3D_id, xyz=xyz, rgb=rgb,\n                                               error=error, image_ids=image_ids,\n                                               point2D_idxs=point2D_idxs)\n    return points3D\n\n\ndef read_points3D_binary(path_to_model_file):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::ReadPoints3DBinary(const std::string& path)\n        void Reconstruction::WritePoints3DBinary(const std::string& path)\n    \"\"\"\n    points3D = {}\n    with open(path_to_model_file, \"rb\") as fid:\n        num_points = read_next_bytes(fid, 8, \"Q\")[0]\n        for _ in range(num_points):\n            binary_point_line_properties = read_next_bytes(\n                fid, num_bytes=43, format_char_sequence=\"QdddBBBd\")\n            point3D_id = binary_point_line_properties[0]\n            xyz = np.array(binary_point_line_properties[1:4])\n            rgb = np.array(binary_point_line_properties[4:7])\n            error = np.array(binary_point_line_properties[7])\n            track_length = read_next_bytes(\n                fid, num_bytes=8, format_char_sequence=\"Q\")[0]\n            track_elems = read_next_bytes(\n                fid, num_bytes=8*track_length,\n                format_char_sequence=\"ii\"*track_length)\n            image_ids = np.array(tuple(map(int, track_elems[0::2])))\n            point2D_idxs = np.array(tuple(map(int, track_elems[1::2])))\n            points3D[point3D_id] = Point3D(\n                id=point3D_id, xyz=xyz, rgb=rgb,\n                error=error, image_ids=image_ids,\n                point2D_idxs=point2D_idxs)\n    return points3D\n\n\ndef write_points3D_text(points3D, path):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::ReadPoints3DText(const std::string& path)\n        void Reconstruction::WritePoints3DText(const std::string& path)\n    \"\"\"\n    if len(points3D) == 0:\n        mean_track_length = 0\n    else:\n        mean_track_length = sum((len(pt.image_ids) for _, pt in points3D.items()))/len(points3D)\n    HEADER = \"# 3D point list with one line of data per point:\\n\" + \\\n             \"#   POINT3D_ID, X, Y, Z, R, G, B, ERROR, TRACK[] as (IMAGE_ID, POINT2D_IDX)\\n\" + \\\n             \"# Number of points: {}, mean track length: {}\\n\".format(len(points3D), mean_track_length)\n\n    with open(path, \"w\") as fid:\n        fid.write(HEADER)\n        for _, pt in points3D.items():\n            point_header = [pt.id, *pt.xyz, *pt.rgb, pt.error]\n            fid.write(\" \".join(map(str, point_header)) + \" \")\n            track_strings = []\n            for image_id, point2D in zip(pt.image_ids, pt.point2D_idxs):\n                track_strings.append(\" \".join(map(str, [image_id, point2D])))\n            fid.write(\" \".join(track_strings) + \"\\n\")\n\n\ndef write_points3D_binary(points3D, path_to_model_file):\n    \"\"\"\n    see: src/base/reconstruction.cc\n        void Reconstruction::ReadPoints3DBinary(const std::string& path)\n        void Reconstruction::WritePoints3DBinary(const std::string& path)\n    \"\"\"\n    with open(path_to_model_file, \"wb\") as fid:\n        write_next_bytes(fid, len(points3D), \"Q\")\n        for _, pt in points3D.items():\n            write_next_bytes(fid, pt.id, \"Q\")\n            write_next_bytes(fid, pt.xyz.tolist(), \"ddd\")\n            write_next_bytes(fid, pt.rgb.tolist(), \"BBB\")\n            write_next_bytes(fid, pt.error, \"d\")\n            track_length = pt.image_ids.shape[0]\n            write_next_bytes(fid, track_length, \"Q\")\n            for image_id, point2D_id in zip(pt.image_ids, pt.point2D_idxs):\n                write_next_bytes(fid, [image_id, point2D_id], \"ii\")\n\n\ndef detect_model_format(path, ext):\n    if os.path.isfile(os.path.join(path, \"cameras\"  + ext)) and \\\n       os.path.isfile(os.path.join(path, \"images\"   + ext)) and \\\n       os.path.isfile(os.path.join(path, \"points3D\" + ext)):\n        print(\"Detected model format: '\" + ext + \"'\")\n        return True\n\n    return False\n\n\ndef read_model(path, ext=\"\"):\n    # try to detect the extension automatically\n    if ext == \"\":\n        if detect_model_format(path, \".bin\"):\n            ext = \".bin\"\n        elif detect_model_format(path, \".txt\"):\n            ext = \".txt\"\n        else:\n            print(\"Provide model format: '.bin' or '.txt'\")\n            return\n\n    if ext == \".txt\":\n        cameras = read_cameras_text(os.path.join(path, \"cameras\" + ext))\n        images = read_images_text(os.path.join(path, \"images\" + ext))\n        points3D = read_points3D_text(os.path.join(path, \"points3D\") + ext)\n    else:\n        cameras = read_cameras_binary(os.path.join(path, \"cameras\" + ext))\n        images = read_images_binary(os.path.join(path, \"images\" + ext))\n        points3D = read_points3D_binary(os.path.join(path, \"points3D\") + ext)\n    return cameras, images, points3D\n\n\ndef write_model(cameras, images, points3D, path, ext=\".bin\"):\n    if ext == \".txt\":\n        write_cameras_text(cameras, os.path.join(path, \"cameras\" + ext))\n        write_images_text(images, os.path.join(path, \"images\" + ext))\n        write_points3D_text(points3D, os.path.join(path, \"points3D\") + ext)\n    else:\n        write_cameras_binary(cameras, os.path.join(path, \"cameras\" + ext))\n        write_images_binary(images, os.path.join(path, \"images\" + ext))\n        write_points3D_binary(points3D, os.path.join(path, \"points3D\") + ext)\n    return cameras, images, points3D\n\n\ndef qvec2rotmat(qvec):\n    return np.array([\n        [1 - 2 * qvec[2]**2 - 2 * qvec[3]**2,\n         2 * qvec[1] * qvec[2] - 2 * qvec[0] * qvec[3],\n         2 * qvec[3] * qvec[1] + 2 * qvec[0] * qvec[2]],\n        [2 * qvec[1] * qvec[2] + 2 * qvec[0] * qvec[3],\n         1 - 2 * qvec[1]**2 - 2 * qvec[3]**2,\n         2 * qvec[2] * qvec[3] - 2 * qvec[0] * qvec[1]],\n        [2 * qvec[3] * qvec[1] - 2 * qvec[0] * qvec[2],\n         2 * qvec[2] * qvec[3] + 2 * qvec[0] * qvec[1],\n         1 - 2 * qvec[1]**2 - 2 * qvec[2]**2]])\n\n\ndef rotmat2qvec(R):\n    Rxx, Ryx, Rzx, Rxy, Ryy, Rzy, Rxz, Ryz, Rzz = R.flat\n    K = np.array([\n        [Rxx - Ryy - Rzz, 0, 0, 0],\n        [Ryx + Rxy, Ryy - Rxx - Rzz, 0, 0],\n        [Rzx + Rxz, Rzy + Ryz, Rzz - Rxx - Ryy, 0],\n        [Ryz - Rzy, Rzx - Rxz, Rxy - Ryx, Rxx + Ryy + Rzz]]) / 3.0\n    eigvals, eigvecs = np.linalg.eigh(K)\n    qvec = eigvecs[[3, 0, 1, 2], np.argmax(eigvals)]\n    if qvec[0] < 0:\n        qvec *= -1\n    return qvec\n\n\ndef main():\n    parser = argparse.ArgumentParser(description=\"Read and write COLMAP binary and text models\")\n    parser.add_argument(\"--input_model\", help=\"path to input model folder\")\n    parser.add_argument(\"--input_format\", choices=[\".bin\", \".txt\"],\n                        help=\"input model format\", default=\"\")\n    parser.add_argument(\"--output_model\",\n                        help=\"path to output model folder\")\n    parser.add_argument(\"--output_format\", choices=[\".bin\", \".txt\"],\n                        help=\"outut model format\", default=\".txt\")\n    args = parser.parse_args()\n\n    cameras, images, points3D = read_model(path=args.input_model, ext=args.input_format)\n\n    print(\"num_cameras:\", len(cameras))\n    print(\"num_images:\", len(images))\n    print(\"num_points3D:\", len(points3D))\n\n    if args.output_model is not None:\n        write_model(cameras, images, points3D, path=args.output_model, ext=args.output_format)\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "dust3r/viz.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# Visualization utilities using trimesh\n# --------------------------------------------------------\nimport PIL.Image\nimport numpy as np\nfrom scipy.spatial.transform import Rotation\nimport torch\n\nfrom dust3r.utils.geometry import geotrf, get_med_dist_between_poses\nfrom dust3r.utils.device import to_numpy\nfrom dust3r.utils.image import rgb\n\ntry:\n    import trimesh\nexcept ImportError:\n    print('/!\\\\ module trimesh is not installed, cannot visualize results /!\\\\')\n\n\ndef cat_3d(vecs):\n    if isinstance(vecs, (np.ndarray, torch.Tensor)):\n        vecs = [vecs]\n    return np.concatenate([p.reshape(-1, 3) for p in to_numpy(vecs)])\n\n\ndef show_raw_pointcloud(pts3d, colors, point_size=2):\n    scene = trimesh.Scene()\n\n    pct = trimesh.PointCloud(cat_3d(pts3d), colors=cat_3d(colors))\n    scene.add_geometry(pct)\n\n    scene.show(line_settings={'point_size': point_size})\n\n\ndef pts3d_to_trimesh(img, pts3d, valid=None):\n    H, W, THREE = img.shape\n    assert THREE == 3\n    assert img.shape == pts3d.shape\n\n    vertices = pts3d.reshape(-1, 3)\n\n    # make squares: each pixel == 2 triangles\n    idx = np.arange(len(vertices)).reshape(H, W)\n    idx1 = idx[:-1, :-1].ravel()  # top-left corner\n    idx2 = idx[:-1, +1:].ravel()  # right-left corner\n    idx3 = idx[+1:, :-1].ravel()  # bottom-left corner\n    idx4 = idx[+1:, +1:].ravel()  # bottom-right corner\n    faces = np.concatenate((\n        np.c_[idx1, idx2, idx3],\n        np.c_[idx3, idx2, idx1],  # same triangle, but backward (cheap solution to cancel face culling)\n        np.c_[idx2, idx3, idx4],\n        np.c_[idx4, idx3, idx2],  # same triangle, but backward (cheap solution to cancel face culling)\n    ), axis=0)\n\n    # prepare triangle colors\n    face_colors = np.concatenate((\n        img[:-1, :-1].reshape(-1, 3),\n        img[:-1, :-1].reshape(-1, 3),\n        img[+1:, +1:].reshape(-1, 3),\n        img[+1:, +1:].reshape(-1, 3)\n    ), axis=0)\n\n    # remove invalid faces\n    if valid is not None:\n        assert valid.shape == (H, W)\n        valid_idxs = valid.ravel()\n        valid_faces = valid_idxs[faces].all(axis=-1)\n        faces = faces[valid_faces]\n        face_colors = face_colors[valid_faces]\n\n    assert len(faces) == len(face_colors)\n    return dict(vertices=vertices, face_colors=face_colors, faces=faces)\n\n\ndef cat_meshes(meshes):\n    vertices, faces, colors = zip(*[(m['vertices'], m['faces'], m['face_colors']) for m in meshes])\n    n_vertices = np.cumsum([0]+[len(v) for v in vertices])\n    for i in range(len(faces)):\n        faces[i][:] += n_vertices[i]\n\n    vertices = np.concatenate(vertices)\n    colors = np.concatenate(colors)\n    faces = np.concatenate(faces)\n    return dict(vertices=vertices, face_colors=colors, faces=faces)\n\n\ndef show_duster_pairs(view1, view2, pred1, pred2):\n    import matplotlib.pyplot as pl\n    pl.ion()\n\n    for e in range(len(view1['instance'])):\n        i = view1['idx'][e]\n        j = view2['idx'][e]\n        img1 = rgb(view1['img'][e])\n        img2 = rgb(view2['img'][e])\n        conf1 = pred1['conf'][e].squeeze()\n        conf2 = pred2['conf'][e].squeeze()\n        score = conf1.mean()*conf2.mean()\n        print(f\">> Showing pair #{e} {i}-{j} {score=:g}\")\n        pl.clf()\n        pl.subplot(221).imshow(img1)\n        pl.subplot(223).imshow(img2)\n        pl.subplot(222).imshow(conf1, vmin=1, vmax=30)\n        pl.subplot(224).imshow(conf2, vmin=1, vmax=30)\n        pts1 = pred1['pts3d'][e]\n        pts2 = pred2['pts3d_in_other_view'][e]\n        pl.subplots_adjust(0, 0, 1, 1, 0, 0)\n        if input('show pointcloud? (y/n) ') == 'y':\n            show_raw_pointcloud(cat(pts1, pts2), cat(img1, img2), point_size=5)\n\n\ndef auto_cam_size(im_poses):\n    return 0.1 * get_med_dist_between_poses(im_poses)\n\n\nclass SceneViz:\n    def __init__(self):\n        self.scene = trimesh.Scene()\n\n    def add_pointcloud(self, pts3d, color, mask=None):\n        pts3d = to_numpy(pts3d)\n        mask = to_numpy(mask)\n        if mask is None:\n            mask = [slice(None)] * len(pts3d)\n        pts = np.concatenate([p[m] for p, m in zip(pts3d, mask)])\n        pct = trimesh.PointCloud(pts.reshape(-1, 3))\n\n        if isinstance(color, (list, np.ndarray, torch.Tensor)):\n            color = to_numpy(color)\n            col = np.concatenate([p[m] for p, m in zip(color, mask)])\n            assert col.shape == pts.shape\n            pct.visual.vertex_colors = uint8(col.reshape(-1, 3))\n        else:\n            assert len(color) == 3\n            pct.visual.vertex_colors = np.broadcast_to(uint8(color), pts.shape)\n\n        self.scene.add_geometry(pct)\n        return self\n\n    def add_camera(self, pose_c2w, focal=None, color=(0, 0, 0), image=None, imsize=None, cam_size=0.03):\n        pose_c2w, focal, color, image = to_numpy((pose_c2w, focal, color, image))\n        add_scene_cam(self.scene, pose_c2w, color, image, focal, screen_width=cam_size)\n        return self\n\n    def add_cameras(self, poses, focals=None, images=None, imsizes=None, colors=None, **kw):\n        def get(arr, idx): return None if arr is None else arr[idx]\n        for i, pose_c2w in enumerate(poses):\n            self.add_camera(pose_c2w, get(focals, i), image=get(images, i),\n                            color=get(colors, i), imsize=get(imsizes, i), **kw)\n        return self\n\n    def show(self, point_size=2):\n        self.scene.show(line_settings={'point_size': point_size})\n\n\ndef show_raw_pointcloud_with_cams(imgs, pts3d, mask, focals, cams2world,\n                                  point_size=2, cam_size=0.05, cam_color=None):\n    \"\"\" Visualization of a pointcloud with cameras\n        imgs = (N, H, W, 3) or N-size list of [(H,W,3), ...]\n        pts3d = (N, H, W, 3) or N-size list of [(H,W,3), ...]\n        focals = (N,) or N-size list of [focal, ...]\n        cams2world = (N,4,4) or N-size list of [(4,4), ...]\n    \"\"\"\n    assert len(pts3d) == len(mask) <= len(imgs) <= len(cams2world) == len(focals)\n    pts3d = to_numpy(pts3d)\n    imgs = to_numpy(imgs)\n    focals = to_numpy(focals)\n    cams2world = to_numpy(cams2world)\n\n    scene = trimesh.Scene()\n\n    # full pointcloud\n    pts = np.concatenate([p[m] for p, m in zip(pts3d, mask)])\n    col = np.concatenate([p[m] for p, m in zip(imgs, mask)])\n    pct = trimesh.PointCloud(pts.reshape(-1, 3), colors=col.reshape(-1, 3))\n    scene.add_geometry(pct)\n\n    # add each camera\n    for i, pose_c2w in enumerate(cams2world):\n        if isinstance(cam_color, list):\n            camera_edge_color = cam_color[i]\n        else:\n            camera_edge_color = cam_color or CAM_COLORS[i % len(CAM_COLORS)]\n        add_scene_cam(scene, pose_c2w, camera_edge_color,\n                      imgs[i] if i < len(imgs) else None, focals[i], screen_width=cam_size)\n\n    scene.show(line_settings={'point_size': point_size})\n\n\ndef add_scene_cam(scene, pose_c2w, edge_color, image=None, focal=None, imsize=None, screen_width=0.03):\n\n    if image is not None:\n        H, W, THREE = image.shape\n        assert THREE == 3\n        if image.dtype != np.uint8:\n            image = np.uint8(255*image)\n    elif imsize is not None:\n        W, H = imsize\n    elif focal is not None:\n        H = W = focal / 1.1\n    else:\n        H = W = 1\n\n    if focal is None:\n        focal = min(H, W) * 1.1  # default value\n    elif isinstance(focal, np.ndarray):\n        focal = focal[0]\n\n    # create fake camera\n    height = focal * screen_width / H\n    width = screen_width * 0.5**0.5\n    rot45 = np.eye(4)\n    rot45[:3, :3] = Rotation.from_euler('z', np.deg2rad(45)).as_matrix()\n    rot45[2, 3] = -height  # set the tip of the cone = optical center\n    aspect_ratio = np.eye(4)\n    aspect_ratio[0, 0] = W/H\n    transform = pose_c2w @ OPENGL @ aspect_ratio @ rot45\n    cam = trimesh.creation.cone(width, height, sections=4)  # , transform=transform)\n\n    # this is the image\n    if image is not None:\n        vertices = geotrf(transform, cam.vertices[[4, 5, 1, 3]])\n        faces = np.array([[0, 1, 2], [0, 2, 3], [2, 1, 0], [3, 2, 0]])\n        img = trimesh.Trimesh(vertices=vertices, faces=faces)\n        uv_coords = np.float32([[0, 0], [1, 0], [1, 1], [0, 1]])\n        img.visual = trimesh.visual.TextureVisuals(uv_coords, image=PIL.Image.fromarray(image))\n        scene.add_geometry(img)\n\n    # this is the camera mesh\n    rot2 = np.eye(4)\n    rot2[:3, :3] = Rotation.from_euler('z', np.deg2rad(2)).as_matrix()\n    vertices = np.r_[cam.vertices, 0.95*cam.vertices, geotrf(rot2, cam.vertices)]\n    vertices = geotrf(transform, vertices)\n    faces = []\n    for face in cam.faces:\n        if 0 in face:\n            continue\n        a, b, c = face\n        a2, b2, c2 = face + len(cam.vertices)\n        a3, b3, c3 = face + 2*len(cam.vertices)\n\n        # add 3 pseudo-edges\n        faces.append((a, b, b2))\n        faces.append((a, a2, c))\n        faces.append((c2, b, c))\n\n        faces.append((a, b, b3))\n        faces.append((a, a3, c))\n        faces.append((c3, b, c))\n\n    # no culling\n    faces += [(c, b, a) for a, b, c in faces]\n\n    cam = trimesh.Trimesh(vertices=vertices, faces=faces)\n    cam.visual.face_colors[:, :3] = edge_color\n    scene.add_geometry(cam)\n\n\ndef cat(a, b):\n    return np.concatenate((a.reshape(-1, 3), b.reshape(-1, 3)))\n\n\nOPENGL = np.array([[1, 0, 0, 0],\n                   [0, -1, 0, 0],\n                   [0, 0, -1, 0],\n                   [0, 0, 0, 1]])\n\n\nCAM_COLORS = [(255, 0, 0), (0, 0, 255), (0, 255, 0), (255, 0, 255), (255, 204, 0), (0, 204, 204),\n              (128, 255, 255), (255, 128, 255), (255, 255, 128), (0, 0, 0), (128, 128, 128)]\n\n\ndef uint8(colors):\n    if not isinstance(colors, np.ndarray):\n        colors = np.array(colors)\n    if np.issubdtype(colors.dtype, np.floating):\n        colors *= 255\n    assert 0 <= colors.min() and colors.max() < 256\n    return np.uint8(colors)\n\n\ndef segment_sky(image):\n    import cv2\n    from scipy import ndimage\n\n    # Convert to HSV\n    image = to_numpy(image)\n    if np.issubdtype(image.dtype, np.floating):\n        image = np.uint8(255*image.clip(min=0, max=1))\n    hsv = cv2.cvtColor(image, cv2.COLOR_BGR2HSV)\n\n    # Define range for blue color and create mask\n    lower_blue = np.array([0, 0, 100])\n    upper_blue = np.array([30, 255, 255])\n    mask = cv2.inRange(hsv, lower_blue, upper_blue).view(bool)\n\n    # add luminous gray\n    mask |= (hsv[:, :, 1] < 10) & (hsv[:, :, 2] > 150)\n    mask |= (hsv[:, :, 1] < 30) & (hsv[:, :, 2] > 180)\n    mask |= (hsv[:, :, 1] < 50) & (hsv[:, :, 2] > 220)\n\n    # Morphological operations\n    kernel = np.ones((5, 5), np.uint8)\n    mask2 = ndimage.binary_opening(mask, structure=kernel)\n\n    # keep only largest CC\n    _, labels, stats, _ = cv2.connectedComponentsWithStats(mask2.view(np.uint8), connectivity=8)\n    cc_sizes = stats[1:, cv2.CC_STAT_AREA]\n    order = cc_sizes.argsort()[::-1]  # bigger first\n    i = 0\n    selection = []\n    while i < len(order) and cc_sizes[order[i]] > cc_sizes[order[0]] / 2:\n        selection.append(1 + order[i])\n        i += 1\n    mask3 = np.in1d(labels, selection).reshape(labels.shape)\n\n    # Apply mask\n    return torch.from_numpy(mask3)\n"
  },
  {
    "path": "infer/demo_online.py",
    "content": "# Copyright (C) 2025-present Alibaba Group. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# online gradio demo\n# --------------------------------------------------------\n\nimport os\nimport gc\nimport pickle\nimport cv2\nimport torch\nimport shutil\nimport glob\nimport time\nimport trimesh\nimport argparse\nimport numpy as np\nimport gradio as gr\nfrom datetime import datetime\nimport matplotlib.pyplot as plt\n\nimport sys\nsys.path.append(os.path.realpath(os.path.dirname(os.path.dirname(__file__))))\n\nfrom infer.infer_normal_pts3d import infer_imgs, rescale_to_orig\nfrom infer.eval_scripts.matching_metrics import vis_matching\nfrom infer.eval_scripts.eval_matching import extract_match\nfrom infer.dens3r_recon import Dens3RReconstruction\nfrom dust3r.inference import load_model\nfrom dust3r.utils.image import colorize\nfrom dust3r.post_process import estimate_focal_knowing_depth\nfrom dust3r.utils.read_write_model import read_model, qvec2rotmat\nfrom infer.demo_utils import predictions_to_glb, get_glb_from_recon_scene\n\nplt.ion()\ntorch.backends.cuda.matmul.allow_tf32 = True  # for gpu >= Ampere and pytorch >= 1.12\n\n\ndef resize_image_max_size(image, image_size):\n    h, w = image.shape[:2]\n    scale = float(image_size) / max(h, w)\n    if scale < 1:\n        new_h, new_w =int(np.round(h * scale)), int(np.round(w * scale))\n        resized_image = cv2.resize(image, (new_w, new_h), interpolation=cv2.INTER_AREA)\n    else:\n        resized_image = image\n    return resized_image\n\ndef get_two_view_recon(output, one_image_flag):\n    extrinsics = []\n    size_info = output[\"view1\"][\"size_info\"].detach().cpu().numpy()\n    view1, pred1 = output['view1'], output['pred1']\n    view2, pred2 = output['view2'], output['pred2']\n    \n    ori_pts3d_1_1 = pred1[\"pts3d\"][0, ...].detach().cpu().numpy()\n    pts3d_1_1 = rescale_to_orig(ori_pts3d_1_1, size_info)\n    extrinsics.append(np.eye(4)[:3])\n    if not one_image_flag:\n        ori_pts3d_2_1 = pred2[\"pts3d_in_other_view\"][0, ...].detach().cpu().numpy()\n        pts3d_2_1 = rescale_to_orig(ori_pts3d_2_1, size_info)\n        pts3d_1_1_torch = torch.from_numpy(pts3d_1_1)\n        H, W = pts3d_1_1.shape[:2]\n        center = torch.tensor([W/2, H/2])\n        focal = estimate_focal_knowing_depth(pts3d_1_1_torch.unsqueeze(0), center.unsqueeze(0)).ravel()\n        pixels = np.mgrid[:W, :H].T.astype(np.float32)\n        K = torch.tensor([(focal, 0, center[0]), (0, focal, center[1]), (0, 0, 1)]).numpy()\n        pixels = pixels.reshape(-1, 2)\n        success, R, T, inliers = cv2.solvePnPRansac(pts3d_2_1.reshape(-1,3), \n                                                    pixels.reshape(-1,2),\n                                                    K, None, iterationsCount=10,\n                                                    reprojectionError=5, flags=cv2.SOLVEPNP_SQPNP)\n        R = cv2.Rodrigues(R)[0]\n        \n        w2c = np.eye(4)\n        w2c[:3,:3] = R\n        w2c[:3, 3] = T.reshape(-1)\n        extrinsics.append(w2c[:3])\n        \n        ori_matches_im0, ori_matches_im1 = extract_match(output, conf_thr=1.001, pixel_tol=5, subsample=8)\n    else:\n        ori_matches_im0, ori_matches_im1 = None, None\n\n    return extrinsics, ori_matches_im0, ori_matches_im1\n\ndef get_two_view_prediction(filelist, out_dir):\n    one_image_flag = True if len(filelist) == 1 else False\n    # get mono_depth, mono_normal, viewspace_pts\n    pair_mode = \"self\" if one_image_flag else \"near\"\n    ret_dict = infer_imgs(model, img_dir=os.path.dirname(filelist[0]), \n                          save_dir=out_dir, pair_mode=pair_mode, size=512, \n                          save_normal=False, save_depth=False, save_pcd=True, ret_total_output=True)\n    high_res_ret_dict = infer_imgs(model, img_dir=os.path.dirname(filelist[0]), \n                                   save_dir=out_dir, pair_mode=pair_mode, size=None, \n                                   save_normal=False, save_depth=False, save_pcd=False, ret_total_output=True)\n    # get two-view extrinsics\n    extrinsics, ori_matches_im0, ori_matches_im1 = get_two_view_recon(ret_dict[\"outputs\"][0], one_image_flag)\n    if not one_image_flag:\n        matching_image = vis_matching(cv2.imread(filelist[0]), \n                                      cv2.imread(filelist[1]), \n                                      ori_matches_im0, ori_matches_im1,\n                                      sample_matching_num=100)\n    else:\n        matching_image = None\n    \n    predictions = dict()\n    if one_image_flag:\n        predictions['world_points'] = ret_dict[\"pts\"][0][None, ...]\n        predictions['images'] = ret_dict[\"rgbs\"][0][None, ...]\n    else:\n        predictions['world_points'] = np.stack([ret_dict[\"pts\"][0], ret_dict[\"pts_another\"][0]])\n        predictions['images'] = np.stack(ret_dict[\"rgbs\"])\n    predictions['extrinsic'] = np.stack(extrinsics)\n    predictions_path = os.path.join(out_dir, \"predictions.npz\")\n    np.savez_compressed(predictions_path, **predictions)\n    \n    glbscene = predictions_to_glb(\n            predictions,\n            conf_thres=0,\n            filter_by_frames='All',\n            mask_black_bg=False,\n            mask_white_bg=False,\n            show_cam=True,\n            prediction_mode=\"Predicted Pointmap\"\n        )\n    glbfile = os.path.join(out_dir, \"colmap_scene.glb\")\n    glbscene.export(file_obj=glbfile)\n\n    return glbfile, ret_dict[\"rgbs\"], high_res_ret_dict[\"depths\"], high_res_ret_dict[\"normals\"], matching_image\n\ndef get_sequence_prediction(filelist, out_dir):\n    # get normal, depth, pts3d\n    ret_dict = infer_imgs(model, img_dir=os.path.dirname(filelist[0]), save_dir=out_dir, \n                          pair_mode=\"near\", size=512, save_normal=False, save_depth=False, save_pcd=True,\n                          ret_total_output=True)\n    high_res_ret_dict = infer_imgs(model, img_dir=os.path.dirname(filelist[0]), \n                                   save_dir=out_dir, pair_mode=\"near\", size=None, \n                                   save_normal=False, save_depth=False, save_pcd=False, \n                                   ret_total_output=False)\n    \n    matching_images = []\n    for i in range(len(filelist)):\n        ori_matches_im0, ori_matches_im1 = extract_match(ret_dict[\"outputs\"][i], conf_thr=1.001, pixel_tol=5, subsample=8)\n        if i != len(filelist) - 1:\n            file1, file2 = filelist[i], filelist[i+1]\n        else:\n            file1, file2 = filelist[i], filelist[i-1]\n        matching_image = vis_matching(cv2.imread(file1), \n                                      cv2.imread(file2), \n                                      ori_matches_im0, ori_matches_im1,\n                                      sample_matching_num=100)\n        matching_images.append(matching_image)\n    \n    # recon sequence\n    if len(filelist) > 30:\n        pts_subsample = 8\n    else:\n        pts_subsample = 4\n    Dens3RReconstruction(model, img_dir=os.path.dirname(filelist[0]), \n                         sfm_dir=out_dir, use_mapper=\"glomap\", matching_mode=\"exhaustive\", \n                         subsample=pts_subsample)\n    \n    colmap_intrinsics, colmap_extrinsics, colmap_points3D = \\\n        read_model(os.path.join(out_dir, \"hloc_sfm/0\"))\n\n    def find_img_key_by_name(colmap_extrinsics, target_name):\n        for idx, key in enumerate(colmap_extrinsics):\n            if colmap_extrinsics[key].name == target_name:\n                return key\n        return None\n    \n    extrinsics = []\n    valid_image_flag = []\n    for idx, image_path in enumerate(filelist):\n        file_name = os.path.basename(image_path)\n        key = find_img_key_by_name(colmap_extrinsics, file_name)\n        if key is None:\n            valid_image_flag.append(False)\n            continue\n        else:\n            valid_image_flag.append(True)\n        extr = colmap_extrinsics[key]\n        R = np.transpose(qvec2rotmat(extr.qvec))\n        T = np.array(extr.tvec)\n        w2c = np.eye(4)\n        w2c[:3,:3] = R.T\n        w2c[:3, 3] = T\n        extrinsics.append(w2c[:3])\n    \n    valid_image_flag = np.array(valid_image_flag)\n    predictions = dict()\n    predictions['extrinsic'] = np.stack(extrinsics)\n    points3d = []\n    points_color = []\n    for idx, (pt3d_id, pts3d) in enumerate(colmap_points3D.items()):\n        points3d.append(pts3d.xyz)\n        points_color.append(pts3d.rgb)\n    predictions['world_points'] = np.stack(points3d)\n    predictions['images'] = np.stack(ret_dict[\"rgbs\"])\n    predictions['pts_color'] = np.stack(points_color)\n    \n    outfile = get_glb_from_recon_scene(reconstruction_path=os.path.join(out_dir, \"hloc_sfm/0\"), \n                                       img_dir=os.path.join(out_dir, \"images\"), \n                                       cache_dir=out_dir, \n                                       outfile_name=os.path.join(out_dir, \"scene_recon_True_All.glb\"), \n                                       should_delete=False, transparent_cams=False, cam_size=0.8)\n    \n    valid_map = {}\n    valid_idx = 0\n    for idx in range(len(valid_image_flag)):\n        if valid_image_flag[idx]:\n            valid_map[idx] = valid_idx\n            valid_idx = valid_idx + 1\n        else:\n            valid_map[idx] = 0\n    predictions['valid_map'] = valid_map\n    predictions_path = os.path.join(out_dir, \"predictions.npz\")\n    np.savez_compressed(predictions_path, **predictions)\n    \n    return outfile, ret_dict[\"rgbs\"], high_res_ret_dict[\"depths\"], high_res_ret_dict[\"normals\"], valid_image_flag, matching_images\n\ndef handle_uploads(input_video, input_images):\n    \"\"\"\n    Create a new 'target_dir' + 'images' subfolder, and place user-uploaded\n    images or extracted frames from video into it. Return (target_dir, image_paths).\n    \"\"\"\n    max_size = 1024\n    start_time = time.time()\n    gc.collect()\n    torch.cuda.empty_cache()\n\n    # Create a unique folder name\n    timestamp = datetime.now().strftime(\"%Y%m%d_%H%M%S_%f\")\n    target_dir = f\"./log/input_{timestamp}\"\n    target_dir_images = os.path.join(target_dir, \"images\")\n\n    # Clean up if somehow that folder already exists\n    if os.path.exists(target_dir):\n        shutil.rmtree(target_dir)\n    os.makedirs(target_dir)\n    os.makedirs(target_dir_images)\n\n    image_paths = []\n\n    # --- Handle images ---\n    if input_images is not None:\n        for file_data in input_images:\n            if isinstance(file_data, dict) and \"name\" in file_data:\n                file_path = file_data[\"name\"]\n            elif isinstance(file_data, tuple):\n                file_path = file_data[0]\n            else:\n                file_path = file_data\n            dst_path = os.path.join(target_dir_images, os.path.basename(file_path))\n            # shutil.copy(file_path, dst_path)\n            frame = cv2.imread(file_path)\n            frame = resize_image_max_size(frame, image_size=max_size)\n            cv2.imwrite(dst_path, frame)\n            image_paths.append(dst_path)\n\n    # --- Handle video ---\n    if input_video is not None:\n        if isinstance(input_video, dict) and \"name\" in input_video:\n            video_path = input_video[\"name\"]\n        else:\n            video_path = input_video\n\n        vs = cv2.VideoCapture(video_path)\n        fps = vs.get(cv2.CAP_PROP_FPS)\n        frame_interval = int(fps * 1)  # 1 frame/sec\n\n        count = 0\n        video_frame_num = 0\n        while True:\n            gotit, frame = vs.read()\n            if not gotit:\n                break\n            count += 1\n            if count % frame_interval == 0:\n                image_path = os.path.join(target_dir_images, f\"{video_frame_num:06}.png\")\n                frame = resize_image_max_size(frame, image_size=max_size)\n                cv2.imwrite(image_path, frame)\n                image_paths.append(image_path)\n                video_frame_num += 1\n\n    # Sort final images for gallery\n    image_paths = sorted(image_paths)\n\n    end_time = time.time()\n    print(f\"Files copied to {target_dir_images}; took {end_time - start_time:.3f} seconds\")\n    return target_dir, image_paths\n\ndef update_gallery_on_upload(input_video, input_images):\n    \"\"\"\n    Whenever user uploads or changes files, immediately handle them\n    and show in the gallery. Return (target_dir, image_paths).\n    If nothing is uploaded, returns \"None\" and empty list.\n    \"\"\"\n    if not input_video and not input_images:\n        return None, None, None, None\n    target_dir, image_paths = handle_uploads(input_video, input_images)\n    return None, target_dir, image_paths, \"Upload complete. Click 'Reconstruct' to begin 3D processing.\"\n\ndef gradio_demo(\n    target_dir,\n    frame_filter=\"All\"\n):\n    \"\"\"\n    Perform reconstruction using the already-created target_dir/images.\n    \"\"\"\n    if not os.path.isdir(target_dir) or target_dir == \"None\":\n        return None, None,  \"No valid target directory found. Please upload first.\", None\n\n    start_time = time.time()\n    gc.collect()\n    torch.cuda.empty_cache()\n\n    # Prepare frame_filter dropdown\n    target_dir_images = os.path.join(target_dir, \"images\")\n    image_extensions = [\"*.jpg\", \"*.JPG\", \"*.jpeg\", \"*.JPEG\", \"*.png\", \"*.PNG\", \"*.bmp\", \"*.BMP\", \"*.gif\", \"*.GIF\"]\n    image_files = []\n    for ext in image_extensions:\n        image_files.extend(glob.glob(os.path.join(target_dir_images, ext)))\n        if len(image_files) > 0:\n            break\n    \n    all_imgs = sorted(image_files)\n    all_files = [f\"{i}: {os.path.basename(filename)}\" for i, filename in enumerate(all_imgs)]\n    if len(all_imgs) == 1:\n        recon_mode = \"dens3r_single\"\n    elif len(all_imgs) == 2:\n        recon_mode = \"dens3r_pair\"\n    else:\n        recon_mode = \"dens3r_sequence\"\n    \n    print(\"Model Infering...\")\n    with torch.no_grad():\n        if recon_mode in [\"dens3r_single\", \"dens3r_pair\"]:\n            glbfile, rgbimg, depth_list, normals, matching_image = \\\n                get_two_view_prediction(all_imgs, target_dir)\n            frame_filter_choices = [\"All\"] + all_files\n        else:\n            glbfile, rgbimg, depth_list, normals, valid_image_flag, matching_images = \\\n                get_sequence_prediction(all_imgs, target_dir)\n            frame_filter_choices = [\"All\"]\n        \n    gc.collect()\n    torch.cuda.empty_cache()\n    imgs = []\n    \n    if recon_mode == \"dens3r_single\":\n        imgs.append((rgbimg[0]*255).astype(np.uint8))\n        imgs.append(colorize(depth_list[0], vmin=0, vmax=depth_list[0].max(), cmap='Spectral')[..., :3])\n        imgs.append(normals[0].astype(np.uint8)[..., [2,1,0]])\n    elif recon_mode == \"dens3r_pair\":\n        rgb_concat = (np.concatenate(rgbimg, axis=1) * 255).astype(np.uint8)\n        depth_concat = np.concatenate([colorize(depth_list[0], vmin=0, vmax=depth_list[0].max(), cmap='Spectral')[..., :3], \n                                       colorize(depth_list[-1], vmin=0, vmax=depth_list[-1].max(), cmap='Spectral')[..., :3]], axis=1).astype(np.uint8)\n        normal_concat = np.concatenate([normals[0], normals[-1]], axis=1).astype(np.uint8)\n        imgs.append(rgb_concat)\n        imgs.append(depth_concat)\n        imgs.append(normal_concat[..., [2,1,0]])\n        imgs.append(matching_image[..., [2,1,0]])\n    else: # dens3r_sequence\n        for i in range(len(rgbimg)):\n            if not valid_image_flag[i]:\n                continue\n            imgs.append((rgbimg[i]*255).astype(np.uint8))\n            ## skip none image, not build in colmap\n            imgs.append(colorize(depth_list[i], vmin=0, vmax=depth_list[i].max(), cmap='Spectral')[..., :3])\n            imgs.append(normals[i].astype(np.uint8)[..., [2,1,0]])\n            imgs.append(matching_images[i][..., [2,1,0]])\n\n    end_time = time.time()\n    print(f\"Total time: {end_time - start_time:.2f} seconds (including IO)\")\n    log_msg = f\"Reconstruction Success ({len(all_files)} frames). Waiting for visualization.\"\n\n    return glbfile, imgs, log_msg, gr.Dropdown(choices=frame_filter_choices, value=frame_filter, interactive=True)\n\ndef clear_fields():\n    \"\"\"\n    Clears the 3D viewer, the stored target_dir, and empties the gallery.\n    \"\"\"\n    return None\n\ndef update_log():\n    \"\"\"\n    Display a quick log message while waiting.\n    \"\"\"\n    return \"Loading and Reconstructing...\"\n\ndef update_visualization(\n    target_dir, frame_filter, \n    show_cam=True, cam_size=0.5, transparent_cams=False,\n):\n    if not target_dir or target_dir == \"None\" or not os.path.isdir(target_dir):\n        return None, \"No reconstruction available. Please click the Reconstruct button first.\"\n\n    predictions_path = os.path.join(target_dir, \"predictions.npz\")\n    if not os.path.exists(predictions_path):\n        return None, f\"No reconstruction available at {predictions_path}. Please run 'Reconstruct' first.\"\n\n    if frame_filter != 'All':\n        glbfile = os.path.join(target_dir, frame_filter.split(\":\")[1].strip() + \".ply\")\n        if os.path.exists(glbfile):\n            return glbfile, \"Updating Visualization\"\n    \n    loaded = np.load(predictions_path, allow_pickle=True)\n    predictions = {key: loaded[key] for key in loaded.keys()}\n\n    frame_name = frame_filter.replace('.', '_').replace(':', '').replace(' ', '_')\n    glbfile = os.path.join(\n        target_dir,\n        f\"scene_recon_{show_cam}_{frame_name}.glb\",\n    )\n\n    if not os.path.exists(glbfile):\n        glbscene = predictions_to_glb(\n            predictions,\n            conf_thres=0,\n            filter_by_frames=frame_filter,\n            show_cam=show_cam,\n            prediction_mode=\"Predicted Pointmap\"\n        )\n        glbscene.export(file_obj=glbfile)\n\n    return glbfile, \"Updating Visualization\"\n\ndef main_demo(args):\n    server_name, server_port = args.server_name, args.server_port\n    \n    theme = gr.themes.Default()\n    theme.set(\n        checkbox_label_background_fill_selected=\"*button_primary_background_fill\",\n        checkbox_label_text_color_selected=\"*button_primary_text_color\",\n    )\n    css_html = \"\"\"\n    .custom-log * {\n        font-style: italic;\n        font-size: 22px !important;\n        background-image: linear-gradient(120deg, #0ea5e9 0%, #6ee7b7 60%, #34d399 100%);\n        -webkit-background-clip: text;\n        background-clip: text;\n        font-weight: bold !important;\n        color: transparent !important;\n        text-align: center !important;\n    }\n    \n    .example-log * {\n        font-style: italic;\n        font-size: 22px !important;\n        background-image: linear-gradient(120deg, #0ea5e9 0%, #6ee7b7 60%, #34d399 100%);\n        -webkit-background-clip: text;\n        background-clip: text;\n        color: transparent !important;\n    }\n    \n    #my_radio .wrap {\n        display: flex;\n        flex-wrap: nowrap;\n        justify-content: center;\n        align-items: center;\n    }\n\n    #my_radio .wrap label {\n        display: flex;\n        width: 50%;\n        justify-content: center;\n        align-items: center;\n        margin: 0;\n        padding: 10px 0;\n        box-sizing: border-box;\n    }\n    .progress-text { display: none !important; }\n    \n    .gradio-examples .wrap.svelte-1iyuev5 {\n        gap: 10px;\n    }\n    .gradio-examples {\n        min-width: 300px !important;\n        height: auto !important;\n        border-radius: 8px;\n    }\n    .gradio-examples video {\n        height: 200px !important;\n        width: auto !important;\n        border-radius: 8px;\n    }\n    .gradio-examples .example-content {\n        padding: 10px;\n    }\n    \"\"\"\n    with gr.Blocks(theme=theme, css=css_html, analytics_enabled=False) as demo:\n        num_images = gr.Textbox(label=\"num_images\", visible=False, value=\"None\")\n\n        target_dir_output = gr.Textbox(label=\"Target Dir\", visible=False, value=\"None\")\n        with gr.Row():\n            with gr.Column(scale=2):\n                input_video = gr.Video(label=\"Upload Video\", interactive=True)\n                input_images = gr.Files(file_count=\"multiple\", label=\"Upload Images\", interactive=True)\n                # input_images = gr.Gallery(\n                #     label=\"Upload Images\",\n                #     columns=4,\n                #     height=\"300px\",\n                #     show_download_button=True,\n                #     object_fit=\"contain\",\n                #     preview=True,\n                #     interactive=True,  # 允许用户拖拽上传\n                # )\n                image_gallery = gr.Gallery(\n                    label=\"input images\",\n                    columns=4,\n                    height=\"300px\",\n                    show_download_button=True,\n                    object_fit=\"contain\",\n                    preview=True,\n                )\n            with gr.Column(scale=4):\n                with gr.Column():\n                    gr.Markdown(\"**3D Reconstruction**\", height=20)\n                    log_output = gr.Markdown(\n                        \"Please upload a video or images, then click Reconstruct.\", elem_classes=[\"custom-log\"]\n                    )\n                    reconstruction_output = gr.Model3D(height=520, zoom_speed=0.5, pan_speed=0.5)\n\n                with gr.Row():\n                    submit_btn = gr.Button(\"Reconstruct\", scale=1, variant=\"primary\")\n                    clear_btn = gr.ClearButton(\n                        [input_video, input_images, reconstruction_output, log_output, target_dir_output],\n                        scale=1,\n                    )\n                with gr.Row():\n                    frame_filter = gr.Dropdown(choices=[\"All\"], value=\"All\", label=\"Show Points from Frame\")\n                    with gr.Column():\n                        show_cam = gr.Checkbox(label=\"Show Camera\", value=True)\n        outgallery = gr.Gallery(label='rgb depth normal matching', columns=4, object_fit=\"contain\", height=\"100%\")\n        \n        # ---------------------- Examples section ----------------------\n        examples = [\n            # video, images\n            [\"examples/stairs_1img.mp4\", None],\n            [\"examples/temple_1img.mp4\", None],\n            [\"examples/sofa_1img.mp4\", None],\n            [\"examples/eth3d_2imgs.mp4\", None],\n            [\"examples/bed_2imgs.mp4\", None],\n            [\"examples/sofa_20imgs.mp4\", None],\n        ]\n        gr.Markdown(\"Click any video to load an example.\", elem_classes=[\"example-log\"])\n        \n        def example_pipeline(input_video, input_images):\n            \"\"\"\n            1) Copy example images to new target_dir\n            2) Reconstruct\n            3) Return model3D + logs + new_dir + updated dropdown + gallery\n            \"\"\"\n            target_dir, image_paths = handle_uploads(input_video, input_images)\n            # Always use \"All\" for frame_filter in examples\n            frame_filter = \"All\"\n            glbfile, imgs, log_msg, frame_filter = gradio_demo(\n                target_dir, frame_filter\n            )\n            return glbfile, imgs, log_msg, frame_filter\n\n        gr.Examples(\n            examples=examples,\n            inputs=[\n                input_video,\n                input_images,\n            ],\n            outputs=[\n                reconstruction_output,\n                outgallery,\n                log_output,\n                frame_filter,\n            ],\n            fn=example_pipeline,\n            cache_examples=False,\n            examples_per_page=10,\n            preload=True,\n            # elem_id=\"gradio-examples\",\n        )\n        # -------------------------------------------------------------------------\n        \n        submit_btn.click(fn=clear_fields, inputs=[], outputs=[reconstruction_output]).then(\n            fn=update_log, inputs=[], outputs=[log_output], show_progress=\"hidden\"\n        ).then(\n            fn=gradio_demo,\n            inputs=[\n                target_dir_output,\n                frame_filter\n            ],\n            outputs=[reconstruction_output, outgallery, log_output, frame_filter],\n        )\n        # -------------------------------------------------------------------------\n        # Real-time Visualization Updates\n        # -------------------------------------------------------------------------\n        \n        frame_filter.change(\n            update_visualization,\n            [\n                target_dir_output,\n                frame_filter,\n                show_cam,\n            ],\n            [reconstruction_output, log_output],\n        )\n        \n        show_cam.change(\n            update_visualization,\n            [\n                target_dir_output,\n                frame_filter,\n                show_cam,\n            ],\n            [reconstruction_output, log_output],\n        )\n        \n        # -------------------------------------------------------------------------\n        # Auto-update gallery whenever user uploads or changes their files\n        # -------------------------------------------------------------------------\n        input_video.change(\n            fn=update_gallery_on_upload,\n            inputs=[input_video, input_images],\n            outputs=[reconstruction_output, target_dir_output, image_gallery, log_output],\n        )\n        input_images.change(\n            fn=update_gallery_on_upload,\n            inputs=[input_video, input_images],\n            outputs=[reconstruction_output, target_dir_output, image_gallery, log_output],\n        )\n        demo.queue(max_size=1).launch(share=False, server_name=server_name, server_port=server_port, ssl_verify=False)\n\n\ndef get_args():\n    parser = argparse.ArgumentParser(\"Dens3r Local Gradio Demo\")\n    parser.add_argument(\"--server_name\", type=str, default=\"127.0.0.1\", \n                        help=\"server url, default is 127.0.0.1\")\n    parser.add_argument(\"--server_port\", type=int, default=7688, \n                        help=(\"will start gradio app on this port (if available). If None, will search for an available port starting at 7860.\"))\n    \n    parser.add_argument(\"--ckpt_path\", type=str, required=True, \n                        help=\"path to the model weights\")\n    parser.add_argument(\"--device\", type=str, default='cuda', \n                        help=\"pytorch device\")\n    \n    args = parser.parse_args()\n    \n    return args\n\n\nif __name__ == '__main__':\n    args = get_args()\n    model = load_model(args.ckpt_path, args.device) # model is a global param\n    main_demo(args)"
  },
  {
    "path": "infer/demo_utils.py",
    "content": "# Copyright (C) 2025-present Alibaba Group. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n\nimport trimesh\nimport numpy as np\nimport matplotlib\nimport copy\nimport cv2\nimport os\nimport PIL\nimport requests\nimport shutil\nfrom scipy.spatial.transform import Rotation\n\nimport sys\nsys.path.append(os.path.realpath(os.path.dirname(os.path.dirname(__file__))))\nfrom dust3r.utils.geometry import geotrf\nfrom dust3r.utils.read_write_model import read_model, qvec2rotmat\n\n\nOPENGL = np.array([[1, 0, 0, 0],\n                   [0, -1, 0, 0],\n                   [0, 0, -1, 0],\n                   [0, 0, 0, 1]])\n\nCAM_COLORS = [(255, 0, 0), (0, 0, 255), (0, 255, 0), (255, 0, 255), (255, 204, 0), (0, 204, 204),\n              (128, 255, 255), (255, 128, 255), (255, 255, 128), (0, 0, 0), (128, 128, 128)]\n\nclass GlomapRecon:\n    def __init__(self, world_to_cam, intrinsics, points3d, imgs):\n        self.world_to_cam = world_to_cam\n        self.intrinsics = intrinsics\n        self.points3d = points3d\n        self.imgs = imgs\n\nclass GlomapReconState:\n    def __init__(self, glomap_recon, should_delete=False, cache_dir=None, outfile_name=None):\n        self.glomap_recon = glomap_recon\n        self.cache_dir = cache_dir\n        self.outfile_name = outfile_name\n        self.should_delete = should_delete\n\n    def __del__(self):\n        if not self.should_delete:\n            return\n        if self.cache_dir is not None and os.path.isdir(self.cache_dir):\n            shutil.rmtree(self.cache_dir)\n        self.cache_dir = None\n        if self.outfile_name is not None and os.path.isfile(self.outfile_name):\n            os.remove(self.outfile_name)\n        self.outfile_name = None\n        \ndef add_scene_cam(scene, pose_c2w, edge_color, image=None, focal=None, imsize=None, screen_width=0.03):\n\n    if image is not None:\n        H, W, THREE = image.shape\n        assert THREE == 3\n        if image.dtype != np.uint8:\n            image = np.uint8(255*image)\n    elif imsize is not None:\n        W, H = imsize\n    elif focal is not None:\n        H = W = focal / 1.1\n    else:\n        H = W = 1\n\n    if focal is None:\n        focal = min(H, W) * 1.1  # default value\n    elif isinstance(focal, np.ndarray):\n        focal = focal[0]\n\n    # create fake camera\n    height = focal * screen_width / H\n    width = screen_width * 0.5**0.5\n    rot45 = np.eye(4)\n    rot45[:3, :3] = Rotation.from_euler('z', np.deg2rad(45)).as_matrix()\n    rot45[2, 3] = -height  # set the tip of the cone = optical center\n    aspect_ratio = np.eye(4)\n    aspect_ratio[0, 0] = W/H\n    transform = pose_c2w @ OPENGL @ aspect_ratio @ rot45\n    cam = trimesh.creation.cone(width, height, sections=4)  # , transform=transform)\n\n    # this is the image\n    if image is not None:\n        vertices = geotrf(transform, cam.vertices[[4, 5, 1, 3]])\n        faces = np.array([[0, 1, 2], [0, 2, 3], [2, 1, 0], [3, 2, 0]])\n        img = trimesh.Trimesh(vertices=vertices, faces=faces)\n        uv_coords = np.float32([[0, 0], [1, 0], [1, 1], [0, 1]])\n        img.visual = trimesh.visual.TextureVisuals(uv_coords, image=PIL.Image.fromarray(image))\n        scene.add_geometry(img)\n\n    # this is the camera mesh\n    rot2 = np.eye(4)\n    rot2[:3, :3] = Rotation.from_euler('z', np.deg2rad(2)).as_matrix()\n    vertices = np.r_[cam.vertices, 0.95*cam.vertices, geotrf(rot2, cam.vertices)]\n    vertices = geotrf(transform, vertices)\n    faces = []\n    for face in cam.faces:\n        if 0 in face:\n            continue\n        a, b, c = face\n        a2, b2, c2 = face + len(cam.vertices)\n        a3, b3, c3 = face + 2*len(cam.vertices)\n\n        # add 3 pseudo-edges\n        faces.append((a, b, b2))\n        faces.append((a, a2, c))\n        faces.append((c2, b, c))\n\n        faces.append((a, b, b3))\n        faces.append((a, a3, c))\n        faces.append((c3, b, c))\n\n    # no culling\n    faces += [(c, b, a) for a, b, c in faces]\n\n    cam = trimesh.Trimesh(vertices=vertices, faces=faces)\n    cam.visual.face_colors[:, :3] = edge_color\n    scene.add_geometry(cam)\n        \ndef get_3D_model_from_scene(scene_state, transparent_cams=False, cam_size=0.05):\n    \"\"\"\n    extract 3D_model (glb file) from a reconstructed scene\n    \"\"\"\n    if scene_state is None:\n        return None\n    outfile = scene_state.outfile_name\n    if outfile is None:\n        return None\n\n    recon = scene_state.glomap_recon\n\n    scene = trimesh.Scene()\n    pts = np.stack([p[0] for p in recon.points3d], axis=0)\n    col = np.stack([p[1] for p in recon.points3d], axis=0)\n    pct = trimesh.PointCloud(pts, colors=col)\n    scene.add_geometry(pct)\n\n    # add each camera\n    cams2world = []\n    for i, (id, pose_w2c) in enumerate(recon.world_to_cam.items()):\n        intrinsics = recon.intrinsics[id]\n        focal = (intrinsics[0, 0] + intrinsics[1, 1]) / 2.0\n        camera_edge_color = CAM_COLORS[i % len(CAM_COLORS)]\n        # pose_w2c = np.eye(4)\n        # pose_w2c[:3, :] = pose_w2c_3x4\n        pose_c2w = np.linalg.inv(pose_w2c)\n        cams2world.append(pose_c2w)\n        add_scene_cam(scene, pose_c2w, camera_edge_color,\n                      None if transparent_cams else recon.imgs[id], focal,\n                      imsize=recon.imgs[id].shape[1::-1], screen_width=cam_size)\n\n    rot = np.eye(4)\n    rot[:3, :3] = Rotation.from_euler('y', np.deg2rad(180)).as_matrix()\n    scene.apply_transform(np.linalg.inv(cams2world[0] @ OPENGL @ rot))\n    scene.export(file_obj=outfile)\n\n    return outfile\n\ndef get_glb_from_recon_scene(reconstruction_path, img_dir, \n                             cache_dir, outfile_name, should_delete=False,\n                             transparent_cams=False, cam_size=0.05):\n    colmap_cameras, colmap_images, colmap_pts3d = read_model(reconstruction_path)\n    \n    images = {}\n    colmap_world_to_cam = {}\n    colmap_intrinsics = {}\n    for i, image_class in colmap_images.items():\n        rgb_image_name = image_class.name\n        cam_id = image_class.camera_id\n        with PIL.Image.open(os.path.join(img_dir, rgb_image_name)) as im:\n            images[i] = np.asarray(im)\n        \n        rot_mat = qvec2rotmat(image_class.qvec)\n        translate = np.array(image_class.tvec)\n        w2c_matrix = np.eye(4)\n        w2c_matrix[:3, :3] = rot_mat\n        w2c_matrix[:3, 3] = translate\n        colmap_world_to_cam[i] = w2c_matrix\n        \n        cam = colmap_cameras[cam_id]\n        if cam.model in (\"SIMPLE_PINHOLE\", \"SIMPLE_RADIAL\", \"RADIAL\"):\n            fx = fy = cam.params[0]\n            cx = cam.params[1]\n            cy = cam.params[2]\n        elif cam.model in (\"PINHOLE\", \"OPENCV\", \"OPENCV_FISHEYE\", \"FULL_OPENCV\"):\n            fx = cam.params[0]\n            fy = cam.params[1]\n            cx = cam.params[2]\n            cy = cam.params[3]\n        else:\n            raise Exception(\"Camera model not supported yet\")\n        colmap_intrinsics[i] = np.array([[fx, 0., cx],\n                                         [0., fy, cy],\n                                         [0., 0., 1.]]).astype(np.float32)\n    points3D = []\n    for idx, (pt3d_id, pts3d) in enumerate(colmap_pts3d.items()):\n        points3D.append((pts3d.xyz, pts3d.rgb))\n\n    scene = GlomapRecon(colmap_world_to_cam, colmap_intrinsics, points3D, images)\n    scene_state = GlomapReconState(scene, should_delete, cache_dir, outfile_name)\n    outfile = get_3D_model_from_scene(scene_state, transparent_cams, cam_size)\n    \n    return outfile\n\ndef predictions_to_glb(\n    predictions,\n    conf_thres=0.0,\n    filter_by_frames=\"all\",\n    mask_black_bg=False,\n    mask_white_bg=False,\n    show_cam=True,\n    prediction_mode=\"Predicted Pointmap\",\n) -> trimesh.Scene:\n    \"\"\"\n    Converts VGGT predictions to a 3D scene represented as a GLB file.\n\n    Args:\n        predictions (dict): Dictionary containing model predictions with keys:\n            - world_points: 3D point coordinates (S, H, W, 3)\n            - world_points_conf: Confidence scores (S, H, W)\n            - images: Input images (S, H, W, 3)\n            - extrinsic: Camera extrinsic matrices (S, 3, 4)\n        conf_thres (float): Percentage of low-confidence points to filter out (default: 50.0)\n        filter_by_frames (str): Frame filter specification (default: \"all\")\n        mask_black_bg (bool): Mask out black background pixels (default: False)\n        mask_white_bg (bool): Mask out white background pixels (default: False)\n        show_cam (bool): Include camera visualization (default: True)\n        target_dir (str): Output directory for intermediate files (default: None)\n        prediction_mode (str): Prediction mode selector (default: \"Predicted Pointmap\")\n\n    Returns:\n        trimesh.Scene: Processed 3D scene containing point cloud and cameras\n\n    Raises:\n        ValueError: If input predictions structure is invalid\n    \"\"\"\n    if not isinstance(predictions, dict):\n        raise ValueError(\"predictions must be a dictionary\")\n\n    if conf_thres is None:\n        conf_thres = 10.0\n\n    print(\"Building GLB scene\")\n    selected_frame_idx = None\n    if filter_by_frames != \"all\" and filter_by_frames != \"All\":\n        try:\n            # Extract the index part before the colon\n            selected_frame_idx = int(filter_by_frames.split(\":\")[0])\n        except (ValueError, IndexError):\n            pass\n\n    if \"Pointmap\" in prediction_mode:\n        print(\"Using Pointmap Branch\")\n        if \"world_points\" in predictions:\n            pred_world_points = predictions[\"world_points\"]  # No batch dimension to remove\n            pred_world_points_conf = predictions.get(\"world_points_conf\", np.ones_like(pred_world_points[..., 0]))\n        else:\n            print(\"Warning: world_points not found in predictions, falling back to depth-based points\")\n            pred_world_points = predictions[\"world_points_from_depth\"]\n            pred_world_points_conf = predictions.get(\"depth_conf\", np.ones_like(pred_world_points[..., 0]))\n    else:\n        print(\"Using Depthmap and Camera Branch\")\n        pred_world_points = predictions[\"world_points_from_depth\"]\n        pred_world_points_conf = predictions.get(\"depth_conf\", np.ones_like(pred_world_points[..., 0]))\n\n    # Get images from predictions\n    images = predictions[\"images\"]\n    # Use extrinsic matrices instead of pred_extrinsic_list\n    camera_matrices = predictions[\"extrinsic\"]\n\n    if selected_frame_idx is not None:\n        if \"valid_map\" in predictions:\n            selected_frame_idx = predictions[\"valid_map\"].item()[selected_frame_idx]\n        pred_world_points = pred_world_points[selected_frame_idx][None]\n        pred_world_points_conf = pred_world_points_conf[selected_frame_idx][None]\n        images = images[selected_frame_idx][None]\n        camera_matrices = camera_matrices[selected_frame_idx][None]\n\n    vertices_3d = pred_world_points.reshape(-1, 3)\n    # Handle different image formats - check if images need transposing\n    if images.ndim == 4 and images.shape[1] == 3:  # NCHW format\n        colors_rgb = np.transpose(images, (0, 2, 3, 1))\n    else:  # Assume already in NHWC format\n        colors_rgb = images\n    colors_rgb = (colors_rgb.reshape(-1, 3) * 255).astype(np.uint8)\n\n    conf = pred_world_points_conf.reshape(-1)\n    # Convert percentage threshold to actual confidence value\n    if conf_thres == 0.0:\n        conf_threshold = 0.0\n    else:\n        conf_threshold = np.percentile(conf, conf_thres)\n\n    conf_mask = (conf >= conf_threshold) & (conf > 1e-5)\n\n    if mask_black_bg:\n        black_bg_mask = colors_rgb.sum(axis=1) >= 16\n        conf_mask = conf_mask & black_bg_mask\n\n    if mask_white_bg:\n        # Filter out white background pixels (RGB values close to white)\n        # Consider pixels white if all RGB values are above 240\n        white_bg_mask = ~((colors_rgb[:, 0] > 240) & (colors_rgb[:, 1] > 240) & (colors_rgb[:, 2] > 240))\n        conf_mask = conf_mask & white_bg_mask\n        \n    if 'image_mask' in predictions:\n        image_edge_mask = predictions['image_mask'].reshape(-1)\n        conf_mask = conf_mask & image_edge_mask\n\n    if conf_thres > 0:\n        vertices_3d = vertices_3d[conf_mask]\n        colors_rgb = colors_rgb[conf_mask]\n        \n    if 'pts_color' in predictions:\n        colors_rgb = predictions['pts_color'].reshape(-1, 3)\n\n    if vertices_3d is None or np.asarray(vertices_3d).size == 0:\n        vertices_3d = np.array([[1, 0, 0]])\n        colors_rgb = np.array([[255, 255, 255]])\n        scene_scale = 1\n    else:\n        # Calculate the 5th and 95th percentiles along each axis\n        lower_percentile = np.percentile(vertices_3d, 5, axis=0)\n        upper_percentile = np.percentile(vertices_3d, 95, axis=0)\n\n        # Calculate the diagonal length of the percentile bounding box\n        scene_scale = np.linalg.norm(upper_percentile - lower_percentile)\n\n    colormap = matplotlib.colormaps.get_cmap(\"gist_rainbow\")\n\n    # Initialize a 3D scene\n    scene_3d = trimesh.Scene()\n\n    # Add point cloud data to the scene\n    point_cloud_data = trimesh.PointCloud(vertices=vertices_3d, colors=colors_rgb)\n\n    scene_3d.add_geometry(point_cloud_data)\n\n    # Prepare 4x4 matrices for camera extrinsics\n    num_cameras = len(camera_matrices)\n    extrinsics_matrices = np.zeros((num_cameras, 4, 4))\n    extrinsics_matrices[:, :3, :4] = camera_matrices\n    extrinsics_matrices[:, 3, 3] = 1\n\n    if show_cam:\n        # Add camera models to the scene\n        for i in range(num_cameras):\n            world_to_camera = extrinsics_matrices[i]\n            camera_to_world = np.linalg.inv(world_to_camera)\n            rgba_color = colormap(i / num_cameras)\n            current_color = tuple(int(255 * x) for x in rgba_color[:3])\n            integrate_camera_into_scene(scene_3d, camera_to_world, current_color, scene_scale)\n\n    # Align scene to the observation of the first camera\n    scene_3d = apply_scene_alignment(scene_3d, extrinsics_matrices)\n\n    print(\"GLB Scene built\")\n    return scene_3d\n\n\ndef integrate_camera_into_scene(\n    scene: trimesh.Scene,\n    transform: np.ndarray,\n    face_colors: tuple,\n    scene_scale: float,\n):\n    \"\"\"\n    Integrates a fake camera mesh into the 3D scene.\n\n    Args:\n        scene (trimesh.Scene): The 3D scene to add the camera model.\n        transform (np.ndarray): Transformation matrix for camera positioning.\n        face_colors (tuple): Color of the camera face.\n        scene_scale (float): Scale of the scene.\n    \"\"\"\n\n    cam_width = scene_scale * 0.05\n    cam_height = scene_scale * 0.1\n\n    # Create cone shape for camera\n    rot_45_degree = np.eye(4)\n    rot_45_degree[:3, :3] = Rotation.from_euler(\"z\", 45, degrees=True).as_matrix()\n    rot_45_degree[2, 3] = -cam_height\n\n    opengl_transform = get_opengl_conversion_matrix()\n    # Combine transformations\n    complete_transform = transform @ opengl_transform @ rot_45_degree\n    camera_cone_shape = trimesh.creation.cone(cam_width, cam_height, sections=4)\n\n    # Generate mesh for the camera\n    slight_rotation = np.eye(4)\n    slight_rotation[:3, :3] = Rotation.from_euler(\"z\", 2, degrees=True).as_matrix()\n\n    vertices_combined = np.concatenate(\n        [\n            camera_cone_shape.vertices,\n            0.95 * camera_cone_shape.vertices,\n            transform_points(slight_rotation, camera_cone_shape.vertices),\n        ]\n    )\n    vertices_transformed = transform_points(complete_transform, vertices_combined)\n\n    mesh_faces = compute_camera_faces(camera_cone_shape)\n\n    # Add the camera mesh to the scene\n    camera_mesh = trimesh.Trimesh(vertices=vertices_transformed, faces=mesh_faces)\n    camera_mesh.visual.face_colors[:, :3] = face_colors\n    scene.add_geometry(camera_mesh)\n\n\ndef apply_scene_alignment(scene_3d: trimesh.Scene, extrinsics_matrices: np.ndarray) -> trimesh.Scene:\n    \"\"\"\n    Aligns the 3D scene based on the extrinsics of the first camera.\n\n    Args:\n        scene_3d (trimesh.Scene): The 3D scene to be aligned.\n        extrinsics_matrices (np.ndarray): Camera extrinsic matrices.\n\n    Returns:\n        trimesh.Scene: Aligned 3D scene.\n    \"\"\"\n    # Set transformations for scene alignment\n    opengl_conversion_matrix = get_opengl_conversion_matrix()\n\n    # Rotation matrix for alignment (180 degrees around the y-axis)\n    align_rotation = np.eye(4)\n    align_rotation[:3, :3] = Rotation.from_euler(\"y\", 180, degrees=True).as_matrix()\n    \n    # Apply transformation\n    initial_transformation = align_rotation @ np.linalg.inv(extrinsics_matrices[0]) @ opengl_conversion_matrix\n    scene_3d.apply_transform(initial_transformation)\n    return scene_3d\n\n\ndef get_opengl_conversion_matrix() -> np.ndarray:\n    \"\"\"\n    Constructs and returns the OpenGL conversion matrix.\n\n    Returns:\n        numpy.ndarray: A 4x4 OpenGL conversion matrix.\n    \"\"\"\n    # Create an identity matrix\n    matrix = np.identity(4)\n\n    # Flip the y and z axes\n    matrix[1, 1] = -1\n    matrix[2, 2] = -1\n\n    return matrix\n\n\ndef transform_points(transformation: np.ndarray, points: np.ndarray, dim: int = None) -> np.ndarray:\n    \"\"\"\n    Applies a 4x4 transformation to a set of points.\n\n    Args:\n        transformation (np.ndarray): Transformation matrix.\n        points (np.ndarray): Points to be transformed.\n        dim (int, optional): Dimension for reshaping the result.\n\n    Returns:\n        np.ndarray: Transformed points.\n    \"\"\"\n    points = np.asarray(points)\n    initial_shape = points.shape[:-1]\n    dim = dim or points.shape[-1]\n\n    # Apply transformation\n    transformation = transformation.swapaxes(-1, -2)  # Transpose the transformation matrix\n    points = points @ transformation[..., :-1, :] + transformation[..., -1:, :]\n\n    # Reshape the result\n    result = points[..., :dim].reshape(*initial_shape, dim)\n    return result\n\n\ndef compute_camera_faces(cone_shape: trimesh.Trimesh) -> np.ndarray:\n    \"\"\"\n    Computes the faces for the camera mesh.\n\n    Args:\n        cone_shape (trimesh.Trimesh): The shape of the camera cone.\n\n    Returns:\n        np.ndarray: Array of faces for the camera mesh.\n    \"\"\"\n    # Create pseudo cameras\n    faces_list = []\n    num_vertices_cone = len(cone_shape.vertices)\n\n    for face in cone_shape.faces:\n        if 0 in face:\n            continue\n        v1, v2, v3 = face\n        v1_offset, v2_offset, v3_offset = face + num_vertices_cone\n        v1_offset_2, v2_offset_2, v3_offset_2 = face + 2 * num_vertices_cone\n\n        faces_list.extend(\n            [\n                (v1, v2, v2_offset),\n                (v1, v1_offset, v3),\n                (v3_offset, v2, v3),\n                (v1, v2, v2_offset_2),\n                (v1, v1_offset_2, v3),\n                (v3_offset_2, v2, v3),\n            ]\n        )\n\n    faces_list += [(v3, v2, v1) for v1, v2, v3 in faces_list]\n    return np.array(faces_list)\n\n\ndef segment_sky(image_path, onnx_session, mask_filename=None):\n    \"\"\"\n    Segments sky from an image using an ONNX model.\n    Thanks for the great model provided by https://github.com/xiongzhu666/Sky-Segmentation-and-Post-processing\n\n    Args:\n        image_path: Path to input image\n        onnx_session: ONNX runtime session with loaded model\n        mask_filename: Path to save the output mask\n\n    Returns:\n        np.ndarray: Binary mask where 255 indicates non-sky regions\n    \"\"\"\n\n    assert mask_filename is not None\n    image = cv2.imread(image_path)\n\n    result_map = run_skyseg(onnx_session, [320, 320], image)\n    # resize the result_map to the original image size\n    result_map_original = cv2.resize(result_map, (image.shape[1], image.shape[0]))\n\n    # Fix: Invert the mask so that 255 = non-sky, 0 = sky\n    # The model outputs low values for sky, high values for non-sky\n    output_mask = np.zeros_like(result_map_original)\n    output_mask[result_map_original < 32] = 255  # Use threshold of 32\n\n    os.makedirs(os.path.dirname(mask_filename), exist_ok=True)\n    cv2.imwrite(mask_filename, output_mask)\n    return output_mask\n\n\ndef run_skyseg(onnx_session, input_size, image):\n    \"\"\"\n    Runs sky segmentation inference using ONNX model.\n\n    Args:\n        onnx_session: ONNX runtime session\n        input_size: Target size for model input (width, height)\n        image: Input image in BGR format\n\n    Returns:\n        np.ndarray: Segmentation mask\n    \"\"\"\n\n    # Pre process:Resize, BGR->RGB, Transpose, PyTorch standardization, float32 cast\n    temp_image = copy.deepcopy(image)\n    resize_image = cv2.resize(temp_image, dsize=(input_size[0], input_size[1]))\n    x = cv2.cvtColor(resize_image, cv2.COLOR_BGR2RGB)\n    x = np.array(x, dtype=np.float32)\n    mean = [0.485, 0.456, 0.406]\n    std = [0.229, 0.224, 0.225]\n    x = (x / 255 - mean) / std\n    x = x.transpose(2, 0, 1)\n    x = x.reshape(-1, 3, input_size[0], input_size[1]).astype(\"float32\")\n\n    # Inference\n    input_name = onnx_session.get_inputs()[0].name\n    output_name = onnx_session.get_outputs()[0].name\n    onnx_result = onnx_session.run([output_name], {input_name: x})\n\n    # Post process\n    onnx_result = np.array(onnx_result).squeeze()\n    min_value = np.min(onnx_result)\n    max_value = np.max(onnx_result)\n    onnx_result = (onnx_result - min_value) / (max_value - min_value)\n    onnx_result *= 255\n    onnx_result = onnx_result.astype(\"uint8\")\n\n    return onnx_result\n\n\ndef download_file_from_url(url, filename):\n    \"\"\"Downloads a file from a Hugging Face model repo, handling redirects.\"\"\"\n    try:\n        # Get the redirect URL\n        response = requests.get(url, allow_redirects=False)\n        response.raise_for_status()  # Raise HTTPError for bad requests (4xx or 5xx)\n\n        if response.status_code == 302:  # Expecting a redirect\n            redirect_url = response.headers[\"Location\"]\n            response = requests.get(redirect_url, stream=True)\n            response.raise_for_status()\n        else:\n            print(f\"Unexpected status code: {response.status_code}\")\n            return\n\n        with open(filename, \"wb\") as f:\n            for chunk in response.iter_content(chunk_size=8192):\n                f.write(chunk)\n        print(f\"Downloaded {filename} successfully.\")\n\n    except requests.exceptions.RequestException as e:\n        print(f\"Error downloading file: {e}\")\n\ndef img2video(img_paths, video_path, fps=1):\n    first_frame = cv2.imread(img_paths[0])\n    if first_frame is None:\n        raise FileNotFoundError\n    height, width, layers = first_frame.shape\n    size = (width, height)\n\n    fourcc = cv2.VideoWriter_fourcc(*'avc1')\n    out = cv2.VideoWriter(video_path, fourcc, fps, size)\n\n    for idx, image_path in enumerate(img_paths):\n        if not os.path.exists(image_path):\n            continue\n        frame = cv2.imread(image_path)\n        if frame is None:\n            continue\n        if frame.shape[:2] != (height, width):\n            frame = cv2.resize(frame, size)\n        out.write(frame)\n\n\nif __name__ == \"__main__\":\n    img2video(\n        img_paths=[\"/home/meta3d/Desktop/code_4070ti/dust3r/log/input_20250909_160821_600628/images/00022_00193_outdoor_160_000.png\"],\n        video_path=\"/home/meta3d/Desktop/code_4070ti/dust3r/examples/tmp.mp4\",\n    )"
  },
  {
    "path": "infer/dens3r_recon.py",
    "content": "# Copyright (C) 2025-present Alibaba Group. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# reconstruct 3D scene from images\n# --------------------------------------------------------\nimport os\nimport pickle\nimport argparse\nimport datetime\nimport pycolmap\nimport numpy as np\nfrom tqdm import tqdm\nfrom pathlib import Path\nfrom scipy.cluster.hierarchy import DisjointSet\n\nimport sys\nsys.path.append(os.path.realpath(os.path.dirname(os.path.dirname(__file__))))\nfrom mast3r.colmap_utils.database_utils import *\nimport mast3r.utils.path_to_dust3r\nfrom dust3r.inference import inference\nfrom mast3r.model import AsymmetricMASt3R\nfrom mast3r.fast_nn import extract_correspondences_nonsym\nfrom dust3r.utils.image import load_images\nfrom infer.infer_normal_pts3d import rotate_recover\n\n\ndef infer_pair_matches_batch(imgs_pairs, model, img_dir,\n                             device=\"cuda\", size=512, \n                             conf_thr=1.001, pixel_tol=5, subsample=8):\n    # remove duplicate pairs\n    imgs_pairs_filtered = []\n    for pair in imgs_pairs:\n        if [pair[0], pair[1]] not in imgs_pairs_filtered and [pair[1], pair[0]] not in imgs_pairs_filtered:\n            imgs_pairs_filtered.append(pair)\n    imgs_pairs = imgs_pairs_filtered\n    # no mask\n    imgname_set = set()\n    for pair in imgs_pairs:\n        for imgname in pair:\n            imgname_set.add(imgname)\n    imgname_list = sorted(list(imgname_set))\n    imgs_data_list = load_images([os.path.join(img_dir, imgname) for imgname in imgname_list], \n                                 size=size, verbose=False)\n    imgs_data_dict = {}\n    for i in range(len(imgname_list)):\n        imgs_data_dict[imgname_list[i]] = imgs_data_list[i]\n        \n    infer_match_list = []\n    for pair in tqdm(imgs_pairs, desc=\"Dens3R Model Infer Pairs\"):\n        output = inference([tuple([imgs_data_dict[pair[0]], imgs_data_dict[pair[1]]])], \n                           model, device, batch_size=1, verbose=False)\n        output = rotate_recover(output)\n\n        # at this stage, you have the raw dust3r predictions\n        view1, pred1 = output['view1'], output['pred1']\n        view2, pred2 = output['view2'], output['pred2']\n        desc1, desc2 = pred1['desc'].squeeze(0).detach(), pred2['desc'].squeeze(0).detach()\n        # find 2D-2D matches between the two images\n        corres = extract_correspondences_nonsym(desc1, desc2, pred1['desc_conf'], pred2['desc_conf'],\n                                                device=device, subsample=subsample, pixel_tol=pixel_tol)\n        conf = corres[2]\n        mask = conf >= conf_thr\n        matches_im0 = corres[0][mask].cpu().numpy()\n        matches_im1 = corres[1][mask].cpu().numpy()\n        # ignore small border around the edge\n        H0, W0 = view1['true_shape'][0]\n        valid_matches_im0 = (matches_im0[:, 0] >= 3) & (matches_im0[:, 0] < int(W0) - 3) & (\n            matches_im0[:, 1] >= 3) & (matches_im0[:, 1] < int(H0) - 3)\n        H1, W1 = view2['true_shape'][0]\n        valid_matches_im1 = (matches_im1[:, 0] >= 3) & (matches_im1[:, 0] < int(W1) - 3) & (\n            matches_im1[:, 1] >= 3) & (matches_im1[:, 1] < int(H1) - 3)\n\n        valid_matches = valid_matches_im0 & valid_matches_im1\n        matches_im0, matches_im1 = matches_im0[valid_matches], matches_im1[valid_matches]\n        # recover origin coordinates in imgs\n        matches_im0 = matches_im0.astype(np.float64)\n        matches_im1 = matches_im1.astype(np.float64)\n        ori_matches_im0 = recover_coordinate(matches_im0, view1['size_info_matching'])\n        ori_matches_im1 = recover_coordinate(matches_im1, view2['size_info_matching'])\n        \n        infer_match_list.append([ori_matches_im0, ori_matches_im1])\n    return imgs_pairs, infer_match_list\n\ndef recover_coordinate(match_info, size_info):\n    # img_oriWH -> img_rescaleWH -> img_cropWH\n    # crop: img = img.crop((cx-halfw, cy-halfh, cx+halfw, cy+halfh)), cx,cy=img_rescaleWH//2\n    img_oriW, img_oriH, img_rescaleW, img_rescaleH, img_finalW, img_finalH, img_cropW, img_cropH = size_info.numpy()\n    # crop to no_crop\n    match_info[:, 0] = (match_info[:, 0] + (img_rescaleW//2 - img_cropW)) * (img_oriW / img_rescaleW)\n    match_info[:, 1] = (match_info[:, 1] + (img_rescaleH//2 - img_cropH)) * (img_oriH / img_rescaleH)\n    return match_info\n\ndef get_img_pairs(img_dir, mode=\"sequential\", window_size=20):\n    img_list = os.listdir(img_dir)\n    img_list.sort()\n    img_name_dict = {}\n    img_pairs = []\n    if mode == \"sequential\":\n        if len(img_list) < window_size:\n            raise ValueError(f\"img_list length {len(img_list)} < window_size {window_size}\")\n        for i in range(len(img_list)):\n            start = i - window_size//2\n            if start < 0:\n                start = 0\n            end = start + window_size\n            if end > len(img_list):\n                end = len(img_list)\n                start = end - window_size\n            for j in range(start, end):\n                if i == j:\n                    continue\n                img_pairs.append([img_list[i], img_list[j]])\n            img_name_dict[img_list[i]] = len(img_name_dict) + 1\n        \n    elif mode == \"exhaustive\":\n        for i in range(len(img_list)):\n            for j in range(len(img_list)):\n                if i == j:\n                    continue\n                img_pairs.append([img_list[i], img_list[j]])\n            img_name_dict[img_list[i]] = len(img_name_dict) + 1\n    else:\n        raise NotImplementedError(f\"mode {mode} not implemented!\")\n    \n    return img_name_dict, img_pairs\n\ndef save_img_pairs_txt(img_pairs, sfm_dir):\n    with open(os.path.join(sfm_dir, \"pairs-sfm.txt\"), 'w') as f:\n        for pair in img_pairs:\n            f.write(' '.join(pair))\n            f.write(\"\\n\")\n    \ndef colmap_recon(imgs_keypts_dict : dict, matches_dict : dict, img_name_dict : dict,\n                 sfm_dir : str, image_dir : str, skip_geometric_verification : bool = True,\n                 use_mapper : str = \"colmap\", camera_model : str = \"SIMPLE_RADIAL\"):\n    sfm_dir = Path(sfm_dir)\n    image_dir = Path(image_dir)\n    database = sfm_dir / \"database.db\"\n    img_pairs_path = sfm_dir / \"pairs-sfm.txt\"\n    camera_mode = pycolmap.CameraMode.SINGLE\n    \n    create_empty_db(database)\n    colmap_img_list = sorted(os.listdir(str(image_dir)))\n    import_images(image_dir, database, camera_mode, \n                  colmap_img_list, options={'camera_model': camera_model})\n    image_ids = get_image_ids(database) # image_ids == img_name_dict, TODO test\n    import_keypts(database, imgs_keypts_dict, img_name_dict)\n    import_mts(database, matches_dict, skip_geometric_verification=skip_geometric_verification)\n    if not skip_geometric_verification:\n        estimation_and_geometric_verification(database, img_pairs_path, verbose=False)\n    \n    if use_mapper == \"colmap\":\n        reconstruction = run_reconstruction(\n            sfm_dir/\"hloc_sfm\", database, image_dir, verbose=False, options=None)\n    elif use_mapper == \"glomap\":\n        reconstruction = glomap_run_mapper(glomap_bin=\"glomap\",\n                                           colmap_db_path=str(database),\n                                           recon_path=str(sfm_dir/\"hloc_sfm\"),\n                                           image_root_path=str(image_dir))\n    else:\n        raise NotImplementedError(\"use_mapper must in [colmap, glomap]\")\n    \n    if reconstruction is not None:\n        print(f'Reconstruction statistics:\\n{reconstruction.summary()}'\n            + f'\\n\\tnum_input_images = {len(image_ids)}')\n        \ndef colmap_triangulation(imgs_keypts_dict : dict, matches_dict : dict, img_name_dict : dict,\n                         sfm_dir : str, skip_geometric_verification : bool = True, img_dir : str = \"images\", \n                         init_model : str = \"init_pose\"):\n    sfm_dir = Path(sfm_dir)\n    database = sfm_dir / \"database.db\"\n    image_dir = Path(img_dir)\n    img_pairs_path = sfm_dir / \"pairs-sfm.txt\"\n    camera_mode = pycolmap.CameraMode.AUTO\n    # camera_mode = pycolmap.CameraMode.SINGLE\n    # camera_mode = pycolmap.CameraMode.PER_FOLDER\n    # camera_mode = pycolmap.CameraMode.PER_IMAGE\n    reference_model = Path(init_model)\n    \n    reference = pycolmap.Reconstruction(reference_model)\n    _ = create_db_from_model(reference, database)\n    image_ids = get_image_ids(database) # image_ids == img_name_dict, TODO test\n    colmap_img_list = sorted(os.listdir(str(image_dir)))\n    import_images(image_dir, database, camera_mode, colmap_img_list)\n    import_keypts(database, imgs_keypts_dict, img_name_dict)\n    import_mts(database, matches_dict, skip_geometric_verification=skip_geometric_verification)\n    if not skip_geometric_verification:\n        estimation_and_geometric_verification(database, img_pairs_path, verbose=False)\n    \n    reconstruction = run_triangulation(sfm_dir/\"hloc_sfm\", database, image_dir, reference,\n                                       verbose=False)\n    if reconstruction is not None:\n        print(f'Reconstruction statistics:\\n{reconstruction.summary()}'\n            + f'\\n\\tnum_input_images = {len(image_ids)}')\n\ndef mast3r_match_tracking(model : Any,\n                          img_dir : str,\n                          sfm_dir : str,\n                          matching_mode : str = \"sequential\", # or exhaustive\n                          window_size : int = 20,\n                          device=\"cuda\", size=512,\n                          min_track_length: int = 3,\n                          conf_thr=1.001, pixel_tol=5, subsample=8):\n    if isinstance(model, str):\n        model = AsymmetricMASt3R.from_pretrained(model).to(device)\n    \n    img_name_dict, img_pairs = get_img_pairs(img_dir, mode=matching_mode, window_size=window_size)\n    img_name_dict_idx2name = {}\n    for imgname, imgidx in img_name_dict.items():\n        img_name_dict_idx2name[imgidx] = imgname\n    save_img_pairs_txt(img_pairs, sfm_dir)\n    \n    imgs_keypts_dict = {imgname: {} for imgname in img_name_dict.keys()}\n    \n    imgs_pairs, infer_match_list = infer_pair_matches_batch(img_pairs, model, img_dir,\n                                                            device=device, size=size, \n                                                            conf_thr=conf_thr, \n                                                            pixel_tol=pixel_tol, \n                                                            subsample=subsample)\n    track_id_to_kpt_list = []\n    to_merge = []\n    matches_dict = {}\n    for i in range(len(imgs_pairs)):\n        img_pair = imgs_pairs[i]\n        ori_matches_im0, ori_matches_im1 = infer_match_list[i]\n        # get keypoints for each image\n        matches_uv_pair_list = []\n        \n        for i_pts in range(ori_matches_im0.shape[0]):\n            if tuple(ori_matches_im0[i_pts, :]) not in imgs_keypts_dict[img_pair[0]] and \\\n                tuple(ori_matches_im1[i_pts, :]) not in imgs_keypts_dict[img_pair[1]]:\n                track_idx = len(track_id_to_kpt_list)\n                track_id_to_kpt_list.append([(img_pair[0], tuple(ori_matches_im0[i_pts, :])), \n                                             (img_pair[1], tuple(ori_matches_im1[i_pts, :]))])\n                imgs_keypts_dict[img_pair[0]][tuple(ori_matches_im0[i_pts, :])] = track_idx\n                imgs_keypts_dict[img_pair[1]][tuple(ori_matches_im1[i_pts, :])] = track_idx\n                \n            elif tuple(ori_matches_im0[i_pts, :]) in imgs_keypts_dict[img_pair[0]] and \\\n                tuple(ori_matches_im1[i_pts, :]) not in imgs_keypts_dict[img_pair[1]]:\n                track_idx = imgs_keypts_dict[img_pair[0]][tuple(ori_matches_im0[i_pts, :])]\n                imgs_keypts_dict[img_pair[1]][tuple(ori_matches_im1[i_pts, :])] = track_idx\n                track_id_to_kpt_list[track_idx].append((img_pair[1], tuple(ori_matches_im1[i_pts, :])))\n                \n            elif tuple(ori_matches_im0[i_pts, :]) not in imgs_keypts_dict[img_pair[0]] and \\\n                tuple(ori_matches_im1[i_pts, :]) in imgs_keypts_dict[img_pair[1]]:\n                track_idx = imgs_keypts_dict[img_pair[1]][tuple(ori_matches_im1[i_pts, :])]\n                imgs_keypts_dict[img_pair[0]][tuple(ori_matches_im0[i_pts, :])] = track_idx\n                track_id_to_kpt_list[track_idx].append((img_pair[0], tuple(ori_matches_im0[i_pts, :])))\n                \n            elif tuple(ori_matches_im0[i_pts, :]) in imgs_keypts_dict[img_pair[0]] and \\\n                tuple(ori_matches_im1[i_pts, :]) in imgs_keypts_dict[img_pair[1]]:\n                # both have tracks, merge them\n                track_idx0 = imgs_keypts_dict[img_pair[0]][tuple(ori_matches_im0[i_pts, :])]\n                track_idx1 = imgs_keypts_dict[img_pair[1]][tuple(ori_matches_im1[i_pts, :])]\n                if track_idx0 != track_idx1:\n                    # let's deal with them later\n                    to_merge.append((track_idx0, track_idx1))\n            else:\n                raise RuntimeError(\"Impossible to run here\")\n            matches_uv_pair_list.append([tuple(ori_matches_im0[i_pts, :]), tuple(ori_matches_im1[i_pts, :])])\n        # img idx: match keypts idx\n        matches_dict[(img_name_dict[img_pair[0]], img_name_dict[img_pair[1]])] = matches_uv_pair_list\n    \n    # regroup merge targets\n    print(\"merging tracks\")\n    unique = np.unique(to_merge)\n    tree = DisjointSet(unique)\n    for track_idx0, track_idx1 in tqdm(to_merge):\n        tree.merge(track_idx0, track_idx1)\n\n    subsets = tree.subsets()\n    print(\"applying merge\")\n    for setvals in tqdm(subsets):\n        new_trackid = len(track_id_to_kpt_list)\n        kpt_list = []\n        for track_idx in setvals:\n            kpt_list.extend(track_id_to_kpt_list[track_idx])\n            for imname, kpuv in track_id_to_kpt_list[track_idx]:\n                imgs_keypts_dict[imname][kpuv] = new_trackid\n        track_id_to_kpt_list.append(kpt_list)\n        \n    num_valid_tracks = sum(\n        [1 for v in track_id_to_kpt_list if len(v) >= min_track_length])\n    print(f\"squashing keypoints {len(track_id_to_kpt_list)} to -> {num_valid_tracks} valid tracks\")\n\n    # re_orgnize imgs_keypts_dict, matches_dict\n    final_imgs_keypts_dict = {}\n    for imgname, keyptsuv_trackidx_dict in tqdm(imgs_keypts_dict.items(), desc=\"reorgnize keypts\"):\n        final_imgs_keypts_dict[imgname] = {} # tuple(u,v):track_id [start form 0]\n        for keyptsuv, trackidx in keyptsuv_trackidx_dict.items():\n            if len(track_id_to_kpt_list[trackidx]) < min_track_length:\n                continue\n            final_imgs_keypts_dict[imgname][keyptsuv] = len(final_imgs_keypts_dict[imgname])\n\n    print(\"start reorgnize matching info from matching num\", len(matches_dict), datetime.datetime.now())\n    \n    final_matches_dict = {} # (img0idx, img1idx): [[kypts0idx, keypts1idx], ...]\n    for (img0idx, img1idx), matches_uv_list in tqdm(matches_dict.items(), desc=\"reorgnize matching\"):\n        img0name, img1name = img_name_dict_idx2name[img0idx], img_name_dict_idx2name[img1idx]\n        keep_matching_list = []\n        for uv_in_img0, uv_in_img1 in matches_uv_list:\n            try:\n                keep_matching_list.append([final_imgs_keypts_dict[img0name][uv_in_img0],\n                                           final_imgs_keypts_dict[img1name][uv_in_img1]])\n            except:\n                pass\n        final_matches_dict[(img0idx, img1idx)] = np.array(keep_matching_list)\n    \n    print(\"After matching num:\", len(final_matches_dict), datetime.datetime.now())\n\n    return final_imgs_keypts_dict, final_matches_dict, img_name_dict\n\ndef save_dict(dict_to_save, filepath):\n    assert filepath.endswith(\".pkl\")\n    f_save = open(filepath, 'wb')\n    pickle.dump(dict_to_save, f_save)\n    f_save.close()\n \ndef read_dict(filepath):\n    assert filepath.endswith(\".pkl\")\n    f_read = open(filepath, 'rb')\n    dict_content = pickle.load(f_read)\n    f_read.close()\n    return dict_content\n\ndef manhattan_alignment(image_dir, sfm_dir, output_dir):\n    os.makedirs(output_dir, exist_ok=True)\n    cmd = [\n        \"colmap\",\n        \"model_orientation_aligner\",\n        \"--image_path\",\n        str(image_dir),\n        \"--input_path\",\n        str(sfm_dir),\n        \"--output_path\",\n        str(output_dir),\n    ]\n    subprocess.run(cmd, check=True, capture_output=True, text=True)\n    rec = pycolmap.Reconstruction(output_dir)\n    return rec\n\ndef Dens3RReconstruction(path_or_model, img_dir, sfm_dir,\n                         matching_mode=\"sequential\", window_size=30, device=\"cuda\", \n                         size=512, triangulate_from_pose=None, use_mapper=\"colmap\",\n                         camera_model=\"SIMPLE_RADIAL\", conf_thr=1.001, pixel_tol=5, subsample=8):\n    skip_geometric_verification = False\n    os.makedirs(sfm_dir, exist_ok=True)\n    \n    if os.path.exists(os.path.join(sfm_dir, \"dens3r_key_points.pkl\")) and \\\n        os.path.exists(os.path.join(sfm_dir, \"dens3r_matches.pkl\")) and \\\n        os.path.exists(os.path.join(sfm_dir, \"img_name_dict.pkl\")):\n        print(\"Reading matching info cache...\")\n        imgs_keypts_dict = read_dict(os.path.join(sfm_dir, \"dens3r_key_points.pkl\"))\n        matches_dict = read_dict(os.path.join(sfm_dir, \"dens3r_matches.pkl\"))\n        img_name_dict = read_dict(os.path.join(sfm_dir, \"img_name_dict.pkl\"))            \n    else:\n        imgs_keypts_dict, matches_dict, img_name_dict \\\n            = mast3r_match_tracking(path_or_model, img_dir, sfm_dir,\n                                    matching_mode=matching_mode,\n                                    window_size=window_size,\n                                    device=device, size=size,\n                                    min_track_length=3,\n                                    conf_thr=conf_thr, pixel_tol=pixel_tol, subsample=subsample)\n        print(\"Saving matching info...\")\n        save_dict(imgs_keypts_dict, os.path.join(sfm_dir, \"dens3r_key_points.pkl\"))\n        save_dict(matches_dict, os.path.join(sfm_dir, \"dens3r_matches.pkl\"))\n        save_dict(img_name_dict, os.path.join(sfm_dir, \"img_name_dict.pkl\"))\n    \n    if triangulate_from_pose is None:\n        colmap_recon(imgs_keypts_dict, matches_dict, img_name_dict, sfm_dir, img_dir,\n                     skip_geometric_verification=skip_geometric_verification, use_mapper=use_mapper, \n                     camera_model=camera_model)\n    else:\n        colmap_triangulation(imgs_keypts_dict, matches_dict, img_name_dict, sfm_dir,\n                             skip_geometric_verification=skip_geometric_verification,\n                             img_dir=img_dir, init_model=triangulate_from_pose)\n\ndef parse_args():\n    parser = argparse.ArgumentParser(description=\"Reconstruct pose and sparse pointclouds with Dens3R\")\n    \n    parser.add_argument(\"--img_dir\", required=True, help=\"path to images folder\")\n    parser.add_argument(\"--output_dir\", required=True, help=\"path to sfm workspace folder\")\n    parser.add_argument(\"--model_path\", required=True, help=\"path to model checkpoint\")\n    \n    parser.add_argument(\"--triangulate_from_pose\", default=None, \n                        help=\"colmap format pose file to triangulate from. If not None, only triangulate from this pose without pose estimation.\")\n    parser.add_argument(\"--matching_mode\", choices=[\"exhaustive\", \"sequential\"], default=\"exhaustive\", \n                        help=\"matching mode\")\n    parser.add_argument(\"--window_size\", type=int, default=20, \n                        help=\"window size for local matching, only works in local mode\")\n    parser.add_argument(\"--size\", type=int, default=512,\n                        help=\"infer resolution. suggested 512\")\n    parser.add_argument(\"--use_mapper\", choices=[\"colmap\", \"glomap\"], default=\"colmap\", \n                        help=\"mapper to use\")\n    parser.add_argument(\"--camera_model\", default=\"SIMPLE_RADIAL\", \n                        help=\"camera model used in colmap reconstruction\")\n    parser.add_argument(\"--conf_thr\", type=float, default=1.001, \n                        help=\"confidence threshold for matching\")\n    parser.add_argument(\"--pixel_tol\", type=int, default=5, \n                        help=\"pixel tolerance for matching\")\n    parser.add_argument(\"--subsample\", type=int, default=8, \n                        help=\"subsample keypoints. Smaller value produce more keypoints but slow down the reconstruction.\")\n    \n    args = parser.parse_args()\n    return args\n\ndef main():\n    args = parse_args()\n    Dens3RReconstruction(path_or_model = args.model_path, \n                         img_dir = args.img_dir, \n                         sfm_dir = args.output_dir,\n                         matching_mode = args.matching_mode, \n                         window_size = args.window_size, \n                         size = args.size, \n                         triangulate_from_pose = None,\n                         use_mapper = args.use_mapper,\n                         camera_model = args.camera_model,\n                         conf_thr = args.conf_thr, \n                         pixel_tol = args.pixel_tol, \n                         subsample = args.subsample)\n\n\nif __name__ == '__main__':\n    main()"
  },
  {
    "path": "infer/eval_scripts/eval_depth.py",
    "content": "import os\nimport cv2\nimport mat73\nimport torch\nimport argparse\nimport matplotlib\nimport numpy as np\nfrom scipy import io\nfrom tqdm import tqdm\nfrom PIL import Image\n\nimport sys\nsys.path.append(os.path.realpath(os.path.dirname(os.path.dirname(__file__))))\n\nfrom dust3r.inference import inference\nfrom mast3r.model import AsymmetricMASt3R\nfrom dust3r.utils.image import load_images\nfrom infer.infer_normal_pts3d import rescale_to_orig, rotate_recover\n\n\ndef normalized_depth_scale_and_shift(prediction, target, mask):\n    \"\"\"\n    More info here: https://arxiv.org/pdf/2206.00665.pdf supplementary section A2 Depth Consistency Loss\n    This function computes scale/shift required to normalizes predicted depth map,\n    to allow for using normalized depth maps as input from monocular depth estimation networks.\n    These networks are trained such that they predict normalized depth maps.\n\n    Solves for scale/shift using a least squares approach with a closed form solution:\n    Based on:\n    https://github.com/autonomousvision/monosdf/blob/d9619e948bf3d85c6adec1a643f679e2e8e84d4b/code/model/loss.py#L7\n    Args:\n        prediction: predicted depth map\n        target: ground truth depth map\n        mask: mask of valid pixels\n    Returns:\n        scale and shift for depth prediction\n    \"\"\"\n    # system matrix: A = [[a_00, a_01], [a_10, a_11]]\n    a_00 = torch.sum(mask * prediction * prediction, (1, 2))\n    a_01 = torch.sum(mask * prediction, (1, 2))\n    a_11 = torch.sum(mask, (1, 2))\n\n    # right hand side: b = [b_0, b_1]\n    b_0 = torch.sum(mask * prediction * target, (1, 2))\n    b_1 = torch.sum(mask * target, (1, 2))\n\n    # solution: x = A^-1 . b = [[a_11, -a_01], [-a_10, a_00]] / (a_00 * a_11 - a_01 * a_10) . b\n    scale = torch.zeros_like(b_0)\n    shift = torch.zeros_like(b_1)\n\n    det = a_00 * a_11 - a_01 * a_01\n    valid = det.nonzero()\n\n    scale[valid] = (a_11[valid] * b_0[valid] - a_01[valid] * b_1[valid]) / det[valid]\n    shift[valid] = (-a_01[valid] * b_0[valid] + a_00[valid] * b_1[valid]) / det[valid]\n\n    return scale, shift\n\n\nclass RunningAverage:\n    def __init__(self):\n        self.avg = 0\n        self.count = 0\n\n    def append(self, value):\n        self.avg = (value + self.count * self.avg) / (self.count + 1)\n        self.count += 1\n\n    def get_value(self):\n        return self.avg\n\n\nclass RunningAverageDict:\n    \"\"\"A dictionary of running averages.\"\"\"\n    def __init__(self):\n        self._dict = None\n\n    def update(self, new_dict):\n        if new_dict is None:\n            return\n\n        if self._dict is None:\n            self._dict = dict()\n            for key, value in new_dict.items():\n                self._dict[key] = RunningAverage()\n\n        for key, value in new_dict.items():\n            self._dict[key].append(value)\n\n    def get_value(self):\n        if self._dict is None:\n            return None\n        return {key: value.get_value() for key, value in self._dict.items()}\n\n\ndef compute_errors(gt, pred):\n    \"\"\"Compute metrics for 'pred' compared to 'gt'\n\n    Args:\n        gt (numpy.ndarray): Ground truth values\n        pred (numpy.ndarray): Predicted values\n\n        gt.shape should be equal to pred.shape\n\n    Returns:\n        dict: Dictionary containing the following metrics:\n            'a1': Delta1 accuracy: Fraction of pixels that are within a scale factor of 1.25\n            'a2': Delta2 accuracy: Fraction of pixels that are within a scale factor of 1.25^2\n            'a3': Delta3 accuracy: Fraction of pixels that are within a scale factor of 1.25^3\n            'abs_rel': Absolute relative error\n            'rmse': Root mean squared error\n            'log_10': Absolute log10 error\n            'sq_rel': Squared relative error\n            'rmse_log': Root mean squared error on the log scale\n            'silog': Scale invariant log error\n    \"\"\"\n    pred = pred.clip(min=1e-4)\n    gt = gt.clip(min=1e-4)\n    thresh = np.maximum((gt / pred), (pred / gt))\n    a1 = (thresh < 1.25).mean()\n    a2 = (thresh < 1.25 ** 2).mean()\n    a3 = (thresh < 1.25 ** 3).mean()\n\n    abs_rel = np.mean(np.abs(gt - pred) / gt)\n    sq_rel = np.mean(((gt - pred) ** 2) / gt)\n\n    rmse = (gt - pred) ** 2\n    rmse = np.sqrt(rmse.mean())\n\n    rmse_log = (np.log(gt) - np.log(pred)) ** 2\n    rmse_log = np.sqrt(rmse_log.mean())\n\n    err = np.log(pred) - np.log(gt)\n    silog = np.sqrt(np.mean(err ** 2) - np.mean(err) ** 2) * 100\n\n    log_10 = (np.abs(np.log10(gt) - np.log10(pred))).mean()\n    return dict(a1=a1, a2=a2, a3=a3, abs_rel=abs_rel, rmse=rmse, log_10=log_10, rmse_log=rmse_log,\n                silog=silog, sq_rel=sq_rel)\n\n\ndef compute_metrics(gt_depth, pred, save_vis=None, interpolate=False,\n                    min_depth_eval=1e-3, max_depth_eval=20.0, align_dpeth=True):\n    \"\"\"Compute metrics of predicted depth maps. Applies cropping and masking as necessary or specified via arguments. Refer to compute_errors for more details on metrics.\n    \"\"\"\n    if gt_depth.shape[-2:] != pred.shape[-2:] and interpolate:\n        pred = torch.nn.functional.interpolate(\n            pred, gt_depth.shape[-2:], mode='bilinear', align_corners=True)\n    \n    pred[pred < min_depth_eval] = min_depth_eval\n    pred[pred > max_depth_eval] = max_depth_eval\n    pred[np.isinf(pred)] = max_depth_eval\n    pred[np.isnan(pred)] = min_depth_eval\n\n    valid_mask = np.logical_and(\n        gt_depth > min_depth_eval, gt_depth < max_depth_eval)\n    cal_mask = valid_mask\n    \n    if align_dpeth:\n        \n        scale, shift = normalized_depth_scale_and_shift(prediction=torch.from_numpy(pred).unsqueeze(0), \n                                                        target=torch.from_numpy(gt_depth).unsqueeze(0), \n                                                        mask=torch.from_numpy(cal_mask).unsqueeze(0))\n        pred = pred * scale.numpy() + shift.numpy()\n        \n    if save_vis is not None:\n        concat_vis = colorize(np.concatenate([gt_depth, pred], axis=1), cmap=\"Spectral\")\n        Image.fromarray(concat_vis).save(save_vis)\n        \n    pred[pred < min_depth_eval] = min_depth_eval\n    pred[pred > max_depth_eval] = max_depth_eval\n    pred[np.isinf(pred)] = max_depth_eval\n    pred[np.isnan(pred)] = min_depth_eval\n        \n    return compute_errors(gt_depth[valid_mask], pred[valid_mask]), pred\n\n\ndef colorize(value, vmin=None, vmax=None, cmap='gray_r', invalid_val=-99, invalid_mask=None, \n             background_color=(128, 128, 128, 255), gamma_corrected=False, value_transform=None):\n    \"\"\"Converts a depth map to a color image.\n\n    Args:\n        value (torch.Tensor, numpy.ndarry): Input depth map. Shape: (H, W) or (1, H, W) or (1, 1, H, W). All singular dimensions are squeezed\n        vmin (float, optional): vmin-valued entries are mapped to start color of cmap. If None, value.min() is used. Defaults to None.\n        vmax (float, optional):  vmax-valued entries are mapped to end color of cmap. If None, value.max() is used. Defaults to None.\n        cmap (str, optional): matplotlib colormap to use. Defaults to 'magma_r'.\n        invalid_val (int, optional): Specifies value of invalid pixels that should be colored as 'background_color'. Defaults to -99.\n        invalid_mask (numpy.ndarray, optional): Boolean mask for invalid regions. Defaults to None.\n        background_color (tuple[int], optional): 4-tuple RGB color to give to invalid pixels. Defaults to (128, 128, 128, 255).\n        gamma_corrected (bool, optional): Apply gamma correction to colored image. Defaults to False.\n        value_transform (Callable, optional): Apply transform function to valid pixels before coloring. Defaults to None.\n\n    Returns:\n        numpy.ndarray, dtype - uint8: Colored depth map. Shape: (H, W, 4)\n    \"\"\"\n    if isinstance(value, torch.Tensor):\n        value = value.detach().cpu().numpy()\n\n    value = value.squeeze()\n    if invalid_mask is None:\n        invalid_mask = value == invalid_val\n    mask = np.logical_not(invalid_mask)\n\n    # normalize\n    vmin = np.percentile(value[mask],2) if vmin is None else vmin\n    vmax = np.percentile(value[mask],85) if vmax is None else vmax\n    if vmin != vmax:\n        value = (value - vmin) / (vmax - vmin)  # vmin..vmax\n    else:\n        # Avoid 0-division\n        value = value * 0.\n\n    value[invalid_mask] = np.nan\n    # cmapper = matplotlib.cm.get_cmap(cmap)\n    cmapper = matplotlib.colormaps[cmap]\n    if value_transform:\n        value = value_transform(value)\n    value = cmapper(value, bytes=True)  # (nxmx4)\n\n    img = value[...]\n    img[invalid_mask] = background_color\n\n    if gamma_corrected:\n        # gamma correction\n        img = img / 255\n        img = np.power(img, 2.2)\n        img = img * 255\n        img = img.astype(np.uint8)\n    return img\n\n\ndef load_img_pairs(dataset_path=None, img_path_list=None, size=1024, pair_mode=\"self\"):\n    if img_path_list is None:\n        assert dataset_path is not None\n        filelist = os.listdir(dataset_path)\n        img_list = [item for item in filelist if item.endswith(\".png\")]\n        img_list.sort()\n        img_path_list = [os.path.join(dataset_path, item) for item in filelist]\n    images = load_images(img_path_list, size=size, square_ok=True)\n    pairs = []\n    for i in range(len(images)):\n        if pair_mode == \"self\":\n            pairs.append((images[i], images[i]))\n        elif pair_mode == \"near\":\n            if i == len(images) - 1:\n                pairs.append((images[i], images[i-1]))\n            else:\n                pairs.append((images[i], images[i+1]))\n    return pairs\n\n\ndef get_pred(model_path, img_list, save_path, device=\"cuda\", size=1024, datatype=\"nyu\"):\n    model = AsymmetricMASt3R.from_pretrained(model_path).to(device)\n    \n    pairs = load_img_pairs(img_path_list=img_list, size=size)\n    for i in tqdm(range(len(pairs)), desc=f\"Infering result\"):\n        pair_slice = pairs[i:i+1]\n        output = inference(pair_slice, model, device, batch_size=1, verbose=False)\n        output = rotate_recover(output)\n        view1, pred1 = output['view1'], output['pred1']\n        # view2, pred2 = output['view2'], output['pred2']\n        pred_pts3d = pred1[\"pts3d\"][0, ...].detach().cpu().numpy()\n        \n        size_info = pair_slice[0][0][\"size_info\"]\n        imgname = pair_slice[0][0][\"model_id\"]\n        pred_pts3d = rescale_to_orig(pred_pts3d, size_info)\n        pred_depth = pred_pts3d[..., -1]\n        \n        if datatype == \"nyu\":\n            np.save(os.path.join(save_path, f\"{imgname.split('.')[0]}_depth_pred.npy\"), pred_depth)\n        else:\n            raise NotImplementedError\n\n\ndef eval_nyudv2(data_dir, save_dir, model_path, align_depth=True):\n    # extract depth GT\n    depth_gt_path = os.path.join(save_dir, \"depth_gt\")\n    if not os.path.exists(depth_gt_path):\n        os.makedirs(depth_gt_path)\n        rgb_mat_path = os.path.join(data_dir, \"data/images_uint8.mat\")\n        split_path = os.path.join(data_dir, \"data/splits.mat\")\n        depth_mat_path = os.path.join(data_dir, \"gt/depths.mat\")\n        mask_mat_path = os.path.join(data_dir, \"gt/masks.mat\")\n        rgb_data = io.loadmat(rgb_mat_path)['images']\n        test_idx = io.loadmat(split_path)['testNdxs']\n        mask_data = mat73.loadmat(mask_mat_path)[\"masks\"]\n        depth_data = mat73.loadmat(depth_mat_path)[\"depths\"]\n        for idx in tqdm(test_idx, \"extracting imgs\"):\n            idx = idx[0]-1\n            rgb = rgb_data[..., idx]\n            mask = mask_data[..., idx]\n            valid_mask = (mask > 0)\n            depth_gt = depth_data[..., idx]\n        \n            cut_w, cut_h = 12, 9\n            rgb = rgb[cut_h:-cut_h, cut_w:-cut_w, ...]\n            valid_mask = valid_mask[cut_h:-cut_h, cut_w:-cut_w, ...]\n            depth_gt = depth_gt[cut_h:-cut_h, cut_w:-cut_w, ...]\n            \n            depth_gt[~valid_mask] = np.zeros_like(depth_gt)[~valid_mask]\n            cv2.imwrite(os.path.join(depth_gt_path, f\"{idx:05d}_rgb.png\"), rgb[..., [2,1,0]])\n            np.save(os.path.join(depth_gt_path, f\"{idx:05d}_depth_gt.npy\"), depth_gt)\n    \n    rgb_img_list = os.listdir(depth_gt_path)\n    rgb_img_paths = [os.path.join(depth_gt_path, item) for item in rgb_img_list if item.endswith(\"_rgb.png\")]\n    pred_save_path = os.path.join(save_dir, \"depth_pred\")\n    if not os.path.exists(pred_save_path):\n        os.makedirs(pred_save_path)\n        get_pred(model_path=model_path,\n                 img_list=rgb_img_paths,\n                 save_path=pred_save_path,\n                 size=640, datatype=\"nyu\")\n    \n    depth_gt_paths = [item.replace(\"_rgb.png\", \"_depth_gt.npy\") for item in rgb_img_paths]\n    depth_pred_paths = [f\"{os.path.basename(item).split('_')[0]}_rgb_depth_pred.npy\" for item in depth_gt_paths]\n    depth_pred_paths = [os.path.join(pred_save_path, item) for item in depth_pred_paths]\n    \n    metrics = RunningAverageDict()\n    log_info = []\n    for i in range(len(depth_gt_paths)):\n        depth_gt = np.load(depth_gt_paths[i])\n        depth_pred = np.load(depth_pred_paths[i])\n        errors, _ = compute_metrics(depth_gt, depth_pred, \n                                    save_vis=os.path.join(pred_save_path, depth_pred_paths[i].replace(\".npy\", \"_vis_debug.png\")), \n                                    align_dpeth=align_depth)\n        metrics.update(errors)\n        print(f\"{rgb_img_paths[i]} abs_rel:{errors['abs_rel']} a1:{errors['a1']}\")\n        log_info.append(f\"{rgb_img_paths[i]} abs_rel:{errors['abs_rel']} a1:{errors['a1']}\")\n    def r(m): return round(m, 3)\n    metrics = {k: r(v) for k, v in metrics.get_value().items()}\n    print(metrics)\n    for key in metrics.keys():\n        log_info.append(f'{key} = {metrics[key]}')\n    with open(os.path.join(pred_save_path, \"log.txt\"), \"w\") as f:\n        f.write(\"\\n\".join(log_info))\n\n\ndef parse_args():\n    parser = argparse.ArgumentParser(description=\"Depth evaluation script\")\n    \n    parser.add_argument(\"--model_path\", required=True, help=\"path to model checkpoint\")\n    parser.add_argument(\"--data_dir\", required=True, help=\"path to dataset folder\")\n    parser.add_argument(\"--save_dir\", required=True, help=\"path to save folder\")\n    \n    args = parser.parse_args()\n    return args\n\ndef main():\n    args = parse_args()\n    eval_nyudv2(args.data_dir, args.save_dir, args.model_path)\n\n\nif __name__ == '__main__':\n    main()"
  },
  {
    "path": "infer/eval_scripts/eval_matching.py",
    "content": "import os\nimport cv2\nimport argparse\nimport numpy as np\nfrom tqdm import tqdm\n\nimport sys\nsys.path.append(os.path.realpath(os.path.dirname(os.path.dirname(__file__))))\n\nfrom dust3r.inference import inference\nfrom mast3r.model import AsymmetricMASt3R\nfrom dust3r.utils.image import load_images\nfrom mast3r.fast_nn import extract_correspondences_nonsym\nfrom infer.infer_normal_pts3d import rotate_recover\nfrom infer.eval_scripts.matching_metrics import compute_pose_errors_numpy, error_auc, vis_matching\n\n\ndef recover_coordinate(match_info, size_info):\n    # img_oriWH -> img_rescaleWH -> img_cropWH\n    # crop: img = img.crop((cx-halfw, cy-halfh, cx+halfw, cy+halfh)), cx,cy=img_rescaleWH//2\n    img_oriW, img_oriH, img_rescaleW, img_rescaleH, img_finalW, img_finalH, img_cropW, img_cropH = size_info.numpy()\n    # crop to no_crop\n    match_info[:, 0] = (match_info[:, 0] + (img_rescaleW//2 - img_cropW)) * (img_oriW / img_rescaleW)\n    match_info[:, 1] = (match_info[:, 1] + (img_rescaleH//2 - img_cropH)) * (img_oriH / img_rescaleH)\n\n    return match_info\n\ndef extract_match(output, device=\"cuda\", conf_thr=1.001, pixel_tol=5, subsample=8):\n    # at this stage, you have the raw dust3r predictions\n    view1, pred1 = output['view1'], output['pred1']\n    view2, pred2 = output['view2'], output['pred2']\n    desc1, desc2 = pred1['desc'].squeeze(0).detach(), pred2['desc'].squeeze(0).detach()\n    # find 2D-2D matches between the two images\n    corres = extract_correspondences_nonsym(desc1, desc2, pred1['desc_conf'], pred2['desc_conf'],\n                                            device=device, subsample=subsample, pixel_tol=pixel_tol)\n    conf = corres[2]\n    if conf_thr == \"median\":\n        mask = conf >= conf.median()\n    else:\n        mask = conf >= conf_thr\n    matches_im0 = corres[0][mask].cpu().numpy()\n    matches_im1 = corres[1][mask].cpu().numpy()\n    # ignore small border around the edge\n    H0, W0 = view1['true_shape'][0]\n    valid_matches_im0 = (matches_im0[:, 0] >= 3) & (matches_im0[:, 0] < int(W0) - 3) & (\n        matches_im0[:, 1] >= 3) & (matches_im0[:, 1] < int(H0) - 3)\n    H1, W1 = view2['true_shape'][0]\n    valid_matches_im1 = (matches_im1[:, 0] >= 3) & (matches_im1[:, 0] < int(W1) - 3) & (\n        matches_im1[:, 1] >= 3) & (matches_im1[:, 1] < int(H1) - 3)\n\n    valid_matches = valid_matches_im0 & valid_matches_im1\n    matches_im0, matches_im1 = matches_im0[valid_matches], matches_im1[valid_matches]\n    # recover origin coordinates in imgs\n    matches_im0 = matches_im0.astype(np.float64)\n    matches_im1 = matches_im1.astype(np.float64)\n    \n    ori_matches_im0 = recover_coordinate(matches_im0, view1['size_info_matching'])\n    ori_matches_im1 = recover_coordinate(matches_im1, view2['size_info_matching'])\n    \n    return ori_matches_im0, ori_matches_im1\n\ndef load_img_dict(pair01_list, pair02_list, size=1024):\n    unique_list = list(set(pair01_list + pair02_list))\n    unique_list.sort()\n    unique_images = load_images(unique_list, size=size, square_ok=True)\n    unique_images_dict = {item: unique_images[i] for i, item in enumerate(unique_list)}\n    \n    return unique_images_dict\n\ndef load_img_pairs(pair01_list, pair02_list, size=1024):\n    images01 = load_images(pair01_list, size=size, square_ok=True)\n    images02 = load_images(pair02_list, size=size, square_ok=True)\n    pairs = []\n    assert len(images01) == len(images02)\n    for i in range(len(images01)):\n        pairs.append((images01[i], images02[i]))\n\n    return pairs\n\ndef get_pred(model_path, pair01_list, pair02_list, save_path, \n             device=\"cuda\", size=512, datatype=\"gim\", conf_thr=1.001, pixel_tol=5, subsample=8):\n    model = AsymmetricMASt3R.from_pretrained(model_path).to(device)\n    \n    unique_image_dict = load_img_dict(pair01_list, pair02_list, size=size)\n    for i in tqdm(range(len(pair01_list)), desc=f\"Infering result\"):\n        pair_slice = [(unique_image_dict[pair01_list[i]], unique_image_dict[pair02_list[i]])]\n        output = inference(pair_slice, model, device, batch_size=1, verbose=False)\n        output = rotate_recover(output)\n        ori_matches_im0, ori_matches_im1 = extract_match(output, conf_thr=conf_thr, pixel_tol=pixel_tol, subsample=subsample)\n        # save matches\n        if datatype == \"gim\" or datatype == \"megadepth\":\n            save_name = f\"{os.path.basename(pair01_list[i])}_{os.path.basename(pair02_list[i])}.npz\"\n            np.savez_compressed(os.path.join(save_path, save_name), matches_im0=ori_matches_im0, matches_im1=ori_matches_im1)\n        elif datatype == \"scannet\":\n            scene_name = pair01_list[i].split(\"/\")[-4]\n            save_name = f\"{scene_name}_{os.path.basename(pair01_list[i])}_{scene_name}_{os.path.basename(pair02_list[i])}.npz\"\n            np.savez_compressed(os.path.join(save_path, save_name), matches_im0=ori_matches_im0, matches_im1=ori_matches_im1)\n        else:\n            raise NotImplementedError(f\"datatype {datatype} not implemented\")\n    \n    del unique_image_dict\n    \ndef read_gim_txt(path):\n    with open(path, 'r') as f:\n        data = f.readlines()\n    head = data[0].split()\n    img1name, img2name = head[0], head[1]\n    unknown1, unkonwn2 = head[2], head[3]\n    intrin1 = np.array(head[4:13]).astype(np.float32).reshape(3, 3)\n    intrin2 = np.array(head[13:22]).astype(np.float32).reshape(3, 3)\n    extrin = np.array(head[22:]).astype(np.float32).reshape(4, 4)\n    return {\n        \"img1name\": img1name,\n        \"img2name\": img2name,\n        \"intrin1\": intrin1,\n        \"intrin2\": intrin2,\n        \"extrin\": extrin\n    }\n\ndef extract_gim_pairs(txt_list, sub=\"blendedmvs\"):\n    pairs = []\n    for filename in txt_list:\n        if sub in [\"blendedmvs\", \"gl3d\", \"robotcarweather\", \"robotcarseason\", \"robotcarnight\"]:\n            prefix, img0, img1 = filename.replace(\".txt\", \"\").split(\"_\")\n            pairs.append([f\"{prefix}_{img0}.png\", f\"{prefix}_{img1}.png\"])\n        elif sub in [\"multifov\", \"eth3di\", \"eth3do\", \"kitti\", \"iclnuim\", \"gtasfm\", \"scenenet\"]:\n            prefix, img0, img1 = filename.replace(\".txt\", \"\").split(\"-\")\n            pairs.append([f\"{prefix}-{img0}.png\", f\"{prefix}-{img1}.png\"])\n        else:\n            raise NotImplementedError(f\"sub {sub} not implemented\")\n    return pairs\n\ndef eval_gim(model_path, data_dir, pred_save_dir, sub=\"blendedmvs\"):    \n    data_prefix = os.path.join(data_dir, sub)\n    all_data_list = os.listdir(data_prefix)\n    all_data_list = all_data_list[:100]\n    all_txt_list = [item for item in all_data_list if item.endswith(\".txt\")]\n    all_txt_list = sorted(all_txt_list)\n    pairs = extract_gim_pairs(all_txt_list, sub=sub)\n    img1_list = [os.path.join(data_prefix, item[0]) for item in pairs]\n    img2_list = [os.path.join(data_prefix, item[1]) for item in pairs]\n    \n    # predict\n    if not os.path.exists(pred_save_dir):\n        os.makedirs(pred_save_dir)\n        get_pred(model_path, img1_list, img2_list, \n                    pred_save_dir, device=\"cuda\", size=512, datatype=\"gim\")\n    # evaluate\n    log_info = []\n    thresholds=[5, 10, 20]\n    auc_results = {\n        str(item): [] for item in thresholds\n    }\n    for i in range(len(img1_list)):\n        txt_path = os.path.join(data_prefix, all_txt_list[i])\n        gt_info = read_gim_txt(txt_path)\n        T_0to1 = gt_info[\"extrin\"]\n        K0, K1 = gt_info[\"intrin1\"], gt_info[\"intrin2\"]\n        \n        pred_path = os.path.join(pred_save_dir, f\"{os.path.basename(img1_list[i])}_{os.path.basename(img2_list[i])}.npz\")\n        pred_info = np.load(pred_path)\n        matches_im0, matches_im1 = pred_info[\"matches_im0\"], pred_info[\"matches_im1\"]\n        if matches_im0.shape[0] == 0:\n            print(f\"{img1_list[i]} & {img2_list[i]}: no matches\")\n            log_info.append(f\"{img1_list[i]} & {img2_list[i]}: no matches\")\n            for auc_i in thresholds:\n                auc_results[str(auc_i)].append(0)\n            continue\n        data = dict(\n            color0=cv2.imread(img1_list[i]),\n            color1=cv2.imread(img2_list[i]),\n            mkpts0_f=matches_im0,\n            mkpts1_f=matches_im1,\n            K0=K0, K1=K1, T_0to1=T_0to1,\n        )\n        compute_pose_errors_numpy(data, pixel_thr=0.5)\n        error_info = error_auc([data[\"R_errs\"], data[\"t_errs\"]], thresholds=thresholds)\n        print(f\"{img1_list[i]} & {img2_list[i]}: {error_info}\")\n        log_info.append(f\"{img1_list[i]} & {img2_list[i]}: {error_info}\")\n        for auc_i in thresholds:\n            auc_results[str(auc_i)].append(error_info[f\"auc@{auc_i}\"])\n        try:\n            vis_debug = vis_matching(data['color0'], data['color1'], data['mkpts0_f'], data['mkpts1_f'])\n            cv2.imwrite(os.path.join(pred_save_dir, f\"{os.path.basename(img1_list[i])}_{os.path.basename(img2_list[i])}.jpg\"), vis_debug)\n        except:\n            print(f\"{img1_list[i]} & {img2_list[i]}: vis_debug error\")\n            log_info.append(f\"{img1_list[i]} & {img2_list[i]}: vis_debug error\")\n    for auc_i in thresholds:\n        print(f\"total_auc: auc@{str(auc_i)}: {np.mean(auc_results[str(auc_i)])}\")\n        log_info.append(f\"total_auc: auc@{str(auc_i)}: {np.mean(auc_results[str(auc_i)])}\")\n    with open(os.path.join(pred_save_dir, \"log.txt\"), \"w\") as f:\n        f.write(\"\\n\".join(log_info))\n\ndef eval_scannet_1500(model_path, data_dir, pred_save_dir):\n    info_path = os.path.join(data_dir, \"scannet_test_pairs_with_gt.txt\")\n    if not os.path.exists(info_path):\n        raise ValueError(f\"info_path {info_path} does not exist\")\n    with open(info_path, \"r\") as f:\n        gt_info = f.readlines()\n    gt_info = [item.split() for item in gt_info]\n    \n    img1_list, img2_list = [], []\n    for tmp_info in gt_info:\n        scene_name = tmp_info[0].split(\"/\")[1]\n        frame_idx1 = int(tmp_info[0].split(\"/\")[-1].replace(\"frame-\", \"\").replace(\".color.jpg\", \"\"))\n        frame_idx2 = int(tmp_info[1].split(\"/\")[-1].replace(\"frame-\", \"\").replace(\".color.jpg\", \"\"))\n        img1_list.append(os.path.join(data_dir, scene_name, \"sens/color\", f\"{frame_idx1}.jpg\"))\n        img2_list.append(os.path.join(data_dir, scene_name, \"sens/color\", f\"{frame_idx2}.jpg\"))\n    \n    if not os.path.exists(pred_save_dir):\n        os.makedirs(pred_save_dir)\n        get_pred(model_path, img1_list, img2_list, \n                 pred_save_dir, device=\"cuda\", size=512, datatype=\"scannet\", conf_thr=1.001, pixel_tol=5, subsample=8)\n    # evaluate\n    log_info = []\n    thresholds=[5, 10, 20]\n    auc_results = {\n        str(item): [] for item in thresholds\n    }\n    for i in range(len(img1_list)):\n        scene_name = gt_info[i][0].split(\"/\")[1]\n        pred_path = os.path.join(pred_save_dir, f\"{scene_name}_{os.path.basename(img1_list[i])}_{scene_name}_{os.path.basename(img2_list[i])}.npz\")\n        pred_info = np.load(pred_path)\n        matches_im0, matches_im1 = pred_info[\"matches_im0\"], pred_info[\"matches_im1\"]\n        if matches_im0.shape[0] == 0:\n            print(f\"{img1_list[i]} & {img2_list[i]}: no matches\")\n            log_info.append(f\"{img1_list[i]} & {img2_list[i]}: no matches\")\n            for auc_i in thresholds:\n                auc_results[str(auc_i)].append(0)\n            continue\n        # compute epipolar distance\n        assert len(gt_info[i]) == 38, 'Pair does not have ground truth info'\n        K0 = np.array(gt_info[i][4:13]).astype(float).reshape(3, 3)\n        K1 = np.array(gt_info[i][13:22]).astype(float).reshape(3, 3)\n        T_0to1 = np.array(gt_info[i][22:]).astype(float).reshape(4, 4)\n        \n        data = dict(\n            color0=cv2.imread(img1_list[i]),\n            color1=cv2.imread(img2_list[i]),\n            mkpts0_f=matches_im0,\n            mkpts1_f=matches_im1,\n            K0=K0, K1=K1, T_0to1=T_0to1,\n        )\n        compute_pose_errors_numpy(data, pixel_thr=0.5)\n        error_info = error_auc([data[\"R_errs\"], data[\"t_errs\"]], thresholds=thresholds)\n        print(f\"{img1_list[i]} & {img2_list[i]}: {error_info}\")\n        log_info.append(f\"{img1_list[i]} & {img2_list[i]}: {error_info}\")\n\n        for auc_i in thresholds:\n            auc_results[str(auc_i)].append(error_info[f\"auc@{auc_i}\"])\n    for auc_i in thresholds:\n        print(f\"total_auc: auc@{str(auc_i)}: {np.mean(auc_results[str(auc_i)])}\")\n        log_info.append(f\"total_auc: auc@{str(auc_i)}: {np.mean(auc_results[str(auc_i)])}\")\n    with open(os.path.join(pred_save_dir, \"log.txt\"), \"w\") as f:\n        f.write(\"\\n\".join(log_info))\n\ndef parse_args():\n    parser = argparse.ArgumentParser(description=\"Matching evaluation script\")\n    \n    parser.add_argument(\"--model_path\", required=True, help=\"path to model checkpoint\")\n    parser.add_argument(\"--data_dir\", required=True, help=\"path to dataset folder\")\n    parser.add_argument(\"--save_dir\", required=True, help=\"path to save folder\")\n    \n    args = parser.parse_args()\n    return args\n\ndef main():\n    args = parse_args()\n    for sub_set in [\"blendedmvs\", \"kitti\", \"multifov\", \"robotcarweather\", \n                    \"robotcarseason\", \"robotcarnight\", \"scenenet\", \"eth3di\", \n                    \"eth3do\", \"gtasfm\", \"iclnuim\", \"gl3d\"]:\n        eval_gim(args.model_path, args.data_dir, args.save_dir, sub=sub_set)\n        break\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "infer/eval_scripts/eval_normal.py",
    "content": "import os\nimport cv2\nimport torch\nimport mat73\nimport shutil\nimport argparse\nimport numpy as np\nfrom scipy import io\nfrom tqdm import tqdm\n\nimport sys\nsys.path.append(os.path.realpath(os.path.dirname(os.path.dirname(__file__))))\n\nfrom dust3r.inference import inference\nfrom mast3r.model import AsymmetricMASt3R\nfrom dust3r.utils.image import load_images, normal2color\nfrom infer.infer_normal_pts3d import rescale_to_orig, rotate_recover\n\n\ndef dot(x, y):\n    \"\"\"dot product (along the last dim).\n\n    Args:\n        x (Union[Tensor, ndarray]): x, [..., C]\n        y (Union[Tensor, ndarray]): y, [..., C]\n\n    Returns:\n        Union[Tensor, ndarray]: x dot y, [..., 1]\n    \"\"\"\n    if isinstance(x, np.ndarray):\n        return np.sum(x * y, -1, keepdims=True)\n    else:\n        return torch.sum(x * y, -1, keepdim=True)\n\ndef length(x, eps=1e-20):\n    \"\"\"length of an array (along the last dim).\n\n    Args:\n        x (Union[Tensor, ndarray]): x, [..., C]\n        eps (float, optional): eps. Defaults to 1e-20.\n\n    Returns:\n        Union[Tensor, ndarray]: length, [..., 1]\n    \"\"\"\n    if isinstance(x, np.ndarray):\n        return np.sqrt(np.maximum(np.sum(x * x, axis=-1, keepdims=True), eps))\n    else:\n        return torch.sqrt(torch.clamp(dot(x, x), min=eps))\n\ndef safe_normalize(x, eps=1e-20):\n    \"\"\"normalize an array (along the last dim).\n    Args:\n        x (Union[Tensor, ndarray]): x, [..., C]\n        eps (float, optional): eps. Defaults to 1e-20.\n    Returns:\n        Union[Tensor, ndarray]: normalized x, [..., C]\n    \"\"\"\n    return x / length(x, eps)\n\ndef compute_metric(gt_path, pred_path, save_vis_dir=None, data_type=None):\n    if gt_path.endswith(\".png\"):\n        normal_gt = cv2.imread(gt_path)\n        normal_gt = normal_gt / 255 * 2 - 1\n    elif gt_path.endswith(\".npy\"):\n        normal_gt = np.load(gt_path)\n\n    if data_type == \"DIODE\":\n        normal_gt[..., -1] *= -1\n        normal_gt[..., 0] *= -1\n    elif data_type == \"IBIMS-1\":\n        normal_gt[..., 0] *= -1\n    elif data_type == \"NYUv2\":\n        normal_gt[..., -1] *= -1\n    elif data_type == \"Sintel\":\n        normal_gt = np.transpose(normal_gt[0, ...], (1, 2, 0))\n        normal_gt[..., -1] *= -1\n    elif data_type == \"Scannet\":\n        normal_gt = normal_gt[..., [2,1,0]]\n        normal_gt[..., 0] *= -1\n        normal_gt[..., 1] *= -1\n    else:\n        raise NotImplementedError\n    \n    if pred_path.endswith(\".png\"):\n        normal_pred_png = cv2.imread(pred_path)[..., [2,1,0]]\n        normal_pred_png = cv2.resize(normal_pred_png, \n                                     (normal_gt.shape[1], normal_gt.shape[0]), \n                                     interpolation=cv2.INTER_NEAREST)\n        normal_pred = np.zeros_like(normal_gt)\n        normal_pred[..., 0] = normal_pred_png[..., 0] / 255 * 2 - 1\n        normal_pred[..., 1] = normal_pred_png[..., 1] / 255 * 2 - 1\n        normal_pred[..., 2] = (normal_pred_png[..., 2] - 128) / 127 * -1\n        normal_pred = safe_normalize(normal_pred)\n    elif pred_path.endswith(\".npy\"):\n        normal_pred = np.load(pred_path)\n        \n    if save_vis_dir is not None:\n        os.makedirs(save_vis_dir, exist_ok=True)\n        debug_save_path = os.path.join(save_vis_dir, os.path.basename(pred_path).replace(\".npy\", \"_debug.png\"))\n        debug_img = np.hstack((normal2color(normal_gt), normal2color(normal_pred)))\n        cv2.imwrite(debug_save_path, debug_img[..., [2,1,0]])\n\n    normal_gt_norm = np.linalg.norm(normal_gt, axis=-1)\n    fg_mask = (normal_gt_norm > 0.5) & (normal_gt_norm < 1.5)\n    rmse = np.sqrt(((normal_pred - normal_gt) ** 2)[fg_mask].sum(axis=-1).mean())\n    dot_product = (normal_pred * normal_gt).sum(axis=-1)\n    dot_product = np.clip(dot_product, -1, 1)\n    dot_product = dot_product[fg_mask]\n    angle = np.arccos(dot_product) / np.pi * 180\n\n    return angle, rmse\n\ndef compute_matric_list(img_list, normal_gt_list, gt_dir, save_path, data_type):\n    angle_arr, rmse_arr = np.array([]), []\n    log_info = []\n    for i in range(len(img_list)):\n        if data_type == \"DIODE\":\n            gt_path = normal_gt_list[i]\n            pred_path = os.path.join(save_path, normal_gt_list[i].split(\"/\")[-2], normal_gt_list[i].split(\"/\")[-1])\n        elif data_type == \"Scannet\":\n            gt_path = os.path.join(gt_dir, normal_gt_list[i])\n            pred_path = os.path.join(save_path, normal_gt_list[i].replace(\"-normal.png\", \"-color_normal.npy\"))\n        else:\n            gt_path = os.path.join(gt_dir, normal_gt_list[i])\n            pred_path = os.path.join(save_path, normal_gt_list[i])\n        \n        angle, rmse = compute_metric(gt_path, pred_path, save_vis_dir=save_path, data_type=data_type)\n        angle_arr = np.concatenate((angle_arr, angle))\n        rmse_arr.append(rmse)\n        print(f\"{img_list[i]}: angle={np.mean(angle)}, rmse={rmse}\")\n        log_info.append(f\"{img_list[i]}: angle={np.mean(angle)}, rmse={rmse}\")\n    pct_gt_5 = 100.0 * np.sum(angle_arr < 11.25, axis=0) / angle_arr.shape[0]\n    pct_gt_10 = 100.0 * np.sum(angle_arr < 22.5, axis=0) / angle_arr.shape[0]\n    pct_gt_30 = 100.0 * np.sum(angle_arr < 30, axis=0) / angle_arr.shape[0]\n    print(f\"Percentage of angle less than 11.25: {pct_gt_5:.3f}, 22.5: {pct_gt_10:.3f}, 30: {pct_gt_30:.3f}\")\n    print(f\"Average angle: {np.mean(angle_arr):.3f}, Average rmse: {np.mean(rmse_arr):.3f}\")\n    print(f\"Medium angle: {np.median(angle_arr):.3f}, Medium rmse: {np.median(rmse_arr):.3f}\")\n    log_info.append(f\"Percentage of angle less than 11.25: {pct_gt_5:.3f}, 22.5: {pct_gt_10:.3f}, 30: {pct_gt_30:.3f}\")\n    log_info.append(f\"Average angle: {np.mean(angle_arr):.3f}, Average rmse: {np.mean(rmse_arr):.3f}\")\n    log_info.append(f\"Medium angle: {np.median(angle_arr):.3f}, Medium rmse: {np.median(rmse_arr):.3f}\")\n    with open(os.path.join(save_path, \"log.txt\"), \"w\") as f:\n        f.write(\"\\n\".join(log_info))\n\ndef load_img_pairs(dataset_path=None, img_path_list=None, size=1024, pair_mode=\"self\"):\n    if img_path_list is None:\n        assert dataset_path is not None\n        filelist = os.listdir(dataset_path)\n        img_list = [item for item in filelist if item.endswith(\".png\")]\n        img_list.sort()\n        img_path_list = [os.path.join(dataset_path, item) for item in filelist]\n    images = load_images(img_path_list, size=size, square_ok=True)\n    pairs = []\n    for i in range(len(img_path_list)):\n        if pair_mode == \"self\":\n            pairs.append((images[i], images[i]))\n        elif pair_mode == \"near\":\n            if i == len(images) - 1:\n                pairs.append((images[i], images[i-1]))\n            else:\n                pairs.append((images[i], images[i+1]))\n        else:\n            raise NotImplementedError\n    return pairs\n\ndef get_pred(model_path, dataset_path, save_path, device=\"cuda\", size=1024):\n    model = AsymmetricMASt3R.from_pretrained(model_path).to(device)\n    \n    if isinstance(dataset_path, list):\n        pairs = load_img_pairs(img_path_list=dataset_path, size=size)\n    else:\n        assert isinstance(dataset_path, str)\n        pairs = load_img_pairs(dataset_path=dataset_path, size=size)\n    \n    for i in tqdm(range(len(pairs)), desc=f\"Infering result\"):\n        pair_slice = pairs[i:i+1]\n        output = inference(pair_slice, model, device, batch_size=1, verbose=False)\n        output = rotate_recover(output)\n        view1, pred1 = output['view1'], output['pred1']\n        pred_normal = pred1[\"normal\"][0, ...].detach().cpu().numpy()\n        \n        # left hand to right hand\n        pred_normal[..., 0] *= -1\n        \n        size_info = pair_slice[0][0][\"size_info\"]\n        imgname = pair_slice[0][0][\"model_id\"]\n        pred_normal = rescale_to_orig(pred_normal, size_info)\n        pred_normal_viz = normal2color(pred_normal)\n        \n        os.makedirs(save_path, exist_ok=True)\n        np.save(os.path.join(save_path, imgname.replace(\".png\", \"_normal.npy\")), pred_normal)\n        cv2.imwrite(os.path.join(save_path, imgname.replace(\".png\", \"_pred_normal_viz.png\")), pred_normal_viz[..., [2,1,0]])\n\n\ndef eval_nyudv2(data_dir, save_dir, model_path):\n    '''\n    :param data_dir: the root dir of NYUDv2\n    :param save_dir: the root dir to save the result\n    :param model_path: the path of the model(.pth file)\n    '''\n    rgb_mat_path = os.path.join(data_dir, \"data/images_uint8.mat\")\n    split_path = os.path.join(data_dir, \"data/splits.mat\")\n    normal_mat_path = os.path.join(data_dir, \"gt/norm_gt_l.mat\")\n    mask_mat_path = os.path.join(data_dir, \"gt/masks.mat\")\n    \n    # first extract rgb and normal gt from mat files\n    rgb_save_dir = os.path.join(save_dir, \"rgb\")\n    normal_gt_save_dir = os.path.join(save_dir, \"normal_gt\")\n    if not os.path.exists(rgb_save_dir) or not os.path.exists(normal_gt_save_dir):\n        shutil.rmtree(rgb_save_dir)\n        shutil.rmtree(normal_gt_save_dir)\n        os.makedirs(rgb_save_dir)\n        os.makedirs(normal_gt_save_dir)\n        \n        rgb_data = io.loadmat(rgb_mat_path)['images']\n        test_idx = io.loadmat(split_path)['testNdxs']\n        mask_data = mat73.loadmat(mask_mat_path)[\"masks\"]\n        normal_data = mat73.loadmat(normal_mat_path)[\"norm_gt_l\"]\n        \n        for idx in tqdm(test_idx, \"extracting imgs\"):\n            idx = idx[0]-1\n            rgb = rgb_data[..., idx]\n            mask = mask_data[..., idx]\n            valid_mask = (mask > 0)[..., None].repeat(3, -1)\n            normal_gt = normal_data[..., idx]\n            \n            cut_w, cut_h = 12, 9\n            rgb = rgb[cut_h:-cut_h, cut_w:-cut_w, ...]\n            valid_mask = valid_mask[cut_h:-cut_h, cut_w:-cut_w, ...]\n            normal_gt = normal_gt[cut_h:-cut_h, cut_w:-cut_w, ...]\n            \n            normal_gt[~valid_mask] = np.zeros_like(normal_gt)[~valid_mask]\n            cv2.imwrite(os.path.join(rgb_save_dir, f\"{idx:05d}_rgb.png\"), rgb[..., [2,1,0]])\n            np.save(os.path.join(normal_gt_save_dir, f\"{idx:05d}_rgb_normal.npy\"), normal_gt)\n            normal_map_color = normal2color(normal_gt)\n            cv2.imwrite(os.path.join(normal_gt_save_dir, f\"{idx:05d}_normal.png\"), normal_map_color[..., [2,1,0]])\n    \n    # predict normal of every rgb image\n    # since image size on NYUDv2 is 640, so we set size=640\n    gt_dir = os.path.join(save_dir, \"normal_gt\")\n    save_path = os.path.join(save_dir, \"pred_normal\")\n    if not os.path.exists(save_path):\n        get_pred(model_path=model_path,\n                dataset_path=rgb_save_dir,\n                save_path=save_path,\n                size=640)\n    \n    # compute metric\n    filelist = os.listdir(os.path.join(save_dir, \"rgb\"))\n    img_list = sorted([item for item in filelist if item.endswith(\".png\")])\n    normal_gt_list = [item.replace(\".png\", \"_normal.npy\") for item in img_list]\n    \n    compute_matric_list(img_list, normal_gt_list, gt_dir, save_path, data_type=\"NYUv2\")\n\n\ndef parse_args():\n    parser = argparse.ArgumentParser(description=\"Normal evaluation script\")\n    \n    parser.add_argument(\"--model_path\", required=True, help=\"path to model checkpoint\")\n    parser.add_argument(\"--data_dir\", required=True, help=\"path to dataset folder\")\n    parser.add_argument(\"--save_dir\", required=True, help=\"path to save folder\")\n    \n    args = parser.parse_args()\n    return args\n\ndef main():\n    args = parse_args()\n    eval_nyudv2(args.data_dir, args.save_dir, args.model_path)\n\n\nif __name__ == \"__main__\":\n    main()"
  },
  {
    "path": "infer/eval_scripts/matching_metrics.py",
    "content": "import torch\nimport cv2\nimport numpy as np\nfrom collections import OrderedDict\nfrom loguru import logger\nfrom kornia.geometry.epipolar import numeric\nfrom kornia.geometry.conversions import convert_points_to_homogeneous\nfrom matplotlib import pyplot as plt\n\n\nDEFAULT_MIN_NUM_MATCHES = 4\nDEFAULT_RANSAC_MAX_ITER = 10000\nDEFAULT_RANSAC_CONFIDENCE = 0.999\nDEFAULT_RANSAC_REPROJ_THRESHOLD = 8\nDEFAULT_RANSAC_METHOD = \"USAC_MAGSAC\"\n\nRANSAC_ZOO = {\n    \"RANSAC\": cv2.RANSAC,\n    \"USAC_FAST\": cv2.USAC_FAST,\n    \"USAC_MAGSAC\": cv2.USAC_MAGSAC,\n    \"USAC_PROSAC\": cv2.USAC_PROSAC,\n    \"USAC_DEFAULT\": cv2.USAC_DEFAULT,\n    \"USAC_FM_8PTS\": cv2.USAC_FM_8PTS,\n    \"USAC_ACCURATE\": cv2.USAC_ACCURATE,\n    \"USAC_PARALLEL\": cv2.USAC_PARALLEL,\n}\n\n\n# --- METRICS ---\n\ndef relative_pose_error(T_0to1, R, t, ignore_gt_t_thr=0.0):\n    # angle error between 2 vectors\n    t_gt = T_0to1[:3, 3]\n    n = np.linalg.norm(t) * np.linalg.norm(t_gt)\n    t_err = np.rad2deg(np.arccos(np.clip(np.dot(t, t_gt) / n, -1.0, 1.0)))\n    t_err = np.minimum(t_err, 180 - t_err)  # handle E ambiguity\n    if np.linalg.norm(t_gt) < ignore_gt_t_thr:  # pure rotation is challenging\n        t_err = 0\n\n    # angle error between 2 rotation matrices\n    R_gt = T_0to1[:3, :3]\n    cos = (np.trace(np.dot(R.T, R_gt)) - 1) / 2\n    cos = np.clip(cos, -1., 1.)  # handle numercial errors\n    R_err = np.rad2deg(np.abs(np.arccos(cos)))\n\n    return t_err, R_err\n\n\ndef symmetric_epipolar_distance(pts0, pts1, E, K0, K1):\n    \"\"\"Squared symmetric epipolar distance.\n    This can be seen as a biased estimation of the reprojection error.\n    Args:\n        pts0 (torch.Tensor): [N, 2]\n        E (torch.Tensor): [3, 3]\n    \"\"\"\n    pts0 = (pts0 - K0[[0, 1], [2, 2]][None]) / K0[[0, 1], [0, 1]][None]\n    pts1 = (pts1 - K1[[0, 1], [2, 2]][None]) / K1[[0, 1], [0, 1]][None]\n    pts0 = convert_points_to_homogeneous(pts0)\n    pts1 = convert_points_to_homogeneous(pts1)\n\n    Ep0 = pts0 @ E.T  # [N, 3]\n    p1Ep0 = torch.sum(pts1 * Ep0, -1)  # [N,]\n    Etp1 = pts1 @ E  # [N, 3]\n\n    d = p1Ep0**2 * (1.0 / (Ep0[:, 0]**2 + Ep0[:, 1]**2) + 1.0 / (Etp1[:, 0]**2 + Etp1[:, 1]**2))  # N\n    return d\n\n\ndef compute_symmetrical_epipolar_errors(data):\n    \"\"\" \n    Update:\n        data (dict):{\"epi_errs\": [M]}\n    \"\"\"\n    Tx = numeric.cross_product_matrix(data['T_0to1'][:, :3, 3])\n    E_mat = Tx @ data['T_0to1'][:, :3, :3]\n\n    m_bids = data['m_bids']\n    pts0 = data['mkpts0_f']\n    pts1 = data['mkpts1_f']\n\n    epi_errs = []\n    for bs in range(Tx.size(0)):\n        mask = m_bids == bs\n        epi_errs.append(\n            symmetric_epipolar_distance(pts0[mask], pts1[mask], E_mat[bs], data['K0'][bs], data['K1'][bs]))\n    epi_errs = torch.cat(epi_errs, dim=0)\n\n    data.update({'epi_errs': epi_errs})\n\n\ndef estimate_pose(kpts0, kpts1, K0, K1, thresh, conf=0.99999, return_conf=False):\n    if len(kpts0) < 5:\n        return None\n    # normalize keypoints\n    kpts0 = (kpts0 - K0[[0, 1], [2, 2]][None]) / K0[[0, 1], [0, 1]][None]\n    kpts1 = (kpts1 - K1[[0, 1], [2, 2]][None]) / K1[[0, 1], [0, 1]][None]\n\n    # normalize ransac threshold\n    ransac_thr = thresh / np.mean([K0[0, 0], K1[1, 1], K0[0, 0], K1[1, 1]])\n\n    # compute pose with cv2\n    E, mask = cv2.findEssentialMat(\n        kpts0, kpts1, np.eye(3), threshold=ransac_thr, prob=conf, method=cv2.RANSAC)\n    if E is None:\n        print(\"\\nE is None while trying to recover pose.\\n\")\n        return None\n\n    # recover pose from E\n    best_num_inliers = 0\n    ret = None\n    for _E in np.split(E, len(E) / 3):\n        n, R, t, _ = cv2.recoverPose(_E, kpts0, kpts1, np.eye(3), 1e9, mask=mask)\n        if n > best_num_inliers:\n            ret = (R, t[:, 0], mask.ravel() > 0)\n            best_num_inliers = n\n    if not return_conf:\n        return ret\n    else:\n        return (R, t[:, 0], mask.ravel() > 0, n)\n\n\ndef compute_pose_errors(data, pixel_thr=0.5, conf=0.99999):\n    \"\"\" \n    Update:\n        data (dict):{\n            \"R_errs\" List[float]: [N]\n            \"t_errs\" List[float]: [N]\n            \"inliers\" List[np.ndarray]: [N]\n        }\n    \"\"\"\n    # pixel_thr = config.TRAINER.RANSAC_PIXEL_THR  # 0.5\n    # conf = config.TRAINER.RANSAC_CONF  # 0.99999\n    data.update({'R_errs': [], 't_errs': [], 'inliers': []})\n\n    m_bids = data['m_bids'].cpu().numpy()\n    pts0 = data['mkpts0_f'].cpu().numpy()\n    pts1 = data['mkpts1_f'].cpu().numpy()\n    K0 = data['K0'].cpu().numpy()\n    K1 = data['K1'].cpu().numpy()\n    T_0to1 = data['T_0to1'].cpu().numpy()\n\n    for bs in range(K0.shape[0]):\n        mask = m_bids == bs\n        ret = estimate_pose(pts0[mask], pts1[mask], K0[bs], K1[bs], pixel_thr, conf=conf)\n\n        if ret is None:\n            data['R_errs'].append(np.inf)\n            data['t_errs'].append(np.inf)\n            data['inliers'].append(np.array([]).astype(np.bool))\n        else:\n            R, t, inliers = ret\n            t_err, R_err = relative_pose_error(T_0to1[bs], R, t, ignore_gt_t_thr=0.0)\n            data['R_errs'].append(R_err)\n            data['t_errs'].append(t_err)\n            data['inliers'].append(inliers)\n\n\ndef compute_pose_errors_numpy(data, pixel_thr=0.5, conf=0.99999):\n    '''\n    data:{\n        pts0, pts1, K0, K1, T_0to1\n    }\n    '''\n    pts0 = data['mkpts0_f']\n    pts1 = data['mkpts1_f']\n    K0 = data['K0']\n    K1 = data['K1']\n    T_0to1 = data['T_0to1']\n\n    ret = estimate_pose(pts0, pts1, K0, K1, pixel_thr, conf=conf)\n    \n    # data.update({'R_errs': [], 't_errs': [], 'inliers': []})\n    if ret is None:\n        # data['R_errs'].append(np.inf)\n        # data['t_errs'].append(np.inf)\n        # data['inliers'].append(np.array([]).astype(np.bool))\n        data ['R_errs'] = np.inf\n        data ['t_errs'] = np.inf\n        data ['inliers'] = np.array([]).astype(np.bool_)\n    else:\n        R, t, inliers = ret\n        t_err, R_err = relative_pose_error(T_0to1, R, t, ignore_gt_t_thr=0.0)\n        data ['R_errs'] = R_err\n        data ['t_errs'] = t_err\n        data ['inliers'] = inliers\n        # data['R_errs'].append(R_err)\n        # data['t_errs'].append(t_err)\n        # data['inliers'].append(inliers)\n            \n            \ndef cal_geometry(data, save_vis_path=None):\n    '''\n    data: dict\n    '''\n    kpts0, kpts1 = data['mkpts0_f'], data['mkpts1_f']\n    \n    # robust fitting\n    _, mask = cv2.findFundamentalMat(kpts0,\n                                     kpts1,\n                                     cv2.USAC_MAGSAC, ransacReprojThreshold=1.0,\n                                     confidence=0.999999, maxIters=10000)\n    mask = mask.ravel() > 0\n\n    data.update({\n        # 'hw0_i': image0.shape[-2:],\n        # 'hw1_i': image1.shape[-2:],\n        # 'mkpts0_f': kpts0,\n        # 'mkpts1_f': kpts1,\n        # 'm_bids': b_ids,\n        # 'mconf': mconf,\n        'inliers': mask,\n    })\n\n    geom_info = compute_geom(data)\n\n    # save visualization\n    if save_vis_path is not None:\n        image0, image1 = data['color0'], data['color1']\n        alpha = 0.5\n        out = fast_make_matching_figure(data, b_id=0)\n        overlay = fast_make_matching_overlay(data, b_id=0)\n        out = cv2.addWeighted(out, 1 - alpha, overlay, alpha, 0)\n        cv2.imwrite(save_vis_path, out[..., ::-1])\n        \n        wrapped_images = wrap_images(image0, image1, geom_info,\n                                    \"Homography\")\n        cv2.imwrite(save_vis_path, wrapped_images)\n        \n    return geom_info\n\n\n# --- METRIC AGGREGATION ---\n\ndef error_auc(errors, thresholds=[5, 10, 20]):\n    \"\"\"\n    Args:\n        errors (list): [N,]\n        thresholds (list)\n    \"\"\"\n    errors = [0] + sorted(list(errors))\n    recall = list(np.linspace(0, 1, len(errors)))\n\n    aucs = []\n    # thresholds = [5, 10, 20]\n    for thr in thresholds:\n        last_index = np.searchsorted(errors, thr)\n        y = recall[:last_index] + [recall[last_index-1]]\n        x = errors[:last_index] + [thr]\n        aucs.append(np.trapz(y, x) / thr)\n\n    return {f'auc@{t}': auc for t, auc in zip(thresholds, aucs)}\n\n\ndef epidist_prec(errors, thresholds, ret_dict=False):\n    precs = []\n    for thr in thresholds:\n        prec_ = []\n        for errs in errors:\n            correct_mask = errs < thr\n            prec_.append(np.mean(correct_mask) if len(correct_mask) > 0 else 0)\n        precs.append(np.mean(prec_) if len(prec_) > 0 else 0)\n    if ret_dict:\n        return {f'prec@{t:.0e}': prec for t, prec in zip(thresholds, precs)}\n    else:\n        return precs\n\n\ndef aggregate_metrics(metrics, epi_err_thr=5e-4):\n    \"\"\" Aggregate metrics for the whole dataset:\n    (This method should be called once per dataset)\n    1. AUC of the pose error (angular) at the threshold [5, 10, 20]\n    2. Mean matching precision at the threshold 5e-4(ScanNet), 1e-4(MegaDepth)\n    \"\"\"\n    # filter duplicates\n    unq_ids = OrderedDict((iden, id) for id, iden in enumerate(metrics['identifiers']))\n    unq_ids = list(unq_ids.values())\n    logger.info(f'Aggregating metrics over {len(unq_ids)} unique items...')\n\n    # pose auc\n    angular_thresholds = [5, 10, 20]\n    pose_errors = np.max(np.stack([metrics['R_errs'], metrics['t_errs']]), axis=0)[unq_ids]\n    aucs = error_auc(pose_errors, angular_thresholds)  # (auc@5, auc@10, auc@20)\n\n    # matching precision\n    dist_thresholds = [epi_err_thr]\n    precs = epidist_prec(np.array(metrics['epi_errs'], dtype=object)[unq_ids], dist_thresholds, True)  # (prec@err_thr)\n\n    return {**aucs, **precs}\n\n\n# visualization\ndef fast_make_matching_figure(data):\n    # color0 = (data['color0'].permute(1, 2, 0) * 255).round().astype(np.uint8)  # (rH, rW, 3)\n    # color1 = (data['color1'].permute(1, 2, 0) * 255).round().astype(np.uint8)  # (rH, rW, 3)\n    color0, color1 = data['color0'], data['color1']\n    gray0 = cv2.cvtColor(color0, cv2.COLOR_RGB2GRAY)\n    gray1 = cv2.cvtColor(color1, cv2.COLOR_RGB2GRAY)\n    kpts0 = data['mkpts0_f']\n    kpts1 = data['mkpts1_f']\n    if 'mconf' in data:\n        mconf = data['mconf']\n    else:\n        mconf = None\n    inliers = data['inliers']\n\n    rows = 2\n    margin = 2\n    # (h0, w0), (h1, w1) = data['hw0_i'], data['hw1_i']\n    h0, w0 = gray0.shape[:2]\n    h1, w1 = gray1.shape[:2]\n    h = max(h0, h1)\n    H, W = margin * (rows + 1) + h * rows, margin * 3 + w0 + w1\n\n    # canvas\n    out = 255 * np.ones((H, W), np.uint8)\n\n    wx = [margin, margin + w0, margin + w0 + margin, margin + w0 + margin + w1]\n    hx = lambda row: margin * row + h * (row-1)\n    out = np.stack([out] * 3, -1)\n\n    sh = hx(row=1)\n    out[sh: sh + h0, wx[0]: wx[1]] = color0\n    out[sh: sh + h1, wx[2]: wx[3]] = color1\n\n    sh = hx(row=2)\n    out[sh: sh + h0, wx[0]: wx[1]] = color0\n    out[sh: sh + h1, wx[2]: wx[3]] = color1\n    mkpts0, mkpts1 = np.round(kpts0).astype(int), np.round(kpts1).astype(int)\n    for (x0, y0), (x1, y1) in zip(mkpts0[inliers], mkpts1[inliers]):\n        c = (0, 255, 0)\n        cv2.circle(out, (x0, y0 + sh), 3, c, -1, lineType=cv2.LINE_AA)\n        cv2.circle(out, (x1 + margin + w0, y1 + sh), 3, c, -1, lineType=cv2.LINE_AA)\n\n    return out\n\n\ndef fast_make_matching_overlay(data):\n    color0 = (data['color0'].permute(1, 2, 0).cpu().detach().numpy() * 255).round().astype(np.uint8)  # (rH, rW, 3)\n    color1 = (data['color1'].permute(1, 2, 0).cpu().detach().numpy() * 255).round().astype(np.uint8)  # (rH, rW, 3)\n    gray0 = cv2.cvtColor(color0, cv2.COLOR_RGB2GRAY)\n    gray1 = cv2.cvtColor(color1, cv2.COLOR_RGB2GRAY)\n    kpts0 = data['mkpts0_f'].cpu().detach().numpy()\n    kpts1 = data['mkpts1_f'].cpu().detach().numpy()\n    if 'mconf' in data:\n        mconf = data['mconf'].cpu().detach().numpy()\n    else:\n        mconf = None\n    inliers = data['inliers']\n\n    rows = 2\n    margin = 2\n    (h0, w0), (h1, w1) = data['hw0_i'], data['hw1_i']\n    h = max(h0, h1)\n    H, W = margin * (rows + 1) + h * rows, margin * 3 + w0 + w1\n\n    # canvas\n    out = 255 * np.ones((H, W), np.uint8)\n\n    wx = [margin, margin + w0, margin + w0 + margin, margin + w0 + margin + w1]\n    hx = lambda row: margin * row + h * (row-1)\n    out = np.stack([out] * 3, -1)\n\n    sh = hx(row=1)\n    out[sh: sh + h0, wx[0]: wx[1]] = color0\n    out[sh: sh + h1, wx[2]: wx[3]] = color1\n\n    sh = hx(row=2)\n    out[sh: sh + h0, wx[0]: wx[1]] = color0\n    out[sh: sh + h1, wx[2]: wx[3]] = color1\n    mkpts0, mkpts1 = np.round(kpts0).astype(int), np.round(kpts1).astype(int)\n    for (x0, y0), (x1, y1) in zip(mkpts0[inliers], mkpts1[inliers]):\n        c = (0, 255, 0)\n        cv2.line(out, (x0, y0 + sh), (x1 + margin + w0, y1 + sh), color=c, thickness=1, lineType=cv2.LINE_AA)\n        cv2.circle(out, (x0, y0 + sh), 3, c, -1, lineType=cv2.LINE_AA)\n        cv2.circle(out, (x1 + margin + w0, y1 + sh), 3, c, -1, lineType=cv2.LINE_AA)\n\n    return out\n\n\ndef wrap_images(img0, img1, geo_info, geom_type):\n    img0 = img0[0].permute((1, 2, 0)).cpu().detach().numpy()[..., ::-1]\n    img1 = img1[0].permute((1, 2, 0)).cpu().detach().numpy()[..., ::-1]\n\n    h1, w1, _ = img0.shape\n    h2, w2, _ = img1.shape\n\n    rectified_image0 = img0\n    rectified_image1 = None\n    H = np.array(geo_info[\"Homography\"])\n    F = np.array(geo_info[\"Fundamental\"])\n\n    title = []\n    if geom_type == \"Homography\":\n        rectified_image1 = cv2.warpPerspective(\n            img1, H, (img0.shape[1], img0.shape[0])\n        )\n        title = [\"Image 0\", \"Image 1 - warped\"]\n    elif geom_type == \"Fundamental\":\n        H1, H2 = np.array(geo_info[\"H1\"]), np.array(geo_info[\"H2\"])\n        rectified_image0 = cv2.warpPerspective(img0, H1, (w1, h1))\n        rectified_image1 = cv2.warpPerspective(img1, H2, (w2, h2))\n        title = [\"Image 0 - warped\", \"Image 1 - warped\"]\n    else:\n        print(\"Error: Unknown geometry type\")\n\n    fig = plot_images(\n        [rectified_image0.squeeze(), rectified_image1.squeeze()],\n        title,\n        dpi=300,\n    )\n\n    img = fig2im(fig)\n\n    plt.close(fig)\n\n    return img\n\n\ndef plot_images(imgs, titles=None, cmaps=\"gray\", dpi=100, size=5, pad=0.5):\n    \"\"\"Plot a set of images horizontally.\n    Args:\n        imgs: a list of NumPy or PyTorch images, RGB (H, W, 3) or mono (H, W).\n        titles: a list of strings, as titles for each image.\n        cmaps: colormaps for monochrome images.\n        dpi:\n        size:\n        pad:\n    \"\"\"\n    n = len(imgs)\n    if not isinstance(cmaps, (list, tuple)):\n        cmaps = [cmaps] * n\n\n    figsize = (size * n, size * 6 / 5) if size is not None else None\n    fig, ax = plt.subplots(1, n, figsize=figsize, dpi=dpi)\n\n    if n == 1:\n        ax = [ax]\n    for i in range(n):\n        ax[i].imshow(imgs[i], cmap=plt.get_cmap(cmaps[i]))\n        ax[i].get_yaxis().set_ticks([])\n        ax[i].get_xaxis().set_ticks([])\n        ax[i].set_axis_off()\n        for spine in ax[i].spines.values():  # remove frame\n            spine.set_visible(False)\n        if titles:\n            ax[i].set_title(titles[i])\n\n    fig.tight_layout(pad=pad)\n\n    return fig\n\n\ndef fig2im(fig):\n    fig.canvas.draw()\n    w, h = fig.canvas.get_width_height()\n    buf_ndarray = np.frombuffer(fig.canvas.buffer_rgba(), dtype=\"u1\")\n    # noinspection PyArgumentList\n    im = buf_ndarray.reshape(h, w, 4)\n    return im\n\n\ndef compute_geom(data,\n                 ransac_method=DEFAULT_RANSAC_METHOD,\n                 ransac_reproj_threshold=DEFAULT_RANSAC_REPROJ_THRESHOLD,\n                 ransac_confidence=DEFAULT_RANSAC_CONFIDENCE,\n                 ransac_max_iter=DEFAULT_RANSAC_MAX_ITER,\n                 ) -> dict:\n\n    mkpts0 = data[\"mkpts0_f\"].cpu().detach().numpy()\n    mkpts1 = data[\"mkpts1_f\"].cpu().detach().numpy()\n\n    if len(mkpts0) < 2 * DEFAULT_MIN_NUM_MATCHES:\n        return {}\n\n    h1, w1 = data[\"hw0_i\"]\n\n    geo_info = {}\n\n    F, inliers = cv2.findFundamentalMat(\n        mkpts0,\n        mkpts1,\n        method=RANSAC_ZOO[ransac_method],\n        ransacReprojThreshold=ransac_reproj_threshold,\n        confidence=ransac_confidence,\n        maxIters=ransac_max_iter,\n    )\n    if F is not None:\n        geo_info[\"Fundamental\"] = F.tolist()\n\n    H, _ = cv2.findHomography(\n        mkpts1,\n        mkpts0,\n        method=RANSAC_ZOO[ransac_method],\n        ransacReprojThreshold=ransac_reproj_threshold,\n        confidence=ransac_confidence,\n        maxIters=ransac_max_iter,\n    )\n    if H is not None:\n        geo_info[\"Homography\"] = H.tolist()\n        _, H1, H2 = cv2.stereoRectifyUncalibrated(\n            mkpts0.reshape(-1, 2),\n            mkpts1.reshape(-1, 2),\n            F,\n            imgSize=(w1, h1),\n        )\n        geo_info[\"H1\"] = H1.tolist()\n        geo_info[\"H2\"] = H2.tolist()\n\n    return geo_info\n\n\ndef vis_matching(img0, img1, kpts0, kpts1, sample_matching_num=None):\n    h0, w0 = img0.shape[:2]\n    h1, w1 = img1.shape[:2]\n\n    h1_factor = h0 / h1\n    w1_factor = w0 / w1\n    \n    kpts1[:, 0] *= w1_factor\n    kpts1[:, 1] *= h1_factor\n    \n    img1_scale = cv2.resize(img1, (w0, h0))\n    output = np.concatenate([img0, img1_scale], axis=1)\n    \n    if sample_matching_num is not None and sample_matching_num < len(kpts0):\n        sample_idx = np.random.choice(len(kpts0), sample_matching_num, replace=False)\n        kpts0 = kpts0[sample_idx, :]\n        kpts1 = kpts1[sample_idx, :]\n    else:\n        sample_matching_num = len(kpts0)\n    \n    i = 0\n    for (x0, y0), (x1, y1) in zip(kpts0, kpts1):\n        x0, y0, x1, y1 = round(x0), round(y0), round(x1), round(y1)\n        if x0 < 0 or y0 < 0 or x1 < 0 or y1 < 0:\n            continue\n        if x0 > w0 or y0 > h0 or x1 > w0 or y1 > h0:\n            continue\n        point_color_01 = (0, 255, 0)\n        point_color_02 = (0, 0, 255)\n        cmap = plt.get_cmap('jet')\n        cv2.circle(output, (x0, y0), 3, point_color_01, -1, lineType=cv2.LINE_AA)\n        cv2.circle(output, (x1 + w0, y1), 3, point_color_02, -1, lineType=cv2.LINE_AA)\n        line_rgba = cmap(i / (sample_matching_num - 1))\n        line_rgba = (int(255 * line_rgba[2]), int(255 * line_rgba[1]), int(255 * line_rgba[0]), 100)\n        cv2.line(output, (x0, y0), (x1 + w0, y1), color=line_rgba, thickness=1)\n        i += 1\n        \n    return output\n    "
  },
  {
    "path": "infer/infer_normal_pts3d.py",
    "content": "# Copyright (C) 2025-present Alibaba Group. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# infer images' normal and depth\n# --------------------------------------------------------\n\nimport os\nimport cv2\nimport glob\nimport torch\nimport argparse\nimport numpy as np\nimport open3d as o3d\nfrom tqdm import tqdm\nfrom scipy.spatial.transform import Rotation\n\nimport sys\nsys.path.append(os.path.realpath(os.path.dirname(os.path.dirname(__file__))))\nfrom dust3r.inference import inference\nfrom mast3r.model import AsymmetricMASt3R\nfrom dust3r.utils.image import load_images, colorize, normal2color, inverse_normalize\n\n\ndef make_pairs(img_list, mode=\"sequence\", seq_len=5):\n    '''\n    mg_list: list of obj, sorted\n    seq_len=5: -2,-1,ref,1,2\n    '''\n    pairs = []\n    if mode == \"sequence\":\n        assert (seq_len % 2) == 1\n        for i in range(len(img_list)):\n            start = i - (seq_len-1)//2\n            end = i + (seq_len-1)//2 + 1\n            if start < 0:\n                start = 0\n                end = start + seq_len\n            if end > len(img_list):\n                start = len(img_list) - seq_len\n                end = len(img_list)\n            for j in range(start, end):\n                if i == j:\n                    continue\n                pairs.append((img_list[i], img_list[j]))\n    elif mode == \"near\":\n        for i in range(len(img_list)):\n            if i != len(img_list) - 1:\n                pairs.append((img_list[i], img_list[i+1]))\n            else:\n                pairs.append((img_list[i], img_list[i-1]))\n    elif mode == \"self\":\n        for i in range(len(img_list)):\n            pairs.append((img_list[i], img_list[i]))\n    else:\n        raise NotImplementedError\n        \n    return pairs\n\ndef rescale_to_orig(data, size_info):\n    assert len(data.shape) == 3\n    assert isinstance(data, np.ndarray)\n    # img_oriWH -> img_rescaleWH -> img_cropWH\n    # crop: img = img.crop((cx-halfw, cy-halfh, cx+halfw, cy+halfh)), cx,cy=img_rescaleWH//2\n    # img_oriW, img_oriH, img_rescaleW, img_rescaleH, cx-halfw, cy-halfh, cx+halfw, cy+halfh = size_info\n    img_oriW, img_oriH, img_rescaleW, img_rescaleH, w_start, h_start, w_end, h_end = size_info\n    # first recover to size before crop\n    data = np.pad(data, ((h_start, img_rescaleH - h_end), (w_start, img_rescaleW - w_end), (0, 0)), mode='edge')\n    # then recover to size before rescale\n    data = cv2.resize(data, (img_oriW, img_oriH), interpolation=cv2.INTER_NEAREST)\n    return data\n\ndef get_avg_normal(normal_list, delete_bad_normal=True):\n    normal_array = np.array(normal_list)\n    avg_normal = np.mean(normal_array, axis=0)\n    \n    if delete_bad_normal:\n        bad_idx, max_err = 0, 0\n        for i in range(normal_array.shape[0]):\n            if np.abs(normal_array[i] - avg_normal).mean() > max_err:\n                bad_idx, max_err = i, np.abs(normal_array[i] - avg_normal).mean()\n        normal_list.pop(bad_idx)\n        avg_normal = np.mean(np.array(normal_list), axis=0)\n        \n    # normalize\n    avg_normal = avg_normal / (np.linalg.norm(avg_normal, axis=-1)[..., None])\n    \n    return avg_normal\n\ndef rotate_recover(output):\n    for view_id, pred_id in [[\"view1\", \"pred1\"], [\"view2\", \"pred2\"]]:\n        if output[view_id][\"rotate\"][0]:\n            output[view_id][\"img\"] = torch.rot90(output[view_id][\"img\"], k=-1, dims=(2, 3))\n            output[view_id][\"true_shape\"] = output[view_id][\"true_shape\"][:,[1,0]]\n            output[view_id][\"size_info\"] = output[view_id][\"size_info\"][[1,0,3,2,5,4,7,6]]\n            output[view_id][\"size_info_matching\"] = output[view_id][\"size_info_matching\"][[1,0,3,2,5,4,7,6]]\n            \n            R = torch.from_numpy(Rotation.from_euler('z', 90 * 1, degrees=True).as_matrix()).float()\n            if pred_id == \"pred1\":\n                pts_rotate = torch.rot90(output[pred_id][\"pts3d\"], k=-1, dims=(1, 2))\n                output[pred_id][\"pts3d\"] = (R[:3, :3] @ pts_rotate.reshape(-1, 3).T).T.reshape(pts_rotate.shape)\n            else:\n                pts_rotate = torch.rot90(output[pred_id][\"pts3d_in_other_view\"], k=-1, dims=(1, 2))\n                output[pred_id][\"pts3d_in_other_view\"] = (R[:3, :3] @ pts_rotate.reshape(-1, 3).T).T.reshape(pts_rotate.shape)\n                \n            output[pred_id][\"desc\"] = torch.rot90(output[pred_id][\"desc\"], k=-1, dims=(1, 2))\n            output[pred_id][\"desc_conf\"] = torch.rot90(output[pred_id][\"desc_conf\"], k=-1, dims=(1, 2))\n            normal_rotate = torch.rot90(output[pred_id][\"normal\"], k=-1, dims=(1, 2))\n            R = torch.from_numpy(Rotation.from_euler('z', 90 * -1, degrees=True).as_matrix()).float()\n            output[pred_id][\"normal\"] = (R[:3, :3] @ normal_rotate.reshape(-1, 3).T).T.reshape(normal_rotate.shape)\n        \n    return output\n\ndef infer_imgs(model, img_dir, save_dir, \n               size=512, device=\"cuda\", \n               seq_len=3, pair_mode=\"self\", \n               save_normal=False, save_depth=False, save_pcd=False,\n               ret_total_output=False):\n    valid_img_ext = [\"*.jpg\", \"*.png\", \"*.jpeg\", \"*.PNG\", \"*.JPG\", \"*.JPEG\"]\n    if isinstance(model, str):\n        model = AsymmetricMASt3R.from_pretrained(model).to(device)\n    # load images data\n    img_list = []\n    for img_ext in valid_img_ext:\n        img_list = img_list + glob.glob(os.path.join(img_dir, img_ext))\n    img_list = sorted(img_list)\n    # decide final size if size is None\n    ref_img = cv2.imread(img_list[0])\n    if max(ref_img.shape) >= 1024:\n        final_size = 1024\n    else:\n        final_size = max(ref_img.shape)\n    if size is None:\n        size = final_size\n    images = load_images(img_list, size=size, square_ok=True)\n    pairs = make_pairs(images, mode=pair_mode, seq_len=seq_len)\n    \n    ret_dict = {\n        \"rgbs\": [],\n        \"normals\": [],\n        \"depths\": [],\n        \"pts\": [],\n        \"pts_another\": [],\n        \"outputs\": []\n    } # for online demo usage\n    \n    for i in tqdm(range(len(images)), desc=\"Infering result\"):\n        if pair_mode in [\"sequence\"]:\n            pair_slice = pairs[i*(seq_len-1) : i*(seq_len-1) + (seq_len-1)]\n            output = inference(pair_slice, model, device, batch_size=1, verbose=False)\n            output = rotate_recover(output)\n            view1, pred1 = output['view1'], output['pred1']\n            view2, pred2 = output['view2'], output['pred2']\n            # get avg normal of a sequence\n            normal_list = []\n            for j in range(seq_len-1):\n                normal_list.append(pred1[\"normal\"][j, ...].detach().cpu().numpy()) # H, W, 3\n            avg_normal = get_avg_normal(normal_list)\n        elif pair_mode in [\"self\", \"near\"]:\n            pair_slice = pairs[i:i+1]\n            output = inference(pair_slice, model, device, batch_size=1, verbose=False)\n            output = rotate_recover(output)\n            view1, pred1 = output['view1'], output['pred1']\n            view2, pred2 = output['view2'], output['pred2']\n            avg_normal = pred1[\"normal\"][0, ...].detach().cpu().numpy()\n        else:\n            raise NotImplementedError\n        rgb = inverse_normalize(view1[\"img\"][0, ...]).detach().cpu().permute(1, 2, 0).numpy() # H, W, 3\n        points_3d = pred1[\"pts3d\"][0, ...].detach().cpu().numpy() # H, W, 3\n        points_3d_another = pred2[\"pts3d_in_other_view\"][0, ...].detach().cpu().numpy() # H, W, 3\n\n        imgname = images[i][\"model_id\"]\n        pcd_save_path = os.path.join(save_dir, f\"{imgname[:-4]}_pointmap.ply\")\n        \n        # right hand to left hand\n        avg_normal[..., 0] = -avg_normal[..., 0]\n        avg_normal_viz = normal2color(avg_normal)\n        pre_depth = points_3d[..., -1]\n        pcd = points_3d.reshape(-1, 3)\n        \n        o3d_pcd = o3d.geometry.PointCloud()\n        o3d_pcd.points = o3d.utility.Vector3dVector(pcd)\n        pts_rgb = rgb.reshape(-1, 3)\n        o3d_pcd.colors = o3d.utility.Vector3dVector(pts_rgb)\n        \n        ret_dict[\"normals\"].append(avg_normal_viz[..., [2,1,0]])\n        ret_dict[\"depths\"].append(pre_depth)\n        ret_dict[\"pts\"].append(points_3d)\n        ret_dict[\"pts_another\"].append(points_3d_another)\n        ret_dict[\"rgbs\"].append(rgb)\n        if ret_total_output: # not append to save memory\n            ret_dict[\"outputs\"].append(output)\n        \n        if save_normal:\n            os.makedirs(save_dir, exist_ok=True)\n            np.savez_compressed(pcd_save_path.replace(\"_pointmap.ply\", \"_normal.npz\"), avg_normal)\n            cv2.imwrite(pcd_save_path.replace(\"_pointmap.ply\", \"_normal_viz.png\"), avg_normal_viz[..., [2,1,0]])\n        if save_depth:\n            os.makedirs(save_dir, exist_ok=True)\n            pre_depth_viz = colorize(pre_depth, cmap=\"Spectral\", vmin=None, vmax=None)\n            cv2.imwrite(pcd_save_path.replace(\"_pointmap.ply\", \"_depth_viz.png\"), pre_depth_viz)\n        if save_pcd:\n            os.makedirs(save_dir, exist_ok=True)\n            o3d.io.write_point_cloud(pcd_save_path, o3d_pcd)\n    \n    return ret_dict\n\ndef parse_args():\n    parser = argparse.ArgumentParser(description=\"Infer normal and depth from RGB images\")\n    \n    parser.add_argument(\"--model_path\", required=True, help=\"path to model checkpoint\")\n    parser.add_argument(\"--img_dir\", required=True, help=\"path to images folder\")\n    parser.add_argument(\"--save_dir\", required=True, help=\"path to save folder\")\n    parser.add_argument(\"--pair_mode\", default=\"near\", choices=[\"self\", \"near\", \"sequence\"], help=\"mode to pair images\")\n    parser.add_argument(\"--size\", default=512, type=int, help=\"image infer size\")\n    \n    args = parser.parse_args()\n    return args\n\ndef main():\n    args = parse_args()\n    infer_imgs(model = args.model_path,\n               img_dir = args.img_dir,\n               save_dir = args.save_dir,\n               size=args.size, \n               device=\"cuda\",\n               pair_mode=\"near\", \n               save_depth=True, \n               save_normal=True, \n               save_pcd=True)\n    \n    \nif __name__ == \"__main__\":\n    main()"
  },
  {
    "path": "mast3r/.gitignore",
    "content": "data/\ndata\ncheckpoints/\ncheckpoints\n.vscode/\n*.tar.gz\n\n# Byte-compiled / optimized / DLL files\n__pycache__/\n*.py[cod]\n*$py.class\n\n# C extensions\n*.so\n\n# Distribution / packaging\n.Python\nbuild/\ndevelop-eggs/\ndist/\ndownloads/\neggs/\n.eggs/\nlib/\nlib64/\nparts/\nsdist/\nvar/\nwheels/\npip-wheel-metadata/\nshare/python-wheels/\n*.egg-info/\n.installed.cfg\n*.egg\nMANIFEST\n\n# PyInstaller\n#  Usually these files are written by a python script from a template\n#  before PyInstaller builds the exe, so as to inject date/other infos into it.\n*.manifest\n*.spec\n\n# Installer logs\npip-log.txt\npip-delete-this-directory.txt\n\n# Unit test / coverage reports\nhtmlcov/\n.tox/\n.nox/\n.coverage\n.coverage.*\n.cache\nnosetests.xml\ncoverage.xml\n*.cover\n*.py,cover\n.hypothesis/\n.pytest_cache/\n\n# Translations\n*.mo\n*.pot\n\n# Django stuff:\n*.log\nlocal_settings.py\ndb.sqlite3\ndb.sqlite3-journal\n\n# Flask stuff:\ninstance/\n.webassets-cache\n\n# Scrapy stuff:\n.scrapy\n\n# Sphinx documentation\ndocs/_build/\n\n# PyBuilder\ntarget/\n\n# Jupyter Notebook\n.ipynb_checkpoints\n\n# IPython\nprofile_default/\nipython_config.py\n\n# pyenv\n.python-version\n\n# pipenv\n#   According to pypa/pipenv#598, it is recommended to include Pipfile.lock in version control.\n#   However, in case of collaboration, if having platform-specific dependencies or dependencies\n#   having no cross-platform support, pipenv may install dependencies that don't work, or not\n#   install all needed dependencies.\n#Pipfile.lock\n\n# PEP 582; used by e.g. github.com/David-OConnor/pyflow\n__pypackages__/\n\n# Celery stuff\ncelerybeat-schedule\ncelerybeat.pid\n\n# SageMath parsed files\n*.sage.py\n\n# Environments\n.env\n.venv\nenv/\nvenv/\nENV/\nenv.bak/\nvenv.bak/\n\n# Spyder project settings\n.spyderproject\n.spyproject\n\n# Rope project settings\n.ropeproject\n\n# mkdocs documentation\n/site\n\n# mypy\n.mypy_cache/\n.dmypy.json\ndmypy.json\n\n# Pyre type checker\n.pyre/\n"
  },
  {
    "path": "mast3r/__init__.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only)."
  },
  {
    "path": "mast3r/catmlp_dpt_head.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# MASt3R heads\n# --------------------------------------------------------\n\n# Modifications Copyright (C) <Alibaba Group>\n# Changes: head structure update\n# This is an adaptation and is distributed under the same license (CC BY-NC-SA 4.0).\n# SPDX-License-Identifier: CC-BY-NC-SA-4.0(non-commercial use only)\nimport torch\nimport torch.nn.functional as F\n\nimport mast3r.utils.path_to_dust3r  # noqa\nfrom dust3r.heads.postprocess import reg_dense_depth, reg_dense_conf  # noqa\nfrom dust3r.heads.postprocess import reg_dense_normal, reg_dense_kappa  # noqa\nfrom dust3r.heads.dpt_head import PixelwiseTaskWithDPT  # noqa\nimport dust3r.utils.path_to_croco  # noqa\nfrom models.blocks import Mlp  # noqa\n\n\ndef reg_desc(desc, mode):\n    if 'norm' in mode:\n        desc = desc / desc.norm(dim=-1, keepdim=True)\n    else:\n        raise ValueError(f\"Unknown desc mode {mode}\")\n    return desc\n\n\ndef postprocess(out, depth_mode, conf_mode, desc_dim=None, desc_mode='norm', desc_conf=False, desc_conf_mode=None):\n    if desc_conf_mode is None:\n        desc_conf_mode = conf_mode\n    fmap = out.permute(0, 2, 3, 1)  # B,H,W,D\n    res = dict(pts3d=reg_dense_depth(fmap[..., 0:3], mode=depth_mode))\n    if conf_mode is not None:\n        res['conf'] = reg_dense_conf(fmap[..., 3], mode=conf_mode)\n        # res['conf'] = torch.ones_like(fmap[..., 3]) * 2.0\n    if desc_dim is not None:\n        start = 3 + int(conf_mode is not None)\n        res['desc'] = reg_desc(fmap[..., start:start + desc_dim], mode=desc_mode)\n        if desc_conf:\n            res['desc_conf'] = reg_dense_conf(fmap[..., start + desc_dim], mode=desc_conf_mode)\n        else:\n            res['desc_conf'] = res['conf'].clone()\n    return res\n\n# only normal in one DPT Head\ndef postprocess_normal(out, normal_mode):\n    fmap = out.permute(0, 2, 3, 1)  # B,H,W,D\n    res = dict(normal=reg_dense_normal(fmap[..., 0:3], mode=normal_mode))\n    if \"kappa\" in normal_mode:\n        res['kappa'] = reg_dense_kappa(fmap[..., 3], mode=normal_mode)\n    return res\n\ndef postprocess_semantic(out, normal_mode):\n    # out = out.permute(0, 2, 3, 1) # B,H,W,D\n    res = dict(seg_prob=out)\n    return res\n\n\nclass Cat_MLP_LocalFeatures_DPT_Pts3d(PixelwiseTaskWithDPT):\n    \"\"\" Mixture between MLP and DPT head that outputs 3d points and local features (with MLP).\n    The input for both heads is a concatenation of Encoder and Decoder outputs\n    \"\"\"\n\n    def __init__(self, net, has_conf=False, local_feat_dim=16, hidden_dim_factor=4., hooks_idx=None, dim_tokens=None,\n                 num_channels=1, postprocess=None, feature_dim=256, last_dim=32, depth_mode=None, conf_mode=None, head_type=\"regression\", **kwargs):\n        super().__init__(num_channels=num_channels, feature_dim=feature_dim, last_dim=last_dim, hooks_idx=hooks_idx,\n                         dim_tokens=dim_tokens, depth_mode=depth_mode, postprocess=postprocess, conf_mode=conf_mode, head_type=head_type)\n        self.local_feat_dim = local_feat_dim\n\n        patch_size = net.patch_embed.patch_size\n        if isinstance(patch_size, tuple):\n            assert len(patch_size) == 2 and isinstance(patch_size[0], int) and isinstance(\n                patch_size[1], int), \"What is your patchsize format? Expected a single int or a tuple of two ints.\"\n            assert patch_size[0] == patch_size[1], \"Error, non square patches not managed\"\n            patch_size = patch_size[0]\n        self.patch_size = patch_size\n\n        self.desc_mode = net.desc_mode\n        self.has_conf = has_conf\n        self.desc_conf = net.desc_conf  # independent confs for 3D regr and descs\n        self.desc_conf_mode = net.desc_conf_mode\n        idim = net.enc_embed_dim + net.dec_embed_dim\n\n        self.head_local_features = Mlp(in_features=idim,\n                                       hidden_features=int(hidden_dim_factor * idim),\n                                       out_features=(self.local_feat_dim + self.desc_conf) * self.patch_size**2)\n\n    def forward(self, decout, img_shape):\n        # pass through the heads\n        pts3d = self.dpt(decout, image_size=(img_shape[0], img_shape[1]))\n\n        # recover encoder and decoder outputs\n        enc_output, dec_output = decout[0], decout[-1]\n        cat_output = torch.cat([enc_output, dec_output], dim=-1)  # concatenate\n        H, W = img_shape\n        B, S, D = cat_output.shape\n\n        # extract local_features\n        local_features = self.head_local_features(cat_output)  # B,S,D\n        local_features = local_features.transpose(-1, -2).view(B, -1, H // self.patch_size, W // self.patch_size)\n        local_features = F.pixel_shuffle(local_features, self.patch_size)  # B,d,H,W\n\n        # post process 3D pts, descriptors and confidences\n        out = torch.cat([pts3d, local_features], dim=1)\n        if self.postprocess:\n            out = self.postprocess(out,\n                                   depth_mode=self.depth_mode,\n                                   conf_mode=self.conf_mode,\n                                   desc_dim=self.local_feat_dim,\n                                   desc_mode=self.desc_mode,\n                                   desc_conf=self.desc_conf,\n                                   desc_conf_mode=self.desc_conf_mode)\n        return out\n\ndef mast3r_head_factory(head_type, output_mode, net, has_conf=False, has_mask=False):\n    \"\"\"\" build a prediction head for the decoder \n    \"\"\"\n    if head_type == 'catmlp+dpt' and output_mode.startswith('pts3d+desc'):\n        local_feat_dim = int(output_mode[10:])\n        assert net.dec_depth > 9\n        l2 = net.dec_depth\n        feature_dim = 256\n        last_dim = feature_dim // 2\n        out_nchan = 3\n        ed = net.enc_embed_dim\n        dd = net.dec_embed_dim\n        return Cat_MLP_LocalFeatures_DPT_Pts3d(net, local_feat_dim=local_feat_dim, has_conf=has_conf,\n                                               num_channels=out_nchan + has_conf + has_mask,\n                                               feature_dim=feature_dim,\n                                               last_dim=last_dim,\n                                               hooks_idx=[0, l2 * 2 // 4, l2 * 3 // 4, l2],\n                                               dim_tokens=[ed, dd, dd, dd],\n                                               postprocess=postprocess,\n                                               depth_mode=net.depth_mode,\n                                               conf_mode=net.conf_mode,\n                                               head_type='regression')\n    elif head_type == 'dpt' and output_mode.startswith('normal'):\n        assert net.dec_depth > 9\n        l2 = net.dec_depth\n        feature_dim = 256\n        last_dim = feature_dim//2\n        out_nchan = 3\n        ed = net.enc_embed_dim\n        dd = net.dec_embed_dim\n        if \"kappa\" in output_mode:\n            use_kappa = True\n        else:\n            use_kappa = False\n        return PixelwiseTaskWithDPT(num_channels=out_nchan + use_kappa,\n                                    feature_dim=feature_dim,\n                                    last_dim=last_dim,\n                                    hooks_idx=[0, l2*2//4, l2*3//4, l2],\n                                    dim_tokens=[ed, dd, dd, dd],\n                                    postprocess=postprocess_normal,\n                                    # depth_mode=(\"linear\", -float(\"inf\"), float(\"inf\")),\n                                    # conf_mode=(\"not_used\", -float(\"inf\"), float(\"inf\")),\n                                    normal_mode=net.normal_mode,\n                                    head_type='regression')\n    elif head_type == 'dpt' and output_mode.startswith('semantic'):\n        assert net.dec_depth > 9\n        l2 = net.dec_depth\n        feature_dim = 256\n        last_dim = feature_dim//2\n        out_nchan = 40 + 1\n        ed = net.enc_embed_dim\n        dd = net.dec_embed_dim\n        return PixelwiseTaskWithDPT(num_channels=out_nchan,\n                                    feature_dim=feature_dim,\n                                    last_dim=last_dim,\n                                    hooks_idx=[0, l2*2//4, l2*3//4, l2],\n                                    dim_tokens=[ed, dd, dd, dd],\n                                    postprocess=postprocess_semantic,\n                                    normal_mode=net.normal_mode,\n                                    head_type='regression')\n    else:\n        raise NotImplementedError(\n            f\"unexpected {head_type=} and {output_mode=}\")\n"
  },
  {
    "path": "mast3r/colmap_utils/__init__.py",
    "content": ""
  },
  {
    "path": "mast3r/colmap_utils/database.py",
    "content": "# Copyright (c) 2018, ETH Zurich and UNC Chapel Hill.\n# All rights reserved.\n#\n# Redistribution and use in source and binary forms, with or without\n# modification, are permitted provided that the following conditions are met:\n#\n#     * Redistributions of source code must retain the above copyright\n#       notice, this list of conditions and the following disclaimer.\n#\n#     * Redistributions in binary form must reproduce the above copyright\n#       notice, this list of conditions and the following disclaimer in the\n#       documentation and/or other materials provided with the distribution.\n#\n#     * Neither the name of ETH Zurich and UNC Chapel Hill nor the names of\n#       its contributors may be used to endorse or promote products derived\n#       from this software without specific prior written permission.\n#\n# THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS \"AS IS\"\n# AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE\n# IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE\n# ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDERS OR CONTRIBUTORS BE\n# LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR\n# CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF\n# SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS\n# INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN\n# CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)\n# ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE\n# POSSIBILITY OF SUCH DAMAGE.\n#\n# Author: Johannes L. Schoenberger (jsch-at-demuc-dot-de)\n\n# This script is based on an original implementation by True Price.\n\nimport sys\nimport sqlite3\nimport numpy as np\n\n\nIS_PYTHON3 = sys.version_info[0] >= 3\n\nMAX_IMAGE_ID = 2**31 - 1\n\nCREATE_CAMERAS_TABLE = \"\"\"CREATE TABLE IF NOT EXISTS cameras (\n    camera_id INTEGER PRIMARY KEY AUTOINCREMENT NOT NULL,\n    model INTEGER NOT NULL,\n    width INTEGER NOT NULL,\n    height INTEGER NOT NULL,\n    params BLOB,\n    prior_focal_length INTEGER NOT NULL)\"\"\"\n\nCREATE_DESCRIPTORS_TABLE = \"\"\"CREATE TABLE IF NOT EXISTS descriptors (\n    image_id INTEGER PRIMARY KEY NOT NULL,\n    rows INTEGER NOT NULL,\n    cols INTEGER NOT NULL,\n    data BLOB,\n    FOREIGN KEY(image_id) REFERENCES images(image_id) ON DELETE CASCADE)\"\"\"\n\nCREATE_IMAGES_TABLE = \"\"\"CREATE TABLE IF NOT EXISTS images (\n    image_id INTEGER PRIMARY KEY AUTOINCREMENT NOT NULL,\n    name TEXT NOT NULL UNIQUE,\n    camera_id INTEGER NOT NULL,\n    prior_qw REAL,\n    prior_qx REAL,\n    prior_qy REAL,\n    prior_qz REAL,\n    prior_tx REAL,\n    prior_ty REAL,\n    prior_tz REAL,\n    CONSTRAINT image_id_check CHECK(image_id >= 0 and image_id < {}),\n    FOREIGN KEY(camera_id) REFERENCES cameras(camera_id))\n\"\"\".format(MAX_IMAGE_ID)\n\nCREATE_TWO_VIEW_GEOMETRIES_TABLE = \"\"\"\nCREATE TABLE IF NOT EXISTS two_view_geometries (\n    pair_id INTEGER PRIMARY KEY NOT NULL,\n    rows INTEGER NOT NULL,\n    cols INTEGER NOT NULL,\n    data BLOB,\n    config INTEGER NOT NULL,\n    F BLOB,\n    E BLOB,\n    H BLOB,\n    qvec BLOB,\n    tvec BLOB)\n\"\"\"\n\nCREATE_KEYPOINTS_TABLE = \"\"\"CREATE TABLE IF NOT EXISTS keypoints (\n    image_id INTEGER PRIMARY KEY NOT NULL,\n    rows INTEGER NOT NULL,\n    cols INTEGER NOT NULL,\n    data BLOB,\n    FOREIGN KEY(image_id) REFERENCES images(image_id) ON DELETE CASCADE)\n\"\"\"\n\nCREATE_MATCHES_TABLE = \"\"\"CREATE TABLE IF NOT EXISTS matches (\n    pair_id INTEGER PRIMARY KEY NOT NULL,\n    rows INTEGER NOT NULL,\n    cols INTEGER NOT NULL,\n    data BLOB)\"\"\"\n\nCREATE_NAME_INDEX = \\\n    \"CREATE UNIQUE INDEX IF NOT EXISTS index_name ON images(name)\"\n\nCREATE_ALL = \"; \".join([\n    CREATE_CAMERAS_TABLE,\n    CREATE_IMAGES_TABLE,\n    CREATE_KEYPOINTS_TABLE,\n    CREATE_DESCRIPTORS_TABLE,\n    CREATE_MATCHES_TABLE,\n    CREATE_TWO_VIEW_GEOMETRIES_TABLE,\n    CREATE_NAME_INDEX\n])\n\n\ndef image_ids_to_pair_id(image_id1, image_id2):\n    if image_id1 > image_id2:\n        image_id1, image_id2 = image_id2, image_id1\n    return image_id1 * MAX_IMAGE_ID + image_id2\n\n\ndef pair_id_to_image_ids(pair_id):\n    image_id2 = pair_id % MAX_IMAGE_ID\n    image_id1 = (pair_id - image_id2) / MAX_IMAGE_ID\n    return image_id1, image_id2\n\n\ndef array_to_blob(array):\n    if IS_PYTHON3:\n        return array.tobytes()\n    else:\n        return np.getbuffer(array)\n\n\ndef blob_to_array(blob, dtype, shape=(-1,)):\n    if IS_PYTHON3:\n        return np.fromstring(blob, dtype=dtype).reshape(*shape)\n    else:\n        return np.frombuffer(blob, dtype=dtype).reshape(*shape)\n\n\nclass COLMAPDatabase(sqlite3.Connection):\n\n    @staticmethod\n    def connect(database_path):\n        return sqlite3.connect(str(database_path), factory=COLMAPDatabase)\n\n\n    def __init__(self, *args, **kwargs):\n        super(COLMAPDatabase, self).__init__(*args, **kwargs)\n\n        self.create_tables = lambda: self.executescript(CREATE_ALL)\n        self.create_cameras_table = \\\n            lambda: self.executescript(CREATE_CAMERAS_TABLE)\n        self.create_descriptors_table = \\\n            lambda: self.executescript(CREATE_DESCRIPTORS_TABLE)\n        self.create_images_table = \\\n            lambda: self.executescript(CREATE_IMAGES_TABLE)\n        self.create_two_view_geometries_table = \\\n            lambda: self.executescript(CREATE_TWO_VIEW_GEOMETRIES_TABLE)\n        self.create_keypoints_table = \\\n            lambda: self.executescript(CREATE_KEYPOINTS_TABLE)\n        self.create_matches_table = \\\n            lambda: self.executescript(CREATE_MATCHES_TABLE)\n        self.create_name_index = lambda: self.executescript(CREATE_NAME_INDEX)\n\n    def add_camera(self, model, width, height, params,\n                   prior_focal_length=False, camera_id=None):\n        params = np.asarray(params, np.float64)\n        cursor = self.execute(\n            \"INSERT INTO cameras VALUES (?, ?, ?, ?, ?, ?)\",\n            (camera_id, model, width, height, array_to_blob(params),\n             prior_focal_length))\n        return cursor.lastrowid\n\n    def add_image(self, name, camera_id,\n                  prior_q=np.full(4, np.nan), prior_t=np.full(3, np.nan),\n                  image_id=None):\n        cursor = self.execute(\n            \"INSERT INTO images VALUES (?, ?, ?, ?, ?, ?, ?, ?, ?, ?)\",\n            (image_id, name, camera_id, prior_q[0], prior_q[1], prior_q[2],\n             prior_q[3], prior_t[0], prior_t[1], prior_t[2]))\n        return cursor.lastrowid\n\n    def add_keypoints(self, image_id, keypoints):\n        assert(len(keypoints.shape) == 2)\n        assert(keypoints.shape[1] in [2, 4, 6])\n\n        keypoints = np.asarray(keypoints, np.float32)\n        self.execute(\n            \"INSERT INTO keypoints VALUES (?, ?, ?, ?)\",\n            (image_id,) + keypoints.shape + (array_to_blob(keypoints),))\n\n    def add_descriptors(self, image_id, descriptors):\n        descriptors = np.ascontiguousarray(descriptors, np.uint8)\n        self.execute(\n            \"INSERT INTO descriptors VALUES (?, ?, ?, ?)\",\n            (image_id,) + descriptors.shape + (array_to_blob(descriptors),))\n\n    def add_matches(self, image_id1, image_id2, matches):\n        assert(len(matches.shape) == 2)\n        assert(matches.shape[1] == 2)\n\n        if image_id1 > image_id2:\n            matches = matches[:,::-1]\n\n        pair_id = image_ids_to_pair_id(image_id1, image_id2)\n        matches = np.asarray(matches, np.uint32)\n        self.execute(\n            \"INSERT INTO matches VALUES (?, ?, ?, ?)\",\n            (pair_id,) + matches.shape + (array_to_blob(matches),))\n\n    def add_two_view_geometry(self, image_id1, image_id2, matches,\n                              F=np.eye(3), E=np.eye(3), H=np.eye(3),\n                              qvec=np.array([1.0, 0.0, 0.0, 0.0]),\n                              tvec=np.zeros(3), config=2):\n        assert(len(matches.shape) == 2)\n        assert(matches.shape[1] == 2)\n\n        if image_id1 > image_id2:\n            matches = matches[:,::-1]\n\n        pair_id = image_ids_to_pair_id(image_id1, image_id2)\n        matches = np.asarray(matches, np.uint32)\n        F = np.asarray(F, dtype=np.float64)\n        E = np.asarray(E, dtype=np.float64)\n        H = np.asarray(H, dtype=np.float64)\n        qvec = np.asarray(qvec, dtype=np.float64)\n        tvec = np.asarray(tvec, dtype=np.float64)\n        self.execute(\n            \"INSERT INTO two_view_geometries VALUES (?, ?, ?, ?, ?, ?, ?, ?, ?, ?)\",\n            (pair_id,) + matches.shape + (array_to_blob(matches), config,\n             array_to_blob(F), array_to_blob(E), array_to_blob(H),\n             array_to_blob(qvec), array_to_blob(tvec)))\n\n\ndef example_usage():\n    import os\n    import argparse\n\n    parser = argparse.ArgumentParser()\n    parser.add_argument(\"--database_path\", default=\"database.db\")\n    args = parser.parse_args()\n\n    if os.path.exists(args.database_path):\n        print(\"ERROR: database path already exists -- will not modify it.\")\n        return\n\n    # Open the database.\n\n    db = COLMAPDatabase.connect(args.database_path)\n\n    # For convenience, try creating all the tables upfront.\n\n    db.create_tables()\n\n    # Create dummy cameras.\n\n    model1, width1, height1, params1 = \\\n        0, 1024, 768, np.array((1024., 512., 384.))\n    model2, width2, height2, params2 = \\\n        2, 1024, 768, np.array((1024., 512., 384., 0.1))\n\n    camera_id1 = db.add_camera(model1, width1, height1, params1)\n    camera_id2 = db.add_camera(model2, width2, height2, params2)\n\n    # Create dummy images.\n\n    image_id1 = db.add_image(\"image1.png\", camera_id1)\n    image_id2 = db.add_image(\"image2.png\", camera_id1)\n    image_id3 = db.add_image(\"image3.png\", camera_id2)\n    image_id4 = db.add_image(\"image4.png\", camera_id2)\n\n    # Create dummy keypoints.\n    #\n    # Note that COLMAP supports:\n    #      - 2D keypoints: (x, y)\n    #      - 4D keypoints: (x, y, theta, scale)\n    #      - 6D affine keypoints: (x, y, a_11, a_12, a_21, a_22)\n\n    num_keypoints = 1000\n    keypoints1 = np.random.rand(num_keypoints, 2) * (width1, height1)\n    keypoints2 = np.random.rand(num_keypoints, 2) * (width1, height1)\n    keypoints3 = np.random.rand(num_keypoints, 2) * (width2, height2)\n    keypoints4 = np.random.rand(num_keypoints, 2) * (width2, height2)\n\n    db.add_keypoints(image_id1, keypoints1)\n    db.add_keypoints(image_id2, keypoints2)\n    db.add_keypoints(image_id3, keypoints3)\n    db.add_keypoints(image_id4, keypoints4)\n\n    # Create dummy matches.\n\n    M = 50\n    matches12 = np.random.randint(num_keypoints, size=(M, 2))\n    matches23 = np.random.randint(num_keypoints, size=(M, 2))\n    matches34 = np.random.randint(num_keypoints, size=(M, 2))\n\n    db.add_matches(image_id1, image_id2, matches12)\n    db.add_matches(image_id2, image_id3, matches23)\n    db.add_matches(image_id3, image_id4, matches34)\n\n    # Commit the data to the file.\n\n    db.commit()\n\n    # Read and check cameras.\n\n    rows = db.execute(\"SELECT * FROM cameras\")\n\n    camera_id, model, width, height, params, prior = next(rows)\n    params = blob_to_array(params, np.float64)\n    assert camera_id == camera_id1\n    assert model == model1 and width == width1 and height == height1\n    assert np.allclose(params, params1)\n\n    camera_id, model, width, height, params, prior = next(rows)\n    params = blob_to_array(params, np.float64)\n    assert camera_id == camera_id2\n    assert model == model2 and width == width2 and height == height2\n    assert np.allclose(params, params2)\n\n    # Read and check keypoints.\n\n    keypoints = dict(\n        (image_id, blob_to_array(data, np.float32, (-1, 2)))\n        for image_id, data in db.execute(\n            \"SELECT image_id, data FROM keypoints\"))\n\n    assert np.allclose(keypoints[image_id1], keypoints1)\n    assert np.allclose(keypoints[image_id2], keypoints2)\n    assert np.allclose(keypoints[image_id3], keypoints3)\n    assert np.allclose(keypoints[image_id4], keypoints4)\n\n    # Read and check matches.\n\n    pair_ids = [image_ids_to_pair_id(*pair) for pair in\n                ((image_id1, image_id2),\n                 (image_id2, image_id3),\n                 (image_id3, image_id4))]\n\n    matches = dict(\n        (pair_id_to_image_ids(pair_id),\n         blob_to_array(data, np.uint32, (-1, 2)))\n        for pair_id, data in db.execute(\"SELECT pair_id, data FROM matches\")\n    )\n\n    assert np.all(matches[(image_id1, image_id2)] == matches12)\n    assert np.all(matches[(image_id2, image_id3)] == matches23)\n    assert np.all(matches[(image_id3, image_id4)] == matches34)\n\n    # Clean up.\n\n    db.close()\n\n    if os.path.exists(args.database_path):\n        os.remove(args.database_path)\n\n\nif __name__ == \"__main__\":\n    example_usage()\n"
  },
  {
    "path": "mast3r/colmap_utils/database_utils.py",
    "content": "# Copyright (C) 2025-present Alibaba Group. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# COLMAP database utils\n# --------------------------------------------------------\nimport os\nimport io\nimport sys\nimport h5py\nimport shutil\nimport pycolmap\nimport subprocess\nimport contextlib\nimport numpy as np\nimport multiprocessing\nfrom tqdm import tqdm\nfrom typing import Tuple\nfrom pathlib import Path\nfrom mast3r.colmap_utils.database import COLMAPDatabase\nfrom typing import Optional, List, Dict, Any\n\ndef create_empty_db(database_path: Path):\n    if database_path.exists():\n        # logger.warning('The database already exists, deleting it.')\n        database_path.unlink()\n    # logger.info('Creating an empty database...')\n    db = COLMAPDatabase.connect(database_path)\n    db.create_tables()\n    db.commit()\n    db.close()\n\n\ndef import_images(image_dir: Path,\n                  database_path: Path,\n                  camera_mode: pycolmap.CameraMode,\n                  image_list: Optional[List[str]] = None,\n                  options: Optional[Dict[str, Any]] = None):\n    # logger.info('Importing images into the database...')\n    if options is None:\n        options = {}\n    images = list(image_dir.iterdir())\n    if len(images) == 0:\n        raise IOError(f'No images found in {image_dir}.')\n    with pycolmap.ostream():\n        pycolmap.import_images(database_path, image_dir, camera_mode,\n                               image_list=image_list or [],\n                               options=options)\n        \ndef get_image_ids(database_path: Path) -> Dict[str, int]:\n    db = COLMAPDatabase.connect(database_path)\n    images = {}\n    for name, image_id in db.execute(\"SELECT name, image_id FROM images;\"):\n        images[name] = image_id\n    db.close()\n    return images\n\ndef get_keypoints(path: Path, name: str,\n                  return_uncertainty: bool = False) -> np.ndarray:\n    with h5py.File(str(path), 'r', libver='latest') as hfile:\n        dset = hfile[name]['keypoints']\n        p = dset.__array__()\n        uncertainty = dset.attrs.get('uncertainty')\n    if return_uncertainty:\n        return p, uncertainty\n    return p\n\ndef import_features(image_ids: Dict[str, int],\n                    database_path: Path,\n                    features_path: Path):\n    # logger.info('Importing features into the database...')\n    db = COLMAPDatabase.connect(database_path)\n\n    for image_name, image_id in tqdm(image_ids.items()):\n        keypoints = get_keypoints(features_path, image_name)\n        keypoints += 0.5  # COLMAP origin\n        db.add_keypoints(image_id, keypoints)\n\n    db.commit()\n    db.close()\n    \ndef find_pair(hfile: h5py.File, name0: str, name1: str):\n    def names_to_pair(name0, name1, separator='/'):\n        return separator.join((name0.replace('/', '-'), name1.replace('/', '-')))\n    def names_to_pair_old(name0, name1):\n        return names_to_pair(name0, name1, separator='_')\n    pair = names_to_pair(name0, name1)\n    if pair in hfile:\n        return pair, False\n    pair = names_to_pair(name1, name0)\n    if pair in hfile:\n        return pair, True\n    # older, less efficient format\n    pair = names_to_pair_old(name0, name1)\n    if pair in hfile:\n        return pair, False\n    pair = names_to_pair_old(name1, name0)\n    if pair in hfile:\n        return pair, True\n    raise ValueError(\n        f'Could not find pair {(name0, name1)}... '\n        'Maybe you matched with a different list of pairs? ')\n    \ndef get_matches(path: Path, name0: str, name1: str) -> Tuple[np.ndarray]:\n    with h5py.File(str(path), 'r', libver='latest') as hfile:\n        pair, reverse = find_pair(hfile, name0, name1)\n        matches = hfile[pair]['matches0'].__array__()\n        scores = hfile[pair]['matching_scores0'].__array__()\n    idx = np.where(matches != -1)[0]\n    matches = np.stack([idx, matches[idx]], -1)\n    if reverse:\n        matches = np.flip(matches, -1)\n    scores = scores[idx]\n    return matches, scores\n    \ndef import_matches(image_ids: Dict[str, int],\n                   database_path: Path,\n                   pairs_path: Path,\n                   matches_path: Path,\n                   min_match_score: Optional[float] = None,\n                   skip_geometric_verification: bool = False):\n    # logger.info('Importing matches into the database...')\n\n    with open(str(pairs_path), 'r') as f:\n        pairs = [p.split() for p in f.readlines()]\n\n    db = COLMAPDatabase.connect(database_path)\n\n    matched = set()\n    for name0, name1 in tqdm(pairs):\n        id0, id1 = image_ids[name0], image_ids[name1]\n        if len({(id0, id1), (id1, id0)} & matched) > 0:\n            continue\n        matches, scores = get_matches(matches_path, name0, name1)\n        if min_match_score:\n            matches = matches[scores > min_match_score]\n        db.add_matches(id0, id1, matches)\n        matched |= {(id0, id1), (id1, id0)}\n\n        if skip_geometric_verification:\n            db.add_two_view_geometry(id0, id1, matches)\n\n    db.commit()\n    db.close()\n    \nclass OutputCapture:\n    def __init__(self, verbose: bool):\n        self.verbose = verbose\n\n    def __enter__(self):\n        if not self.verbose:\n            self.capture = contextlib.redirect_stdout(io.StringIO())\n            self.out = self.capture.__enter__()\n\n    def __exit__(self, exc_type, *args):\n        if not self.verbose:\n            self.capture.__exit__(exc_type, *args)\n            # if exc_type is not None:\n                # logger.error('Failed with output:\\n%s', self.out.getvalue())\n        sys.stdout.flush()\n    \ndef estimation_and_geometric_verification(database_path: Path,\n                                          pairs_path: Path,\n                                          verbose: bool = False):\n    # logger.info('Performing geometric verification of the matches...')\n    with OutputCapture(verbose):\n        with pycolmap.ostream():\n            pycolmap.verify_matches(\n                database_path, pairs_path)\n            \ndef run_reconstruction(sfm_dir: Path,\n                       database_path: Path,\n                       image_dir: Path,\n                       verbose: bool = False,\n                       options: Optional[Dict[str, Any]] = None,\n                       ) -> pycolmap.Reconstruction:\n    models_path = sfm_dir / 'models'\n    models_path.mkdir(exist_ok=True, parents=True)\n    if options is None:\n        options = {}\n    options = {'num_threads': min(multiprocessing.cpu_count(), 16), **options}\n    with OutputCapture(verbose):\n        with pycolmap.ostream():\n            reconstructions = pycolmap.incremental_mapping(\n                database_path, image_dir, models_path, options=options)\n\n    if len(reconstructions) == 0:\n        return None\n\n    largest_index = None\n    largest_num_images = 0\n    for index, rec in reconstructions.items():\n        num_images = rec.num_reg_images()\n        if num_images > largest_num_images:\n            largest_index = index\n            largest_num_images = num_images\n    assert largest_index is not None\n\n    for filename in ['images.bin', 'cameras.bin', 'points3D.bin']:\n        if (sfm_dir / filename).exists():\n            (sfm_dir / filename).unlink()\n        shutil.move(\n            str(models_path / str(largest_index) / filename), str(sfm_dir))\n    return reconstructions[largest_index]\n\ndef glomap_run_mapper(glomap_bin, colmap_db_path, recon_path, image_root_path):\n    print(\"running GLOMAP mapping...\")\n    args = [\n        'mapper',\n        '--database_path',\n        colmap_db_path,\n        '--image_path',\n        image_root_path,\n        '--output_path',\n        recon_path\n    ]\n    args.insert(0, glomap_bin)\n    glomap_process = subprocess.Popen(args)\n    glomap_process.wait()\n\n    if glomap_process.returncode != 0:\n        raise ValueError(\n            '\\nSubprocess Error (Return code:'\n            f' {glomap_process.returncode} )')\n    ouput_recon = pycolmap.Reconstruction(os.path.join(recon_path, '0'))\n        \n    return ouput_recon\n\ndef run_triangulation(model_path: Path,\n                      database_path: Path,\n                      image_dir: Path,\n                      reference_model: pycolmap.Reconstruction,\n                      verbose: bool = False,\n                      options: Optional[Dict[str, Any]] = None,\n                      ) -> pycolmap.Reconstruction:\n    model_path.mkdir(parents=True, exist_ok=True)\n    if options is None:\n        options = {}\n    with OutputCapture(verbose):\n        with pycolmap.ostream():\n            reconstruction = pycolmap.triangulate_points(\n                reference_model, database_path, image_dir, model_path,\n                options=options)\n    return reconstruction\n\ndef create_db_from_model(reconstruction: pycolmap.Reconstruction,\n                         database_path: Path) -> Dict[str, int]:\n    if database_path.exists():\n        database_path.unlink()\n\n    db = COLMAPDatabase.connect(database_path)\n    db.create_tables()\n\n    for i, camera in reconstruction.cameras.items():\n        db.add_camera(\n            camera.model.value, camera.width, camera.height, camera.params,\n            camera_id=camera.camera_id, prior_focal_length=True)\n\n    for i, image in reconstruction.images.items():\n        db.add_image(image.name, image.camera_id, image_id=i)\n\n    db.commit()\n    db.close()\n    return {image.name: i for i, image in reconstruction.images.items()}\n    \ndef import_keypts(database_path: Path,\n                  imgs_keypts_dict: dict,\n                  img_name_dict: dict):\n    db = COLMAPDatabase.connect(database_path)\n    \n    for img_name, img_keypts_dict in tqdm(imgs_keypts_dict.items(), desc=\"Importing keypts\"):\n        key_pts = np.array(list(img_keypts_dict.keys())).astype(np.float64)\n        key_pts += 0.5  # COLMAP origin\n        img_id = img_name_dict[img_name]\n        if (len(key_pts.shape) != 2) or (key_pts.shape[1] not in [2, 4, 6]):\n            db.execute(\"DELETE FROM images WHERE name=?\", (img_name,))\n            continue\n        db.add_keypoints(img_id, key_pts)\n\n    db.commit()\n    db.close()\n    \ndef import_mts(database_path: Path,\n               matches_dict: dict,\n               skip_geometric_verification: bool = False):\n    db = COLMAPDatabase.connect(database_path)\n    matched = set()\n    for (id0, id1), matches_pts_idx in tqdm(matches_dict.items(), desc=\"Importing matches\"):\n        if len({(id0, id1), (id1, id0)} & matched) > 0:\n            continue\n        if len(matches_pts_idx.shape) != 2:\n            continue\n        db.add_matches(id0, id1, matches_pts_idx)\n        matched |= {(id0, id1), (id1, id0)}\n        \n        if skip_geometric_verification:\n            db.add_two_view_geometry(id0, id1, matches_pts_idx)\n\n    db.commit()\n    db.close()\n"
  },
  {
    "path": "mast3r/fast_nn.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# MASt3R Fast Nearest Neighbor\n# --------------------------------------------------------\nimport torch\nimport numpy as np\nimport math\nfrom scipy.spatial import KDTree\n\nimport mast3r.utils.path_to_dust3r  # noqa\nfrom dust3r.utils.device import to_numpy, todevice  # noqa\n\n\n@torch.no_grad()\ndef bruteforce_reciprocal_nns(A, B, device='cuda', block_size=None, dist='l2'):\n    if isinstance(A, np.ndarray):\n        A = torch.from_numpy(A).to(device)\n    if isinstance(B, np.ndarray):\n        B = torch.from_numpy(B).to(device)\n\n    A = A.to(device)\n    B = B.to(device)\n\n    if dist == 'l2':\n        dist_func = torch.cdist\n        argmin = torch.min\n    elif dist == 'dot':\n        def dist_func(A, B):\n            return A @ B.T\n\n        def argmin(X, dim):\n            sim, nn = torch.max(X, dim=dim)\n            return sim.neg_(), nn\n    else:\n        raise ValueError(f'Unknown {dist=}')\n\n    if block_size is None or len(A) * len(B) <= block_size**2:\n        dists = dist_func(A, B)\n        _, nn_A = argmin(dists, dim=1)\n        _, nn_B = argmin(dists, dim=0)\n    else:\n        dis_A = torch.full((A.shape[0],), float('inf'), device=device, dtype=A.dtype)\n        dis_B = torch.full((B.shape[0],), float('inf'), device=device, dtype=B.dtype)\n        nn_A = torch.full((A.shape[0],), -1, device=device, dtype=torch.int64)\n        nn_B = torch.full((B.shape[0],), -1, device=device, dtype=torch.int64)\n        number_of_iteration_A = math.ceil(A.shape[0] / block_size)\n        number_of_iteration_B = math.ceil(B.shape[0] / block_size)\n\n        for i in range(number_of_iteration_A):\n            A_i = A[i * block_size:(i + 1) * block_size]\n            for j in range(number_of_iteration_B):\n                B_j = B[j * block_size:(j + 1) * block_size]\n                dists_blk = dist_func(A_i, B_j)  # A, B, 1\n                # dists_blk = dists[i * block_size:(i+1)*block_size, j * block_size:(j+1)*block_size]\n                min_A_i, argmin_A_i = argmin(dists_blk, dim=1)\n                min_B_j, argmin_B_j = argmin(dists_blk, dim=0)\n\n                col_mask = min_A_i < dis_A[i * block_size:(i + 1) * block_size]\n                line_mask = min_B_j < dis_B[j * block_size:(j + 1) * block_size]\n\n                dis_A[i * block_size:(i + 1) * block_size][col_mask] = min_A_i[col_mask]\n                dis_B[j * block_size:(j + 1) * block_size][line_mask] = min_B_j[line_mask]\n\n                nn_A[i * block_size:(i + 1) * block_size][col_mask] = argmin_A_i[col_mask] + (j * block_size)\n                nn_B[j * block_size:(j + 1) * block_size][line_mask] = argmin_B_j[line_mask] + (i * block_size)\n    nn_A = nn_A.cpu().numpy()\n    nn_B = nn_B.cpu().numpy()\n    return nn_A, nn_B\n\n\nclass cdistMatcher:\n    def __init__(self, db_pts, device='cuda'):\n        self.db_pts = db_pts.to(device)\n        self.device = device\n\n    def query(self, queries, k=1, **kw):\n        assert k == 1\n        if queries.numel() == 0:\n            return None, []\n        nnA, nnB = bruteforce_reciprocal_nns(queries, self.db_pts, device=self.device, **kw)\n        dis = None\n        return dis, nnA\n\n\ndef merge_corres(idx1, idx2, shape1=None, shape2=None, ret_xy=True, ret_index=False):\n    assert idx1.dtype == idx2.dtype == np.int32\n\n    # unique and sort along idx1\n    corres = np.unique(np.c_[idx2, idx1].view(np.int64), return_index=ret_index)\n    if ret_index:\n        corres, indices = corres\n    xy2, xy1 = corres[:, None].view(np.int32).T\n\n    if ret_xy:\n        assert shape1 and shape2\n        xy1 = np.unravel_index(xy1, shape1)\n        xy2 = np.unravel_index(xy2, shape2)\n        if ret_xy != 'y_x':\n            xy1 = xy1[0].base[:, ::-1]\n            xy2 = xy2[0].base[:, ::-1]\n\n    if ret_index:\n        return xy1, xy2, indices\n    return xy1, xy2\n\n\ndef fast_reciprocal_NNs(pts1, pts2, subsample_or_initxy1=8, ret_xy=True, pixel_tol=0, ret_basin=False,\n                        device='cuda', **matcher_kw):\n    H1, W1, DIM1 = pts1.shape\n    H2, W2, DIM2 = pts2.shape\n    assert DIM1 == DIM2\n\n    pts1 = pts1.reshape(-1, DIM1)\n    pts2 = pts2.reshape(-1, DIM2)\n\n    if isinstance(subsample_or_initxy1, int) and pixel_tol == 0:\n        S = subsample_or_initxy1\n        y1, x1 = np.mgrid[S // 2:H1:S, S // 2:W1:S].reshape(2, -1)\n        max_iter = 10\n    else:\n        x1, y1 = subsample_or_initxy1\n        if isinstance(x1, torch.Tensor):\n            x1 = x1.cpu().numpy()\n        if isinstance(y1, torch.Tensor):\n            y1 = y1.cpu().numpy()\n        max_iter = 1\n\n    xy1 = np.int32(np.unique(x1 + W1 * y1))  # make sure there's no doublons\n    xy2 = np.full_like(xy1, -1)\n    old_xy1 = xy1.copy()\n    old_xy2 = xy2.copy()\n\n    if 'dist' in matcher_kw or 'block_size' in matcher_kw \\\n            or (isinstance(device, str) and device.startswith('cuda')) \\\n            or (isinstance(device, torch.device) and device.type.startswith('cuda')):\n        pts1 = pts1.to(device)\n        pts2 = pts2.to(device)\n        tree1 = cdistMatcher(pts1, device=device)\n        tree2 = cdistMatcher(pts2, device=device)\n    else:\n        pts1, pts2 = to_numpy((pts1, pts2))\n        tree1 = KDTree(pts1)\n        tree2 = KDTree(pts2)\n\n    notyet = np.ones(len(xy1), dtype=bool)\n    basin = np.full((H1 * W1 + 1,), -1, dtype=np.int32) if ret_basin else None\n\n    niter = 0\n    # n_notyet = [len(notyet)]\n    while notyet.any():\n        _, xy2[notyet] = to_numpy(tree2.query(pts1[xy1[notyet]], **matcher_kw))\n        if not ret_basin:\n            notyet &= (old_xy2 != xy2)  # remove points that have converged\n\n        _, xy1[notyet] = to_numpy(tree1.query(pts2[xy2[notyet]], **matcher_kw))\n        if ret_basin:\n            basin[old_xy1[notyet]] = xy1[notyet]\n        notyet &= (old_xy1 != xy1)  # remove points that have converged\n\n        # n_notyet.append(notyet.sum())\n        niter += 1\n        if niter >= max_iter:\n            break\n\n        old_xy2[:] = xy2\n        old_xy1[:] = xy1\n\n    # print('notyet_stats:', ' '.join(map(str, (n_notyet+[0]*10)[:max_iter])))\n\n    if pixel_tol > 0:\n        # in case we only want to match some specific points\n        # and still have some way of checking reciprocity\n        old_yx1 = np.unravel_index(old_xy1, (H1, W1))[0].base\n        new_yx1 = np.unravel_index(xy1, (H1, W1))[0].base\n        dis = np.linalg.norm(old_yx1 - new_yx1, axis=-1)\n        converged = dis < pixel_tol\n        if not isinstance(subsample_or_initxy1, int):\n            xy1 = old_xy1  # replace new points by old ones\n    else:\n        converged = ~notyet  # converged correspondences\n\n    # keep only unique correspondences, and sort on xy1\n    xy1, xy2 = merge_corres(xy1[converged], xy2[converged], (H1, W1), (H2, W2), ret_xy=ret_xy)\n    if ret_basin:\n        return xy1, xy2, basin\n    return xy1, xy2\n\n\ndef extract_correspondences_nonsym(A, B, confA, confB, subsample=8, device=None, ptmap_key='pred_desc', pixel_tol=0):\n    if '3d' in ptmap_key:\n        opt = dict(device='cpu', workers=32)\n    else:\n        opt = dict(device=device, dist='dot', block_size=2**13)\n\n    # matching the two pairs\n    idx1 = []\n    idx2 = []\n    # merge corres from opposite pairs\n    HA, WA = A.shape[:2]\n    HB, WB = B.shape[:2]\n    if pixel_tol == 0:\n        nn1to2 = fast_reciprocal_NNs(A, B, subsample_or_initxy1=subsample, ret_xy=False, **opt)\n        nn2to1 = fast_reciprocal_NNs(B, A, subsample_or_initxy1=subsample, ret_xy=False, **opt)\n    else:\n        S = subsample\n        yA, xA = np.mgrid[S // 2:HA:S, S // 2:WA:S].reshape(2, -1)\n        yB, xB = np.mgrid[S // 2:HB:S, S // 2:WB:S].reshape(2, -1)\n\n        nn1to2 = fast_reciprocal_NNs(A, B, subsample_or_initxy1=(xA, yA), ret_xy=False, pixel_tol=pixel_tol, **opt)\n        nn2to1 = fast_reciprocal_NNs(B, A, subsample_or_initxy1=(xB, yB), ret_xy=False, pixel_tol=pixel_tol, **opt)\n\n    idx1 = np.r_[nn1to2[0], nn2to1[1]]\n    idx2 = np.r_[nn1to2[1], nn2to1[0]]\n\n    c1 = confA.ravel()[idx1]\n    c2 = confB.ravel()[idx2]\n\n    xy1, xy2, idx = merge_corres(idx1, idx2, (HA, WA), (HB, WB), ret_xy=True, ret_index=True)\n    conf = np.minimum(c1[idx], c2[idx])\n    corres = (xy1.copy(), xy2.copy(), conf)\n    return todevice(corres, device)\n"
  },
  {
    "path": "mast3r/image_pairs.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# utilities needed to load image pairs\n# --------------------------------------------------------\nimport numpy as np\nimport torch\nfrom mast3r.retrieval.graph import make_pairs_fps\n\ndef make_pairs(imgs, scene_graph='complete', prefilter=None, symmetrize=True, sim_mat=None):\n    pairs = []\n    if scene_graph == 'complete':  # complete graph\n        for i in range(len(imgs)):\n            for j in range(i):\n                pairs.append((imgs[i], imgs[j]))\n    elif scene_graph.startswith('swin'):\n        iscyclic = not scene_graph.endswith('noncyclic')\n        try:\n            winsize = int(scene_graph.split('-')[1])\n        except Exception as e:\n            winsize = 3\n        pairsid = set()\n        for i in range(len(imgs)):\n            for j in range(1, winsize + 1):\n                idx = (i + j)\n                if iscyclic:\n                    idx = idx % len(imgs)  # explicit loop closure\n                if idx >= len(imgs):\n                    continue\n                pairsid.add((i, idx) if i < idx else (idx, i))\n        for i, j in pairsid:\n            pairs.append((imgs[i], imgs[j]))\n    elif scene_graph.startswith('logwin'):\n        iscyclic = not scene_graph.endswith('noncyclic')\n        try:\n            winsize = int(scene_graph.split('-')[1])\n        except Exception as e:\n            winsize = 3\n        offsets = [2**i for i in range(winsize)]\n        pairsid = set()\n        for i in range(len(imgs)):\n            ixs_l = [i - off for off in offsets]\n            ixs_r = [i + off for off in offsets]\n            for j in ixs_l + ixs_r:\n                if iscyclic:\n                    j = j % len(imgs)  # Explicit loop closure\n                if j < 0 or j >= len(imgs) or j == i:\n                    continue\n                pairsid.add((i, j) if i < j else (j, i))\n        for i, j in pairsid:\n            pairs.append((imgs[i], imgs[j]))\n    elif scene_graph.startswith('oneref'):\n        refid = int(scene_graph.split('-')[1]) if '-' in scene_graph else 0\n        for j in range(len(imgs)):\n            if j != refid:\n                pairs.append((imgs[refid], imgs[j]))\n    elif scene_graph.startswith('retrieval'):\n        mode, Na, k = scene_graph.split('-')\n        assert sim_mat is not None, \"sim_mat is required for retrieval mode\"\n\n        fps_pairs, anchor_idxs = make_pairs_fps(sim_mat, Na=int(Na), tokK=int(k), dist_thresh=None)\n\n        for i, j in fps_pairs:\n            pairs.append((imgs[i], imgs[j]))\n    else:\n        raise ValueError(f'unrecognized value for {scene_graph=}')\n\n    if symmetrize:\n        pairs += [(img2, img1) for img1, img2 in pairs]\n\n    # now, remove edges\n    if isinstance(prefilter, str) and prefilter.startswith('seq'):\n        pairs = filter_pairs_seq(pairs, int(prefilter[3:]))\n\n    if isinstance(prefilter, str) and prefilter.startswith('cyc'):\n        pairs = filter_pairs_seq(pairs, int(prefilter[3:]), cyclic=True)\n\n    return pairs\n\n\ndef sel(x, kept):\n    if isinstance(x, dict):\n        return {k: sel(v, kept) for k, v in x.items()}\n    if isinstance(x, (torch.Tensor, np.ndarray)):\n        return x[kept]\n    if isinstance(x, (tuple, list)):\n        return type(x)([x[k] for k in kept])\n\n\ndef _filter_edges_seq(edges, seq_dis_thr, cyclic=False):\n    # number of images\n    n = max(max(e) for e in edges) + 1\n\n    kept = []\n    for e, (i, j) in enumerate(edges):\n        dis = abs(i - j)\n        if cyclic:\n            dis = min(dis, abs(i + n - j), abs(i - n - j))\n        if dis <= seq_dis_thr:\n            kept.append(e)\n    return kept\n\n\ndef filter_pairs_seq(pairs, seq_dis_thr, cyclic=False):\n    edges = [(img1['idx'], img2['idx']) for img1, img2 in pairs]\n    kept = _filter_edges_seq(edges, seq_dis_thr, cyclic=cyclic)\n    return [pairs[i] for i in kept]\n\n\ndef filter_edges_seq(view1, view2, pred1, pred2, seq_dis_thr, cyclic=False):\n    edges = [(int(i), int(j)) for i, j in zip(view1['idx'], view2['idx'])]\n    kept = _filter_edges_seq(edges, seq_dis_thr, cyclic=cyclic)\n    print(f'>> Filtering edges more than {seq_dis_thr} frames apart: kept {len(kept)}/{len(edges)} edges')\n    return sel(view1, kept), sel(view2, kept), sel(pred1, kept), sel(pred2, kept)\n"
  },
  {
    "path": "mast3r/losses.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# Implementation of MASt3R training losses\n# --------------------------------------------------------\n\n# Modifications Copyright (C) <Alibaba Group>\n# Changes: loss function update\n# This is an adaptation and is distributed under the same license (CC BY-NC-SA 4.0).\n# SPDX-License-Identifier: CC-BY-NC-SA-4.0(non-commercial use only)\nimport torch\nimport torch.nn as nn\nimport numpy as np\nfrom sklearn.metrics import average_precision_score\n\nimport mast3r.utils.path_to_dust3r  # noqa\nfrom dust3r.losses import BaseCriterion, Criterion, MultiLoss, Sum, ConfLoss\nfrom dust3r.losses import Regr3D as Regr3D_dust3r\nfrom dust3r.utils.geometry import (geotrf, inv, normalize_pointcloud)\nfrom dust3r.inference import get_pred_pts3d\nfrom dust3r.utils.geometry import get_joint_pointcloud_depth, get_joint_pointcloud_center_scale\nfrom mast3r.ssim import ssim, SSIM\n\n\ndef apply_log_to_norm(xyz):\n    d = xyz.norm(dim=-1, keepdim=True)\n    xyz = xyz / d.clip(min=1e-8)\n    xyz = xyz * torch.log1p(d)\n    return xyz\n\ndef normalized_depth_scale_and_shift(prediction, target, mask):\n    \"\"\"\n    More info here: https://arxiv.org/pdf/2206.00665.pdf supplementary section A2 Depth Consistency Loss\n    This function computes scale/shift required to normalizes predicted depth map,\n    to allow for using normalized depth maps as input from monocular depth estimation networks.\n    These networks are trained such that they predict normalized depth maps.\n\n    Solves for scale/shift using a least squares approach with a closed form solution:\n    Based on:\n    https://github.com/autonomousvision/monosdf/blob/d9619e948bf3d85c6adec1a643f679e2e8e84d4b/code/model/loss.py#L7\n    Args:\n        prediction: predicted depth map\n        target: ground truth depth map\n        mask: mask of valid pixels\n    Returns:\n        scale and shift for depth prediction\n    \"\"\"\n    # system matrix: A = [[a_00, a_01], [a_10, a_11]]\n    a_00 = torch.sum(mask * prediction * prediction, (1, 2))\n    a_01 = torch.sum(mask * prediction, (1, 2))\n    a_11 = torch.sum(mask, (1, 2))\n\n    # right hand side: b = [b_0, b_1]\n    b_0 = torch.sum(mask * prediction * target, (1, 2))\n    b_1 = torch.sum(mask * target, (1, 2))\n\n    # solution: x = A^-1 . b = [[a_11, -a_01], [-a_10, a_00]] / (a_00 * a_11 - a_01 * a_10) . b\n    scale = torch.zeros_like(b_0)\n    shift = torch.zeros_like(b_1)\n\n    det = a_00 * a_11 - a_01 * a_01\n    valid = det.nonzero()\n\n    scale[valid] = (a_11[valid] * b_0[valid] - a_01[valid] * b_1[valid]) / det[valid]\n    shift[valid] = (-a_01[valid] * b_0[valid] + a_00[valid] * b_1[valid]) / det[valid]\n\n    return scale, shift\n\n'''\nRegr3D(L21, norm_mode='avg_dis', align_pts=False, sky_loss_value=0)\n'''\n\nclass Regr3D (Regr3D_dust3r):\n    def __init__(self, criterion, norm_mode='avg_dis', gt_scale=False, opt_fit_gt=False,\n                 sky_loss_value=2, max_metric_scale=False, loss_in_log=False, align_pts=True, \n                 add_align_depth_loss=False):\n        self.loss_in_log = loss_in_log\n        if norm_mode.startswith('?'):\n            # do no norm pts from metric scale datasets\n            self.norm_all = False\n            self.norm_mode = norm_mode[1:]\n        else:\n            self.norm_all = True\n            self.norm_mode = norm_mode\n        super().__init__(criterion, self.norm_mode, gt_scale)\n\n        self.sky_loss_value = sky_loss_value\n        self.max_metric_scale = max_metric_scale\n        self.align_pts = align_pts\n        self.add_align_depth_loss = add_align_depth_loss\n\n    def get_all_pts3d(self, gt1, gt2, pred1, pred2, dist_clip=None):\n        # everything is normalized w.r.t. camera of view1\n        in_camera1 = inv(gt1['camera_pose'])\n        gt_pts1 = geotrf(in_camera1, gt1['pts3d'])  # B,H,W,3\n        if self.align_pts:\n            gt_pts2 = geotrf(in_camera1, gt2['pts3d'])  # B,H,W,3\n        else:\n            in_camera2 = inv(gt2['camera_pose'])\n            gt_pts2 = geotrf(in_camera2, gt2['pts3d'])\n\n        valid1 = gt1['valid_mask'].clone()\n        valid2 = gt2['valid_mask'].clone()\n\n        if dist_clip is not None:\n            # points that are too far-away == invalid\n            dis1 = gt_pts1.norm(dim=-1)  # (B, H, W)\n            dis2 = gt_pts2.norm(dim=-1)  # (B, H, W)\n            valid1 = valid1 & (dis1 <= dist_clip)\n            valid2 = valid2 & (dis2 <= dist_clip)\n\n        if self.loss_in_log == 'before':\n            # this only make sense when depth_mode == 'linear'\n            gt_pts1 = apply_log_to_norm(gt_pts1)\n            gt_pts2 = apply_log_to_norm(gt_pts2)\n\n        pr_pts1 = get_pred_pts3d(gt1, pred1, use_pose=False).clone()\n        pr_pts2 = get_pred_pts3d(gt2, pred2, use_pose=True).clone()\n\n        if not self.norm_all: # metric scale depth do not norm\n            if self.max_metric_scale:\n                B = valid1.shape[0]\n                # valid1: B, H, W\n                # torch.linalg.norm(gt_pts1, dim=-1) -> B, H, W\n                # dist1_to_cam1 -> reshape to B, H*W\n                dist1_to_cam1 = torch.where(valid1, torch.linalg.norm(gt_pts1, dim=-1), 0).view(B, -1)\n                dist2_to_cam1 = torch.where(valid2, torch.linalg.norm(gt_pts2, dim=-1), 0).view(B, -1)\n\n                # is_metric_scale: B\n                # dist1_to_cam1.max(dim=-1).values -> B\n                gt1['is_metric_scale'] = gt1['is_metric_scale'] \\\n                    & (dist1_to_cam1.max(dim=-1).values < self.max_metric_scale) \\\n                    & (dist2_to_cam1.max(dim=-1).values < self.max_metric_scale)\n                gt2['is_metric_scale'] = gt1['is_metric_scale']\n\n            mask = ~gt1['is_metric_scale']\n        else:\n            mask = torch.ones_like(gt1['is_metric_scale'])\n        # normalize 3d points\n        if self.norm_mode and mask.any():\n            pr_pts1[mask], pr_pts2[mask] = normalize_pointcloud(pr_pts1[mask], pr_pts2[mask], self.norm_mode,\n                                                                valid1[mask], valid2[mask])\n\n        if self.norm_mode and not self.gt_scale:\n            gt_pts1, gt_pts2, norm_factor = normalize_pointcloud(gt_pts1, gt_pts2, self.norm_mode,\n                                                                 valid1, valid2, ret_factor=True)\n            # apply the same normalization to prediction\n            pr_pts1[~mask] = pr_pts1[~mask] / norm_factor[~mask]\n            pr_pts2[~mask] = pr_pts2[~mask] / norm_factor[~mask]\n\n        # return sky segmentation, making sure they don't include any labelled 3d points\n        sky1 = gt1['sky_mask'] & (~valid1)\n        sky2 = gt2['sky_mask'] & (~valid2)\n        return gt_pts1, gt_pts2, pr_pts1, pr_pts2, valid1, valid2, sky1, sky2, {}\n    \n    def get_all_pts3d_align(self, gt1, gt2, pred1, pred2):\n        # everything is normalized w.r.t. camera of view1\n        in_camera1 = inv(gt1['camera_pose'])\n        gt_pts1 = geotrf(in_camera1, gt1['pts3d'])  # B,H,W,3\n        if self.align_pts:\n            gt_pts2 = geotrf(in_camera1, gt2['pts3d'])  # B,H,W,3\n        else:\n            in_camera2 = inv(gt2['camera_pose'])\n            gt_pts2 = geotrf(in_camera2, gt2['pts3d'])\n\n        valid1 = gt1['valid_mask'].clone()\n        valid2 = gt2['valid_mask'].clone()\n\n        pr_pts1 = get_pred_pts3d(gt1, pred1, use_pose=False).clone()\n        pr_pts2 = get_pred_pts3d(gt2, pred2, use_pose=True).clone()\n        \n        # align pointcloud\n        scale1, shift1 = normalized_depth_scale_and_shift(\n            prediction=pr_pts1[..., -1], \n            target=gt_pts1[..., -1], \n            mask=valid1)\n        scale1 = scale1.reshape(-1, 1, 1, 1)\n        shift1 = shift1.reshape(-1, 1, 1, 1)\n        pr_pts1 = pr_pts1 * scale1 + shift1\n        \n        scale2, shift2 = normalized_depth_scale_and_shift(\n            prediction=pr_pts2[..., -1], \n            target=gt_pts2[..., -1], \n            mask=valid2)\n        scale2 = scale2.reshape(-1, 1, 1, 1)\n        shift2 = shift2.reshape(-1, 1, 1, 1)\n        pr_pts2 = pr_pts2 * scale2 + shift2\n\n        # return sky segmentation, making sure they don't include any labelled 3d points\n        sky1 = gt1['sky_mask'] & (~valid1)\n        sky2 = gt2['sky_mask'] & (~valid2)\n        return gt_pts1, gt_pts2, pr_pts1, pr_pts2, valid1, valid2, sky1, sky2, {}\n\n    def compute_loss(self, gt1, gt2, pred1, pred2, **kw):\n        gt_pts1, gt_pts2, pred_pts1, pred_pts2, mask1, mask2, sky1, sky2, monitoring = \\\n            self.get_all_pts3d(gt1, gt2, pred1, pred2, **kw)\n        \n        # gt_pts1, gt_pts2, pred_pts1, pred_pts2, mask1, mask2, sky1, sky2, monitoring = \\\n        #     self.get_all_pts3d_align(gt1, gt2, pred1, pred2, **kw)\n\n        if self.sky_loss_value > 0:\n            assert self.criterion.reduction == 'none', 'sky_loss_value should be 0 if no conf loss'\n            # add the sky pixel as \"valid\" pixels...\n            mask1 = mask1 | sky1\n            mask2 = mask2 | sky2\n\n        # loss on img1 side\n        pred_pts1 = pred_pts1[mask1]\n        gt_pts1 = gt_pts1[mask1]\n        if self.loss_in_log and self.loss_in_log != 'before':\n            # this only make sense when depth_mode == 'exp'\n            pred_pts1 = apply_log_to_norm(pred_pts1)\n            gt_pts1 = apply_log_to_norm(gt_pts1)\n        l1 = self.criterion(pred_pts1, gt_pts1)\n\n        # loss on gt2 side\n        pred_pts2 = pred_pts2[mask2]\n        gt_pts2 = gt_pts2[mask2]\n        if self.loss_in_log and self.loss_in_log != 'before':\n            pred_pts2 = apply_log_to_norm(pred_pts2)\n            gt_pts2 = apply_log_to_norm(gt_pts2)\n        l2 = self.criterion(pred_pts2, gt_pts2)\n\n        if self.sky_loss_value > 0:\n            assert self.criterion.reduction == 'none', 'sky_loss_value should be 0 if no conf loss'\n            # ... but force the loss to be high there\n            l1 = torch.where(sky1[mask1], self.sky_loss_value, l1)\n            l2 = torch.where(sky2[mask2], self.sky_loss_value, l2)\n        self_name = type(self).__name__\n        details = {self_name + '_pts3d_1': float(l1.mean()), self_name + '_pts3d_2': float(l2.mean())}\n        \n        return Sum((l1, mask1), (l2, mask2)), (details | monitoring)\n    \n\nclass AlignDepthLoss(MultiLoss):\n    def __init__(self, align_pts):\n        super().__init__()\n        self.align_pts = align_pts\n\n    def get_name(self):\n        return f'AlignDepthLoss'\n    \n    def compute_align_depth_loss(self, gt1, gt2, pred1, pred2):\n        # everything is normalized w.r.t. camera of view1\n        in_camera1 = inv(gt1['camera_pose'])\n        gt_pts1 = geotrf(in_camera1, gt1['pts3d'])  # B,H,W,3\n        if self.align_pts:\n            gt_pts2 = geotrf(in_camera1, gt2['pts3d'])  # B,H,W,3\n        else:\n            in_camera2 = inv(gt2['camera_pose'])\n            gt_pts2 = geotrf(in_camera2, gt2['pts3d'])\n\n        valid1 = gt1['valid_mask'].clone()\n        valid2 = gt2['valid_mask'].clone()\n\n        pr_pts1 = get_pred_pts3d(gt1, pred1, use_pose=False).clone()\n        pr_pts2 = get_pred_pts3d(gt2, pred2, use_pose=True).clone()\n        \n        # align pointcloud\n        scale1, shift1 = normalized_depth_scale_and_shift(\n            prediction=pr_pts1[..., -1], \n            target=gt_pts1[..., -1], \n            mask=valid1)\n        scale1 = scale1.reshape(-1, 1, 1, 1)\n        shift1 = shift1.reshape(-1, 1, 1, 1)\n        pre_depth1 = pr_pts1[..., -1] * scale1[..., 0] + shift1[..., 0]\n        \n        scale2, shift2 = normalized_depth_scale_and_shift(\n            prediction=pr_pts2[..., -1], \n            target=gt_pts2[..., -1], \n            mask=valid2)\n        scale2 = scale2.reshape(-1, 1, 1, 1)\n        shift2 = shift2.reshape(-1, 1, 1, 1)\n        pre_depth2 = pr_pts2[..., -1] * scale2[..., 0] + shift2[..., 0]\n        \n        # compute loss L1\n        loss1 = torch.abs(pre_depth1 - gt_pts1[..., -1])[valid1].mean()\n        loss2 = torch.abs(pre_depth2 - gt_pts2[..., -1])[valid2].mean()\n        \n        return loss1, loss2\n    \n    def compute_loss(self, gt1, gt2, pred1, pred2, **kw):\n        loss1, loss2 = self.compute_align_depth_loss(gt1, gt2, pred1, pred2)\n        loss_count = loss1 + loss2\n        \n        details = {\"align_depth_loss_1\": float(loss1), \n                   \"align_depth_loss_2\": float(loss2),\n                   \"align_depth_loss_count\": float(loss_count)}\n        \n        return loss_count, details\n    \n    \nclass RawDepthLoss(MultiLoss):\n    def __init__(self):\n        super().__init__()\n\n    def get_name(self):\n        return f'RawDepthLoss'\n    \n    def compute_depth_loss(self, gt1, gt2, pred1, pred2):\n        in_camera1 = inv(gt1['camera_pose'])\n        gt_pts1 = geotrf(in_camera1, gt1['pts3d'])  # B,H,W,3\n        gt_depth1 = gt_pts1[..., -1:]\n        \n        in_camera2 = inv(gt2['camera_pose'])\n        gt_pts2 = geotrf(in_camera2, gt2['pts3d'])  # B,H,W,3\n        gt_depth2 = gt_pts2[..., -1:]\n\n        valid1 = gt1['valid_mask'].clone()\n        valid2 = gt2['valid_mask'].clone()\n\n        pred_depth1 = pred1[\"depth\"]\n        pred_depth2 = pred2[\"depth\"]\n        \n        # align pointcloud\n        scale1, shift1 = normalized_depth_scale_and_shift(\n            prediction=pred_depth1[..., 0], \n            target=gt_depth1[..., 0], \n            mask=valid1)\n        scale1 = scale1.reshape(-1, 1, 1, 1)\n        shift1 = shift1.reshape(-1, 1, 1, 1)\n        pre_depth1 = pred_depth1[..., -1] * scale1[..., 0] + shift1[..., 0]\n        \n        scale2, shift2 = normalized_depth_scale_and_shift(\n            prediction=pred_depth2[..., 0], \n            target=gt_depth2[..., 0], \n            mask=valid2)\n        scale2 = scale2.reshape(-1, 1, 1, 1)\n        shift2 = shift2.reshape(-1, 1, 1, 1)\n        pre_depth2 = pred_depth2[..., -1] * scale2[..., 0] + shift2[..., 0]\n        \n        # compute loss L1\n        loss1 = torch.abs(pre_depth1 - gt_pts1[..., -1])[valid1].mean()\n        loss2 = torch.abs(pre_depth2 - gt_pts2[..., -1])[valid2].mean()\n        \n        return loss1, loss2\n    \n    def compute_loss(self, gt1, gt2, pred1, pred2, **kw):\n        loss1, loss2 = self.compute_depth_loss(gt1, gt2, pred1, pred2)\n        loss_count = loss1 + loss2\n        \n        details = {\"raw_depth_loss_1\": float(loss1), \n                   \"raw_depth_loss_2\": float(loss2),\n                   \"raw_depth_loss_count\": float(loss_count)}\n        \n        return loss_count, details\n\nclass SegmentationLoss(MultiLoss):\n    def __init__(self):\n        super().__init__()\n        self.seg_criterion = nn.CrossEntropyLoss()\n\n    def get_name(self):\n        return f'SegmentationLoss'\n\n    def compute_loss(self, gt1, gt2, pred1, pred2, **kw):\n        seg_label1 = gt1[\"seg_label\"].long()\n        seg_label2 = gt2[\"seg_label\"].long()\n\n        seg_pred1 = pred1[\"seg_prob\"] # B,C,H,W\n        seg_pred2 = pred2[\"seg_prob\"] # B,C,H,W\n\n        loss = self.seg_criterion(seg_pred1, seg_label1) + self.seg_criterion(seg_pred2, seg_label2)\n\n        details = {\"SegmentationLoss\": float(loss)}\n        \n        return loss, details\n\n\nclass Regr3D_ShiftInv (Regr3D):\n    \"\"\" Same than Regr3D but invariant to depth shift.\n    \"\"\"\n\n    def get_all_pts3d(self, gt1, gt2, pred1, pred2):\n        # compute unnormalized points\n        gt_pts1, gt_pts2, pred_pts1, pred_pts2, mask1, mask2, sky1, sky2, monitoring = \\\n            super().get_all_pts3d(gt1, gt2, pred1, pred2)\n\n        # compute median depth\n        gt_z1, gt_z2 = gt_pts1[..., 2], gt_pts2[..., 2]\n        pred_z1, pred_z2 = pred_pts1[..., 2], pred_pts2[..., 2]\n        gt_shift_z = get_joint_pointcloud_depth(gt_z1, gt_z2, mask1, mask2)[:, None, None]\n        pred_shift_z = get_joint_pointcloud_depth(pred_z1, pred_z2, mask1, mask2)[:, None, None]\n\n        # subtract the median depth\n        gt_z1 -= gt_shift_z\n        gt_z2 -= gt_shift_z\n        pred_z1 -= pred_shift_z\n        pred_z2 -= pred_shift_z\n\n        # monitoring = dict(monitoring, gt_shift_z=gt_shift_z.mean().detach(), pred_shift_z=pred_shift_z.mean().detach())\n        return gt_pts1, gt_pts2, pred_pts1, pred_pts2, mask1, mask2, sky1, sky2, monitoring\n\n\nclass Regr3D_ScaleInv (Regr3D):\n    \"\"\" Same than Regr3D but invariant to depth scale.\n        if gt_scale == True: enforce the prediction to take the same scale than GT\n    \"\"\"\n\n    def get_all_pts3d(self, gt1, gt2, pred1, pred2):\n        # compute depth-normalized points\n        gt_pts1, gt_pts2, pred_pts1, pred_pts2, mask1, mask2, sky1, sky2, monitoring = \\\n            super().get_all_pts3d(gt1, gt2, pred1, pred2)\n\n        # measure scene scale\n        _, gt_scale = get_joint_pointcloud_center_scale(gt_pts1, gt_pts2, mask1, mask2)\n        _, pred_scale = get_joint_pointcloud_center_scale(pred_pts1, pred_pts2, mask1, mask2)\n\n        # prevent predictions to be in a ridiculous range\n        pred_scale = pred_scale.clip(min=1e-3, max=1e3)\n\n        # subtract the median depth\n        if self.gt_scale:\n            pred_pts1 *= gt_scale / pred_scale\n            pred_pts2 *= gt_scale / pred_scale\n        else:\n            gt_pts1 /= gt_scale\n            gt_pts2 /= gt_scale\n            pred_pts1 /= pred_scale\n            pred_pts2 /= pred_scale\n\n        return gt_pts1, gt_pts2, pred_pts1, pred_pts2, mask1, mask2, sky1, sky2, monitoring\n\n\nclass Regr3D_ScaleShiftInv (Regr3D_ScaleInv, Regr3D_ShiftInv):\n    # calls Regr3D_ShiftInv first, then Regr3D_ScaleInv\n    pass\n\n\ndef get_similarities(desc1, desc2, euc=False):\n    if euc:  # euclidean distance in same range than similarities\n        dists = (desc1[:, :, None] - desc2[:, None]).norm(dim=-1)\n        sim = 1 / (1 + dists)\n    else:\n        # Compute similarities\n        sim = desc1 @ desc2.transpose(-2, -1)\n    return sim\n\n\nclass MatchingCriterion(BaseCriterion):\n    def __init__(self, reduction='mean', fp=torch.float32):\n        super().__init__(reduction)\n        self.fp = fp\n\n    def forward(self, a, b, valid_matches=None, euc=False):\n        assert a.ndim >= 2 and 1 <= a.shape[-1], f'Bad shape = {a.shape}'\n        dist = self.loss(a.to(self.fp), b.to(self.fp), valid_matches, euc=euc)\n        # one dimension less or reduction to single value\n        assert (valid_matches is None and dist.ndim == a.ndim -\n                1) or self.reduction in ['mean', 'sum', '1-mean', 'none']\n        if self.reduction == 'none':\n            return dist\n        if self.reduction == 'sum':\n            return dist.sum()\n        if self.reduction == 'mean':\n            return dist.mean() if dist.numel() > 0 else dist.new_zeros(())\n        if self.reduction == '1-mean':\n            return 1. - dist.mean() if dist.numel() > 0 else dist.new_ones(())\n        raise ValueError(f'bad {self.reduction=} mode')\n\n    def loss(self, a, b, valid_matches=None):\n        raise NotImplementedError\n\n\nclass InfoNCE(MatchingCriterion):\n    def __init__(self, temperature=0.07, eps=1e-8, mode='all', **kwargs):\n        super().__init__(**kwargs)\n        self.temperature = temperature\n        self.eps = eps\n        assert mode in ['all', 'proper', 'dual']\n        self.mode = mode\n\n    def loss(self, desc1, desc2, valid_matches=None, euc=False):\n        # valid positives are along diagonals\n        B, N, D = desc1.shape\n        B2, N2, D2 = desc2.shape\n        assert B == B2 and D == D2\n        if valid_matches is None:\n            valid_matches = torch.ones([B, N], dtype=bool)\n        # torch.all(valid_matches.sum(dim=-1) > 0) some pairs have no matches????\n        assert valid_matches.shape == torch.Size([B, N])# and valid_matches.sum() > 0\n        assert valid_matches.sum() > 0\n\n        # Tempered similarities\n        sim = get_similarities(desc1, desc2, euc) / self.temperature\n        sim[sim.isnan()] = -torch.inf  # ignore nans\n        # Softmax of positives with temperature\n        sim = sim.exp_()  # save peak memory\n        positives = sim.diagonal(dim1=-2, dim2=-1)\n\n        # Loss\n        if self.mode == 'all':            # Previous InfoNCE\n            loss = -torch.log((positives / sim.sum(dim=-1).sum(dim=-1, keepdim=True)).clip(self.eps))\n        elif self.mode == 'proper':  # Proper InfoNCE\n            loss = -(torch.log((positives / sim.sum(dim=-2)).clip(self.eps)) +\n                     torch.log((positives / sim.sum(dim=-1)).clip(self.eps)))\n        elif self.mode == 'dual':  # Dual Softmax\n            loss = -(torch.log((positives**2 / sim.sum(dim=-1) / sim.sum(dim=-2)).clip(self.eps)))\n        else:\n            raise ValueError(\"This should not happen...\")\n        return loss[valid_matches]\n\n\nclass APLoss (MatchingCriterion):\n    \"\"\" AP loss.\n\n        Input: (N, M)   values in [min, max]\n        label: (N, M)   values in {0, 1}\n\n        Returns: 1 - mAP (mean AP for each n in {1..N})\n                 Note: typically, this is what you wanna minimize\n    \"\"\"\n\n    def __init__(self, nq='torch', min=0, max=1, euc=False, **kw):\n        super().__init__(**kw)\n        # Exact/True AP loss (not differentiable)\n        if nq == 0:\n            nq = 'sklearn'  # special case\n        try:\n            self.compute_AP = eval('self.compute_true_AP_' + nq)\n        except:\n            raise ValueError(\"Unknown mode %s for AP loss\" % nq)\n\n    @staticmethod\n    def compute_true_AP_sklearn(scores, labels):\n        def compute_AP(label, score):\n            return average_precision_score(label, score)\n\n        aps = scores.new_zeros((scores.shape[0], scores.shape[1]))\n        label_np = labels.cpu().numpy().astype(bool)\n        scores_np = scores.cpu().numpy()\n        for bi in range(scores_np.shape[0]):\n            for i in range(scores_np.shape[1]):\n                labels = label_np[bi, i, :]\n                if labels.sum() < 1:\n                    continue\n                aps[bi, i] = compute_AP(labels, scores_np[bi, i, :])\n        return aps\n\n    @staticmethod\n    def compute_true_AP_torch(scores, labels):\n        assert scores.shape == labels.shape\n        B, N, M = labels.shape\n        dev = labels.device\n        with torch.no_grad():\n            # sort scores\n            _, order = scores.sort(dim=-1, descending=True)\n            # sort labels accordingly\n            labels = labels[torch.arange(B, device=dev)[:, None, None].expand(order.shape),\n                            torch.arange(N, device=dev)[None, :, None].expand(order.shape),\n                            order]\n            # compute number of positives per query\n            npos = labels.sum(dim=-1)\n            assert torch.all(torch.isclose(npos, npos[0, 0])\n                             ), \"only implemented for constant number of positives per query\"\n            npos = int(npos[0, 0])\n            # compute precision at each recall point\n            posrank = labels.nonzero()[:, -1].view(B, N, npos)\n            recall = torch.arange(1, 1 + npos, dtype=torch.float32, device=dev)[None, None, :].expand(B, N, npos)\n            precision = recall / (1 + posrank).float()\n            # average precision values at all recall points\n            aps = precision.mean(dim=-1)\n\n        return aps\n\n    def loss(self, desc1, desc2, valid_matches=None, euc=False):  # if matches is None, positives are the diagonal\n        B, N1, D = desc1.shape\n        B2, N2, D2 = desc2.shape\n        assert B == B2 and D == D2\n\n        scores = get_similarities(desc1, desc2, euc) # scores higher -> matching better, B,N1,N2\n\n        labels = torch.zeros([B, N1, N2], dtype=scores.dtype, device=scores.device)\n\n        # allow all diagonal positives and only mask afterwards\n        labels.diagonal(dim1=-2, dim2=-1)[...] = 1.\n        apscore = self.compute_AP(scores, labels)\n        if valid_matches is not None:\n            apscore = apscore[valid_matches]\n        return apscore\n\n\nclass MatchingLoss (Criterion, MultiLoss):\n    \"\"\" \n    Matching loss per image \n    only compare pixels inside an image but not in the whole batch as what would be done usually\n    \"\"\"\n\n    def __init__(self, criterion, withconf=False, use_pts3d=False, negatives_padding=0, blocksize=4096):\n        super().__init__(criterion)\n        self.negatives_padding = negatives_padding\n        self.use_pts3d = use_pts3d\n        self.blocksize = blocksize\n        self.withconf = withconf\n\n    def add_negatives(self, outdesc2, desc2, batchid, x2, y2):\n        if self.negatives_padding:\n            B, H, W, D = desc2.shape\n            negatives = torch.ones([B, H, W], device=desc2.device, dtype=bool)\n            negatives[batchid, y2, x2] = False\n            sel = negatives & (negatives.view([B, -1]).cumsum(dim=-1).view(B, H, W)\n                               <= self.negatives_padding)  # take the N-first negatives\n            outdesc2 = torch.cat([outdesc2, desc2[sel].view([B, -1, D])], dim=1)\n        return outdesc2\n\n    def get_confs(self, pred1, pred2, sel1, sel2):\n        if self.withconf:\n            if self.use_pts3d:\n                outconfs1 = pred1['conf'][sel1]\n                outconfs2 = pred2['conf'][sel2]\n            else:\n                outconfs1 = pred1['desc_conf'][sel1]\n                outconfs2 = pred2['desc_conf'][sel2]\n        else:\n            outconfs1 = outconfs2 = None\n        return outconfs1, outconfs2\n\n    def get_descs(self, pred1, pred2):\n        if self.use_pts3d:\n            desc1, desc2 = pred1['pts3d'], pred2['pts3d_in_other_view']\n        else:\n            desc1, desc2 = pred1['desc'], pred2['desc']\n        return desc1, desc2\n\n    def get_matching_descs(self, gt1, gt2, pred1, pred2, **kw):\n        outdesc1 = outdesc2 = outconfs1 = outconfs2 = None\n        # Recover descs, GT corres and valid mask\n        desc1, desc2 = self.get_descs(pred1, pred2)\n\n        (x1, y1), (x2, y2) = gt1['corres'].unbind(-1), gt2['corres'].unbind(-1)\n        valid_matches = gt1['valid_corres']\n\n        # Select descs that have GT matches\n        B, N = x1.shape\n        batchid = torch.arange(B)[:, None].repeat(1, N)  # B, N\n        outdesc1, outdesc2 = desc1[batchid, y1, x1], desc2[batchid, y2, x2]  # B, N, D\n\n        # Padd with unused negatives\n        outdesc2 = self.add_negatives(outdesc2, desc2, batchid, x2, y2)\n\n        # Gather confs if needed\n        sel1 = batchid, y1, x1\n        sel2 = batchid, y2, x2\n        outconfs1, outconfs2 = self.get_confs(pred1, pred2, sel1, sel2)\n\n        return outdesc1, outdesc2, outconfs1, outconfs2, valid_matches, {'use_euclidean_dist': self.use_pts3d}\n\n    def blockwise_criterion(self, descs1, descs2, confs1, confs2, valid_matches, euc, rng=np.random, shuffle=True):\n        loss = None\n        details = {}\n        B, N, D = descs1.shape\n\n        if N <= self.blocksize:  # Blocks are larger than provided descs, compute regular loss\n            loss = self.criterion(descs1, descs2, valid_matches, euc=euc) # info_NCE_loss / APLoss\n        else:  # Compute criterion on the blockdiagonal only, after shuffling\n            # Shuffle if necessary\n            matches_perm = slice(None)\n            if shuffle:\n                matches_perm = np.stack([rng.choice(range(N), size=N, replace=False) for _ in range(B)])\n                batchid = torch.tile(torch.arange(B), (N, 1)).T\n                matches_perm = batchid, matches_perm\n\n            descs1 = descs1[matches_perm]\n            descs2 = descs2[matches_perm]\n            valid_matches = valid_matches[matches_perm]\n\n            assert N % self.blocksize == 0, \"Error, can't chunk block-diagonal, please check blocksize\"\n            n_chunks = N // self.blocksize\n            descs1 = descs1.reshape([B * n_chunks, self.blocksize, D])  # [B*(N//blocksize), blocksize, D]\n            descs2 = descs2.reshape([B * n_chunks, self.blocksize, D])  # [B*(N//blocksize), blocksize, D]\n            valid_matches = valid_matches.view([B * n_chunks, self.blocksize])\n            loss = self.criterion(descs1, descs2, valid_matches, euc=euc)\n            if self.withconf:\n                confs1, confs2 = map(lambda x: x[matches_perm], (confs1, confs2))  # apply perm to confidences if needed\n\n        if self.withconf:\n            # split confidences between positives/negatives for loss computation\n            details['conf_pos'] = map(lambda x: x[valid_matches.view(B, -1)], (confs1, confs2))\n            details['conf_neg'] = map(lambda x: x[~valid_matches.view(B, -1)], (confs1, confs2))\n            details['Conf1_std'] = confs1[valid_matches.view(B, -1)].std()\n            details['Conf2_std'] = confs2[valid_matches.view(B, -1)].std()\n\n        return loss, details\n\n    def compute_loss(self, gt1, gt2, pred1, pred2, **kw):\n        # Gather preds and GT\n        descs1, descs2, confs1, confs2, valid_matches, monitoring = self.get_matching_descs(\n            gt1, gt2, pred1, pred2, **kw)\n\n        # loss on matches\n        loss, details = self.blockwise_criterion(descs1, descs2, confs1, confs2,\n                                                 valid_matches, euc=monitoring.pop('use_euclidean_dist', False))\n\n        details[type(self).__name__] = float(loss.mean())\n        return loss, (details | monitoring)\n    \nclass NormalMetric(MultiLoss):\n    def __init__(self):\n        super().__init__()\n        \n    def get_name(self):\n        return f'NormalMetric'\n    \n    def compute_loss(self, gt1, gt2, pred1, pred2, **kw):\n        assert \"normal\" in pred1 and \"normal\" in pred2\n        gt_normal1 = gt1['normalmap']\n        pred_normal1 = pred1['normal']\n        gt_normal2 = gt2['normalmap']\n        pred_normal2 = pred2['normal']\n        \n        mask1 = gt1['valid_mask'].clone()\n        mask2 = gt2['valid_mask'].clone()\n        \n        dot1 = torch.cosine_similarity(pred_normal1, gt_normal1, dim=-1) # B,H,W\n        valid_normal_mask1 = mask1.float() * (dot1.detach() < 0.999999).float() * (dot1.detach() > -0.999999).float()\n        valid_normal_mask1 = valid_normal_mask1 > 0.0\n        dot1 = dot1[valid_normal_mask1].clip(-1, 1)\n        rmse1 = (((pred_normal1 - gt_normal1)**2).sum(axis=-1))[valid_normal_mask1]\n        rmse1 = torch.sqrt(rmse1).mean()\n        angle_err1 = (torch.acos(dot1) / torch.pi * 180).mean()\n        \n        dot2 = torch.cosine_similarity(pred_normal2, gt_normal2, dim=-1) # B,H,W\n        valid_normal_mask2 = mask2.float() * (dot2.detach() < 0.999999).float() * (dot2.detach() > -0.999999).float()\n        valid_normal_mask2 = valid_normal_mask2 > 0.0\n        dot2 = dot2[valid_normal_mask2].clip(-1, 1)\n        rmse2 = (((pred_normal2 - gt_normal2)**2).sum(axis=-1))[valid_normal_mask2]\n        rmse2 = torch.sqrt(rmse2).mean()\n        angle_err2 = (torch.acos(dot2) / torch.pi * 180).mean()\n        \n        details = {\"rmse1\": float(rmse1), \n                   \"rmse2\": float(rmse2),\n                   \"angle_err1\": float(angle_err1), \n                   \"angle_err2\": float(angle_err2),\n                   \"rmse_count\": float(rmse1 + rmse2)}\n        \n        return rmse1 + rmse2, details\n        \n\nclass KappaNormalLoss(MultiLoss):\n    def __init__(self):\n        super().__init__()\n\n    def get_name(self):\n        return f'KappaNormalLoss'\n    \n    def compute_loss(self, gt1, gt2, pred1, pred2, **kw):\n        assert \"normal\" in pred1 and \"normal\" in pred2\n        \n        gt_normal1 = gt1['normalmap']\n        pred_normal1 = pred1['normal']\n        kappa1 = pred1['kappa'] # B,H,W\n        normal_mask1 = gt_normal1.abs().sum(-1) ## remove invalid normal\n        \n        gt_normal2 = gt2['normalmap']\n        pred_normal2 = pred2['normal']\n        kappa2 = pred2['kappa']\n        normal_mask2 = gt_normal2.abs().sum(-1)\n        \n        mask1 = gt1['valid_mask'].clone()\n        mask2 = gt2['valid_mask'].clone()\n        \n        # mask1, mask2: B,H,W\n        dot1 = torch.cosine_similarity(pred_normal1, gt_normal1, dim=-1) # B,H,W\n        valid_normal_mask1 = mask1.float() * (dot1.detach() < 0.999).float() * (dot1.detach() > -0.999).float()\n        valid_normal_mask1 = valid_normal_mask1 * normal_mask1 > 0.0\n        dot1 = dot1[valid_normal_mask1]\n        kappa1 = kappa1[valid_normal_mask1]\n        \n        if dot1.shape[0] > 0:\n            normal_loss1 = - torch.log(torch.square(kappa1) + 1) \\\n                            + kappa1 * torch.acos(dot1) \\\n                            + torch.log(1 + torch.exp(-kappa1 * np.pi))\n            normal_loss1 = torch.mean(normal_loss1)\n        else:\n            normal_loss1 = torch.tensor(0.0).to(kappa1)\n        \n        dot2 = torch.cosine_similarity(pred_normal2, gt_normal2, dim=-1) # B,H,W\n        valid_normal_mask2 = mask2.float() * (dot2.detach() < 0.999).float() * (dot2.detach() > -0.999).float()\n        valid_normal_mask2 = valid_normal_mask2 * normal_mask2 > 0.0\n        dot2 = dot2[valid_normal_mask2]\n        kappa2 = kappa2[valid_normal_mask2]\n        \n        if dot2.shape[0] > 0:\n            normal_loss2 = - torch.log(torch.square(kappa2) + 1) \\\n                        + kappa2 * torch.acos(dot2) \\\n                        + torch.log(1 + torch.exp(-kappa2 * np.pi))\n            normal_loss2 = torch.mean(normal_loss2)\n        else:\n            normal_loss2 = torch.tensor(0.0).to(kappa2)\n\n        details = {\"normal_loss1\": float(normal_loss1), \n                   \"normal_loss2\": float(normal_loss2),\n                   \"normal_loss_count\": float(normal_loss1 + normal_loss2)}\n        \n        return normal_loss1 + normal_loss2, details\n\nclass ABSNormalLoss(MultiLoss):\n    def __init__(self):\n        super().__init__()\n\n    def get_name(self):\n        return f'ABSNormalLoss'\n    \n    def compute_loss(self, gt1, gt2, pred1, pred2, **kw):\n        assert \"normal\" in pred1 and \"normal\" in pred2\n        \n        gt_normal1 = gt1['normalmap']\n        pred_normal1 = pred1['normal']\n        normal_mask1 = gt_normal1.abs().sum(-1) ## remove invalid normal\n        \n        gt_normal2 = gt2['normalmap']\n        pred_normal2 = pred2['normal']\n        normal_mask2 = gt_normal2.abs().sum(-1)\n        \n        mask1 = gt1['valid_mask'].clone()\n        mask2 = gt2['valid_mask'].clone()\n        valid_normal_mask1 = mask1 * normal_mask1 > 0.0\n        valid_normal_mask2 = mask2 * normal_mask2 > 0.0\n        \n        if valid_normal_mask1.sum() > 0:\n            loss_abs_1 = torch.abs(pred_normal1 - gt_normal1).sum(axis=-1)\n            loss_abs_1 = loss_abs_1[valid_normal_mask1].mean()\n        else:\n            loss_abs_1 = torch.tensor(0.0).to(pred_normal1)\n        \n        if valid_normal_mask2.sum() > 0:\n            loss_abs_2 = torch.abs(pred_normal2 - gt_normal2).sum(axis=-1)\n            loss_abs_2 = loss_abs_2[valid_normal_mask2].mean()\n        else:\n            loss_abs_2 = torch.tensor(0.0).to(pred_normal2)\n        \n        details = {\"normal_loss1\": float(loss_abs_1), \n                   \"normal_loss2\": float(loss_abs_2),\n                   \"normal_loss_count\": float(loss_abs_1 + loss_abs_2)}\n        \n        return loss_abs_1 + loss_abs_2, details\n    \nclass SSIMNormalLoss(MultiLoss):\n    def __init__(self):\n        super().__init__()\n        self.ssim_loss = SSIM(window_size=11, size_average=True)\n\n    def get_name(self):\n        return f'SSIMNormalLoss'\n    \n    def compute_loss(self, gt1, gt2, pred1, pred2, **kw):\n        assert \"normal\" in pred1 and \"normal\" in pred2\n        \n        gt_normal1 = gt1['normalmap']\n        pred_normal1 = pred1['normal']\n        normal_mask1 = gt_normal1.abs().sum(-1) ## remove invalid normal\n        \n        gt_normal2 = gt2['normalmap']\n        pred_normal2 = pred2['normal']\n        normal_mask2 = gt_normal2.abs().sum(-1)\n        \n        mask1 = gt1['valid_mask'].clone()\n        mask2 = gt2['valid_mask'].clone()\n        valid_normal_mask1 = mask1 * normal_mask1 > 0.0\n        valid_normal_mask2 = mask2 * normal_mask2 > 0.0\n        \n        # set invalid normal zone to 0\n        pred_normal1_copy = pred_normal1.clone()\n        pred_normal2_copy = pred_normal2.clone()\n        gt_normal1_copy = gt_normal1.clone()\n        gt_normal2_copy = gt_normal2.clone()\n        \n        pred_normal1_copy[~valid_normal_mask1] = 0.0\n        pred_normal2_copy[~valid_normal_mask2] = 0.0\n        gt_normal1_copy[~valid_normal_mask1] = 0.0\n        gt_normal2_copy[~valid_normal_mask2] = 0.0\n        \n        if valid_normal_mask1.sum() > 0:\n            loss_ssim_1 = 1 - self.ssim_loss(pred_normal1_copy, gt_normal1_copy)\n        else:\n            loss_ssim_1 = torch.tensor(0.0).to(pred_normal1_copy)\n        \n        if valid_normal_mask2.sum() > 0:\n            loss_ssim_2 = 1 - self.ssim_loss(pred_normal2_copy, gt_normal2_copy)\n        else:\n            loss_ssim_2 = torch.tensor(0.0).to(pred_normal2_copy)\n        \n        details = {\"ssim_normal_loss1\": float(loss_ssim_1), \n                   \"ssim_normal_loss2\": float(loss_ssim_2),\n                   \"ssim_normal_loss_count\": float(loss_ssim_1 + loss_ssim_2)}\n        \n        return loss_ssim_1 + loss_ssim_2, details\n    \nclass ABSNormalFromDepthLoss(MultiLoss):\n    def __init__(self):\n        super().__init__()\n\n    def get_name(self):\n        return f'ABSNormalFromDepthLoss'\n    \n    def pcd2normal_torch(self, xyz):\n        B, hd, wd, _ = xyz.shape \n        bottom_point = xyz[..., 2:hd,   1:wd-1, :]\n        top_point    = xyz[..., 0:hd-2, 1:wd-1, :]\n        right_point  = xyz[..., 1:hd-1, 2:wd,   :]\n        left_point   = xyz[..., 1:hd-1, 0:wd-2, :]\n        left_to_right = right_point - left_point\n        bottom_to_top = top_point - bottom_point \n        # xyz_normal = np.cross(left_to_right, bottom_to_top, axis=-1)\n        xyz_normal = torch.linalg.cross(left_to_right, bottom_to_top, dim=-1)\n        \n        # lefthand <<==>> righthand\n        xyz_normal[..., 1] = xyz_normal[..., 1] * -1\n        \n        # norm = np.linalg.norm(xyz_normal, axis=-1, keepdims=True) + 1e-12\n        # xyz_normal = xyz_normal / norm\n        xyz_normal = torch.nn.functional.normalize(xyz_normal, p=2.0, dim=-1, eps=1e-12, out=None)\n        \n        # xyz_normal = np.pad(xyz_normal, ((1,1),(1,1),(0,0)), mode='constant')\n        xyz_normal = torch.nn.functional.pad(xyz_normal, (0, 0, 1, 1, 1, 1, 0, 0), mode='constant')\n        return xyz_normal\n    \n    def compute_loss(self, gt1, gt2, pred1, pred2, **kw):\n        assert \"pts3d\" in pred1 and \"pts3d_in_other_view\" in pred2\n        \n        pts3d_1, pts3d_2 = pred1['pts3d'], pred2['pts3d_in_other_view'] # B,H,W,3\n        \n        gt_normal1 = gt1['normalmap']\n        pred_normal1 = self.pcd2normal_torch(pts3d_1)\n        normal_mask1 = gt_normal1.abs().sum(-1) ## remove invalid normal\n        \n        # gt_normal2 = gt2['normalmap']\n        gt_normal2 = gt2['normalmap_transformed']\n        pred_normal2 = self.pcd2normal_torch(pts3d_2)\n        normal_mask2 = gt_normal2.abs().sum(-1)\n        \n        mask1 = gt1['valid_mask'].clone()\n        mask2 = gt2['valid_mask'].clone()\n        valid_normal_mask1 = (mask1 * normal_mask1) > 0.0\n        valid_normal_mask2 = (mask2 * normal_mask2) > 0.0\n        \n        if valid_normal_mask1.sum() > 0:\n            loss_abs_1 = torch.abs(pred_normal1 - gt_normal1).sum(axis=-1)\n            loss_abs_1 = loss_abs_1[valid_normal_mask1].mean()\n        else:\n            loss_abs_1 = torch.tensor(0.0).to(pred_normal1)\n        \n        if valid_normal_mask2.sum() > 0:\n            loss_abs_2 = torch.abs(pred_normal2 - gt_normal2).sum(axis=-1)\n            loss_abs_2 = loss_abs_2[valid_normal_mask2].mean()\n        else:\n            loss_abs_2 = torch.tensor(0.0).to(pred_normal2)\n        \n        details = {\"depth_normal_loss1\": float(loss_abs_1), \n                   \"depth_normal_loss2\": float(loss_abs_2),\n                   \"depth_normal_loss_count\": float(loss_abs_1 + loss_abs_2)}\n        \n        return loss_abs_1 + loss_abs_2, details\n        \n\nclass ConfMatchingLoss(ConfLoss):\n    \"\"\" Weight matching by learned confidence. Same as ConfLoss but for a matching criterion\n        Assuming the input matching_loss is a match-level loss.\n    \"\"\"\n\n    def __init__(self, pixel_loss, alpha=1., confmode='prod', neg_conf_loss_quantile=False):\n        super().__init__(pixel_loss, alpha)\n        self.pixel_loss.withconf = True\n        self.confmode = confmode\n        self.neg_conf_loss_quantile = neg_conf_loss_quantile\n\n    def aggregate_confs(self, confs1, confs2):  # get the confidences resulting from the two view predictions\n        if self.confmode == 'prod':\n            confs = confs1 * confs2 if confs1 is not None and confs2 is not None else 1.\n        elif self.confmode == 'mean':\n            confs = .5 * (confs1 + confs2) if confs1 is not None and confs2 is not None else 1.\n        else:\n            raise ValueError(f\"Unknown conf mode {self.confmode}\")\n        return confs\n\n    def compute_loss(self, gt1, gt2, pred1, pred2, **kw):\n        # compute per-pixel loss\n        loss, details = self.pixel_loss(gt1, gt2, pred1, pred2, **kw)\n        # Recover confidences for positive and negative samples\n        conf1_pos, conf2_pos = details.pop('conf_pos')\n        conf1_neg, conf2_neg = details.pop('conf_neg')\n        conf_pos = self.aggregate_confs(conf1_pos, conf2_pos)\n\n        # weight Matching loss by confidence on positives\n        conf_pos, log_conf_pos = self.get_conf_log(conf_pos)\n        conf_loss = loss * conf_pos - self.alpha * log_conf_pos\n        # average + nan protection (in case of no valid pixels at all)\n        conf_loss = conf_loss.mean() if conf_loss.numel() > 0 else 0\n        # Add negative confs loss to give some supervision signal to confidences for pixels that are not matched in GT\n        if self.neg_conf_loss_quantile:\n            conf_neg = torch.cat([conf1_neg, conf2_neg])\n            conf_neg, log_conf_neg = self.get_conf_log(conf_neg)\n\n            # recover quantile that will be used for negatives loss value assignment\n            neg_loss_value = torch.quantile(loss, self.neg_conf_loss_quantile).detach()\n            neg_loss = neg_loss_value * conf_neg - self.alpha * log_conf_neg\n\n            neg_loss = neg_loss.mean() if neg_loss.numel() > 0 else 0\n            conf_loss = conf_loss + neg_loss\n\n        return conf_loss, dict(matching_conf_loss=float(conf_loss), **details)\n"
  },
  {
    "path": "mast3r/model.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# MASt3R model class\n# --------------------------------------------------------\n\n# Modifications Copyright (C) <Alibaba Group>\n# Changes: model definition\n# This is an adaptation and is distributed under the same license (CC BY-NC-SA 4.0).\n# SPDX-License-Identifier: CC-BY-NC-SA-4.0(non-commercial use only)\n\nimport os\nimport torch\nimport torch.nn.functional as F\n\nfrom mast3r.catmlp_dpt_head import mast3r_head_factory\nimport mast3r.utils.path_to_dust3r  # noqa\nfrom dust3r.model import AsymmetricCroCo3DStereo  # noqa\nfrom dust3r.utils.misc import transpose_to_landscape  # noqa\nfrom dust3r.utils.misc import freeze_all_params\n\n\ninf = float('inf')\n\n\ndef load_model(model_path, device, verbose=True):\n    if verbose:\n        print('... loading model from', model_path)\n    ckpt = torch.load(model_path, map_location='cpu', weights_only=False)\n    args = ckpt['args'].model.replace(\"ManyAR_PatchEmbed\", \"PatchEmbedDust3R\")\n    if 'landscape_only' not in args:\n        args = args[:-1] + ', landscape_only=False)'\n    else:\n        args = args.replace(\" \", \"\").replace('landscape_only=True', 'landscape_only=False')\n    assert \"landscape_only=False\" in args\n    if verbose:\n        print(f\"instantiating : {args}\")\n    net = eval(args)\n    s = net.load_state_dict(ckpt['model'], strict=False)\n    if verbose:\n        print(s)\n    return net.to(device)\n\n\nclass AsymmetricMASt3R(AsymmetricCroCo3DStereo):\n    def __init__(self, desc_mode=('norm'), desc_conf=False, desc_conf_mode=None, use_normal=True,\n                 has_mask=False, freeze_enc_dec=False, **kwargs):\n        self.desc_mode = desc_mode\n        self.desc_conf = desc_conf\n        self.desc_conf_mode = desc_conf_mode\n        self.use_normal = use_normal\n        \n        self.has_mask = has_mask\n        \n        super().__init__(**kwargs)\n\n    def freeze_encoder_decoder(self):\n        to_be_frozen = [\n            self.patch_embed, \n            self.enc_blocks, self.enc_norm,\n            self.decoder_embed, self.dec_blocks, self.dec_norm,\n        ]\n        freeze_all_params(to_be_frozen)\n        \n    def freeze_matching_net(self):\n        for name, param in self.downstream_head1.named_parameters():\n            if \"head_local_features\" in name:\n                param.requires_grad = False\n        \n    def load_state_dict(self, ckpt, **kw):\n        # duplicate all weights for the second decoder if not present\n        new_ckpt = dict(ckpt)\n        return super().load_state_dict(new_ckpt, **kw)\n\n    @classmethod\n    def from_pretrained(cls, pretrained_model_name_or_path, **kw):\n        if os.path.isfile(pretrained_model_name_or_path):\n            return load_model(pretrained_model_name_or_path, device='cpu')\n        else:\n            return super(AsymmetricMASt3R, cls).from_pretrained(pretrained_model_name_or_path, **kw)\n        \n    def set_downstream_head(self, output_mode, head_type, landscape_only, depth_mode, conf_mode, normal_mode, patch_size, img_size, **kw):\n        assert img_size[0] % patch_size == 0 and img_size[\n            1] % patch_size == 0, f'{img_size=} must be multiple of {patch_size=}'\n        self.output_mode = output_mode\n        self.head_type = head_type\n        self.depth_mode = depth_mode\n        self.normal_mode = normal_mode\n        self.conf_mode = conf_mode\n        if self.desc_conf_mode is None:\n            self.desc_conf_mode = conf_mode\n        \n        assert output_mode == \"unify\"\n        \n        self.ptsmatch_local_head = mast3r_head_factory(head_type='catmlp+dpt', \n                                                        output_mode='pts3d+desc24', \n                                                        net=self, has_conf=bool(conf_mode), has_mask=False)\n        self.local_head = transpose_to_landscape(self.ptsmatch_local_head, activate=landscape_only)\n        \n        self.ptsmatch_global_head = mast3r_head_factory(head_type='catmlp+dpt', \n                                                        output_mode='pts3d+desc24', \n                                                        net=self, has_conf=bool(conf_mode), has_mask=False)\n        self.global_head = transpose_to_landscape(self.ptsmatch_global_head, activate=landscape_only)\n        \n        self.normal_local_head = mast3r_head_factory(head_type='dpt', \n                                                        output_mode='normal', \n                                                        net=self, has_conf=False, has_mask=False)\n        self.normal_head = transpose_to_landscape(self.normal_local_head, activate=landscape_only)\n"
  },
  {
    "path": "mast3r/retrieval/graph.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# Building the graph based on retrieval results.\n# --------------------------------------------------------\nimport numpy as np\n\n\ndef farthest_point_sampling(dist, N=None, dist_thresh=None):\n    \"\"\"Farthest point sampling.\n\n    Args:\n        dist: NxN distance matrix.\n        N: Number of points to sample.\n        dist_thresh: Distance threshold. Point sampling terminates once the\n                     maximum distance is below this threshold.\n\n    Returns:\n        indices: Indices of the sampled points.\n    \"\"\"\n\n    assert N is not None or dist_thresh is not None, \"Either N or min_dist must be provided.\"\n\n    if N is None:\n        N = dist.shape[0]\n\n    indices = []\n    distances = [0]\n    indices.append(np.random.choice(dist.shape[0]))\n    for i in range(1, N):\n        d = dist[indices].min(axis=0)\n        bst = d.argmax()\n        bst_dist = d[bst]\n        if dist_thresh is not None and bst_dist < dist_thresh:\n            break\n        indices.append(bst)\n        distances.append(bst_dist)\n    return np.array(indices), np.array(distances)\n\n\ndef make_pairs_fps(sim_mat, Na=20, tokK=1, dist_thresh=None):\n    dist_mat = 1 - sim_mat\n\n    pairs = set()\n    keyimgs_idx = np.array([])\n    if Na != 0:\n        keyimgs_idx, _ = farthest_point_sampling(dist_mat, N=Na, dist_thresh=dist_thresh)\n\n        # 1. Complete graph between key images\n        for i in range(len(keyimgs_idx)):\n            for j in range(i + 1, len(keyimgs_idx)):\n                idx_i, idx_j = keyimgs_idx[i], keyimgs_idx[j]\n                pairs.add((idx_i, idx_j))\n\n        # 2. Connect non-key images to the earest key image\n        keyimg_dist_mat = dist_mat[:, keyimgs_idx]\n        for i in range(keyimg_dist_mat.shape[0]):\n            if i in keyimgs_idx:\n                continue\n            j = keyimg_dist_mat[i].argmin()\n            i1, i2 = min(i, keyimgs_idx[j]), max(i, keyimgs_idx[j])\n            if i1 != i2 and (i1, i2) not in pairs:\n                pairs.add((i1, i2))\n\n    # 3. Add some local connections (k-NN) for each view\n    if tokK > 0:\n        for i in range(dist_mat.shape[0]):\n            idx = dist_mat[i].argsort()[:tokK]\n            for j in idx:\n                i1, i2 = min(i, j), max(i, j)\n                if i1 != i2 and (i1, i2) not in pairs:\n                    pairs.add((i1, i2))\n\n    pairs = list(pairs)\n\n    return pairs, keyimgs_idx\n"
  },
  {
    "path": "mast3r/retrieval/model.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# Whitener and RetrievalModel\n# --------------------------------------------------------\nimport numpy as np\nfrom tqdm import tqdm\nimport time\n\nimport torch\nimport torch.nn as nn\n\nimport mast3r.utils.path_to_dust3r  # noqa\nfrom dust3r.utils.image import load_images\n\ndefault_device = torch.device('cuda' if torch.cuda.is_available() and torch.cuda.device_count() > 0 else 'cpu')\n\n\n# from https://github.com/gtolias/how/blob/4d73c88e0ffb55506e2ce6249e2a015ef6ccf79f/how/utils/whitening.py#L20\ndef pcawhitenlearn_shrinkage(X, s=1.0):\n    \"\"\"Learn PCA whitening with shrinkage from given descriptors\"\"\"\n    N = X.shape[0]\n\n    # Learning PCA w/o annotations\n    m = X.mean(axis=0, keepdims=True)\n    Xc = X - m\n    Xcov = np.dot(Xc.T, Xc)\n    Xcov = (Xcov + Xcov.T) / (2 * N)\n    eigval, eigvec = np.linalg.eig(Xcov)\n    order = eigval.argsort()[::-1]\n    eigval = eigval[order]\n    eigvec = eigvec[:, order]\n\n    eigval = np.clip(eigval, a_min=1e-14, a_max=None)\n    P = np.dot(np.linalg.inv(np.diag(np.power(eigval, 0.5 * s))), eigvec.T)\n\n    return m, P.T\n\n\nclass Dust3rInputFromImageList(torch.utils.data.Dataset):\n    def __init__(self, image_list, imsize=512):\n        super().__init__()\n        self.image_list = image_list\n        assert imsize == 512\n        self.imsize = imsize\n\n    def __len__(self):\n        return len(self.image_list)\n\n    def __getitem__(self, index):\n        return load_images([self.image_list[index]], size=self.imsize)[0]\n\n\nclass Whitener(nn.Module):\n    def __init__(self, dim, l2norm=None):\n        super().__init__()\n        self.m = torch.nn.Parameter(torch.zeros((1, dim)).double())\n        self.p = torch.nn.Parameter(torch.eye(dim, dim).double())\n        self.l2norm = l2norm  # if not None, apply l2 norm along a given dimension\n\n    def forward(self, x):\n        with torch.autocast(self.m.device.type, enabled=False):\n            shape = x.size()\n            input_type = x.dtype\n            x_reshaped = x.view(-1, shape[-1]).to(dtype=self.m.dtype)\n            # Center the input data\n            x_centered = x_reshaped - self.m\n            # Apply PCA transformation\n            pca_output = torch.matmul(x_centered, self.p)\n            # reshape back\n            pca_output_shape = shape  # list(shape[:-1]) + [shape[-1]]\n            pca_output = pca_output.view(pca_output_shape)\n            if self.l2norm is not None:\n                return torch.nn.functional.normalize(pca_output, dim=self.l2norm).to(dtype=input_type)\n            return pca_output.to(dtype=input_type)\n\n\ndef weighted_spoc(feat, attn):\n    \"\"\"\n    feat: BxNxC\n    attn: BxN\n    output: BxC L2-normalization weighted-sum-pooling of features\n    \"\"\"\n    return torch.nn.functional.normalize((feat * attn[:, :, None]).sum(dim=1), dim=1)\n\n\ndef how_select_local(feat, attn, nfeat):\n    \"\"\"\n    feat: BxNxC\n    attn: BxN\n    nfeat: nfeat to keep\n    \"\"\"\n    # get nfeat\n    if nfeat < 0:\n        assert nfeat >= -1.0\n        nfeat = int(-nfeat * feat.size(1))\n    else:\n        nfeat = int(nfeat)\n    # asort\n    topk_attn, topk_indices = torch.topk(attn, min(nfeat, attn.size(1)), dim=1)\n    topk_indices_expanded = topk_indices.unsqueeze(-1).expand(-1, -1, feat.size(2))\n    topk_features = torch.gather(feat, 1, topk_indices_expanded)\n    return topk_features, topk_attn, topk_indices\n\n\nclass RetrievalModel(nn.Module):\n    def __init__(self, backbone, freeze_backbone=1, prewhiten=None, hdims=[1024], residual=False, postwhiten=None,\n                 featweights='l2norm', nfeat=300, pretrained_retrieval=None):\n        super().__init__()\n        self.backbone = backbone\n        self.freeze_backbone = freeze_backbone\n        if freeze_backbone:\n            for p in self.backbone.parameters():\n                p.requires_grad = False\n        self.backbone_dim = backbone.enc_embed_dim\n        self.prewhiten = nn.Identity() if prewhiten is None else Whitener(self.backbone_dim)\n        self.prewhiten_freq = prewhiten\n        if prewhiten is not None and prewhiten != -1:\n            for p in self.prewhiten.parameters():\n                p.requires_grad = False\n        self.residual = residual\n        self.projector = self.build_projector(hdims, residual)\n        self.dim = hdims[-1] if len(hdims) > 0 else self.backbone_dim\n        self.postwhiten_freq = postwhiten\n        self.postwhiten = nn.Identity() if postwhiten is None else Whitener(self.dim)\n        if postwhiten is not None and postwhiten != -1:\n            assert len(hdims) > 0\n            for p in self.postwhiten.parameters():\n                p.requires_grad = False\n        self.featweights = featweights\n        if featweights == 'l2norm':\n            self.attention = lambda x: x.norm(dim=-1)\n        else:\n            raise NotImplementedError(featweights)\n        self.nfeat = nfeat\n        self.pretrained_retrieval = pretrained_retrieval\n        if self.pretrained_retrieval is not None:\n            ckpt = torch.load(pretrained_retrieval, 'cpu')\n            msg = self.load_state_dict(ckpt['model'], strict=False)\n            assert len(msg.unexpected_keys) == 0 and all(k.startswith('backbone')\n                                                         or k.startswith('postwhiten') for k in msg.missing_keys)\n\n    def build_projector(self, hdims, residual):\n        if self.residual:\n            assert hdims[-1] == self.backbone_dim\n        d = self.backbone_dim\n        if len(hdims) == 0:\n            return nn.Identity()\n        layers = []\n        for i in range(len(hdims) - 1):\n            layers.append(nn.Linear(d, hdims[i]))\n            d = hdims[i]\n            layers.append(nn.LayerNorm(d))\n            layers.append(nn.GELU())\n        layers.append(nn.Linear(d, hdims[-1]))\n        return nn.Sequential(*layers)\n\n    def state_dict(self, *args, destination=None, prefix='', keep_vars=False):\n        ss = super().state_dict(*args, destination=destination, prefix=prefix, keep_vars=keep_vars)\n        if self.freeze_backbone:\n            ss = {k: v for k, v in ss.items() if not k.startswith('backbone')}\n        return ss\n\n    def reinitialize_whitening(self, epoch, train_dataset, nimgs=5000, log_writer=None, max_nfeat_per_image=None, seed=0, device=default_device):\n        do_prewhiten = self.prewhiten_freq is not None and self.pretrained_retrieval is None and \\\n            (epoch == 0 or (self.prewhiten_freq > 0 and epoch % self.prewhiten_freq == 0))\n        do_postwhiten = self.postwhiten_freq is not None and ((epoch == 0 and self.postwhiten_freq in [0, -1])\n                                                              or (self.postwhiten_freq > 0 and\n                                                                  epoch % self.postwhiten_freq == 0 and epoch > 0))\n        if do_prewhiten or do_postwhiten:\n            self.eval()\n            imdataset = train_dataset.imlist_dataset_n_images(nimgs, seed)\n            loader = torch.utils.data.DataLoader(imdataset, batch_size=1, shuffle=False, num_workers=8, pin_memory=True)\n        if do_prewhiten:\n            print('Re-initialization of pre-whitening')\n            t = time.time()\n            with torch.no_grad():\n                features = []\n                for d in tqdm(loader):\n                    feat = self.backbone._encode_image(d['img'][0, ...].to(device),\n                                                       true_shape=d['true_shape'][0, ...])[0]\n                    feat = feat.flatten(0, 1)\n                    if max_nfeat_per_image is not None and max_nfeat_per_image < feat.size(0):\n                        l2norms = torch.linalg.vector_norm(feat, dim=1)\n                        feat = feat[torch.argsort(-l2norms)[:max_nfeat_per_image], :]\n                    features.append(feat.cpu())\n            features = torch.cat(features, dim=0)\n            features = features.numpy()\n            m, P = pcawhitenlearn_shrinkage(features)\n            self.prewhiten.load_state_dict({'m': torch.from_numpy(m), 'p': torch.from_numpy(P)})\n            prewhiten_time = time.time() - t\n            print(f'Done in {prewhiten_time:.1f} seconds')\n            if log_writer is not None:\n                log_writer.add_scalar('time/prewhiten', prewhiten_time, epoch)\n        if do_postwhiten:\n            print(f'Re-initialization of post-whitening')\n            t = time.time()\n            with torch.no_grad():\n                features = []\n                for d in tqdm(loader):\n                    backbone_feat = self.backbone._encode_image(d['img'][0, ...].to(device),\n                                                                true_shape=d['true_shape'][0, ...])[0]\n                    backbone_feat_prewhitened = self.prewhiten(backbone_feat)\n                    proj_feat = self.projector(backbone_feat_prewhitened) + \\\n                        (0.0 if not self.residual else backbone_feat_prewhitened)\n                    proj_feat = proj_feat.flatten(0, 1)\n                    if max_nfeat_per_image is not None and max_nfeat_per_image < proj_feat.size(0):\n                        l2norms = torch.linalg.vector_norm(proj_feat, dim=1)\n                        proj_feat = proj_feat[torch.argsort(-l2norms)[:max_nfeat_per_image], :]\n                    features.append(proj_feat.cpu())\n                features = torch.cat(features, dim=0)\n                features = features.numpy()\n            m, P = pcawhitenlearn_shrinkage(features)\n            self.postwhiten.load_state_dict({'m': torch.from_numpy(m), 'p': torch.from_numpy(P)})\n            postwhiten_time = time.time() - t\n            print(f'Done in {postwhiten_time:.1f} seconds')\n            if log_writer is not None:\n                log_writer.add_scalar('time/postwhiten', postwhiten_time, epoch)\n\n    def extract_features_and_attention(self, x):\n        backbone_feat = self.backbone._encode_image(x['img'], true_shape=x['true_shape'])[0]\n        backbone_feat_prewhitened = self.prewhiten(backbone_feat)\n        proj_feat = self.projector(backbone_feat_prewhitened) + \\\n            (0.0 if not self.residual else backbone_feat_prewhitened)\n        attention = self.attention(proj_feat)\n        proj_feat_whitened = self.postwhiten(proj_feat)\n        return proj_feat_whitened, attention\n\n    def forward_local(self, x):\n        feat, attn = self.extract_features_and_attention(x)\n        return how_select_local(feat, attn, self.nfeat)\n\n    def forward_global(self, x):\n        feat, attn = self.extract_features_and_attention(x)\n        return weighted_spoc(feat, attn)\n\n    def forward(self, x):\n        return self.forward_global(x)\n\n\ndef identity(x):  # to avoid Can't pickle local object 'extract_local_features.<locals>.<lambda>'\n    return x\n\n\n@torch.no_grad()\ndef extract_local_features(model, images, imsize, seed=0, tocpu=False, max_nfeat_per_image=None,\n                           max_nfeat_per_image2=None, device=default_device):\n    model.eval()\n    imdataset = Dust3rInputFromImageList(images, imsize=imsize) if isinstance(images, list) else images\n    loader = torch.utils.data.DataLoader(imdataset, batch_size=1, shuffle=False,\n                                         num_workers=8, pin_memory=True, collate_fn=identity)\n    with torch.no_grad():\n        features = []\n        imids = []\n        for i, d in enumerate(tqdm(loader)):\n            dd = d[0]\n            dd['img'] = dd['img'].to(device, non_blocking=True)\n            feat, _, _ = model.forward_local(dd)\n            feat = feat.flatten(0, 1)\n            if max_nfeat_per_image is not None and feat.size(0) > max_nfeat_per_image:\n                feat = feat[torch.randperm(feat.size(0))[:max_nfeat_per_image], :]\n            if max_nfeat_per_image2 is not None and feat.size(0) > max_nfeat_per_image2:\n                feat = feat[:max_nfeat_per_image2, :]\n            features.append(feat)\n            if tocpu:\n                features[-1] = features[-1].cpu()\n            imids.append(i * torch.ones_like(features[-1][:, 0]).to(dtype=torch.int64))\n    features = torch.cat(features, dim=0)\n    imids = torch.cat(imids, dim=0)\n    return features, imids\n"
  },
  {
    "path": "mast3r/retrieval/processor.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# Main Retriever class\n# --------------------------------------------------------\nimport os\nimport argparse\nimport numpy as np\nimport torch\n\nfrom mast3r.model import AsymmetricMASt3R\nfrom mast3r.retrieval.model import RetrievalModel, extract_local_features\n\ntry:\n    import faiss\n    faiss.StandardGpuResources()  # when loading the checkpoint, it will try to instanciate FaissGpuL2Index\nexcept AttributeError as e:\n    print(e)\n    import asmk.index\n\n    class FaissCpuL2Index(asmk.index.FaissL2Index):\n        def __init__(self, gpu_id):\n            super().__init__()\n            self.gpu_id = gpu_id\n\n        def _faiss_index_flat(self, dim):\n            \"\"\"Return initialized faiss.IndexFlatL2\"\"\"\n            return faiss.IndexFlatL2(dim)\n\n    asmk.index.FaissGpuL2Index = FaissCpuL2Index\n\nfrom asmk import asmk_method  # noqa\n\n\ndef get_args_parser():\n    parser = argparse.ArgumentParser('Retrieval scores from a set of retrieval', add_help=False, allow_abbrev=False)\n    parser.add_argument('--model', type=str, required=True,\n                        help=\"shortname of a retrieval model or path to the corresponding .pth\")\n    parser.add_argument('--input', type=str, required=True,\n                        help=\"directory containing images or a file containing a list of image paths\")\n    parser.add_argument('--outfile', type=str, required=True, help=\"numpy file where to store the matrix score\")\n    return parser\n\n\ndef get_impaths(imlistfile):\n    with open(imlistfile, 'r') as fid:\n        impaths = [f for f in imlistfile.read().splitlines() if not f.startswith('#')\n                   and len(f) > 0]  # ignore comments and empty lines\n    return impaths\n\n\ndef get_impaths_from_imdir(imdir, extensions=['png', 'jpg', 'PNG', 'JPG']):\n    assert os.path.isdir(imdir)\n    impaths = [os.path.join(imdir, f) for f in sorted(os.listdir(imdir)) if any(f.endswith(ext) for ext in extensions)]\n    return impaths\n\n\ndef get_impaths_from_imdir_or_imlistfile(input_imdir_or_imlistfile):\n    if os.path.isfile(input_imdir_or_imlistfile):\n        return get_impaths(input_imdir_or_imlistfile)\n    else:\n        return get_impaths_from_imdir(input_imdir_or_imlistfile)\n\n\nclass Retriever(object):\n    def __init__(self, modelname, backbone=None, device='cuda'):\n        # load the model\n        assert os.path.isfile(modelname), modelname\n        print(f'Loading retrieval model from {modelname}')\n        ckpt = torch.load(modelname, 'cpu')  # TODO from pretrained to download it automatically\n        ckpt_args = ckpt['args']\n        if backbone is None:\n            backbone = AsymmetricMASt3R.from_pretrained(ckpt_args.pretrained)\n        self.model = RetrievalModel(\n            backbone, freeze_backbone=ckpt_args.freeze_backbone, prewhiten=ckpt_args.prewhiten,\n            hdims=list(map(int, ckpt_args.hdims.split('_'))) if len(ckpt_args.hdims) > 0 else \"\",\n            residual=getattr(ckpt_args, 'residual', False), postwhiten=ckpt_args.postwhiten,\n            featweights=ckpt_args.featweights, nfeat=ckpt_args.nfeat\n        ).to(device)\n        self.device = device\n        msg = self.model.load_state_dict(ckpt['model'], strict=False)\n        assert all(k.startswith('backbone') for k in msg.missing_keys)\n        assert len(msg.unexpected_keys) == 0\n        self.imsize = ckpt_args.imsize\n\n        # load the asmk codebook\n        dname, bname = os.path.split(modelname)  # TODO they should both be in the same file ?\n        bname_splits = bname.split('_')\n        cache_codebook_fname = os.path.join(dname, '_'.join(bname_splits[:-1]) + '_codebook.pkl')\n        assert os.path.isfile(cache_codebook_fname), cache_codebook_fname\n        asmk_params = {'index': {'gpu_id': 0}, 'train_codebook': {'codebook': {'size': '64k'}},\n                       'build_ivf': {'kernel': {'binary': True}, 'ivf': {'use_idf': False},\n                                     'quantize': {'multiple_assignment': 1}, 'aggregate': {}},\n                       'query_ivf': {'quantize': {'multiple_assignment': 5}, 'aggregate': {},\n                                     'search': {'topk': None},\n                                     'similarity': {'similarity_threshold': 0.0, 'alpha': 3.0}}}\n        asmk_params['train_codebook']['codebook']['size'] = ckpt_args.nclusters\n        self.asmk = asmk_method.ASMKMethod.initialize_untrained(asmk_params)\n        self.asmk = self.asmk.train_codebook(None, cache_path=cache_codebook_fname)\n\n    def __call__(self, input_imdir_or_imlistfile, outfile=None):\n        # get impaths\n        if isinstance(input_imdir_or_imlistfile, str):\n            impaths = get_impaths_from_imdir_or_imlistfile(input_imdir_or_imlistfile)\n        else:\n            impaths = input_imdir_or_imlistfile  # we're assuming a list has been passed\n        print(f'Found {len(impaths)} images')\n\n        # build the database\n        feat, ids = extract_local_features(self.model, impaths, self.imsize, tocpu=True, device=self.device)\n        feat = feat.cpu().numpy()\n        ids = ids.cpu().numpy()\n        asmk_dataset = self.asmk.build_ivf(feat, ids)\n\n        # we actually retrieve the same set of images\n        metadata, query_ids, ranks, ranked_scores = asmk_dataset.query_ivf(feat, ids)\n\n        # well ... scores are actually reordered according to ranks ...\n        # so we redo it the other way around...\n        scores = np.empty_like(ranked_scores)\n        scores[np.arange(ranked_scores.shape[0])[:, None], ranks] = ranked_scores\n\n        # save\n        if outfile is not None:\n            if os.path.isdir(os.path.dirname(outfile)):\n                os.makedirs(os.path.dirname(outfile), exist_ok=True)\n            np.save(outfile, scores)\n            print(f'Scores matrix saved in {outfile}')\n        return scores\n"
  },
  {
    "path": "mast3r/ssim.py",
    "content": "import torch\nimport torch.nn.functional as F\nfrom torch.autograd import Variable\nimport numpy as np\nfrom math import exp\n\n\ndef gaussian(window_size, sigma):\n    gauss = torch.Tensor([exp(-(x - window_size//2)**2/float(2*sigma**2)) for x in range(window_size)])\n    return gauss/gauss.sum()\n\ndef create_window(window_size, channel):\n    _1D_window = gaussian(window_size, 1.5).unsqueeze(1)\n    _2D_window = _1D_window.mm(_1D_window.t()).float().unsqueeze(0).unsqueeze(0)\n    window = Variable(_2D_window.expand(channel, 1, window_size, window_size).contiguous())\n    return window\n\ndef _ssim(img1, img2, window, window_size, channel, size_average = True):\n    mu1 = F.conv2d(img1, window, padding = window_size//2, groups = channel)\n    mu2 = F.conv2d(img2, window, padding = window_size//2, groups = channel)\n\n    mu1_sq = mu1.pow(2)\n    mu2_sq = mu2.pow(2)\n    mu1_mu2 = mu1*mu2\n\n    sigma1_sq = F.conv2d(img1*img1, window, padding = window_size//2, groups = channel) - mu1_sq\n    sigma2_sq = F.conv2d(img2*img2, window, padding = window_size//2, groups = channel) - mu2_sq\n    sigma12 = F.conv2d(img1*img2, window, padding = window_size//2, groups = channel) - mu1_mu2\n\n    C1 = 0.01**2\n    C2 = 0.03**2\n\n    ssim_map = ((2*mu1_mu2 + C1)*(2*sigma12 + C2))/((mu1_sq + mu2_sq + C1)*(sigma1_sq + sigma2_sq + C2))\n\n    if size_average:\n        return ssim_map.mean()\n    else:\n        return ssim_map.mean(1).mean(1).mean(1)\n\nclass SSIM(torch.nn.Module):\n    def __init__(self, window_size = 11, size_average = True):\n        super(SSIM, self).__init__()\n        self.window_size = window_size\n        self.size_average = size_average\n        self.channel = 1\n        self.window = create_window(window_size, self.channel)\n\n    def forward(self, img1, img2):\n        (_, channel, _, _) = img1.size()\n\n        if channel == self.channel and self.window.data.type() == img1.data.type():\n            window = self.window\n        else:\n            window = create_window(self.window_size, channel)\n            \n            # if img1.is_cuda:\n            #     window = window.cuda(img1.get_device())\n            window = window.to(img1.device)\n            window = window.type_as(img1)\n            \n            self.window = window\n            self.channel = channel\n\n\n        return _ssim(img1, img2, window, self.window_size, channel, self.size_average)\n\ndef ssim(img1, img2, window_size = 11, size_average = True):\n    (_, channel, _, _) = img1.size()\n    window = create_window(window_size, channel)\n    \n    # if img1.is_cuda:\n    #     window = window.cuda(img1.get_device())\n    window = window.to(img1.device)\n    window = window.type_as(img1)\n    \n    return _ssim(img1, img2, window, window_size, channel, size_average)"
  },
  {
    "path": "mast3r/utils/__init__.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only)."
  },
  {
    "path": "mast3r/utils/coarse_to_fine.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# coarse to fine utilities\n# --------------------------------------------------------\nimport numpy as np\n\n\ndef crop_tag(cell):\n    return f'[{cell[1]}:{cell[3]},{cell[0]}:{cell[2]}]'\n\n\ndef crop_slice(cell):\n    return slice(cell[1], cell[3]), slice(cell[0], cell[2])\n\n\ndef _start_pos(total_size, win_size, overlap):\n    # we must have AT LEAST overlap between segments\n    # first segment starts at 0, last segment starts at total_size-win_size\n    assert 0 <= overlap < 1\n    assert total_size >= win_size\n    spacing = win_size * (1 - overlap)\n    last_pt = total_size - win_size\n    n_windows = 2 + int((last_pt - 1) // spacing)\n    return np.linspace(0, last_pt, n_windows).round().astype(int)\n\n\ndef multiple_of_16(x):\n    return (x // 16) * 16\n\n\ndef _make_overlapping_grid(H, W, size, overlap):\n    H_win = multiple_of_16(H * size // max(H, W))\n    W_win = multiple_of_16(W * size // max(H, W))\n    x = _start_pos(W, W_win, overlap)\n    y = _start_pos(H, H_win, overlap)\n    grid = np.stack(np.meshgrid(x, y, indexing='xy'), axis=-1)\n    grid = np.concatenate((grid, grid + (W_win, H_win)), axis=-1)\n    return grid.reshape(-1, 4)\n\n\ndef _cell_size(cell2):\n    width, height = cell2[:, 2] - cell2[:, 0], cell2[:, 3] - cell2[:, 1]\n    assert width.min() >= 0\n    assert height.min() >= 0\n    return width, height\n\n\ndef _norm_windows(cell2, H2, W2, forced_resolution=None):\n    # make sure the window aspect ratio is 3/4, or the output resolution is forced_resolution  if defined\n    outcell = cell2.copy()\n    width, height = _cell_size(cell2)\n    width2, height2 = width.clip(max=W2), height.clip(max=H2)\n    if forced_resolution is None:\n        width2[width < height] = (height2[width < height] * 3.01 / 4).clip(max=W2)\n        height2[width >= height] = (width2[width >= height] * 3.01 / 4).clip(max=H2)\n    else:\n        forced_H, forced_W = forced_resolution\n        width2[:] = forced_W\n        height2[:] = forced_H\n\n    half = (width2 - width) / 2\n    outcell[:, 0] -= half\n    outcell[:, 2] += half\n    half = (height2 - height) / 2\n    outcell[:, 1] -= half\n    outcell[:, 3] += half\n\n    # proj to integers\n    outcell = np.floor(outcell).astype(int)\n    # Take care of flooring errors\n    tmpw, tmph = _cell_size(outcell)\n    outcell[:, 0] += tmpw.astype(tmpw.dtype) - width2.astype(tmpw.dtype)\n    outcell[:, 1] += tmph.astype(tmpw.dtype) - height2.astype(tmpw.dtype)\n\n    # make sure 0 <= x < W2 and 0 <= y < H2\n    outcell[:, 0::2] -= outcell[:, [0]].clip(max=0)\n    outcell[:, 1::2] -= outcell[:, [1]].clip(max=0)\n    outcell[:, 0::2] -= outcell[:, [2]].clip(min=W2) - W2\n    outcell[:, 1::2] -= outcell[:, [3]].clip(min=H2) - H2\n\n    width, height = _cell_size(outcell)\n    assert np.all(width == width2.astype(width.dtype)) and np.all(\n        height == height2.astype(height.dtype)), \"Error, output is not of the expected shape.\"\n    assert np.all(width <= W2)\n    assert np.all(height <= H2)\n    return outcell\n\n\ndef _weight_pixels(cell, pix, assigned, gauss_var=2):\n    center = cell.reshape(-1, 2, 2).mean(axis=1)\n    width, height = _cell_size(cell)\n\n    # square distance between each cell center and each point\n    dist = (center[:, None] - pix[None]) / np.c_[width, height][:, None]\n    dist2 = np.square(dist).sum(axis=-1)\n\n    assert assigned.shape == dist2.shape\n    res = np.where(assigned, np.exp(-gauss_var * dist2), 0)\n    return res\n\n\ndef pos2d_in_rect(p1, cell1):\n    x, y = p1.T\n    l, t, r, b = cell1\n    assigned = (l <= x) & (x < r) & (t <= y) & (y < b)\n    return assigned\n\n\ndef _score_cell(cell1, H2, W2, p1, p2, min_corres=10, forced_resolution=None):\n    assert p1.shape == p2.shape\n\n    # compute keypoint assignment\n    assigned = pos2d_in_rect(p1, cell1[None].T)\n    assert assigned.shape == (len(cell1), len(p1))\n\n    # remove cells without correspondences\n    valid_cells = assigned.sum(axis=1) >= min_corres\n    cell1 = cell1[valid_cells]\n    assigned = assigned[valid_cells]\n    if not valid_cells.any():\n        return cell1, cell1, assigned\n\n    # fill-in the assigned points in both image\n    assigned_p1 = np.empty((len(cell1), len(p1), 2), dtype=np.float32)\n    assigned_p2 = np.empty((len(cell1), len(p2), 2), dtype=np.float32)\n    assigned_p1[:] = p1[None]\n    assigned_p2[:] = p2[None]\n    assigned_p1[~assigned] = np.nan\n    assigned_p2[~assigned] = np.nan\n\n    # find the median center and scale of assigned points in each cell\n    # cell_center1 = np.nanmean(assigned_p1, axis=1)\n    cell_center2 = np.nanmean(assigned_p2, axis=1)\n    im1_q25, im1_q75 = np.nanquantile(assigned_p1, (0.1, 0.9), axis=1)\n    im2_q25, im2_q75 = np.nanquantile(assigned_p2, (0.1, 0.9), axis=1)\n\n    robust_std1 = (im1_q75 - im1_q25).clip(20.)\n    robust_std2 = (im2_q75 - im2_q25).clip(20.)\n\n    cell_size1 = (cell1[:, 2:4] - cell1[:, 0:2])\n    cell_size2 = cell_size1 * robust_std2 / robust_std1\n    cell2 = np.c_[cell_center2 - cell_size2 / 2, cell_center2 + cell_size2 / 2]\n\n    # make sure cell bounds are valid\n    cell2 = _norm_windows(cell2, H2, W2, forced_resolution=forced_resolution)\n\n    # compute correspondence weights\n    corres_weights = _weight_pixels(cell1, p1, assigned) * _weight_pixels(cell2, p2, assigned)\n\n    # return a list of window pairs and assigned correspondences\n    return cell1, cell2, corres_weights\n\n\ndef greedy_selection(corres_weights, target=0.9):\n    # corres_weight = (n_cell_pair, n_corres) matrix.\n    # If corres_weight[c,p]>0, means that correspondence p is visible in cell pair p\n    assert 0 < target <= 1\n    corres_weights = corres_weights.copy()\n\n    total = corres_weights.max(axis=0).sum()\n    target *= total\n\n    # init = empty\n    res = []\n    cur = np.zeros(corres_weights.shape[1])  # current selection\n\n    while cur.sum() < target:\n        # pick the nex best cell pair\n        best = corres_weights.sum(axis=1).argmax()\n        res.append(best)\n\n        # update current\n        cur += corres_weights[best]\n        # print('appending', best, 'with score', corres_weights[best].sum(), '-->', cur.sum())\n\n        # remove from all other views\n        corres_weights = (corres_weights - corres_weights[best]).clip(min=0)\n\n    return res\n\n\ndef select_pairs_of_crops(img_q, img_b, pos2d_in_query, pos2d_in_ref, maxdim=512, overlap=.5, forced_resolution=None):\n    # prepare the overlapping cells\n    grid_q = _make_overlapping_grid(*img_q.shape[:2], maxdim, overlap)\n    grid_b = _make_overlapping_grid(*img_b.shape[:2], maxdim, overlap)\n\n    assert forced_resolution is None or len(forced_resolution) == 2\n    if isinstance(forced_resolution[0], int) or not len(forced_resolution[0]) == 2:\n        forced_resolution1 = forced_resolution2 = forced_resolution\n    else:\n        assert len(forced_resolution[1]) == 2\n        forced_resolution1 = forced_resolution[0]\n        forced_resolution2 = forced_resolution[1]\n\n    # Make sure crops respect constraints\n    grid_q = _norm_windows(grid_q.astype(float), *img_q.shape[:2], forced_resolution=forced_resolution1)\n    grid_b = _norm_windows(grid_b.astype(float), *img_b.shape[:2], forced_resolution=forced_resolution2)\n\n    # score cells\n    pairs_q = _score_cell(grid_q, *img_b.shape[:2], pos2d_in_query, pos2d_in_ref, forced_resolution=forced_resolution2)\n    pairs_b = _score_cell(grid_b, *img_q.shape[:2], pos2d_in_ref, pos2d_in_query, forced_resolution=forced_resolution1)\n    pairs_b = pairs_b[1], pairs_b[0], pairs_b[2]  # cellq, cellb, corres_weights\n\n    # greedy selection until all correspondences are generated\n    cell1, cell2, corres_weights = map(np.concatenate, zip(pairs_q, pairs_b))\n    if len(corres_weights) == 0:\n        return  # tolerated for empty generators\n    order = greedy_selection(corres_weights, target=0.9)\n\n    for i in order:\n        def pair_tag(qi, bi): return (str(qi) + crop_tag(cell1[i]), str(bi) + crop_tag(cell2[i]))\n        yield cell1[i], cell2[i], pair_tag\n"
  },
  {
    "path": "mast3r/utils/collate.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# Collate extensions\n# --------------------------------------------------------\n\nimport torch\nimport collections\nfrom torch.utils.data._utils.collate import default_collate_fn_map, default_collate_err_msg_format\nfrom typing import Callable, Dict, Optional, Tuple, Type, Union, List\n\n\ndef cat_collate_tensor_fn(batch, *, collate_fn_map):\n    return torch.cat(batch, dim=0)\n\n\ndef cat_collate_list_fn(batch, *, collate_fn_map: Optional[Dict[Union[Type, Tuple[Type, ...]], Callable]] = None):\n    return [item for bb in batch for item in bb]  # concatenate all lists\n\n\ncat_collate_fn_map = default_collate_fn_map.copy()\ncat_collate_fn_map[torch.Tensor] = cat_collate_tensor_fn\ncat_collate_fn_map[List] = cat_collate_list_fn\ncat_collate_fn_map[type(None)] = lambda _, **kw: None  # When some Nones, simply return a single None\n\n\ndef cat_collate(batch, *, collate_fn_map: Optional[Dict[Union[Type, Tuple[Type, ...]], Callable]] = None):\n    r\"\"\"Custom collate function that concatenates stuff instead of stacking them, and handles NoneTypes \"\"\"\n    elem = batch[0]\n    elem_type = type(elem)\n\n    if collate_fn_map is not None:\n        if elem_type in collate_fn_map:\n            return collate_fn_map[elem_type](batch, collate_fn_map=collate_fn_map)\n\n        for collate_type in collate_fn_map:\n            if isinstance(elem, collate_type):\n                return collate_fn_map[collate_type](batch, collate_fn_map=collate_fn_map)\n\n    if isinstance(elem, collections.abc.Mapping):\n        try:\n            return elem_type({key: cat_collate([d[key] for d in batch], collate_fn_map=collate_fn_map) for key in elem})\n        except TypeError:\n            # The mapping type may not support `__init__(iterable)`.\n            return {key: cat_collate([d[key] for d in batch], collate_fn_map=collate_fn_map) for key in elem}\n    elif isinstance(elem, tuple) and hasattr(elem, '_fields'):  # namedtuple\n        return elem_type(*(cat_collate(samples, collate_fn_map=collate_fn_map) for samples in zip(*batch)))\n    elif isinstance(elem, collections.abc.Sequence):\n        transposed = list(zip(*batch))  # It may be accessed twice, so we use a list.\n\n        if isinstance(elem, tuple):\n            # Backwards compatibility.\n            return [cat_collate(samples, collate_fn_map=collate_fn_map) for samples in transposed]\n        else:\n            try:\n                return elem_type([cat_collate(samples, collate_fn_map=collate_fn_map) for samples in transposed])\n            except TypeError:\n                # The sequence type may not support `__init__(iterable)` (e.g., `range`).\n                return [cat_collate(samples, collate_fn_map=collate_fn_map) for samples in transposed]\n\n    raise TypeError(default_collate_err_msg_format.format(elem_type))\n"
  },
  {
    "path": "mast3r/utils/misc.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# utilitary functions for MASt3R\n# --------------------------------------------------------\nimport os\nimport hashlib\n\n\ndef mkdir_for(f):\n    os.makedirs(os.path.dirname(f), exist_ok=True)\n    return f\n\n\ndef hash_md5(s):\n    return hashlib.md5(s.encode('utf-8')).hexdigest()\n"
  },
  {
    "path": "mast3r/utils/path_to_dust3r.py",
    "content": "# Copyright (C) 2024-present Naver Corporation. All rights reserved.\n# Licensed under CC BY-NC-SA 4.0 (non-commercial use only).\n#\n# --------------------------------------------------------\n# dust3r submodule import\n# --------------------------------------------------------\n\nimport sys\nimport os.path as path\nHERE_PATH = path.normpath(path.dirname(__file__))\nDUSt3R_REPO_PATH = path.normpath(path.join(HERE_PATH, '../../'))\nDUSt3R_LIB_PATH = path.join(DUSt3R_REPO_PATH, 'dust3r')\n# check the presence of models directory in repo to be sure its cloned\nif path.isdir(DUSt3R_LIB_PATH):\n    # workaround for sibling import\n    sys.path.insert(0, DUSt3R_REPO_PATH)\nelse:\n    raise ImportError(f\"dust3r is not initialized, could not find: {DUSt3R_LIB_PATH}.\\n \"\n                      \"Did you forget to run 'git submodule update --init --recursive' ?\")\n"
  },
  {
    "path": "requirements.txt",
    "content": "# torch and torchvision can use other versions\n# just to match your cuda version\ntorch==2.7.1+cu118\ntorchvision==0.22.1+cu118\nasmk==0.1.1\neinops==0.8.1\nfaiss==1.5.3\nh5py==3.14.0\nmatplotlib==3.10.5\nnumpy==2.3.2\nopen3d==0.19.0\nopencv_python==4.12.0.88\nOpenEXR==3.3.5\nPillow==11.3.0\npillow_heif==1.1.0\npycolmap==3.10.0 # version must be 3.10.0\nquaternion==3.5.2.post4\nscikit_learn==1.7.1\nscipy==1.16.1\nsetuptools==78.1.1\ntqdm==4.66.4\ntrimesh==4.7.4\nkornia==0.8.1\ngradio==5.44.1\nalbumentations\n"
  }
]