[
{
"path": ".github/CONTRIBUTING.md",
"content": "# Contributing\n\n**Welcome to deepTools GitHub repository! Please check the following instructions\nfor contributing to the repository :**\n\n## Adding features or fixing bugs\n\n* Fork the repo\n* Check out a feature or bug branch the you want to work on (for adding new\n features, use the develop branch)\n* Add your changes\n* Update README when needed\n* Submit a pull request to upstream repo\n* Add description of your changes\n* Ensure tests are passing\n* Ensure branch is mergable\n\n## Testing\n\n* Please make sure that github actions are passing\n"
},
{
"path": ".github/ISSUE_TEMPLATE.md",
"content": "\n**Welcome to deepTools GitHub repository! Before opening the issue please check\nthat the following requirements are met :**\n\n - [ ] Search whether this issue (or a similar issue) has been solved before\n using the search tab above. Link the previous issue if appropriate below.\n\n - [ ] Paste your deepTools version (`deeptools --version`) and your python\n version (`python --version`) below.\n\n - [ ] Paste the full deepTools command that produces the issue below\n (ignore if you simply spotted the issue in the code/documentation).\n\n - [ ] Paste the output printed on screen from the command that produces the issue\n below (ignore if you simply spotted the issue in the code/documentation).\n"
},
{
"path": ".github/PULL_REQUEST_TEMPLATE.md",
"content": "\n**Welcome to deepTools GitHub repository! Please check the following regarding\nyour pull request :**\n\n - [ ] Does the PR contain new feature?\n - [ ] Does the PR contain bugfix?\n - [ ] Does the PR contain documentation changes?\n - [ ] Does the PR contain changes to the galaxy wrapper?\n"
},
{
"path": ".github/workflows/planemo.yml",
"content": "name: Planemo\non: [push, pull_request]\n\nenv:\n GALAXY_BRANCH: release_24.1\n\ndefaults:\n run:\n shell: bash -l {0}\n\njobs:\n planemo_test:\n name: Planemo test\n runs-on: ubuntu-latest\n strategy:\n matrix:\n chunk: [1, 2, 3]\n steps:\n - uses: actions/checkout@v4\n - uses: conda-incubator/setup-miniconda@v3\n with:\n miniconda-version: \"latest\"\n auto-activate-base: true\n python-version: \"3.12\"\n - name: get samtools\n run: |\n conda install -c conda-forge -c bioconda samtools\n - name: pip install\n run: |\n pip install .[actions]\n - name: planemo\n run: |\n ./.planemo.sh ${{ matrix.chunk }} ${{ env.GALAXY_BRANCH }}\n - uses: actions/upload-artifact@v4\n with:\n name: 'Tool test output ${{ matrix.chunk }}'\n path: upload\n planemo_combine_outputs:\n name: Combine chunked test results\n needs: planemo_test\n runs-on: ubuntu-latest\n steps:\n - uses: actions/download-artifact@v4\n with:\n path: artifacts\n - name: Combine outputs\n uses: galaxyproject/planemo-ci-action@v1\n id: combine\n with:\n mode: combine\n html-report: true\n - uses: actions/upload-artifact@v4\n with:\n name: 'All tool test results'\n path: upload\n - name: Check outputs\n uses: galaxyproject/planemo-ci-action@v1\n id: check\n with:\n mode: check"
},
{
"path": ".github/workflows/pypi.yml",
"content": "name: pypi\n\non:\n create:\n tags:\n - '*'\n\ndefaults:\n run:\n shell: bash -l {0}\n\njobs:\n pypi:\n if: ${{ startsWith(github.ref, 'refs/tags/') }}\n name: upload to pypi\n runs-on: ubuntu-latest\n steps:\n - uses: actions/checkout@v4\n - uses: actions/setup-python@v5\n with:\n python-version: '3.12'\n cache: 'pip'\n - name: build\n run: |\n pip install .[actions]\n rm -f dist/*\n python -m build\n - name: upload\n env:\n TWINE_USERNAME: \"__token__\"\n TWINE_PASSWORD: ${{ secrets.pypi_password }}\n run: |\n twine upload dist/*\n"
},
{
"path": ".github/workflows/test.yml",
"content": "name: Test\non: [push, pull_request]\n\ndefaults:\n run:\n shell: bash -l {0}\n\njobs:\n check_versions_matches:\n name: Check deeptools version matches galaxy tools\n runs-on: ubuntu-latest\n if: github.base_ref == 'master'\n steps:\n - uses: actions/checkout@v4\n - name: Check path\n run: find /home/runner/work/deepTools/deepTools -name \"pyproject.toml\"\n - name: Get Version of Deeptools\n run: echo \"deeptools_version=$(grep \"version\" /home/runner/work/deepTools/deepTools/pyproject.toml | awk '{print substr($NF, 2, length($NF) - 2)}')\" >> $GITHUB_ENV\n - name: Get Version of Galaxy tools\n run: echo \"galaxy_deeptools_version=$(grep \"token.*TOOL_VERSION\" /home/runner/work/deepTools/deepTools/galaxy/wrapper/deepTools_macros.xml | awk -F '>|<' '{print $3}')\" >> $GITHUB_ENV\n - name: Versions\n run: | \n echo deeptools version=${deeptools_version}\n echo deeptools version in galaxy=${galaxy_deeptools_version}\n - name: Fail PR if versions not matching\n run: |\n if [ -z $galaxy_deeptools_version ]; then\n echo \"galaxy_deeptools_version not defined change the github action\"\n exit 1\n fi\n if [ -z $deeptools_version ]; then\n echo \"deeptools_version not defined change the github action\"\n exit 1\n fi\n if [ \"$galaxy_deeptools_version\" != \"$deeptools_version\" ]; then\n echo \"versions do not match\"\n exit 1\n fi\n build-linux:\n name: Test on Linux\n runs-on: ubuntu-latest\n steps:\n - uses: actions/checkout@v4\n - uses: actions/setup-python@v5\n with:\n python-version: '3.12'\n cache: 'pip'\n - name: pip install\n run: |\n pip install .[actions]\n - name: PEP8\n run: |\n micromamba activate test_and_build\n flake8 . --exclude=.venv,.build,build --ignore=E501,F403,E402,F999,F405,E722,W504,W605\n - name: Test deepTools\n run: |\n pytest -v\n - name: make an artifact\n run: |\n rm -f dist/*\n python -m build\n - uses: actions/upload-artifact@v4\n with:\n name: \"distfiles\"\n path: \"dist\"\n test-wheels:\n name: test wheel\n runs-on: ubuntu-latest\n needs: build-linux\n strategy:\n matrix:\n python-version: ['3.9','3.10', '3.11', '3.12']\n steps:\n - uses: actions/checkout@v4\n - uses: actions/download-artifact@v4\n with:\n name: \"distfiles\"\n path: ~/dist/\n - uses: actions/setup-python@v5\n with:\n python-version: ${{ matrix.python-version }}\n cache: 'pip'\n - name: install wheel\n run: |\n pip install ~/dist/*whl\n deeptools -h\n - name: pytest\n run: |\n pip install pytest\n pytest -v\n build-osx:\n name: Test on OSX\n runs-on: macOS-latest\n steps:\n - uses: actions/checkout@v4\n - uses: actions/setup-python@v5\n with:\n python-version: '3.12'\n cache: 'pip'\n - name: pip install\n run: |\n pip install .[actions]\n - name: Test deepTools\n run: |\n pytest -v\n"
},
{
"path": ".gitignore",
"content": "*.tar.gz\n*.py[cod]\n\n# C extensions\n*.so\n\n# Packages\n*.egg\n*.egg-info\ndist\nbuild\neggs\nparts\nvar\nsdist\ndevelop-eggs\n.installed.cfg\nlib\nlib64\n__pycache__\n\n# Installer logs\npip-log.txt\n\n# Unit test / coverage reports\n.coverage\n.tox\nnosetests.xml\n\n# Translations\n*.mo\n\n# Mr Developer\n.mr.developer.cfg\n.project\n.pydevproject\n\n# sphinx build folder\n_build\n_modules\n_sources\n\n\n# Ignore all emacs backup files\n*~\n\n#ignore pycharm\n.idea\n\n#os X\n.DS_Store\n._.DS_Store\n\n# Planemo\ntool_test*"
},
{
"path": ".planemo.sh",
"content": "#!/bin/bash\n# Some versions of planemo don't handle symlinks\nunlink galaxy/wrapper/test-data/test.bw\ncp deeptools/test/test_heatmapper/test.bw galaxy/wrapper/test-data/test.bw\n\nif [[ $1 == \"1\" ]] ; then\n wrappers=\"galaxy/wrapper/alignmentSieve.xml \\\n galaxy/wrapper/bamCompare.xml \\\n galaxy/wrapper/bamCoverage.xml \\\n galaxy/wrapper/bamPEFragmentSize.xml \\\n galaxy/wrapper/bigwigCompare.xml \\\n galaxy/wrapper/bigwigAverage.xml \\\n galaxy/wrapper/computeGCBias.xml\"\nelif [[ $1 == \"2\" ]] ; then\n wrappers=\"galaxy/wrapper/computeMatrix.xml \\\n galaxy/wrapper/computeMatrixOperations.xml \\\n galaxy/wrapper/correctGCBias.xml \\\n galaxy/wrapper/estimateReadFiltering.xml \\\n galaxy/wrapper/multiBamSummary.xml \\\n galaxy/wrapper/multiBigwigSummary.xml\"\nelse\n wrappers=\"galaxy/wrapper/plotCorrelation.xml \\\n galaxy/wrapper/plotCoverage.xml \\\n galaxy/wrapper/plotEnrichment.xml \\\n galaxy/wrapper/plotFingerprint.xml \\\n galaxy/wrapper/plotHeatmap.xml \\\n galaxy/wrapper/plotPCA.xml \\\n galaxy/wrapper/plotProfiler.xml\"\nfi\n\nplanemo --version\nplanemo lint ${wrappers}\nplanemo test --no_dependency_resolution --galaxy_branch $2 --install_galaxy ${wrappers} 2>&1\nmkdir upload\nmv tool_test_output* upload/\n"
},
{
"path": ".readthedocs.yaml",
"content": "version: 2\n\nbuild:\n os: ubuntu-22.04\n tools:\n python: \"3.12\"\n\nsphinx:\n configuration: docs/conf.py\n\npython:\n install:\n - method: pip\n path: .\n - requirements: docs/requirements.txt\n"
},
{
"path": "CHANGES.txt",
"content": "3.5.5\n* drop support for python 3.7\n* doc fixes (argparse properly displayed, minor changes in installation instructions)\n* deepblue support stops\n* initiate deprecation of tight_layout in plotheatmap, in favor of constrained_layout. Minor changes in paddings, etc can occur (but for the better).\n* documentation changes to improve ESS tab, table constraints have been lifted & sphinx_rtd_theme to v2.0.0\n* upload artifact in gh test runner pinned to 3\n* Try to get the number of processors from sched_getaffinity, to avoid using to many in job submissions for example. #1199\n* Fix typo in estimateScaleFactor that fixes broken argparsing. #1286\n\n3.5.4\n* error handling and cases for bwAverage with >2 samples\n* Tick.label deprecation for mpl 3.8\n* minimal mpl version is 3.5\n* cicd update for pypi push\n\n3.5.3\n* requirement cap for matplotlib lifted (changes in plotting can occur)\n* nose has been deprecated in favor of pytests\n* pytests run with python 3.7 - 3.11\n* toml file for installation, requirements, versioning and executables\n* planemo tests updated to galaxy 23.1\n* custom github action runner deprecated\n* deprecation of np types for builtin types\n* stricter label checks and validator in galaxy\n\n3.5.2\n* new subcommand: Bigwig average #1169\n* dendogram of plotCorrelation now matches each cell correctly\n* Fix label options\n* add pool\n* several other bugs fixed: #1159, #1185, #1172, #1181, #1183\n* Fix galaxy tests, separate planemo and update pypi push only on tag releases\n* upload artifact\n* allow 1 or 2 lines diff for bowtie2 program\n* change github action to get artifacts\n* fix plotPCA\n* try to fix old samtools installed\n* add forgotten channels\n* default chunklength increased for alignmentSieve\n* chunklength in alignmentSieve is a CLI argument now\n* suppress lack of index warnings from pysam\n* fixedStep in bedGraph output to avoid merging bins with equal values\n\n3.5.1\n* cmp usage is updated to fit the recent mpl updates.\n* The requirements.txt is updated.\n* \"NA\" occurences in plotFingerprint.py have been replaced by numpy.NAN (PR #1002)\n* computeMatrixOperations.xml is fixed (brought up in #1003)\n* plotly error is fixed. (issue #1013)\n* relase version is updated in planemo.sh\n* fixed galaxy tests\n* A bug is taken care of in computeMatrixOperations.py / dataRange\n* in plotProfile.py legen location is changed from auto to best (issue #1042)\n\n3.5.0\n\n * Fixed a small issue in computeGCBias (issue #969)\n * Added dataRange to computeMatricOperation to return min,max,median and 10th and 90th percentile.\n * Fixed a small typo in bamCompare. (issue #966)\n * Save the output matrix of the plotheatmap in a format to be compatible with running plotheatmap on it again.(issue #953)\n * Different colors can now be set by user for plotProfile --plotType heatmap (issue #956)\n * Added the `auto` option to the zMin and zMax of plotHeatmap. (issue #908)\n * Added `--sortUsingSamples` and `--clusterUsingSamples` to the plotHeatmap galaxy wrapper. (issue #976)\n\n3.4.3\n\n * Changed iteritems() in estimateEscaleFactor to its python3 compatible items().\n * Added the missing argument (--clusterUsingSamples) to plotProfile.\n\n3.4.2\n\n * Programmed around a bug in matplotlib that prevented the plotCorrelation scatter plot from working. See https://bioinformatics.stackexchange.com/questions/12830/plot-correlation-between-several-bam-files/12831\n\n3.4.1\n\n * Prevented temporary bedGraph files from being written to (possibly small) shared-memory drives even when TMPDIR is set to somewhere else. Now shared memory is only used if requested by setting TMPDIR (or other appropriate environment variables) to `/dev/shm`.\n * Fixed a bug in bamPEFragmentSize that caused incompatibility with newer matplotlib releases. (issue #928)\n\n3.4.0\n\n * Fixed a bug in one of the Galaxy wrappers.\n * Added the `--lineAtTickMarks` option to `plotHeatmap` so that there are dashed vertical lines for each tick mark in the plot. (issue #924)\n\n3.3.2\n\n * Fixed --yAxisLabel in plotProfile (issue #889)\n * Fixed a small X-axis tick offset issue. This caused the location of tick marks in profile plots to be shifted to the left by 0.5 to 1 bin. This was generally not notable, only really appearing when very few bins (e.g., 4) were used. The issue was mostly that the end tick would appear after the end of the plot, since its coordinate was the end of the bin. (issue #888)\n * multiBamSummary and multiBigwigSummary no longer exclude small bins at the end of genomic chunks. multiBamSummary now has a `--genomicChunkSize` option in case users need to control the size of the genome used for multiprocessing for consistency. (issue #887)\n * Added 4 new colormaps, which were copied from the seaborn project (issue #879). These are: rocket, mako, vlag, and icefire.\n * Fixed an issue in the Galaxy wrapper of plotCorrelation where the X and Y.\n * Fixed an issue with the `--Offset` option, where a single negative value wouldn't include only a single position, but rather that base through the end of the read. (stems from issue #902)\n * Clustered output from plotHeatmap and plotProfile now allow computing the silhouette score of each row. This is printed in the returned BED file as the last column.\n\n3.3.1\n\n * Fixed `--plotNumbers` not working in `plotCorrelation`. This was issue #838.\n * Fixed compatibility with matplotlib 3 and restrict to at least that version.\n * The Y-axis labels should once again appear in both plotHeatmap and plotProfile (issue #844). This was related to the previous point.\n * Testing is no longer performed with python 2.7, which will reach end of life in a couple months.\n * Various documentation updates (issues #868, #867 and #851).\n * Increased support for BED files with track header lines (issue #866).\n\n3.3.0\n\n * `plotCoverage` now has a `--BED` option, to restrict plots and output to apply to a specific set of regions given by a BED or GTF file or files (issue #829).\n * `plotCoverage` now has a `--DepthSummary` option, which produces a summary similar to GATK's DepthOfCoverage (issue #828).\n * `plotCoverage` is now able to compute coverage metrics for arbitrary coverage thresholds using multiples of the `-ct` option (e.g., `-ct 0 -ct 10 -ct 20 -ct 30`).\n\n3.2.1\n\n * Changed a bug in `estimateReadFiltering` where the estimated number of filtered reads was typically too low.\n * Made an internal change that should drastically reduce the memory requirements of many tools. This slightly increases run time, but as the resulting resource usage is much more attractive this is judged worthwhile.\n * An informative error message is now produced with `bamCoverage` if RPGC normalization is requested but no effective genome size is provided (issue #815).\n * Fixes some issues with y-axis scaling (issue #822)\n\n3.2.0\n\n * Added access in the Galaxy wrapper to the `--labels` option in most tools (issue #738)\n * Added the `std` plot type to plotProfile in Galaxy (issue #782)\n * `bamCompare` now has a `--skipZeroOverZero` option to allow skipping bins where both input files lack coverage (issue #785)\n * `bamCompare` and `bigwigCompare` can now take two pseudocounts, in case you want a different value for the numerator and the denominator (issue #784)\n * `multiBamSummary` now has a `--scaleFactors` option, which computes scale factors in the same manner as DESeq2 to a file. Note that the produced scaling factors are meant to be used with `bamCoverage`. If you want to use them directly in DESeq2 (or a similar package) you will need to invert them (take 1/scale factor). (issue #800)\n * Fixed an issue with large numbers of samples and small genome sizes sometimes causing nothing to be processed. (issue #801)\n\n3.1.3\n\n * Added the `--legendLocation` option in the Galaxy wrappers for plotProfile and plotHeatmap\n * More thoroughly checked that output files can be written (issue #764).\n * `bamCompare` and `bigwigCompare` can now take two pseudocounts, in case you want a different value for the numerator and the denominator (issue #784)\n\n3.1.2\n\n * Added a `--markers` option to `plotPCA`, courtesy of @sklasfeld.\n * `computeMatrixOperations rbind` now properly supports multiple region groups (issue #742)\n * Fixed the usage of `--xRange` and `--yRange` with `plotCorrelation` (issue #709)\n\n3.1.1\n\n * Fixed the `--outFileNameData` option in `plotProfile` when `computeMatrix reference-point --referencePoint center` was used. This caused an error previously. (issue #727)\n * RPGC normalization and the `--scaleFactor` option in `bamCoverage` are no longer mutually exclusive.\n * Increased the default plot width in plotPCA (issue #738)\n\n3.1.0\n\n * The `--centerReads` option in `bamCoverage` is now compatible with `--Offset` (previously `--centerReads` was silently ignored if `--Offset` was specified). (issue #693)\n * `bamCoverage` and `bamCompare` now have an `--exactScaling` option. Instead of using a random sample of alignment to compute the scaling factor, this causes all reads in the file to be used. This is significantly slower, but helpful in situations where reads that should be excluded clump together on the genome (i.e., when sampling based on location is likely to be inaccurate).\n * `plotCorrelation --whatToPlot scatterplot` now has `--xRange` and `--yRange` options rather than just `--maxRange`. (issue #709)\n * `computeMatrixOperations` can now be used to change sample and group names.\n * `computeMatrixOperations` can now filter rows by minimum and/or maximum value.\n * `--maxThreshold` and `--minThreshold` are now more consistently honoured. (#702)\n * Fixed region handling when using files on deepBlue (#700)\n * Using `--normalizeUsing RPGC` with `bamCompare` will now result in a fatal error, rather than a simple warning and the settings being changed under the hood. (#718)\n * Related to the last point, setting `--normalizeUsing` to anything other than `None` will result in an error unless `--scaleFactorsMethod None` is also used. This is to prevent people from accidentally getting unintended normalization.\n * bamPEFragmentSize no longer exploids its memory use with multiple large BAM/CRAM files (#720). Many other tools will also benefit from this change.\n\n3.0.2\n\n * Fixed an issue regarding under sampling alignments in some cases with computing scaling factors. This was issue #690. The resolution isn't perfect, it's hard to know how many reads really need to be sampled for things like RNA-seq.\n * `computeMatrix` now has a `--verbose` option. Setting this will drastically increase the verbosity of the messages sent to the screen. Only do this for debugging. `--quiet` will disable this completely (as well as all other messages printed to screen).\n * Fixed handling of `--sortUsing region_length` in `plotHeatmap`. This now works properly for `--referencePoint center` and `--referencePoint TES`, where in the latter case the dashed line is drawn at the region start. The documentation has been updated to mention this. (issue #671)\n * The reference point label specified by `computeMatrix reference-point` is now respected by plotHeatmap and plotProfile. So if you used `computeMatrix reference-point --referencePointLabel center` then 'center' will now appear as the tick label in your heatmaps and profiles automatically. (issues #606 and #683)\n * Enabled using regions with a `.` in the chromosome name in the Galaxy wrappers (issue #692)\n\n3.0.1\n\n * Fixed the `--perGroup` option in plotProfile and plotHeatmap when multiple groups were being used. In version 3.0.0, this would typically cause an error and deepTools to crash. (issue #673)\n * Fixed a few issues with the Galaxy wrappers. Thanks to Ralf Gilsbach, Claudia Keller, and @bgruening (e.g., issue #678)\n\n3.0.0\n\n * plotCorrelation` now has `--log1p` and `--maxRange` options if a scatter plot is produced. `--log1p` plots the natural log of the values (plus 1). `--maxRange` sets the maximum X and Y axis ranges. If they would normally be below this value then they are left unchanged. (issue #536)\n * The PCA plot now includes \"% of var. explained\" in the top axis labels. (issue #547)\n * `plotProfile` and `plotHeatmap` now have a `--labelRotation` option that can rotate the X-axis labels. This is one of the more common requests for customization. For further customization, please modify your .matplotlibrc file or save as a PDF and modify further in Illustrator or a similar program. (issue #537)\n * The `--ignoreDuplicates` algorithm has been updated to better handle paired-end reads. (issue #524)\n * Added the `estimateReadFiltering` tool to estimate how many reads would be filtered from a BAM file or files if a variety of desired filtering criterion are applied (issue #518).\n * Rewrote the bigWig creation functions so there are no longer steps involving creating a single large bedGraph and then sorting it. That was a hold-over from previous versions that used UCSC tools. This was issue #546. This also means that there are no longer any required external programs (previously, only `sort` was required).\n * `plotPCA` can now be run on the transposed matrix, as is typically done with RNAseq data (e.g., with deepTools). Further, matplotlib is now no longer used for computing the PCA, but rather an SVD is performed and the results directly used. The options `--transpose` and `--ntop` were also added. The former computes the PCA of the transposed matrix and the latter specifies how many of the most variable rows in the matrix to use. By default, the 1000 most variable features are used. In the (now optional) plot, the `--PCs` option can now be used to specify which principal components to plot. Finally, the unbiased standard deviation is used in the out, as is done by `prcomp()` in R. This was issue #496.\n * Symbol colors for `plotPCA` can now be specified. (issue #560)\n * `plotFingerprint` always returns the synthetic JSD, even if no `--JSDsample` is specified. (issue #564)\n * `plotEnrichment` will only read in annotation files a single time rather than in each thread. This prevents terrible performance when using many tens of millions of BED/GTF regions at the expense of a slight memory increase. (issue #530)\n * Fixed a small bug generally affecting `plotFingerprint` where BAM files without an index were processed as bigWig files, resulting in a confusing error message (issue #574). Thanks to Sitanshu Gakkhar for poiting this out!\n * `bamPEFragmentSize` now has `--table` and `--outRawFragmentLengths` options. The former option will output the read/fragment metrics to a file in tabular format (in addition to the previous information written to the screen). The latter option will write the raw read/fragment counts to a tsv file. The format of the file is a line with \"#bamPEFragmentSize\", followed by a header line of \"Size\\tOccurences\\tSample\", which should facilitate processing in things like R. (issue #572)\n * `bamPEFragmentSize` will now plot the read length distribution for single-end BAM files. Note that if you mix single and paired-end files that the resulting plots may be difficult to interpret.\n * The various plot commands do not actually have to plot anything, instead they can optionally only print their raw metrics or other text output. This is mostly useful with large numbers of input files, since the resulting plots can become quickly crowded. (issue #5719\n * Expanded the metrics output by `bamPEFragmentSize` such that it now fully replaces Picard CollectInsertSizeMetrics (issue #577).\n * \"plotly\" is now available as an output image format for all tools. Note that this is not really an image format, but rather an interactive webpage that you can open in your browser. The resulting webpages can be VERY large (especially for `plotHeatmap`), so please keep that in mind. Further, plotly does not currently have the capabilities to support all of deepTools' features, so note that some options will be ignored. For privacy reasons, all plotly files are saved locally and not uploaded to the public plot.ly site. You can click on the \"Export to plot.ly\" link on the bottom right of plotly output if you would like to modify the resulting files.\n * `bamCoverage` no longer prints `normalization: depth` be default, but rather a more accurate message indicating that the scaling is performed according to the percentage of alignments kept after filtering. This was originally added in #366 (issue #590).\n * The output of `plotFingerprint --outRawCounts` now has a header line to facilitate identification by MultiQC.\n * `plotPCA` now has a `--log2` option, which log2 transforms the data before computing the PCA. Note that 0.01 is added to all values to 0 doesn't become -infinity.\n * `computeGCBias` no longer requires a fragment length for paired-end datasets. This was apparently always meant to be the case anyway. (issue #595)\n * `computeMatrixOperations sort` can now properly perform filtering of individual regions, as was originally intended (issue #594)\n * `plotCoverage --outRawCounts` now has another line it its header, which is meant to aid MultiQC.\n * There is no longer a configuration file. The default number of threads for all tools is 1. See issue #613.\n * `bamCoverage` and `bamCompare` have rewritten normalization functions. They have both added CPM and BPM normalization and, importantly, filtering is now done **before** computing scaling factors. A few of the options associated with this (e.g., `--normalizeUsingRPKM`) have been replaced with the `--normalizeUsing` option. This behavior represents a break from that seen in earlier versions but should be easier to follow and more in line with what users expect is happening. The syntax for normalization has been reworked multiple times (see #629).\n * Fixed issue #631\n * `computeMatrix` now repeats labels for each column in a plot. This is convenient if you later want to merge reference-point and scale-regions runs and still have correct tick marks and labels in plotHeatmap/plotProfile (issue #614). Note that the output of computeMatrix and computeMatrixOperations can not be used with older versions of deepTools (but output from previous versions can still be used).\n * `plotHeatmap --sortRegions` now has a `keep` option. This is identical to `--sortRegions no`, but may be clearer (issue #621)\n * `plotPCA --outFileNameData` and `plotCorrelation --outFileCorMatrix` now produce files with a single comment line (i.e., '#plotPCA --outFileNameData' and '#plotCorrelation --outFileCorMatrix'). These can then be more easily parsed by programs like MultiQC.\n * All functions that accept file labels (e.g., via a `--samplesLabel` option) now also have a `--smartLabels` option. This will result in labels comprised of the file name, after stripping any path and the file extension. (issue #627)\n * The `-o` option can now be universally used to indicate the file to save a tool's primary output. Previously, some tools use `-o`, some used `-out` and still others used things like `-hist` or `-freq`. This caused annoyance due to having to always remember the appropriate switch. Hopefully standardizing to `-o` will alleviate this. (issue #640)\n * Using a --blackListFileName with overlapping regions will typically now cause the various deepTools programs to stop. This is to ensure that resulting scale factors are correct (issue #649)\n * `bamCoverage` is a bit more efficient with small BAM files now due to underlying algorithmic changes. Relatedely, bamCoverage will skip some unnecessary estimation steps if you are not filtering reads, further speeding processing a bit. (issue #662)\n * Added support for CRAM files. This requires pysam > 0.13.0 (issue #619).\n\n2.5.7\n\n * Fixed a small bug that caused computation to stop. This was related to a change made for release 2.5.5.\n\n2.5.6\n\n * Fixed a bug where deepTools in python3 can't handle npz file labels created under python 2.\n\n2.5.5\n\n * Updated blacklist handling such that an error is thrown on overlapping regions.\n\n2.5.4\n\n * Fixed issue #612, which only occurs when unaligned reads have a position assigned to them.\n * Ticks in the profile plot at the top of the output of `plotHeatmap` should now always line up properly. (issue #616)\n\n2.5.3\n\n * Fixed a bug in `plotEnrichment`, the `--keepExons` option with a BED12 file would cause an error. (issue #559)\n * `bamCoverage` now doesn't cause and error to be thrown by `sort` in there are \"/spaces in quoted path/\". (issue #558)\n\n2.5.2\n\n * Fixed a bug in `bamCoverage` that can cause crashes when python3 is used.\n * Fixed a bug in the multiBigwigSummary Galaxy wrapper.\n * A more reasonable exit code (not 0) is now returned if there's a mismatch in the label and file number.\n * `plotFingerprint` no longer tries to use illegal line designators (issue #538)\n * Various documentation fixes\n\n2.5.1\n\n * Added universal new line support to deeptoolsintervals (issue #506).\n * Fixed a few issues with correctGCBias under python 3.5 (thanks to @drakeeee)\n * Setting `--minThreshold 0.0` or `--maxThreshold 0.0` now works properly. Previously, setting either of these to 0 was ignored. (issue #516)\n * You can now specify the plot width and height in `plotPCA` and `plotCorrelation` (heatmap only) with the `--plotWidth` and `--plotHeight` parameters. (issue #507)\n * plotCoverage no longer clips the top off of plots. Further, you can now set the plot width and height with `--plotWidth` and `--plotHeight`. (issue #508)\n * In bamCoverage, specifying `--filterRNAstrand` no longer results in `--extendReads` being ignored. (issue #520)\n * `plotFingerprint` and `plotEnrichment` no longer require producing a plot, which is useful if you only need QC metrics and are using a LOT of samples (such that matplotlib would crash anyway). This hasn't been implemented in Galaxy, but can if people would like it. (issues #519 and #526)\n * `computeMatrix` now accepts a `--samplesLabel` option, which is useful in those cases when you aren't immediately running `plotHeatmap` and don't have terribly descriptive file names (issue #523)\n * If you use `plotFingerprint` with the `--JSDsample` option and forget to list that file under `--bamfiles` it will be added automatically and the file name added to the labels if needed (issue #527)\n * Various Galaxy wrapper fixes\n\n2.5.0\n\n * Fix a bug where using regions with the same name in multiple BED files in computeMatrix caused downstream problems in plotHeatmap/plotProfile (issue #477).\n * If computeMatrix/plotHeatmap/plotProfile is asked to sort the output matrix, it now does so by ignoring NaN values. Previously, any row with an NaN was placed at the top of the output (issue #447).\n * Fixed issue #471\n * Various Galaxy wrapper fixes\n * There is now a `--rowCenter` option in `plotPCA`, which can be used to make each row of the matrix used in the PCA to have a mean of 0. This can be useful in cases where there's extreme region-based depth variation that is shared between all samples. This was issue #477.\n * The --Offset option is now available in `plotEnrichment`. This was issue #481.\n * The maximum coverage allowed while calculating the Jensen-Shannon distance in `plotFingerprint` has been increased to 2 million and an informational message containing the number of bins above this value is printed to the standard output.\n * `bamCoverage` now respects the `--scaleFactor` argument even if not other normalization is performed (issue #482).\n * The `--minFragmentLength` and `--maxFragmentLength` options now respect single-end reads. For SE reads, these parameters refer to the number of aligned bases (i.e., splicing is ignored). This was issue #489.\n * `--yMin` and `--yMax` can now be lists of values in `plotHeatmap`. This was issue #487. Note that the plots are not perfectly aligned if you do this.\n\n2.4.3\n\n * Fixed incorrect label ordering in the `plotCorrelation` command with the `--outFileCorMatrix` options.\n * Fixed bug #491, which involved python 3 and bamCoverage.\n\n2.4.2\n\n * Fixed an issue where `computeMatrix reference-point --referencePoint center` would break if 1-base regions were used. This was bug #456.\n * `plotCorrelation` with `--outFileCorMatrix` now works with `--labels` again (thanks to @sklasfeld for supplying the patch).\n * `bigwigCompare` and `bamCompare` can now return the average (mean) of two input files (issue #467).\n\n2.4.1\n\n * Setting --zMin to the same value as --zMax, whether intentionally or because the --zMax value computed by deepTools happens to be now larger than the desired value, will result in the maximum value in the dataset being used (internally, --zMax gets set to None).\n * Scale factor is now set to 1 in bamCoverage if no normalization is used. The fact that this wasn't being done previously was a bug.\n * Fixed a bug (#451) affecting BED files with a `deepTools_group` column that caused a problem with `--sortRegions keep` in computeMatrix.\n * Fixed a bug where some matrices produced with `computeMatrixOperations cbind` would result in the right-most samples sometimes getting squished due to having ticks outside of their graph bounds. Ticks are now scaled if they don't match the data range (issue #452).\n * In plotFingerprint, the number of reads per-bin are no longer used. Instead, the sum of the per-base coverage (or signal if bigWig input is used) is used. This leads to more similar metrics produced by us and others regarding things like Jensen-Shannon metrics. For those just interested in the plots, there's little effective change here.\n\n2.4.0\n\n * The --Offset option to bamCoverage can now take two values, which can be used to specify a range within each alignment of bases to use. As an example, `--Offset 5 -1` will use ignore the first 4 bases of an alignment (accounting for orientation) and use only the 5th through last base. This can be useful for things like ATACseq (see #370).\n * Read extension can now be used in conjunction with --Offset in bamCoverage.\n * plotFingerprint can now output quality metrics, including the Jensen-Shannon distance if a reference sample is specified (see #328). Additionally, various statistics from CHANCE can be produced.\n * Switched from using the 'twobitreader' python module to our new custom 'py2bit' module for accessing 2bit files. This fixes the performance regression seen in computeGCBias starting in version 2.3.0 (#383).\n * `bigwigCompare`, `computeMatrix`, and `multiBigwigSummary` can read signal files hosted on [deepBlue](http://deepblue.mpi-inf.mpg.de/).\n * Fixed a minor bug in `deeptools`, where the `--version` option was ignored (see #404).\n * Text in SVG and PDF files is now actual text and not a path (see #403).\n * The `--maxFragmentLength` option in bamCoverage now alters the `maxPairedFragmentLength` that is otherwise hard-coded (see #410).\n * Added the `computeMatrixOperations` tools, which can be used to sort/reorder/subset/filter/combine the output of `computeMatrix`.\n * `computeMatrix --sortRegions` has a new `keep` option, which is the default. This mimics the behavior in deepTools prior to 2.3.0 where the output order matched the input order. This is, of course, a bit slower, so if the order doesn't matter then use `no`.\n * Fixed issue #435, where `plotHeatmap --sortRegions region_length` would crash with an error.\n * Output bedGraph files are now sorted (#439).\n * Values stored in bedGraph files (and therefore placed into bigWig files) now use python's \"general\" format with 6 digits of precision. This tends to produce slightly larger files, but with less loss for values near 0 (see #438).\n * Corrected how computeGCBias determines the lambda parameter, which should only really affect very atypical experiments (i.e., correctGCBias would have crashed is this greatly affected you).\n\n2.3.6\n\n * multiBamSummary will now not automatically append .npz to the output file name if it's not present. This was bug #436\n * Fixed a bug with plotHeatmap where --yMin and --yMax didn't work\n\n2.3.5\n\n * Various Galaxy wrapper fixes (e.g., issue #415 and #417)\n * Fixed issue #413, wherein the --nanAfterEnd option sometimes causes computeMatrix to throw an error.\n * Fixed issue #416, wherein --outRawCounts in multiBamSummary and multiBigwigSummary would cause an error if python3 was being used.\n\n2.3.4\n\n * Fixed bug #405, which dealt with the SES normalization in bamCompare (it was producing an error and terminating the program).\n * Fixed bug #407, which dealt with multiBamSummary or multiBigwigSummary bins and saving the raw data. This was causing an error and the program to terminate.\n\n2.3.3\n\n * Fixed a bug wherein proper pairs where being incorrectly called improper pairs, thereby causing slightly incorrect read extension.\n\n2.3.2\n\n * The deeptoolsinterval module was modified to speed up plotEnrichment, which was taking forever to finish.\n\n2.3.1\n\n * This release has no real code changes, the 2.3.0 release on pypi was missing files.\n\n2.3.0\n\n * Modified how normalization is done when filtering is used. Previously, the filtering wasn't taken into account when computing the total number of alignments. That is now being done. Note that this uses sampling and will try to sample at least 100000 alignments and see what fraction of them are filtered. The total number of aligned reads is then scaled accordingly (#309).\n * Modified how normalization is done when a blacklist is used. Previously, the number of alignments overlapping a blacklisted region was subtracted from the total number of alignments in the file. This decreased things a bit too much, since only alignments falling completely within a blacklisted region are actually excluded completely (#312).\n * BED12 and GTF files can now be used as input (issue #71). Additionally, multiBamSummary, multiBigwigSummary and computeMatrix now have a --metagene option, which allows summarization over concatenated exons, rather than include introns as well (this has always been the default). This was issue #76.\n * Read extension is handled more accurately, such that if a read originates outside of a bin or BED/GTF region that it will typically be included if the --extendReads option is used and the extension would put it in a given bin/region.\n * deepTools now uses a custom interval-tree implementation that allows including metadata, such as gene/transcript IDs, along with intervals. For those interested, the code for this available separately (https://github.com/dpryan79/deeptools_intervals) with the original C-only implementation here: https://github.com/dpryan79/libGTF.\n * The API for the countReadsPerBin, getScorePerBigWigBin, and mapReduce modules has changed slightly (this was needed to support the --metagene option). Anyone using these in their own programs is encouraged to look at the modified API before upgrading.\n * Added the `plotEnrichment` function (this was issue #329).\n * There is now a `subsetMatrix` script available that can be used to subset the output of computeMatrix. This is useful for preparing plots that only contain a subset of samples/region groups. Note that this isn't installed by default.\n * The Galaxy wrappers were updated to include the ability to exclude blacklisted regions.\n * Most functions (both at the command line and within Galaxy) that process BAM files can now filter by fragment length (--minFragmentLength and --maxFragmentLength). By default there's no filtering performed. The primary purpose of this is to facilitate ATACseq analysis, where fragment length determines whether one is processing mono-/di-/poly-nucleosome fragments. This was issue #336.\n * bamPEFragmentSize now has --logScale and --maxFragmentLength options, which allow you to plot frequencies on the log scale and set the max plotted fragment length, respectively. This was issue #337.\n * --blackListFileName now accepts multiple files.\n * bamPEFragmentSize now supports multiple input files.\n * If the sequence has been removed from BAM files, SE reads no longer cause an error in bamCoverage if --normalizeTo1x is specified. In general, the code that looks at read length now checks the CIGAR string if there's no sequence available in a BAM file (for both PE and SE datasets). This was issue #369.\n * bamCoverage now respects the --filterRNAstrand option when computing scaling factors. This was issue #353.\n * computeMatrix and plotHeatmap can now sort using only a subset of samples\n * There is now an --Offset option to bamCoverage, which allows having the signal at a single base. This is useful for things like RiboSeq or GROseq, where the goal is to get focal peaks at single bases/codons/etc.\n * The --MNase option to `bamCoverage` now respects --minFragmentLength and --maxFragmentLength, with defaults set to 130 and 200.\n\n2.2.4\n\n * Fix the incorrectly oriented dendrogram in plotCorrelation (issue #350). Relatedly, we're bumping the minimum version of scipy required to one where this is correct.\n\n2.2.3\n\n * Fixed issue #334, where computeGCBias wasn't properly handling the black list option.\n\n2.2.2\n\n * Fixed labels when hierarchical clustering is used (they were off by one previously).\n * Fixed a bug wherein bamCompare couldn't work with a blacklist\n * Fixed yet another change in pysam, though at least in this case is was fixing a previous problem\n\n2.2.1\n\n * Fixed a bug introduced in version 2.2.0 wherein sometimes a pre-2.2.0 produced matrix file could no longer be used with plotHeatmap or plotProfile (this only happened when --outFileNameData was then used).\n * Finally suppressed all of the runtime warnings that numpy likes to randomly throw.\n * Worked around an undocumented change in pysam-0.9.0 that tended to break things.\n\n2.2.0\n\n * plotFingerprint now iterates through line styles as well as colors. This allows up to 35 samples per plot without repeating (not that that many would ever be recommended). This was issue #80.\n * Fixed a number of Galaxy wrappers, which were rendered incorrectly due to including a section title of \"Background\".\n * A number of image file handles were previously not explicitly closed, which caused occasional completion of a plot* program but without the files actually being there. This only happened on some NFS mount points.\n * The Galaxy wrappers now support the `--outFileNameData` option on plotProfile and plotHeatmap.\n * Added support for blacklist regions. These can be supplied as a BED file and the regions will largely be skipped in processing (they'll also be ignored during normalization). This is very useful to skip regions known to attract excess signal. This was issue #101.\n * Modified plotPCA to include the actual eigenvalues rather than rescaled ones. Also, plotPCA can now output the underlying values (issue #231).\n * Regions within each feature body can now be unscaled when using `computeMatrix`. Thus, if you're interested in unscaled signal around the TSS/TES then you can now use the `--unscaled5prime` and `--unscaled3prime` options. This was issue #108.\n * bamCoverage now has a `--filterRNAstrand` option, that will produce coverage for only a single strand. Note that the strand referred to is the DNA strand and not sense/anti-sense.\n * Issues with plotHeatmap x-axis labels were fixed (issue #301).\n\n2.1.1\n\n * Fixed a how the --hclust option was handled in plotHeatmap/plotProfile. This gets around a quirk in scipy.\n * A bug involving processing comment lines in BED files was corrected (issue #288)\n * The Galaxy wrappers are now automatically tested with each modification.\n * plotCoverage and plotFingerprint in Galaxy now accept 1 or more BAM files rather than at least 2 files.\n\n2.1.0\n\n * Updates to many of the Galaxy wrappers and associated documentation.\n * A bug was fixed in how chromosome names were dealt with in bigWig files. If you ever received errors due to illegal intervals then that should now be fixed. This was issue #250\n * plotProfile now has an --outFileNameData option for saving the underlying data in a text format.\n * correctGCBias ensures that the resulting BAM file will pass picard/HTSJDK's validation if the input file did (issue #248)\n * The default bin size was changed to 10, which is typically a bit more useful\n * The --regionsLabel option to plotProfile and plotHeatmap now accepts a space-separated list, in line with --samplesLabel\n * BAM files that have had their sequences stripped no longer cause an error\n * bamPEFragmentSize now has -bs and -n options to allow adjusting the number of alignments sampled. Note that the default value is auto-adjusted if the sampling is too sparse.\n * bamPEFragmentSize now accepts single-end files.\n * The --hclust option to plotProfile and plotHeatmap continues even if one of the groups is too small for plotting (matplotlib will produce a warning that you can ignore). This was issue #280.\n\n2.0.1\n\n * A critical bug that prevented plotPCA from running was fixed.\n * multiBamCoverage was renamed to multiBamSummary, to be in better alignment with multiBigwigSummary.\n * computeGCBias and correctGCBias are now more tolerant of chromosome name mismatches.\n * multiBigwigSummary and multiBamSummary can accept a single bigWig/BAM input file, though one should use the\n --outRawCounts argument.\n\n2.0.0\n\n * Documentation improved and migrated to http://deeptools.readthedocs.org The API to use deepTools modules is now\n part of the documentation and includes a tutorial.\n * Allow multiple bigwig files in computeMatrix that can be clustered together\n * computeMatrix now accepts multiple bed files. Each bed file is considered as a group. Labels are automatically\n added based on the file names.\n * When computing read coverage now splited reads are understood. This is convenient for computing the\n coverage of for RNA-seq data.\n * New quality control tool 'plotCoverage' to plot the coverage over base pairs for multiple samples\n * renaming of --missingDataAsZero to --skipNonCovered regions for clarity in bamCoverage and bamCompare\n * New analysis tool plotPCA that visualizes the results from principal component analysis\n * New option in bamCoverage `--MNase` that will compute the read coverage only considering 2 base pairs at the\n center of the fragment.\n * Make read extension optional. Remove the need to specify a default fragment length for most of the tools. Now, when\n read extension is enabled and the bam files contain paired en data, the mean fragment length is automatically\n calculated by sampling the read pairs in the bam file. The --doNotExtendPairedEnds and --fragmentLentgh parameters\n are no longer used and the new --extendReads parameter was added.\n * Dramatically improved bigwig related tools by using the new pyBigWig module. Eliminated the requirement for the\n UCSC program `bigWigInfo`\n * renamed heatmapper to plotHeatmap and profiler to plotProfile\n * added hierarchical clustering, besides k-means to plotProfile and plotHeatmap\n * improved plotting features for plotProfile when using 'overlapped_lines' and 'heatmap' plot types\n * Resolved an error introduced by numpy version 1.10 in computeMatrix\n * plotting of correlations (from bamCorrelate or bigwigCorrelate) was separated from the computation of the\n underlying data. A new tool, plotCorrelation was added. This tool can plot correlations as heatmaps or as scatter\n plots and includes options to adjust a large array of visual features.\n * Fixed issue with bed intervals in bigwigCorrelate and bamCorrelate and a user specified region.\n * Correlation coefficients can be computed even if the data contains NaNs\n * Allow computeMatrix to read files with DOS newline characters\n * Added option --skipChromosomes to bigwigCorrelate, for example to skip all 'random' chromosomes. bigwigCorrelate\n now also considers chromosomes as identical when their names between samples differ with the prefix 'chr'. E.g.\n chr1 vs. 1\n * For bamCoverage and bamCompare, behaviour of scaleFactor was updated such that now, if given in combination\n with the normalization options (normalize to 1x or normalize using RPKM) the given scaleFactor\n will multiply the scale factor computed for the normalization methods.\n * Fixed problem with read pairs labelled as proper pairs by the aligner but that were actually not proper pairs, for\n example because the mates did not face each other. deepTools adds further checks to determine if a read pair is a\n proper pair.\n * Added titles to QC plots (#74)\n * Added --samFlagInclude and --samFlagExclude parameters. This is useful to for example only include forward reads\n * In deeptools2 most of the core code was rewriting to facilitate API usage and for optimization.\n"
},
{
"path": "LICENSE.txt",
"content": "The file deeptools/cm.py is licensed under the BSD license, see a copy in that file. The remainder of the code is licensed under the MIT license:\n\nCopyright 2019 Max Planck Institute for Immunobiology and Epigenetics\n\nPermission is hereby granted, free of charge, to any person obtaining a copy of this software and associated documentation files (the \"Software\"), to deal in the Software without restriction, including without limitation the rights to use, copy, modify, merge, publish, distribute, sublicense, and/or sell copies of the Software, and to permit persons to whom the Software is furnished to do so, subject to the following conditions:\n\nThe above copyright notice and this permission notice shall be included in all copies or substantial portions of the Software.\n\nTHE SOFTWARE IS PROVIDED \"AS IS\", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE.\n"
},
{
"path": "MANIFEST.in",
"content": "include *.txt\ninclude README.md\nexclude examples/*\nexclude deepTools.egg-info/*\ninclude scripts/*\nexclude deeptools/test/*\nexclude galaxy/*\nexclude gallery/*\n"
},
{
"path": "README.md",
"content": "# deepTools\n[](http://deeptools.readthedocs.org/) \n[](https://pypi.org/project/deepTools/) \n[](http://bioconda.github.io/recipes/deeptools/README.html)\n[](https://usegalaxy.eu/root?tool_id=deeptools_compute_matrix)\n\n\n\n## User-friendly tools for exploring deep-sequencing data\n\ndeepTools addresses the challenge of handling the large amounts of data that are now routinely generated from DNA sequencing centers. deepTools contains useful modules to process the mapped reads data for multiple quality checks, creating **normalized coverage files** in standard bedGraph and bigWig file formats, that allow comparison between different files (for example, treatment and control). Finally, using such normalized and standardized files, deepTools can create many publication-ready **visualizations** to identify enrichments and for functional annotations of the genome.\n\nFor support or questions please post to [Biostars](http://biostars.org). For bug reports and feature requests please open an issue [on github](http://github.com/deeptools/deeptools).\n\n\n### Citation:\n\nRamírez F, Ryan DP, Grüning B, Bhardwaj V, Kilpert F, Richter AS, Heyne S, Dündar F, Manke T. [deepTools2: a next generation web server for deep-sequencing data analysis.](https://nar.oxfordjournals.org/content/early/2016/04/12/nar.gkw257.abstract) Nucleic Acids Research. 2016 Apr 13:gkw257.\n\n### Documentation:\n\nOur [documentation](http://deeptools.readthedocs.org/) contains more details on the [individual tool scopes and usages](http://deeptools.readthedocs.org/en/latest/content/list_of_tools.html) and an [introduction to our deepTools Galaxy web server](http://deeptools.readthedocs.org/en/latest/content/help_galaxy_intro.html) including [step-by-step protocols](http://deeptools.readthedocs.org/en/latest/content/example_usage.html).\n\n>Please see also the [FAQ](http://deeptools.readthedocs.org/en/latest/content/help_faq.html), which we update regularly.\nOur [Gallery](http://deeptools.readthedocs.org/en/latest/content/example_gallery.html) may give you some more ideas about the scope of deepTools.\n\n>For more specific **troubleshooting, feedback, and tool suggestions**, please post [to Biostars](http://biostars.org).\n\n\n-------------------------------------------------------------------------------------------------------------------\n\n### Installation\n\ndeepTools are available for:\n\n* Command line usage (via pip / conda / github)\n* Integration into Galaxy servers (via toolshed/API/web-browser)\n\nThere are many easy ways to install deepTools. More details can be found [here](https://deeptools.readthedocs.io/en/latest/content/installation.html).\n\nIn Brief:\n\n**Install through pypi**\n\n\t$ pip install deeptools\n\n**Install via conda**\n\n\t$ conda install -c bioconda deeptools\n\n**Install by cloning the repository**\n\n\t$ git clone https://github.com/deeptools/deepTools\n\t$ cd deepTools\n\t$ pip install .\n\n\n### Galaxy Installation\n\ndeepTools can be easily integrated into [Galaxy](http://galaxyproject.org). Please see the [installation instructions in our documentation](http://deeptools.readthedocs.io/en/latest/content/installation.html#galaxy-installation) for further details.\n\n**Note:** From version 2.3 onwards, deepTools support **python3**.\n\n------------------------------------\n\nThis tool suite is developed by the [Bioinformatics Facility](http://www1.ie-freiburg.mpg.de/bioinformaticsfac) at the [Max Planck Institute for Immunobiology and Epigenetics, Freiburg](http://www1.ie-freiburg.mpg.de/).\n\n[Documentation](http://deeptools.readthedocs.org/en/latest/index.html) | [deepTools Galaxy](http://deeptools.ie-freiburg.mpg.de) | [FAQ](http://deeptools.readthedocs.org/en/latest/content/help_faq.html)\n"
},
{
"path": "README.rst",
"content": "======================================================================\ndeepTools\n======================================================================\n\nUser-friendly tools for exploring deep-sequencing data\n~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~\n\ndeepTools addresses the challenge of handling the large amounts of data\nthat are now routinely generated from DNA sequencing centers. deepTools\ncontains useful modules to process the mapped reads data for multiple\nquality checks, creating **normalized coverage files** in standard\nbedGraph and bigWig file formats, that allow comparison between\ndifferent files (for example, treatment and control). Finally, using\nsuch normalized and standardized files, deepTools can create many\npublication-ready **visualizations** to identify enrichments and for\nfunctional annotations of the genome.\n\nFor support or questions please make a post on `Biostars `__. For feature requests, please open an issue on `github `__.\n\nFor further documentation, please see our `read the docs page `__.\n\nCitation:\n^^^^^^^^^\n\nRamírez F, Ryan DP, Grüning B, Bhardwaj V, Kilpert F, Richter AS, Heyne\nS, Dündar F, Manke T. `deepTools2: a next generation web server for\ndeep-sequencing data\nanalysis. `__\nNucleic Acids Research. 2016 Apr 13:gkw257.\n"
},
{
"path": "deeptools/SES_scaleFactor.py",
"content": "#!/usr/bin/env python\n# -*- coding: utf-8 -*-\n\nimport os\nimport numpy as np\n\n# own packages\nfrom deeptools import bamHandler\nimport deeptools.countReadsPerBin as countR\n\nold_settings = np.seterr(all='ignore')\ndebug = 0\n\n\ndef estimateScaleFactor(bamFilesList, binLength, numberOfSamples,\n normalizationLength,\n avg_method='median', blackListFileName=None, numberOfProcessors=1,\n verbose=False, chrsToSkip=[], mappingStatsList=[]):\n r\"\"\"\n Subdivides the genome into chunks to be analyzed in parallel\n using several processors. The code handles the creation of\n workers that compute fragment counts (coverage) for different\n regions and then collect and integrates the results.\n\n Parameters\n ----------\n bamFilesList : list\n list of bam files to normalize\n binLength : int\n the window size in bp, where reads are going to be\n counted.\n numberOfSamples : int\n number of sites to sample from the genome. For more info see\n the documentation of the CountReadsPerBin class\n normalizationLength : int\n length, in bp, to normalize the data.\n For a value of 1, on average\n 1 read per base pair is found\n avg_method : str\n defines how the different values are to be summarized.\n The options are 'mean' and 'median'\n chrsToSkip : list\n name of the chromosomes to be excluded from the\n scale estimation. Usually the chrX is included.\n blackListFileName : str\n BED file containing blacklisted regions\n mappingStatsList : list\n List of the number of mapped reads per file\n\n Returns\n -------\n dict\n Dictionary with the following keys::\n 'size_factors'\n 'size_factors_based_on_mapped_reads'\n 'size_factors_SES'\n 'size_factors_based_on_mean'\n 'size_factors_based_on_median'\n 'mean'\n 'meanSES'\n 'median'\n 'reads_per_bin'\n 'std'\n 'sites_sampled'\n\n\n Examples\n --------\n >>> test = Tester()\n >>> bin_length = 50\n >>> num_samples = 4\n >>> _dict = estimateScaleFactor([test.bamFile1, test.bamFile2], bin_length, num_samples, 1)\n >>> _dict['size_factors']\n array([1. , 0.5])\n >>> _dict['size_factors_based_on_mean']\n array([1. , 0.5])\n \"\"\"\n\n assert len(bamFilesList) == 2, \"SES scale factors are only defined for 2 files\"\n\n if len(mappingStatsList) == len(bamFilesList):\n mappedReads = mappingStatsList\n else:\n mappedReads = []\n for fname in bamFilesList:\n mappedReads.append(bamHandler.openBam(fname, returnStats=True, nThreads=numberOfProcessors)[1])\n\n sizeFactorBasedOnMappedReads = np.array(mappedReads, dtype='float64')\n\n sizeFactorBasedOnMappedReads = sizeFactorBasedOnMappedReads.min() / sizeFactorBasedOnMappedReads\n\n cr = countR.CountReadsPerBin(bamFilesList,\n binLength=binLength,\n numberOfSamples=numberOfSamples,\n extendReads=False,\n blackListFileName=blackListFileName,\n numberOfProcessors=numberOfProcessors,\n verbose=verbose,\n chrsToSkip=chrsToSkip)\n\n try:\n num_reads_per_bin = cr.run()\n except Exception as detail:\n exit(\"*ERROR*: {}\".format(detail))\n\n sitesSampled = len(num_reads_per_bin)\n\n # the transpose is taken to easily iterate by columns which are now\n # converted to rows\n num_reads_per_bin = num_reads_per_bin.transpose()\n # size factors based on order statistics\n # see Signal extraction scaling (SES) method in: Diaz et al (2012)\n # Normalization, bias correction, and peak calling for ChIP-seq.\n # Statistical applications in genetics and molecular biology, 11(3).\n\n # using the same names as in Diaz paper\n # p refers to ChIP, q to input\n\n p = np.sort(num_reads_per_bin[0, :]).cumsum()\n q = np.sort(num_reads_per_bin[1, :]).cumsum()\n\n # p[-1] and q[-1] are the maximum values in the arrays.\n # both p and q are normalized by this value\n diff = np.abs(p / p[-1] - q / q[-1])\n # get the lowest rank for wich the difference is the maximum\n maxIndex = np.flatnonzero(diff == diff.max())[0]\n # Take a lower rank to move to a region with probably\n # less peaks and more background.\n maxIndex = int(maxIndex * 0.8)\n while maxIndex < len(p):\n # in rare cases the maxIndex maps to a zero value.\n # In such cases, the next index is used until\n # a non zero value appears.\n cumSum = np.array([float(p[maxIndex]), float(q[maxIndex])])\n if cumSum.min() > 0:\n break\n maxIndex += 1\n\n meanSES = [np.mean(np.sort(num_reads_per_bin[0, :])[:maxIndex]),\n np.mean(np.sort(num_reads_per_bin[1, :])[:maxIndex])]\n\n # the maxIndex may be too close to the the signal regions\n # so i take a more conservative approach by taking a close number\n\n sizeFactorsSES = cumSum.min() / cumSum\n median = np.median(num_reads_per_bin, axis=1)\n\n # consider only those read numbers that are below the 90\n # percentile to stimate the\n # mean and std\n mean = []\n std = []\n for values in num_reads_per_bin:\n maxNumReads = (np.percentile(values, 90))\n if maxNumReads == 0:\n maxNumReads = (np.percentile(values, 99))\n if maxNumReads == 0:\n print(\"all genomic regions sampled from one \")\n \"of the bam files have no reads.\\n\"\n values = values[values <= maxNumReads]\n\n mean.append(np.mean(values))\n std.append(np.std(values))\n\n mean = np.array(mean)\n readsPerBin = mean if avg_method == 'mean' else median\n\n if min(median) == 0:\n idx_zero = [ix + 1 for ix, value in enumerate(median) if value == 0]\n exit(\"\\n*ERROR*: The median coverage computed is zero for sample(s) #{}\\n\"\n \"Try selecting a larger sample size or a region with coverage\\n\".format(idx_zero))\n\n sizeFactor = sizeFactorsSES\n return {'size_factors': sizeFactor,\n 'size_factors_based_on_mapped_reads': sizeFactorBasedOnMappedReads,\n 'size_factors_SES': sizeFactorsSES,\n 'size_factors_based_on_mean': mean.min() / mean,\n 'size_factors_based_on_median': median.min() / median,\n 'mean': mean,\n 'meanSES': meanSES,\n 'median': median,\n 'reads_per_bin': readsPerBin,\n 'std': std,\n 'sites_sampled': sitesSampled}\n\n\nclass Tester(object):\n\n def __init__(self):\n self.root = os.path.dirname(os.path.abspath(__file__)) + \"/test/test_data/\"\n self.bamFile1 = self.root + \"testA.bam\"\n self.bamFile2 = self.root + \"testB.bam\"\n global debug\n debug = 0\n self.chrom = '3R'\n"
},
{
"path": "deeptools/__init__.py",
"content": ""
},
{
"path": "deeptools/alignmentSieve.py",
"content": "#!/usr/bin/env python\nimport argparse\nimport pysam\nimport os\nimport sys\n\nfrom deeptools import parserCommon\nfrom deeptools.bamHandler import openBam\nfrom deeptools.mapReduce import mapReduce\nfrom deeptools.utilities import getTLen, smartLabels, getTempFileName\nfrom importlib.metadata import version\n\n\ndef parseArguments():\n parser = argparse.ArgumentParser(\n formatter_class=argparse.RawDescriptionHelpFormatter,\n description=\"This tool filters alignments in a BAM/CRAM file according the the specified parameters. It can optionally output to BEDPE format.\",\n usage='alignmentSieve -b sample1.bam -o sample1.filtered.bam --minMappingQuality 10 --filterMetrics log.txt\\n'\n 'help: alignmentSieve -h / alignmentSieve --help')\n\n required = parser.add_argument_group('Required arguments')\n required.add_argument('--bam', '-b',\n metavar='FILE1',\n help='An indexed BAM file.',\n required=True)\n\n required.add_argument('--outFile', '-o',\n help='The file to write results to. These are the alignments or fragments that pass the filtering criteria.')\n\n general = parser.add_argument_group('General arguments')\n general.add_argument('--numberOfProcessors', '-p',\n help='Number of processors to use. Type \"max/2\" to '\n 'use half the maximum number of processors or \"max\" '\n 'to use all available processors. (Default: %(default)s)',\n metavar=\"INT\",\n type=parserCommon.numberOfProcessors,\n default=1,\n required=False)\n\n general.add_argument('--filterMetrics',\n metavar=\"FILE.log\",\n help=\"The number of entries in total and filtered are saved to this file\")\n\n general.add_argument('--filteredOutReads',\n metavar=\"filtered.bam\",\n help=\"If desired, all reads NOT passing the filtering criteria can be written to this file.\")\n\n general.add_argument('--label', '-l',\n metavar='sample1',\n help='User defined label instead of the default label '\n '(file name).')\n\n general.add_argument('--smartLabels',\n action='store_true',\n help='Instead of manually specifying a labels for the input '\n 'file, this causes deepTools to use the file name '\n 'after removing the path and extension.')\n\n general.add_argument('--verbose', '-v',\n help='Set to see processing messages.',\n action='store_true')\n\n general.add_argument('--version', action='version',\n version='%(prog)s {}'.format(version('deeptools')))\n\n general.add_argument('--shift',\n nargs='+',\n type=int,\n help='Shift the left and right end of a read (for BAM files) or a fragment (for BED files). A positive value shift an end to the right (on the + strand) and a negative value shifts a fragment to the left. Either 2 or 4 integers can be provided. For example, \"2 -3\" will shift the left-most fragment end two bases to the right and the right-most end 3 bases to the left. If 4 integers are provided, then the first and last two refer to fragments whose read 1 is on the left or right, respectively. Consequently, it is possible to take strand into consideration for strand-specific protocols. A fragment whose length falls below 1 due to shifting will not be written to the output. See the online documentation for graphical examples. Note that non-properly-paired reads will be filtered.')\n\n general.add_argument('--ATACshift',\n action='store_true',\n help='Shift the produced BAM file or BEDPE regions as commonly done for ATAC-seq. This is equivalent to --shift 4 -5 5 -4.')\n\n general.add_argument('--genomeChunkLength',\n type=int,\n default=int(1e6),\n help='Size of the genome (in bps) to be processed per thread. (Default: %(default)s)')\n\n output = parser.add_argument_group('Output arguments')\n output.add_argument('--BED',\n action='store_true',\n help='Instead of producing BAM files, write output in BEDPE format (as defined by MACS2). Note that only reads/fragments passing filtering criterion are written in BEDPE format.')\n\n filtering = parser.add_argument_group('Optional arguments')\n\n filtering.add_argument('--filterRNAstrand',\n help='Selects RNA-seq reads (single-end or paired-end) in '\n 'the given strand. (Default: %(default)s)',\n choices=['forward', 'reverse'],\n default=None)\n\n filtering.add_argument('--ignoreDuplicates',\n help='If set, reads that have the same orientation '\n 'and start position will be considered only '\n 'once. If reads are paired, the mate\\'s position '\n 'also has to coincide to ignore a read.',\n action='store_true')\n\n filtering.add_argument('--minMappingQuality',\n metavar='INT',\n help='If set, only reads that have a mapping '\n 'quality score of at least this are '\n 'considered.',\n type=int)\n\n filtering.add_argument('--samFlagInclude',\n help='Include reads based on the SAM flag. For example, '\n 'to get only reads that are the first mate, use a flag of 64. '\n 'This is useful to count properly paired reads only once, '\n 'as otherwise the second mate will be also considered for the '\n 'coverage.',\n metavar='INT',\n default=None,\n type=int,\n required=False)\n\n filtering.add_argument('--samFlagExclude',\n help='Exclude reads based on the SAM flag. For example, '\n 'to get only reads that map to the forward strand, use '\n '--samFlagExclude 16, where 16 is the SAM flag for reads '\n 'that map to the reverse strand.',\n metavar='INT',\n default=None,\n type=int,\n required=False)\n\n filtering.add_argument('--blackListFileName', '-bl',\n help=\"A BED or GTF file containing regions that should be excluded from all analyses. Currently this works by rejecting genomic chunks that happen to overlap an entry. Consequently, for BAM files, if a read partially overlaps a blacklisted region or a fragment spans over it, then the read/fragment might still be considered. Please note that you should adjust the effective genome size, if relevant.\",\n metavar=\"BED file\",\n nargs=\"+\",\n required=False)\n\n filtering.add_argument('--minFragmentLength',\n help='The minimum fragment length needed for read/pair '\n 'inclusion. This option is primarily useful '\n 'in ATACseq experiments, for filtering mono- or '\n 'di-nucleosome fragments. (Default: %(default)s)',\n metavar='INT',\n default=0,\n type=int,\n required=False)\n\n filtering.add_argument('--maxFragmentLength',\n help='The maximum fragment length needed for read/pair '\n 'inclusion. A value of 0 indicates no limit. (Default: %(default)s)',\n metavar='INT',\n default=0,\n type=int,\n required=False)\n\n return parser\n\n\ndef shiftRead(b, chromDict, args):\n if not b.is_proper_pair:\n return None\n tLen = getTLen(b, notAbs=True)\n start = b.pos\n end = start + b.query_alignment_end\n if b.is_reverse and not b.is_read2:\n end -= args.shift[2]\n deltaTLen = args.shift[3] - args.shift[2]\n elif b.is_reverse and b.is_read2:\n end += args.shift[1]\n deltaTLen = args.shift[1] - args.shift[0]\n elif not b.is_reverse and not b.is_read2:\n start += args.shift[0]\n deltaTLen = args.shift[1] - args.shift[0]\n else:\n start -= args.shift[3]\n deltaTLen = args.shift[3] - args.shift[2]\n\n # Sanity check\n if end - start < 1:\n if b.is_reverse:\n start = end - 1\n else:\n end = start + 1\n if start < 0:\n start = 0\n if end > chromDict[b.reference_name]:\n end = chromDict[b.reference_name]\n if end - start < 1:\n return None\n\n # create a new read\n b2 = pysam.AlignedSegment()\n b2.query_name = b.query_name\n b2.flag = b.flag\n b2.reference_id = b.reference_id\n b2.reference_start = start\n b2.mapping_quality = b.mapping_quality\n b2.cigar = ((0, end - start),) # Returned cigar is only matches\n if tLen < 0:\n b2.template_length = tLen - deltaTLen\n else:\n b2.template_length = tLen + deltaTLen\n b2.next_reference_id = b.next_reference_id\n b2.next_reference_start = b.next_reference_start\n if b.is_proper_pair:\n if b2.is_read2 and b2.is_reverse:\n b2.next_reference_start += args.shift[0]\n elif not b2.is_read2 and b2.is_reverse:\n b2.next_reference_start -= args.shift[3]\n\n return b2\n\n\ndef filterWorker(arglist):\n chrom, start, end, args, chromDict = arglist\n fh = openBam(args.bam)\n mode = 'wb'\n oname = getTempFileName(suffix='.bam')\n if args.filteredOutReads:\n onameFiltered = getTempFileName(suffix='.bam')\n else:\n onameFiltered = None\n ofh = pysam.AlignmentFile(oname, mode=mode, template=fh)\n if onameFiltered:\n ofiltered = pysam.AlignmentFile(onameFiltered, mode=mode, template=fh)\n else:\n ofiltered = None\n\n prev_pos = set()\n lpos = None\n\n nFiltered = 0\n total = 0\n for read in fh.fetch(chrom, start, end):\n if read.pos < start:\n # ensure that we never double count (in case distanceBetweenBins == 0)\n continue\n\n total += 1\n if read.flag & 4:\n # Ignore unmapped reads, they were counted already\n nFiltered += 1\n if ofiltered:\n ofiltered.write(read)\n continue\n\n if args.minMappingQuality and read.mapq < args.minMappingQuality:\n nFiltered += 1\n if ofiltered:\n ofiltered.write(read)\n continue\n\n if args.samFlagInclude and read.flag & args.samFlagInclude != args.samFlagInclude:\n nFiltered += 1\n if ofiltered:\n ofiltered.write(read)\n continue\n if args.samFlagExclude and read.flag & args.samFlagExclude != 0:\n nFiltered += 1\n if ofiltered:\n ofiltered.write(read)\n continue\n\n tLen = getTLen(read)\n if args.minFragmentLength > 0 and tLen < args.minFragmentLength:\n nFiltered += 1\n if ofiltered:\n ofiltered.write(read)\n continue\n if args.maxFragmentLength > 0 and tLen > args.maxFragmentLength:\n nFiltered += 1\n if ofiltered:\n ofiltered.write(read)\n continue\n\n if args.ignoreDuplicates:\n # Assuming more or less concordant reads, use the fragment bounds, otherwise the start positions\n if tLen >= 0:\n s = read.pos\n e = s + tLen\n else:\n s = read.pnext\n e = s - tLen\n if read.reference_id != read.next_reference_id:\n e = read.pnext\n if lpos is not None and lpos == read.reference_start \\\n and (s, e, read.next_reference_id, read.is_reverse) in prev_pos:\n nFiltered += 1\n if ofiltered:\n ofiltered.write(read)\n continue\n if lpos != read.reference_start:\n prev_pos.clear()\n lpos = read.reference_start\n prev_pos.add((s, e, read.next_reference_id, read.is_reverse))\n\n # filterRNAstrand\n if args.filterRNAstrand:\n if read.is_paired:\n if args.filterRNAstrand == 'forward':\n if read.flag & 144 == 128 or read.flag & 96 == 64:\n pass\n else:\n nFiltered += 1\n if ofiltered:\n ofiltered.write(read)\n continue\n elif args.filterRNAstrand == 'reverse':\n if read.flag & 144 == 144 or read.flag & 96 == 96:\n pass\n else:\n nFiltered += 1\n if ofiltered:\n ofiltered.write(read)\n continue\n else:\n if args.filterRNAstrand == 'forward':\n if read.flag & 16 == 16:\n pass\n else:\n nFiltered += 1\n if ofiltered:\n ofiltered.write(read)\n continue\n elif args.filterRNAstrand == 'reverse':\n if read.flag & 16 == 0:\n pass\n else:\n nFiltered += 1\n if ofiltered:\n ofiltered.write(read)\n continue\n\n if args.shift:\n read = shiftRead(read, chromDict, args)\n if not read:\n continue\n\n # Read survived filtering\n ofh.write(read)\n\n # The results from the workers will get sorted, so get the TID\n tid = fh.get_tid(chrom)\n\n ofh.close()\n if ofiltered:\n ofiltered.close()\n fh.close()\n return tid, start, total, nFiltered, oname, onameFiltered\n\n\ndef convertBED(oname, tmpFiles, chromDict):\n \"\"\"\n Stores results in BEDPE format, which is:\n chromosome\tfrag_leftend\tfrag_rightend\n\n The fragment ends can be shifted\n \"\"\"\n ofile = open(oname, \"w\")\n for tmpFile in tmpFiles:\n # Setting verbosity to avoid lack of index error/warning\n pysam.set_verbosity(0)\n fh = pysam.AlignmentFile(tmpFile)\n # Reset verbosity\n pysam.set_verbosity(3)\n for b in fh.fetch(until_eof=True):\n tLen = getTLen(b, notAbs=True)\n if tLen > 0:\n start = b.pos\n end = start + tLen\n if end > chromDict[b.reference_name]:\n end = chromDict[b.reference_name]\n if end - start < 1:\n continue\n ofile.write(\"{}\\t{}\\t{}\\n\".format(b.reference_name, start, end))\n fh.close()\n os.unlink(tmpFile)\n ofile.close()\n\n\ndef main(args=None):\n args = parseArguments().parse_args(args)\n if args.shift:\n if len(args.shift) not in [2, 4]:\n sys.exit(\"The --shift option can accept either 2 or 4 values only.\")\n if len(args.shift) == 2:\n args.shift.extend([-args.shift[1], -args.shift[0]])\n elif args.ATACshift:\n args.shift = [4, -5, 5, -4]\n\n bam, mapped, unmapped, stats = openBam(args.bam, returnStats=True, nThreads=args.numberOfProcessors)\n total = mapped + unmapped\n chrom_sizes = [(x, y) for x, y in zip(bam.references, bam.lengths)]\n chromDict = {x: y for x, y in zip(bam.references, bam.lengths)}\n\n # Filter, writing the results to a bunch of temporary files\n res = mapReduce([args, chromDict],\n filterWorker,\n chrom_sizes,\n blackListFileName=args.blackListFileName,\n numberOfProcessors=args.numberOfProcessors,\n genomeChunkLength=args.genomeChunkLength,\n verbose=args.verbose)\n\n res = sorted(res) # The temp files are now in order for concatenation\n nFiltered = sum([x[3] for x in res])\n totalSeen = sum([x[2] for x in res]) # The * contig isn't queried\n\n tmpFiles = [x[4] for x in res]\n if not args.BED:\n arguments = [\"-o\", args.outFile]\n arguments.extend(tmpFiles) # [..., *someList] isn't available in python 2.7\n pysam.samtools.cat(*arguments)\n for tmpFile in tmpFiles:\n os.unlink(tmpFile)\n else:\n convertBED(args.outFile, tmpFiles, chromDict)\n\n if args.filteredOutReads:\n tmpFiles = [x[5] for x in res]\n if not args.BED:\n arguments = [\"-o\", args.filteredOutReads]\n arguments.extend(tmpFiles) # [..., *someList] isn't available in python 2.7\n pysam.samtools.cat(*arguments)\n for tmpFile in tmpFiles:\n os.unlink(tmpFile)\n else:\n convertBED(args.outFile, tmpFiles, chromDict, args)\n\n if args.filterMetrics:\n sampleName = args.bam\n if args.label:\n sampleName = args.label\n if args.smartLabels:\n sampleName = smartLabels([args.bam])[0]\n\n of = open(args.filterMetrics, \"w\")\n of.write(\"#bamFilterReads --filterMetrics\\n\")\n of.write(\"#File\\tReads Remaining\\tTotal Initial Reads\\n\")\n of.write(\"{}\\t{}\\t{}\\n\".format(sampleName, totalSeen - nFiltered, total))\n of.close()\n\n return 0\n"
},
{
"path": "deeptools/bamCompare.py",
"content": "#!/usr/bin/env python\n# -*- coding: utf-8 -*-\n\nimport argparse # to parse command line arguments\nimport numpy as np\nimport sys\n\n# my packages\nfrom deeptools import writeBedGraph\nfrom deeptools.SES_scaleFactor import estimateScaleFactor\nfrom deeptools import parserCommon\nfrom deeptools import bamHandler\nfrom deeptools.getRatio import getRatio\nfrom deeptools.getScaleFactor import get_num_kept_reads\nfrom deeptools.getScaleFactor import get_scale_factor\ndebug = 0\nold_settings = np.seterr(all='ignore')\n\n\ndef parseArguments():\n parentParser = parserCommon.getParentArgParse()\n bamParser = parserCommon.read_options()\n normalizationParser = parserCommon.normalization_options()\n requiredArgs = getRequiredArgs()\n optionalArgs = getOptionalArgs()\n outputParser = parserCommon.output()\n parser = argparse.ArgumentParser(\n parents=[requiredArgs, outputParser, optionalArgs,\n parentParser, normalizationParser, bamParser],\n formatter_class=argparse.ArgumentDefaultsHelpFormatter,\n description='This tool compares two BAM files based on the number of '\n 'mapped reads. To compare the BAM files, the genome is partitioned '\n 'into bins of equal size, then the number of reads found in each bin'\n ' is counted per file, and finally a summary value is '\n 'reported. This value can be the ratio of the number of reads per '\n 'bin, the log2 of the ratio, or the difference. This tool can '\n 'normalize the number of reads in each BAM file using the SES method '\n 'proposed by Diaz et al. (2012) \"Normalization, bias correction, and '\n 'peak calling for ChIP-seq\". Statistical Applications in Genetics '\n 'and Molecular Biology, 11(3). Normalization based on read counts '\n 'is also available. The output is either a bedgraph or bigWig file '\n 'containing the bin location and the resulting comparison value. '\n 'Note that *each end* in a pair (for paired-end reads) is treated '\n 'independently. If this is undesirable, then use the --samFlagInclude '\n 'or --samFlagExclude options.',\n\n usage='bamCompare -b1 treatment.bam -b2 control.bam -o log2ratio.bw\\n'\n 'help: bamCompare -h / bamCompare --help',\n\n add_help=False)\n\n return parser\n\n\ndef getRequiredArgs():\n parser = argparse.ArgumentParser(add_help=False)\n\n required = parser.add_argument_group('Required arguments')\n\n # define the arguments\n required.add_argument('--bamfile1', '-b1',\n metavar='BAM file',\n help='Sorted BAM file 1. Usually the BAM file '\n 'for the treatment.',\n required=True)\n\n required.add_argument('--bamfile2', '-b2',\n metavar='BAM file',\n help='Sorted BAM file 2. Usually the BAM '\n 'file for the control.',\n required=True)\n\n return parser\n\n\ndef getOptionalArgs():\n\n parser = argparse.ArgumentParser(add_help=False)\n optional = parser.add_argument_group('Optional arguments')\n\n optional.add_argument(\"--help\", \"-h\", action=\"help\",\n help=\"show this help message and exit\")\n\n optional.add_argument('--scaleFactorsMethod',\n help='Method to use to scale the samples. '\n 'If a method is specified, then it will be used to compensate '\n 'for sequencing depth differences between the samples. '\n 'As an alternative, this can be set to None and an option from '\n '--normalizeUsing can be used. (Default: %(default)s)',\n choices=['readCount', 'SES', 'None'],\n default='readCount')\n\n optional.add_argument('--sampleLength', '-l',\n help='*Only relevant when SES is chosen for the '\n 'scaleFactorsMethod.* To compute the SES, specify '\n 'the length (in bases) of the regions (see --numberOfSamples) '\n 'that will be randomly sampled to calculate the scaling factors. '\n 'If you do not have a good sequencing depth for '\n 'your samples consider increasing the sampling '\n 'regions\\' size to minimize the probability '\n 'that zero-coverage regions are used. (Default: %(default)s)',\n default=1000,\n type=int)\n\n optional.add_argument('--numberOfSamples', '-n',\n help='*Only relevant when SES is chosen for the '\n 'scaleFactorsMethod.* Number of samplings taken '\n 'from the genome to compute the scaling factors. (Default: %(default)s)',\n default=1e5,\n type=int)\n\n optional.add_argument('--scaleFactors',\n help='Set this parameter manually to avoid the computation of '\n 'scaleFactors. The format is scaleFactor1:scaleFactor2.'\n 'For example, --scaleFactor 0.7:1 will cause the first BAM file to'\n 'be multiplied by 0.7, while not scaling '\n 'the second BAM file (multiplication with 1).',\n default=None,\n required=False)\n\n optional.add_argument('--operation',\n help='The default is to output the log2 ratio of the '\n 'two samples. The reciprocal ratio returns the '\n 'the negative of the inverse of the ratio '\n 'if the ratio is less than 0. The resulting '\n 'values are interpreted as negative fold changes. '\n 'Instead of performing a computation using both files, the scaled signal can '\n 'alternatively be output for the first or second file using '\n 'the \\'--operation first\\' or \\'--operation second\\'. (Default: %(default)s)',\n default='log2',\n choices=['log2', 'ratio', 'subtract', 'add', 'mean',\n 'reciprocal_ratio', 'first', 'second'],\n required=False)\n\n optional.add_argument('--pseudocount',\n help='A small number to avoid x/0. Only useful '\n 'together with --operation log2 or --operation ratio. '\n 'You can specify different values as pseudocounts for '\n 'the numerator and the denominator by providing two '\n 'values (the first value is used as the numerator '\n 'pseudocount and the second the denominator pseudocount). (Default: %(default)s)',\n default=[1],\n type=float,\n nargs='+',\n action=parserCommon.requiredLength(1, 2),\n required=False)\n\n optional.add_argument('--skipZeroOverZero',\n help='Skip bins where BOTH BAM files lack coverage. '\n 'This is determined BEFORE any applicable pseudocount '\n 'is added.',\n action='store_true')\n\n return parser\n\n\ndef process_args(args=None):\n args = parseArguments().parse_args(args)\n\n if args.smoothLength and args.smoothLength <= args.binSize:\n print(\"Warning: the smooth length given ({}) is smaller than the bin \"\n \"size ({}).\\n\\n No smoothing will be \"\n \"done\".format(args.smoothLength,\n args.binSize))\n args.smoothLength = None\n\n if not args.ignoreForNormalization:\n args.ignoreForNormalization = []\n\n if not isinstance(args.pseudocount, list):\n args.pseudocount = [args.pseudocount]\n\n if len(args.pseudocount) == 1:\n args.pseudocount *= 2\n\n return args\n\n# get_scale_factors function is used for scaling in bamCompare\n# while get_scale_factor is used for depth normalization\n\n\ndef get_scale_factors(args, statsList, mappedList):\n\n if args.scaleFactors:\n scale_factors = list(map(float, args.scaleFactors.split(\":\")))\n elif args.scaleFactorsMethod == 'SES':\n scalefactors_dict = estimateScaleFactor(\n [args.bamfile1, args.bamfile2],\n args.sampleLength, args.numberOfSamples,\n 1,\n mappingStatsList=mappedList,\n blackListFileName=args.blackListFileName,\n numberOfProcessors=args.numberOfProcessors,\n verbose=args.verbose,\n chrsToSkip=args.ignoreForNormalization)\n\n scale_factors = scalefactors_dict['size_factors']\n\n if args.verbose:\n print(\"Size factors using SES: {}\".format(scale_factors))\n print(\"%s regions of size %s where used \" %\n (scalefactors_dict['sites_sampled'],\n args.sampleLength))\n\n print(\"ignoring filtering/blacklists, size factors if the number of mapped \"\n \"reads would have been used:\")\n print(tuple(\n float(min(mappedList)) / np.array(mappedList)))\n\n elif args.scaleFactorsMethod == 'readCount':\n # change the scaleFactor to 1.0\n args.scaleFactor = 1.0\n # get num of kept reads for bam file 1\n args.bam = args.bamfile1\n bam1_mapped, _ = get_num_kept_reads(args, statsList[0])\n # get num of kept reads for bam file 2\n args.bam = args.bamfile2\n bam2_mapped, _ = get_num_kept_reads(args, statsList[1])\n\n mapped_reads = [bam1_mapped, bam2_mapped]\n\n # new scale_factors (relative to min of two bams)\n scale_factors = float(min(bam1_mapped, bam2_mapped)) / np.array(mapped_reads)\n if args.verbose:\n print(\"Size factors using total number \"\n \"of mapped reads: {}\".format(scale_factors))\n\n elif args.scaleFactorsMethod == 'None':\n scale_factors = None\n\n return scale_factors\n\n\ndef main(args=None):\n \"\"\"\n The algorithm is composed of two steps.\n\n\n 1. Per-sample scaling / depth Normalization:\n + If scaling is used (using the SES or read counts method), appropriate scaling\n factors are determined to account for sequencing depth differences.\n + Optionally scaling can be turned off and individual samples could be depth normalized using\n RPKM, BPM or CPM methods\n\n 2. Ratio calculation between two bam files:\n + The genome is transversed and computing\n the log ratio/ratio/difference etc. for bins of fixed width\n given by the user.\n\n \"\"\"\n args = process_args(args)\n\n if args.normalizeUsing == \"RPGC\":\n sys.exit(\"RPGC normalization (--normalizeUsing RPGC) is not supported with bamCompare!\")\n if args.normalizeUsing == 'None':\n args.normalizeUsing = None # For the sake of sanity\n if args.scaleFactorsMethod != 'None' and args.normalizeUsing:\n sys.exit(\"`--normalizeUsing {}` is only valid if you also use `--scaleFactorsMethod None`! To prevent erroneous output, I will quit now.\\n\".format(args.normalizeUsing))\n\n # Get mapping statistics\n bam1, mapped1, unmapped1, stats1 = bamHandler.openBam(args.bamfile1, returnStats=True, nThreads=args.numberOfProcessors)\n bam1.close()\n bam2, mapped2, unmapped2, stats2 = bamHandler.openBam(args.bamfile2, returnStats=True, nThreads=args.numberOfProcessors)\n bam2.close()\n\n scale_factors = get_scale_factors(args, [stats1, stats2], [mapped1, mapped2])\n if scale_factors is None:\n # check whether one of the depth norm methods are selected\n if args.normalizeUsing is not None:\n args.scaleFactor = 1.0\n # if a normalization is required then compute the scale factors\n args.bam = args.bamfile1\n scale_factor_bam1 = get_scale_factor(args, stats1)\n args.bam = args.bamfile2\n scale_factor_bam2 = get_scale_factor(args, stats2)\n scale_factors = [scale_factor_bam1, scale_factor_bam2]\n else:\n scale_factors = [1, 1]\n\n if args.verbose:\n print(\"Individual scale factors are {0}\".format(scale_factors))\n\n # the getRatio function is called and receives\n # the func_args per each tile that is considered\n FUNC = getRatio\n func_args = {'valueType': args.operation,\n 'scaleFactors': scale_factors,\n 'pseudocount': args.pseudocount\n }\n\n wr = writeBedGraph.WriteBedGraph([args.bamfile1, args.bamfile2], args.binSize, 0,\n stepSize=args.binSize,\n region=args.region,\n numberOfProcessors=args.numberOfProcessors,\n extendReads=args.extendReads,\n blackListFileName=args.blackListFileName,\n minMappingQuality=args.minMappingQuality,\n ignoreDuplicates=args.ignoreDuplicates,\n center_read=args.centerReads,\n zerosToNans=args.skipNonCoveredRegions,\n skipZeroOverZero=args.skipZeroOverZero,\n samFlag_include=args.samFlagInclude,\n samFlag_exclude=args.samFlagExclude,\n minFragmentLength=args.minFragmentLength,\n maxFragmentLength=args.maxFragmentLength,\n chrsToSkip=args.ignoreForNormalization,\n verbose=args.verbose\n )\n\n wr.run(FUNC, func_args, args.outFileName, blackListFileName=args.blackListFileName, format=args.outFileFormat, smoothLength=args.smoothLength)\n\n\nif __name__ == \"__main__\":\n main()\n"
},
{
"path": "deeptools/bamCoverage.py",
"content": "#!/usr/bin/env python\n# -*- coding: utf-8 -*-\n\n# own tools\nimport argparse\nimport sys\nimport numpy as np\nfrom deeptools import writeBedGraph # This should be made directly into a bigWig\nfrom deeptools import parserCommon\nfrom deeptools.getScaleFactor import get_scale_factor\nfrom deeptools.bamHandler import openBam\n\ndebug = 0\n\n\ndef parseArguments():\n parentParser = parserCommon.getParentArgParse()\n bamParser = parserCommon.read_options()\n normalizationParser = parserCommon.normalization_options()\n requiredArgs = get_required_args()\n optionalArgs = get_optional_args()\n outputParser = parserCommon.output()\n parser = \\\n argparse.ArgumentParser(\n parents=[requiredArgs, outputParser, optionalArgs,\n parentParser, normalizationParser, bamParser],\n formatter_class=argparse.ArgumentDefaultsHelpFormatter,\n description='This tool takes an alignment of reads or fragments '\n 'as input (BAM file) and generates a coverage track (bigWig or '\n 'bedGraph) as output. '\n 'The coverage is calculated as the number of reads per bin, '\n 'where bins are short consecutive counting windows of a defined '\n 'size. It is possible to extended the length of the reads '\n 'to better reflect the actual fragment length. *bamCoverage* '\n 'offers normalization by scaling factor, Reads Per Kilobase per '\n 'Million mapped reads (RPKM), counts per million (CPM), bins per '\n 'million mapped reads (BPM) and 1x depth (reads per genome '\n 'coverage, RPGC).\\n',\n usage='bamCoverage -b reads.bam -o coverage.bw\\n'\n 'help: bamCoverage -h / bamCoverage --help',\n add_help=False)\n\n return parser\n\n\ndef get_required_args():\n parser = argparse.ArgumentParser(add_help=False)\n\n required = parser.add_argument_group('Required arguments')\n\n # define the arguments\n required.add_argument('--bam', '-b',\n help='BAM file to process',\n metavar='BAM file',\n required=True)\n\n return parser\n\n\ndef get_optional_args():\n\n parser = argparse.ArgumentParser(add_help=False)\n optional = parser.add_argument_group('Optional arguments')\n\n optional.add_argument(\"--help\", \"-h\", action=\"help\",\n help=\"show this help message and exit\")\n\n optional.add_argument('--scaleFactor',\n help='The computed scaling factor (or 1, if not applicable) will '\n 'be multiplied by this. (Default: %(default)s)',\n default=1.0,\n type=float,\n required=False)\n\n optional.add_argument('--MNase',\n help='Determine nucleosome positions from MNase-seq data. '\n 'Only 3 nucleotides at the center of each fragment are counted. '\n 'The fragment ends are defined by the two mate reads. Only fragment lengths'\n 'between 130 - 200 bp are considered to avoid dinucleosomes or other artifacts. '\n 'By default, any fragments smaller or larger than this are ignored. To '\n 'over-ride this, use the --minFragmentLength and --maxFragmentLength options, '\n 'which will default to 130 and 200 if not otherwise specified in the presence '\n 'of --MNase. *NOTE*: Requires paired-end data. A bin size of 1 is recommended.',\n action='store_true')\n\n optional.add_argument('--Offset',\n help='Uses this offset inside of each read as the signal. This is useful in '\n 'cases like RiboSeq or GROseq, where the signal is 12, 15 or 0 bases past the '\n 'start of the read. This can be paired with the --filterRNAstrand option. '\n 'Note that negative values indicate offsets from the end of each read. A value '\n 'of 1 indicates the first base of the alignment (taking alignment orientation '\n 'into account). Likewise, a value of -1 is the last base of the alignment. An '\n 'offset of 0 is not permitted. If two values are specified, then they will be '\n 'used to specify a range of positions. Note that specifying something like '\n '--Offset 5 -1 will result in the 5th through last position being used, which '\n 'is equivalent to trimming 4 bases from the 5-prime end of alignments. Note '\n 'that if you specify --centerReads, the centering will be performed before the '\n 'offset.',\n metavar='INT',\n type=int,\n nargs='+',\n required=False)\n\n optional.add_argument('--filterRNAstrand',\n help='Selects RNA-seq reads (single-end or paired-end) originating from genes '\n 'on the given strand. This option assumes a standard dUTP-based library '\n 'preparation (that is, --filterRNAstrand=forward keeps minus-strand reads, '\n 'which originally came from genes on the forward strand using a dUTP-based '\n 'method). Consider using --samExcludeFlag instead for filtering by strand in '\n 'other contexts.',\n choices=['forward', 'reverse'],\n default=None)\n\n return parser\n\n\ndef scaleFactor(string):\n try:\n scalefactor1, scalefactor2 = string.split(\":\")\n scalefactors = (float(scalefactor1), float(scalefactor2))\n except:\n raise argparse.ArgumentTypeError(\n \"Format of scaleFactors is factor1:factor2. \"\n \"The value given ( {} ) is not valid\".format(string))\n\n return scalefactors\n\n\ndef process_args(args=None):\n args = parseArguments().parse_args(args)\n\n if args.smoothLength and args.smoothLength <= args.binSize:\n print(\"Warning: the smooth length given ({}) is smaller than the bin \"\n \"size ({}).\\n\\n No smoothing will be done\".format(args.smoothLength, args.binSize))\n args.smoothLength = None\n\n if not args.ignoreForNormalization:\n args.ignoreForNormalization = []\n\n return args\n\n\ndef main(args=None):\n args = process_args(args)\n\n global debug\n if args.verbose:\n sys.stderr.write(\"Specified --scaleFactor: {}\\n\".format(args.scaleFactor))\n debug = 1\n else:\n debug = 0\n\n if args.normalizeUsing == 'None':\n args.normalizeUsing = None # For the sake of sanity\n elif args.normalizeUsing == 'RPGC' and not args.effectiveGenomeSize:\n sys.exit(\"RPGC normalization requires an --effectiveGenomeSize!\\n\")\n\n if args.normalizeUsing:\n # if a normalization is required then compute the scale factors\n bam, mapped, unmapped, stats = openBam(args.bam, returnStats=True, nThreads=args.numberOfProcessors)\n bam.close()\n scale_factor = get_scale_factor(args, stats)\n else:\n scale_factor = args.scaleFactor\n\n func_args = {'scaleFactor': scale_factor}\n\n # This fixes issue #520, where --extendReads wasn't honored if --filterRNAstrand was used\n if args.filterRNAstrand and not args.Offset:\n args.Offset = [1, -1]\n\n if args.MNase:\n # check that library is paired end\n # using getFragmentAndReadSize\n from deeptools.getFragmentAndReadSize import get_read_and_fragment_length\n frag_len_dict, read_len_dict = get_read_and_fragment_length(args.bam,\n return_lengths=False,\n blackListFileName=args.blackListFileName,\n numberOfProcessors=args.numberOfProcessors,\n verbose=args.verbose)\n if frag_len_dict is None:\n sys.exit(\"*Error*: For the --MNAse function a paired end library is required. \")\n\n # Set some default fragment length bounds\n if args.minFragmentLength == 0:\n args.minFragmentLength = 130\n if args.maxFragmentLength == 0:\n args.maxFragmentLength = 200\n\n wr = CenterFragment([args.bam],\n binLength=args.binSize,\n stepSize=args.binSize,\n region=args.region,\n blackListFileName=args.blackListFileName,\n numberOfProcessors=args.numberOfProcessors,\n extendReads=args.extendReads,\n minMappingQuality=args.minMappingQuality,\n ignoreDuplicates=args.ignoreDuplicates,\n center_read=args.centerReads,\n zerosToNans=args.skipNonCoveredRegions,\n samFlag_include=args.samFlagInclude,\n samFlag_exclude=args.samFlagExclude,\n minFragmentLength=args.minFragmentLength,\n maxFragmentLength=args.maxFragmentLength,\n chrsToSkip=args.ignoreForNormalization,\n verbose=args.verbose,\n )\n\n elif args.Offset:\n if len(args.Offset) > 1:\n if args.Offset[0] == 0:\n sys.exit(\"*Error*: An offset of 0 isn't allowed, since offsets are 1-based positions inside each alignment.\")\n if args.Offset[1] > 0 and args.Offset[1] < args.Offset[0]:\n sys.exir(\"'Error*: The right side bound is less than the left-side bound. This is inappropriate.\")\n else:\n if args.Offset[0] == 0:\n sys.exit(\"*Error*: An offset of 0 isn't allowed, since offsets are 1-based positions inside each alignment.\")\n wr = OffsetFragment([args.bam],\n binLength=args.binSize,\n stepSize=args.binSize,\n region=args.region,\n numberOfProcessors=args.numberOfProcessors,\n extendReads=args.extendReads,\n minMappingQuality=args.minMappingQuality,\n ignoreDuplicates=args.ignoreDuplicates,\n center_read=args.centerReads,\n zerosToNans=args.skipNonCoveredRegions,\n samFlag_include=args.samFlagInclude,\n samFlag_exclude=args.samFlagExclude,\n minFragmentLength=args.minFragmentLength,\n maxFragmentLength=args.maxFragmentLength,\n chrsToSkip=args.ignoreForNormalization,\n verbose=args.verbose)\n wr.filter_strand = args.filterRNAstrand\n wr.Offset = args.Offset\n else:\n wr = writeBedGraph.WriteBedGraph([args.bam],\n binLength=args.binSize,\n stepSize=args.binSize,\n region=args.region,\n blackListFileName=args.blackListFileName,\n numberOfProcessors=args.numberOfProcessors,\n extendReads=args.extendReads,\n minMappingQuality=args.minMappingQuality,\n ignoreDuplicates=args.ignoreDuplicates,\n center_read=args.centerReads,\n zerosToNans=args.skipNonCoveredRegions,\n samFlag_include=args.samFlagInclude,\n samFlag_exclude=args.samFlagExclude,\n minFragmentLength=args.minFragmentLength,\n maxFragmentLength=args.maxFragmentLength,\n chrsToSkip=args.ignoreForNormalization,\n verbose=args.verbose,\n )\n\n wr.run(writeBedGraph.scaleCoverage, func_args, args.outFileName,\n blackListFileName=args.blackListFileName,\n format=args.outFileFormat, smoothLength=args.smoothLength)\n\n\nclass OffsetFragment(writeBedGraph.WriteBedGraph):\n \"\"\"\n Class to redefine the get_fragment_from_read for the --Offset case\n \"\"\"\n def filterStrand(self, read, rv):\n \"\"\"\n A generic read filtering function that gets used by everything in this class.\n\n rv is returned if the strand is correct, otherwise [(None, None)]\n \"\"\"\n # Filter by RNA strand, if desired\n if read.is_paired:\n if self.filter_strand == 'forward':\n if read.flag & 144 == 128 or read.flag & 96 == 64:\n return rv\n elif self.filter_strand == 'reverse':\n if read.flag & 144 == 144 or read.flag & 96 == 96:\n return rv\n else:\n return rv\n else:\n if self.filter_strand == 'forward':\n if read.flag & 16 == 16:\n return rv\n elif self.filter_strand == 'reverse':\n if read.flag & 16 == 0:\n return rv\n else:\n return rv\n\n return [(None, None)]\n\n def get_fragment_from_read_list(self, read, offset):\n \"\"\"\n Return the range of exons from the 0th through 1st bases, inclusive. Positions are 1-based\n \"\"\"\n rv = [(None, None)]\n blocks = read.get_blocks()\n blockLen = sum([x[1] - x[0] for x in blocks])\n\n if self.defaultFragmentLength != 'read length':\n if self.is_proper_pair(read, self.maxPairedFragmentLength):\n if read.is_reverse:\n foo = (read.next_reference_start, read.reference_start)\n if foo[0] < foo[1]:\n blocks.insert(0, foo)\n else:\n foo = (read.reference_end, read.reference_end + abs(read.template_length) - read.infer_query_length())\n if foo[0] < foo[1]:\n blocks.append(foo)\n\n # Extend using the default fragment length\n else:\n if read.is_reverse:\n foo = (read.reference_start - self.defaultFragmentLength + read.infer_query_length(), read.reference_start)\n if foo[0] < 0:\n foo = (0, foo[1])\n if foo[0] < foo[1]:\n blocks.insert(0, foo)\n else:\n foo = (read.reference_end, read.reference_end + self.defaultFragmentLength - read.infer_query_length())\n if foo[0] < foo[1]:\n blocks.append(foo)\n\n stretch = []\n # For the sake of simplicity, convert [(10, 20), (30, 40)] to [10, 11, 12, 13, ..., 40]\n # Then subset accordingly\n for block in blocks:\n stretch.extend(range(block[0], block[1]))\n if read.is_reverse:\n stretch = stretch[::-1]\n\n # Handle --centerReads\n if self.center_read:\n _ = (len(stretch) - blockLen) // 2\n stretch = stretch[_:_ + blockLen]\n\n # Subset by --Offset\n try:\n foo = stretch[offset[0]:offset[1]]\n except:\n return rv\n\n if len(foo) == 0:\n return rv\n if read.is_reverse:\n foo = foo[::-1]\n\n # Convert the stretch back to a list of tuples\n foo = np.array(foo)\n d = foo[1:] - foo[:-1]\n idx = np.argwhere(d > 1).flatten().tolist() # This now holds the interval bounds as a list\n idx.append(-1)\n last = 0\n rv = []\n for i in idx:\n rv.append((foo[last].astype(\"int\"), foo[i].astype(\"int\") + 1))\n last = i + 1\n\n # Handle strand filtering, if needed\n return self.filterStrand(read, rv)\n\n def get_fragment_from_read(self, read):\n \"\"\"\n This is mostly a wrapper for self.get_fragment_from_read_list(),\n which needs a list and for the offsets to be tweaked by 1.\n \"\"\"\n offset = [x for x in self.Offset]\n if len(offset) > 1:\n if offset[0] > 0:\n offset[0] -= 1\n if offset[1] < 0:\n offset[1] += 1\n else:\n if offset[0] > 0:\n offset[0] -= 1\n offset = [offset[0], offset[0] + 1]\n else:\n if offset[0] < -1:\n offset = [offset[0], offset[0] + 1]\n else:\n offset = [offset[0], None]\n if offset[1] == 0:\n # -1 gets switched to 0, which screws things up\n offset = (offset[0], None)\n return self.get_fragment_from_read_list(read, offset)\n\n\nclass CenterFragment(writeBedGraph.WriteBedGraph):\n \"\"\"\n Class to redefine the get_fragment_from_read for the --MNase case\n\n The coverage of the fragment is defined as the 2 or 3 basepairs at the\n center of the fragment length.\n \"\"\"\n def get_fragment_from_read(self, read):\n \"\"\"\n Takes a proper pair fragment of high quality and limited\n to a certain length and outputs the center\n \"\"\"\n fragment_start = fragment_end = None\n\n # only paired forward reads are considered\n # Fragments have already been filtered according to length\n if read.is_proper_pair and not read.is_reverse and 1 < abs(read.tlen):\n # distance between pairs is even return two bases at the center\n if read.tlen % 2 == 0:\n fragment_start = read.pos + read.tlen / 2 - 1\n fragment_end = fragment_start + 2\n\n # distance is odd return three bases at the center\n else:\n fragment_start = read.pos + read.tlen / 2 - 1\n fragment_end = fragment_start + 3\n\n return [(fragment_start, fragment_end)]\n"
},
{
"path": "deeptools/bamHandler.py",
"content": "import sys\nimport pysam\nfrom deeptools.mapReduce import mapReduce\n\n\ndef countReadsInInterval(args):\n chrom, start, end, fname, toEOF = args\n\n bam = openBam(fname)\n mapped = 0\n unmapped = 0\n for b in bam.fetch(chrom, start, end):\n if chrom == \"*\":\n unmapped += 1\n continue\n if b.pos < start:\n continue\n if not b.is_unmapped:\n mapped += 1\n else:\n unmapped += 1\n return mapped, unmapped, chrom\n\n\ndef getMappingStats(bam, nThreads):\n \"\"\"\n This is used for CRAM files, since idxstats() and .mapped/.unmapped are meaningless\n\n This requires pysam > 0.13.0\n \"\"\"\n header = [(x, y) for x, y in zip(bam.references, bam.lengths)]\n res = mapReduce([bam.filename, False], countReadsInInterval, header, numberOfProcessors=nThreads)\n\n mapped = sum([x[0] for x in res])\n unmapped = sum([x[1] for x in res])\n stats = {x[0]: [0, 0] for x in header}\n for r in res:\n stats[r[2]][0] += r[0]\n stats[r[2]][1] += r[1]\n\n # We need to count the number of unmapped reads as well\n unmapped += bam.count(\"*\")\n\n return mapped, unmapped, stats\n\n\ndef openBam(bamFile, returnStats=False, nThreads=1, minimalDecoding=True):\n \"\"\"\n A wrapper for opening BAM/CRAM files.\n\n bamFile: str\n A BAM/CRAM file name\n\n returnStats: bool\n Return a tuple of (file_handle, nMappedReads, nUnmappedReads, statsDict).\n These additional values are needed by some downstream functions, since one\n can't use file_handle.mapped on CRAM files (or idxstats())\n\n nThreads: int\n If returnStats is True, number of threads to use for computing statistics\n\n minimalDecoding: Bool\n For CRAM files, don't decode the read name, sequence, qual, or auxiliary tag fields (these aren't used by most functions).\n\n Returns either the file handle or a tuple as described in returnStats\n \"\"\"\n format_options = [\"required_fields=0x1FF\"]\n if sys.version_info.major >= 3:\n format_options = [b\"required_fields=0x1FF\"]\n if not minimalDecoding:\n format_options = None\n try:\n bam = pysam.Samfile(bamFile, 'rb', format_options=format_options)\n except IOError:\n sys.exit(\"The file '{}' does not exist\".format(bamFile))\n except:\n sys.exit(\"The file '{}' does not have BAM or CRAM format \".format(bamFile))\n\n try:\n assert bam.check_index() is not False\n except:\n sys.exit(\"'{}' does not appear to have an index. You MUST index the file first!\".format(bamFile))\n\n if bam.is_cram and returnStats:\n mapped, unmapped, stats = getMappingStats(bam, nThreads)\n elif bam.is_bam:\n mapped = bam.mapped\n unmapped = bam.unmapped\n\n # Make the dictionary to hold the stats\n if returnStats:\n stats = {chrom.contig: [chrom.mapped, chrom.unmapped] for chrom in bam.get_index_statistics()}\n\n if bam.is_bam or (bam.is_cram and returnStats):\n if mapped == 0:\n sys.stderr.write(\"WARNING! '{}' does not have any mapped reads. Please \"\n \"check that the file is properly indexed and \"\n \"that it contains mapped reads.\\n\".format(bamFile))\n\n if returnStats:\n return bam, mapped, unmapped, stats\n else:\n return bam\n"
},
{
"path": "deeptools/bamPEFragmentSize.py",
"content": "#!/usr/bin/env python\n# -*- coding: utf-8 -*-\n\nimport argparse\nimport sys\nimport numpy as np\n\nimport matplotlib\nmatplotlib.use('Agg')\nmatplotlib.rcParams['pdf.fonttype'] = 42\nmatplotlib.rcParams['svg.fonttype'] = 'none'\nfrom deeptools import cm # noqa: F401\nimport matplotlib.pyplot as plt\n\nimport plotly.offline as py\nimport plotly.graph_objs as go\n\n# own tools\nfrom deeptools.parserCommon import writableFile\nfrom deeptools.getFragmentAndReadSize import get_read_and_fragment_length\nfrom importlib.metadata import version\n\n\ndef parse_arguments():\n parser = argparse.ArgumentParser(\n description='This tool calculates the fragment sizes for read pairs given a BAM file from paired-end sequencing.'\n 'Several regions are sampled depending on the '\n 'size of the genome and number of processors to estimate the'\n 'summary statistics on the fragment lengths. '\n 'Properly paired reads are preferred for computation, i.e., '\n 'it will only use discordant pairs if no concordant alignments '\n 'overlap with a given region. '\n 'The default setting simply prints the summary statistics to the screen.',\n usage='bamPEFragmentSize -b sample1.bam sample2.bam -o hist.png\\n'\n 'help: bamPEFragmentSize -h / bamPEFragmentSize --help'\n )\n parser.add_argument('--bamfiles', '-b',\n help='List of BAM files to process',\n nargs='+',\n metavar='bam files')\n\n parser.add_argument('--histogram', '-hist', '-o',\n help='Save a .png file with a histogram '\n 'of the fragment length distribution.',\n metavar='FILE')\n\n parser.add_argument('--plotFileFormat',\n metavar='FILETYPE',\n help='Image format type. If given, this option '\n 'overrides the image format based on the plotFile '\n 'ending. The available options are: png, '\n 'eps, pdf, svg and plotly.',\n default=None,\n choices=['png', 'pdf', 'svg', 'eps', 'plotly'])\n\n parser.add_argument('--numberOfProcessors', '-p',\n help='Number of processors to use. The default is '\n 'to use 1. (Default: %(default)s)',\n metavar=\"INT\",\n type=int,\n default=1,\n required=False)\n parser.add_argument('--samplesLabel',\n help='Labels for the samples plotted. The '\n 'default is to use the file name of the '\n 'sample. The sample labels should be separated '\n 'by spaces and quoted if a label itself'\n 'contains a space E.g. --samplesLabel label-1 \"label 2\" ',\n nargs='+')\n parser.add_argument('--plotTitle', '-T',\n help='Title of the plot, to be printed on top of '\n 'the generated image. Leave blank for no title. (Default: %(default)s)',\n default='')\n parser.add_argument('--maxFragmentLength',\n help='The maximum fragment length in the histogram. A value of 0 (the default) indicates to use twice the mean fragment length. (Default: %(default)s)',\n default=0,\n type=int)\n parser.add_argument('--logScale',\n help='Plot on the log scale',\n action='store_true')\n parser.add_argument('--binSize', '-bs',\n metavar='INT',\n help='Length in bases of the window used to sample the genome. (Default: %(default)s)',\n default=1000,\n type=int)\n parser.add_argument('--distanceBetweenBins', '-n',\n metavar='INT',\n help='To reduce the computation time, not every possible genomic '\n 'bin is sampled. This option allows you to set the distance '\n 'between bins actually sampled from. Larger numbers are sufficient '\n 'for high coverage samples, while smaller values are useful for '\n 'lower coverage samples. Note that if you specify a value that '\n 'results in too few (<1000) reads sampled, the value will be '\n 'decreased. (Default: %(default)s)',\n default=1000000,\n type=int)\n parser.add_argument('--blackListFileName', '-bl',\n help=\"A BED file containing regions that should be excluded from all analyses. Currently this works by rejecting genomic chunks that happen to overlap an entry. Consequently, for BAM files, if a read partially overlaps a blacklisted region or a fragment spans over it, then the read/fragment might still be considered.\",\n metavar=\"BED file\",\n required=False)\n parser.add_argument('--table',\n metavar='FILE',\n help='In addition to printing read and fragment length metrics to the screen, write them to the given file in tabular format.',\n required=False)\n parser.add_argument('--outRawFragmentLengths',\n metavar='FILE',\n required=False,\n type=writableFile,\n help='Save the fragment (or read if the input is single-end) length and their associated number of occurrences to a tab-separated file. Columns are length, number of occurrences, and the sample label.')\n parser.add_argument('--verbose',\n help='Set if processing data messages are wanted.',\n action='store_true',\n required=False)\n parser.add_argument('--version', action='version',\n version='%(prog)s {}'.format(version('deeptools')))\n\n return parser\n\n\ndef getDensity(lengths, minVal, maxVal):\n \"\"\"\n This is essentially computing what hist() in matplotlib is doing and returning the results.\n This then allows us to free up the memory consumed by each sample rather than returning it all back to main() for plotting.\n \"\"\"\n n, bins, patches = plt.hist(lengths, bins=100, range=(minVal, maxVal), density=True)\n plt.clf()\n return (n, bins)\n\n\ndef getFragSize(bam, args, idx, outRawFrags):\n fragment_len_dict, read_len_dict = get_read_and_fragment_length(bam, return_lengths=True,\n blackListFileName=args.blackListFileName,\n numberOfProcessors=args.numberOfProcessors,\n verbose=args.verbose,\n binSize=args.binSize,\n distanceBetweenBins=args.distanceBetweenBins)\n\n if outRawFrags:\n label = bam\n if args.samplesLabel and idx < len(args.samplesLabel):\n label = args.samplesLabel[idx]\n if fragment_len_dict:\n fragment_len_dict['lengths'] = [int(x) for x in fragment_len_dict['lengths']]\n cnts = np.bincount(fragment_len_dict['lengths'], minlength=int(fragment_len_dict['max']) + 1)\n else:\n read_len_dict['lengths'] = [int(x) for x in read_len_dict['lengths']]\n cnts = np.bincount(read_len_dict['lengths'], minlength=int(read_len_dict['max']) + 1)\n for idx, v in enumerate(cnts):\n if v > 0:\n outRawFrags.write(\"{}\\t{}\\t{}\\n\".format(idx, v, label))\n\n if args.samplesLabel and idx < len(args.samplesLabel):\n print(\"\\n\\nSample label: {}\".format(args.samplesLabel[idx]))\n else:\n print(\"\\n\\nBAM file : {}\".format(bam))\n\n if fragment_len_dict:\n if fragment_len_dict['mean'] == 0:\n print(\"No pairs were found. Is the data from a paired-end sequencing experiment?\")\n\n print(\"Sample size: {}\\n\".format(fragment_len_dict['sample_size']))\n\n print(\"Fragment lengths:\")\n print(\"Min.: {}\\n1st Qu.: {}\\nMean: {}\\nMedian: {}\\n\"\n \"3rd Qu.: {}\\nMax.: {}\\nStd: {}\".format(fragment_len_dict['min'],\n fragment_len_dict['qtile25'],\n fragment_len_dict['mean'],\n fragment_len_dict['median'],\n fragment_len_dict['qtile75'],\n fragment_len_dict['max'],\n fragment_len_dict['std']))\n print(\"MAD: {}\\nLen. 10%: {}\\nLen. 20%: {}\\nLen. 30%: {}\\nLen. 40%: {}\\nLen. 60%: {}\\nLen. 70%: {}\\nLen. 80%: {}\\nLen. 90%: {}\\nLen. 99%: {}\\n\".format(fragment_len_dict['mad'],\n fragment_len_dict['qtile10'],\n fragment_len_dict['qtile20'],\n fragment_len_dict['qtile30'],\n fragment_len_dict['qtile40'],\n fragment_len_dict['qtile60'],\n fragment_len_dict['qtile70'],\n fragment_len_dict['qtile80'],\n fragment_len_dict['qtile90'],\n fragment_len_dict['qtile99']))\n else:\n print(\"No pairs were found. Is the data from a paired-end sequencing experiment?\")\n\n print(\"\\nRead lengths:\")\n print(\"Sample size: {}\\n\".format(read_len_dict['sample_size']))\n print(\"Min.: {}\\n1st Qu.: {}\\nMean: {}\\nMedian: {}\\n\"\n \"3rd Qu.: {}\\nMax.: {}\\nStd: {}\".format(read_len_dict['min'],\n read_len_dict['qtile25'],\n read_len_dict['mean'],\n read_len_dict['median'],\n read_len_dict['qtile75'],\n read_len_dict['max'],\n read_len_dict['std']))\n print(\"MAD: {}\\nLen. 10%: {}\\nLen. 20%: {}\\nLen. 30%: {}\\nLen. 40%: {}\\nLen. 60%: {}\\nLen. 70%: {}\\nLen. 80%: {}\\nLen. 90%: {}\\nLen. 99%: {}\\n\".format(read_len_dict['mad'],\n read_len_dict['qtile10'],\n read_len_dict['qtile20'],\n read_len_dict['qtile30'],\n read_len_dict['qtile40'],\n read_len_dict['qtile60'],\n read_len_dict['qtile70'],\n read_len_dict['qtile80'],\n read_len_dict['qtile90'],\n read_len_dict['qtile99']))\n\n # The read and fragment lists will just eat up memory if not removed!\n if args.histogram:\n if fragment_len_dict:\n maxVal = fragment_len_dict['mean'] * 2\n minVal = fragment_len_dict['min']\n else:\n maxVal = read_len_dict['mean'] * 2\n minVal = read_len_dict['min']\n if args.maxFragmentLength > 0:\n maxVal = args.maxFragmentLength\n\n if fragment_len_dict:\n fragment_len_dict['lengths'] = getDensity(fragment_len_dict['lengths'], minVal, maxVal)\n if read_len_dict:\n read_len_dict['lengths'] = getDensity(read_len_dict['lengths'], minVal, maxVal)\n else:\n if fragment_len_dict:\n del fragment_len_dict['lengths']\n if read_len_dict:\n del read_len_dict['lengths']\n\n return (fragment_len_dict, read_len_dict)\n\n\ndef printTable(args, fragDict, readDict):\n \"\"\"\n Print the read and fragment dictionary in more easily parsable tabular format to a file.\n \"\"\"\n of = open(args.table, \"w\")\n of.write(\"\\tFrag. Sampled\")\n of.write(\"\\tFrag. Len. Min.\\tFrag. Len. 1st. Qu.\\tFrag. Len. Mean\\tFrag. Len. Median\\tFrag. Len. 3rd Qu.\\tFrag. Len. Max\\tFrag. Len. Std.\")\n of.write(\"\\tFrag. Med. Abs. Dev.\\tFrag. Len. 10%\\tFrag. Len. 20%\\tFrag. Len. 30%\\tFrag. Len. 40%\\tFrag. Len. 60%\\tFrag. Len. 70%\\tFrag. Len. 80%\\tFrag. Len. 90%\\tFrag. Len. 99%\")\n of.write(\"\\tReads Sampled\")\n of.write(\"\\tRead Len. Min.\\tRead Len. 1st. Qu.\\tRead Len. Mean\\tRead Len. Median\\tRead Len. 3rd Qu.\\tRead Len. Max\\tRead Len. Std.\")\n of.write(\"\\tRead Med. Abs. Dev.\\tRead Len. 10%\\tRead Len. 20%\\tRead Len. 30%\\tRead Len. 40%\\tRead Len. 60%\\tRead Len. 70%\\tRead Len. 80%\\tRead Len. 90%\\tRead Len. 99%\\n\")\n\n for idx, bam in enumerate(args.bamfiles):\n if args.samplesLabel and idx < len(args.samplesLabel):\n of.write(args.samplesLabel[idx])\n else:\n of.write(bam)\n if fragDict is not None and fragDict[bam] is not None:\n d = fragDict[bam]\n of.write(\"\\t{}\".format(d['sample_size']))\n of.write(\"\\t{}\\t{}\\t{}\\t{}\\t{}\\t{}\\t{}\".format(d['min'],\n d['qtile25'],\n d['mean'],\n d['median'],\n d['qtile75'],\n d['max'],\n d['std']))\n of.write(\"\\t{}\\t{}\\t{}\\t{}\\t{}\\t{}\\t{}\\t{}\\t{}\\t{}\".format(d['mad'],\n d['qtile10'],\n d['qtile20'],\n d['qtile30'],\n d['qtile40'],\n d['qtile60'],\n d['qtile70'],\n d['qtile80'],\n d['qtile90'],\n d['qtile99']))\n else:\n of.write(\"\\t0\")\n of.write(\"\\t0\\t0\\t0\\t0\\t0\\t0\\t0\")\n of.write(\"\\t0\\t0\\t0\\t0\\t0\\t0\\t0\\t0\\t0\\t0\")\n d = readDict[bam]\n of.write(\"\\t{}\".format(d['sample_size']))\n of.write(\"\\t{}\\t{}\\t{}\\t{}\\t{}\\t{}\\t{}\".format(d['min'],\n d['qtile25'],\n d['mean'],\n d['median'],\n d['qtile75'],\n d['max'],\n d['std']))\n of.write(\"\\t{}\\t{}\\t{}\\t{}\\t{}\\t{}\\t{}\\t{}\\t{}\\t{}\\n\".format(d['mad'],\n d['qtile10'],\n d['qtile20'],\n d['qtile30'],\n d['qtile40'],\n d['qtile60'],\n d['qtile70'],\n d['qtile80'],\n d['qtile90'],\n d['qtile99']))\n of.close()\n\n\ndef main(args=None):\n args = parse_arguments().parse_args(args)\n\n if len(sys.argv) == 1:\n parse_arguments().print_help()\n sys.exit()\n\n fraglengths = {}\n readlengths = {}\n of = None\n if args.outRawFragmentLengths is not None:\n of = open(args.outRawFragmentLengths, \"w\")\n of.write(\"#bamPEFragmentSize\\nSize\\tOccurrences\\tSample\\n\")\n for idx, bam in enumerate(args.bamfiles):\n f, r = getFragSize(bam, args, idx, of)\n fraglengths[bam] = f\n readlengths[bam] = r\n\n if args.table is not None:\n printTable(args, fraglengths, readlengths)\n\n if args.histogram:\n if args.samplesLabel:\n if len(args.bamfiles) != len(args.samplesLabel):\n sys.exit(\"The number of labels does not match the number of BAM files.\")\n else:\n labels = args.samplesLabel\n else:\n labels = list(fraglengths.keys())\n\n i = 0\n data = []\n for bam in fraglengths.keys():\n d = fraglengths[bam]\n if d is None:\n d = readlengths[bam]\n if args.maxFragmentLength > 0:\n maxVal = args.maxFragmentLength\n else:\n maxVal = d['mean'] * 2\n\n if args.plotFileFormat == 'plotly':\n trace = go.Histogram(x=d['lengths'],\n histnorm='probability',\n opacity=0.5,\n name=labels[i],\n nbinsx=100,\n xbins=dict(start=d['min'], end=maxVal))\n data.append(trace)\n else:\n plt.bar(d['lengths'][1][:-1], height=d['lengths'][0],\n width=d['lengths'][1][1:] - d['lengths'][1][:-1],\n align='edge', log=args.logScale,\n alpha=0.5, label=labels[i])\n i += 1\n\n if args.plotFileFormat == 'plotly':\n fig = go.Figure()\n fig.add_traces(data)\n fig['layout']['yaxis1'].update(title='Frequency')\n fig['layout']['xaxis1'].update(title='Fragment Length')\n fig['layout'].update(title=args.plotTitle)\n fig['layout'].update(showlegend=True)\n if args.logScale:\n fig['layout']['yaxis1'].update(type='log')\n py.plot(fig, filename=args.histogram, auto_open=False)\n else:\n plt.xlabel('Fragment Length')\n plt.ylabel('Frequency')\n plt.legend(loc='upper right')\n plt.title(args.plotTitle)\n plt.savefig(args.histogram, bbox_inches=0, format=args.plotFileFormat)\n plt.close()\n\n\nif __name__ == \"__main__\":\n main()\n"
},
{
"path": "deeptools/bigwigAverage.py",
"content": "#!/usr/bin/env python\n# -*- coding: utf-8 -*-\nimport argparse\nimport sys\nimport numpy as np\nfrom deeptools import parserCommon\nfrom deeptools import writeBedGraph_bam_and_bw\n\ndebug = 0\n\n\ndef parse_arguments(args=None):\n parentParser = parserCommon.getParentArgParse()\n outputParser = parserCommon.output()\n parser = argparse.ArgumentParser(\n parents=[parentParser, outputParser],\n formatter_class=argparse.ArgumentDefaultsHelpFormatter,\n description='This tool average multiple bigWig files based on the number '\n 'of mapped reads. To average the bigWig files, the genome is '\n 'partitioned into bins of equal size, then the scores '\n 'in each bigwig file are computed per bin.'\n 'These scores are averaged and scaleFactors can be applied before the average.',\n usage='bigwigAverage -b sample1.bw sample2.bw -o outfile.bw\\n'\n 'help: bigwigAverage -h / bigwigAverage --help')\n\n # define the arguments\n parser.add_argument('--bigwigs', '-b',\n metavar='Bigwig files',\n help='Bigwig files separated by space.',\n nargs='+',\n required=True)\n\n parser.add_argument('--scaleFactors',\n help='Set this parameter to multipy the bigwig values '\n 'by a constant. The format is '\n 'scaleFactor1:scaleFactor2:scaleFactor3 etc. '\n 'For example 0.7:1 to scale the first bigwig file '\n 'by 0.7 while not scaling the second bigwig file',\n default=None,\n required=False)\n\n parser.add_argument('--skipNonCoveredRegions', '--skipNAs',\n help='This parameter determines if non-covered regions (regions without a score) '\n 'in the bigWig files should be skipped. The default is to treat those '\n 'regions as having a value of zero. '\n 'The decision to skip non-covered regions '\n 'depends on the interpretation of the data. Non-covered regions '\n 'in a bigWig file may represent repetitive regions that should '\n 'be skipped. Alternatively, the interpretation of non-covered regions as '\n 'zeros may be wrong and this option should be used ',\n action='store_true')\n\n return parser\n\n\ndef getType(fname):\n \"\"\"\n Tries to determine if a file is a wiggle, a bedgraph, or a bigWig file.\n \"\"\"\n if fname.endswith(\".wig\") or fname.endswith(\".wiggle\"):\n return \"wiggle\"\n elif fname.lower().endswith(\".bedgraph\") or fname.endswith(\".bdg\"):\n return \"bedgraph\"\n else:\n return \"bigwig\"\n\n\ndef average(tileCoverage, args):\n r\"\"\"\n The mapreduce method calls this function\n for each tile. The parameters (args) are fixed\n in the main method.\n\n >>> funcArgs= {'scaleFactors': (1,1)}\n >>> average([1, 2], funcArgs)\n 1.5\n >>> funcArgs= {'scaleFactors': (1,0.5)}\n >>> average([1, 2], funcArgs)\n 1.0\n >>> funcArgs= {'scaleFactors': (1,0.5,0.1,0.2)}\n >>> average([1, 2, 3, 12], funcArgs)\n 1.175\n >>> average([1, 2, 3, np.nan], funcArgs)\n nan\n \"\"\"\n\n norm_values = [args['scaleFactors'][i] * cov for i, cov in enumerate(tileCoverage)]\n\n return np.mean(norm_values)\n\n\ndef main(args=None):\n args = parse_arguments().parse_args(args)\n if len(sys.argv) == 1:\n parse_arguments().print_help()\n sys.exit()\n\n nFiles = len(args.bigwigs)\n\n if args.scaleFactors:\n scaleFactors = [float(x) for x in args.scaleFactors.split(\":\")]\n if len(scaleFactors) == 1:\n scaleFactors = scaleFactors * nFiles\n elif len(scaleFactors) != nFiles:\n raise argparse.ArgumentTypeError(\n \"Format of scaleFactors is factor or factor1:factor2... as many as bigwig files. \"\n \"There are {} bigwigs and {} factors.\"\n \"The value given ( {} ) is not valid\".format(nFiles, len(scaleFactors), args.scaleFactors))\n else:\n scaleFactors = [1] * nFiles\n\n # the average function is called and receives\n # the function_args per each tile that is considered\n FUNC = average\n function_args = {'scaleFactors': scaleFactors}\n\n writeBedGraph_bam_and_bw.writeBedGraph(\n [(b, getType(b)) for b in args.bigwigs],\n args.outFileName, 0, FUNC,\n function_args, tileSize=args.binSize, region=args.region,\n blackListFileName=args.blackListFileName,\n verbose=args.verbose,\n numberOfProcessors=args.numberOfProcessors,\n skipZeroOverZero=False,\n format=args.outFileFormat,\n smoothLength=False,\n missingDataAsZero=not args.skipNonCoveredRegions,\n extendPairedEnds=False)\n"
},
{
"path": "deeptools/bigwigCompare.py",
"content": "#!/usr/bin/env python\n# -*- coding: utf-8 -*-\nimport argparse\nfrom deeptools import parserCommon\nfrom deeptools.getRatio import getRatio\nfrom deeptools import writeBedGraph_bam_and_bw\n\ndebug = 0\n\n\ndef parse_arguments(args=None):\n parentParser = parserCommon.getParentArgParse()\n outputParser = parserCommon.output()\n parser = argparse.ArgumentParser(\n parents=[parentParser, outputParser],\n formatter_class=argparse.ArgumentDefaultsHelpFormatter,\n description='This tool compares two bigWig files based on the number '\n 'of mapped reads. To compare the bigWig files, the genome is '\n 'partitioned into bins of equal size, then the number of reads found '\n 'in each BAM file are counted per bin and finally a summary '\n 'value is reported. This value can be the ratio of the number of reads'\n 'per bin, the log2 of the ratio, the sum or the difference.',\n usage='bigwigCompare -b1 sample1.bw -b2 sample2.bw -o log2.bw\\n'\n 'help: bigwigCompare -h / bigwigCompare --help')\n\n # define the arguments\n parser.add_argument('--bigwig1', '-b1',\n metavar='Bigwig file',\n help='Bigwig file 1. Usually the file for the '\n 'treatment.',\n required=True)\n\n parser.add_argument('--bigwig2', '-b2',\n metavar='Bigwig file',\n help='Bigwig file 2. Usually the file for the '\n 'control.',\n required=True)\n\n parser.add_argument('--scaleFactors',\n help='Set this parameter to multipy the bigwig values '\n 'by a constant. The format is '\n 'scaleFactor1:scaleFactor2. '\n 'For example 0.7:1 to scale the first bigwig file '\n 'by 0.7 while not scaling the second bigwig file',\n default=None,\n required=False)\n\n parser.add_argument('--pseudocount',\n help='A small number to avoid x/0. Only useful '\n 'together with --operation log2 or --operation ratio. '\n 'You can specify different values as pseudocounts for '\n 'the numerator and the denominator by providing two '\n 'values (the first value is used as the numerator '\n 'pseudocount and the second the denominator pseudocount). (Default: %(default)s)',\n default=1,\n nargs='+',\n action=parserCommon.requiredLength(1, 2),\n type=float,\n required=False)\n\n parser.add_argument('--skipZeroOverZero',\n help='Skip bins where BOTH BAM files lack coverage. '\n 'This is determined BEFORE any applicable pseudocount '\n 'is added.',\n action='store_true')\n\n parser.add_argument('--operation',\n help='The default is to output the log2ratio of the '\n 'two samples. The reciprocal ratio returns the '\n 'the negative of the inverse of the ratio '\n 'if the ratio is less than 0. The resulting '\n 'values are interpreted as negative fold changes. '\n 'Instead of performing a '\n 'computation using both files, the scaled signal can '\n 'alternatively be output for the first or second file using '\n 'the \\'--operation first\\' or \\'--operation second\\' (Default: %(default)s)',\n default='log2',\n choices=['log2', 'ratio', 'subtract', 'add', 'mean',\n 'reciprocal_ratio', 'first', 'second'],\n required=False)\n\n parser.add_argument('--skipNonCoveredRegions', '--skipNAs',\n help='This parameter determines if non-covered regions (regions without a score) '\n 'in the bigWig files should be skipped. The default is to treat those '\n 'regions as having a value of zero. '\n 'The decision to skip non-covered regions '\n 'depends on the interpretation of the data. Non-covered regions '\n 'in a bigWig file may represent repetitive regions that should '\n 'be skipped. Alternatively, the interpretation of non-covered regions as '\n 'zeros may be wrong and this option should be used ',\n action='store_true')\n\n parser.add_argument('--fixedStep',\n help='Write out all bins (of size --binSize) '\n 'instead of merging neighbouring bins with equal values.',\n action='store_true')\n return parser\n\n\ndef getType(fname):\n \"\"\"\n Tries to determine if a file is a wiggle, a bedgraph or a bigWig.\n \"\"\"\n if fname.endswith(\".wig\") or fname.endswith(\".wiggle\"):\n return \"wiggle\"\n elif fname.endswith(\".bedgraph\"):\n return \"bedgraph\"\n else:\n return \"bigwig\"\n\n\ndef main(args=None):\n args = parse_arguments().parse_args(args)\n\n if args.scaleFactors:\n scaleFactors = [float(x) for x in args.scaleFactors.split(\":\")]\n else:\n scaleFactors = [1, 1]\n\n if not isinstance(args.pseudocount, list):\n args.pseudocount = [args.pseudocount]\n\n if len(args.pseudocount) == 1:\n args.pseudocount *= 2\n\n # the getRatio function is called and receives\n # the function_args per each tile that is considered\n FUNC = getRatio\n function_args = {'valueType': args.operation,\n 'scaleFactors': scaleFactors,\n 'pseudocount': args.pseudocount}\n\n writeBedGraph_bam_and_bw.writeBedGraph(\n [(args.bigwig1, getType(args.bigwig1)),\n (args.bigwig2, getType(args.bigwig2))],\n args.outFileName, 0, FUNC,\n function_args, tileSize=args.binSize, region=args.region,\n blackListFileName=args.blackListFileName,\n verbose=args.verbose,\n numberOfProcessors=args.numberOfProcessors,\n skipZeroOverZero=args.skipZeroOverZero,\n format=args.outFileFormat,\n smoothLength=False,\n missingDataAsZero=not args.skipNonCoveredRegions,\n extendPairedEnds=False,\n fixedStep=args.fixedStep)\n"
},
{
"path": "deeptools/cm.py",
"content": "#!/usr/bin/env python\n\n# This file comes from the seaborn project and is under a BSD license:\n\n# Copyright (c) 2012-2019, Michael L. Waskom\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 notice, this\n# list of conditions and the following disclaimer.\n#\n# * 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#\n# * Neither the name of the project 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#\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 ARE\n# DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDER OR CONTRIBUTORS BE LIABLE\n# FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL\n# DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR\n# SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER\n# CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY,\n# OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE\n# OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.\n\nfrom matplotlib import colors, colormaps as mpl_cm\n\n\n_rocket_lut = [\n [0.01060815, 0.01808215, 0.10018654],\n [0.01428972, 0.02048237, 0.10374486],\n [0.01831941, 0.0229766, 0.10738511],\n [0.02275049, 0.02554464, 0.11108639],\n [0.02759119, 0.02818316, 0.11483751],\n [0.03285175, 0.03088792, 0.11863035],\n [0.03853466, 0.03365771, 0.12245873],\n [0.04447016, 0.03648425, 0.12631831],\n [0.05032105, 0.03936808, 0.13020508],\n [0.05611171, 0.04224835, 0.13411624],\n [0.0618531, 0.04504866, 0.13804929],\n [0.06755457, 0.04778179, 0.14200206],\n [0.0732236, 0.05045047, 0.14597263],\n [0.0788708, 0.05305461, 0.14995981],\n [0.08450105, 0.05559631, 0.15396203],\n [0.09011319, 0.05808059, 0.15797687],\n [0.09572396, 0.06050127, 0.16200507],\n [0.10132312, 0.06286782, 0.16604287],\n [0.10692823, 0.06517224, 0.17009175],\n [0.1125315, 0.06742194, 0.17414848],\n [0.11813947, 0.06961499, 0.17821272],\n [0.12375803, 0.07174938, 0.18228425],\n [0.12938228, 0.07383015, 0.18636053],\n [0.13501631, 0.07585609, 0.19044109],\n [0.14066867, 0.0778224, 0.19452676],\n [0.14633406, 0.07973393, 0.1986151],\n [0.15201338, 0.08159108, 0.20270523],\n [0.15770877, 0.08339312, 0.20679668],\n [0.16342174, 0.0851396, 0.21088893],\n [0.16915387, 0.08682996, 0.21498104],\n [0.17489524, 0.08848235, 0.2190294],\n [0.18065495, 0.09009031, 0.22303512],\n [0.18643324, 0.09165431, 0.22699705],\n [0.19223028, 0.09317479, 0.23091409],\n [0.19804623, 0.09465217, 0.23478512],\n [0.20388117, 0.09608689, 0.23860907],\n [0.20973515, 0.09747934, 0.24238489],\n [0.21560818, 0.09882993, 0.24611154],\n [0.22150014, 0.10013944, 0.2497868],\n [0.22741085, 0.10140876, 0.25340813],\n [0.23334047, 0.10263737, 0.25697736],\n [0.23928891, 0.10382562, 0.2604936],\n [0.24525608, 0.10497384, 0.26395596],\n [0.25124182, 0.10608236, 0.26736359],\n [0.25724602, 0.10715148, 0.27071569],\n [0.26326851, 0.1081815, 0.27401148],\n [0.26930915, 0.1091727, 0.2772502],\n [0.27536766, 0.11012568, 0.28043021],\n [0.28144375, 0.11104133, 0.2835489],\n [0.2875374, 0.11191896, 0.28660853],\n [0.29364846, 0.11275876, 0.2896085],\n [0.29977678, 0.11356089, 0.29254823],\n [0.30592213, 0.11432553, 0.29542718],\n [0.31208435, 0.11505284, 0.29824485],\n [0.31826327, 0.1157429, 0.30100076],\n [0.32445869, 0.11639585, 0.30369448],\n [0.33067031, 0.11701189, 0.30632563],\n [0.33689808, 0.11759095, 0.3088938],\n [0.34314168, 0.11813362, 0.31139721],\n [0.34940101, 0.11863987, 0.3138355],\n [0.355676, 0.11910909, 0.31620996],\n [0.36196644, 0.1195413, 0.31852037],\n [0.36827206, 0.11993653, 0.32076656],\n [0.37459292, 0.12029443, 0.32294825],\n [0.38092887, 0.12061482, 0.32506528],\n [0.38727975, 0.12089756, 0.3271175],\n [0.39364518, 0.12114272, 0.32910494],\n [0.40002537, 0.12134964, 0.33102734],\n [0.40642019, 0.12151801, 0.33288464],\n [0.41282936, 0.12164769, 0.33467689],\n [0.41925278, 0.12173833, 0.33640407],\n [0.42569057, 0.12178916, 0.33806605],\n [0.43214263, 0.12179973, 0.33966284],\n [0.43860848, 0.12177004, 0.34119475],\n [0.44508855, 0.12169883, 0.34266151],\n [0.45158266, 0.12158557, 0.34406324],\n [0.45809049, 0.12142996, 0.34540024],\n [0.46461238, 0.12123063, 0.34667231],\n [0.47114798, 0.12098721, 0.34787978],\n [0.47769736, 0.12069864, 0.34902273],\n [0.48426077, 0.12036349, 0.35010104],\n [0.49083761, 0.11998161, 0.35111537],\n [0.49742847, 0.11955087, 0.35206533],\n [0.50403286, 0.11907081, 0.35295152],\n [0.51065109, 0.11853959, 0.35377385],\n [0.51728314, 0.1179558, 0.35453252],\n [0.52392883, 0.11731817, 0.35522789],\n [0.53058853, 0.11662445, 0.35585982],\n [0.53726173, 0.11587369, 0.35642903],\n [0.54394898, 0.11506307, 0.35693521],\n [0.5506426, 0.11420757, 0.35737863],\n [0.55734473, 0.11330456, 0.35775059],\n [0.56405586, 0.11235265, 0.35804813],\n [0.57077365, 0.11135597, 0.35827146],\n [0.5774991, 0.11031233, 0.35841679],\n [0.58422945, 0.10922707, 0.35848469],\n [0.59096382, 0.10810205, 0.35847347],\n [0.59770215, 0.10693774, 0.35838029],\n [0.60444226, 0.10573912, 0.35820487],\n [0.61118304, 0.10450943, 0.35794557],\n [0.61792306, 0.10325288, 0.35760108],\n [0.62466162, 0.10197244, 0.35716891],\n [0.63139686, 0.10067417, 0.35664819],\n [0.63812122, 0.09938212, 0.35603757],\n [0.64483795, 0.0980891, 0.35533555],\n [0.65154562, 0.09680192, 0.35454107],\n [0.65824241, 0.09552918, 0.3536529],\n [0.66492652, 0.09428017, 0.3526697],\n [0.67159578, 0.09306598, 0.35159077],\n [0.67824099, 0.09192342, 0.3504148],\n [0.684863, 0.09085633, 0.34914061],\n [0.69146268, 0.0898675, 0.34776864],\n [0.69803757, 0.08897226, 0.3462986],\n [0.70457834, 0.0882129, 0.34473046],\n [0.71108138, 0.08761223, 0.3430635],\n [0.7175507, 0.08716212, 0.34129974],\n [0.72398193, 0.08688725, 0.33943958],\n [0.73035829, 0.0868623, 0.33748452],\n [0.73669146, 0.08704683, 0.33543669],\n [0.74297501, 0.08747196, 0.33329799],\n [0.74919318, 0.08820542, 0.33107204],\n [0.75535825, 0.08919792, 0.32876184],\n [0.76145589, 0.09050716, 0.32637117],\n [0.76748424, 0.09213602, 0.32390525],\n [0.77344838, 0.09405684, 0.32136808],\n [0.77932641, 0.09634794, 0.31876642],\n [0.78513609, 0.09892473, 0.31610488],\n [0.79085854, 0.10184672, 0.313391],\n [0.7965014, 0.10506637, 0.31063031],\n [0.80205987, 0.10858333, 0.30783],\n [0.80752799, 0.11239964, 0.30499738],\n [0.81291606, 0.11645784, 0.30213802],\n [0.81820481, 0.12080606, 0.29926105],\n [0.82341472, 0.12535343, 0.2963705],\n [0.82852822, 0.13014118, 0.29347474],\n [0.83355779, 0.13511035, 0.29057852],\n [0.83850183, 0.14025098, 0.2876878],\n [0.84335441, 0.14556683, 0.28480819],\n [0.84813096, 0.15099892, 0.281943],\n [0.85281737, 0.15657772, 0.27909826],\n [0.85742602, 0.1622583, 0.27627462],\n [0.86196552, 0.16801239, 0.27346473],\n [0.86641628, 0.17387796, 0.27070818],\n [0.87079129, 0.17982114, 0.26797378],\n [0.87507281, 0.18587368, 0.26529697],\n [0.87925878, 0.19203259, 0.26268136],\n [0.8833417, 0.19830556, 0.26014181],\n [0.88731387, 0.20469941, 0.25769539],\n [0.89116859, 0.21121788, 0.2553592],\n [0.89490337, 0.21785614, 0.25314362],\n [0.8985026, 0.22463251, 0.25108745],\n [0.90197527, 0.23152063, 0.24918223],\n [0.90530097, 0.23854541, 0.24748098],\n [0.90848638, 0.24568473, 0.24598324],\n [0.911533, 0.25292623, 0.24470258],\n [0.9144225, 0.26028902, 0.24369359],\n [0.91717106, 0.26773821, 0.24294137],\n [0.91978131, 0.27526191, 0.24245973],\n [0.92223947, 0.28287251, 0.24229568],\n [0.92456587, 0.29053388, 0.24242622],\n [0.92676657, 0.29823282, 0.24285536],\n [0.92882964, 0.30598085, 0.24362274],\n [0.93078135, 0.31373977, 0.24468803],\n [0.93262051, 0.3215093, 0.24606461],\n [0.93435067, 0.32928362, 0.24775328],\n [0.93599076, 0.33703942, 0.24972157],\n [0.93752831, 0.34479177, 0.25199928],\n [0.93899289, 0.35250734, 0.25452808],\n [0.94036561, 0.36020899, 0.25734661],\n [0.94167588, 0.36786594, 0.2603949],\n [0.94291042, 0.37549479, 0.26369821],\n [0.94408513, 0.3830811, 0.26722004],\n [0.94520419, 0.39062329, 0.27094924],\n [0.94625977, 0.39813168, 0.27489742],\n [0.94727016, 0.4055909, 0.27902322],\n [0.94823505, 0.41300424, 0.28332283],\n [0.94914549, 0.42038251, 0.28780969],\n [0.95001704, 0.42771398, 0.29244728],\n [0.95085121, 0.43500005, 0.29722817],\n [0.95165009, 0.44224144, 0.30214494],\n [0.9524044, 0.44944853, 0.3072105],\n [0.95312556, 0.45661389, 0.31239776],\n [0.95381595, 0.46373781, 0.31769923],\n [0.95447591, 0.47082238, 0.32310953],\n [0.95510255, 0.47787236, 0.32862553],\n [0.95569679, 0.48489115, 0.33421404],\n [0.95626788, 0.49187351, 0.33985601],\n [0.95681685, 0.49882008, 0.34555431],\n [0.9573439, 0.50573243, 0.35130912],\n [0.95784842, 0.51261283, 0.35711942],\n [0.95833051, 0.51946267, 0.36298589],\n [0.95879054, 0.52628305, 0.36890904],\n [0.95922872, 0.53307513, 0.3748895],\n [0.95964538, 0.53983991, 0.38092784],\n [0.96004345, 0.54657593, 0.3870292],\n [0.96042097, 0.55328624, 0.39319057],\n [0.96077819, 0.55997184, 0.39941173],\n [0.9611152, 0.5666337, 0.40569343],\n [0.96143273, 0.57327231, 0.41203603],\n [0.96173392, 0.57988594, 0.41844491],\n [0.96201757, 0.58647675, 0.42491751],\n [0.96228344, 0.59304598, 0.43145271],\n [0.96253168, 0.5995944, 0.43805131],\n [0.96276513, 0.60612062, 0.44471698],\n [0.96298491, 0.6126247, 0.45145074],\n [0.96318967, 0.61910879, 0.45824902],\n [0.96337949, 0.6255736, 0.46511271],\n [0.96355923, 0.63201624, 0.47204746],\n [0.96372785, 0.63843852, 0.47905028],\n [0.96388426, 0.64484214, 0.4861196],\n [0.96403203, 0.65122535, 0.4932578],\n [0.96417332, 0.65758729, 0.50046894],\n [0.9643063, 0.66393045, 0.5077467],\n [0.96443322, 0.67025402, 0.51509334],\n [0.96455845, 0.67655564, 0.52251447],\n [0.96467922, 0.68283846, 0.53000231],\n [0.96479861, 0.68910113, 0.53756026],\n [0.96492035, 0.69534192, 0.5451917],\n [0.96504223, 0.7015636, 0.5528892],\n [0.96516917, 0.70776351, 0.5606593],\n [0.96530224, 0.71394212, 0.56849894],\n [0.96544032, 0.72010124, 0.57640375],\n [0.96559206, 0.72623592, 0.58438387],\n [0.96575293, 0.73235058, 0.59242739],\n [0.96592829, 0.73844258, 0.60053991],\n [0.96612013, 0.74451182, 0.60871954],\n [0.96632832, 0.75055966, 0.61696136],\n [0.96656022, 0.75658231, 0.62527295],\n [0.96681185, 0.76258381, 0.63364277],\n [0.96709183, 0.76855969, 0.64207921],\n [0.96739773, 0.77451297, 0.65057302],\n [0.96773482, 0.78044149, 0.65912731],\n [0.96810471, 0.78634563, 0.66773889],\n [0.96850919, 0.79222565, 0.6764046],\n [0.96893132, 0.79809112, 0.68512266],\n [0.96935926, 0.80395415, 0.69383201],\n [0.9698028, 0.80981139, 0.70252255],\n [0.97025511, 0.81566605, 0.71120296],\n [0.97071849, 0.82151775, 0.71987163],\n [0.97120159, 0.82736371, 0.72851999],\n [0.97169389, 0.83320847, 0.73716071],\n [0.97220061, 0.83905052, 0.74578903],\n [0.97272597, 0.84488881, 0.75440141],\n [0.97327085, 0.85072354, 0.76299805],\n [0.97383206, 0.85655639, 0.77158353],\n [0.97441222, 0.86238689, 0.78015619],\n [0.97501782, 0.86821321, 0.78871034],\n [0.97564391, 0.87403763, 0.79725261],\n [0.97628674, 0.87986189, 0.8057883],\n [0.97696114, 0.88568129, 0.81430324],\n [0.97765722, 0.89149971, 0.82280948],\n [0.97837585, 0.89731727, 0.83130786],\n [0.97912374, 0.90313207, 0.83979337],\n [0.979891, 0.90894778, 0.84827858],\n [0.98067764, 0.91476465, 0.85676611],\n [0.98137749, 0.92061729, 0.86536915]\n]\n\n\n_mako_lut = [\n [0.04503935, 0.01482344, 0.02092227],\n [0.04933018, 0.01709292, 0.02535719],\n [0.05356262, 0.01950702, 0.03018802],\n [0.05774337, 0.02205989, 0.03545515],\n [0.06188095, 0.02474764, 0.04115287],\n [0.06598247, 0.0275665, 0.04691409],\n [0.07005374, 0.03051278, 0.05264306],\n [0.07409947, 0.03358324, 0.05834631],\n [0.07812339, 0.03677446, 0.06403249],\n [0.08212852, 0.0400833, 0.06970862],\n [0.08611731, 0.04339148, 0.07538208],\n [0.09009161, 0.04664706, 0.08105568],\n [0.09405308, 0.04985685, 0.08673591],\n [0.09800301, 0.05302279, 0.09242646],\n [0.10194255, 0.05614641, 0.09813162],\n [0.10587261, 0.05922941, 0.103854],\n [0.1097942, 0.06227277, 0.10959847],\n [0.11370826, 0.06527747, 0.11536893],\n [0.11761516, 0.06824548, 0.12116393],\n [0.12151575, 0.07117741, 0.12698763],\n [0.12541095, 0.07407363, 0.1328442],\n [0.12930083, 0.07693611, 0.13873064],\n [0.13317849, 0.07976988, 0.14465095],\n [0.13701138, 0.08259683, 0.15060265],\n [0.14079223, 0.08542126, 0.15659379],\n [0.14452486, 0.08824175, 0.16262484],\n [0.14820351, 0.09106304, 0.16869476],\n [0.15183185, 0.09388372, 0.17480366],\n [0.15540398, 0.09670855, 0.18094993],\n [0.15892417, 0.09953561, 0.18713384],\n [0.16238588, 0.10236998, 0.19335329],\n [0.16579435, 0.10520905, 0.19960847],\n [0.16914226, 0.10805832, 0.20589698],\n [0.17243586, 0.11091443, 0.21221911],\n [0.17566717, 0.11378321, 0.21857219],\n [0.17884322, 0.11666074, 0.2249565],\n [0.18195582, 0.11955283, 0.23136943],\n [0.18501213, 0.12245547, 0.23781116],\n [0.18800459, 0.12537395, 0.24427914],\n [0.19093944, 0.1283047, 0.25077369],\n [0.19381092, 0.13125179, 0.25729255],\n [0.19662307, 0.13421303, 0.26383543],\n [0.19937337, 0.13719028, 0.27040111],\n [0.20206187, 0.14018372, 0.27698891],\n [0.20469116, 0.14319196, 0.28359861],\n [0.20725547, 0.14621882, 0.29022775],\n [0.20976258, 0.14925954, 0.29687795],\n [0.21220409, 0.15231929, 0.30354703],\n [0.21458611, 0.15539445, 0.31023563],\n [0.21690827, 0.15848519, 0.31694355],\n [0.21916481, 0.16159489, 0.32366939],\n [0.2213631, 0.16471913, 0.33041431],\n [0.22349947, 0.1678599, 0.33717781],\n [0.2255714, 0.1710185, 0.34395925],\n [0.22758415, 0.17419169, 0.35075983],\n [0.22953569, 0.17738041, 0.35757941],\n [0.23142077, 0.18058733, 0.3644173],\n [0.2332454, 0.18380872, 0.37127514],\n [0.2350092, 0.18704459, 0.3781528],\n [0.23670785, 0.190297, 0.38504973],\n [0.23834119, 0.19356547, 0.39196711],\n [0.23991189, 0.19684817, 0.39890581],\n [0.24141903, 0.20014508, 0.4058667],\n [0.24286214, 0.20345642, 0.4128484],\n [0.24423453, 0.20678459, 0.41985299],\n [0.24554109, 0.21012669, 0.42688124],\n [0.2467815, 0.21348266, 0.43393244],\n [0.24795393, 0.21685249, 0.4410088],\n [0.24905614, 0.22023618, 0.448113],\n [0.25007383, 0.22365053, 0.45519562],\n [0.25098926, 0.22710664, 0.46223892],\n [0.25179696, 0.23060342, 0.46925447],\n [0.25249346, 0.23414353, 0.47623196],\n [0.25307401, 0.23772973, 0.48316271],\n [0.25353152, 0.24136961, 0.49001976],\n [0.25386167, 0.24506548, 0.49679407],\n [0.25406082, 0.2488164, 0.50348932],\n [0.25412435, 0.25262843, 0.51007843],\n [0.25404842, 0.25650743, 0.51653282],\n [0.25383134, 0.26044852, 0.52286845],\n [0.2534705, 0.26446165, 0.52903422],\n [0.25296722, 0.2685428, 0.53503572],\n [0.2523226, 0.27269346, 0.54085315],\n [0.25153974, 0.27691629, 0.54645752],\n [0.25062402, 0.28120467, 0.55185939],\n [0.24958205, 0.28556371, 0.55701246],\n [0.24842386, 0.28998148, 0.56194601],\n [0.24715928, 0.29446327, 0.56660884],\n [0.24580099, 0.29899398, 0.57104399],\n [0.24436202, 0.30357852, 0.57519929],\n [0.24285591, 0.30819938, 0.57913247],\n [0.24129828, 0.31286235, 0.58278615],\n [0.23970131, 0.3175495, 0.5862272],\n [0.23807973, 0.32226344, 0.58941872],\n [0.23644557, 0.32699241, 0.59240198],\n [0.2348113, 0.33173196, 0.59518282],\n [0.23318874, 0.33648036, 0.59775543],\n [0.2315855, 0.34122763, 0.60016456],\n [0.23001121, 0.34597357, 0.60240251],\n [0.2284748, 0.35071512, 0.6044784],\n [0.22698081, 0.35544612, 0.60642528],\n [0.22553305, 0.36016515, 0.60825252],\n [0.22413977, 0.36487341, 0.60994938],\n [0.22280246, 0.36956728, 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0.25331365],\n [0.72401436, 0.20691287, 0.25027366],\n [0.73407638, 0.21145051, 0.24710661],\n [0.74396983, 0.21631913, 0.24380715],\n [0.75361506, 0.22163653, 0.24043996],\n [0.7630579, 0.22731637, 0.23700095],\n [0.77222228, 0.23346231, 0.23356628],\n [0.78115441, 0.23998404, 0.23013825],\n [0.78979746, 0.24694858, 0.22678822],\n [0.79819286, 0.25427223, 0.22352658],\n [0.80630444, 0.26198807, 0.22040877],\n [0.81417437, 0.27001406, 0.21744645],\n [0.82177364, 0.27837336, 0.21468316],\n [0.82915955, 0.28696963, 0.21210766],\n [0.83628628, 0.2958499, 0.20977813],\n [0.84322168, 0.30491136, 0.20766435],\n [0.84995458, 0.31415945, 0.2057863],\n [0.85648867, 0.32358058, 0.20415327],\n [0.86286243, 0.33312058, 0.20274969],\n [0.86908321, 0.34276705, 0.20157271],\n [0.87512876, 0.3525416, 0.20064949],\n [0.88100349, 0.36243385, 0.19999078],\n [0.8866469, 0.37249496, 0.1997976],\n [0.89203964, 0.38273475, 0.20013431],\n [0.89713496, 0.39318156, 0.20121514],\n [0.90195099, 0.40380687, 0.20301555],\n [0.90648379, 0.41460191, 0.20558847],\n [0.9106967, 0.42557857, 0.20918529],\n [0.91463791, 0.43668557, 0.21367954],\n [0.91830723, 0.44790913, 0.21916352],\n [0.92171507, 0.45922856, 0.22568002],\n [0.92491786, 0.4705936, 0.23308207],\n [0.92790792, 0.48200153, 0.24145932],\n [0.93073701, 0.49341219, 0.25065486],\n [0.93343918, 0.5048017, 0.26056148],\n [0.93602064, 0.51616486, 0.27118485],\n [0.93850535, 0.52748892, 0.28242464],\n [0.94092933, 0.53875462, 0.29416042],\n [0.94330011, 0.5499628, 0.30634189],\n [0.94563159, 0.56110987, 0.31891624],\n [0.94792955, 0.57219822, 0.33184256],\n [0.95020929, 0.5832232, 0.34508419],\n [0.95247324, 0.59419035, 0.35859866],\n [0.95471709, 0.60510869, 0.37236035],\n [0.95698411, 0.61595766, 0.38629631],\n [0.95923863, 0.62676473, 0.40043317],\n [0.9615041, 0.6375203, 0.41474106],\n [0.96371553, 0.64826619, 0.42928335],\n [0.96591497, 0.65899621, 0.44380444],\n [0.96809871, 0.66971662, 0.45830232],\n [0.9702495, 0.6804394, 0.47280492],\n [0.9723881, 0.69115622, 0.48729272],\n [0.97450723, 0.70187358, 0.50178034],\n [0.9766108, 0.712592, 0.51626837],\n [0.97871716, 0.72330511, 0.53074053],\n [0.98082222, 0.73401769, 0.54520694],\n [0.9829001, 0.74474445, 0.5597019],\n [0.98497466, 0.75547635, 0.57420239],\n [0.98705581, 0.76621129, 0.58870185],\n [0.98913325, 0.77695637, 0.60321626],\n [0.99119918, 0.78771716, 0.61775821],\n [0.9932672, 0.79848979, 0.63231691],\n [0.99535958, 0.80926704, 0.64687278],\n [0.99740544, 0.82008078, 0.66150571],\n [0.9992197, 0.83100723, 0.6764127]\n]\n\n\n_luts = [_rocket_lut, _mako_lut, _vlag_lut, _icefire_lut]\n_names = [\"rocket\", \"mako\", \"vlag\", \"icefire\"]\n\nfor _lut, _name in zip(_luts, _names):\n\n _cmap = colors.ListedColormap(_lut, _name)\n locals()[_name] = _cmap\n\n _cmap_r = colors.ListedColormap(_lut[::-1], _name + \"_r\")\n locals()[_name + \"_r\"] = _cmap_r\n\n mpl_cm.register(_cmap, name=_name)\n mpl_cm.register(_cmap_r, name=_name + \"_r\")\n"
},
{
"path": "deeptools/computeGCBias.py",
"content": "#!/usr/bin/env python\n# -*- coding: utf-8 -*-\n\nimport time\n\nimport multiprocessing\nimport numpy as np\nimport argparse\nfrom scipy.stats import poisson\nimport py2bit\nimport sys\n\nfrom deeptoolsintervals import GTF\nfrom deeptools.utilities import tbitToBamChrName, getGC_content\nfrom deeptools import parserCommon, mapReduce\nfrom deeptools.getFragmentAndReadSize import get_read_and_fragment_length\nfrom deeptools import bamHandler\n\ndebug = 0\nold_settings = np.seterr(all='ignore')\n\n\ndef parse_arguments(args=None):\n parentParser = parserCommon.getParentArgParse(binSize=False, blackList=True)\n requiredArgs = getRequiredArgs()\n parser = argparse.ArgumentParser(\n parents=[requiredArgs, parentParser],\n formatter_class=argparse.ArgumentDefaultsHelpFormatter,\n description='Computes the GC-bias using Benjamini\\'s method '\n '[Benjamini & Speed (2012). Nucleic Acids Research, 40(10). doi: 10.1093/nar/gks001]. '\n 'The GC-bias is visualized and the resulting table can be used to'\n 'correct the bias with `correctGCBias`.',\n usage='computeGCBias '\n '-b file.bam --effectiveGenomeSize 2150570000 -g mm9.2bit -l 200 --GCbiasFrequenciesFile freq.txt\\n'\n 'help: computeGCBias -h / computeGCBias --help',\n conflict_handler='resolve',\n add_help=False)\n\n return parser\n\n\ndef getRequiredArgs():\n parser = argparse.ArgumentParser(add_help=False)\n\n required = parser.add_argument_group('Required arguments')\n\n required.add_argument('--bamfile', '-b',\n metavar='bam file',\n help='Sorted BAM file. ',\n required=True)\n\n required.add_argument('--effectiveGenomeSize',\n help='The effective genome size is the portion '\n 'of the genome that is mappable. Large fractions of '\n 'the genome are stretches of NNNN that should be '\n 'discarded. Also, if repetitive regions were not '\n 'included in the mapping of reads, the effective '\n 'genome size needs to be adjusted accordingly. '\n 'A table of values is available here: '\n 'http://deeptools.readthedocs.io/en/latest/content/feature/effectiveGenomeSize.html .',\n default=None,\n type=int,\n required=True)\n\n required.add_argument('--genome', '-g',\n help='Genome in two bit format. Most genomes can be '\n 'found here: http://hgdownload.cse.ucsc.edu/gbdb/ '\n 'Search for the .2bit ending. Otherwise, fasta '\n 'files can be converted to 2bit using the UCSC '\n 'programm called faToTwoBit available for different '\n 'plattforms at '\n 'http://hgdownload.cse.ucsc.edu/admin/exe/',\n metavar='2bit FILE',\n required=True)\n\n required.add_argument('--GCbiasFrequenciesFile', '-freq', '-o',\n help='Path to save the file containing '\n 'the observed and expected read frequencies per %%GC-'\n 'content. This file is needed to run the '\n 'correctGCBias tool. This is a text file.',\n type=argparse.FileType('w'),\n metavar='FILE',\n required=True)\n\n # define the optional arguments\n optional = parser.add_argument_group('Optional arguments')\n optional.add_argument('--fragmentLength', '-l',\n help='Fragment length used for the sequencing. If '\n 'paired-end reads are used, the fragment length is '\n 'computed based from the bam file',\n type=int)\n\n optional.add_argument(\"--help\", \"-h\", action=\"help\",\n help=\"show this help message and exit\")\n\n optional.add_argument('--sampleSize',\n default=5e7,\n help='Number of sampling points to be considered. (Default: %(default)s)',\n type=int)\n\n optional.add_argument('--extraSampling',\n help='BED file containing genomic regions for which '\n 'extra sampling is required because they are '\n 'underrepresented in the genome.',\n type=argparse.FileType('r'),\n metavar='BED file')\n\n plot = parser.add_argument_group('Diagnostic plot options')\n\n plot.add_argument('--biasPlot',\n metavar='FILE NAME',\n help='If given, a diagnostic image summarizing '\n 'the GC-bias will be saved.')\n\n plot.add_argument('--plotFileFormat',\n metavar='',\n help='image format type. If given, this '\n 'option overrides the '\n 'image format based on the plotFile ending. '\n 'The available options are: \"png\", '\n '\"eps\", \"pdf\", \"plotly\" and \"svg\"',\n choices=['png', 'pdf', 'svg', 'eps', 'plotly'])\n\n plot.add_argument('--regionSize',\n metavar='INT',\n type=int,\n default=300,\n help='To plot the reads per %%GC over a region'\n 'the size of the region is required. By default, '\n 'the bin size is set to 300 bases, which is close to the '\n 'standard fragment size for Illumina machines. However, '\n 'if the depth of sequencing is low, a larger bin size '\n 'will be required, otherwise many bins will not '\n 'overlap with any read (Default: %(default)s)')\n\n return parser\n\n\ndef getPositionsToSample(chrom, start, end, stepSize):\n \"\"\"\n check if the region submitted to the worker\n overlaps with the region to take extra effort to sample.\n If that is the case, the regions to sample array is\n increased to match each of the positions in the extra\n effort region sampled at the same stepSize along the interval.\n\n If a filter out tree is given, then from positions to sample\n those regions are cleaned\n \"\"\"\n positions_to_sample = np.arange(start, end, stepSize)\n\n if global_vars['filter_out']:\n filter_out_tree = GTF(global_vars['filter_out'])\n else:\n filter_out_tree = None\n\n if global_vars['extra_sampling_file']:\n extra_tree = GTF(global_vars['extra_sampling_file'])\n else:\n extra_tree = None\n\n if extra_tree:\n orig_len = len(positions_to_sample)\n try:\n extra_match = extra_tree.findOverlaps(chrom, start, end)\n except KeyError:\n extra_match = []\n\n if len(extra_match) > 0:\n for intval in extra_match:\n positions_to_sample = np.append(positions_to_sample,\n list(range(intval[0], intval[1], stepSize)))\n # remove duplicates\n positions_to_sample = np.unique(np.sort(positions_to_sample))\n if debug:\n print(\"sampling increased to {} from {}\".format(\n len(positions_to_sample),\n orig_len))\n\n # skip regions that are filtered out\n if filter_out_tree:\n try:\n out_match = filter_out_tree.findOverlaps(chrom, start, end)\n except KeyError:\n out_match = []\n\n if len(out_match) > 0:\n for intval in out_match:\n positions_to_sample = \\\n positions_to_sample[(positions_to_sample < intval[0]) | (positions_to_sample >= intval[1])]\n return positions_to_sample\n\n\ndef countReadsPerGC_wrapper(args):\n return countReadsPerGC_worker(*args)\n\n\ndef countReadsPerGC_worker(chromNameBam,\n start, end, stepSize, regionSize,\n chrNameBamToBit, verbose=False):\n \"\"\"given a genome region defined by\n (start, end), the GC content is quantified for\n regions of size regionSize that are contiguous\n \"\"\"\n\n chromNameBit = chrNameBamToBit[chromNameBam]\n tbit = py2bit.open(global_vars['2bit'])\n bam = bamHandler.openBam(global_vars['bam'])\n c = 1\n sub_reads_per_gc = []\n positions_to_sample = getPositionsToSample(chromNameBit,\n start, end, stepSize)\n\n for index in range(len(positions_to_sample)):\n i = positions_to_sample[index]\n # stop if region extends over the chromosome end\n if tbit.chroms(chromNameBit) < i + regionSize:\n break\n\n try:\n gc = getGC_content(tbit, chromNameBit, int(i), int(i + regionSize))\n except Exception as detail:\n if verbose:\n print(\"{}:{}-{}\".format(chromNameBit, i, i + regionSize))\n print(detail)\n continue\n numberReads = bam.count(chromNameBam, i, i + regionSize)\n sub_reads_per_gc.append((numberReads, gc))\n c += 1\n\n return sub_reads_per_gc\n\n\ndef tabulateGCcontent_wrapper(args):\n return tabulateGCcontent_worker(*args)\n\n\ndef tabulateGCcontent_worker(chromNameBam, start, end, stepSize,\n fragmentLength,\n chrNameBamToBit, verbose=False):\n r\"\"\" given genome regions, the GC content of the genome is tabulated for\n fragments of length 'fragmentLength' each 'stepSize' positions.\n\n >>> test = Tester()\n >>> args = test.testTabulateGCcontentWorker()\n >>> N_gc, F_gc = tabulateGCcontent_worker(*args)\n\n The forward read positions are:\n [1, 4, 10, 10, 16, 18]\n which correspond to a GC of\n [1, 1, 1, 1, 2, 1]\n\n The evaluated position are\n [0, 2, 4, 6, 8, 10, 12, 14, 16, 18]\n the corresponding GC is\n [2, 1, 1, 2, 2, 1, 2, 3, 2, 1]\n\n >>> print(N_gc)\n [0 4 5 1]\n >>> print(F_gc)\n [0 4 1 0]\n >>> test.set_filter_out_file()\n >>> chrNameBam2bit = {'2L': 'chr2L'}\n\n Test for the filter out option\n >>> N_gc, F_gc = tabulateGCcontent_worker('2L', 0, 20, 2,\n ... {'median': 3}, chrNameBam2bit)\n >>> test.unset_filter_out_file()\n\n The evaluated positions are\n [ 0 2 8 10 12 14 16 18]\n >>> print(N_gc)\n [0 3 4 1]\n >>> print(F_gc)\n [0 3 1 0]\n\n Test for extra_sampling option\n >>> test.set_extra_sampling_file()\n >>> chrNameBam2bit = {'2L': 'chr2L'}\n >>> res = tabulateGCcontent_worker('2L', 0, 20, 2,\n ... {'median': 3}, chrNameBam2bit)\n\n The new positions evaluated are\n [0, 1, 2, 3, 4, 6, 8, 10, 12, 14, 16, 18]\n and the GC is\n [2, 1, 1, 0, 1, 2, 2, 1, 2, 3, 2, 1]\n >>> print(res[0])\n [1 5 5 1]\n >>> print(res[1])\n [0 5 1 0]\n\n \"\"\"\n if start > end:\n raise NameError(\"start %d bigger that end %d\" % (start, end))\n\n chromNameBit = chrNameBamToBit[chromNameBam]\n\n # array to keep track of the GC from regions of length 'fragmentLength'\n # from the genome. The index of the array is used to\n # indicate the gc content. The values inside the\n # array are counts. Thus, if N_gc[10] = 3, that means\n # that 3 regions have a gc_content of 10.\n subN_gc = np.zeros(fragmentLength['median'] + 1, dtype='int')\n subF_gc = np.zeros(fragmentLength['median'] + 1, dtype='int')\n\n tbit = py2bit.open(global_vars['2bit'])\n bam = bamHandler.openBam(global_vars['bam'])\n peak = 0\n startTime = time.time()\n\n if verbose:\n print(\"[{:.3f}] computing positions to \"\n \"sample\".format(time.time() - startTime))\n\n positions_to_sample = getPositionsToSample(chromNameBit,\n start, end, stepSize)\n\n read_counts = []\n # Optimize IO.\n # if the sample regions are far apart from each\n # other is faster to go to each location and fetch\n # the reads found there.\n # Otherwise, if the regions to sample are close to\n # each other, is faster to load all the reads in\n # a large region into memory and consider only\n # those falling into the positions to sample.\n # The following code gets the reads\n # that are at sampling positions that lie close together\n if np.mean(np.diff(positions_to_sample)) < 1000:\n start_pos = min(positions_to_sample)\n end_pos = max(positions_to_sample)\n if verbose:\n print(\"[{:.3f}] caching reads\".format(time.time() - startTime))\n\n counts = np.bincount([r.pos - start_pos\n for r in bam.fetch(chromNameBam, start_pos,\n end_pos + 1)\n if not r.is_reverse and not r.is_unmapped and r.pos >= start_pos],\n minlength=end_pos - start_pos + 2)\n\n read_counts = counts[positions_to_sample - min(positions_to_sample)]\n if verbose:\n print(\"[{:.3f}] finish caching reads.\".format(\n time.time() - startTime))\n\n countTime = time.time()\n\n c = 1\n for index in range(len(positions_to_sample)):\n i = positions_to_sample[index]\n # stop if the end of the chromosome is reached\n if i + fragmentLength['median'] > tbit.chroms(chromNameBit):\n break\n\n try:\n gc = getGC_content(tbit, chromNameBit, int(i), int(i + fragmentLength['median']), fraction=False)\n except Exception as detail:\n if verbose:\n print(detail)\n continue\n\n subN_gc[gc] += 1\n\n # count all reads at position 'i'\n if len(read_counts) == 0: # case when no cache was done\n num_reads = len([x.pos for x in bam.fetch(chromNameBam, i, i + 1)\n if x.is_reverse is False and x.pos == i])\n else:\n num_reads = read_counts[index]\n\n if num_reads >= global_vars['max_reads']:\n peak += 1\n continue\n\n subF_gc[gc] += num_reads\n if verbose:\n if index % 50000 == 0:\n endTime = time.time()\n print(\"%s processing %d (%.1f per sec) @ %s:%s-%s %s\" %\n (multiprocessing.current_process().name,\n index, index / (endTime - countTime),\n chromNameBit, start, end, stepSize))\n c += 1\n\n if verbose:\n endTime = time.time()\n print(\"%s processing %d (%.1f per sec) @ %s:%s-%s %s\" %\n (multiprocessing.current_process().name,\n index, index / (endTime - countTime),\n chromNameBit, start, end, stepSize))\n print(\"%s total time %.1f @ %s:%s-%s %s\" % (multiprocessing.current_process().name,\n (endTime - startTime), chromNameBit, start, end, stepSize))\n\n return subN_gc, subF_gc\n\n\ndef tabulateGCcontent(fragmentLength, chrNameBitToBam, stepSize,\n chromSizes, numberOfProcessors=None, verbose=False,\n region=None):\n r\"\"\"\n Subdivides the genome or the reads into chunks to be analyzed in parallel\n using several processors. This codes handles the creation of\n workers that tabulate the GC content for small regions and then\n collects and integrates the results\n >>> test = Tester()\n >>> arg = test.testTabulateGCcontent()\n >>> res = tabulateGCcontent(*arg)\n >>> res\n array([[ 0. , 18. , 1. ],\n [ 3. , 63. , 0.45815996],\n [ 7. , 159. , 0.42358185],\n [ 25. , 192. , 1.25278115],\n [ 28. , 215. , 1.25301422],\n [ 16. , 214. , 0.71935396],\n [ 12. , 95. , 1.21532959],\n [ 9. , 24. , 3.60800971],\n [ 3. , 11. , 2.62400706],\n [ 0. , 0. , 1. ],\n [ 0. , 0. , 1. ]])\n \"\"\"\n global global_vars\n\n chrNameBamToBit = dict([(v, k) for k, v in chrNameBitToBam.items()])\n chunkSize = int(min(2e6, 4e5 / global_vars['reads_per_bp']))\n chromSizes = [(k, v) for k, v in chromSizes if k in list(chrNameBamToBit.keys())]\n\n imap_res = mapReduce.mapReduce((stepSize,\n fragmentLength, chrNameBamToBit,\n verbose),\n tabulateGCcontent_wrapper,\n chromSizes,\n genomeChunkLength=chunkSize,\n numberOfProcessors=numberOfProcessors,\n region=region)\n\n for subN_gc, subF_gc in imap_res:\n try:\n F_gc += subF_gc\n N_gc += subN_gc\n except NameError:\n F_gc = subF_gc\n N_gc = subN_gc\n\n if sum(F_gc) == 0:\n sys.exit(\"No fragments included in the sampling! Consider decreasing (or maybe increasing) the --sampleSize parameter\")\n scaling = float(sum(N_gc)) / float(sum(F_gc))\n\n R_gc = np.array([float(F_gc[x]) / N_gc[x] * scaling\n if N_gc[x] and F_gc[x] > 0 else 1\n for x in range(len(F_gc))])\n\n data = np.transpose(np.vstack((F_gc, N_gc, R_gc)))\n return data\n\n\ndef countReadsPerGC(regionSize, chrNameBitToBam, stepSize,\n chromSizes, numberOfProcessors=None, verbose=False,\n region=None):\n r\"\"\"\n Computes for a region of size regionSize, the GC of the region\n and the number of reads that overlap it.\n >>> test = Tester()\n >>> arg = test.testCountReadsPerGC()\n >>> reads_per_gc = countReadsPerGC(*arg)\n >>> reads_per_gc[0:5,:]\n array([[132. , 0.44 ],\n [132. , 0.44 ],\n [133. , 0.44 ],\n [134. , 0.43666667],\n [134. , 0.44 ]])\n \"\"\"\n global global_vars\n\n chrNameBamToBit = dict([(v, k) for k, v in chrNameBitToBam.items()])\n chunkSize = int(min(2e6, 4e5 / global_vars['reads_per_bp']))\n\n imap_res = mapReduce.mapReduce((stepSize,\n regionSize, chrNameBamToBit,\n verbose),\n countReadsPerGC_wrapper,\n chromSizes,\n genomeChunkLength=chunkSize,\n numberOfProcessors=numberOfProcessors,\n region=region)\n\n reads_per_gc = []\n for sub_reads_per_gc in imap_res:\n reads_per_gc += sub_reads_per_gc\n\n reads_per_gc = np.asarray(reads_per_gc)\n return reads_per_gc\n\n\ndef smooth(x, window_len=3):\n \"\"\"\n *CURRENTLY* not being used\n smooths the values from the frequencies by taking the average\n of 'window_len' values. window_len has to be an odd number\n \"\"\"\n # do not smooth small arrays\n if len(x) < window_len * 2:\n return x\n i = 0\n y = x[:]\n half_width = (window_len - 1) / 2\n for i in range(0, len(x)):\n if i < half_width or i + half_width + 1 > len(x):\n continue\n else:\n y[i] = np.mean(x[i - half_width:i + half_width + 1])\n # clip low values, this avoid problems with zeros\n return y\n\n\ndef bin_by(x, y, nbins=10):\n \"\"\"\n Bin x by y.\n Returns the binned \"x\" values and the left edges of the bins\n \"\"\"\n bins = np.linspace(0, 1, nbins + 1)\n # To avoid extra bin for the max value\n bins[-1] += 1\n\n indices = np.digitize(y, bins)\n\n output = []\n for i in range(1, len(bins)):\n output.append(x[indices == i])\n\n # Just return the left edges of the bins\n bins = bins[:-1]\n\n return output, bins\n\n\ndef plotlyGCbias(file_name, frequencies, reads_per_gc, region_size):\n import plotly.offline as py\n import plotly.graph_objs as go\n import matplotlib.cbook as cbook\n\n fig = go.Figure()\n fig['layout']['xaxis1'] = dict(domain=[0.0, 1.0], anchor=\"y1\", title=\"GC fraction\")\n fig['layout']['yaxis1'] = dict(domain=[0.55, 1.0], anchor=\"x1\", title=\"Number of reads\")\n fig['layout']['xaxis2'] = dict(domain=[0.0, 1.0], anchor=\"y2\", title=\"GC fraction\", range=[0.2, 0.7])\n fig['layout']['yaxis2'] = dict(domain=[0.0, 0.45], anchor=\"x2\", title=\"log2(observed/expected)\")\n text = \"reads per {} base region\".format(region_size)\n annos = [{'yanchor': 'bottom', 'xref': 'paper', 'xanchor': 'center', 'yref': 'paper', 'text': text, 'y': 1.0, 'x': 0.5, 'font': {'size': 16}, 'showarrow': False}]\n text = \"normalized observed/expected read counts\"\n annos.append({'yanchor': 'bottom', 'xref': 'paper', 'xanchor': 'center', 'yref': 'paper', 'text': text, 'y': 0.5, 'x': 0.5, 'font': {'size': 16}, 'showarrow': False})\n\n # prepare data for boxplot\n reads, GC = reads_per_gc.T\n reads_per_gc, bin_labels = bin_by(reads, GC, nbins=100)\n to_keep = [idx for idx, x in enumerate(bin_labels) if 0.2 <= x <= 0.7]\n reads_per_gc = [reads_per_gc[x] for x in to_keep]\n bin_labels = [bin_labels[x] for x in to_keep]\n\n # produce the same boxplot as matplotlib as vastly reduce the output file size\n bins = []\n for b in reads_per_gc:\n s = cbook.boxplot_stats(b)[0]\n bins.append([s['whislo'], s['q1'], s['q1'], s['med'], s['med'], s['med'], s['q3'], s['q3'], s['whishi']])\n\n data = []\n\n # top plot\n for x, y in zip(bin_labels, bins):\n trace = go.Box(x=x, y=y, xaxis='x1', yaxis='y1', boxpoints='outliers', showlegend=False, name=\"{}\".format(x), line=dict(color='rgb(107,174,214)'))\n data.append(trace)\n\n # bottom plot\n x = np.linspace(0, 1, frequencies.shape[0])\n trace = go.Scatter(x=x, y=np.log2(frequencies[:, 2]), xaxis='x2', yaxis='y2', showlegend=False, line=dict(color='rgb(107,174,214)'))\n data.append(trace)\n fig.add_traces(data)\n fig['layout']['annotations'] = annos\n py.plot(fig, filename=file_name, auto_open=False)\n\n\ndef plotGCbias(file_name, frequencies, reads_per_gc, region_size, image_format=None):\n import matplotlib\n matplotlib.use('Agg')\n matplotlib.rcParams['pdf.fonttype'] = 42\n matplotlib.rcParams['svg.fonttype'] = 'none'\n import matplotlib.pyplot as plt\n\n # prepare data for boxplot\n reads, GC = reads_per_gc.T\n reads_per_gc, bin_labels = bin_by(reads, GC, nbins=100)\n to_keep = [idx for idx, x in enumerate(bin_labels) if 0.2 <= x <= 0.7]\n reads_per_gc = [reads_per_gc[x] for x in to_keep]\n bin_labels = [bin_labels[x] for x in to_keep]\n\n title = \"reads per regions of {} bp\".format(region_size)\n fig = plt.figure(figsize=(6, 8))\n ax1 = fig.add_subplot(211, title=title)\n ax2 = fig.add_subplot(212,\n title='normalized observed/expected read counts')\n\n # make boxplot\n\n bp = ax1.boxplot(reads_per_gc, notch=0, patch_artist=True)\n plt.setp(bp['boxes'], color='black', facecolor='LightGreen')\n plt.setp(bp['medians'], color='black')\n plt.setp(bp['whiskers'], color='black', linestyle='dashed')\n plt.setp(bp['fliers'], marker='None')\n # get the whisker that spands the most\n y_max = np.nanmax([x.get_data()[1][1] for x in bp['whiskers']])\n ax1.set_ylim(0 - (y_max * 0.05), y_max * 1.05)\n ax1.set_ylabel('Number of reads')\n ax1.set_xlabel('GC fraction')\n\n xticks = [idx for idx, x in enumerate(bin_labels) if int(x * 100) % 10 == 0]\n\n ax1.set_xticks(xticks)\n ax1.set_xticklabels([\"{:.1f}\".format(bin_labels[x]) for x in xticks])\n\n x = np.linspace(0, 1, frequencies.shape[0])\n y = np.log2(frequencies[:, 2])\n ax2.plot(x, y, color='#8c96f0')\n ax2.set_xlabel('GC fraction')\n ax2.set_ylabel('log2ratio observed/expected')\n ax2.set_xlim(0.2, 0.7)\n y_max = max(y[np.where(x >= 0.2)[0][0]:np.where(x <= 0.7)[0][-1] + 1])\n y_min = min(y[np.where(x >= 0.2)[0][0]:np.where(x <= 0.7)[0][-1] + 1])\n if y_max > 0:\n y_max *= 1.1\n else:\n y_max *= 0.9\n if y_min < 0:\n y_min *= 1.1\n else:\n y_min *= 0.9\n ax2.set_ylim(y_min, y_max)\n plt.tight_layout()\n plt.savefig(file_name, bbox_inches='tight', dpi=100, format=image_format)\n plt.close()\n\n\ndef main(args=None):\n args = parse_arguments().parse_args(args)\n\n if args.extraSampling:\n extra_sampling_file = args.extraSampling.name\n args.extraSampling.close()\n else:\n extra_sampling_file = None\n\n global global_vars\n global_vars = {}\n global_vars['2bit'] = args.genome\n global_vars['bam'] = args.bamfile\n global_vars['filter_out'] = args.blackListFileName\n global_vars['extra_sampling_file'] = extra_sampling_file\n\n tbit = py2bit.open(global_vars['2bit'])\n bam, mapped, unmapped, stats = bamHandler.openBam(global_vars['bam'], returnStats=True, nThreads=args.numberOfProcessors)\n\n if args.fragmentLength:\n fragment_len_dict = \\\n {'median': args.fragmentLength}\n\n else:\n fragment_len_dict, __ = \\\n get_read_and_fragment_length(args.bamfile, None,\n numberOfProcessors=args.numberOfProcessors,\n verbose=args.verbose)\n if not fragment_len_dict:\n print(\"\\nPlease provide the fragment length used for the \"\n \"sample preparation.\\n\")\n exit(1)\n\n fragment_len_dict = {'median': int(fragment_len_dict['median'])}\n\n chrNameBitToBam = tbitToBamChrName(list(tbit.chroms().keys()), bam.references)\n\n global_vars['genome_size'] = sum(tbit.chroms().values())\n global_vars['total_reads'] = mapped\n global_vars['reads_per_bp'] = \\\n float(global_vars['total_reads']) / args.effectiveGenomeSize\n\n confidence_p_value = float(1) / args.sampleSize\n\n # chromSizes: list of tuples\n chromSizes = [(bam.references[i], bam.lengths[i])\n for i in range(len(bam.references))]\n chromSizes = [x for x in chromSizes if x[0] in tbit.chroms()]\n\n # use poisson distribution to identify peaks that should be discarted.\n # I multiply by 4, because the real distribution of reads\n # vary depending on the gc content\n # and the global number of reads per bp may a be too low.\n # empirically, a value of at least 4 times as big as the\n # reads_per_bp was found.\n # Similarly for the min value, I divide by 4.\n global_vars['max_reads'] = poisson(4 * global_vars['reads_per_bp'] * fragment_len_dict['median']).isf(confidence_p_value)\n # this may be of not use, unless the depth of sequencing is really high\n # as this value is close to 0\n global_vars['min_reads'] = poisson(0.25 * global_vars['reads_per_bp'] * fragment_len_dict['median']).ppf(confidence_p_value)\n\n for key in global_vars:\n print(\"{}: {}\".format(key, global_vars[key]))\n\n print(\"computing frequencies\")\n # the GC of the genome is sampled each stepSize bp.\n stepSize = max(int(global_vars['genome_size'] / args.sampleSize), 1)\n print(\"stepSize: {}\".format(stepSize))\n data = tabulateGCcontent(fragment_len_dict,\n chrNameBitToBam, stepSize,\n chromSizes,\n numberOfProcessors=args.numberOfProcessors,\n verbose=args.verbose,\n region=args.region)\n\n np.savetxt(args.GCbiasFrequenciesFile.name, data)\n\n if args.biasPlot:\n reads_per_gc = countReadsPerGC(args.regionSize,\n chrNameBitToBam, stepSize * 10,\n chromSizes,\n numberOfProcessors=args.numberOfProcessors,\n verbose=args.verbose,\n region=args.region)\n if args.plotFileFormat == \"plotly\":\n plotlyGCbias(args.biasPlot, data, reads_per_gc, args.regionSize)\n else:\n plotGCbias(args.biasPlot, data, reads_per_gc, args.regionSize, image_format=args.plotFileFormat)\n\n\nclass Tester():\n def __init__(self):\n import os\n self.root = os.path.dirname(os.path.abspath(__file__)) + \"/test/test_corrGC/\"\n self.tbitFile = self.root + \"sequence.2bit\"\n self.bamFile = self.root + \"test.bam\"\n self.mappability = self.root + \"mappability.bw\"\n self.chrNameBam = '2L'\n self.chrNameBit = 'chr2L'\n bam, mapped, unmapped, stats = bamHandler.openBam(self.bamFile, returnStats=True)\n tbit = py2bit.open(self.tbitFile)\n global debug\n debug = 0\n global global_vars\n global_vars = {'2bit': self.tbitFile,\n 'bam': self.bamFile,\n 'filter_out': None,\n 'mappability': self.mappability,\n 'extra_sampling_file': None,\n 'max_reads': 5,\n 'min_reads': 0,\n 'min_reads': 0,\n 'reads_per_bp': 0.3,\n 'total_reads': mapped,\n 'genome_size': sum(tbit.chroms().values())\n }\n\n def testTabulateGCcontentWorker(self):\n stepSize = 2\n fragmentLength = {'min': 1, 'median': 3, 'max': 5}\n start = 0\n end = 20\n chrNameBam2bit = {'2L': 'chr2L'}\n return (self.chrNameBam,\n start, end, stepSize, fragmentLength, chrNameBam2bit)\n\n def set_filter_out_file(self):\n global global_vars\n global_vars['filter_out'] = self.root + \"filter_out.bed\"\n\n def unset_filter_out_file(self):\n global global_vars\n global_vars['filter_out'] = None\n\n def set_extra_sampling_file(self):\n global global_vars\n global_vars['extra_sampling_file'] = self.root + \"extra_sampling.bed\"\n\n def testTabulateGCcontent(self):\n fragmentLength = {'median': 10}\n chrNameBitToBam = {'chr2L': '2L'}\n stepSize = 1\n bam = bamHandler.openBam(global_vars['bam'])\n chromSizes = [(bam.references[i], bam.lengths[i])\n for i in range(len(bam.references))]\n return (fragmentLength,\n chrNameBitToBam, stepSize, chromSizes, 1)\n\n def testCountReadsPerGC(self):\n regionSize = 300\n chrNameBitToBam = {'chr2L': '2L'}\n stepSize = 1\n bam = bamHandler.openBam(global_vars['bam'])\n chromSizes = [(bam.references[i], bam.lengths[i])\n for i in range(len(bam.references))]\n return (regionSize,\n chrNameBitToBam, stepSize, chromSizes, 1)\n\n\nif __name__ == \"__main__\":\n main()\n"
},
{
"path": "deeptools/computeMatrix.py",
"content": "#!/usr/bin/env python\n# -*- coding: utf-8 -*-\n\nimport argparse\nimport sys\nfrom deeptools.parserCommon import writableFile, numberOfProcessors\nfrom deeptools import parserCommon\nfrom deeptools import heatmapper\nimport deeptools.computeMatrixOperations as cmo\nfrom importlib.metadata import version\n\n\ndef parse_arguments(args=None):\n parser = \\\n argparse.ArgumentParser(\n formatter_class=argparse.RawDescriptionHelpFormatter,\n description=\"\"\"\n\nThis tool calculates scores per genome regions and prepares an intermediate file that can be used with ``plotHeatmap`` and ``plotProfiles``.\nTypically, the genome regions are genes, but any other regions defined in a BED file can be used.\ncomputeMatrix accepts multiple score files (bigWig format) and multiple regions files (BED format).\nThis tool can also be used to filter and sort regions according\nto their score.\n\nTo learn more about the specific parameters, type:\n\n$ computeMatrix reference-point --help or\n\n$ computeMatrix scale-regions --help\n\n\"\"\",\n epilog='An example usage is:\\n computeMatrix reference-point -S '\n ' -R -b 1000\\n \\n')\n\n parser.add_argument('--version', action='version',\n version='%(prog)s {}'.format(version('deeptools')))\n\n subparsers = parser.add_subparsers(\n title='Commands',\n dest='command',\n metavar='')\n\n # scale-regions mode options\n subparsers.add_parser(\n 'scale-regions',\n formatter_class=argparse.ArgumentDefaultsHelpFormatter,\n parents=[\n computeMatrixRequiredArgs(),\n computeMatrixOutputArgs(),\n computeMatrixOptArgs(case='scale-regions'),\n parserCommon.gtf_options()\n ],\n help=\"In the scale-regions mode, all regions in the BED file are \"\n \"stretched or shrunken to the length (in bases) indicated by the user.\",\n usage='An example usage is:\\n computeMatrix scale-regions -S '\n ' -R -b 1000\\n\\n')\n\n # reference point arguments\n subparsers.add_parser(\n 'reference-point',\n formatter_class=argparse.ArgumentDefaultsHelpFormatter,\n parents=[computeMatrixRequiredArgs(),\n computeMatrixOutputArgs(),\n computeMatrixOptArgs(case='reference-point'),\n parserCommon.gtf_options()\n ],\n help=\"Reference-point refers to a position within a BED region \"\n \"(e.g., the starting point). In this mode, only those genomic\"\n \"positions before (upstream) and/or after (downstream) of the \"\n \"reference point will be plotted.\",\n usage='An example usage is:\\n computeMatrix reference-point -S '\n ' -R -a 3000 -b 3000\\n\\n')\n\n return parser\n\n\ndef computeMatrixRequiredArgs(args=None):\n parser = argparse.ArgumentParser(add_help=False)\n required = parser.add_argument_group('Required arguments')\n required.add_argument('--regionsFileName', '-R',\n metavar='File',\n help='File name or names, in BED or GTF format, containing '\n 'the regions to plot. If multiple bed files are given, each one is considered a '\n 'group that can be plotted separately. Also, adding a \"#\" symbol in the bed file '\n 'causes all the regions until the previous \"#\" to be considered one group.',\n nargs='+',\n required=True)\n required.add_argument('--scoreFileName', '-S',\n help='bigWig file(s) containing '\n 'the scores to be plotted. Multiple files should be separated by spaced. BigWig '\n 'files can be obtained by using the bamCoverage '\n 'or bamCompare tools. More information about '\n 'the bigWig file format can be found at '\n 'http://genome.ucsc.edu/goldenPath/help/bigWig.html ',\n metavar='File',\n nargs='+',\n required=True)\n return parser\n\n\ndef computeMatrixOutputArgs(args=None):\n parser = argparse.ArgumentParser(add_help=False)\n output = parser.add_argument_group('Output options')\n output.add_argument('--outFileName', '-out', '-o',\n help='File name to save the gzipped matrix file '\n 'needed by the \"plotHeatmap\" and \"plotProfile\" tools.',\n type=writableFile,\n required=True)\n\n output.add_argument('--outFileNameMatrix',\n help='If this option is given, then the matrix '\n 'of values underlying the heatmap will be saved '\n 'using the indicated name, e.g. IndividualValues.tab.'\n 'This matrix can easily be loaded into R or '\n 'other programs.',\n metavar='FILE',\n type=writableFile)\n output.add_argument('--outFileSortedRegions',\n help='File name in which the regions are saved '\n 'after skiping zeros or min/max threshold values. The '\n 'order of the regions in the file follows the sorting '\n 'order selected. This is useful, for example, to '\n 'generate other heatmaps keeping the sorting of the '\n 'first heatmap. Example: Heatmap1sortedRegions.bed',\n metavar='BED file',\n type=argparse.FileType('w'))\n return parser\n\n\ndef computeMatrixOptArgs(case=['scale-regions', 'reference-point'][0]):\n\n parser = argparse.ArgumentParser(add_help=False)\n optional = parser.add_argument_group('Optional arguments')\n optional.add_argument('--version', action='version',\n version='%(prog)s {}'.format(version('deeptools')))\n\n if case == 'scale-regions':\n optional.add_argument('--regionBodyLength', '-m',\n default=1000,\n type=int,\n help='Distance in bases to which all regions will '\n 'be fit. (Default: %(default)s)')\n optional.add_argument('--startLabel',\n default='TSS',\n help='Label shown in the plot for the start of '\n 'the region. Default is TSS (transcription '\n 'start site), but could be changed to anything, '\n 'e.g. \"peak start\". Note that this is only '\n 'useful if you plan to plot the results yourself '\n 'and not, for example, with plotHeatmap, which '\n 'will override this. (Default: %(default)s)')\n optional.add_argument('--endLabel',\n default='TES',\n help='Label shown in the plot for the region '\n 'end. Default is TES (transcription end site). '\n 'See the --startLabel option for more '\n 'information. (Default: %(default)s) ')\n optional.add_argument('--beforeRegionStartLength', '-b', '--upstream',\n default=0,\n type=int,\n help='Distance upstream of the start site of '\n 'the regions defined in the region file. If the '\n 'regions are genes, this would be the distance '\n 'upstream of the transcription start site. (Default: %(default)s)')\n optional.add_argument('--afterRegionStartLength', '-a', '--downstream',\n default=0,\n type=int,\n help='Distance downstream of the end site '\n 'of the given regions. If the '\n 'regions are genes, this would be the distance '\n 'downstream of the transcription end site. (Default: %(default)s)')\n optional.add_argument(\"--unscaled5prime\",\n default=0,\n type=int,\n help='Number of bases at the 5-prime end of the '\n 'region to exclude from scaling. By default, '\n 'each region is scaled to a given length (see the --regionBodyLength option). In some cases it is useful to look at unscaled signals around region boundaries, so this setting specifies the number of unscaled bases on the 5-prime end of each boundary. (Default: %(default)s)')\n optional.add_argument(\"--unscaled3prime\",\n default=0,\n type=int,\n help='Like --unscaled5prime, but for the 3-prime '\n 'end. (Default: %(default)s)')\n\n elif case == 'reference-point':\n optional.add_argument('--referencePoint',\n default='TSS',\n choices=['TSS', 'TES', 'center'],\n help='The reference point for the plotting '\n 'could be either the region start (TSS), the '\n 'region end (TES) or the center of the region. '\n 'Note that regardless of what you specify, '\n 'plotHeatmap/plotProfile will default to using \"TSS\" as the '\n 'label. (Default: %(default)s)')\n\n # set region body length to zero for reference point mode\n optional.add_argument('--regionBodyLength', help=argparse.SUPPRESS,\n default=0, type=int)\n optional.add_argument('--unscaled5prime', default=0, type=int, help=argparse.SUPPRESS)\n optional.add_argument('--unscaled3prime', default=0, type=int, help=argparse.SUPPRESS)\n optional.add_argument('--beforeRegionStartLength', '-b', '--upstream',\n default=500,\n type=int,\n metavar='INT bp',\n help='Distance upstream of the reference-point '\n 'selected. (Default: %(default)s)')\n optional.add_argument('--afterRegionStartLength', '-a', '--downstream',\n default=1500,\n metavar='INT bp',\n type=int,\n help='Distance downstream of the '\n 'reference-point selected. (Default: %(default)s)')\n optional.add_argument('--nanAfterEnd',\n action='store_true',\n help='If set, any values after the region end '\n 'are discarded. This is useful to visualize '\n 'the region end when not using the '\n 'scale-regions mode and when the reference-'\n 'point is set to the TSS.')\n\n optional.add_argument('--binSize', '-bs',\n help='Length, in bases, of the non-overlapping '\n 'bins for averaging the score over the '\n 'regions length. (Default: %(default)s)',\n type=int,\n default=10)\n\n optional.add_argument('--sortRegions',\n help='Whether the output file should present the '\n 'regions sorted. The default is to not sort the regions. '\n 'Note that this is only useful if you plan to plot '\n 'the results yourself and not, for example, with '\n 'plotHeatmap, which will override this. Note also that '\n 'unsorted output will be in whatever order the regions '\n 'happen to be processed in and not match the order in '\n 'the input files. If you require the output order to '\n 'match that of the input regions, then either specify '\n '\"keep\" or use computeMatrixOperations to resort the '\n 'results file. (Default: %(default)s)',\n choices=[\"descend\", \"ascend\", \"no\", \"keep\"],\n default='keep')\n\n optional.add_argument('--sortUsing',\n help='Indicate which method should be used for '\n 'sorting. The value is computed for each row.'\n 'Note that the region_length option will lead '\n 'to a dotted line within the heatmap that indicates '\n 'the end of the regions. (Default: %(default)s)',\n choices=[\"mean\", \"median\", \"max\", \"min\", \"sum\",\n \"region_length\"],\n default='mean')\n\n optional.add_argument('--sortUsingSamples',\n help='List of sample numbers (order as in matrix), '\n 'that are used for sorting by --sortUsing, '\n 'no value uses all samples, '\n 'example: --sortUsingSamples 1 3',\n type=int, nargs='+')\n\n optional.add_argument('--averageTypeBins',\n default='mean',\n choices=[\"mean\", \"median\", \"min\",\n \"max\", \"std\", \"sum\"],\n help='Define the type of statistic that should be '\n 'used over the bin size range. The '\n 'options are: \"mean\", \"median\", \"min\", \"max\", \"sum\" '\n 'and \"std\". The default is \"mean\". (Default: %(default)s)')\n\n optional.add_argument('--missingDataAsZero',\n help='If set, missing data (NAs) will be treated as zeros. '\n 'The default is to ignore such cases, which will be depicted as black areas in '\n 'a heatmap. (see the --missingDataColor argument '\n 'of the plotHeatmap command for additional options).',\n action='store_true')\n\n optional.add_argument('--skipZeros',\n help='Whether regions with only scores of zero '\n 'should be included or not. Default is to include '\n 'them.',\n action='store_true')\n\n optional.add_argument('--minThreshold',\n default=None,\n type=float,\n help='Numeric value. Any region containing a '\n 'value that is less than or equal to this '\n 'will be skipped. This is useful to skip, '\n 'for example, genes where the read count is zero '\n 'for any of the bins. This could be the result of '\n 'unmappable areas and can bias the overall results. (Default: %(default)s)')\n\n optional.add_argument('--maxThreshold',\n default=None,\n type=float,\n help='Numeric value. Any region containing a value '\n 'greater than or equal to this '\n 'will be skipped. The maxThreshold is useful to '\n 'skip those few regions with very high read counts '\n '(e.g. micro satellites) that may bias the average '\n 'values. (Default: %(default)s)')\n\n optional.add_argument('--blackListFileName', '-bl',\n help=\"A BED file containing regions that should be excluded from all analyses. Currently this works by rejecting genomic chunks that happen to overlap an entry. Consequently, for BAM files, if a read partially overlaps a blacklisted region or a fragment spans over it, then the read/fragment might still be considered.\",\n metavar=\"BED file\",\n required=False)\n\n optional.add_argument('--samplesLabel',\n help='Labels for the samples. This will then be passed to plotHeatmap and plotProfile. The '\n 'default is to use the file name of the '\n 'sample. The sample labels should be separated '\n 'by spaces and quoted if a label itself'\n 'contains a space E.g. --samplesLabel label-1 \"label 2\" ',\n nargs='+')\n\n optional.add_argument('--smartLabels',\n action='store_true',\n help='Instead of manually specifying labels for the input '\n 'bigWig and BED/GTF files, this causes deepTools to use the file name '\n 'after removing the path and extension.')\n\n # in contrast to other tools,\n # computeMatrix by default outputs\n # messages and the --quiet flag supresses them\n optional.add_argument('--quiet', '-q',\n help='Set to remove any warning or processing '\n 'messages.',\n action='store_true')\n\n optional.add_argument('--verbose',\n help='Being VERY verbose in the status messages. --quiet will disable this.',\n action='store_true')\n\n optional.add_argument('--scale',\n help='If set, all values are multiplied by '\n 'this number. (Default: %(default)s)',\n type=float,\n default=1)\n optional.add_argument('--numberOfProcessors', '-p',\n help='Number of processors to use. Type \"max/2\" to '\n 'use half the maximum number of processors or \"max\" '\n 'to use all available processors. (Default: %(default)s)',\n metavar=\"INT\",\n type=numberOfProcessors,\n default=1,\n required=False)\n return parser\n\n\ndef process_args(args=None):\n args = parse_arguments().parse_args(args)\n\n if len(sys.argv) == 1:\n parse_arguments().print_help()\n sys.exit()\n\n if args.quiet is True:\n args.verbose = False\n\n # Ensure before and after region length is positive\n if args.beforeRegionStartLength < 0:\n print(f\"beforeRegionStartLength changed from {args.beforeRegionStartLength} into {abs(args.beforeRegionStartLength)}\")\n args.beforeRegionStartLength = abs(args.beforeRegionStartLength)\n if args.afterRegionStartLength < 0:\n print(f\"afterRegionStartLength changed from {args.afterRegionStartLength} into {abs(args.afterRegionStartLength)}\")\n args.afterRegionStartLength = abs(args.afterRegionStartLength)\n\n if args.command == 'scale-regions':\n args.nanAfterEnd = False\n args.referencePoint = None\n elif args.command == 'reference-point':\n if args.beforeRegionStartLength == 0 and \\\n args.afterRegionStartLength == 0:\n sys.exit(\"\\nUpstrean and downstream regions are both \"\n \"set to 0. Nothing to output. Maybe you want to \"\n \"use the scale-regions mode?\\n\")\n\n return args\n\n\ndef main(args=None):\n\n args = process_args(args)\n\n parameters = {'upstream': args.beforeRegionStartLength,\n 'downstream': args.afterRegionStartLength,\n 'body': args.regionBodyLength,\n 'bin size': args.binSize,\n 'ref point': args.referencePoint,\n 'verbose': args.verbose,\n 'bin avg type': args.averageTypeBins,\n 'missing data as zero': args.missingDataAsZero,\n 'min threshold': args.minThreshold,\n 'max threshold': args.maxThreshold,\n 'scale': args.scale,\n 'skip zeros': args.skipZeros,\n 'nan after end': args.nanAfterEnd,\n 'proc number': args.numberOfProcessors,\n 'sort regions': args.sortRegions,\n 'sort using': args.sortUsing,\n 'unscaled 5 prime': args.unscaled5prime,\n 'unscaled 3 prime': args.unscaled3prime\n }\n\n hm = heatmapper.heatmapper()\n\n scores_file_list = args.scoreFileName\n hm.computeMatrix(scores_file_list, args.regionsFileName, parameters, blackListFileName=args.blackListFileName, verbose=args.verbose, allArgs=args)\n if args.sortRegions not in ['no', 'keep']:\n sortUsingSamples = []\n if args.sortUsingSamples is not None:\n for i in args.sortUsingSamples:\n if (i > 0 and i <= hm.matrix.get_num_samples()):\n sortUsingSamples.append(i - 1)\n else:\n exit(\"The value {0} for --sortUsingSamples is not valid. Only values from 1 to {1} are allowed.\".format(args.sortUsingSamples, hm.matrix.get_num_samples()))\n print('Samples used for ordering within each group: ', sortUsingSamples)\n\n hm.matrix.sort_groups(sort_using=args.sortUsing, sort_method=args.sortRegions, sample_list=sortUsingSamples)\n elif args.sortRegions == 'keep':\n hm.parameters['group_labels'] = hm.matrix.group_labels\n hm.parameters[\"group_boundaries\"] = hm.matrix.group_boundaries\n cmo.sortMatrix(hm, args.regionsFileName, args.transcriptID, args.transcript_id_designator, verbose=not args.quiet)\n\n hm.save_matrix(args.outFileName)\n\n if args.outFileNameMatrix:\n hm.save_matrix_values(args.outFileNameMatrix)\n\n if args.outFileSortedRegions:\n hm.save_BED(args.outFileSortedRegions)\n"
},
{
"path": "deeptools/computeMatrixOperations.py",
"content": "#!/usr/bin/env python\nimport deeptools.heatmapper as heatmapper\nimport deeptoolsintervals.parse as dti\nimport numpy as np\nimport argparse\nimport sys\nimport os\nimport csv\nfrom importlib.metadata import version\n\n\ndef parse_arguments():\n parser = argparse.ArgumentParser(\n formatter_class=argparse.RawDescriptionHelpFormatter,\n description=\"\"\"\nThis tool performs a variety of operations on files produced by computeMatrix.\n\ndetailed help:\n\n computeMatrixOperations info -h\n\nor\n\n computeMatrixOperations relabel -h\n\nor\n\n computeMatrixOperations subset -h\n\nor\n\n computeMatrixOperations filterStrand -h\n\nor\n\n computeMatrixOperations filterValues -h\n\nor\n\n computeMatrixOperations rbind -h\n\nor\n\n computeMatrixOperations cbind -h\n\nor\n computeMatrixOperations sort -h\n\nor\n computeMatrixOperations dataRange -h\n\n\"\"\",\n epilog='example usages:\\n'\n 'computeMatrixOperations subset -m input.mat.gz -o output.mat.gz --group \"group 1\" \"group 2\" --samples \"sample 3\" \"sample 10\"\\n\\n'\n ' \\n\\n')\n\n subparsers = parser.add_subparsers(\n title='Commands',\n dest='command',\n metavar='')\n\n # info\n subparsers.add_parser(\n 'info',\n formatter_class=argparse.ArgumentDefaultsHelpFormatter,\n parents=[infoArgs()],\n help=\"Print group and sample information\",\n usage='An example usage is:\\n computeMatrixOperations info -m input.mat.gz\\n\\n')\n\n # relabel\n subparsers.add_parser(\n 'relabel',\n formatter_class=argparse.ArgumentDefaultsHelpFormatter,\n parents=[infoArgs(), relabelArgs()],\n help=\"Change sample and/or group label information\",\n usage='An example usage is:\\n computeMatrixOperations relabel -m input.mat.gz -o output.mat.gz --sampleLabels \"sample 1\" \"sample 2\"\\n\\n')\n\n # subset\n subparsers.add_parser(\n 'subset',\n formatter_class=argparse.ArgumentDefaultsHelpFormatter,\n parents=[infoArgs(), subsetArgs()],\n help=\"Actually subset the matrix. The group and sample orders are honored, so one can also reorder files.\",\n usage='An example usage is:\\n computeMatrixOperations subset -m '\n 'input.mat.gz -o output.mat.gz --groups \"group 1\" \"group 2\" '\n '--samples \"sample 3\" \"sample 10\"\\n\\n')\n\n # filterStrand\n subparsers.add_parser(\n 'filterStrand',\n formatter_class=argparse.ArgumentDefaultsHelpFormatter,\n parents=[infoArgs(), filterStrandArgs()],\n help=\"Filter entries by strand.\",\n usage='Example usage:\\n computeMatrixOperations filterStrand -m '\n 'input.mat.gz -o output.mat.gz --strand +\\n\\n')\n\n # filterValues\n subparsers.add_parser(\n 'filterValues',\n formatter_class=argparse.ArgumentDefaultsHelpFormatter,\n parents=[infoArgs(), filterValuesArgs()],\n help=\"Filter entries by min/max value.\",\n usage='Example usage:\\n computeMatrixOperations filterValues -m '\n 'input.mat.gz -o output.mat.gz --min 10 --max 1000\\n\\n')\n\n # rbind\n subparsers.add_parser(\n 'rbind',\n formatter_class=argparse.ArgumentDefaultsHelpFormatter,\n parents=[bindArgs()],\n help=\"merge multiple matrices by concatenating them head to tail. This assumes that the same samples are present in each in the same order.\",\n usage='Example usage:\\n computeMatrixOperations rbind -m '\n 'input1.mat.gz input2.mat.gz -o output.mat.gz\\n\\n')\n\n # cbind\n subparsers.add_parser(\n 'cbind',\n formatter_class=argparse.ArgumentDefaultsHelpFormatter,\n parents=[bindArgs()],\n help=\"merge multiple matrices by concatenating them left to right. No assumptions are made about the row order. Regions not present in the first file specified are ignored. Regions missing in subsequent files will result in NAs. Regions are matches based on the first 6 columns of the computeMatrix output (essentially the columns in a BED file).\",\n usage='Example usage:\\n computeMatrixOperations cbind -m '\n 'input1.mat.gz input2.mat.gz -o output.mat.gz\\n\\n')\n\n # sort\n subparsers.add_parser(\n 'sort',\n formatter_class=argparse.ArgumentDefaultsHelpFormatter,\n parents=[sortArgs()],\n help='Sort a matrix file to correspond to the order of entries in the desired input file(s). The groups of regions designated by the files must be present in the order found in the output of computeMatrix (otherwise, use the subset command first). Note that this subcommand can also be used to remove unwanted regions, since regions not present in the input file(s) will be omitted from the output.',\n usage='Example usage:\\n computeMatrixOperations sort -m input.mat.gz -R regions1.bed regions2.bed regions3.gtf -o input.sorted.mat.gz\\n\\n')\n\n # dataRange\n subparsers.add_parser(\n 'dataRange',\n formatter_class=argparse.ArgumentDefaultsHelpFormatter,\n parents=[infoArgs()],\n help='Returns the min, max, median, 10th and 90th percentile of the matrix values per sample.',\n usage='Example usage:\\n computeMatrixOperations dataRange -m input.mat.gz\\n\\n')\n\n parser.add_argument('--version', action='version',\n version='%(prog)s {}'.format(version('deeptools')))\n\n return parser\n\n\ndef bindArgs():\n parser = argparse.ArgumentParser(add_help=False)\n required = parser.add_argument_group('Required arguments')\n\n required.add_argument('--matrixFile', '-m',\n help='Matrix files from the computeMatrix tool.',\n nargs='+',\n required=True)\n\n required.add_argument('--outFileName', '-o',\n help='Output file name',\n required=True)\n\n return parser\n\n\ndef infoArgs():\n parser = argparse.ArgumentParser(add_help=False)\n required = parser.add_argument_group('Required arguments')\n\n required.add_argument('--matrixFile', '-m',\n help='Matrix file from the computeMatrix tool.',\n required=True)\n\n return parser\n\n\ndef relabelArgs():\n parser = argparse.ArgumentParser(add_help=False)\n required = parser.add_argument_group('Required arguments')\n\n required.add_argument('--outFileName', '-o',\n help='Output file name',\n required=True)\n\n optional = parser.add_argument_group('Optional arguments')\n\n optional.add_argument('--groupLabels',\n nargs='+',\n help=\"Groups labels. If none are specified then the current labels will be kept.\")\n\n optional.add_argument('--sampleLabels',\n nargs='+',\n help=\"Sample labels. If none are specified then the current labels will be kept.\")\n\n return parser\n\n\ndef subsetArgs():\n parser = argparse.ArgumentParser(add_help=False)\n required = parser.add_argument_group('Required arguments')\n\n required.add_argument('--outFileName', '-o',\n help='Output file name',\n required=True)\n\n optional = parser.add_argument_group('Optional arguments')\n\n optional.add_argument('--groups',\n nargs='+',\n help=\"Groups to include. If none are specified then all will be included.\")\n\n optional.add_argument('--samples',\n nargs='+',\n help=\"Samples to include. If none are specified then all will be included.\")\n\n return parser\n\n\ndef filterStrandArgs():\n parser = argparse.ArgumentParser(add_help=False)\n required = parser.add_argument_group('Required arguments')\n\n required.add_argument('--outFileName', '-o',\n help='Output file name',\n required=True)\n\n required.add_argument('--strand', '-s',\n help='Strand',\n choices=['+', '-', '.'],\n required=True)\n\n return parser\n\n\ndef filterValuesArgs():\n parser = argparse.ArgumentParser(add_help=False)\n required = parser.add_argument_group('Required arguments')\n\n required.add_argument('--outFileName', '-o',\n help='Output file name',\n required=True)\n\n optional = parser.add_argument_group('Optional arguments')\n optional.add_argument('--min',\n help='Minimum value. Any row having a single entry less than this will be excluded. The default is no minimum.',\n type=float,\n default=None)\n\n optional.add_argument('--max',\n help='Maximum value. Any row having a single entry more than this will be excluded. The default is no maximum.',\n type=float,\n default=None)\n\n return parser\n\n\ndef sortArgs():\n parser = argparse.ArgumentParser(add_help=False)\n required = parser.add_argument_group('Required arguments')\n\n required.add_argument('--matrixFile', '-m',\n help='Matrix file from the computeMatrix tool.',\n required=True)\n\n required.add_argument('--outFileName', '-o',\n help='Output file name',\n required=True)\n\n required.add_argument('--regionsFileName', '-R',\n help='File name(s), in BED or GTF format, containing the regions. '\n 'If multiple bed files are given, each one is '\n 'considered a group that can be plotted separately. '\n 'Also, adding a \"#\" symbol in the bed file causes all '\n 'the regions until the previous \"#\" to be considered '\n 'one group. Alternatively for BED files, putting '\n 'deepTools_group in the header can be used to indicate a '\n 'column with group labels. Note that these should be '\n 'sorted such that all group entries are together.',\n required=True,\n nargs='+')\n\n optional = parser.add_argument_group('Optional arguments')\n\n optional.add_argument('--transcriptID',\n default='transcript',\n help='When a GTF file is used to provide regions, only '\n 'entries with this value as their feature (column 3) '\n 'will be processed as transcripts. (Default: %(default)s)')\n\n optional.add_argument('--transcript_id_designator',\n default='transcript_id',\n help='Each region has an ID (e.g., ACTB) assigned to it, '\n 'which for BED files is either column 4 (if it exists) '\n 'or the interval bounds. For GTF files this is instead '\n 'stored in the last column as a key:value pair (e.g., as '\n '\\'transcript_id \"ACTB\"\\', for a key of transcript_id '\n 'and a value of ACTB). In some cases it can be '\n 'convenient to use a different identifier. To do so, set '\n 'this to the desired key. (Default: %(default)s)')\n\n return parser\n\n\ndef printInfo(matrix):\n \"\"\"\n Print the groups and samples\n \"\"\"\n\n print(\"Groups:\")\n for group in matrix.matrix.group_labels:\n print(\"\\t{0}\".format(group))\n\n print(\"Samples:\")\n for sample in matrix.matrix.sample_labels:\n print(\"\\t{0}\".format(sample))\n\n\ndef printDataRange(matrix):\n \"\"\"\n Prints the min, max, median, 10th and 90th percentile of the matrix values per sample.\n \"\"\"\n print(\"Samples\\tMin\\tMax\\tMedian\\t10th\\t90th\")\n for i, sample in enumerate(matrix.matrix.sample_labels):\n start = matrix.matrix.sample_boundaries[i]\n end = matrix.matrix.sample_boundaries[i + 1]\n sample_matrix = matrix.matrix.matrix[..., start:end]\n print(\"{0}\\t{1}\\t{2}\\t{3}\\t{4}\\t{5}\".format(sample, np.amin(sample_matrix),\n np.amax(sample_matrix),\n np.ma.median(sample_matrix),\n np.percentile(sample_matrix, 10),\n np.percentile(sample_matrix, 90)))\n\n\ndef relabelMatrix(matrix, args):\n \"\"\"\n Relabel the samples and groups in a matrix\n \"\"\"\n if args.groupLabels:\n if len(args.groupLabels) != len(matrix.matrix.group_labels):\n sys.exit(\"You specified {} group labels, but {} are required.\\n\".format(len(args.groupLabels), len(matrix.matrix.group_labels)))\n matrix.matrix.group_labels = args.groupLabels\n if args.sampleLabels:\n if len(args.sampleLabels) != len(matrix.matrix.sample_labels):\n sys.exit(\"You specified {} sample labels, but {} are required.\\n\".format(len(args.sampleLabels), len(matrix.matrix.sample_labels)))\n matrix.matrix.sample_labels = args.sampleLabels\n\n\ndef getGroupBounds(args, matrix):\n \"\"\"\n Given the group labels, return an indexing array and the resulting boundaries\n \"\"\"\n bounds = matrix.parameters['group_boundaries']\n if args.groups is None:\n return range(0, matrix.matrix.matrix.shape[0]), np.array(bounds)\n else:\n o = list()\n obounds = [0]\n for group in args.groups:\n if group not in matrix.matrix.group_labels:\n sys.exit(\"Error: '{0}' is not a valid group\\n\".format(group))\n idx = matrix.matrix.group_labels.index(group)\n o.extend(range(bounds[idx], bounds[idx + 1]))\n obounds.append(bounds[idx + 1] - bounds[idx])\n return o, np.cumsum(obounds)\n\n\ndef getSampleBounds(args, matrix):\n \"\"\"\n Given the sample labels, return an indexing array\n \"\"\"\n bounds = matrix.parameters['sample_boundaries']\n if args.samples is None:\n return np.arange(0, matrix.matrix.matrix.shape[1])\n else:\n o = list()\n for sample in args.samples:\n if sample not in matrix.matrix.sample_labels:\n sys.exit(\"Error: '{0}' is not a valid sample\\n\".format(sample))\n idx = matrix.matrix.sample_labels.index(sample)\n o.extend(range(bounds[idx], bounds[idx + 1]))\n return o\n\n\ndef subsetRegions(hm, bounds):\n out = []\n for x in bounds:\n reg = hm.matrix.regions[x]\n # we need to add a list of [chrom, [(start, end), (start, end)], name, 0, strand, score)]\n if isinstance(reg, dict):\n # This happens on occasion\n starts = reg[\"start\"].split(\",\")\n starts = [int(x) for x in starts]\n ends = reg[\"end\"].split(\",\")\n ends = [int(x) for x in ends]\n regs = [(x, y) for x, y in zip(starts, ends)]\n out.append([reg[\"chrom\"], regs, reg[\"name\"], 0, reg[\"strand\"], reg[\"score\"]])\n else:\n out.append(reg)\n return out\n\n\ndef filterHeatmap(hm, args):\n bounds = [0]\n regions = []\n keep = []\n for region in hm.matrix.regions:\n if region[4] == args.strand:\n keep.append(True)\n regions.append(region)\n else:\n keep.append(False)\n keep = np.array(keep)\n\n # Get the new bounds\n for idx in range(1, len(hm.matrix.group_boundaries)):\n i = int(np.sum(keep[hm.matrix.group_boundaries[idx - 1]:hm.matrix.group_boundaries[idx]]))\n bounds.append(bounds[idx - 1] + i)\n\n hm.matrix.group_boundaries = bounds\n\n # subset the matrix\n hm.matrix.matrix = hm.matrix.matrix[keep, :]\n hm.matrix.regions = regions\n\n\ndef filterHeatmapValues(hm, minVal, maxVal):\n bounds = [0]\n regions = []\n keep = []\n if minVal is None:\n minVal = -np.inf\n if maxVal is None:\n maxVal = np.inf\n np.warnings.filterwarnings('ignore')\n for i, (x, y) in enumerate(zip(np.nanmin(hm.matrix.matrix, axis=1), np.nanmax(hm.matrix.matrix, axis=1))):\n # x/y will be nan iff a row is entirely nan. Don't filter.\n if np.isnan(x) or (x >= minVal and y <= maxVal):\n keep.append(True)\n regions.append(hm.matrix.regions[i])\n else:\n keep.append(False)\n keep = np.array(keep)\n\n # Get the new bounds\n for idx in range(1, len(hm.matrix.group_boundaries)):\n i = int(np.sum(keep[hm.matrix.group_boundaries[idx - 1]:hm.matrix.group_boundaries[idx]]))\n bounds.append(bounds[idx - 1] + i)\n\n hm.matrix.group_boundaries = bounds\n\n # subset the matrix\n hm.matrix.matrix = hm.matrix.matrix[keep, :]\n hm.matrix.regions = regions\n\n\ndef insertMatrix(hm, hm2, groupName):\n \"\"\"\n Given two heatmapper objects and a region group name, insert the regions and\n values from hm2 for that group to the end of those for hm.\n \"\"\"\n # get the bounds for hm\n idx = hm.parameters[\"group_labels\"].index(groupName)\n hmEnd = hm.parameters[\"group_boundaries\"][idx + 1]\n # get the bounds for hm2\n idx2 = hm2.parameters[\"group_labels\"].index(groupName)\n hm2Start = hm2.parameters[\"group_boundaries\"][idx2]\n hm2End = hm2.parameters[\"group_boundaries\"][idx2 + 1]\n\n # Insert the subset hm2 into hm along axis 0\n hm.matrix.matrix = np.insert(hm.matrix.matrix, hmEnd, hm2.matrix.matrix[hm2Start:hm2End, :], axis=0)\n\n # Insert the regions\n hm.matrix.regions[hmEnd:hmEnd] = hm2.matrix.regions[hm2Start:hm2End]\n\n # Increase the group boundaries\n bounds = []\n for idx3, bound in enumerate(hm.parameters[\"group_boundaries\"]):\n if idx3 > idx:\n bound += hm2End - hm2Start\n bounds.append(bound)\n hm.parameters[\"group_boundaries\"] = bounds\n\n\ndef appendMatrix(hm, hm2, groupName):\n \"\"\"\n Given two heatmapper objects and a region group name, append the values from\n that group in hm2 onto the end of hm.\n \"\"\"\n # get the bounds for hm2\n idx2 = hm2.parameters[\"group_labels\"].index(groupName)\n hm2Start = hm2.parameters[\"group_boundaries\"][idx2]\n hm2End = hm2.parameters[\"group_boundaries\"][idx2 + 1]\n\n # Append the matrix\n hm.matrix.matrix = np.concatenate([hm.matrix.matrix, hm2.matrix.matrix[hm2Start:hm2End, :]], axis=0)\n # Update the bounds\n hm.parameters[\"group_boundaries\"].append(hm.parameters[\"group_boundaries\"][-1] + hm2End - hm2Start)\n # Append the regions\n hm.matrix.regions.extend(hm2.matrix.regions[hm2Start:hm2End])\n\n\ndef rbindMatrices(hm, args):\n \"\"\"\n Bind matrices, top to bottom while accounting for the groups.\n\n It's assumed that the same samples are present in both and in the exact same order\n \"\"\"\n hm2 = heatmapper.heatmapper()\n hm.read_matrix_file(args.matrixFile[0])\n for idx in range(1, len(args.matrixFile)):\n hm2.read_matrix_file(args.matrixFile[idx])\n for idx, group in enumerate(hm2.parameters[\"group_labels\"]):\n if group in hm.parameters[\"group_labels\"]:\n insertMatrix(hm, hm2, group)\n else:\n appendMatrix(hm, hm2, group)\n hm.parameters[\"group_labels\"].append(group)\n\n # Update the group boundaries attribute\n hm.matrix.group_labels = hm.parameters['group_labels']\n hm.matrix.group_boundaries = hm.parameters['group_boundaries']\n\n\ndef cbindMatrices(hm, args):\n \"\"\"\n Bind columns from different matrices according to the group and region names\n\n Missing regions are left as NA\n \"\"\"\n hm2 = heatmapper.heatmapper()\n\n # Make a dict of region name:row associations\n hm.read_matrix_file(args.matrixFile[0])\n d = dict({x: dict() for x in hm.parameters[\"group_labels\"]})\n for idx, group in enumerate(hm.parameters[\"group_labels\"]):\n s = hm.parameters[\"group_boundaries\"][idx]\n e = hm.parameters[\"group_boundaries\"][idx + 1]\n for idx2, reg in enumerate(hm.matrix.regions[s:e]):\n d[group][reg[2]] = idx2 + s\n\n # Iterate through the other matrices\n for idx in range(1, len(args.matrixFile)):\n hm2.read_matrix_file(args.matrixFile[idx])\n # Add the sample labels\n hm.parameters['sample_labels'].extend(hm2.parameters['sample_labels'])\n # Add the sample boundaries\n lens = [x + hm.parameters['sample_boundaries'][-1] for x in hm2.parameters['sample_boundaries']][1:]\n hm.parameters['sample_boundaries'].extend(lens)\n\n # Add on additional NA initialized columns\n ncol = hm.matrix.matrix.shape[1]\n hm.matrix.matrix = np.hstack((hm.matrix.matrix, np.empty(hm2.matrix.matrix.shape)))\n hm.matrix.matrix[:, ncol:] = np.nan\n\n # Update the values\n for idx2, group in enumerate(hm2.parameters[\"group_labels\"]):\n if group not in d:\n continue\n s = hm2.parameters[\"group_boundaries\"][idx2]\n e = hm2.parameters[\"group_boundaries\"][idx2 + 1]\n for idx3, reg in enumerate(hm2.matrix.regions[s:e]):\n if reg[2] not in d[group]:\n continue\n hm.matrix.matrix[d[group][reg[2]], ncol:] = hm2.matrix.matrix[s + idx3, :]\n\n # Append the special params\n for s in hm.special_params:\n hm.parameters[s].extend(hm2.parameters[s])\n\n # Update the sample parameters\n hm.matrix.sample_labels = hm.parameters['sample_labels']\n hm.matrix.sample_boundaries = hm.parameters['sample_boundaries']\n\n\ndef loadBED(line, fp, fname, labelColumn, labels, regions, defaultGroup):\n \"\"\"\n Given a first line, possibly a label column and a list of labels and regions, add the labels and regions in the file to them\n \"\"\"\n\n # This is largely parseBED from deeptoolsintervals\n labelIdx = None\n localRegions = {}\n\n cols = line.strip().split(\"\\t\")\n if labelColumn is not None:\n label = cols.pop(labelColumn)\n if label not in labels:\n labels[label] = len(labels)\n labelIdx = labels[label]\n if labelIdx >= len(regions):\n regions.append(localRegions)\n else:\n localRegions = regions[labelIdx]\n\n if len(cols) >= 6:\n name = cols[3]\n else:\n name = \"{0}:{1}-{2}\".format(cols[0], cols[1], cols[2])\n localRegions[name] = len(localRegions)\n\n for line in fp:\n if line.startswith(\"#\") and labelColumn is None:\n if len(localRegions) > 0:\n label = line[1:].strip()\n if len(label):\n labels[dti.findRandomLabel(labels, label)] = len(labels)\n else:\n labels[dti.findRandomLabel(labels, os.path.basename(fname))] = len(labels)\n regions.append(localRegions)\n localRegions = dict()\n continue\n elif line.startswith(\"#\") and labelColumn is not None:\n continue\n\n cols = line.strip().split(\"\\t\")\n if len(cols) < 3:\n continue\n if labelColumn is not None:\n label = cols.pop(labelColumn)\n if label not in labels:\n labels[label] = len(labels)\n labelIdx = labels[label]\n if labelIdx >= len(regions):\n regions.append({})\n localRegions = regions[labelIdx]\n\n if len(cols) >= 6:\n name = cols[3]\n else:\n name = \"{0}:{1}-{2}\".format(cols[0], cols[1], cols[2])\n name = dti.findRandomLabel(localRegions, name)\n localRegions[name] = len(localRegions)\n\n # Handle the last group if there is no label\n if labelIdx is None and len(localRegions) > 0:\n if defaultGroup is not None:\n labels[dti.findRandomLabel(labels, defaultGroup)] = len(labels)\n else:\n labels[dti.findRandomLabel(labels, os.path.basename(fname))] = len(labels)\n regions.append(localRegions)\n\n\ndef loadGTFtranscript(cols, label, defaultGroup, transcript_id_designator):\n s = next(csv.reader([cols[8]], delimiter=' '))\n if \"deepTools_group\" in s and s[-1] != \"deepTools_group\":\n label = s[s.index(\"deepTools_group\") + 1].rstrip(\";\")\n elif defaultGroup is not None:\n label = defaultGroup\n\n if transcript_id_designator not in s or s[-1] == transcript_id_designator:\n sys.stderr.write(\"Warning: {0} is malformed!\\n\".format(\"\\t\".join(cols)))\n return None, None\n\n name = s[s.index(transcript_id_designator) + 1].rstrip(\";\")\n return label, name\n\n\ndef loadGTF(line, fp, fname, labels, regions, transcriptID, transcript_id_designator, defaultGroup):\n \"\"\"\n Like loadBED, but for a GTF file\n\n This is largely a copy of what's in deeptoolsintervals\n \"\"\"\n file_label = dti.findRandomLabel(labels, os.path.basename(fname))\n\n # handle the first line\n cols = line.split(\"\\t\")\n if cols[2].lower() == transcriptID.lower():\n label, name = loadGTFtranscript(cols, file_label, defaultGroup, transcript_id_designator)\n if label is not None:\n if label not in labels:\n labels[label] = len(labels)\n regions.append(dict())\n labelIdx = labels[label]\n regions[labelIdx][name] = len(regions[labelIdx])\n\n for line in fp:\n if not isinstance(line, str):\n line = line.decode('ascii')\n if not line.startswith('#'):\n cols = line.strip().split('\\t')\n if len(cols) == 0:\n continue\n if cols[2].lower() == transcriptID:\n label, name = loadGTFtranscript(cols, file_label, defaultGroup, transcript_id_designator)\n if label is None:\n continue\n if label not in labels:\n labels[label] = len(labels)\n regions.append(dict())\n labelIdx = labels[label]\n regions[labelIdx][name] = len(regions[labelIdx])\n\n\ndef sortMatrix(hm, regionsFileName, transcriptID, transcript_id_designator, verbose=True):\n \"\"\"\n Iterate through the files noted by regionsFileName and sort hm accordingly\n \"\"\"\n\n labels = dict()\n regions = []\n defaultGroup = None\n if len(regionsFileName) == 1:\n defaultGroup = \"genes\"\n for fname in regionsFileName:\n fp = dti.openPossiblyCompressed(fname)\n line = dti.getNext(fp)\n labelColumn = None\n while line.startswith(\"#\"):\n if not labelColumn:\n labelColumn = dti.getLabel(line)\n line = dti.getNext(fp)\n while line.startswith(\"track \"):\n line = dti.getNext(fp)\n\n # Find the label column\n subtract = 0\n if labelColumn is not None:\n subtract = 1\n\n # Determine the file type and load into a list (or list of lists)\n cols = line.strip().split(\"\\t\")\n if len(cols) - subtract < 3:\n raise RuntimeError('{0} does not seem to be a recognized file type!'.format(fname))\n elif len(cols) - subtract <= 6:\n loadBED(line, fp, fname, labelColumn, labels, regions, defaultGroup)\n elif len(cols) and dti.seemsLikeGTF(cols):\n loadGTF(line, fp, fname, labels, regions, transcriptID, transcript_id_designator, defaultGroup)\n else:\n loadBED(line, fp, fname, labelColumn, labels, regions, defaultGroup)\n fp.close()\n\n # Do some sanity checking on the group labels and region names within them\n s1 = set(hm.parameters['group_labels'])\n if verbose:\n for e in labels:\n if e not in s1:\n sys.exit(\"The computeMatrix output is missing the '{}' region group. It has {} but the specified regions have {}.\\n\".format(e, s1, labels.keys()))\n\n # Make a dictionary out of current labels and regions\n d = dict()\n pos = 0\n groupSizes = dict()\n for idx, label in enumerate(hm.parameters['group_labels']):\n s = hm.parameters['group_boundaries'][idx]\n e = hm.parameters['group_boundaries'][idx + 1]\n if label not in labels:\n continue\n d[label] = dict()\n groupSize = 0\n for reg in hm.matrix.regions[s:e]:\n d[label][reg[2]] = pos\n pos += 1\n groupSize += 1\n groupSizes[label] = groupSize\n\n # Convert labels to an ordered list\n labelsList = [\"\"] * len(labels)\n for k, v in labels.items():\n labelsList[v] = k\n\n # Reorder\n order = []\n boundaries = [0]\n for idx, label in enumerate(labelsList):\n # Make an ordered list out of the region names in this region group\n _ = [\"\"] * len(regions[idx])\n for k, v in regions[idx].items():\n _[v] = k\n sz = 0 # Track the number of enries actually matched\n for name in _:\n if name not in d[label]:\n if verbose:\n sys.stderr.write(\"Skipping {}, due to being absent in the computeMatrix output.\\n\".format(name))\n continue\n sz += 1\n order.append(d[label][name])\n if sz == 0 and verbose:\n sys.exit(\"The region group {} had no matching entries!\\n\".format(label))\n boundaries.append(sz + boundaries[-1])\n hm.matrix.regions = [hm.matrix.regions[i] for i in order]\n order = np.array(order)\n hm.matrix.matrix = hm.matrix.matrix[order, :]\n\n # Update the parameters\n hm.parameters[\"group_labels\"] = labelsList\n hm.matrix.group_labels = labelsList\n hm.parameters[\"group_boundaries\"] = boundaries\n hm.matrix.group_boundaries = boundaries\n\n\ndef main(args=None):\n # if args none is need since otherwise pytest passes 'pytest' as sys.argv\n if args is None:\n if len(sys.argv) == 1:\n args = [\"-h\"]\n if len(sys.argv) == 2:\n args = [sys.argv[1], \"-h\"]\n\n args = parse_arguments().parse_args(args)\n\n hm = heatmapper.heatmapper()\n if not isinstance(args.matrixFile, list):\n hm.read_matrix_file(args.matrixFile)\n if args.command == 'info':\n printInfo(hm)\n elif args.command == 'dataRange':\n printDataRange(hm)\n elif args.command == 'subset':\n sIdx = getSampleBounds(args, hm)\n gIdx, gBounds = getGroupBounds(args, hm)\n\n # groups\n hm.matrix.regions = subsetRegions(hm, gIdx)\n # matrix\n hm.matrix.matrix = hm.matrix.matrix[gIdx, :]\n hm.matrix.matrix = hm.matrix.matrix[:, sIdx]\n # boundaries\n if args.samples is None:\n args.samples = hm.matrix.sample_labels\n hm.matrix.sample_boundaries = hm.matrix.sample_boundaries[0:len(args.samples) + 1]\n hm.matrix.group_boundaries = gBounds.tolist()\n # special params\n keepIdx = set()\n for _, sample in enumerate(hm.matrix.sample_labels):\n if sample in args.samples:\n keepIdx.add(_)\n for param in hm.special_params:\n hm.parameters[param] = [v for k, v in enumerate(hm.parameters[param]) if k in keepIdx]\n # labels\n hm.matrix.sample_labels = args.samples\n if args.groups is None:\n args.groups = hm.matrix.group_labels\n hm.matrix.group_labels = args.groups\n # save\n hm.save_matrix(args.outFileName)\n elif args.command == 'filterStrand':\n filterHeatmap(hm, args)\n hm.save_matrix(args.outFileName)\n elif args.command == 'filterValues':\n filterHeatmapValues(hm, args.min, args.max)\n hm.save_matrix(args.outFileName)\n elif args.command == 'rbind':\n rbindMatrices(hm, args)\n hm.save_matrix(args.outFileName)\n elif args.command == 'cbind':\n cbindMatrices(hm, args)\n hm.save_matrix(args.outFileName)\n elif args.command == 'sort':\n sortMatrix(hm, args.regionsFileName, args.transcriptID, args.transcript_id_designator)\n hm.save_matrix(args.outFileName)\n elif args.command == 'relabel':\n relabelMatrix(hm, args)\n hm.save_matrix(args.outFileName)\n else:\n sys.exit(\"Unknown command {0}!\\n\".format(args.command))\n"
},
{
"path": "deeptools/correctGCBias.py",
"content": "#!/usr/bin/env python\n# -*- coding: utf-8 -*-\n\nimport os\nimport shutil\nimport time\nimport subprocess\nimport sys\n\nimport py2bit\nimport pysam\nimport multiprocessing\nimport numpy as np\nimport argparse\n\nfrom scipy.stats import binom\n\nfrom deeptools.utilities import tbitToBamChrName, getGC_content\nfrom deeptools import writeBedGraph, parserCommon, mapReduce\nfrom deeptools import utilities\nfrom deeptools.bamHandler import openBam\n\nold_settings = np.seterr(all='ignore')\n\n\ndef parse_arguments(args=None):\n parentParser = parserCommon.getParentArgParse(binSize=True, blackList=False)\n requiredArgs = getRequiredArgs()\n parser = argparse.ArgumentParser(\n parents=[requiredArgs, parentParser],\n formatter_class=argparse.ArgumentDefaultsHelpFormatter,\n description='This tool corrects the GC-bias using the'\n ' method proposed by [Benjamini & Speed (2012). '\n 'Nucleic Acids Research, 40(10)]. It will remove reads'\n ' from regions with too high coverage compared to the'\n ' expected values (typically GC-rich regions) and will'\n ' add reads to regions where too few reads are seen '\n '(typically AT-rich regions). '\n 'The tool ``computeGCBias`` needs to be run first to generate the '\n 'frequency table needed here.',\n usage='correctGCBias '\n '-b file.bam --effectiveGenomeSize 2150570000 -g mm9.2bit '\n '--GCbiasFrequenciesFile freq.txt -o gc_corrected.bam\\n'\n 'help: correctGCBias -h / correctGCBias --help',\n conflict_handler='resolve',\n add_help=False)\n return parser\n\n\ndef process_args(args=None):\n args = parse_arguments().parse_args(args)\n\n return args\n\n\ndef getRequiredArgs():\n parser = argparse.ArgumentParser(add_help=False)\n\n required = parser.add_argument_group('Required arguments')\n\n # define the arguments\n required.add_argument('--bamfile', '-b',\n metavar='BAM file',\n help='Sorted BAM file to correct.',\n required=True)\n required.add_argument('--effectiveGenomeSize',\n help='The effective genome size is the portion '\n 'of the genome that is mappable. Large fractions of '\n 'the genome are stretches of NNNN that should be '\n 'discarded. Also, if repetitive regions were not '\n 'included in the mapping of reads, the effective '\n 'genome size needs to be adjusted accordingly. '\n 'A table of values is available here: '\n 'http://deeptools.readthedocs.io/en/latest/content/feature/effectiveGenomeSize.html .',\n default=None,\n type=int,\n required=True)\n\n required.add_argument('--genome', '-g',\n help='Genome in two bit format. Most genomes can be '\n 'found here: http://hgdownload.cse.ucsc.edu/gbdb/ '\n 'Search for the .2bit ending. Otherwise, fasta '\n 'files can be converted to 2bit using faToTwoBit '\n 'available here: '\n 'http://hgdownload.cse.ucsc.edu/admin/exe/',\n metavar='two bit file',\n required=True)\n\n required.add_argument('--GCbiasFrequenciesFile', '-freq',\n help='Indicate the output file from '\n 'computeGCBias containing '\n 'the observed and expected read frequencies per GC-'\n 'content.',\n type=argparse.FileType('r'),\n metavar='FILE',\n required=True)\n\n output = parser.add_argument_group('Output options')\n output.add_argument('--correctedFile', '-o',\n help='Name of the corrected file. The ending will '\n 'be used to decide the output file format. The options '\n 'are \".bam\", \".bw\" for a bigWig file, \".bg\" for a '\n 'bedGraph file.',\n metavar='FILE',\n type=argparse.FileType('w'),\n required=True)\n\n # define the optional arguments\n optional = parser.add_argument_group('Optional arguments')\n optional.add_argument(\"--help\", \"-h\", action=\"help\",\n help=\"show this help message and exit\")\n\n return parser\n\n\ndef getReadGCcontent(tbit, read, fragmentLength, chrNameBit):\n \"\"\"\n The fragments for forward and reverse reads are defined as follows::\n\n |- read.pos |- read.aend\n ---+=================>-----------------------+--------- Forward strand\n\n |-fragStart |-fragEnd\n\n ---+-----------------------<=================+--------- Reverse strand\n |-read.pos |-read.aend\n\n |-----------------------------------------|\n read.tlen\n\n \"\"\"\n fragStart = None\n fragEnd = None\n\n if read.is_paired and read.is_proper_pair and abs(read.tlen) < 2 * fragmentLength:\n if read.is_reverse and read.tlen < 0:\n fragEnd = read.reference_end\n fragStart = read.reference_end + read.template_length\n elif read.template_length >= read.query_alignment_length:\n fragStart = read.pos\n fragEnd = read.pos + read.template_length\n\n if not fragStart:\n if read.is_reverse:\n fragEnd = read.reference_end\n fragStart = read.reference_end - fragmentLength\n else:\n fragStart = read.pos\n fragEnd = fragStart + fragmentLength\n fragStart = max(0, fragStart)\n try:\n gc = getGC_content(tbit, chrNameBit, fragStart, fragEnd)\n except Exception:\n return None\n if gc is None:\n return None\n\n # match the gc to the given fragmentLength\n gc = int(np.round(gc * fragmentLength))\n return gc\n\n\ndef writeCorrected_wrapper(args):\n return writeCorrected_worker(*args)\n\n\ndef writeCorrected_worker(chrNameBam, chrNameBit, start, end, step):\n r\"\"\"writes a bedgraph file containing the GC correction of\n a region from the genome\n\n >>> test = Tester()\n >>> tempFile = writeCorrected_worker(*test.testWriteCorrectedChunk())\n >>> open(tempFile, 'r').readlines()\n ['chr2L\\t200\\t225\\t31.6\\n', 'chr2L\\t225\\t250\\t33.8\\n', 'chr2L\\t250\\t275\\t37.9\\n', 'chr2L\\t275\\t300\\t40.9\\n']\n >>> os.remove(tempFile)\n \"\"\"\n global R_gc\n fragmentLength = len(R_gc) - 1\n\n cvg_corr = np.zeros(end - start)\n\n i = 0\n\n tbit = py2bit.open(global_vars['2bit'])\n bam = openBam(global_vars['bam'])\n read_repetitions = 0\n removed_duplicated_reads = 0\n startTime = time.time()\n\n # caching seems to be faster\n # r.flag & 4 == 0 is to skip unmapped\n # reads that nevertheless are asigned\n # to a genomic position\n reads = [r for r in bam.fetch(chrNameBam, start, end)\n if r.flag & 4 == 0]\n\n bam.close()\n\n r_index = -1\n for read in reads:\n if read.is_unmapped:\n continue\n r_index += 1\n try:\n # calculate GC content of read fragment\n gc = getReadGCcontent(tbit, read, fragmentLength,\n chrNameBit)\n except Exception as detail:\n print(detail)\n \"\"\" this exception happens when the end of a\n chromosome is reached \"\"\"\n continue\n if not gc:\n continue\n\n # is this read in the same orientation and position as the previous?\n if r_index > 0 and read.pos == reads[r_index - 1].pos and \\\n read.is_reverse == reads[r_index - 1].is_reverse \\\n and read.pnext == reads[r_index - 1].pnext:\n read_repetitions += 1\n if read_repetitions >= global_vars['max_dup_gc'][gc]:\n removed_duplicated_reads += 1\n continue\n else:\n read_repetitions = 0\n\n try:\n fragmentStart, fragmentEnd = getFragmentFromRead(read, fragmentLength, extendPairedEnds=True)\n vectorStart = max(fragmentStart - start, 0)\n vectorEnd = min(fragmentEnd - start, end - start)\n except TypeError:\n # the get_fragment_from_read functions returns None in some cases.\n # Those cases are to be skipped, hence the continue line.\n continue\n\n cvg_corr[vectorStart:vectorEnd] += float(1) / R_gc[gc]\n i += 1\n\n try:\n if debug:\n endTime = time.time()\n print(\"{}, processing {} ({:.1f} per sec) \"\n \"reads @ {}:{}-{}\".format(multiprocessing.current_process().name,\n i, i / (endTime - startTime),\n chrNameBit, start, end))\n except NameError:\n pass\n\n if i == 0:\n return None\n\n _file = open(utilities.getTempFileName(suffix='.bg'), 'w')\n # save in bedgraph format\n for bin in range(0, len(cvg_corr), step):\n value = np.mean(cvg_corr[bin:min(bin + step, end)])\n if value > 0:\n writeStart = start + bin\n writeEnd = min(start + bin + step, end)\n _file.write(\"%s\\t%d\\t%d\\t%.1f\\n\" % (chrNameBit, writeStart,\n writeEnd, value))\n\n tempFileName = _file.name\n _file.close()\n return tempFileName\n\n\ndef numCopiesOfRead(value):\n \"\"\"\n Based int he R_gc value, decides\n whether to keep, duplicate, triplicate or delete the read.\n It returns an integer, that tells the number of copies of the read\n that should be keep.\n >>> np.random.seed(1)\n >>> numCopiesOfRead(0.8)\n 1\n >>> numCopiesOfRead(2.5)\n 2\n >>> numCopiesOfRead(None)\n 1\n \"\"\"\n copies = 1\n if value:\n copies = int(value) + (1 if np.random.rand() < value % 1 else 0)\n return copies\n\n\ndef writeCorrectedSam_wrapper(args):\n return writeCorrectedSam_worker(*args)\n\n\ndef writeCorrectedSam_worker(chrNameBam, chrNameBit, start, end,\n step=None,\n tag_but_not_change_number=False,\n verbose=True):\n r\"\"\"\n Writes a BAM file, deleting and adding some reads in order to compensate\n for the GC bias. **This is a stochastic method.**\n >>> np.random.seed(1)\n >>> test = Tester()\n >>> args = test.testWriteCorrectedSam()\n >>> tempFile = writeCorrectedSam_worker(*args, \\\n ... tag_but_not_change_number=True, verbose=False)\n >>> try:\n ... import StringIO\n ... except ImportError:\n ... from io import StringIO\n >>> ostdout = sys.stdout\n >>> import tempfile\n >>> sys.stdout = tempfile.TemporaryFile()\n >>> idx = pysam.index(tempFile)\n >>> sys.stdout = ostdout\n >>> bam = pysam.Samfile(tempFile)\n >>> [dict(r.tags)['YN'] for r in bam.fetch(args[0], 200, 250)]\n [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 1, 1, 1, 1, 1]\n >>> res = os.remove(tempFile)\n >>> res = os.remove(tempFile+\".bai\")\n >>> tempFile = \\\n ... writeCorrectedSam_worker(*test.testWriteCorrectedSam_paired(),\\\n ... tag_but_not_change_number=True, verbose=False)\n >>> sys.stdout = tempfile.TemporaryFile()\n >>> idx = pysam.index(tempFile)\n >>> sys.stdout = ostdout\n >>> bam = pysam.Samfile(tempFile)\n >>> [dict(r.tags)['YN'] for r in bam.fetch('chr2L', 0, 50)]\n [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]\n >>> res = os.remove(tempFile)\n >>> res = os.remove(tempFile+\".bai\")\n \"\"\"\n global R_gc\n fragmentLength = len(R_gc) - 1\n\n if verbose:\n print(\"Sam for %s %s %s \" % (chrNameBit, start, end))\n i = 0\n\n tbit = py2bit.open(global_vars['2bit'])\n\n bam = openBam(global_vars['bam'])\n tempFileName = utilities.getTempFileName(suffix='.bam')\n\n outfile = pysam.Samfile(tempFileName, 'wb', template=bam)\n startTime = time.time()\n matePairs = {}\n read_repetitions = 0\n removed_duplicated_reads = 0\n\n # cache data\n # r.flag & 4 == 0 is to filter unmapped reads that\n # have a genomic position\n reads = [r for r in bam.fetch(chrNameBam, start, end)\n if r.pos > start and r.flag & 4 == 0]\n\n r_index = -1\n for read in reads:\n if read.pos <= start or read.is_unmapped:\n continue\n r_index += 1\n copies = None\n gc = None\n\n # check if a mate has already been procesed\n # to apply the same correction\n try:\n copies = matePairs[read.qname]['copies']\n gc = matePairs[read.qname]['gc']\n del matePairs[read.qname]\n except:\n # this exception happens when a mate is\n # not present. This could\n # happen because of removal of the mate\n # by some filtering\n gc = getReadGCcontent(tbit, read, fragmentLength,\n chrNameBit)\n if gc:\n copies = numCopiesOfRead(float(1) / R_gc[gc])\n else:\n copies = 1\n # is this read in the same orientation and position as the previous?\n if gc and r_index > 0 and read.pos == reads[r_index - 1].pos \\\n and read.is_reverse == reads[r_index - 1].is_reverse \\\n and read.pnext == reads[r_index - 1].pnext:\n read_repetitions += 1\n if read_repetitions >= global_vars['max_dup_gc'][gc]:\n copies = 0 # in other words do not take into account this read\n removed_duplicated_reads += 1\n else:\n read_repetitions = 0\n\n readName = read.qname\n # Each tag is a tuple of (tag name, value, type)\n # Note that get_tags() returns ord(type) rather than type and this must\n # be fixed!\n # It turns out that the \"with_value_type\" option only started working in\n # pysam-0.8.4, so we can't reliably add tags on earlier versions without\n # potentially creating BAM files that break HTSJDK/IGV/etc.\n\n readTag = read.get_tags(with_value_type=True)\n replace_tags = False\n if len(readTag) > 0:\n if len(readTag[0]) == 3:\n if type(readTag[2]) is int:\n readTag = [(x[0], x[1], chr(x[2])) for x in readTag]\n replace_tags = True\n else:\n replace_tags = True\n\n if gc:\n GC = int(100 * np.round(float(gc) / fragmentLength,\n decimals=2))\n readTag.append(\n ('YC', float(round(float(1) / R_gc[gc], 2)), \"f\"))\n readTag.append(('YN', copies, \"i\"))\n else:\n GC = -1\n\n readTag.append(('YG', GC, \"i\"))\n if replace_tags:\n read.set_tags(readTag)\n\n if read.is_paired and read.is_proper_pair \\\n and not read.mate_is_unmapped \\\n and not read.is_reverse:\n matePairs[readName] = {'copies': copies,\n 'gc': gc}\n\n \"\"\"\n outfile.write(read)\n \"\"\"\n if tag_but_not_change_number:\n outfile.write(read)\n continue\n\n for numCop in range(1, copies + 1):\n # the read has to be renamed such that newly\n # formed pairs will match\n if numCop > 1:\n read.qname = readName + \"_%d\" % (numCop)\n outfile.write(read)\n\n if verbose:\n if i % 500000 == 0 and i > 0:\n endTime = time.time()\n print(\"{}, processing {} ({:.1f} per sec) reads \"\n \"@ {}:{}-{}\".format(multiprocessing.current_process().name,\n i, i / (endTime - startTime),\n chrNameBit, start, end))\n i += 1\n\n outfile.close()\n if verbose:\n endTime = time.time()\n print(\"{}, processing {} ({:.1f} per sec) reads \"\n \"@ {}:{}-{}\".format(multiprocessing.current_process().name,\n i, i / (endTime - startTime),\n chrNameBit, start, end))\n percentage = float(removed_duplicated_reads) * 100 / len(reads) \\\n if len(reads) > 0 else 0\n print(\"duplicated reads removed %d of %d (%.2f) \" %\n (removed_duplicated_reads, len(reads), percentage))\n\n return tempFileName\n\n\ndef getFragmentFromRead(read, defaultFragmentLength, extendPairedEnds=True):\n \"\"\"\n The read has to be pysam object.\n\n The following values are defined (for forward reads)::\n\n\n |-- -- read.tlen -- --|\n |-- read.alen --|\n -----|===============>------------<==============|----\n | | |\n read.pos read.aend read.pnext\n\n\n and for reverse reads\n\n\n |-- -- read.tlen -- --|\n |-- read.alen --|\n -----|===============>-----------<===============|----\n | | |\n read.pnext read.pos read.aend\n\n this is a sketch of a pair-end reads\n\n The function returns the fragment start and end, either\n using the paired end information (if available) or\n extending the read in the appropriate direction if this\n is single-end.\n\n Parameters\n ----------\n read : pysam read object\n\n\n Returns\n -------\n tuple\n (fragment start, fragment end)\n\n \"\"\"\n # convert reads to fragments\n\n # this option indicates that the paired ends correspond\n # to the fragment ends\n # condition read.tlen < maxPairedFragmentLength is added to avoid read pairs\n # that span thousands of base pairs\n\n if extendPairedEnds is True and read.is_paired and 0 < abs(read.tlen) < 1000:\n if read.is_reverse:\n fragmentStart = read.pnext\n fragmentEnd = read.aend\n else:\n fragmentStart = read.pos\n # the end of the fragment is defined as\n # the start of the forward read plus the insert length\n fragmentEnd = read.pos + read.tlen\n else:\n if defaultFragmentLength <= read.aend - read.pos:\n fragmentStart = read.pos\n fragmentEnd = read.aend\n else:\n if read.is_reverse:\n fragmentStart = read.aend - defaultFragmentLength\n fragmentEnd = read.aend\n else:\n fragmentStart = read.pos\n fragmentEnd = read.pos + defaultFragmentLength\n\n return fragmentStart, fragmentEnd\n\n\ndef run_shell_command(command):\n \"\"\"\n Runs the given shell command. Report\n any errors found.\n \"\"\"\n try:\n subprocess.check_call(command, shell=True)\n\n except subprocess.CalledProcessError as error:\n sys.stderr.write('Error{}\\n'.format(error))\n exit(1)\n except Exception as error:\n sys.stderr.write('Error: {}\\n'.format(error))\n exit(1)\n\n\ndef main(args=None):\n args = process_args(args)\n global F_gc, N_gc, R_gc\n\n data = np.loadtxt(args.GCbiasFrequenciesFile.name)\n\n F_gc = data[:, 0]\n N_gc = data[:, 1]\n R_gc = data[:, 2]\n\n global global_vars\n global_vars = {}\n global_vars['2bit'] = args.genome\n global_vars['bam'] = args.bamfile\n\n # compute the probability to find more than one read (a redundant read)\n # at a certain position based on the gc of the read fragment\n # the binomial function is used for that\n max_dup_gc = [binom.isf(1e-7, F_gc[x], 1.0 / N_gc[x])\n if F_gc[x] > 0 and N_gc[x] > 0 else 1\n for x in range(len(F_gc))]\n\n global_vars['max_dup_gc'] = max_dup_gc\n\n tbit = py2bit.open(global_vars['2bit'])\n bam, mapped, unmapped, stats = openBam(args.bamfile, returnStats=True, nThreads=args.numberOfProcessors)\n\n global_vars['genome_size'] = sum(tbit.chroms().values())\n global_vars['total_reads'] = mapped\n global_vars['reads_per_bp'] = \\\n float(global_vars['total_reads']) / args.effectiveGenomeSize\n\n # apply correction\n print(\"applying correction\")\n # divide the genome in fragments containing about 4e5 reads.\n # This amount of reads takes about 20 seconds\n # to process per core (48 cores, 256 Gb memory)\n chunkSize = int(4e5 / global_vars['reads_per_bp'])\n\n # chromSizes: list of tuples\n chromSizes = [(bam.references[i], bam.lengths[i])\n for i in range(len(bam.references))]\n\n regionStart = 0\n if args.region:\n chromSizes, regionStart, regionEnd, chunkSize = \\\n mapReduce.getUserRegion(chromSizes, args.region,\n max_chunk_size=chunkSize)\n\n print(\"genome partition size for multiprocessing: {}\".format(chunkSize))\n print(\"using region {}\".format(args.region))\n mp_args = []\n bedGraphStep = args.binSize\n chrNameBitToBam = tbitToBamChrName(list(tbit.chroms().keys()), bam.references)\n chrNameBamToBit = dict([(v, k) for k, v in chrNameBitToBam.items()])\n print(chrNameBitToBam, chrNameBamToBit)\n c = 1\n for chrom, size in chromSizes:\n start = 0 if regionStart == 0 else regionStart\n for i in range(start, size, chunkSize):\n try:\n chrNameBamToBit[chrom]\n except KeyError:\n print(\"no sequence information for \")\n \"chromosome {} in 2bit file\".format(chrom)\n print(\"Reads in this chromosome will be skipped\")\n continue\n length = min(size, i + chunkSize)\n mp_args.append((chrom, chrNameBamToBit[chrom], i, length,\n bedGraphStep))\n c += 1\n\n pool = multiprocessing.Pool(args.numberOfProcessors)\n\n if args.correctedFile.name.endswith('bam'):\n if len(mp_args) > 1 and args.numberOfProcessors > 1:\n print((\"using {} processors for {} \"\n \"number of tasks\".format(args.numberOfProcessors,\n len(mp_args))))\n\n res = pool.map_async(\n writeCorrectedSam_wrapper, mp_args).get(9999999)\n else:\n res = list(map(writeCorrectedSam_wrapper, mp_args))\n\n if len(res) == 1:\n command = \"cp {} {}\".format(res[0], args.correctedFile.name)\n run_shell_command(command)\n else:\n print(\"concatenating (sorted) intermediate BAMs\")\n header = pysam.Samfile(res[0])\n of = pysam.Samfile(args.correctedFile.name, \"wb\", template=header)\n header.close()\n for f in res:\n f = pysam.Samfile(f)\n for e in f.fetch(until_eof=True):\n of.write(e)\n f.close()\n of.close()\n\n print(\"indexing BAM\")\n pysam.index(args.correctedFile.name)\n\n for tempFileName in res:\n os.remove(tempFileName)\n\n if args.correctedFile.name.endswith('bg') or \\\n args.correctedFile.name.endswith('bw'):\n\n if len(mp_args) > 1 and args.numberOfProcessors > 1:\n\n res = pool.map_async(writeCorrected_wrapper, mp_args).get(9999999)\n else:\n res = list(map(writeCorrected_wrapper, mp_args))\n\n oname = args.correctedFile.name\n args.correctedFile.close()\n if oname.endswith('bg'):\n f = open(oname, 'wb')\n for tempFileName in res:\n if tempFileName:\n shutil.copyfileobj(open(tempFileName, 'rb'), f)\n os.remove(tempFileName)\n f.close()\n else:\n chromSizes = [(k, v) for k, v in tbit.chroms().items()]\n writeBedGraph.bedGraphToBigWig(chromSizes, res, oname)\n\n\nclass Tester():\n def __init__(self):\n import os\n self.root = os.path.dirname(os.path.abspath(__file__)) + \"/test/test_corrGC/\"\n self.tbitFile = self.root + \"sequence.2bit\"\n self.bamFile = self.root + \"test.bam\"\n self.chrNameBam = '2L'\n self.chrNameBit = 'chr2L'\n bam, mapped, unmapped, stats = openBam(self.bamFile, returnStats=True)\n tbit = py2bit.open(self.tbitFile)\n global debug\n debug = 0\n global global_vars\n global_vars = {'2bit': self.tbitFile,\n 'bam': self.bamFile,\n 'filter_out': None,\n 'extra_sampling_file': None,\n 'max_reads': 5,\n 'min_reads': 0,\n 'min_reads': 0,\n 'reads_per_bp': 0.3,\n 'total_reads': mapped,\n 'genome_size': sum(tbit.chroms().values())}\n\n def testWriteCorrectedChunk(self):\n \"\"\" prepare arguments for test\n \"\"\"\n global R_gc, R_gc_min, R_gc_max\n R_gc = np.loadtxt(self.root + \"R_gc_paired.txt\")\n\n global_vars['max_dup_gc'] = np.ones(301)\n\n start = 200\n end = 300\n bedGraphStep = 25\n return (self.chrNameBam,\n self.chrNameBit, start, end, bedGraphStep)\n\n def testWriteCorrectedSam(self):\n \"\"\" prepare arguments for test\n \"\"\"\n global R_gc, R_gc_min, R_gc_max\n R_gc = np.loadtxt(self.root + \"R_gc_paired.txt\")\n\n global_vars['max_dup_gc'] = np.ones(301)\n\n start = 200\n end = 250\n return (self.chrNameBam,\n self.chrNameBit, start, end)\n\n def testWriteCorrectedSam_paired(self):\n \"\"\" prepare arguments for test.\n \"\"\"\n global R_gc, R_gc_min, R_gc_max\n R_gc = np.loadtxt(self.root + \"R_gc_paired.txt\")\n\n start = 0\n end = 500\n global global_vars\n global_vars['bam'] = self.root + \"paired.bam\"\n return 'chr2L', 'chr2L', start, end\n\n\nif __name__ == \"__main__\":\n main()\n"
},
{
"path": "deeptools/correlation.py",
"content": "import sys\nimport itertools\nimport copy\nimport numpy as np\nimport scipy.cluster.hierarchy as sch\nimport scipy.stats\nimport matplotlib as mpl\nmpl.use('Agg')\nmpl.rcParams['pdf.fonttype'] = 42\nmpl.rcParams['svg.fonttype'] = 'none'\nfrom deeptools import cm # noqa: F401\nimport matplotlib.pyplot as plt\nimport matplotlib.gridspec as gridspec\nimport matplotlib.ticker\nimport matplotlib.mlab\nimport matplotlib.markers\nimport matplotlib.colors as pltcolors\nfrom deeptools.utilities import toString, convertCmap\n\nimport plotly.offline as offline\nimport plotly.graph_objs as go\nimport plotly.figure_factory as ff\n\n\nold_settings = np.seterr(all='ignore')\n\n\nclass Correlation:\n \"\"\"\n class to work with matrices\n having sample data\n to compute correlations, plot\n them and make scatter plots\n \"\"\"\n\n def __init__(self, matrix_file,\n corr_method=None,\n labels=None,\n remove_outliers=False,\n skip_zeros=False,\n log1p=False):\n\n self.load_matrix(matrix_file)\n self.skip_zeros = skip_zeros\n self.corr_method = corr_method\n self.corr_matrix = None # correlation matrix\n self.column_order = None\n self.rowCenter = False\n if labels is not None:\n # test that the length of labels\n # corresponds to the length of\n # samples\n\n self.labels = labels\n self.labels = [toString(x) for x in self.labels]\n\n if self.matrix.shape[1] == 1:\n # There's nothing that can be done with a single sample\n sys.exit(\"\\nPlease use a matrix with more than one sample\\n\")\n\n if skip_zeros is True:\n # remove rows containing only nans or zeros\n # that could be unmappable regions.\n self.remove_rows_of_zeros()\n\n if remove_outliers is True:\n # remove outliers, otherwise outliers will produce a very\n # high pearson correlation. Unnecessary for spearman correlation\n self.remove_outliers()\n\n if log1p is True:\n self.matrix = np.log1p(self.matrix)\n\n if corr_method:\n self.compute_correlation()\n\n def load_matrix(self, matrix_file):\n \"\"\"\n loads a matrix file saved using the numpy\n savez method. Two keys are expected:\n 'matrix' and 'labels'. The matrix should\n contain one sample per row\n \"\"\"\n\n _ma = np.load(matrix_file)\n # matrix: cols correspond to samples\n self.matrix = np.asarray(_ma['matrix'].tolist())\n if np.any(np.isnan(self.matrix)):\n num_nam = len(np.flatnonzero(np.isnan(self.matrix.flatten())))\n sys.stderr.write(\"*Warning*. {} NaN values were found. They will be removed along with the \"\n \"corresponding bins in other samples for the computation \"\n \"and plotting\\n\".format(num_nam))\n\n self.matrix = np.ma.compress_rows(np.ma.masked_invalid(self.matrix))\n\n self.labels = list(map(toString, _ma['labels']))\n\n assert len(self.labels) == self.matrix.shape[1], \"ERROR, length of labels is not equal \" \\\n \"to length of matrix samples\"\n\n @staticmethod\n def get_outlier_indices(data, max_deviation=200):\n \"\"\"\n The method is based on the median absolute deviation. See\n Boris Iglewicz and David Hoaglin (1993),\n \"Volume 16: How to Detect and Handle Outliers\",\n The ASQC Basic References in Quality Control:\n Statistical Techniques, Edward F. Mykytka, Ph.D., Editor.\n\n returns the list, without the outliers\n\n The max_deviation=200 is like selecting a z-score\n larger than 200, just that it is based on the median\n and the median absolute deviation instead of the\n mean and the standard deviation.\n \"\"\"\n median = np.median(data)\n b_value = 1.4826 # value set for a normal distribution\n mad = b_value * np.median(np.abs(data))\n outliers = []\n if mad > 0:\n deviation = abs(data - median) / mad\n \"\"\"\n outliers = data[deviation > max_deviation]\n print \"outliers removed {}\".format(len(outliers))\n print outliers\n \"\"\"\n outliers = np.flatnonzero(deviation > max_deviation)\n return outliers\n\n def remove_outliers(self, verbose=True):\n \"\"\"\n get the outliers *per column* using the median absolute\n deviation method\n\n Returns the filtered matrix\n \"\"\"\n\n unfiltered = len(self.matrix)\n to_remove = None\n for col in self.matrix.T:\n outliers = self.get_outlier_indices(col)\n if to_remove is None:\n to_remove = set(outliers)\n else:\n # only set to remove those bins in which\n # the outliers are present in all cases (colums)\n # that's why the intersection is used\n to_remove = to_remove.intersection(outliers)\n if len(to_remove):\n to_keep = [x for x in range(self.matrix.shape[0])\n if x not in to_remove]\n self.matrix = self.matrix[to_keep, :]\n if verbose:\n sys.stderr.write(\n \"total/filtered/left: \"\n \"{}/{}/{}\\n\".format(unfiltered,\n unfiltered - len(to_keep),\n len(to_keep)))\n\n return self.matrix\n\n def remove_rows_of_zeros(self):\n # remove rows containing all zeros or all nans\n _mat = np.nan_to_num(self.matrix)\n to_keep = _mat.sum(1) != 0\n\n self.matrix = self.matrix[to_keep, :]\n\n def save_corr_matrix(self, file_handle):\n \"\"\"\n saves the correlation matrix\n \"\"\"\n if self.column_order:\n self.corr_matrix = self.corr_matrix[:, self.column_order][self.column_order]\n self.labels = [self.labels[i] for i in self.column_order]\n\n self.labels = [toString(x) for x in self.labels]\n file_handle.write(\"\\t'\" + \"'\\t'\".join(self.labels) + \"'\\n\")\n fmt = \"\\t\".join(np.repeat('%.4f', self.corr_matrix.shape[1])) + \"\\n\"\n i = 0\n for row in self.corr_matrix:\n file_handle.write(\n \"'%s'\\t\" % self.labels[i] + fmt % tuple(row))\n i += 1\n\n def compute_correlation(self):\n \"\"\"\n computes spearman or pearson\n correlation for the samples in the matrix\n\n The matrix should contain the values of each sample per column\n that's why the transpose is used.\n\n >>> matrix = np.array([[1, 2, 3, np.nan],\n ... [1, 2, 3, 4],\n ... [6, 4, 3, 1]]).T\n >>> np.savez_compressed(\"/tmp/test_matrix.npz\", matrix=matrix, labels=['a', 'b', 'c'])\n\n >>> c = Correlation(\"/tmp/test_matrix.npz\", corr_method='pearson')\n\n the results should be as in R\n\n >>> c.compute_correlation().filled(np.nan)\n array([[ 1. , 1. , -0.98198051],\n [ 1. , 1. , -0.98198051],\n [-0.98198051, -0.98198051, 1. ]])\n >>> c.corr_method = 'spearman'\n >>> c.corr_matrix = None\n >>> c.compute_correlation()\n array([[ 1., 1., -1.],\n [ 1., 1., -1.],\n [-1., -1., 1.]])\n \"\"\"\n if self.corr_matrix is not None:\n return self.corr_matrix\n\n num_samples = len(self.labels)\n # initialize correlation matrix\n\n if self.corr_method == 'pearson':\n self.corr_matrix = np.ma.corrcoef(self.matrix.T, allow_masked=True)\n\n else:\n corr_matrix = np.zeros((num_samples, num_samples), dtype='float')\n # do an all vs all correlation using the\n # indices of the upper triangle\n rows, cols = np.triu_indices(num_samples)\n\n for index in range(len(rows)):\n row = rows[index]\n col = cols[index]\n corr_matrix[row, col] = scipy.stats.spearmanr(self.matrix[:, row], self.matrix[:, col])[0]\n # make the matrix symmetric\n self.corr_matrix = corr_matrix + np.triu(corr_matrix, 1).T\n\n return self.corr_matrix\n\n def plotly_correlation(self, corr_matrix, plot_filename, labels, plot_title='',\n vmax=None, vmin=None, plot_numbers=True,\n colormap='jet'):\n \"\"\"plot_correlation, but using plotly\"\"\"\n textElement = []\n for row in range(corr_matrix.shape[0]):\n trow = []\n for col in range(corr_matrix.shape[0]):\n if plot_numbers:\n trow.append(\"{:0.2f}\".format(corr_matrix[row, col]))\n else:\n trow.append('')\n textElement.append(trow)\n\n zauto = True\n if vmax is not None or vmin is not None:\n zauto = False\n\n convertedCmap = convertCmap(colormap)\n fig = ff.create_annotated_heatmap(corr_matrix, x=labels, y=labels, colorscale=convertedCmap, showscale=True, zauto=zauto, zmin=vmin, zmax=vmax, annotation_text=textElement)\n fig.layout['title'] = plot_title\n offline.plot(fig, filename=plot_filename, auto_open=False)\n\n def plot_correlation(self, plot_filename, plot_title='', vmax=None,\n vmin=None, colormap='jet', image_format=None,\n plot_numbers=False, plotWidth=11, plotHeight=9.5):\n \"\"\"\n plots a correlation using a symmetric heatmap\n \"\"\"\n num_rows = len(self.labels)\n corr_matrix = self.compute_correlation()\n # set a font size according to figure length\n if num_rows < 6:\n font_size = 14\n elif num_rows > 40:\n font_size = 5\n else:\n font_size = int(14 - 0.25 * num_rows)\n mpl.rcParams.update({'font.size': font_size})\n # set the minimum and maximum values\n if vmax is None:\n vmax = 1\n if vmin is None:\n vmin = 0 if corr_matrix .min() >= 0 else -1\n\n # Compute and plot dendrogram.\n fig = plt.figure(figsize=(plotWidth, plotHeight))\n plt.suptitle(plot_title)\n\n axdendro = fig.add_axes([0.015, 0.1, 0.1, 0.7])\n axdendro.set_axis_off()\n y_var = sch.linkage(corr_matrix, method='centroid')\n z_var = sch.dendrogram(y_var, orientation='left',\n link_color_func=lambda k: 'darkred')\n axdendro.set_xticks([])\n axdendro.set_yticks([])\n cmap = copy.copy(plt.get_cmap(colormap))\n\n # this line simply makes a new cmap, based on the original\n # colormap that goes from 0.0 to 0.9\n # This is done to avoid colors that\n # are too dark at the end of the range that do not offer\n # a good contrast between the correlation numbers that are\n # plotted on black.\n if plot_numbers:\n cmap = pltcolors.LinearSegmentedColormap.from_list(colormap + \"clipped\",\n cmap(np.linspace(0, 0.9, 10)))\n\n cmap.set_under((0., 0., 1.))\n # Plot distance matrix.\n axmatrix = fig.add_axes([0.12, 0.1, 0.6, 0.7])\n index = z_var['leaves']\n corr_matrix = corr_matrix[index, :]\n corr_matrix = corr_matrix[:, index]\n if corr_matrix.shape[0] > 30:\n # when there are too many rows it is better to remove\n # the black lines surrounding the boxes in the heatmap\n edge_color = 'none'\n else:\n edge_color = 'black'\n\n if image_format == \"plotly\":\n self.plotly_correlation(corr_matrix,\n plot_filename,\n self.labels,\n plot_title=plot_title,\n vmax=vmax,\n vmin=vmin,\n colormap=colormap,\n plot_numbers=plot_numbers)\n return\n\n img_mat = axmatrix.pcolormesh(corr_matrix,\n edgecolors=edge_color,\n cmap=cmap,\n vmax=vmax,\n vmin=vmin)\n axmatrix.set_xlim(0, num_rows)\n axmatrix.set_ylim(0, num_rows)\n\n axmatrix.yaxis.tick_right()\n axmatrix.set_yticks(np.arange(corr_matrix .shape[0]) + 0.5)\n axmatrix.set_yticklabels(np.array(self.labels).astype('str')[index])\n\n axmatrix.xaxis.set_tick_params(labeltop=True)\n axmatrix.xaxis.set_tick_params(labelbottom=False)\n axmatrix.set_xticks(np.arange(corr_matrix .shape[0]) + 0.5)\n axmatrix.set_xticklabels(np.array(self.labels).astype('str')[index], rotation=45, ha='left')\n\n axmatrix.tick_params(\n axis='x',\n which='both',\n bottom=False,\n top=False)\n\n axmatrix.tick_params(\n axis='y',\n which='both',\n left=False,\n right=False)\n\n # Plot colorbar\n axcolor = fig.add_axes([0.12, 0.065, 0.6, 0.02])\n cobar = plt.colorbar(img_mat, cax=axcolor, orientation='horizontal')\n cobar.solids.set_edgecolor(\"face\")\n if plot_numbers:\n for row in range(num_rows):\n for col in range(num_rows):\n axmatrix.text(row + 0.5, col + 0.5,\n \"{:.2f}\".format(corr_matrix[row, col]),\n ha='center', va='center')\n\n self.column_order = index\n fig.savefig(plot_filename, format=image_format)\n plt.close()\n\n def plotly_scatter(self, plot_filename, corr_matrix, plot_title='', minXVal=None, maxXVal=None, minYVal=None, maxYVal=None):\n \"\"\"Make the scatter plot of a matrix with plotly\"\"\"\n n = self.matrix.shape[1]\n self.matrix = self.matrix\n fig = go.Figure()\n domainWidth = 1. / n\n\n annos = []\n for i in range(n):\n x = domainWidth * (i + 1)\n y = 1 - (domainWidth * i + 0.5 * domainWidth)\n anno = dict(text=self.labels[i], showarrow=False, xref='paper', yref='paper', x=x, y=y, xanchor='right', yanchor='middle')\n annos.append(anno)\n\n data = []\n zMin = np.inf\n zMax = -np.inf\n for x in range(n):\n xanchor = 'x{}'.format(x + 1)\n base = x * domainWidth\n domain = [base, base + domainWidth]\n if x > 0:\n base = 1 - base\n fig['layout']['xaxis{}'.format(x + 1)] = dict(domain=domain, range=[minXVal, maxXVal], anchor='free', position=base)\n for y in range(0, n):\n yanchor = 'y{}'.format(y + 1)\n if x == 1:\n base = 1 - y * domainWidth\n domain = [base - domainWidth, base]\n fig['layout']['yaxis{}'.format(y + 1)] = dict(domain=domain, range=[minYVal, maxYVal], side='right', anchor='free', position=1.0)\n\n if x > y:\n vector1 = self.matrix[:, x]\n vector2 = self.matrix[:, y]\n Z, xEdges, yEdges = np.histogram2d(vector1, vector2, bins=50)\n Z = np.log10(Z)\n if np.min(Z) < zMin:\n zMin = np.min(Z)\n if np.max(Z) > zMax:\n zMax = np.max(Z)\n name = '{}={:.2f}'.format(self.corr_method, corr_matrix[x, y])\n trace = go.Heatmap(z=Z, x=xEdges, y=yEdges, showlegend=False, xaxis=xanchor, yaxis=yanchor, name=name, showscale=False)\n data.append(trace)\n\n # Fix the colorbar bounds\n for trace in data:\n trace.update(zmin=zMin, zmax=zMax)\n data[-1]['colorbar'].update(title=\"log10(instances per bin)\", titleside=\"right\")\n data[-1].update(showscale=True)\n\n fig.add_traces(data)\n fig['layout'].update(title=plot_title, showlegend=False, annotations=annos)\n\n offline.plot(fig, filename=plot_filename, auto_open=False)\n\n def plot_scatter(self, plot_filename, plot_title='', image_format=None, log1p=False, xRange=None, yRange=None):\n \"\"\"\n Plot the scatter plots of a matrix\n in which each row is a sample\n \"\"\"\n\n num_samples = self.matrix.shape[1]\n corr_matrix = self.compute_correlation()\n grids = gridspec.GridSpec(num_samples, num_samples)\n grids.update(wspace=0, hspace=0)\n fig = plt.figure(figsize=(2 * num_samples, 2 * num_samples))\n plt.rcParams['font.size'] = 8.0\n plt.suptitle(plot_title)\n if log1p is True:\n self.matrix = np.log1p(self.matrix)\n min_xvalue = self.matrix.min()\n max_xvalue = self.matrix.max()\n min_yvalue = min_xvalue\n max_yvalue = max_xvalue\n if xRange is not None:\n min_xvalue = xRange[0]\n max_xvalue = xRange[1]\n if yRange is not None:\n min_yvalue = yRange[0]\n max_yvalue = yRange[1]\n if (min_xvalue % 2 == 0 and max_xvalue % 2 == 0) or \\\n (min_xvalue % 1 == 0 and max_xvalue % 2 == 1):\n # make one value odd and the other even\n max_xvalue += 1\n if (min_yvalue % 2 == 0 and max_yvalue % 2 == 0) or \\\n (min_yvalue % 1 == 0 and max_yvalue % 2 == 1):\n # make one value odd and the other even\n max_yvalue += 1\n\n # plotly output\n if image_format == 'plotly':\n self.plotly_scatter(plot_filename, corr_matrix, plot_title=plot_title, minXVal=min_xvalue, maxXVal=max_xvalue, minYVal=min_yvalue, maxYVal=max_yvalue)\n return\n\n rows, cols = np.triu_indices(num_samples)\n\n for index in range(len(rows)):\n row = rows[index]\n col = cols[index]\n if row == col:\n # add titles as\n # empty plot in the diagonal\n ax = fig.add_subplot(grids[row, col])\n ax.text(0.5, 0.5, self.labels[row],\n verticalalignment='center',\n horizontalalignment='center',\n fontsize=10, fontweight='bold',\n transform=ax.transAxes)\n ax.set_axis_off()\n continue\n\n ax = fig.add_subplot(grids[row, col])\n\n vector1 = self.matrix[:, row]\n vector2 = self.matrix[:, col]\n\n ax.text(0.2, 0.8, \"{}={:.2f}\".format(self.corr_method,\n corr_matrix[row, col]),\n horizontalalignment='left',\n transform=ax.transAxes)\n ax.get_yaxis().set_tick_params(\n which='both',\n left=False,\n right=False,\n direction='out')\n\n ax.get_xaxis().set_tick_params(\n which='both',\n top=False,\n bottom=False,\n direction='out')\n ax.get_xaxis().set_tick_params(\n which='major',\n labelrotation=45)\n\n if col != num_samples - 1:\n ax.set_yticklabels([])\n else:\n ax.yaxis.tick_right()\n ax.get_yaxis().set_tick_params(\n which='both',\n left=False,\n right=True,\n direction='out')\n if col - row == 1:\n ax.xaxis.tick_bottom()\n ax.get_xaxis().set_tick_params(\n which='both',\n top=False,\n bottom=True,\n direction='out')\n ax.get_xaxis().set_tick_params(\n which='major',\n labelrotation=45)\n\n else:\n ax.set_xticklabels([])\n\n ax.set_xlim(min_xvalue, max_xvalue)\n ax.set_ylim(min_yvalue, max_yvalue)\n ax.hist2d(vector2, vector1, bins=200, cmin=0.1)\n\n plt.savefig(plot_filename, format=image_format)\n plt.close()\n\n def plotly_pca(self, plotFile, Wt, pvar, PCs, eigenvalues, cols, plotTitle):\n \"\"\"\n A plotly version of plot_pca, that's called by it to do the actual plotting\n \"\"\"\n fig = go.Figure()\n fig['layout']['xaxis1'] = {'domain': [0.0, 0.48], 'anchor': 'x1', 'title': 'PC{} ({:4.1f}% of var. explained)'.format(PCs[0], 100.0 * pvar[PCs[0] - 1])}\n fig['layout']['yaxis1'] = {'domain': [0.0, 1.0], 'anchor': 'x1', 'title': 'PC{} ({:4.1f}% of var. explained)'.format(PCs[1], 100.0 * pvar[PCs[1] - 1])}\n fig['layout']['xaxis2'] = {'domain': [0.52, 1.0], 'title': 'Principal Component'}\n fig['layout']['yaxis2'] = {'domain': [0.0, 1.0], 'anchor': 'x2', 'title': 'Eigenvalue', 'rangemode': 'tozero', 'showgrid': False}\n fig['layout']['yaxis3'] = {'domain': [0.0, 1.0], 'anchor': 'x2', 'title': 'Cumulative variability', 'rangemode': 'tozero', 'side': 'right', 'overlaying': 'y2'}\n fig['layout'].update(title=plotTitle)\n\n # PCA\n if cols is not None:\n colors = itertools.cycle(cols)\n n = len(self.labels)\n data = []\n for i in range(n):\n trace = go.Scatter(x=[Wt[PCs[0] - 1, i]],\n y=[Wt[PCs[1] - 1, i]],\n mode='marker',\n xaxis='x1',\n yaxis='y1',\n name=self.labels[i])\n trace['marker'].update(size=20)\n if cols is not None:\n trace['marker'].update(color=next(colors))\n data.append(trace)\n\n # Scree plot\n trace = go.Bar(showlegend=False,\n name='Eigenvalues',\n x=range(1, n + 1),\n y=eigenvalues[:n],\n xaxis='x2',\n yaxis='y2')\n data.append(trace)\n\n # Cumulative variability\n trace = go.Scatter(showlegend=False,\n x=range(1, n + 1),\n y=pvar.cumsum()[:n],\n mode='lines+markers',\n name='Cumulative variability',\n xaxis='x2',\n yaxis='y3',\n line={'color': 'red'},\n marker={'symbol': 'circle-open-dot', 'color': 'black'})\n data.append(trace)\n\n annos = []\n annos.append({'yanchor': 'bottom', 'xref': 'paper', 'xanchor': 'center', 'yref': 'paper', 'text': 'PCA', 'y': 1.0, 'x': 0.25, 'font': {'size': 16}, 'showarrow': False})\n annos.append({'yanchor': 'bottom', 'xref': 'paper', 'xanchor': 'center', 'yref': 'paper', 'text': 'Scree plot', 'y': 1.0, 'x': 0.75, 'font': {'size': 16}, 'showarrow': False})\n\n fig.add_traces(data)\n fig['layout']['annotations'] = annos\n offline.plot(fig, filename=plotFile, auto_open=False)\n\n def plot_pca(self, plot_filename=None, PCs=[1, 2], plot_title='', image_format=None, log1p=False, plotWidth=5, plotHeight=10, cols=None, marks=None):\n \"\"\"\n Plot the PCA of a matrix\n\n Returns the matrix of plotted values.\n \"\"\"\n fig, (ax1, ax2) = plt.subplots(2, 1, figsize=(plotWidth, plotHeight))\n\n # Filter\n m = self.matrix\n rvs = m.var(axis=1)\n if self.transpose:\n m = m[np.nonzero(rvs)[0], :]\n rvs = rvs[np.nonzero(rvs)[0]]\n if self.ntop > 0 and m.shape[0] > self.ntop:\n m = m[np.argpartition(rvs, -self.ntop)[-self.ntop:], :]\n rvs = rvs[np.argpartition(rvs, -self.ntop)[-self.ntop:]]\n\n # log2 (if requested)\n if self.log2:\n self.matrix = np.log2(self.matrix + 0.01)\n\n # Row center / transpose\n if self.rowCenter and not self.transpose:\n _ = self.matrix.mean(axis=1)\n self.matrix -= _[:, None]\n if self.transpose:\n m = m.T\n\n # Center and scale\n m2 = (m - np.mean(m, axis=0))\n m2 /= np.std(m2, axis=0, ddof=1) # Use the unbiased std. dev.\n\n # SVD\n U, s, Vh = np.linalg.svd(m2, full_matrices=False, compute_uv=True) # Is full_matrices ever needed?\n\n # % variance, eigenvalues\n eigenvalues = s**2\n variance = eigenvalues / float(np.max([1, m2.shape[1] - 1]))\n pvar = variance / variance.sum()\n\n # Weights/projections\n Wt = Vh\n if self.transpose:\n # Use the projected coordinates for the transposed matrix\n Wt = np.dot(m2, Vh.T).T\n\n if plot_filename is not None:\n n = n_bars = len(self.labels)\n if eigenvalues.size < n:\n n_bars = eigenvalues.size\n markers = itertools.cycle(matplotlib.markers.MarkerStyle.filled_markers)\n if cols is not None:\n colors = itertools.cycle(cols)\n else:\n colors = itertools.cycle(plt.cm.gist_rainbow(np.linspace(0, 1, n)))\n\n if marks is not None:\n markers = itertools.cycle(marks)\n\n if image_format == 'plotly':\n self.plotly_pca(plot_filename, Wt, pvar, PCs, eigenvalues, cols, plot_title)\n else:\n ax1.axhline(y=0, color=\"black\", linestyle=\"dotted\", zorder=1)\n ax1.axvline(x=0, color=\"black\", linestyle=\"dotted\", zorder=2)\n for i in range(n):\n color = next(colors)\n marker = next(markers)\n if isinstance(color, np.ndarray):\n color = pltcolors.to_hex(color, keep_alpha=True)\n ax1.scatter(Wt[PCs[0] - 1, i], Wt[PCs[1] - 1, i],\n marker=marker, color=color, s=150, label=self.labels[i], zorder=i + 3)\n if plot_title == '':\n ax1.set_title('PCA')\n else:\n ax1.set_title(plot_title)\n ax1.set_xlabel('PC{} ({:4.1f}% of var. explained)'.format(PCs[0], 100.0 * pvar[PCs[0] - 1]))\n ax1.set_ylabel('PC{} ({:4.1f}% of var. explained)'.format(PCs[1], 100.0 * pvar[PCs[1] - 1]))\n lgd = ax1.legend(scatterpoints=1, loc='center left', borderaxespad=0.5,\n bbox_to_anchor=(1, 0.5),\n prop={'size': 12}, markerscale=0.9)\n\n # Scree plot\n ind = np.arange(n_bars) # the x locations for the groups\n width = 0.35 # the width of the bars\n\n if mpl.__version__ >= \"2.0.0\":\n ax2.bar(2 * width + ind, eigenvalues[:n_bars], width * 2)\n else:\n ax2.bar(width + ind, eigenvalues[:n_bars], width * 2)\n ax2.set_ylabel('Eigenvalue')\n ax2.set_xlabel('Principal Component')\n ax2.set_title('Scree plot')\n ax2.set_xticks(ind + width * 2)\n ax2.set_xticklabels(ind + 1)\n\n ax3 = ax2.twinx()\n ax3.axhline(y=1, color=\"black\", linestyle=\"dotted\")\n ax3.plot(width * 2 + ind, pvar.cumsum()[:n], \"r-\")\n ax3.plot(width * 2 + ind, pvar.cumsum()[:n], \"wo\", markeredgecolor=\"black\")\n ax3.set_ylim([0, 1.05])\n ax3.set_ylabel('Cumulative variability')\n\n plt.subplots_adjust(top=3.85)\n plt.tight_layout()\n plt.savefig(plot_filename, format=image_format, bbox_extra_artists=(lgd,), bbox_inches='tight')\n plt.close()\n\n return Wt, eigenvalues\n"
},
{
"path": "deeptools/correlation_heatmap.py",
"content": "from matplotlib import use as mplt_use\nmplt_use('Agg')\nfrom deeptools import cm # noqa: F401\nimport matplotlib.pyplot as plt\nimport numpy as np\nimport scipy.cluster.hierarchy as sch\nfrom matplotlib import rcParams\nimport matplotlib.colors as pltcolors\nimport copy\n\nrcParams['pdf.fonttype'] = 42\nrcParams['svg.fonttype'] = 'none'\nold_settings = np.seterr(all='ignore')\n\n\ndef plot_correlation(corr_matrix, labels, plotFileName, vmax=None,\n vmin=None, colormap='jet', image_format=None,\n plot_numbers=False, plot_title=''):\n\n num_rows = corr_matrix.shape[0]\n\n # set a font size according to figure length\n if num_rows < 6:\n font_size = 14\n elif num_rows > 40:\n font_size = 5\n else:\n font_size = int(14 - 0.25 * num_rows)\n rcParams.update({'font.size': font_size})\n # set the minimum and maximum values\n if vmax is None:\n vmax = 1\n if vmin is None:\n vmin = 0 if corr_matrix.min() >= 0 else -1\n\n # Compute and plot dendrogram.\n fig = plt.figure(figsize=(11, 9.5))\n if plot_title:\n plt.suptitle(plot_title)\n axdendro = fig.add_axes([0.02, 0.12, 0.1, 0.66])\n axdendro.set_axis_off()\n y_var = sch.linkage(corr_matrix, method='complete')\n z_var = sch.dendrogram(y_var, orientation='right',\n link_color_func=lambda k: 'darkred')\n axdendro.set_xticks([])\n axdendro.set_yticks([])\n cmap = copy.copy(plt.get_cmap(colormap))\n\n # this line simply makes a new cmap, based on the original\n # colormap that goes from 0.0 to 0.9\n # This is done to avoid colors that\n # are too dark at the end of the range that do not offer\n # a good contrast between the correlation numbers that are\n # plotted on black.\n if plot_numbers:\n cmap = pltcolors.LinearSegmentedColormap.from_list(colormap + \"clipped\",\n cmap(np.linspace(0, 0.9, 10)))\n\n cmap.set_under((0., 0., 1.))\n # Plot distance matrix.\n axmatrix = fig.add_axes([0.13, 0.1, 0.6, 0.7])\n index = z_var['leaves']\n corr_matrix = corr_matrix[index, :]\n corr_matrix = corr_matrix[:, index]\n img_mat = axmatrix.pcolormesh(corr_matrix,\n edgecolors='black',\n cmap=cmap,\n vmax=vmax,\n vmin=vmin)\n axmatrix.set_xlim(0, num_rows)\n axmatrix.set_ylim(0, num_rows)\n\n axmatrix.yaxis.tick_right()\n axmatrix.set_yticks(np.arange(corr_matrix.shape[0]) + 0.5)\n axmatrix.set_yticklabels(np.array(labels).astype('str')[index])\n\n# axmatrix.xaxis.set_label_position('top')\n axmatrix.xaxis.set_tick_params(labeltop=True)\n axmatrix.xaxis.set_tick_params(labelbottom=False)\n axmatrix.set_xticks(np.arange(corr_matrix.shape[0]) + 0.5)\n axmatrix.set_xticklabels(np.array(labels).astype('str')[index],\n rotation=45,\n ha='left')\n\n axmatrix.tick_params(\n axis='x',\n which='both',\n bottom=False,\n top=False)\n\n axmatrix.tick_params(\n axis='y',\n which='both',\n left=False,\n right=False)\n\n # axmatrix.set_xticks([])\n # Plot colorbar.\n axcolor = fig.add_axes([0.13, 0.065, 0.6, 0.02])\n cobar = plt.colorbar(img_mat, cax=axcolor, orientation='horizontal')\n cobar.solids.set_edgecolor(\"face\")\n if plot_numbers:\n for row in range(num_rows):\n for col in range(num_rows):\n axmatrix.text(row + 0.5, col + 0.5,\n \"{:.2f}\".format(corr_matrix[row, col]),\n ha='center', va='center')\n\n fig.savefig(plotFileName, format=image_format)\n fig.close()\n"
},
{
"path": "deeptools/countReadsPerBin.py",
"content": "import shutil\nimport os\nimport time\nimport sys\nimport multiprocessing\nimport numpy as np\n\n# deepTools packages\nimport deeptools.utilities\nfrom deeptools import bamHandler\nfrom deeptools import mapReduce\nfrom deeptoolsintervals import GTF\nimport pyBigWig\n\ndebug = 0\nold_settings = np.seterr(all='ignore')\n\n\ndef countReadsInRegions_wrapper(args):\n \"\"\"\n Passes the arguments to countReadsInRegions_worker.\n This is a step required given\n the constrains from the multiprocessing module.\n The args var, contains as first element the 'self' value\n from the countReadsPerBin object\n\n \"\"\"\n return CountReadsPerBin.count_reads_in_region(*args)\n\n\nclass CountReadsPerBin(object):\n\n r\"\"\"Collects coverage over multiple bam files using multiprocessing\n\n This function collects read counts (coverage) from several bam files and returns\n an numpy array with the results. This class uses multiprocessing to compute the coverage.\n\n Parameters\n ----------\n bamFilesList : list\n List containing the names of indexed bam files. E.g. ['file1.bam', 'file2.bam']\n\n binLength : int\n Length of the window/bin. This value is overruled by ``bedFile`` if present.\n\n numberOfSamples : int\n Total number of samples. The genome is divided into ``numberOfSamples``, each\n with a window/bin length equal to ``binLength``. This value is overruled\n by ``stepSize`` in case such value is present and by ``bedFile`` in which\n case the number of samples and bins are defined in the bed file\n\n numberOfProcessors : int\n Number of processors to use. Default is 4\n\n verbose : bool\n Output messages. Default: False\n\n region : str\n Region to limit the computation in the form chrom:start:end.\n\n bedFile : list of file_handles.\n Each file handle corresponds to a bed file containing the regions for which to compute the coverage. This option\n overrules ``binLength``, ``numberOfSamples`` and ``stepSize``.\n\n blackListFileName : str\n A string containing a BED file with blacklist regions.\n\n extendReads : bool, int\n\n Whether coverage should be computed for the extended read length (i.e. the region covered\n by the two mates or the regions expected to be covered by single-reads).\n If the value is 'int', then then this is interpreted as the fragment length to extend reads\n that are not paired. For Illumina reads, usual values are around 300.\n This value can be determined using the peak caller MACS2 or can be\n approximated by the fragment lengths computed when preparing the library for sequencing. If the value\n is of the variable is true and not value is given, the fragment size is sampled from the library but\n only if the library is paired-end. Default: False\n\n\n minMappingQuality : int\n Reads of a mapping quality less than the give value are not considered. Default: None\n\n ignoreDuplicates : bool\n Whether read duplicates (same start, end position. If paired-end, same start-end for mates) are\n to be excluded. Default: false\n\n chrToSkip: list\n List with names of chromosomes that do not want to be included in the coverage computation.\n This is useful to remove unwanted chromosomes (e.g. 'random' or 'Het').\n\n stepSize : int\n the positions for which the coverage is computed are defined as follows:\n ``range(start, end, stepSize)``. Thus, a stepSize of 1, will compute\n the coverage at each base pair. If the stepSize is equal to the\n binLength then the coverage is computed for consecutive bins. If seepSize is\n smaller than the binLength, then teh bins will overlap.\n\n center_read : bool\n Determines if reads should be centered with respect to the fragment length.\n\n samFlag_include : int\n Extracts only those reads having the SAM flag. For example, to get only\n reads that are the first mates a samFlag of 64 could be used. Similarly, the\n samFlag_include can be used to select only reads mapping on the reverse strand\n or to get only properly paired reads.\n\n samFlag_exclude : int\n Removes reads that match the SAM flag. For example to get all reads\n that map to the forward strand a samFlag_exlude 16 should be used. Which\n translates into exclude all reads that map to the reverse strand.\n\n zerosToNans : bool\n If true, zero values encountered are transformed to Nans. Default false.\n\n skipZeroOverZero : bool\n If true, skip bins where all input BAM files have no coverage (only applicable to bamCompare).\n\n minFragmentLength : int\n If greater than 0, fragments below this size are excluded.\n\n maxFragmentLength : int\n If greater than 0, fragments above this size are excluded.\n\n out_file_for_raw_data : str\n File name to save the raw counts computed\n\n statsList : list\n For each BAM file in bamFilesList, the associated per-chromosome statistics returned by openBam\n\n mappedList : list\n For each BAM file in bamFilesList, the number of mapped reads in the file.\n\n bed_and_bin : boolean\n If true AND a bedFile is given, compute coverage of each bin of the given size in each region of bedFile\n\n genomeChunkSize : int\n If not None, the length of the genome used for multiprocessing.\n\n Returns\n -------\n numpy array\n\n Each row correspond to each bin/bed region and each column correspond to each of\n the bamFiles.\n\n\n Examples\n --------\n\n The test data contains reads for 200 bp.\n\n >>> test = Tester()\n\n The transpose function is used to get a nicer looking output.\n The first line corresponds to the number of reads per bin in bam file 1\n\n >>> c = CountReadsPerBin([test.bamFile1, test.bamFile2], 50, 4)\n >>> np.transpose(c.run())\n array([[0., 0., 1., 1.],\n [0., 1., 1., 2.]])\n \"\"\"\n\n def __init__(self, bamFilesList, binLength=50, numberOfSamples=None, numberOfProcessors=1,\n verbose=False, region=None,\n bedFile=None, extendReads=False,\n genomeChunkSize=None,\n blackListFileName=None,\n minMappingQuality=None,\n ignoreDuplicates=False,\n chrsToSkip=[],\n stepSize=None,\n center_read=False,\n samFlag_include=None,\n samFlag_exclude=None,\n zerosToNans=False,\n skipZeroOverZero=False,\n smoothLength=0,\n minFragmentLength=0,\n maxFragmentLength=0,\n out_file_for_raw_data=None,\n bed_and_bin=False,\n statsList=[],\n mappedList=[]):\n\n self.bamFilesList = bamFilesList\n self.binLength = binLength\n self.numberOfSamples = numberOfSamples\n self.blackListFileName = blackListFileName\n self.statsList = statsList\n self.mappedList = mappedList\n self.skipZeroOverZero = skipZeroOverZero\n self.bed_and_bin = bed_and_bin\n self.genomeChunkSize = genomeChunkSize\n\n if extendReads and len(bamFilesList):\n from deeptools.getFragmentAndReadSize import get_read_and_fragment_length\n frag_len_dict, read_len_dict = get_read_and_fragment_length(bamFilesList[0],\n return_lengths=False,\n blackListFileName=blackListFileName,\n numberOfProcessors=numberOfProcessors,\n verbose=verbose)\n if extendReads is True:\n # try to guess fragment length if the bam file contains paired end reads\n if frag_len_dict:\n self.defaultFragmentLength = int(frag_len_dict['median'])\n else:\n exit(\"*ERROR*: library is not paired-end. Please provide an extension length.\")\n if verbose:\n print((\"Fragment length based on paired en data \"\n \"estimated to be {}\".format(frag_len_dict['median'])))\n\n elif extendReads < read_len_dict['median']:\n sys.stderr.write(\"*WARNING*: read extension is smaller than read length (read length = {}). \"\n \"Reads will not be extended.\\n\".format(int(read_len_dict['median'])))\n self.defaultFragmentLength = 'read length'\n\n elif extendReads > 2000:\n exit(\"*ERROR*: read extension must be smaller that 2000. Value give: {} \".format(extendReads))\n else:\n self.defaultFragmentLength = int(extendReads)\n\n else:\n self.defaultFragmentLength = 'read length'\n\n self.numberOfProcessors = numberOfProcessors\n self.verbose = verbose\n self.region = region\n self.bedFile = bedFile\n self.minMappingQuality = minMappingQuality\n self.ignoreDuplicates = ignoreDuplicates\n self.chrsToSkip = chrsToSkip\n self.stepSize = stepSize\n self.center_read = center_read\n self.samFlag_include = samFlag_include\n self.samFlag_exclude = samFlag_exclude\n self.minFragmentLength = minFragmentLength\n self.maxFragmentLength = maxFragmentLength\n self.zerosToNans = zerosToNans\n self.smoothLength = smoothLength\n\n if out_file_for_raw_data:\n self.save_data = True\n self.out_file_for_raw_data = out_file_for_raw_data\n else:\n self.save_data = False\n self.out_file_for_raw_data = None\n\n # check that wither numberOfSamples or stepSize are set\n if numberOfSamples is None and stepSize is None and bedFile is None:\n raise ValueError(\"either stepSize, numberOfSamples or bedFile have to be set\")\n\n if self.defaultFragmentLength != 'read length':\n self.maxPairedFragmentLength = 4 * self.defaultFragmentLength\n else:\n self.maxPairedFragmentLength = 1000\n if self.maxFragmentLength > 0:\n self.maxPairedFragmentLength = self.maxFragmentLength\n\n if len(self.mappedList) == 0:\n try:\n for fname in self.bamFilesList:\n bam, mapped, unmapped, stats = bamHandler.openBam(fname, returnStats=True, nThreads=self.numberOfProcessors)\n self.mappedList.append(mapped)\n self.statsList.append(stats)\n bam.close()\n except:\n self.mappedList = []\n self.statsList = []\n\n def get_chunk_length(self, bamFilesHandles, genomeSize, chromSizes, chrLengths):\n # Try to determine an optimal fraction of the genome (chunkSize) that is sent to\n # workers for analysis. If too short, too much time is spent loading the files\n # if too long, some processors end up free.\n # the following values are empirical\n if self.stepSize is None:\n if self.region is None:\n self.stepSize = max(int(float(genomeSize) / self.numberOfSamples), 1)\n else:\n # compute the step size, based on the number of samples\n # and the length of the region studied\n (chrom, start, end) = mapReduce.getUserRegion(chromSizes, self.region)[:3]\n self.stepSize = max(int(float(end - start) / self.numberOfSamples), 1)\n\n # number of samples is better if large\n if np.mean(chrLengths) < self.stepSize and self.bedFile is None:\n min_num_of_samples = int(genomeSize / np.mean(chrLengths))\n raise ValueError(\"numberOfSamples has to be bigger than {} \".format(min_num_of_samples))\n\n max_mapped = 0\n if len(self.mappedList) > 0:\n max_mapped = max(self.mappedList)\n\n # If max_mapped is 0 (i.e., bigWig input), set chunkSize to a multiple of binLength and use every bin\n if max_mapped == 0:\n chunkSize = 10000 * self.binLength\n self.stepSize = self.binLength\n else:\n reads_per_bp = float(max_mapped) / genomeSize\n chunkSize = int(self.stepSize * 1e3 / (reads_per_bp * len(bamFilesHandles)))\n\n # Ensure that chunkSize is always at least self.stepSize\n if chunkSize < self.stepSize:\n chunkSize = self.stepSize\n\n # Ensure that chunkSize is always at least self.binLength\n if self.binLength and chunkSize < self.binLength:\n chunkSize = self.binLength\n\n return chunkSize\n\n def run(self, allArgs=None):\n bamFilesHandles = []\n for x in self.bamFilesList:\n try:\n y = bamHandler.openBam(x)\n except SystemExit:\n sys.exit(sys.exc_info()[1])\n except:\n y = pyBigWig.open(x)\n bamFilesHandles.append(y)\n\n chromsizes, non_common = deeptools.utilities.getCommonChrNames(bamFilesHandles, verbose=self.verbose)\n\n # skip chromosome in the list. This is usually for the\n # X chromosome which may have either one copy in a male sample\n # or a mixture of male/female and is unreliable.\n # Also the skip may contain heterochromatic regions and\n # mitochondrial DNA\n if len(self.chrsToSkip):\n chromsizes = [x for x in chromsizes if x[0] not in self.chrsToSkip]\n\n chrNames, chrLengths = list(zip(*chromsizes))\n\n genomeSize = sum(chrLengths)\n\n chunkSize = None\n if self.bedFile is None:\n if self.genomeChunkSize is None:\n chunkSize = self.get_chunk_length(bamFilesHandles, genomeSize, chromsizes, chrLengths)\n else:\n chunkSize = self.genomeChunkSize\n\n [bam_h.close() for bam_h in bamFilesHandles]\n\n if self.verbose:\n print(\"step size is {}\".format(self.stepSize))\n\n if self.region:\n # in case a region is used, append the tilesize\n self.region += \":{}\".format(self.binLength)\n\n # Handle GTF options\n transcriptID, exonID, transcript_id_designator, keepExons = deeptools.utilities.gtfOptions(allArgs)\n\n # use map reduce to call countReadsInRegions_wrapper\n imap_res = mapReduce.mapReduce([],\n countReadsInRegions_wrapper,\n chromsizes,\n self_=self,\n genomeChunkLength=chunkSize,\n bedFile=self.bedFile,\n blackListFileName=self.blackListFileName,\n region=self.region,\n numberOfProcessors=self.numberOfProcessors,\n transcriptID=transcriptID,\n exonID=exonID,\n keepExons=keepExons,\n transcript_id_designator=transcript_id_designator)\n\n if self.out_file_for_raw_data:\n if len(non_common):\n sys.stderr.write(\"*Warning*\\nThe resulting bed file does not contain information for \"\n \"the chromosomes that were not common between the bigwig files\\n\")\n\n # concatenate intermediary bedgraph files\n ofile = open(self.out_file_for_raw_data, \"w\")\n for _values, tempFileName in imap_res:\n if tempFileName:\n # concatenate all intermediate tempfiles into one\n _foo = open(tempFileName, 'r')\n shutil.copyfileobj(_foo, ofile)\n _foo.close()\n os.remove(tempFileName)\n\n ofile.close()\n\n try:\n num_reads_per_bin = np.concatenate([x[0] for x in imap_res], axis=0)\n return num_reads_per_bin\n\n except ValueError:\n if self.bedFile:\n sys.exit('\\nNo coverage values could be computed.\\n\\n'\n 'Please check that the chromosome names in the BED file are found on the bam files.\\n\\n'\n 'The valid chromosome names are:\\n{}'.format(chrNames))\n else:\n sys.exit('\\nNo coverage values could be computed.\\n\\nCheck that all bam files are valid and '\n 'contain mapped reads.')\n\n def count_reads_in_region(self, chrom, start, end, bed_regions_list=None):\n \"\"\"Counts the reads in each bam file at each 'stepSize' position\n within the interval (start, end) for a window or bin of size binLength.\n\n The stepSize controls the distance between bins. For example,\n a step size of 20 and a bin size of 20 will create bins next to\n each other. If the step size is smaller than the bin size the\n bins will overlap.\n\n If a list of bedRegions is given, then the number of reads\n that overlaps with each region is counted.\n\n Parameters\n ----------\n chrom : str\n Chrom name\n start : int\n start coordinate\n end : int\n end coordinate\n bed_regions_list: list\n List of list of tuples of the form (start, end)\n corresponding to bed regions to be processed.\n If not bed file was passed to the object constructor\n then this list is empty.\n\n Returns\n -------\n numpy array\n The result is a numpy array that as rows each bin\n and as columns each bam file.\n\n\n Examples\n --------\n Initialize some useful values\n\n >>> test = Tester()\n >>> c = CountReadsPerBin([test.bamFile1, test.bamFile2], 25, 0, stepSize=50)\n\n The transpose is used to get better looking numbers. The first line\n corresponds to the number of reads per bin in the first bamfile.\n\n >>> _array, __ = c.count_reads_in_region(test.chrom, 0, 200)\n >>> _array\n array([[0., 0.],\n [0., 1.],\n [1., 1.],\n [1., 2.]])\n\n \"\"\"\n\n if start > end:\n raise NameError(\"start %d bigger that end %d\" % (start, end))\n\n if self.stepSize is None and bed_regions_list is None:\n raise ValueError(\"stepSize is not set!\")\n # array to keep the read counts for the regions\n subnum_reads_per_bin = []\n\n start_time = time.time()\n\n bam_handles = []\n for fname in self.bamFilesList:\n try:\n bam_handles.append(bamHandler.openBam(fname))\n except SystemExit:\n sys.exit(sys.exc_info()[1])\n except:\n bam_handles.append(pyBigWig.open(fname))\n\n blackList = None\n if self.blackListFileName is not None:\n blackList = GTF(self.blackListFileName)\n\n # A list of lists of tuples\n transcriptsToConsider = []\n if bed_regions_list is not None:\n if self.bed_and_bin:\n transcriptsToConsider.append([(x[1][0][0], x[1][0][1], self.binLength) for x in bed_regions_list])\n else:\n transcriptsToConsider = [x[1] for x in bed_regions_list]\n else:\n if self.stepSize == self.binLength:\n transcriptsToConsider.append([(start, end, self.binLength)])\n else:\n for i in range(start, end, self.stepSize):\n if i + self.binLength > end:\n break\n if blackList is not None and blackList.findOverlaps(chrom, i, i + self.binLength):\n continue\n transcriptsToConsider.append([(i, i + self.binLength)])\n\n if self.save_data:\n _file = open(deeptools.utilities.getTempFileName(suffix='.bed'), 'w+t')\n _file_name = _file.name\n else:\n _file_name = ''\n\n for bam in bam_handles:\n for trans in transcriptsToConsider:\n tcov = self.get_coverage_of_region(bam, chrom, trans)\n if bed_regions_list is not None and not self.bed_and_bin:\n subnum_reads_per_bin.append(np.sum(tcov))\n else:\n subnum_reads_per_bin.extend(tcov)\n\n subnum_reads_per_bin = np.concatenate([subnum_reads_per_bin]).reshape(-1, len(self.bamFilesList), order='F')\n\n if self.save_data:\n idx = 0\n for i, trans in enumerate(transcriptsToConsider):\n if len(trans[0]) != 3:\n starts = \",\".join([str(x[0]) for x in trans])\n ends = \",\".join([str(x[1]) for x in trans])\n _file.write(\"\\t\".join([chrom, starts, ends]) + \"\\t\")\n _file.write(\"\\t\".join([\"{}\".format(x) for x in subnum_reads_per_bin[i, :]]) + \"\\n\")\n else:\n for exon in trans:\n for startPos in range(exon[0], exon[1], exon[2]):\n if idx >= subnum_reads_per_bin.shape[0]:\n # At the end of chromosomes (or due to blacklisted regions), there are bins smaller than the bin size\n # Counts there are added to the bin before them, but range() will still try to include them.\n break\n _file.write(\"{0}\\t{1}\\t{2}\\t\".format(chrom, startPos, min(startPos + exon[2], exon[1])))\n _file.write(\"\\t\".join([\"{}\".format(x) for x in subnum_reads_per_bin[idx, :]]) + \"\\n\")\n idx += 1\n _file.close()\n\n if self.verbose:\n endTime = time.time()\n rows = subnum_reads_per_bin.shape[0]\n print(\"%s countReadsInRegions_worker: processing %d \"\n \"(%.1f per sec) @ %s:%s-%s\" %\n (multiprocessing.current_process().name,\n rows, rows / (endTime - start_time), chrom, start, end))\n\n return subnum_reads_per_bin, _file_name\n\n def get_coverage_of_region(self, bamHandle, chrom, regions,\n fragmentFromRead_func=None):\n \"\"\"\n Returns a numpy array that corresponds to the number of reads\n that overlap with each tile.\n\n >>> test = Tester()\n >>> import pysam\n >>> c = CountReadsPerBin([], stepSize=1, extendReads=300)\n\n For this case the reads are length 36. The number of overlapping\n read fragments is 4 and 5 for the positions tested.\n\n >>> c.get_coverage_of_region(pysam.AlignmentFile(test.bamFile_PE), 'chr2',\n ... [(5000833, 5000834), (5000834, 5000835)])\n array([4., 5.])\n\n In the following example a paired read is extended to the fragment length which is 100\n The first mate starts at 5000000 and the second at 5000064. Each mate is\n extended to the fragment length *independently*\n At position 500090-500100 one fragment of length 100 overlap, and after position 5000101\n there should be zero reads.\n\n >>> c.zerosToNans = True\n >>> c.get_coverage_of_region(pysam.AlignmentFile(test.bamFile_PE), 'chr2',\n ... [(5000090, 5000100), (5000100, 5000110)])\n array([ 1., nan])\n\n In the following case the reads length is 50. Reads are not extended.\n\n >>> c.extendReads=False\n >>> c.get_coverage_of_region(pysam.AlignmentFile(test.bamFile2), '3R', [(148, 150), (150, 152), (152, 154)])\n array([1., 2., 2.])\n\n\n \"\"\"\n if not fragmentFromRead_func:\n fragmentFromRead_func = self.get_fragment_from_read\n nbins = len(regions)\n if len(regions[0]) == 3:\n nbins = 0\n for reg in regions:\n nbins += (reg[1] - reg[0]) // reg[2]\n if (reg[1] - reg[0]) % reg[2] > 0:\n nbins += 1\n coverages = np.zeros(nbins, dtype='float64')\n\n if self.defaultFragmentLength == 'read length':\n extension = 0\n else:\n extension = self.maxPairedFragmentLength\n\n blackList = None\n if self.blackListFileName is not None:\n blackList = GTF(self.blackListFileName)\n\n vector_start = 0\n for idx, reg in enumerate(regions):\n if len(reg) == 3:\n tileSize = int(reg[2])\n nRegBins = (reg[1] - reg[0]) // tileSize\n if (reg[1] - reg[0]) % tileSize > 0:\n # Don't eliminate small bins! Issue 887\n nRegBins += 1\n else:\n nRegBins = 1\n tileSize = int(reg[1] - reg[0])\n\n # Blacklisted regions have a coverage of 0\n if blackList and blackList.findOverlaps(chrom, reg[0], reg[1]):\n continue\n regStart = int(max(0, reg[0] - extension))\n regEnd = reg[1] + int(extension)\n\n # If alignments are extended and there's a blacklist, ensure that no\n # reads originating in a blacklist are fetched\n if blackList and reg[0] > 0 and extension > 0:\n o = blackList.findOverlaps(chrom, regStart, reg[0])\n if o is not None and len(o) > 0:\n regStart = o[-1][1]\n o = blackList.findOverlaps(chrom, reg[1], regEnd)\n if o is not None and len(o) > 0:\n regEnd = o[0][0]\n\n start_time = time.time()\n # caching seems faster. TODO: profile the function\n c = 0\n if chrom not in bamHandle.references:\n raise NameError(\"chromosome {} not found in bam file\".format(chrom))\n\n prev_pos = set()\n lpos = None\n # of previous processed read pair\n for read in bamHandle.fetch(chrom, regStart, regEnd):\n if read.is_unmapped:\n continue\n if self.minMappingQuality and read.mapq < self.minMappingQuality:\n continue\n\n # filter reads based on SAM flag\n if self.samFlag_include and read.flag & self.samFlag_include != self.samFlag_include:\n continue\n if self.samFlag_exclude and read.flag & self.samFlag_exclude != 0:\n continue\n\n # Fragment lengths\n tLen = deeptools.utilities.getTLen(read)\n if self.minFragmentLength > 0 and tLen < self.minFragmentLength:\n continue\n if self.maxFragmentLength > 0 and tLen > self.maxFragmentLength:\n continue\n\n # get rid of duplicate reads that have same position on each of the\n # pairs\n if self.ignoreDuplicates:\n # Assuming more or less concordant reads, use the fragment bounds, otherwise the start positions\n if tLen >= 0:\n s = read.pos\n e = s + tLen\n else:\n s = read.pnext\n e = s - tLen\n if read.reference_id != read.next_reference_id:\n e = read.pnext\n if lpos is not None and lpos == read.reference_start \\\n and (s, e, read.next_reference_id, read.is_reverse) in prev_pos:\n continue\n if lpos != read.reference_start:\n prev_pos.clear()\n lpos = read.reference_start\n prev_pos.add((s, e, read.next_reference_id, read.is_reverse))\n\n # since reads can be split (e.g. RNA-seq reads) each part of the\n # read that maps is called a position block.\n try:\n position_blocks = fragmentFromRead_func(read)\n except TypeError:\n # the get_fragment_from_read functions returns None in some cases.\n # Those cases are to be skipped, hence the continue line.\n continue\n\n last_eIdx = None\n for fragmentStart, fragmentEnd in position_blocks:\n if fragmentEnd is None or fragmentStart is None:\n continue\n fragmentLength = fragmentEnd - fragmentStart\n if fragmentLength == 0:\n continue\n # skip reads that are not in the region being\n # evaluated.\n if fragmentEnd <= reg[0] or fragmentStart >= reg[1]:\n continue\n\n if fragmentStart < reg[0]:\n fragmentStart = reg[0]\n if fragmentEnd > reg[0] + len(coverages) * tileSize:\n fragmentEnd = reg[0] + len(coverages) * tileSize\n\n sIdx = vector_start + max((fragmentStart - reg[0]) // tileSize, 0)\n eIdx = vector_start + min(np.ceil(float(fragmentEnd - reg[0]) / tileSize).astype('int'), nRegBins)\n if last_eIdx is not None:\n sIdx = max(last_eIdx, sIdx)\n if sIdx >= eIdx:\n continue\n sIdx = int(sIdx)\n eIdx = int(eIdx)\n coverages[sIdx:eIdx] += 1\n last_eIdx = eIdx\n\n c += 1\n\n if self.verbose:\n endTime = time.time()\n print(\"%s, processing %s (%.1f per sec) reads @ %s:%s-%s\" % (\n multiprocessing.current_process().name, c, c / (endTime - start_time), chrom, reg[0], reg[1]))\n\n vector_start += nRegBins\n\n # change zeros to NAN\n if self.zerosToNans:\n coverages[coverages == 0] = np.nan\n\n return coverages\n\n def getReadLength(self, read):\n return len(read)\n\n @staticmethod\n def is_proper_pair(read, maxPairedFragmentLength):\n \"\"\"\n Checks if a read is proper pair meaning that both mates are facing each other and are in\n the same chromosome and are not to far away. The sam flag for proper pair can not\n always be trusted. Note that if the fragment size is > maxPairedFragmentLength (~2kb\n usually) that False will be returned.\n :return: bool\n\n >>> import pysam\n >>> import os\n >>> from deeptools.countReadsPerBin import CountReadsPerBin as cr\n >>> root = os.path.dirname(os.path.abspath(__file__)) + \"/test/test_data/\"\n >>> bam = pysam.AlignmentFile(\"{}/test_proper_pair_filtering.bam\".format(root))\n >>> iter = bam.fetch()\n >>> read = next(iter)\n >>> cr.is_proper_pair(read, 1000) # \"keep\" read\n True\n >>> cr.is_proper_pair(read, 200) # \"keep\" read, but maxPairedFragmentLength is too short\n False\n >>> read = next(iter)\n >>> cr.is_proper_pair(read, 1000) # \"improper pair\"\n False\n >>> read = next(iter)\n >>> cr.is_proper_pair(read, 1000) # \"mismatch chr\"\n False\n >>> read = next(iter)\n >>> cr.is_proper_pair(read, 1000) # \"same orientation1\"\n False\n >>> read = next(iter)\n >>> cr.is_proper_pair(read, 1000) # \"same orientation2\"\n False\n >>> read = next(iter)\n >>> cr.is_proper_pair(read, 1000) # \"rev first\"\n False\n >>> read = next(iter)\n >>> cr.is_proper_pair(read, 1000) # \"rev first OK\"\n True\n >>> read = next(iter)\n >>> cr.is_proper_pair(read, 1000) # \"for first\"\n False\n >>> read = next(iter)\n >>> cr.is_proper_pair(read, 1000) # \"for first\"\n True\n \"\"\"\n if not read.is_proper_pair:\n return False\n if read.reference_id != read.next_reference_id:\n return False\n if abs(read.template_length) > maxPairedFragmentLength:\n return False\n # check that the mates face each other (inward)\n if read.is_reverse is read.mate_is_reverse:\n return False\n if read.is_reverse:\n if read.reference_start >= read.next_reference_start:\n return True\n else:\n if read.reference_start <= read.next_reference_start:\n return True\n return False\n\n def get_fragment_from_read(self, read):\n \"\"\"Get read start and end position of a read.\n If given, the reads are extended as follows:\n If reads are paired end, each read mate is extended to match\n the fragment length, otherwise, a default fragment length\n is used. If reads are split (give by the CIGAR string) then\n the multiple positions of the read are returned.\n When reads are extended the cigar information is\n skipped.\n\n Parameters\n ----------\n read: pysam object.\n\n The following values are defined (for forward reads)::\n\n\n |-- -- read.tlen -- --|\n |-- read.alen --|\n -----|===============>------------<==============|----\n | | |\n read.reference_start\n read.reference_end read.pnext\n\n and for reverse reads\n\n\n |-- -- read.tlen -- --|\n |-- read.alen --|\n -----|===============>-----------<===============|----\n | | |\n read.pnext read.reference_start read.reference_end\n\n this is a sketch of a pair-end reads\n\n The function returns the fragment start and end, either\n using the paired end information (if available) or\n extending the read in the appropriate direction if this\n is single-end.\n\n Parameters\n ----------\n read : pysam read object\n\n\n Returns\n -------\n list of tuples\n [(fragment start, fragment end)]\n\n\n >>> test = Tester()\n >>> c = CountReadsPerBin([], 1, 1, 200, extendReads=True)\n >>> c.defaultFragmentLength=100\n >>> c.get_fragment_from_read(test.getRead(\"paired-forward\"))\n [(5000000, 5000100)]\n >>> c.get_fragment_from_read(test.getRead(\"paired-reverse\"))\n [(5000000, 5000100)]\n >>> c.defaultFragmentLength = 200\n >>> c.get_fragment_from_read(test.getRead(\"single-forward\"))\n [(5001491, 5001691)]\n >>> c.get_fragment_from_read(test.getRead(\"single-reverse\"))\n [(5001536, 5001736)]\n >>> c.defaultFragmentLength = 'read length'\n >>> c.get_fragment_from_read(test.getRead(\"single-forward\"))\n [(5001491, 5001527)]\n >>> c.defaultFragmentLength = 'read length'\n >>> c.extendReads = False\n >>> c.get_fragment_from_read(test.getRead(\"paired-forward\"))\n [(5000000, 5000036)]\n\n Tests for read centering.\n\n >>> c = CountReadsPerBin([], 1, 1, 200, extendReads=True, center_read=True)\n >>> c.defaultFragmentLength = 100\n >>> assert c.get_fragment_from_read(test.getRead(\"paired-forward\")) == [(5000032, 5000068)]\n >>> c.defaultFragmentLength = 200\n >>> assert c.get_fragment_from_read(test.getRead(\"single-reverse\")) == [(5001618, 5001654)]\n \"\"\"\n # if no extension is needed, use pysam get_blocks\n # to identify start and end reference positions.\n # get_blocks return a list of start and end positions\n # based on the CIGAR if skipped regions are found.\n # E.g for a cigar of 40M260N22M\n # get blocks return two elements for the first 40 matches\n # and the for the last 22 matches.\n if self.defaultFragmentLength == 'read length':\n return read.get_blocks()\n\n else:\n if self.is_proper_pair(read, self.maxPairedFragmentLength):\n if read.is_reverse:\n fragmentStart = read.next_reference_start\n fragmentEnd = read.reference_end\n else:\n fragmentStart = read.reference_start\n # the end of the fragment is defined as\n # the start of the forward read plus the insert length\n fragmentEnd = read.reference_start + abs(read.template_length)\n\n # Extend using the default fragment length\n else:\n if read.is_reverse:\n fragmentStart = read.reference_end - self.defaultFragmentLength\n fragmentEnd = read.reference_end\n else:\n fragmentStart = read.reference_start\n fragmentEnd = read.reference_start + self.defaultFragmentLength\n\n if self.center_read:\n fragmentCenter = fragmentEnd - (fragmentEnd - fragmentStart) / 2\n fragmentStart = int(fragmentCenter - read.infer_query_length(always=False) / 2)\n fragmentEnd = fragmentStart + read.infer_query_length(always=False)\n\n assert fragmentStart < fragmentEnd, \"fragment start greater than fragment\" \\\n \"end for read {}\".format(read.query_name)\n return [(fragmentStart, fragmentEnd)]\n\n def getSmoothRange(self, tileIndex, tileSize, smoothRange, maxPosition):\n \"\"\"\n Given a tile index position and a tile size (length), return the a new indices\n over a larger range, called the smoothRange.\n This region is centered in the tileIndex an spans on both sizes\n to cover the smoothRange. The smoothRange is trimmed in case it is less\n than zero or greater than maxPosition ::\n\n\n ---------------|==================|------------------\n tileStart\n |--------------------------------------|\n | <-- smoothRange --> |\n |\n tileStart - (smoothRange-tileSize)/2\n\n Test for a smooth range that spans 3 tiles.\n\n Examples\n --------\n\n >>> c = CountReadsPerBin([], 1, 1, 1, 0)\n >>> c.getSmoothRange(5, 1, 3, 10)\n (4, 7)\n\n Test smooth range truncated on start.\n\n >>> c.getSmoothRange(0, 10, 30, 200)\n (0, 2)\n\n Test smooth range truncated on start.\n\n >>> c.getSmoothRange(1, 10, 30, 4)\n (0, 3)\n\n Test smooth range truncated on end.\n\n >>> c.getSmoothRange(5, 1, 3, 5)\n (4, 5)\n\n Test smooth range not multiple of tileSize.\n\n >>> c.getSmoothRange(5, 10, 24, 10)\n (4, 6)\n \"\"\"\n smoothTiles = int(smoothRange / tileSize)\n if smoothTiles == 1:\n return (tileIndex, tileIndex + 1)\n\n smoothTilesSide = float(smoothTiles - 1) / 2\n smoothTilesLeft = int(np.ceil(smoothTilesSide))\n smoothTilesRight = int(np.floor(smoothTilesSide)) + 1\n\n indexStart = max(tileIndex - smoothTilesLeft, 0)\n indexEnd = min(maxPosition, tileIndex + smoothTilesRight)\n return (indexStart, indexEnd)\n\n\ndef remove_row_of_zeros(matrix):\n # remove rows containing all zeros or all nans\n _mat = np.nan_to_num(matrix)\n to_keep = _mat.sum(1) != 0\n return matrix[to_keep, :]\n\n\ndef estimateSizeFactors(m):\n \"\"\"\n Compute size factors in the same way as DESeq2.\n The inverse of that is returned, as it's then compatible with bamCoverage.\n\n m : a numpy ndarray\n\n >>> m = np.array([[0, 1, 2], [3, 4, 5], [6, 7, 8], [0, 10, 0], [10, 5, 100]])\n >>> sf = estimateSizeFactors(m)\n >>> assert np.all(np.abs(sf - [1.305, 0.9932, 0.783]) < 1e-4)\n >>> m = np.array([[0, 0], [0, 1], [1, 1], [1, 2]])\n >>> sf = estimateSizeFactors(m)\n >>> assert np.all(np.abs(sf - [1.1892, 0.8409]) < 1e-4)\n \"\"\"\n loggeomeans = np.sum(np.log(m), axis=1) / m.shape[1]\n # Mask after computing the geometric mean\n m = np.ma.masked_where(m <= 0, m)\n loggeomeans = np.ma.masked_where(np.isinf(loggeomeans), loggeomeans)\n # DESeq2 ratio-based size factor\n sf = np.exp(np.ma.median((np.log(m).T - loggeomeans).T, axis=0))\n return 1. / sf\n\n\nclass Tester(object):\n\n def __init__(self):\n \"\"\"\n The distribution of reads between the two bam files is as follows.\n\n They cover 200 bp\n\n 0 100 200\n |------------------------------------------------------------|\n A ===============\n ===============\n\n\n B =============== ===============\n ===============\n ===============\n \"\"\"\n self.root = os.path.dirname(os.path.abspath(__file__)) + \"/test/test_data/\"\n # self.root = \"./test/test_data/\"\n self.bamFile1 = self.root + \"testA.bam\"\n self.bamFile2 = self.root + \"testB.bam\"\n self.bamFile_PE = self.root + \"test_paired2.bam\"\n self.chrom = '3R'\n global debug\n debug = 0\n\n def getRead(self, readType):\n \"\"\" prepare arguments for test\n \"\"\"\n bam = bamHandler.openBam(self.bamFile_PE)\n if readType == 'paired-reverse':\n read = [x for x in bam.fetch('chr2', 5000081, 5000082)][0]\n elif readType == 'single-forward':\n read = [x for x in bam.fetch('chr2', 5001491, 5001492)][0]\n elif readType == 'single-reverse':\n read = [x for x in bam.fetch('chr2', 5001700, 5001701)][0]\n else: # by default a forward paired read is returned\n read = [x for x in bam.fetch('chr2', 5000027, 5000028)][0]\n return read\n"
},
{
"path": "deeptools/deeptools_list_tools.py",
"content": "#!/usr/bin/env python\n# -*- coding: utf-8 -*-\n\nimport argparse\nimport sys\nfrom importlib.metadata import version\n\n\ndef parse_arguments(args=None):\n parser = argparse.ArgumentParser(\n formatter_class=argparse.RawDescriptionHelpFormatter,\n description=\"\"\"\ndeepTools is a suite of python tools particularly developed for the efficient analysis of\nhigh-throughput sequencing data, such as ChIP-seq, RNA-seq or MNase-seq.\n\nEach tool should be called by its own name as in the following example:\n\n $ bamCoverage -b reads.bam -o coverage.bw\n\nIf you find deepTools useful for your research please cite as:\n\nRamírez, Fidel, Devon P. Ryan, Björn Grüning, Vivek Bhardwaj, Fabian Kilpert,\nAndreas S. Richter, Steffen Heyne, Friederike Dündar,\nand Thomas Manke. 2016. \"deepTools2: A next Generation Web Server for Deep-Sequencing\nData Analysis.\" Nucleic Acids Research, April. doi:10.1093/nar/gkw257.\n\n\n\n[ Tools for BAM and bigWig file processing ]\n multiBamSummary compute read coverages over bam files. Output used for plotCorrelation or plotPCA\n multiBigwigSummary extract scores from bigwig files. Output used for plotCorrelation or plotPCA\n correctGCBias corrects GC bias from bam file. Don't use it with ChIP data\n bamCoverage computes read coverage per bins or regions\n bamCompare computes log2 ratio and other operations of read coverage of two samples per bins or regions\n bigwigCompare computes log2 ratio and other operations from bigwig scores of two samples per bins or regions\n bigwigAverage computes average from bigwig scores of multiple samples per bins or regions\n computeMatrix prepares the data from bigwig scores for plotting with plotHeatmap or plotProfile\n alignmentSieve filters BAM alignments according to specified parameters, optionally producing a BEDPE file\n\n\n[ Tools for QC ]\n plotCorrelation plots heatmaps or scatterplots of data correlation\n plotPCA plots PCA\n plotFingerprint plots the distribution of enriched regions\n bamPEFragmentSize returns the read length and paired-end distance from a bam file\n computeGCBias computes and plots the GC bias of a sample\n plotCoverage plots a histogram of read coverage\n estimateReadFiltering estimates the number of reads that will be filtered from a BAM file or files given certain criteria\n\n\n[Heatmaps and summary plots]\n plotHeatmap plots one or multiple heatmaps of user selected regions over different genomic scores\n plotProfile plots the average profile of user selected regions over different genomic scores\n plotEnrichment plots the read/fragment coverage of one or more sets of regions\n\n[Miscellaneous]\n computeMatrixOperations Modifies the output of computeMatrix in a variety of ways.\n\n\nFor more information visit: http://deeptools.readthedocs.org\n\"\"\")\n\n parser.add_argument('--version', action='version',\n version='%(prog)s {}'.format(version('deeptools')))\n\n return parser\n\n\ndef process_args(args=None):\n args = parse_arguments().parse_args(args)\n\n return args\n\n\ndef main(args=None):\n if args is None and len(sys.argv) == 1:\n args = [\"--help\"]\n process_args(args)\n"
},
{
"path": "deeptools/estimateReadFiltering.py",
"content": "#!/usr/bin/env python\nimport argparse\nimport sys\n\nfrom deeptools import parserCommon, bamHandler, utilities\nfrom deeptools.mapReduce import mapReduce\nfrom deeptools.utilities import smartLabels\nfrom importlib.metadata import version\n\n\ndef parseArguments():\n parser = argparse.ArgumentParser(\n formatter_class=argparse.RawDescriptionHelpFormatter,\n description=\"\"\"\nThis tool estimates the number of reads that would be filtered given a set of\nsettings and prints this to the terminal. Further, it tracks the number of singleton reads. The following metrics will always be tracked regardless of what you specify (the order output also matches this):\n\n * Total reads (including unmapped)\n * Mapped reads\n * Reads in blacklisted regions (--blackListFileName)\n\nThe following metrics are estimated according to the --binSize and --distanceBetweenBins parameters\n * Estimated mapped reads filtered (the total number of mapped reads filtered for any reason)\n * Alignments with a below threshold MAPQ (--minMappingQuality)\n * Alignments with at least one missing flag (--samFlagInclude)\n * Alignments with undesirable flags (--samFlagExclude)\n * Duplicates determined by deepTools (--ignoreDuplicates)\n * Duplicates marked externally (e.g., by picard)\n * Singletons (paired-end reads with only one mate aligning)\n * Wrong strand (due to --filterRNAstrand)\n\nThe sum of these may be more than the total number of reads. Note that alignments are sampled from bins of size --binSize spaced --distanceBetweenBins apart.\n\"\"\",\n usage='estimateReadFiltering -b sample1.bam sample2.bam\\n'\n 'help: estimateReadFiltering -h / estimateReadFiltering --help'\n )\n\n required = parser.add_argument_group('Required arguments')\n required.add_argument('--bamfiles', '-b',\n metavar='FILE1 FILE2',\n help='List of indexed bam files separated by spaces.',\n nargs='+',\n required=True)\n\n general = parser.add_argument_group('General arguments')\n\n general.add_argument('--outFile', '-o',\n type=parserCommon.writableFile,\n help='The file to write results to. By default, results are printed to the console')\n\n general.add_argument('--sampleLabels',\n help='Labels for the samples. The '\n 'default is to use the file name of the '\n 'sample. The sample labels should be separated '\n 'by spaces and quoted if a label itself'\n 'contains a space E.g. --sampleLabels label-1 \"label 2\" ',\n nargs='+')\n\n general.add_argument('--smartLabels',\n action='store_true',\n help='Instead of manually specifying labels for the input '\n 'BAM files, this causes deepTools to use the '\n 'file name after removing the path and extension.')\n\n general.add_argument('--binSize', '-bs',\n metavar='INT',\n help='Length in bases of the window used to sample the genome. (Default: %(default)s)',\n default=1000000,\n type=int)\n\n general.add_argument('--distanceBetweenBins', '-n',\n metavar='INT',\n help='To reduce the computation time, not every possible genomic '\n 'bin is sampled. This option allows you to set the distance '\n 'between bins actually sampled from. Larger numbers are sufficient '\n 'for high coverage samples, while smaller values are useful for '\n 'lower coverage samples. Note that if you specify a value that '\n 'results in too few (<1000) reads sampled, the value will be '\n 'decreased. (Default: %(default)s)',\n default=10000,\n type=int)\n\n general.add_argument('--numberOfProcessors', '-p',\n help='Number of processors to use. Type \"max/2\" to '\n 'use half the maximum number of processors or \"max\" '\n 'to use all available processors. (Default: %(default)s)',\n metavar=\"INT\",\n type=parserCommon.numberOfProcessors,\n default=1,\n required=False)\n\n general.add_argument('--verbose', '-v',\n help='Set to see processing messages.',\n action='store_true')\n\n general.add_argument('--version', action='version',\n version='%(prog)s {}'.format(version('deeptools')))\n\n filtering = parser.add_argument_group('Optional arguments')\n\n filtering.add_argument('--filterRNAstrand',\n help='Selects RNA-seq reads (single-end or paired-end) in '\n 'the given strand. (Default: %(default)s)',\n choices=['forward', 'reverse'],\n default=None)\n\n filtering.add_argument('--ignoreDuplicates',\n help='If set, reads that have the same orientation '\n 'and start position will be considered only '\n 'once. If reads are paired, the mate\\'s position '\n 'also has to coincide to ignore a read.',\n action='store_true')\n\n filtering.add_argument('--minMappingQuality',\n metavar='INT',\n help='If set, only reads that have a mapping '\n 'quality score of at least this are '\n 'considered.',\n type=int)\n\n filtering.add_argument('--samFlagInclude',\n help='Include reads based on the SAM flag. For example, '\n 'to get only reads that are the first mate, use a flag of 64. '\n 'This is useful to count properly paired reads only once, '\n 'as otherwise the second mate will be also considered for the '\n 'coverage. (Default: %(default)s)',\n metavar='INT',\n default=None,\n type=int,\n required=False)\n\n filtering.add_argument('--samFlagExclude',\n help='Exclude reads based on the SAM flag. For example, '\n 'to get only reads that map to the forward strand, use '\n '--samFlagExclude 16, where 16 is the SAM flag for reads '\n 'that map to the reverse strand. (Default: %(default)s)',\n metavar='INT',\n default=None,\n type=int,\n required=False)\n\n filtering.add_argument('--blackListFileName', '-bl',\n help=\"A BED or GTF file containing regions that should be excluded from all analyses. Currently this works by rejecting genomic chunks that happen to overlap an entry. Consequently, for BAM files, if a read partially overlaps a blacklisted region or a fragment spans over it, then the read/fragment might still be considered. Please note that you should adjust the effective genome size, if relevant.\",\n metavar=\"BED file\",\n nargs=\"+\",\n required=False)\n\n return parser\n\n\ndef getFiltered_worker(arglist):\n chrom, start, end, args = arglist\n # Fix the bounds\n if end - start > args.binSize and end - start > args.distanceBetweenBins:\n end -= args.distanceBetweenBins\n if end <= start:\n end = start + 1\n\n o = []\n for fname in args.bamfiles:\n fh = bamHandler.openBam(fname)\n chromUse = utilities.mungeChromosome(chrom, fh.references)\n prev_pos = set()\n lpos = None\n\n minMapq = 0\n samFlagInclude = 0\n samFlagExclude = 0\n internalDupes = 0\n externalDupes = 0\n singletons = 0\n filterRNAstrand = 0\n nFiltered = 0\n total = 0 # This is only used to estimate the percentage affected\n for read in fh.fetch(chromUse, start, end):\n filtered = 0\n if read.pos < start:\n # ensure that we never double count (in case distanceBetweenBins == 0)\n continue\n\n if read.flag & 4:\n # Ignore unmapped reads, they were counted already\n continue\n\n if args.minMappingQuality and read.mapq < args.minMappingQuality:\n filtered = 1\n minMapq += 1\n if args.samFlagInclude and read.flag & args.samFlagInclude != args.samFlagInclude:\n filtered = 1\n samFlagInclude += 1\n if args.samFlagExclude and read.flag & args.samFlagExclude != 0:\n filtered = 1\n samFlagExclude += 1\n if args.ignoreDuplicates:\n # Assuming more or less concordant reads, use the fragment bounds, otherwise the start positions\n if read.tlen >= 0:\n s = read.pos\n e = s + read.tlen\n else:\n s = read.pnext\n e = s - read.tlen\n if read.reference_id != read.next_reference_id:\n e = read.pnext\n if lpos is not None and lpos == read.reference_start \\\n and (s, e, read.next_reference_id, read.is_reverse) in prev_pos:\n filtered = 1\n internalDupes += 1\n if lpos != read.reference_start:\n prev_pos.clear()\n lpos = read.reference_start\n prev_pos.add((s, e, read.next_reference_id, read.is_reverse))\n if read.is_duplicate:\n filtered = 1\n externalDupes += 1\n if read.is_paired and read.mate_is_unmapped:\n filtered = 1\n singletons += 1\n\n # filterRNAstrand\n if args.filterRNAstrand:\n if read.is_paired:\n if args.filterRNAstrand == 'forward':\n if read.flag & 144 == 128 or read.flag & 96 == 64:\n pass\n else:\n filtered = 1\n filterRNAstrand += 1\n elif args.filterRNAstrand == 'reverse':\n if read.flag & 144 == 144 or read.flag & 96 == 96:\n pass\n else:\n filtered = 1\n filterRNAstrand += 1\n else:\n if args.filterRNAstrand == 'forward':\n if read.flag & 16 == 16:\n pass\n else:\n filtered = 1\n filterRNAstrand += 1\n elif args.filterRNAstrand == 'reverse':\n if read.flag & 16 == 0:\n pass\n else:\n filtered = 1\n filterRNAstrand += 1\n\n total += 1\n nFiltered += filtered\n fh.close()\n\n # Append a tuple to the output\n tup = (total, nFiltered, minMapq, samFlagInclude, samFlagExclude, internalDupes, externalDupes, singletons, filterRNAstrand)\n o.append(tup)\n return o\n\n\ndef main(args=None):\n args = parseArguments().parse_args(args)\n\n if not args.sampleLabels and args.smartLabels:\n args.sampleLabels = smartLabels(args.bamfiles)\n\n if args.sampleLabels and len(args.sampleLabels) != len(args.bamfiles):\n sys.stderr.write(\"\\nError: --sampleLabels specified but it doesn't match the number of BAM files!\\n\")\n sys.exit(1)\n\n if args.outFile is None:\n of = sys.stdout\n else:\n of = open(args.outFile, \"w\")\n\n bhs = [bamHandler.openBam(x, returnStats=True, nThreads=args.numberOfProcessors) for x in args.bamfiles]\n mapped = [x[1] for x in bhs]\n unmappedList = [x[2] for x in bhs]\n bhs = [x[0] for x in bhs]\n\n # Get the reads in blacklisted regions\n if args.blackListFileName:\n blacklisted = []\n for bh in bhs:\n blacklisted.append(utilities.bam_blacklisted_reads(bh, None, args.blackListFileName, args.numberOfProcessors))\n else:\n blacklisted = [0] * len(bhs)\n\n # Get the total and mapped reads\n total = [x + y for x, y in list(zip(mapped, unmappedList))]\n\n chrom_sizes = list(zip(bhs[0].references, bhs[0].lengths))\n for x in bhs:\n x.close()\n\n # Get the remaining metrics\n res = mapReduce([args],\n getFiltered_worker,\n chrom_sizes,\n genomeChunkLength=args.binSize + args.distanceBetweenBins,\n blackListFileName=args.blackListFileName,\n numberOfProcessors=args.numberOfProcessors,\n verbose=args.verbose)\n\n totals = [0] * len(args.bamfiles)\n nFiltered = [0] * len(args.bamfiles)\n MAPQs = [0] * len(args.bamfiles)\n flagIncludes = [0] * len(args.bamfiles)\n flagExcludes = [0] * len(args.bamfiles)\n internalDupes = [0] * len(args.bamfiles)\n externalDupes = [0] * len(args.bamfiles)\n singletons = [0] * len(args.bamfiles)\n rnaStrand = [0] * len(args.bamfiles)\n for x in res:\n for idx, r in enumerate(x):\n totals[idx] += r[0]\n nFiltered[idx] += r[1]\n MAPQs[idx] += r[2]\n flagIncludes[idx] += r[3]\n flagExcludes[idx] += r[4]\n internalDupes[idx] += r[5]\n externalDupes[idx] += r[6]\n singletons[idx] += r[7]\n rnaStrand[idx] += r[8]\n\n # Print some output\n of.write(\"Sample\\tTotal Reads\\tMapped Reads\\tAlignments in blacklisted regions\\tEstimated mapped reads filtered\\tBelow MAPQ\\tMissing Flags\\tExcluded Flags\\tInternally-determined Duplicates\\tMarked Duplicates\\tSingletons\\tWrong strand\\n\")\n for idx, _ in enumerate(args.bamfiles):\n if args.sampleLabels:\n of.write(args.sampleLabels[idx])\n else:\n of.write(args.bamfiles[idx])\n of.write(\"\\t{}\\t{}\\t{}\".format(total[idx], mapped[idx], blacklisted[idx]))\n # nFiltered\n metric = 0.0\n if totals[idx] > 0:\n metric = blacklisted[idx] + float(nFiltered[idx]) / float(totals[idx]) * mapped[idx]\n of.write(\"\\t{}\".format(min(round(metric, 1), mapped[idx])))\n # MAPQ\n metric = 0.0\n if totals[idx] > 0:\n metric = float(MAPQs[idx]) / float(totals[idx]) * mapped[idx]\n of.write(\"\\t{}\".format(min(round(metric, 1), mapped[idx])))\n # samFlagInclude\n metric = 0.0\n if totals[idx] > 0:\n metric = float(flagIncludes[idx]) / float(totals[idx]) * mapped[idx]\n of.write(\"\\t{}\".format(min(round(metric, 1), mapped[idx])))\n # samFlagExclude\n metric = 0.0\n if totals[idx] > 0:\n metric = float(flagExcludes[idx]) / float(totals[idx]) * mapped[idx]\n of.write(\"\\t{}\".format(min(round(metric, 1), mapped[idx])))\n # Internally determined duplicates\n metric = 0.0\n if totals[idx] > 0:\n metric = float(internalDupes[idx]) / float(totals[idx]) * mapped[idx]\n of.write(\"\\t{}\".format(min(round(metric, 1), mapped[idx])))\n # Externally marked duplicates\n metric = 0.0\n if totals[idx] > 0:\n metric = float(externalDupes[idx]) / float(totals[idx]) * mapped[idx]\n of.write(\"\\t{}\".format(min(round(metric, 1), mapped[idx])))\n # Singletons\n metric = 0.0\n if totals[idx] > 0:\n metric = float(singletons[idx]) / float(totals[idx]) * mapped[idx]\n of.write(\"\\t{}\".format(min(round(metric, 1), mapped[idx])))\n # filterRNAstrand\n metric = 0.0\n if totals[idx] > 0:\n metric = float(rnaStrand[idx]) / float(totals[idx]) * mapped[idx]\n of.write(\"\\t{}\".format(min(round(metric, 1), mapped[idx])))\n of.write(\"\\n\")\n\n if args.outFile is not None:\n of.close()\n\n return 0\n"
},
{
"path": "deeptools/estimateScaleFactor.py",
"content": "#!/usr/bin/env python\n# -*- coding: utf-8 -*-\n\nimport argparse\nimport sys\n\nfrom deeptools.SES_scaleFactor import estimateScaleFactor\nfrom deeptools.parserCommon import numberOfProcessors\nfrom importlib.metadata import version\ndebug = 0\n\n\ndef parseArguments(args=None):\n parser = argparse.ArgumentParser(\n formatter_class=argparse.ArgumentDefaultsHelpFormatter,\n description='Given two BAM files, this estimates scaling factors '\n '(bigger to smaller).',\n usage='estimateScaleFactor -b sample1.bam sample2.bam\\n'\n 'help: estimateScaleFactor -h / estimateScaleFactor --help'\n )\n\n # define the arguments\n parser.add_argument('--bamfiles', '-b',\n metavar='list of bam files',\n help='List of indexed BAM files, space delineated',\n nargs='+',\n required=True)\n\n parser.add_argument('--ignoreForNormalization', '-ignore',\n help='A comma-separated list of chromosome names, '\n 'limited by quotes, '\n 'containing those '\n 'chromosomes that should be excluded '\n 'during normalization computations. For example, '\n '--ignoreForNormalization \"chrX, chrM\" ')\n\n parser.add_argument('--sampleWindowLength', '-l',\n help='Length in bases for a window used to '\n 'sample the genome and compute the size or scaling '\n 'factors',\n default=1000,\n type=int)\n\n parser.add_argument('--numberOfSamples', '-n',\n help='Number of samplings taken from the genome '\n 'to compute the scaling factors',\n default=100000,\n type=int)\n\n parser.add_argument('--normalizationLength', '-nl',\n help='By default, data is normalized to 1 '\n 'fragment per 100 bases. The expected value is an '\n 'integer. For example, if normalizationLength '\n 'is 1000, then the resulting scaling factor '\n 'will cause the average coverage of the BAM file to '\n 'have on average 1 fragment per kilobase',\n type=int,\n default=10)\n\n parser.add_argument('--skipZeros',\n help='If set, then zero counts that happen for *all* '\n 'BAM files given are ignored. This will result in a '\n 'reduced number of read counts than that specified '\n 'in --numberOfSamples',\n action='store_true',\n required=False)\n\n parser.add_argument('--numberOfProcessors', '-p',\n help='Number of processors to use. The default is '\n 'to use half the maximum number of processors.',\n metavar=\"INT\",\n type=numberOfProcessors,\n default=\"max/2\",\n required=False)\n\n parser.add_argument('--verbose', '-v',\n help='Set to see processing messages.',\n action='store_true')\n\n parser.add_argument('--version',\n action='version',\n version='%(prog)s {}'.format(version('deeptools')))\n\n args = parser.parse_args(args)\n if args.ignoreForNormalization:\n args.ignoreForNormalization = [\n x.strip() for x in args.ignoreForNormalization.split(',')\n ]\n else:\n args.ignoreForNormalization = []\n return args\n\n\ndef main(args=None):\n \"\"\"\n The algorithm samples the genome a number of times as specified\n by the --numberOfSamples parameter to estimate scaling factors of\n between to samples\n\n \"\"\"\n args = parseArguments(args)\n if len(args.bamfiles) > 2:\n print(\"SES method to estimate scale factors only works for two samples\")\n exit(0)\n\n sys.stderr.write(\"{:,} number of samples will be computed.\\n\".format(args.numberOfSamples))\n sizeFactorsDict = estimateScaleFactor(args.bamfiles, args.sampleWindowLength,\n args.numberOfSamples,\n args.normalizationLength,\n numberOfProcessors=args.numberOfProcessors,\n chrsToSkip=args.ignoreForNormalization,\n verbose=args.verbose)\n\n for k, v in sizeFactorsDict.items():\n print(\"{}: {}\".format(k, v))\n"
},
{
"path": "deeptools/getFragmentAndReadSize.py",
"content": "import numpy as np\n\n# own tools\nfrom deeptools import bamHandler\nfrom deeptools import mapReduce\n\nold_settings = np.seterr(all='ignore')\n\n\ndef getFragmentLength_wrapper(args):\n return getFragmentLength_worker(*args)\n\n\ndef getFragmentLength_worker(chrom, start, end, bamFile, distanceBetweenBins):\n \"\"\"\n Queries the reads at the given region for the distance between\n reads and the read length\n\n Parameters\n ----------\n chrom : str\n chromosome name\n start : int\n region start\n end : int\n region end\n bamFile : str\n BAM file name\n distanceBetweenBins : int\n the number of bases at the end of each bin to ignore\n\n Returns\n -------\n np.array\n an np.array, where first column is fragment length, the\n second is for read length\n \"\"\"\n bam = bamHandler.openBam(bamFile)\n end = max(start + 1, end - distanceBetweenBins)\n if chrom in bam.references:\n reads = np.array([(abs(r.template_length), r.infer_query_length(always=False))\n for r in bam.fetch(chrom, start, end)\n if r.is_proper_pair and r.is_read1 and not r.is_unmapped])\n if not len(reads):\n # if the previous operation produces an empty list\n # it could be that the data is not paired, then\n # we try with out filtering\n reads = np.array([(abs(r.template_length), r.infer_query_length(always=False))\n for r in bam.fetch(chrom, start, end) if not r.is_unmapped])\n else:\n raise NameError(\"chromosome {} not found in bam file\".format(chrom))\n\n if not len(reads):\n reads = np.array([]).reshape(0, 2)\n\n return reads\n\n\ndef get_read_and_fragment_length(bamFile, return_lengths=False, blackListFileName=None,\n binSize=50000, distanceBetweenBins=1000000,\n numberOfProcessors=None, verbose=False):\n \"\"\"\n Estimates the fragment length and read length through sampling\n\n Parameters\n ----------\n bamFile : str\n BAM file name\n return_lengths : bool\n numberOfProcessors : int\n verbose : bool\n binSize : int\n distanceBetweenBins : int\n\n Returns\n -------\n d : dict\n tuple of two dictionaries, one for the fragment length and the other\nfor the read length. The dictionaries summarise the mean, median etc. values\n\n \"\"\"\n\n bam_handle = bamHandler.openBam(bamFile)\n chrom_sizes = list(zip(bam_handle.references, bam_handle.lengths))\n\n distanceBetweenBins *= 2\n fl = []\n\n # Fix issue #522, allow distanceBetweenBins == 0\n if distanceBetweenBins == 0:\n imap_res = mapReduce.mapReduce((bam_handle.filename, distanceBetweenBins),\n getFragmentLength_wrapper,\n chrom_sizes,\n genomeChunkLength=binSize,\n blackListFileName=blackListFileName,\n numberOfProcessors=numberOfProcessors,\n verbose=verbose)\n fl = np.concatenate(imap_res)\n\n # Try to ensure we have at least 1000 regions from which to compute statistics, halving the intra-bin distance as needed\n while len(fl) < 1000 and distanceBetweenBins > 1:\n distanceBetweenBins /= 2\n stepsize = binSize + distanceBetweenBins\n imap_res = mapReduce.mapReduce((bam_handle.filename, distanceBetweenBins),\n getFragmentLength_wrapper,\n chrom_sizes,\n genomeChunkLength=stepsize,\n blackListFileName=blackListFileName,\n numberOfProcessors=numberOfProcessors,\n verbose=verbose)\n\n fl = np.concatenate(imap_res)\n\n if len(fl):\n fragment_length = fl[:, 0]\n read_length = fl[:, 1]\n if fragment_length.mean() > 0:\n fragment_len_dict = {'sample_size': len(fragment_length),\n 'min': fragment_length.min(),\n 'qtile25': np.percentile(fragment_length, 25),\n 'mean': np.mean(fragment_length),\n 'median': np.median(fragment_length),\n 'qtile75': np.percentile(fragment_length, 75),\n 'max': fragment_length.max(),\n 'std': np.std(fragment_length),\n 'mad': np.median(np.abs(fragment_length - np.median(fragment_length))),\n 'qtile10': np.percentile(fragment_length, 10),\n 'qtile20': np.percentile(fragment_length, 20),\n 'qtile30': np.percentile(fragment_length, 30),\n 'qtile40': np.percentile(fragment_length, 40),\n 'qtile60': np.percentile(fragment_length, 60),\n 'qtile70': np.percentile(fragment_length, 70),\n 'qtile80': np.percentile(fragment_length, 80),\n 'qtile90': np.percentile(fragment_length, 90),\n 'qtile99': np.percentile(fragment_length, 99)}\n else:\n fragment_len_dict = None\n\n if return_lengths and fragment_len_dict is not None:\n fragment_len_dict['lengths'] = fragment_length\n\n read_len_dict = {'sample_size': len(read_length),\n 'min': read_length.min(),\n 'qtile25': np.percentile(read_length, 25),\n 'mean': np.mean(read_length),\n 'median': np.median(read_length),\n 'qtile75': np.percentile(read_length, 75),\n 'max': read_length.max(),\n 'std': np.std(read_length),\n 'mad': np.median(np.abs(read_length - np.median(read_length))),\n 'qtile10': np.percentile(read_length, 10),\n 'qtile20': np.percentile(read_length, 20),\n 'qtile30': np.percentile(read_length, 30),\n 'qtile40': np.percentile(read_length, 40),\n 'qtile60': np.percentile(read_length, 60),\n 'qtile70': np.percentile(read_length, 70),\n 'qtile80': np.percentile(read_length, 80),\n 'qtile90': np.percentile(read_length, 90),\n 'qtile99': np.percentile(read_length, 99)}\n if return_lengths:\n read_len_dict['lengths'] = read_length\n else:\n fragment_len_dict = None\n read_len_dict = None\n\n return fragment_len_dict, read_len_dict\n"
},
{
"path": "deeptools/getRatio.py",
"content": "import numpy as np\n\nold_settings = np.seterr(all='ignore')\n\n\ndef compute_ratio(value1, value2, args):\n value1 = value1 + args['pseudocount'][0]\n value2 = value2 + args['pseudocount'][1]\n\n ratio = float(value1) / value2\n if args['valueType'] == 'log2':\n ratio = np.log2(ratio)\n\n elif args['valueType'] == 'reciprocal_ratio':\n # the reciprocal ratio of a/b\n # is a/b if a/b > 1 else -1* b/a\n ratio = ratio if ratio >= 1 else -1.0 / ratio\n\n return ratio\n\n\ndef getRatio(tileCoverage, args):\n r\"\"\"\n The mapreduce method calls this function\n for each tile. The parameters (args) are fixed\n in the main method.\n\n >>> funcArgs= {'valueType': 'ratio', 'scaleFactors': (1,1), 'pseudocount': [1, 1]}\n >>> getRatio([9, 19], funcArgs)\n 0.5\n >>> getRatio([0, 0], funcArgs)\n 1.0\n >>> getRatio([np.nan, np.nan], funcArgs)\n nan\n >>> getRatio([np.nan, 1.0], funcArgs)\n nan\n >>> funcArgs['valueType'] ='subtract'\n >>> getRatio([20, 10], funcArgs)\n 10\n >>> funcArgs['scaleFactors'] = (1, 0.5)\n >>> getRatio([10, 20], funcArgs)\n 0.0\n\n The reciprocal ratio is of a and b is:\n is a/b if a/b > 1 else -1* b/a\n >>> funcArgs['valueType'] ='reciprocal_ratio'\n >>> funcArgs['scaleFactors'] = (1, 1)\n >>> funcArgs['pseudocount'] = [0, 0]\n >>> getRatio([2, 1], funcArgs)\n 2.0\n >>> getRatio([1, 2], funcArgs)\n -2.0\n >>> getRatio([1, 1], funcArgs)\n 1.0\n \"\"\"\n\n value1 = args['scaleFactors'][0] * tileCoverage[0]\n value2 = args['scaleFactors'][1] * tileCoverage[1]\n\n # if any of the two values to compare\n # is nan, return nan\n if np.isnan(value1) or np.isnan(value2):\n return np.nan\n\n # ratio case\n if args['valueType'] in ['ratio', 'log2', 'reciprocal_ratio']:\n bin_value = compute_ratio(value1, value2, args)\n\n # non ratio case (diff, sum etc)\n else:\n if args['valueType'] == 'subtract':\n bin_value = value1 - value2\n elif args['valueType'] == 'add':\n bin_value = value1 + value2\n elif args['valueType'] == 'first':\n bin_value = value1\n elif args['valueType'] == 'second':\n bin_value = value2\n elif args['valueType'] == 'mean':\n bin_value = (value1 + value2) / 2.0\n\n return bin_value\n"
},
{
"path": "deeptools/getScaleFactor.py",
"content": "#!/usr/bin/env python\n# -*- coding: utf-8 -*-\n\nimport numpy as np\nimport deeptools.mapReduce as mapReduce\nfrom deeptools import bamHandler\nfrom deeptools import utilities\nimport sys\n\ndebug = 0\n\n\ndef getFractionKept_wrapper(args):\n return getFractionKept_worker(*args)\n\n\ndef getFractionKept_worker(chrom, start, end, bamFile, args, offset):\n \"\"\"\n Queries the BAM file and counts the number of alignments kept/found in the\n first 50000 bases.\n \"\"\"\n bam = bamHandler.openBam(bamFile)\n start += offset * 50000\n end = min(end, start + 50000)\n tot = 0\n filtered = 0\n\n if end <= start:\n return (filtered, tot)\n\n prev_pos = set()\n lpos = None\n if chrom in bam.references:\n for read in bam.fetch(chrom, start, end):\n tot += 1\n if read.is_unmapped:\n continue\n\n if args.minMappingQuality and read.mapq < args.minMappingQuality:\n filtered += 1\n continue\n\n # filter reads based on SAM flag\n if args.samFlagInclude and read.flag & args.samFlagInclude != args.samFlagInclude:\n filtered += 1\n continue\n if args.samFlagExclude and read.flag & args.samFlagExclude != 0:\n filtered += 1\n continue\n\n # fragment length filtering\n tLen = utilities.getTLen(read)\n if args.minFragmentLength > 0 and tLen < args.minFragmentLength:\n filtered += 1\n continue\n if args.maxFragmentLength > 0 and tLen > args.maxFragmentLength:\n filtered += 1\n continue\n\n # get rid of duplicate reads that have same position on each of the\n # pairs\n if args.ignoreDuplicates:\n # Assuming more or less concordant reads, use the fragment bounds, otherwise the start positions\n if tLen >= 0:\n s = read.pos\n e = s + tLen\n else:\n s = read.pnext\n e = s - tLen\n if read.reference_id != read.next_reference_id:\n e = read.pnext\n if lpos is not None and lpos == read.reference_start \\\n and (s, e, read.next_reference_id, read.is_reverse) in prev_pos:\n filtered += 1\n continue\n if lpos != read.reference_start:\n prev_pos.clear()\n lpos = read.reference_start\n prev_pos.add((s, e, read.next_reference_id, read.is_reverse))\n\n # If filterRNAstrand is in args, then filter accordingly\n # This is very similar to what's used in the get_fragment_from_read function in the filterRnaStrand class\n if hasattr(args, \"filterRNAstrand\"):\n if read.is_paired:\n if args.filterRNAstrand == 'forward':\n if not ((read.flag & 128 == 128 and read.flag & 16 == 0) or (read.flag & 64 == 64 and read.flag & 32 == 0)):\n filtered += 1\n continue\n elif args.filterRNAstrand == 'reverse':\n if not (read.flag & 144 == 144 or read.flag & 96 == 96):\n filtered += 1\n continue\n else:\n if args.filterRNAstrand == 'forward' and read.flag & 16 == 0:\n filtered += 1\n continue\n elif args.filterRNAstrand == 'reverse' and read.flag & 16 == 16:\n filtered += 1\n continue\n\n return (filtered, tot)\n\n\ndef fraction_kept(args, stats):\n \"\"\"\n Count the following:\n (A) The total number of alignments sampled\n (B) The total number of alignments ignored due to any of the following:\n --samFlagInclude\n --samFlagExclude\n --minMappingQuality\n --ignoreDuplicates\n --minFragmentLength\n --maxFragmentLength\n\n Black list regions are already accounted for. This works by sampling the\n genome (by default, we'll iterate until we sample 1% or 100,000 alignments,\n whichever is smaller (unless there are fewer than 100,000 alignments, in\n which case sample everything).\n\n The sampling works by dividing the genome into bins and only looking at the\n first 50000 bases. If this doesn't yield sufficient alignments then the bin\n size is halved.\n \"\"\"\n # Do we even need to proceed?\n if (not args.minMappingQuality or args.minMappingQuality == 0) and \\\n (not args.samFlagInclude or args.samFlagInclude == 0) and \\\n (not args.samFlagExclude or args.samFlagExclude == 0) and \\\n (not args.minFragmentLength or args.minFragmentLength == 0) and \\\n (not args.maxFragmentLength or args.maxFragmentLength == 0):\n if hasattr(args, \"filterRNAstrand\"):\n if args.filterRNAstrand not in [\"forward\", \"reverse\"]:\n return 1.0\n else:\n return 1.0\n\n filtered = 0\n total = 0\n distanceBetweenBins = 2000000\n bam_handle = bamHandler.openBam(args.bam)\n bam_mapped = utilities.bam_total_reads(bam_handle, args.ignoreForNormalization, stats)\n if bam_mapped < 1000000:\n num_needed_to_sample = bam_mapped\n else:\n if 0.1 * bam_mapped >= 1000000:\n num_needed_to_sample = 0.1 * bam_mapped\n else:\n num_needed_to_sample = 1000000\n if args.exactScaling:\n num_needed_to_sample = bam_mapped\n if num_needed_to_sample == bam_mapped:\n distanceBetweenBins = 55000\n if args.ignoreForNormalization:\n chrom_sizes = [(chrom_name, bam_handle.lengths[idx]) for idx, chrom_name in enumerate(bam_handle.references)\n if chrom_name not in args.ignoreForNormalization]\n else:\n chrom_sizes = list(zip(bam_handle.references, bam_handle.lengths))\n\n offset = 0\n # Iterate over bins at various non-overlapping offsets until we have enough data\n while total < num_needed_to_sample and offset < np.ceil(distanceBetweenBins / 50000):\n res = mapReduce.mapReduce((bam_handle.filename, args, offset),\n getFractionKept_wrapper,\n chrom_sizes,\n genomeChunkLength=distanceBetweenBins,\n blackListFileName=args.blackListFileName,\n numberOfProcessors=args.numberOfProcessors,\n verbose=args.verbose)\n\n if len(res):\n foo, bar = np.sum(res, axis=0)\n filtered += foo\n total += bar\n offset += 1\n\n if total == 0:\n # This should never happen\n total = 1\n\n return 1.0 - float(filtered) / float(total)\n\n\ndef get_num_kept_reads(args, stats):\n \"\"\"\n Substracts from the total number of mapped reads in a bamfile\n the proportion of reads that fall into blacklisted regions\n or that are filtered\n\n :return: integer\n \"\"\"\n if stats is None:\n bam_handle, mapped, unmapped, stats = bamHandler.openBam(args.bam, returnStats=True, nThreads=args.numberOfProcessors)\n else:\n bam_handle = bamHandler.openBam(args.bam)\n bam_mapped_total = utilities.bam_total_reads(bam_handle, args.ignoreForNormalization, stats)\n if args.blackListFileName:\n blacklisted = utilities.bam_blacklisted_reads(bam_handle, args.ignoreForNormalization,\n args.blackListFileName, args.numberOfProcessors)\n print(\"There are {0} alignments, of which {1} are completely \"\n \"within a blacklist region.\".format(bam_mapped_total, blacklisted))\n num_kept_reads = bam_mapped_total - blacklisted\n else:\n num_kept_reads = bam_mapped_total\n ftk = fraction_kept(args, stats)\n if ftk < 1:\n num_kept_reads *= ftk\n print(\"Due to filtering, {0}% of the aforementioned alignments \"\n \"will be used {1}\".format(100 * ftk, num_kept_reads))\n\n return num_kept_reads, bam_mapped_total\n\n\ndef get_scale_factor(args, stats):\n scale_factor = args.scaleFactor\n bam_mapped, bam_mapped_total = get_num_kept_reads(args, stats)\n if args.normalizeUsing == 'RPGC':\n # Print output, since normalzation stuff isn't printed to stderr otherwise\n sys.stderr.write(\"normalization: 1x (effective genome size {})\\n\".format(args.effectiveGenomeSize))\n\n # try to guess fragment length if the bam file contains paired end reads\n from deeptools.getFragmentAndReadSize import get_read_and_fragment_length\n frag_len_dict, read_len_dict = get_read_and_fragment_length(args.bam,\n return_lengths=False,\n blackListFileName=args.blackListFileName,\n numberOfProcessors=args.numberOfProcessors,\n verbose=args.verbose)\n if args.extendReads:\n if args.extendReads is True:\n # try to guess fragment length if the bam file contains paired end reads\n if frag_len_dict:\n fragment_length = frag_len_dict['median']\n else:\n exit(\"*ERROR*: library is not paired-end. Please provide an extension length.\")\n if args.verbose:\n print((\"Fragment length based on paired en data \"\n \"estimated to be {}\".format(frag_len_dict['median'])))\n\n elif args.extendReads < 1:\n exit(\"*ERROR*: read extension must be bigger than one. Value give: {} \".format(args.extendReads))\n elif args.extendReads > 2000:\n exit(\"*ERROR*: read extension must be smaller that 2000. Value give: {} \".format(args.extendReads))\n else:\n fragment_length = args.extendReads\n\n else:\n # set as fragment length the read length\n fragment_length = int(read_len_dict['median'])\n if args.verbose:\n print(\"Estimated read length is {}\".format(int(read_len_dict['median'])))\n\n current_coverage = \\\n float(bam_mapped * fragment_length) / args.effectiveGenomeSize\n # the scaling sets the coverage to match 1x\n scale_factor *= 1.0 / current_coverage\n if debug:\n print(\"Estimated current coverage {}\".format(current_coverage))\n print(\"Scaling factor {}\".format(args.scaleFactor))\n\n elif args.normalizeUsing == 'RPKM':\n # Print output, since normalzation stuff isn't printed to stderr otherwise\n sys.stderr.write(\"normalization: RPKM\\n\")\n\n # the RPKM is the # reads per tile / \\\n # ( total reads (in millions) * tile length in Kb)\n million_reads_mapped = float(bam_mapped) / 1e6\n tile_len_in_kb = float(args.binSize) / 1000\n\n scale_factor *= 1.0 / (million_reads_mapped * tile_len_in_kb)\n\n if debug:\n print(\"scale factor using RPKM is {0}\".format(args.scaleFactor))\n\n elif args.normalizeUsing == 'CPM':\n # Print output, since normalzation stuff isn't printed to stderr otherwise\n sys.stderr.write(\"normalization: CPM\\n\")\n\n # the CPM (norm is based on post-filtering total counts of reads in BAM \"bam_mapped\")\n million_reads_mapped = float(bam_mapped) / 1e6\n scale_factor *= 1.0 / (million_reads_mapped)\n\n if debug:\n print(\"scale factor using CPM is {0}\".format(args.scaleFactor))\n\n elif args.normalizeUsing == 'BPM':\n # Print output, since normalzation stuff isn't printed to stderr otherwise\n sys.stderr.write(\"normalization: BPM\\n\")\n # the BPM (norm is based on post-filtering total counts of reads in BAM \"bam_mapped\")\n # sampled_bins_sum = getSampledSum(args.bam)\n tile_len_in_kb = float(args.binSize) / 1000\n tpm_scaleFactor = (bam_mapped / tile_len_in_kb) / 1e6\n\n scale_factor *= 1 / (tpm_scaleFactor * tile_len_in_kb)\n if debug:\n print(\"scale factor using BPM is {0}\".format(args.scaleFactor))\n\n else:\n # Print output, since normalzation stuff isn't printed to stderr otherwise\n sys.stderr.write(\"normalization: none (signal scaled by the fraction of alignments kept after filtering)\\n\")\n\n scale_factor *= bam_mapped / float(bam_mapped_total)\n\n if args.verbose:\n print(\"Final scaling factor: {}\".format(scale_factor))\n\n return scale_factor\n"
},
{
"path": "deeptools/getScorePerBigWigBin.py",
"content": "import pyBigWig\nimport numpy as np\nimport os\nimport sys\nimport shutil\nimport warnings\n\n# deepTools packages\nimport deeptools.mapReduce as mapReduce\nimport deeptools.utilities\n# debug = 0\n\nold_settings = np.seterr(all='ignore')\n\n\ndef countReadsInRegions_wrapper(args):\n # Using arguments unpacking!\n return countFragmentsInRegions_worker(*args)\n\n\ndef countFragmentsInRegions_worker(chrom, start, end,\n bigWigFiles,\n stepSize, binLength,\n save_data,\n bedRegions=None\n ):\n \"\"\" returns the average score in each bigwig file at each 'stepSize'\n position within the interval start, end for a 'binLength' window.\n Because the idea is to get counts for window positions at\n different positions for sampling the bins are equally spaced\n and *not adjacent*.\n\n If a list of bedRegions is given, then the number of reads\n that overlaps with each region is counted.\n\n Test dataset with two samples covering 200 bp.\n >>> test = Tester()\n\n Fragment coverage.\n >>> np.transpose(countFragmentsInRegions_worker(test.chrom, 0, 200, [test.bwFile1, test.bwFile2], 50, 25, False)[0])\n array([[1., 1., 2., 2.],\n [1., 1., 1., 3.]])\n\n >>> np.transpose(countFragmentsInRegions_worker(test.chrom, 0, 200, [test.bwFile1, test.bwFile2], 200, 200, False)[0])\n array([[1.5],\n [1.5]])\n\n BED regions:\n >>> bedRegions = [[test.chrom, [(45, 55)]], [test.chrom, [(95, 105)]], [test.chrom, [(145, 155)]]]\n >>> np.transpose(countFragmentsInRegions_worker(test.chrom, 0, 200,[test.bwFile1, test.bwFile2], 200, 200, False,\n ... bedRegions=bedRegions)[0])\n array([[1. , 1.5, 2. ],\n [1. , 1. , 2. ]])\n \"\"\"\n assert start < end, \"start {} bigger that end {}\".format(start, end)\n\n # array to keep the scores for the regions\n sub_score_per_bin = []\n\n rows = 0\n\n bigwig_handles = []\n for foo in bigWigFiles:\n bigwig_handles.append(pyBigWig.open(foo))\n\n regions_to_consider = []\n if bedRegions:\n for reg in bedRegions:\n regs = []\n for exon in reg[1]:\n regs.append((exon[0], exon[1]))\n regions_to_consider.append(regs)\n else:\n for i in range(start, end, stepSize):\n if (i + binLength) > end:\n regions_to_consider.append([(i, end)]) # last bin (may be smaller)\n else:\n regions_to_consider.append([(i, i + binLength)])\n\n if save_data:\n _file = open(deeptools.utilities.getTempFileName(suffix='.bed'), 'w+t')\n _file_name = _file.name\n else:\n _file_name = ''\n warnings.simplefilter(\"default\")\n i = 0\n for reg in regions_to_consider:\n avgReadsArray = []\n i += 1\n\n for idx, bwh in enumerate(bigwig_handles):\n if chrom not in bwh.chroms():\n unmod_name = chrom\n if chrom.startswith('chr'):\n # remove the chr part from chromosome name\n chrom = chrom[3:]\n else:\n # prefix with 'chr' the chromosome name\n chrom = 'chr' + chrom\n if chrom not in bwh.chroms():\n exit('Chromosome name {} not found in bigwig file\\n {}\\n'.format(unmod_name, bigWigFiles[idx]))\n\n weights = []\n scores = []\n for exon in reg:\n weights.append(exon[1] - exon[0])\n score = bwh.stats(chrom, exon[0], exon[1])\n\n if score is None or score == [None] or np.isnan(score[0]):\n score = [np.nan]\n scores.extend(score)\n avgReadsArray.append(np.average(scores, weights=weights)) # mean of fragment coverage for region\n\n sub_score_per_bin.extend(avgReadsArray)\n rows += 1\n if save_data:\n starts = []\n ends = []\n for exon in reg:\n starts.append(str(exon[0]))\n ends.append(str(exon[1]))\n starts = \",\".join(starts)\n ends = \",\".join(ends)\n _file.write(\"\\t\".join(map(str, [chrom, starts, ends])) + \"\\t\")\n _file.write(\"\\t\".join([\"{}\".format(x) for x in avgReadsArray]) + \"\\n\")\n\n if save_data:\n _file.close()\n warnings.resetwarnings()\n\n # the output is a matrix having as many rows as the variable 'row'\n # and as many columns as bigwig files. The rows correspond to\n # each of the regions processed by the worker.\n # np.array([[score1_1, score1_2],\n # [score2_1, score2_2]]\n return np.array(sub_score_per_bin).reshape(rows, len(bigWigFiles)), _file_name\n\n\ndef getChromSizes(bigwigFilesList):\n \"\"\"\n Get chromosome sizes from bigWig file with pyBigWig\n\n Test dataset with two samples covering 200 bp.\n >>> test = Tester()\n\n Chromosome name(s) and size(s).\n >>> assert getChromSizes([test.bwFile1, test.bwFile2]) == ([('3R', 200)], set([]))\n \"\"\"\n def print_chr_names_and_size(chr_set):\n sys.stderr.write(\"chromosome\\tlength\\n\")\n for name, size in chr_set:\n sys.stderr.write(\"{0:>15}\\t{1:>10}\\n\".format(name, size))\n\n bigwigFilesList = bigwigFilesList[:]\n\n common_chr = set()\n for fname in bigwigFilesList:\n fh = pyBigWig.open(fname)\n common_chr = common_chr.union(set(fh.chroms().items()))\n fh.close()\n\n non_common_chr = set()\n for bw in bigwigFilesList:\n _names_and_size = set(pyBigWig.open(bw).chroms().items())\n if len(common_chr & _names_and_size) == 0:\n # try to add remove 'chr' from the chromosme name\n _corr_names_size = set()\n for chrom_name, size in _names_and_size:\n if chrom_name.startswith('chr'):\n _corr_names_size.add((chrom_name[3:], size))\n else:\n _corr_names_size.add(('chr' + chrom_name, size))\n if len(common_chr & _corr_names_size) == 0:\n message = \"No common chromosomes found. Are the bigwig files \" \\\n \"from the same species and same assemblies?\\n\"\n sys.stderr.write(message)\n print_chr_names_and_size(common_chr)\n\n sys.stderr.write(\"\\nand the following is the list of the unmatched chromosome and chromosome\\n\"\n \"lengths from file\\n{}\\n\".format(bw))\n print_chr_names_and_size(_names_and_size)\n exit(1)\n else:\n _names_and_size = _corr_names_size\n\n non_common_chr |= common_chr ^ _names_and_size\n common_chr = common_chr & _names_and_size\n\n if len(non_common_chr) > 0:\n sys.stderr.write(\"\\nThe following chromosome names did not match between the bigwig files\\n\")\n print_chr_names_and_size(non_common_chr)\n\n # get the list of common chromosome names and sizes\n return sorted(common_chr), non_common_chr\n\n\ndef getScorePerBin(bigWigFiles, binLength,\n numberOfProcessors=1,\n verbose=False, region=None,\n bedFile=None,\n blackListFileName=None,\n stepSize=None,\n chrsToSkip=[],\n out_file_for_raw_data=None,\n allArgs=None):\n \"\"\"\n This function returns a matrix containing scores (median) for the coverage\n of fragments within a region. Each row corresponds to a sampled region.\n Likewise, each column corresponds to a bigwig file.\n\n Test dataset with two samples covering 200 bp.\n >>> test = Tester()\n >>> np.transpose(getScorePerBin([test.bwFile1, test.bwFile2], 50, 3))\n array([[1., 1., 2., 2.],\n [1., 1., 1., 3.]])\n\n \"\"\"\n # Try to determine an optimal fraction of the genome (chunkSize)\n # that is sent to workers for analysis. If too short, too much time\n # is spent loading the files\n # if too long, some processors end up free.\n # the following is a heuristic\n\n # get list of common chromosome names and sizes\n chrom_sizes, non_common = getChromSizes(bigWigFiles)\n # skip chromosome in the list. This is usually for the\n # X chromosome which may have either one copy in a male sample\n # or a mixture of male/female and is unreliable.\n # Also the skip may contain heterochromatic regions and\n # mitochondrial DNA\n if chrsToSkip and len(chrsToSkip):\n chrom_sizes = [x for x in chrom_sizes if x[0] not in chrsToSkip]\n\n chrnames, chrlengths = list(zip(*chrom_sizes))\n if stepSize is None:\n stepSize = binLength # for adjacent bins\n\n # set chunksize based on number of processors used\n chunkSize = max(sum(chrlengths) / numberOfProcessors, int(1e6))\n # make chunkSize multiple of binLength\n chunkSize -= chunkSize % binLength\n if verbose:\n print(\"step size is {}\".format(stepSize))\n\n if region:\n # in case a region is used, append the tilesize\n region += \":{}\".format(binLength)\n # mapReduce( (staticArgs), func, chromSize, etc. )\n if out_file_for_raw_data:\n save_file = True\n else:\n save_file = False\n\n # Handle GTF options\n transcriptID, exonID, transcript_id_designator, keepExons = deeptools.utilities.gtfOptions(allArgs)\n\n imap_res = mapReduce.mapReduce((bigWigFiles, stepSize, binLength, save_file),\n countReadsInRegions_wrapper,\n chrom_sizes,\n genomeChunkLength=chunkSize,\n bedFile=bedFile,\n blackListFileName=blackListFileName,\n region=region,\n numberOfProcessors=numberOfProcessors,\n transcriptID=transcriptID,\n exonID=exonID,\n keepExons=keepExons,\n transcript_id_designator=transcript_id_designator)\n\n if out_file_for_raw_data:\n if len(non_common):\n sys.stderr.write(\"*Warning*\\nThe resulting bed file does not contain information for \"\n \"the chromosomes that were not common between the bigwig files\\n\")\n\n # concatenate intermediary bedgraph files\n ofile = open(out_file_for_raw_data, \"w\")\n for _values, tempFileName in imap_res:\n if tempFileName:\n # concatenate all intermediate tempfiles into one\n f = open(tempFileName, 'r')\n shutil.copyfileobj(f, ofile)\n f.close()\n os.remove(tempFileName)\n\n ofile.close()\n\n # the matrix scores are in the first element of each of the entries in imap_res\n score_per_bin = np.concatenate([x[0] for x in imap_res], axis=0)\n return score_per_bin\n\n\nclass Tester(object):\n\n def __init__(self):\n \"\"\"\n The the two bigWig files are as follows:\n $ cat /tmp/testA.bg\n 3R 0 100 1\n 3R 100 200 2\n\n $ cat /tmp/testB.bg\n 3R 0 150 1\n 3R 150 200 3\n\n They cover 200 bp:\n\n 0 50 100 150 200\n |------------------------------------------------------------|\n A 111111111111111111111111111111122222222222222222222222222222\n\n\n B 111111111111111111111111111111111111111111111333333333333333\n\n \"\"\"\n\n self.root = os.path.dirname(os.path.abspath(__file__)) + \"/test/test_data/\"\n self.bwFile1 = self.root + \"testA.bw\"\n self.bwFile2 = self.root + \"testB.bw\"\n self.bwFile_PE = self.root + \"test_paired2.bw\"\n self.chrom = '3R'\n # global debug\n # debug = 0\n"
},
{
"path": "deeptools/heatmapper.py",
"content": "import sys\nimport gzip\nfrom collections import OrderedDict\nimport numpy as np\nfrom copy import deepcopy\n\nimport pyBigWig\nfrom deeptools import getScorePerBigWigBin\nfrom deeptools import mapReduce\nfrom deeptools.utilities import toString, toBytes, smartLabels\nfrom deeptools.heatmapper_utilities import getProfileTicks\n\n\nold_settings = np.seterr(all='ignore')\n\n\ndef chopRegions(exonsInput, left=0, right=0):\n \"\"\"\n exons is a list of (start, end) tuples. The goal is to chop these into\n separate lists of tuples, to take care or unscaled regions. \"left\" and\n \"right\" denote regions of a given size to exclude from the normal binning\n process (unscaled regions).\n\n This outputs three lists of (start, end) tuples:\n\n leftBins: 5' unscaled regions\n bodyBins: body bins for scaling\n rightBins: 3' unscaled regions\n\n In addition are two integers\n padLeft: Number of bases of padding on the left (due to not being able to fulfill \"left\")\n padRight: As above, but on the right side\n \"\"\"\n leftBins = []\n rightBins = []\n padLeft = 0\n padRight = 0\n exons = deepcopy(exonsInput)\n while len(exons) > 0 and left > 0:\n width = exons[0][1] - exons[0][0]\n if width <= left:\n leftBins.append(exons[0])\n del exons[0]\n left -= width\n else:\n leftBins.append((exons[0][0], exons[0][0] + left))\n exons[0] = (exons[0][0] + left, exons[0][1])\n left = 0\n if left > 0:\n padLeft = left\n\n while len(exons) > 0 and right > 0:\n width = exons[-1][1] - exons[-1][0]\n if width <= right:\n rightBins.append(exons[-1])\n del exons[-1]\n right -= width\n else:\n rightBins.append((exons[-1][1] - right, exons[-1][1]))\n exons[-1] = (exons[-1][0], exons[-1][1] - right)\n right = 0\n if right > 0:\n padRight = right\n\n return leftBins, exons, rightBins[::-1], padLeft, padRight\n\n\ndef chopRegionsFromMiddle(exonsInput, left=0, right=0):\n \"\"\"\n Like chopRegions(), above, but returns two lists of tuples on each side of\n the center point of the exons.\n\n The steps are as follow:\n\n 1) Find the center point of the set of exons (e.g., [(0, 200), (300, 400), (800, 900)] would be centered at 200)\n * If a given exon spans the center point then the exon is split\n 2) The given number of bases at the end of the left-of-center list are extracted\n * If the set of exons don't contain enough bases, then padLeft is incremented accordingly\n 3) As above but for the right-of-center list\n 4) A tuple of (#2, #3, pading on the left, and padding on the right) is returned\n \"\"\"\n leftBins = []\n rightBins = []\n size = sum([x[1] - x[0] for x in exonsInput])\n middle = size // 2\n cumulativeSum = 0\n padLeft = 0\n padRight = 0\n exons = deepcopy(exonsInput)\n\n # Split exons in half\n for exon in exons:\n size = exon[1] - exon[0]\n if cumulativeSum >= middle:\n rightBins.append(exon)\n elif cumulativeSum + size < middle:\n leftBins.append(exon)\n else:\n # Don't add 0-width exonic bins!\n if exon[0] < exon[1] - cumulativeSum - size + middle:\n leftBins.append((exon[0], exon[1] - cumulativeSum - size + middle))\n if exon[1] - cumulativeSum - size + middle < exon[1]:\n rightBins.append((exon[1] - cumulativeSum - size + middle, exon[1]))\n cumulativeSum += size\n\n # Trim leftBins/adjust padLeft\n lSum = sum([x[1] - x[0] for x in leftBins])\n if lSum > left:\n lSum = 0\n for i, exon in enumerate(leftBins[::-1]):\n size = exon[1] - exon[0]\n if lSum + size > left:\n leftBins[-i - 1] = (exon[1] + lSum - left, exon[1])\n break\n lSum += size\n if lSum == left:\n break\n i += 1\n if i < len(leftBins):\n leftBins = leftBins[-i:]\n elif lSum < left:\n padLeft = left - lSum\n\n # Trim rightBins/adjust padRight\n rSum = sum([x[1] - x[0] for x in rightBins])\n if rSum > right:\n rSum = 0\n for i, exon in enumerate(rightBins):\n size = exon[1] - exon[0]\n if rSum + size > right:\n rightBins[i] = (exon[0], exon[1] - rSum - size + right)\n break\n rSum += size\n if rSum == right:\n break\n rightBins = rightBins[:i + 1]\n elif rSum < right:\n padRight = right - rSum\n\n return leftBins, rightBins, padLeft, padRight\n\n\ndef trimZones(zones, maxLength, binSize, padRight):\n \"\"\"\n Given a (variable length) list of lists of (start, end) tuples, trim/remove and tuple that extends past maxLength (e.g., the end of a chromosome)\n\n Returns the trimmed zones and padding\n \"\"\"\n output = []\n for zone, nbins in zones:\n outZone = []\n changed = False\n for reg in zone:\n if reg[0] >= maxLength:\n changed = True\n padRight += reg[1] - reg[0]\n continue\n\n if reg[1] > maxLength:\n changed = True\n padRight += reg[1] - maxLength\n reg = (reg[0], maxLength)\n if reg[1] > reg[0]:\n outZone.append(reg)\n if changed:\n nBins = sum(x[1] - x[0] for x in outZone) // binSize\n else:\n nBins = nbins\n output.append((outZone, nBins))\n return output, padRight\n\n\ndef compute_sub_matrix_wrapper(args):\n return heatmapper.compute_sub_matrix_worker(*args)\n\n\nclass heatmapper(object):\n \"\"\"\n Class to handle the reading and\n plotting of matrices.\n \"\"\"\n\n def __init__(self):\n self.parameters = None\n self.lengthDict = None\n self.matrix = None\n self.regions = None\n self.blackList = None\n self.quiet = True\n # These are parameters that were single values in versions <3 but are now internally lists. See issue #614\n self.special_params = set(['unscaled 5 prime', 'unscaled 3 prime', 'body', 'downstream', 'upstream', 'ref point', 'bin size'])\n\n def getTicks(self, idx):\n \"\"\"\n This is essentially a wrapper around getProfileTicks to accomdate the fact that each column has its own ticks.\n \"\"\"\n xticks, xtickslabel = getProfileTicks(self, self.reference_point_label[idx], self.startLabel, self.endLabel, idx)\n return xticks, xtickslabel\n\n def computeMatrix(self, score_file_list, regions_file, parameters, blackListFileName=None, verbose=False, allArgs=None):\n \"\"\"\n Splits into\n multiple cores the computation of the scores\n per bin for each region (defined by a hash '#'\n in the regions (BED/GFF) file.\n \"\"\"\n if parameters['body'] > 0 and \\\n parameters['body'] % parameters['bin size'] > 0:\n exit(\"The --regionBodyLength has to be \"\n \"a multiple of --binSize.\\nCurrently the \"\n \"values are {} {} for\\nregionsBodyLength and \"\n \"binSize respectively\\n\".format(parameters['body'],\n parameters['bin size']))\n\n # the beforeRegionStartLength is extended such that\n # length is a multiple of binSize\n if parameters['downstream'] % parameters['bin size'] > 0:\n exit(\"Length of region after the body has to be \"\n \"a multiple of --binSize.\\nCurrent value \"\n \"is {}\\n\".format(parameters['downstream']))\n\n if parameters['upstream'] % parameters['bin size'] > 0:\n exit(\"Length of region before the body has to be a multiple of \"\n \"--binSize\\nCurrent value is {}\\n\".format(parameters['upstream']))\n\n if parameters['unscaled 5 prime'] % parameters['bin size'] > 0:\n exit(\"Length of the unscaled 5 prime region has to be a multiple of \"\n \"--binSize\\nCurrent value is {}\\n\".format(parameters['unscaled 5 prime']))\n\n if parameters['unscaled 3 prime'] % parameters['bin size'] > 0:\n exit(\"Length of the unscaled 5 prime region has to be a multiple of \"\n \"--binSize\\nCurrent value is {}\\n\".format(parameters['unscaled 3 prime']))\n\n if parameters['unscaled 5 prime'] + parameters['unscaled 3 prime'] > 0 and parameters['body'] == 0:\n exit('Unscaled 5- and 3-prime regions only make sense with the scale-regions subcommand.\\n')\n\n # Take care of GTF options\n transcriptID = \"transcript\"\n exonID = \"exon\"\n transcript_id_designator = \"transcript_id\"\n keepExons = False\n self.quiet = False\n if allArgs is not None:\n allArgs = vars(allArgs)\n transcriptID = allArgs.get(\"transcriptID\", transcriptID)\n exonID = allArgs.get(\"exonID\", exonID)\n transcript_id_designator = allArgs.get(\"transcript_id_designator\", transcript_id_designator)\n keepExons = allArgs.get(\"keepExons\", keepExons)\n self.quiet = allArgs.get(\"quiet\", self.quiet)\n\n chromSizes, _ = getScorePerBigWigBin.getChromSizes(score_file_list)\n res, labels = mapReduce.mapReduce([score_file_list, parameters],\n compute_sub_matrix_wrapper,\n chromSizes,\n self_=self,\n bedFile=regions_file,\n blackListFileName=blackListFileName,\n numberOfProcessors=parameters['proc number'],\n includeLabels=True,\n transcriptID=transcriptID,\n exonID=exonID,\n transcript_id_designator=transcript_id_designator,\n keepExons=keepExons,\n verbose=verbose)\n # each worker in the pool returns a tuple containing\n # the submatrix data, the regions that correspond to the\n # submatrix, and the number of regions lacking scores\n # Since this is largely unsorted, we need to sort by group\n\n # merge all the submatrices into matrix\n matrix = np.concatenate([r[0] for r in res], axis=0)\n regions = []\n regions_no_score = 0\n for idx in range(len(res)):\n if len(res[idx][1]):\n regions.extend(res[idx][1])\n regions_no_score += res[idx][2]\n groups = [x[3] for x in regions]\n foo = sorted(zip(groups, list(range(len(regions))), regions))\n sortIdx = [x[1] for x in foo]\n regions = [x[2] for x in foo]\n matrix = matrix[sortIdx]\n\n # mask invalid (nan) values\n matrix = np.ma.masked_invalid(matrix)\n\n assert matrix.shape[0] == len(regions), \\\n \"matrix length does not match regions length\"\n\n if len(regions) == 0:\n sys.stderr.write(\"\\nERROR: Either the BED file does not contain any valid regions or there are none remaining after filtering.\\n\")\n exit(1)\n if regions_no_score == len(regions):\n exit(\"\\nERROR: None of the BED regions could be found in the bigWig\"\n \"file.\\nPlease check that the bigwig file is valid and \"\n \"that the chromosome names between the BED file and \"\n \"the bigWig file correspond to each other\\n\")\n\n if regions_no_score > len(regions) * 0.75:\n file_type = 'bigwig' if score_file_list[0].endswith(\".bw\") else \"BAM\"\n prcnt = 100 * float(regions_no_score) / len(regions)\n sys.stderr.write(\n \"\\n\\nWarning: {0:.2f}% of regions are *not* associated\\n\"\n \"to any score in the given {1} file. Check that the\\n\"\n \"chromosome names from the BED file are consistent with\\n\"\n \"the chromosome names in the given {2} file and that both\\n\"\n \"files refer to the same species\\n\\n\".format(prcnt,\n file_type,\n file_type))\n\n self.parameters = parameters\n\n numcols = matrix.shape[1]\n num_ind_cols = self.get_num_individual_matrix_cols()\n sample_boundaries = list(range(0, numcols + num_ind_cols, num_ind_cols))\n if allArgs is not None and allArgs['samplesLabel'] is not None:\n sample_labels = allArgs['samplesLabel']\n else:\n sample_labels = smartLabels(score_file_list)\n\n # Determine the group boundaries\n group_boundaries = []\n group_labels_filtered = []\n last_idx = -1\n for x in range(len(regions)):\n if regions[x][3] != last_idx:\n last_idx = regions[x][3]\n group_boundaries.append(x)\n group_labels_filtered.append(labels[last_idx])\n group_boundaries.append(len(regions))\n\n # check if a given group is too small. Groups that\n # are too small can't be plotted and an exception is thrown.\n group_len = np.diff(group_boundaries)\n if len(group_len) > 1:\n sum_len = sum(group_len)\n group_frac = [float(x) / sum_len for x in group_len]\n if min(group_frac) <= 0.002:\n sys.stderr.write(\n \"One of the groups defined in the bed file is \"\n \"too small.\\nGroups that are too small can't be plotted. \"\n \"\\n\")\n\n self.matrix = _matrix(regions, matrix,\n group_boundaries,\n sample_boundaries,\n group_labels_filtered,\n sample_labels)\n\n if parameters['skip zeros']:\n self.matrix.removeempty()\n\n @staticmethod\n def compute_sub_matrix_worker(self, chrom, start, end, score_file_list, parameters, regions):\n \"\"\"\n Returns\n -------\n numpy matrix\n A numpy matrix that contains per each row the values found per each of the regions given\n \"\"\"\n if parameters['verbose']:\n sys.stderr.write(\"Processing {}:{}-{}\\n\".format(chrom, start, end))\n\n # read BAM or scores file\n score_file_handles = []\n for sc_file in score_file_list:\n score_file_handles.append(pyBigWig.open(sc_file))\n\n # determine the number of matrix columns based on the lengths\n # given by the user, times the number of score files\n matrix_cols = len(score_file_list) * \\\n ((parameters['downstream'] +\n parameters['unscaled 5 prime'] + parameters['unscaled 3 prime'] +\n parameters['upstream'] + parameters['body']) //\n parameters['bin size'])\n\n # create an empty matrix to store the values\n sub_matrix = np.zeros((len(regions), matrix_cols))\n sub_matrix[:] = np.nan\n\n j = 0\n sub_regions = []\n regions_no_score = 0\n for transcript in regions:\n feature_chrom = transcript[0]\n exons = transcript[1]\n feature_start = exons[0][0]\n feature_end = exons[-1][1]\n feature_name = transcript[2]\n feature_strand = transcript[4]\n padLeft = 0\n padRight = 0\n padLeftNaN = 0\n padRightNaN = 0\n upstream = []\n downstream = []\n\n # get the body length\n body_length = np.sum([x[1] - x[0] for x in exons]) - parameters['unscaled 5 prime'] - parameters['unscaled 3 prime']\n\n # print some information\n if parameters['body'] > 0 and \\\n body_length < parameters['bin size']:\n if not self.quiet:\n sys.stderr.write(\"A region that is shorter than the bin size (possibly only after accounting for unscaled regions) was found: \"\n \"({0}) {1} {2}:{3}:{4}. Skipping...\\n\".format((body_length - parameters['unscaled 5 prime'] - parameters['unscaled 3 prime']),\n feature_name, feature_chrom,\n feature_start, feature_end))\n coverage = np.zeros(matrix_cols)\n if not parameters['missing data as zero']:\n coverage[:] = np.nan\n else:\n if feature_strand == '-':\n if parameters['downstream'] > 0:\n upstream = [(feature_start - parameters['downstream'], feature_start)]\n if parameters['upstream'] > 0:\n downstream = [(feature_end, feature_end + parameters['upstream'])]\n unscaled5prime, body, unscaled3prime, padLeft, padRight = chopRegions(exons, left=parameters['unscaled 3 prime'], right=parameters['unscaled 5 prime'])\n # bins per zone\n a = parameters['downstream'] // parameters['bin size']\n b = parameters['unscaled 3 prime'] // parameters['bin size']\n d = parameters['unscaled 5 prime'] // parameters['bin size']\n e = parameters['upstream'] // parameters['bin size']\n else:\n if parameters['upstream'] > 0:\n upstream = [(feature_start - parameters['upstream'], feature_start)]\n if parameters['downstream'] > 0:\n downstream = [(feature_end, feature_end + parameters['downstream'])]\n unscaled5prime, body, unscaled3prime, padLeft, padRight = chopRegions(exons, left=parameters['unscaled 5 prime'], right=parameters['unscaled 3 prime'])\n a = parameters['upstream'] // parameters['bin size']\n b = parameters['unscaled 5 prime'] // parameters['bin size']\n d = parameters['unscaled 3 prime'] // parameters['bin size']\n e = parameters['downstream'] // parameters['bin size']\n c = parameters['body'] // parameters['bin size']\n\n # build zones (each is a list of tuples)\n # zone0: region before the region start,\n # zone1: unscaled 5 prime region\n # zone2: the body of the region\n # zone3: unscaled 3 prime region\n # zone4: the region from the end of the region downstream\n # the format for each zone is: [(start, end), ...], number of bins\n # Note that for \"reference-point\", upstream/downstream will go\n # through the exons (if requested) and then possibly continue\n # on the other side (unless parameters['nan after end'] is true)\n if parameters['body'] > 0:\n zones = [(upstream, a), (unscaled5prime, b), (body, c), (unscaled3prime, d), (downstream, e)]\n elif parameters['ref point'] == 'TES': # around TES\n if feature_strand == '-':\n downstream, body, unscaled3prime, padRight, _ = chopRegions(exons, left=parameters['upstream'])\n if padRight > 0 and parameters['nan after end'] is True:\n padRightNaN += padRight\n elif padRight > 0:\n downstream.append((downstream[-1][1], downstream[-1][1] + padRight))\n padRight = 0\n else:\n unscale5prime, body, upstream, _, padLeft = chopRegions(exons, right=parameters['upstream'])\n if padLeft > 0 and parameters['nan after end'] is True:\n padLeftNaN += padLeft\n elif padLeft > 0:\n upstream.insert(0, (upstream[0][0] - padLeft, upstream[0][0]))\n padLeft = 0\n e = np.sum([x[1] - x[0] for x in downstream]) // parameters['bin size']\n a = np.sum([x[1] - x[0] for x in upstream]) // parameters['bin size']\n zones = [(upstream, a), (downstream, e)]\n elif parameters['ref point'] == 'center': # at the region center\n if feature_strand == '-':\n upstream, downstream, padLeft, padRight = chopRegionsFromMiddle(exons, left=parameters['downstream'], right=parameters['upstream'])\n else:\n upstream, downstream, padLeft, padRight = chopRegionsFromMiddle(exons, left=parameters['upstream'], right=parameters['downstream'])\n if padLeft > 0 and parameters['nan after end'] is True:\n padLeftNaN += padLeft\n elif padLeft > 0:\n if len(upstream) > 0:\n upstream.insert(0, (upstream[0][0] - padLeft, upstream[0][0]))\n else:\n upstream = [(downstream[0][0] - padLeft, downstream[0][0])]\n padLeft = 0\n if padRight > 0 and parameters['nan after end'] is True:\n padRightNaN += padRight\n elif padRight > 0:\n downstream.append((downstream[-1][1], downstream[-1][1] + padRight))\n padRight = 0\n a = np.sum([x[1] - x[0] for x in upstream]) // parameters['bin size']\n e = np.sum([x[1] - x[0] for x in downstream]) // parameters['bin size']\n # It's possible for a/e to be floats or 0 yet upstream/downstream isn't empty\n if a < 1:\n upstream = []\n a = 0\n if e < 1:\n downstream = []\n e = 0\n zones = [(upstream, a), (downstream, e)]\n else: # around TSS\n if feature_strand == '-':\n unscale5prime, body, upstream, _, padLeft = chopRegions(exons, right=parameters['downstream'])\n if padLeft > 0 and parameters['nan after end'] is True:\n padLeftNaN += padLeft\n elif padLeft > 0:\n upstream.insert(0, (upstream[0][0] - padLeft, upstream[0][0]))\n padLeft = 0\n else:\n downstream, body, unscaled3prime, padRight, _ = chopRegions(exons, left=parameters['downstream'])\n if padRight > 0 and parameters['nan after end'] is True:\n padRightNaN += padRight\n elif padRight > 0:\n downstream.append((downstream[-1][1], downstream[-1][1] + padRight))\n padRight = 0\n a = np.sum([x[1] - x[0] for x in upstream]) // parameters['bin size']\n e = np.sum([x[1] - x[0] for x in downstream]) // parameters['bin size']\n zones = [(upstream, a), (downstream, e)]\n\n foo = parameters['upstream']\n bar = parameters['downstream']\n if feature_strand == '-':\n foo, bar = bar, foo\n if padLeftNaN > 0:\n expected = foo // parameters['bin size']\n padLeftNaN = int(round(float(padLeftNaN) / parameters['bin size']))\n if expected - padLeftNaN - a > 0:\n padLeftNaN += 1\n if padRightNaN > 0:\n expected = bar // parameters['bin size']\n padRightNaN = int(round(float(padRightNaN) / parameters['bin size']))\n if expected - padRightNaN - e > 0:\n padRightNaN += 1\n\n coverage = []\n # compute the values for each of the files being processed.\n # \"cov\" is a numpy array of bins\n for sc_handler in score_file_handles:\n # We're only supporting bigWig files at this point\n cov = heatmapper.coverage_from_big_wig(\n sc_handler, feature_chrom, zones,\n parameters['bin size'],\n parameters['bin avg type'],\n parameters['missing data as zero'],\n not self.quiet)\n\n if padLeftNaN > 0:\n cov = np.concatenate([[np.nan] * padLeftNaN, cov])\n if padRightNaN > 0:\n cov = np.concatenate([cov, [np.nan] * padRightNaN])\n\n if feature_strand == \"-\":\n cov = cov[::-1]\n\n coverage = np.hstack([coverage, cov])\n\n if coverage is None:\n regions_no_score += 1\n if not self.quiet:\n sys.stderr.write(\n \"No data was found for region \"\n \"{0} {1}:{2}-{3}. Skipping...\\n\".format(\n feature_name, feature_chrom,\n feature_start, feature_end))\n\n coverage = np.zeros(matrix_cols)\n if not parameters['missing data as zero']:\n coverage[:] = np.nan\n\n try:\n temp = coverage.copy()\n temp[np.isnan(temp)] = 0\n except:\n if not self.quiet:\n sys.stderr.write(\n \"No scores defined for region \"\n \"{0} {1}:{2}-{3}. Skipping...\\n\".format(feature_name,\n feature_chrom,\n feature_start,\n feature_end))\n coverage = np.zeros(matrix_cols)\n if not parameters['missing data as zero']:\n coverage[:] = np.nan\n\n if parameters['min threshold'] is not None and coverage.min() <= parameters['min threshold']:\n continue\n if parameters['max threshold'] is not None and coverage.max() >= parameters['max threshold']:\n continue\n if parameters['scale'] != 1:\n coverage = parameters['scale'] * coverage\n\n sub_matrix[j, :] = coverage\n\n sub_regions.append(transcript)\n j += 1\n\n # remove empty rows\n sub_matrix = sub_matrix[0:j, :]\n if len(sub_regions) != len(sub_matrix[:, 0]):\n sys.stderr.write(\"regions lengths do not match\\n\")\n return sub_matrix, sub_regions, regions_no_score\n\n @staticmethod\n def coverage_from_array(valuesArray, zones, binSize, avgType):\n try:\n valuesArray[0]\n except (IndexError, TypeError) as detail:\n sys.stderr.write(\"{0}\\nvalues array value: {1}, zones {2}\\n\".format(detail, valuesArray, zones))\n\n cvglist = []\n zoneEnd = 0\n valStart = 0\n valEnd = 0\n for zone, nBins in zones:\n if nBins:\n # linspace is used to more or less evenly partition the data points into the given number of bins\n zoneEnd += nBins\n valStart = valEnd\n valEnd += np.sum([x[1] - x[0] for x in zone])\n counts_list = []\n\n # Partition the space into bins\n if nBins == 1:\n pos_array = np.array([valStart])\n else:\n pos_array = np.linspace(valStart, valEnd, nBins, endpoint=False, dtype=int)\n pos_array = np.append(pos_array, valEnd)\n\n idx = 0\n while idx < nBins:\n idxStart = int(pos_array[idx])\n idxEnd = max(int(pos_array[idx + 1]), idxStart + 1)\n try:\n counts_list.append(heatmapper.my_average(valuesArray[idxStart:idxEnd], avgType))\n except Exception as detail:\n sys.stderr.write(\"Exception found: {0}\\n\".format(detail))\n idx += 1\n cvglist.append(np.array(counts_list))\n\n return np.concatenate(cvglist)\n\n @staticmethod\n def change_chrom_names(chrom):\n \"\"\"\n Changes UCSC chromosome names to ensembl chromosome names\n and vice versa.\n \"\"\"\n if chrom.startswith('chr'):\n # remove the chr part from chromosome name\n chrom = chrom[3:]\n if chrom == \"M\":\n chrom = \"MT\"\n else:\n # prefix with 'chr' the chromosome name\n chrom = 'chr' + chrom\n if chrom == \"chrMT\":\n chrom = \"chrM\"\n\n return chrom\n\n @staticmethod\n def coverage_from_big_wig(bigwig, chrom, zones, binSize, avgType, nansAsZeros=False, verbose=True):\n\n \"\"\"\n uses pyBigWig\n to query a region define by chrom and zones.\n The output is an array that contains the bigwig\n value per base pair. The summary over bins is\n done in a later step when coverage_from_array is called.\n This method is more reliable than querying the bins\n directly from the bigwig, which should be more efficient.\n\n By default, any region, even if no chromosome match is found\n on the bigwig file, produces a result. In other words\n no regions are skipped.\n\n zones: array as follows zone0: region before the region start,\n zone1: 5' unscaled region (if present)\n zone2: the body of the region (not always present)\n zone3: 3' unscaled region (if present)\n zone4: the region from the end of the region downstream\n\n each zone is a tuple containing start, end, and number of bins\n\n\n This is useful if several matrices wants to be merged\n or if the sorted BED output of one computeMatrix operation\n needs to be used for other cases\n \"\"\"\n nVals = 0\n for zone, _ in zones:\n for region in zone:\n nVals += region[1] - region[0]\n\n values_array = np.zeros(nVals)\n if not nansAsZeros:\n values_array[:] = np.nan\n if chrom not in list(bigwig.chroms().keys()):\n unmod_name = chrom\n chrom = heatmapper.change_chrom_names(chrom)\n if chrom not in list(bigwig.chroms().keys()):\n if verbose:\n sys.stderr.write(\"Warning: Your chromosome names do not match.\\nPlease check that the \"\n \"chromosome names in your BED file\\ncorrespond to the names in your \"\n \"bigWig file.\\nAn empty line will be added to your heatmap.\\nThe problematic \"\n \"chromosome name is {0}\\n\\n\".format(unmod_name))\n\n # return empty nan array\n return heatmapper.coverage_from_array(values_array, zones, binSize, avgType)\n\n maxLen = bigwig.chroms(chrom)\n startIdx = 0\n endIdx = 0\n for zone, _ in zones:\n for region in zone:\n startIdx = endIdx\n if region[0] < 0:\n endIdx += abs(region[0])\n values_array[startIdx:endIdx] = np.nan\n startIdx = endIdx\n start = max(0, region[0])\n end = min(maxLen, region[1])\n endIdx += end - start\n if start < end:\n # This won't be the case if we extend off the front of a chromosome, such as (-100, 0)\n values_array[startIdx:endIdx] = bigwig.values(chrom, start, end)\n if end < region[1]:\n startIdx = endIdx\n endIdx += region[1] - end\n values_array[startIdx:endIdx] = np.nan\n\n # replaces nans for zeros\n if nansAsZeros:\n values_array[np.isnan(values_array)] = 0\n\n return heatmapper.coverage_from_array(values_array, zones,\n binSize, avgType)\n\n @staticmethod\n def my_average(valuesArray, avgType='mean'):\n \"\"\"\n computes the mean, median, etc but only for those values\n that are not Nan\n \"\"\"\n valuesArray = np.ma.masked_invalid(valuesArray)\n avg = np.ma.__getattribute__(avgType)(valuesArray)\n if isinstance(avg, np.ma.core.MaskedConstant):\n return np.nan\n else:\n return avg\n\n def matrix_from_dict(self, matrixDict, regionsDict, parameters):\n self.regionsDict = regionsDict\n self.matrixDict = matrixDict\n self.parameters = parameters\n self.lengthDict = OrderedDict()\n self.matrixAvgsDict = OrderedDict()\n\n def read_matrix_file(self, matrix_file):\n # reads a bed file containing the position\n # of genomic intervals\n # In case a hash sign '#' is found in the\n # file, this is considered as a delimiter\n # to split the heatmap into groups\n\n import json\n regions = []\n matrix_rows = []\n current_group_index = 0\n max_group_bound = None\n\n fh = gzip.open(matrix_file)\n for line in fh:\n line = toString(line).strip()\n # read the header file containing the parameters\n # used\n if line.startswith(\"@\"):\n # the parameters used are saved using\n # json\n self.parameters = json.loads(line[1:].strip())\n max_group_bound = self.parameters['group_boundaries'][1]\n continue\n\n # split the line into bed interval and matrix values\n region = line.split('\\t')\n chrom, start, end, name, score, strand = region[0:6]\n matrix_row = np.ma.masked_invalid(np.fromiter(region[6:], float))\n matrix_rows.append(matrix_row)\n starts = start.split(\",\")\n ends = end.split(\",\")\n regs = [(int(x), int(y)) for x, y in zip(starts, ends)]\n # get the group index\n if len(regions) >= max_group_bound:\n current_group_index += 1\n max_group_bound = self.parameters['group_boundaries'][current_group_index + 1]\n regions.append([chrom, regs, name, max_group_bound, strand, score])\n\n matrix = np.vstack(matrix_rows)\n self.matrix = _matrix(regions, matrix, self.parameters['group_boundaries'],\n self.parameters['sample_boundaries'],\n group_labels=self.parameters['group_labels'],\n sample_labels=self.parameters['sample_labels'])\n\n if 'sort regions' in self.parameters:\n self.matrix.set_sorting_method(self.parameters['sort regions'],\n self.parameters['sort using'])\n\n # Versions of computeMatrix before 3.0 didn't have an entry of these per column, fix that\n nSamples = len(self.matrix.sample_labels)\n h = dict()\n for k, v in self.parameters.items():\n if k in self.special_params and type(v) is not list:\n v = [v] * nSamples\n if len(v) == 0:\n v = [None] * nSamples\n h[k] = v\n self.parameters = h\n\n return\n\n def save_matrix(self, file_name):\n \"\"\"\n saves the data required to reconstruct the matrix\n the format is:\n A header containing the parameters used to create the matrix\n encoded as:\n @key:value\\tkey2:value2 etc...\n The rest of the file has the same first 5 columns of a\n BED file: chromosome name, start, end, name, score and strand,\n all separated by tabs. After the fifth column the matrix\n values are appended separated by tabs.\n Groups are separated by adding a line starting with a hash (#)\n and followed by the group name.\n\n The file is gzipped.\n \"\"\"\n import json\n self.parameters['sample_labels'] = self.matrix.sample_labels\n self.parameters['group_labels'] = self.matrix.group_labels\n self.parameters['sample_boundaries'] = self.matrix.sample_boundaries\n self.parameters['group_boundaries'] = self.matrix.group_boundaries\n\n # Redo the parameters, ensuring things related to ticks and labels are repeated appropriately\n nSamples = len(self.matrix.sample_labels)\n h = dict()\n for k, v in self.parameters.items():\n if type(v) is list and len(v) == 0:\n v = None\n if k in self.special_params and type(v) is not list:\n v = [v] * nSamples\n if len(v) == 0:\n v = [None] * nSamples\n h[k] = v\n fh = gzip.open(file_name, 'wb')\n params_str = json.dumps(h, separators=(',', ':'))\n fh.write(toBytes(\"@\" + params_str + \"\\n\"))\n score_list = np.ma.masked_invalid(np.mean(self.matrix.matrix, axis=1))\n for idx, region in enumerate(self.matrix.regions):\n # join np_array values\n # keeping nans while converting them to strings\n if not np.ma.is_masked(score_list[idx]):\n float(score_list[idx])\n matrix_values = \"\\t\".join(\n np.char.mod('%f', self.matrix.matrix[idx, :]))\n starts = [\"{0}\".format(x[0]) for x in region[1]]\n ends = [\"{0}\".format(x[1]) for x in region[1]]\n starts = \",\".join(starts)\n ends = \",\".join(ends)\n # BEDish format (we don't currently store the score)\n fh.write(\n toBytes('{0}\\t{1}\\t{2}\\t{3}\\t{4}\\t{5}\\t{6}\\n'.format(\n region[0],\n starts,\n ends,\n region[2],\n region[5],\n region[4],\n matrix_values)))\n fh.close()\n\n def save_tabulated_values(self, file_handle, reference_point_label='TSS', start_label='TSS', end_label='TES', averagetype='mean'):\n \"\"\"\n Saves the values averaged by col using the avg_type\n given\n\n Args:\n file_handle: file name to save the file\n reference_point_label: Name of the reference point label\n start_label: Name of the star label\n end_label: Name of the end label\n averagetype: average type (e.g. mean, median, std)\n\n \"\"\"\n # get X labels\n w = self.parameters['bin size']\n b = self.parameters['upstream']\n a = self.parameters['downstream']\n c = self.parameters.get('unscaled 5 prime', 0)\n d = self.parameters.get('unscaled 3 prime', 0)\n m = self.parameters['body']\n\n xticks = []\n xtickslabel = []\n for idx in range(self.matrix.get_num_samples()):\n if b[idx] < 1e5:\n quotient = 1000\n symbol = 'Kb'\n else:\n quotient = 1e6\n symbol = 'Mb'\n\n if m[idx] == 0:\n last = 0\n if len(xticks):\n last = xticks[-1]\n xticks.extend([last + (k / w[idx]) for k in [w[idx], b[idx], b[idx] + a[idx]]])\n xtickslabel.extend(['{0:.1f}{1}'.format(-(float(b[idx]) / quotient), symbol), reference_point_label,\n '{0:.1f}{1}'.format(float(a[idx]) / quotient, symbol)])\n\n else:\n xticks_values = [w[idx]]\n\n # only if upstream region is set, add a x tick\n if b[idx] > 0:\n xticks_values.append(b[idx])\n xtickslabel.append('{0:.1f}{1}'.format(-(float(b[idx]) / quotient), symbol))\n\n xtickslabel.append(start_label)\n\n if c[idx] > 0:\n xticks_values.append(b[idx] + c[idx])\n xtickslabel.append(\"\")\n\n if d[idx] > 0:\n xticks_values.append(b[idx] + c[idx] + m[idx])\n xtickslabel.append(\"\")\n\n xticks_values.append(b[idx] + c[idx] + m[idx] + d[idx])\n xtickslabel.append(end_label)\n\n if a[idx] > 0:\n xticks_values.append(b[idx] + c[idx] + m[idx] + d[idx] + a[idx])\n xtickslabel.append('{0:.1f}{1}'.format(float(a[idx]) / quotient, symbol))\n\n last = 0\n if len(xticks):\n last = xticks[-1]\n xticks.extend([last + (k / w[idx]) for k in xticks_values])\n x_axis = np.arange(xticks[-1]) + 1\n labs = []\n for x_value in x_axis:\n if x_value in xticks and xtickslabel[xticks.index(x_value)]:\n labs.append(xtickslabel[xticks.index(x_value)])\n elif x_value in xticks:\n labs.append(\"tick\")\n else:\n labs.append(\"\")\n\n with open(file_handle, 'w') as fh:\n # write labels\n fh.write(\"bin labels\\t\\t{}\\n\".format(\"\\t\".join(labs)))\n fh.write('bins\\t\\t{}\\n'.format(\"\\t\".join([str(x) for x in x_axis])))\n\n for sample_idx in range(self.matrix.get_num_samples()):\n for group_idx in range(self.matrix.get_num_groups()):\n sub_matrix = self.matrix.get_matrix(group_idx, sample_idx)\n values = [str(x) for x in np.ma.__getattribute__(averagetype)(sub_matrix['matrix'], axis=0)]\n fh.write(\"{}\\t{}\\t{}\\n\".format(sub_matrix['sample'], sub_matrix['group'], \"\\t\".join(values)))\n\n def save_matrix_values(self, file_name):\n # print a header telling the group names and their length\n fh = open(file_name, 'wb')\n info = []\n groups_len = np.diff(self.matrix.group_boundaries)\n for i in range(len(self.matrix.group_labels)):\n info.append(\"{}:{}\".format(self.matrix.group_labels[i],\n groups_len[i]))\n fh.write(toBytes(\"#{}\\n\".format(\"\\t\".join(info))))\n # add to header the x axis values\n fh.write(toBytes(\"#downstream:{}\\tupstream:{}\\tbody:{}\\tbin size:{}\\tunscaled 5 prime:{}\\tunscaled 3 prime:{}\\n\".format(\n self.parameters['downstream'],\n self.parameters['upstream'],\n self.parameters['body'],\n self.parameters['bin size'],\n self.parameters.get('unscaled 5 prime', 0),\n self.parameters.get('unscaled 3 prime', 0))))\n sample_len = np.diff(self.matrix.sample_boundaries)\n for i in range(len(self.matrix.sample_labels)):\n info.extend([self.matrix.sample_labels[i]] * sample_len[i])\n fh.write(toBytes(\"{}\\n\".format(\"\\t\".join(info))))\n\n fh.close()\n # reopen again using append mode\n fh = open(file_name, 'ab')\n np.savetxt(fh, self.matrix.matrix, fmt=\"%.4g\", delimiter=\"\\t\")\n fh.close()\n\n def save_BED(self, file_handle):\n boundaries = np.array(self.matrix.group_boundaries)\n # Add a header\n file_handle.write(\"#chrom\\tstart\\tend\\tname\\tscore\\tstrand\\tthickStart\\tthickEnd\\titemRGB\\tblockCount\\tblockSizes\\tblockStart\\tdeepTools_group\")\n if self.matrix.silhouette is not None:\n file_handle.write(\"\\tsilhouette\")\n file_handle.write(\"\\n\")\n for idx, region in enumerate(self.matrix.regions):\n # the label id corresponds to the last boundary\n # that is smaller than the region index.\n # for example for a boundary array = [0, 10, 20]\n # and labels ['a', 'b', 'c'],\n # for index 5, the label is 'a', for\n # index 10, the label is 'b' etc\n label_idx = np.flatnonzero(boundaries <= idx)[-1]\n starts = [\"{0}\".format(x[0]) for x in region[1]]\n ends = [\"{0}\".format(x[1]) for x in region[1]]\n starts = \",\".join(starts)\n ends = \",\".join(ends)\n file_handle.write(\n '{0}\\t{1}\\t{2}\\t{3}\\t{4}\\t{5}\\t{1}\\t{2}\\t0'.format(\n region[0],\n region[1][0][0],\n region[1][-1][1],\n region[2],\n region[5],\n region[4]))\n file_handle.write(\n '\\t{0}\\t{1}\\t{2}\\t{3}'.format(\n len(region[1]),\n \",\".join([str(int(y) - int(x)) for x, y in region[1]]),\n \",\".join([str(int(x) - int(starts[0])) for x, y in region[1]]),\n self.matrix.group_labels[label_idx]))\n if self.matrix.silhouette is not None:\n file_handle.write(\"\\t{}\".format(self.matrix.silhouette[idx]))\n file_handle.write(\"\\n\")\n file_handle.close()\n\n @staticmethod\n def matrix_avg(matrix, avgType='mean'):\n matrix = np.ma.masked_invalid(matrix)\n return np.ma.__getattribute__(avgType)(matrix, axis=0)\n\n def get_individual_matrices(self, matrix):\n \"\"\"In case multiple matrices are saved one after the other\n this method splits them appart.\n Returns a list containing the matrices\n \"\"\"\n num_cols = matrix.shape[1]\n num_ind_cols = self.get_num_individual_matrix_cols()\n matrices_list = []\n for i in range(0, num_cols, num_ind_cols):\n if i + num_ind_cols > num_cols:\n break\n matrices_list.append(matrix[:, i:i + num_ind_cols])\n return matrices_list\n\n def get_num_individual_matrix_cols(self):\n \"\"\"\n returns the number of columns that\n each matrix should have. This is done because\n the final matrix that is plotted can be composed\n of smaller matrices that are merged one after\n the other.\n \"\"\"\n matrixCols = ((self.parameters['downstream'] + self.parameters['upstream'] + self.parameters['body'] + self.parameters['unscaled 5 prime'] + self.parameters['unscaled 3 prime']) //\n self.parameters['bin size'])\n\n return matrixCols\n\n\ndef computeSilhouetteScore(d, idx, labels):\n \"\"\"\n Given a square distance matrix with NaN diagonals, compute the silhouette score\n of a given row (idx). Each row should have an associated label (labels).\n \"\"\"\n keep = ~np.isnan(d[idx, ])\n foo = np.bincount(labels[keep], weights=d[idx, ][keep])\n groupSizes = np.bincount(labels[keep])\n intraIdx = labels[idx]\n if groupSizes[intraIdx] == 1:\n return 0\n intra = foo[labels[idx]] / groupSizes[intraIdx]\n interMask = np.arange(len(foo))[np.arange(len(foo)) != labels[idx]]\n inter = np.min(foo[interMask] / groupSizes[interMask])\n return (inter - intra) / max(inter, intra)\n\n\nclass _matrix(object):\n \"\"\"\n class to hold heatmapper matrices\n The base data is a large matrix\n with definition to know the boundaries for row and col divisions.\n Col divisions represent groups within a subset, e.g. Active and\n inactive from PolII bigwig data.\n\n Row division represent different samples, for example\n PolII in males vs. PolII in females.\n\n This is an internal class of the heatmapper class\n \"\"\"\n\n def __init__(self, regions, matrix, group_boundaries, sample_boundaries,\n group_labels=None, sample_labels=None):\n\n # simple checks\n assert matrix.shape[0] == group_boundaries[-1], \\\n \"row max do not match matrix shape\"\n assert matrix.shape[1] == sample_boundaries[-1], \\\n \"col max do not match matrix shape\"\n\n self.regions = regions\n self.matrix = matrix\n self.group_boundaries = group_boundaries\n self.sample_boundaries = sample_boundaries\n self.sort_method = None\n self.sort_using = None\n self.silhouette = None\n\n if group_labels is None:\n self.group_labels = ['group {}'.format(x)\n for x in range(len(group_boundaries) - 1)]\n else:\n assert len(group_labels) == len(group_boundaries) - 1, \\\n \"number of group labels does not match number of groups\"\n self.group_labels = group_labels\n\n if sample_labels is None:\n self.sample_labels = ['sample {}'.format(x)\n for x in range(len(sample_boundaries) - 1)]\n else:\n assert len(sample_labels) == len(sample_boundaries) - 1, \\\n \"number of sample labels does not match number of samples\"\n self.sample_labels = sample_labels\n\n def get_matrix(self, group, sample):\n \"\"\"\n Returns a sub matrix from the large\n matrix. Group and sample are ids,\n thus, row = 0, col=0 get the first group\n of the first sample.\n\n Returns\n -------\n dictionary containing the matrix,\n the group label and the sample label\n \"\"\"\n group_start = self.group_boundaries[group]\n group_end = self.group_boundaries[group + 1]\n sample_start = self.sample_boundaries[sample]\n sample_end = self.sample_boundaries[sample + 1]\n\n return {'matrix': np.ma.masked_invalid(self.matrix[group_start:group_end, :][:, sample_start:sample_end]),\n 'group': self.group_labels[group],\n 'sample': self.sample_labels[sample]}\n\n def get_num_samples(self):\n return len(self.sample_labels)\n\n def get_num_groups(self):\n return len(self.group_labels)\n\n def set_group_labels(self, new_labels):\n \"\"\" sets new labels for groups\n \"\"\"\n if len(new_labels) != len(self.group_labels):\n raise ValueError(\"length new labels != length original labels\")\n self.group_labels = new_labels\n\n def set_sample_labels(self, new_labels):\n \"\"\" sets new labels for groups\n \"\"\"\n if len(new_labels) != len(self.sample_labels):\n raise ValueError(\"length new labels != length original labels\")\n self.sample_labels = new_labels\n\n def set_sorting_method(self, sort_method, sort_using):\n self.sort_method = sort_method\n self.sort_using = sort_using\n\n def get_regions(self):\n \"\"\"Returns the regions per group\n\n Returns\n ------\n list\n\n Each element of the list is itself a list\n of dictionaries containing the regions info:\n chrom, start, end, strand, name etc.\n\n Each element of the list corresponds to each\n of the groups\n \"\"\"\n regions = []\n for idx in range(len(self.group_labels)):\n start = self.group_boundaries[idx]\n end = self.group_boundaries[idx + 1]\n regions.append(self.regions[start:end])\n\n return regions\n\n def sort_groups(self, sort_using='mean', sort_method='no', sample_list=None):\n \"\"\"\n Sorts and rearranges the submatrices according to the\n sorting method given.\n \"\"\"\n if sort_method == 'no':\n return\n\n if (sample_list is not None) and (len(sample_list) > 0):\n # get the ids that correspond to the selected sample list\n idx_to_keep = []\n for sample_idx in sample_list:\n idx_to_keep += range(self.sample_boundaries[sample_idx], self.sample_boundaries[sample_idx + 1])\n\n matrix = self.matrix[:, idx_to_keep]\n\n else:\n matrix = self.matrix\n\n # compute the row average:\n if sort_using == 'region_length':\n matrix_avgs = list()\n for x in self.regions:\n matrix_avgs.append(np.sum([bar[1] - bar[0] for bar in x[1]]))\n matrix_avgs = np.array(matrix_avgs)\n elif sort_using == 'mean':\n matrix_avgs = np.nanmean(matrix, axis=1)\n elif sort_using == 'mean':\n matrix_avgs = np.nanmean(matrix, axis=1)\n elif sort_using == 'median':\n matrix_avgs = np.nanmedian(matrix, axis=1)\n elif sort_using == 'max':\n matrix_avgs = np.nanmax(matrix, axis=1)\n elif sort_using == 'min':\n matrix_avgs = np.nanmin(matrix, axis=1)\n elif sort_using == 'sum':\n matrix_avgs = np.nansum(matrix, axis=1)\n else:\n sys.exit(\"{} is an unsupported sorting method\".format(sort_using))\n\n # order per group\n _sorted_regions = []\n _sorted_matrix = []\n for idx in range(len(self.group_labels)):\n start = self.group_boundaries[idx]\n end = self.group_boundaries[idx + 1]\n order = matrix_avgs[start:end].argsort()\n if sort_method == 'descend':\n order = order[::-1]\n _sorted_matrix.append(self.matrix[start:end, :][order, :])\n # sort the regions\n _reg = self.regions[start:end]\n for idx in order:\n _sorted_regions.append(_reg[idx])\n\n self.matrix = np.vstack(_sorted_matrix)\n self.regions = _sorted_regions\n self.set_sorting_method(sort_method, sort_using)\n\n def hmcluster(self, k, evaluate_silhouette=True, method='kmeans', clustering_samples=None):\n matrix = np.asarray(self.matrix)\n matrix_to_cluster = matrix\n if clustering_samples is not None:\n assert all(i > 0 for i in clustering_samples), \\\n \"all indices should be bigger than or equal to 1.\"\n assert all(i <= len(self.sample_labels) for i in\n clustering_samples), \\\n \"each index should be smaller than or equal to {}(total \"\\\n \"number of samples.)\".format(len(self.sample_labels))\n\n clustering_samples = np.asarray(clustering_samples) - 1\n\n samples_cols = []\n for idx in clustering_samples:\n samples_cols += range(self.sample_boundaries[idx],\n self.sample_boundaries[idx + 1])\n\n matrix_to_cluster = matrix_to_cluster[:, samples_cols]\n if np.any(np.isnan(matrix_to_cluster)):\n # replace nans for 0 otherwise kmeans produces a weird behaviour\n sys.stderr.write(\"*Warning* For clustering nan values have to be replaced by zeros \\n\")\n matrix_to_cluster[np.isnan(matrix_to_cluster)] = 0\n\n if method == 'kmeans':\n from scipy.cluster.vq import vq, kmeans\n\n centroids, _ = kmeans(matrix_to_cluster, k)\n # order the centroids in an attempt to\n # get the same cluster order\n cluster_labels, _ = vq(matrix_to_cluster, centroids)\n\n if method == 'hierarchical':\n # normally too slow for large data sets\n from scipy.cluster.hierarchy import fcluster, linkage\n Z = linkage(matrix_to_cluster, method='ward', metric='euclidean')\n cluster_labels = fcluster(Z, k, criterion='maxclust')\n # hierarchical clustering labels from 1 .. k\n # while k-means labels 0 .. k -1\n # Thus, for consistency, we subtract 1\n cluster_labels -= 1\n\n # sort clusters\n _clustered_mean = []\n _cluster_ids_list = []\n for cluster in range(k):\n cluster_ids = np.flatnonzero(cluster_labels == cluster)\n _cluster_ids_list.append(cluster_ids)\n _clustered_mean.append(matrix_to_cluster[cluster_ids, :].mean())\n\n # reorder clusters based on mean\n cluster_order = np.argsort(_clustered_mean)[::-1]\n # create groups using the clustering\n self.group_labels = []\n self.group_boundaries = [0]\n _clustered_regions = []\n _clustered_matrix = []\n cluster_number = 1\n for cluster in cluster_order:\n self.group_labels.append(\"cluster_{}\".format(cluster_number))\n cluster_number += 1\n cluster_ids = _cluster_ids_list[cluster]\n self.group_boundaries.append(self.group_boundaries[-1] +\n len(cluster_ids))\n _clustered_matrix.append(self.matrix[cluster_ids, :])\n for idx in cluster_ids:\n _clustered_regions.append(self.regions[idx])\n\n self.regions = _clustered_regions\n self.matrix = np.vstack(_clustered_matrix)\n\n return idx\n\n def computeSilhouette(self, k):\n if k > 1:\n from scipy.spatial.distance import pdist, squareform\n\n silhouette = np.repeat(0.0, self.group_boundaries[-1])\n groupSizes = np.subtract(self.group_boundaries[1:], self.group_boundaries[:-1])\n labels = np.repeat(np.arange(k), groupSizes)\n\n d = pdist(self.matrix)\n d2 = squareform(d)\n np.fill_diagonal(d2, np.nan) # This excludes the diagonal\n for idx in range(len(labels)):\n silhouette[idx] = computeSilhouetteScore(d2, idx, labels)\n sys.stderr.write(\"The average silhouette score is: {}\\n\".format(np.mean(silhouette)))\n self.silhouette = silhouette\n\n def removeempty(self):\n \"\"\"\n removes matrix rows containing only zeros or nans\n \"\"\"\n to_keep = []\n score_list = np.ma.masked_invalid(np.mean(self.matrix, axis=1))\n for idx, region in enumerate(self.regions):\n if np.ma.is_masked(score_list[idx]) or float(score_list[idx]) == 0:\n continue\n else:\n to_keep.append(idx)\n self.regions = [self.regions[x] for x in to_keep]\n self.matrix = self.matrix[to_keep, :]\n # adjust sample boundaries\n to_keep = np.array(to_keep)\n self.group_boundaries = [len(to_keep[to_keep < x]) for x in self.group_boundaries]\n\n def flatten(self):\n \"\"\"\n flatten and remove nans from matrix. Useful\n to get max and mins from matrix.\n\n :return flattened matrix\n \"\"\"\n matrix_flatten = np.asarray(self.matrix.flatten())\n # nans are removed from the flattened array\n matrix_flatten = matrix_flatten[~np.isnan(matrix_flatten)]\n if len(matrix_flatten) == 0:\n num_nan = len(np.flatnonzero(np.isnan(self.matrix.flatten())))\n raise ValueError(\"matrix only contains nans \"\n \"(total nans: {})\".format(num_nan))\n return matrix_flatten\n"
},
{
"path": "deeptools/heatmapper_utilities.py",
"content": "import numpy as np\nimport matplotlib\nmatplotlib.use('Agg')\nmatplotlib.rcParams['pdf.fonttype'] = 42\nmatplotlib.rcParams['svg.fonttype'] = 'none'\nfrom deeptools import cm # noqa: F401\nimport matplotlib.colors as pltcolors\nimport plotly.graph_objs as go\n\nold_settings = np.seterr(all='ignore')\n\n\ndef plot_single(ax, ma, average_type, color, label, plot_type='lines'):\n \"\"\"\n Adds a line to the plot in the given ax using the specified method\n\n Parameters\n ----------\n ax : matplotlib axis\n matplotlib axis\n ma : numpy array\n numpy array The data on this matrix is summarized according\n to the `average_type` argument.\n average_type : str\n string values are sum mean median min max std\n color : str\n a valid color: either a html color name, hex\n (e.g #002233), RGB + alpha tuple or list or RGB tuple or list\n label : str\n label\n plot_type: str\n type of plot. Either 'se' for standard error, 'std' for\n standard deviation, 'overlapped_lines' to plot each line of the matrix,\n fill to plot the area between the x axis and the value or any other string to\n just plot the average line.\n\n Returns\n -------\n ax\n matplotlib axis\n\n Examples\n --------\n\n >>> import matplotlib.pyplot as plt\n >>> import os\n >>> fig = plt.figure()\n >>> ax = fig.add_subplot(111)\n >>> matrix = np.array([[1,2,3],\n ... [4,5,6],\n ... [7,8,9]])\n >>> ax = plot_single(ax, matrix -2, 'mean', color=[0.6, 0.8, 0.9], label='fill light blue', plot_type='fill')\n >>> ax = plot_single(ax, matrix, 'mean', color='blue', label='red')\n >>> ax = plot_single(ax, matrix + 5, 'mean', color='red', label='red', plot_type='std')\n >>> ax = plot_single(ax, matrix + 10, 'mean', color='#cccccc', label='gray se', plot_type='se')\n >>> ax = plot_single(ax, matrix + 20, 'mean', color=(0.9, 0.5, 0.9), label='violet', plot_type='std')\n >>> ax = plot_single(ax, matrix + 30, 'mean', color=(0.9, 0.5, 0.9, 0.5), label='violet with alpha', plot_type='std')\n >>> leg = ax.legend()\n >>> plt.savefig(\"/tmp/test.pdf\")\n >>> plt.close()\n >>> fig = plt.figure()\n >>> os.remove(\"/tmp/test.pdf\")\n\n\n \"\"\"\n summary = np.ma.__getattribute__(average_type)(ma, axis=0)\n # only plot the average profiles without error regions\n x = np.arange(len(summary))\n if isinstance(color, np.ndarray):\n color = pltcolors.to_hex(color, keep_alpha=True)\n ax.plot(x, summary, color=color, label=label, alpha=0.9)\n if plot_type == 'fill':\n ax.fill_between(x, summary, facecolor=color, alpha=0.6, edgecolor='none')\n\n if plot_type in ['se', 'std']:\n if plot_type == 'se': # standard error\n std = np.std(ma, axis=0) / np.sqrt(ma.shape[0])\n else:\n std = np.std(ma, axis=0)\n\n alpha = 0.2\n # an alpha channel has to be added to the color to fill the area\n # between the mean (or median etc.) and the std or se\n f_color = pltcolors.colorConverter.to_rgba(color, alpha)\n\n ax.fill_between(x, summary, summary + std, facecolor=f_color, edgecolor='none')\n ax.fill_between(x, summary, summary - std, facecolor=f_color, edgecolor='none')\n\n ax.set_xlim(0, max(x))\n\n return ax\n\n\ndef plotly_single(ma, average_type, color, label, plot_type='line'):\n \"\"\"A plotly version of plot_single. Returns a list of traces\"\"\"\n summary = list(np.ma.__getattribute__(average_type)(ma, axis=0))\n x = list(np.arange(len(summary)))\n if isinstance(color, str):\n color = list(matplotlib.colors.to_rgb(color))\n traces = [go.Scatter(x=x, y=summary, name=label, line={'color': \"rgba({},{},{},0.9)\".format(color[0], color[1], color[2])}, showlegend=False)]\n if plot_type == 'fill':\n traces[0].update(fill='tozeroy', fillcolor=color)\n\n if plot_type in ['se', 'std']:\n if plot_type == 'se': # standard error\n std = np.std(ma, axis=0) / np.sqrt(ma.shape[0])\n else:\n std = np.std(ma, axis=0)\n\n x_rev = x[::-1]\n lower = summary - std\n trace = go.Scatter(x=x + x_rev,\n y=np.concatenate([summary + std, lower[::-1]]),\n fill='tozerox',\n fillcolor=\"rgba({},{},{},0.2)\".format(color[0], color[1], color[2]),\n line=go.Line(color='transparent'),\n showlegend=False,\n name=label)\n traces.append(trace)\n\n return traces\n\n\ndef getProfileTicks(hm, referencePointLabel, startLabel, endLabel, idx):\n \"\"\"\n returns the position and labelling of the xticks that\n correspond to the heatmap\n\n As of deepTools 3, the various parameters can be lists, in which case we then need to index things (the idx parameter)\n\n As of matplotlib 3 the ticks in the heatmap need to have 0.5 added to them.\n\n As of matplotlib 3.1 there is no longer padding added to all ticks. Reference point ticks will be adjusted by width/2\n or width for spacing and the last half of scaled ticks will be shifed by 1 bin so the ticks are at the beginning of bins.\n \"\"\"\n w = hm.parameters['bin size']\n b = hm.parameters['upstream']\n a = hm.parameters['downstream']\n if idx is not None:\n w = w[idx]\n b = b[idx]\n a = a[idx]\n\n try:\n c = hm.parameters['unscaled 5 prime']\n if idx is not None:\n c = c[idx]\n except:\n c = 0\n try:\n d = hm.parameters['unscaled 3 prime']\n if idx is not None:\n d = d[idx]\n except:\n d = 0\n m = hm.parameters['body']\n if idx is not None:\n m = m[idx]\n\n if b < 1e5:\n quotient = 1000\n symbol = 'Kb'\n else:\n quotient = 1e6\n symbol = 'Mb'\n\n if m == 0:\n xticks = [(k / w) for k in [0, b - 0.5 * w, b + a - w]]\n xtickslabel = ['{0:.1f}'.format(-(float(b) / quotient)),\n referencePointLabel,\n '{0:.1f}{1}'.format(float(a) / quotient, symbol)]\n else:\n xticks_values = [0]\n xtickslabel = []\n\n # only if upstream region is set, add a x tick\n if b > 0:\n xticks_values.append(b)\n xtickslabel.append('{0:.1f}'.format(-(float(b) / quotient)))\n\n xtickslabel.append(startLabel)\n\n # set the x tick for the body parameter, regardless if\n # upstream is 0 (not set)\n if c > 0:\n xticks_values.append(b + c)\n xtickslabel.append(\"\")\n\n if d > 0:\n xticks_values.append(b + c + m)\n xtickslabel.append(\"\")\n\n # We need to subtract the bin size from the last 2 point so they're placed at the beginning of the bin\n xticks_values.append(b + c + m + d - w)\n xtickslabel.append(endLabel)\n\n if a > 0:\n xticks_values.append(b + c + m + d + a - w)\n xtickslabel.append('{0:.1f}{1}'.format(float(a) / quotient, symbol))\n\n xticks = [(k / w) for k in xticks_values]\n xticks = [max(x, 0) for x in xticks]\n\n return xticks, xtickslabel\n"
},
{
"path": "deeptools/mapReduce.py",
"content": "import multiprocessing\nfrom deeptoolsintervals import GTF\nimport random\n\ndebug = 0\n\n\ndef mapReduce(staticArgs, func, chromSize,\n genomeChunkLength=None,\n region=None,\n bedFile=None,\n blackListFileName=None,\n numberOfProcessors=4,\n verbose=False,\n includeLabels=False,\n keepExons=False,\n transcriptID=\"transcriptID\",\n exonID=\"exonID\",\n transcript_id_designator=\"transcript_id\",\n self_=None):\n \"\"\"\n Split the genome into parts that are sent to workers using a defined\n number of procesors. Results are collected and returned.\n\n For each genomic region the given 'func' is called using\n the following parameters:\n\n chrom, start, end, staticArgs\n\n The *arg* are static, *pickable* variables that need to be sent\n to workers.\n\n The genome chunk length corresponds to a fraction of the genome, in bp,\n that is send to each of the workers for processing.\n\n Depending on the type of process a larger or shorter regions may be\n preferred\n\n :param chromSize: A list of duples containing the chromosome\n name and its length\n :param region: The format is chr:start:end:tileSize (see function\n getUserRegion)\n :param staticArgs: tuple of arguments that are sent to the given 'func'\n\n :param func: function to call. The function is called using the\n following parameters (chrom, start, end, staticArgs)\n :param bedFile: Is a bed file is given, the args to the func to be\n called are extended to include a list of bed\n defined regions.\n :param blackListFileName: A list of regions to exclude from all computations.\n Note that this has genomeChunkLength resolution...\n :param self_: In case mapreduce should make a call to an object\n the self variable has to be passed.\n :param includeLabels: Pass group and transcript labels into the calling\n function. These are added to the static args\n (groupLabel and transcriptName).\n\n If \"includeLabels\" is true, a tuple of (results, labels) is returned\n \"\"\"\n\n if not genomeChunkLength:\n genomeChunkLength = 1e5\n genomeChunkLength = int(genomeChunkLength)\n\n if verbose:\n print(\"genome partition size for multiprocessing: {0}\".format(\n genomeChunkLength))\n\n region_start = 0\n region_end = None\n\n # if a region is set, that means that the task should only cover\n # the given genomic position\n\n if region:\n chromSize, region_start, region_end, genomeChunkLength = getUserRegion(chromSize, region)\n if verbose:\n print(\"chrom size: {0}, region start: {1}, region end: {2}, \"\n \"genome chunk length sent to each procesor: {3}\".format(chromSize, region_start, region_end, genomeChunkLength))\n\n if bedFile:\n defaultGroup = None\n if len(bedFile) == 1:\n defaultGroup = \"genes\"\n bed_interval_tree = GTF(bedFile, defaultGroup=defaultGroup, transcriptID=transcriptID, exonID=exonID, transcript_id_designator=transcript_id_designator, keepExons=keepExons)\n\n if blackListFileName:\n blackList = GTF(blackListFileName)\n\n TASKS = []\n # iterate over all chromosomes\n for chrom, size in chromSize:\n # the start is zero unless a specific region is defined\n start = 0 if region_start == 0 else region_start\n for startPos in range(start, size, genomeChunkLength):\n endPos = min(size, startPos + genomeChunkLength)\n\n # Reject a chunk if it overlaps\n if blackListFileName:\n regions = blSubtract(blackList, chrom, [startPos, endPos])\n else:\n regions = [[startPos, endPos]]\n\n for reg in regions:\n if self_ is not None:\n argsList = [self_]\n else:\n argsList = []\n\n argsList.extend([chrom, reg[0], reg[1]])\n # add to argument list the static list received the the function\n argsList.extend(staticArgs)\n\n # if a bed file is given, append to the TASK list,\n # a list of bed regions that overlap with the\n # current genomeChunk.\n if bedFile:\n # This effectively creates batches of intervals, which is\n # generally more performant due to the added overhead of\n # initializing additional workers.\n\n # TODO, there's no point in including the chromosome\n if includeLabels:\n bed_regions_list = [[chrom, x[4], x[2], x[3], x[5], x[6]] for x in bed_interval_tree.findOverlaps(chrom, reg[0], reg[1], trimOverlap=True, numericGroups=True, includeStrand=True)]\n else:\n bed_regions_list = [[chrom, x[4], x[5], x[6]] for x in bed_interval_tree.findOverlaps(chrom, reg[0], reg[1], trimOverlap=True, includeStrand=True)]\n\n if len(bed_regions_list) == 0:\n continue\n # add to argument list, the position of the bed regions to use\n argsList.append(bed_regions_list)\n\n TASKS.append(tuple(argsList))\n\n if len(TASKS) > 1 and numberOfProcessors > 1:\n if verbose:\n print((\"using {} processors for {} \"\n \"number of tasks\".format(numberOfProcessors,\n len(TASKS))))\n random.shuffle(TASKS)\n pool = multiprocessing.Pool(numberOfProcessors)\n res = pool.map_async(func, TASKS).get(9999999)\n pool.close()\n pool.join()\n else:\n res = list(map(func, TASKS))\n\n if includeLabels:\n if bedFile:\n return res, bed_interval_tree.labels\n else:\n return res, None\n return res\n\n\ndef getUserRegion(chrom_sizes, region_string, max_chunk_size=1e6):\n r\"\"\"\n Verifies if a given region argument, given by the user\n is valid. The format of the region_string is chrom:start:end:tileSize\n where start, end and tileSize are optional.\n\n :param chrom_sizes: dictionary of chromosome/scaffold size. Key=chromosome name\n :param region_string: a string of the form chr:start:end\n :param max_chunk_size: upper limit for the chunk size\n :return: tuple chrom_size for the region start, region end, chunk size\n\n #>>> data = getUserRegion({'chr2': 1000}, \"chr1:10:10\")\n #Traceback (most recent call last):\n # ...\n #NameError: Unknown chromosome: chr1\n #Known chromosomes are: ['chr2']\n\n If the region end is biger than the chromosome size, this\n value is used instead\n >>> getUserRegion({'chr2': 1000}, \"chr2:10:1001\")\n ([('chr2', 1000)], 10, 1000, 990)\n\n Test chunk and regions size reduction to match tile size\n >>> getUserRegion({'chr2': 200000}, \"chr2:10:123344:3\")\n ([('chr2', 123344)], 9, 123345, 123336)\n\n Test chromosome name mismatch\n >>> getUserRegion({'2': 200000}, \"chr2:10:123344:3\")\n ([('2', 123344)], 9, 123345, 123336)\n >>> getUserRegion({'chrM': 200000}, \"MT:10:123344:3\")\n ([('chrM', 123344)], 9, 123345, 123336)\n \"\"\"\n region = region_string.split(\":\")\n chrom = region[0]\n chrom_sizes = dict(chrom_sizes)\n\n if chrom not in list(chrom_sizes.keys()):\n if chrom == \"MT\":\n chromUse = \"chrM\"\n elif chrom == \"chrM\":\n chromUse = \"MT\"\n elif chrom[0:3] == \"chr\":\n chromUse = chrom[3:]\n else:\n chromUse = \"chr\" + chrom\n if chromUse not in list(chrom_sizes.keys()):\n raise NameError(\"Unknown chromosome: %s\\nKnown \"\n \"chromosomes are: %s \" % (chrom, list(chrom_sizes.keys())))\n chrom = chromUse\n try:\n region_start = int(region[1])\n except IndexError:\n region_start = 0\n try:\n region_end = int(region[2]) if int(region[2]) <= chrom_sizes[chrom] \\\n else chrom_sizes[chrom]\n except IndexError:\n region_end = chrom_sizes[chrom]\n if region_start > region_end or region_start < 0:\n raise NameError(\"{} not valid. The format is chrom:start:end. \"\n \"Without comas, dashes or dots. \".format(region_string))\n try:\n tilesize = int(region[3])\n except IndexError:\n tilesize = None\n\n chrom_sizes = [(chrom, region_end)]\n\n # if tilesize is given, make region_start and region_end\n # multiple of tileSize\n if tilesize:\n region_start -= region_start % tilesize\n region_end += tilesize - (region_end % tilesize)\n\n chunk_size = int(region_end - region_start)\n if chunk_size > max_chunk_size:\n chunk_size = max_chunk_size\n if tilesize and tilesize < chunk_size:\n chunk_size -= chunk_size % tilesize\n\n return chrom_sizes, region_start, region_end, int(chunk_size)\n\n\ndef blSubtract(t, chrom, chunk):\n \"\"\"\n If a genomic region overlaps with a blacklisted region, then subtract that region out\n\n returns a list of lists\n \"\"\"\n\n if t is None:\n return [chunk]\n\n overlaps = t.findOverlaps(chrom, chunk[0], chunk[1])\n if overlaps is not None and len(overlaps) > 0:\n output = []\n for o in overlaps:\n if chunk[1] <= chunk[0]:\n break\n if chunk[0] < o[0]:\n output.append([chunk[0], o[0]])\n chunk[0] = o[1]\n if chunk[0] < chunk[1]:\n output.append([chunk[0], chunk[1]])\n else:\n output = [chunk]\n\n return output\n"
},
{
"path": "deeptools/misc.py",
"content": "import os\n\n# This should force numpy to run single threaded. See issue #697\n# This module MUST be imported before numpy\n# Note that these environment variables are internal to deepTools (they won't exist on the shell after the command completes)\nif 'MKL_NUM_THREADS' not in os.environ:\n os.environ['MKL_NUM_THREADS'] = 'sequential'\nif 'NUMEXPR_NUM_THREADS' not in os.environ:\n os.environ['NUMEXPR_NUM_THREADS'] = '1'\nif 'OMP_NUM_THREADS' not in os.environ:\n os.environ['OMP_NUM_THREADS'] = '1'\nif 'VECLIB_MAXIMUM_THREADS' not in os.environ:\n os.environ['VECLIB_MAXIMUM_THREADS'] = '1'\n"
},
{
"path": "deeptools/multiBamSummary.py",
"content": "#!/usr/bin/env python\n# -*- coding: utf-8 -*-\n\nimport os\nimport sys\nimport argparse\nimport numpy as np\n\nimport deeptools.countReadsPerBin as countR\nfrom deeptools import parserCommon\nfrom deeptools.utilities import smartLabels\nfrom importlib.metadata import version\nold_settings = np.seterr(all='ignore')\n\n\ndef parse_arguments(args=None):\n parser = \\\n argparse.ArgumentParser(\n formatter_class=argparse.RawDescriptionHelpFormatter,\n description=\"\"\"\n\n``multiBamSummary`` computes the read coverages for genomic regions for typically two or more BAM files.\nThe analysis can be performed for the entire genome by running the program in 'bins' mode.\nIf you want to count the read coverage for specific regions only, use the ``BED-file`` mode instead.\nThe standard output of ``multiBamSummary`` is a compressed numpy array (``.npz``).\nIt can be directly used to calculate and visualize pairwise correlation values between the read coverages using the tool 'plotCorrelation'.\nSimilarly, ``plotPCA`` can be used for principal component analysis of the read coverages using the .npz file.\nNote that using a single bigWig file is only recommended if you want to produce a bedGraph file (i.e., with the ``--outRawCounts`` option; the default output file cannot be used by ANY deepTools program if only a single file was supplied!).\n\nA detailed sub-commands help is available by typing:\n\n multiBamSummary bins -h\n\n multiBamSummary BED-file -h\n\n\n\"\"\",\n epilog='example usages:\\n'\n 'multiBamSummary bins --bamfiles file1.bam file2.bam -o results.npz \\n\\n'\n 'multiBamSummary BED-file --BED selection.bed --bamfiles file1.bam file2.bam \\n'\n '-o results.npz'\n ' \\n\\n',\n conflict_handler='resolve')\n\n parser.add_argument('--version', action='version',\n version='%(prog)s {}'.format(version('deeptools')))\n subparsers = parser.add_subparsers(\n title=\"commands\",\n dest='command',\n description='subcommands',\n help='subcommands',\n metavar='')\n\n parent_parser = parserCommon.getParentArgParse(binSize=False)\n read_options_parser = parserCommon.read_options()\n\n # bins mode options\n subparsers.add_parser(\n 'bins',\n formatter_class=argparse.ArgumentDefaultsHelpFormatter,\n parents=[bamcorrelate_args(case='bins'),\n parent_parser, read_options_parser,\n parserCommon.gtf_options(suppress=True)\n ],\n help=\"The coverage calculation is done for consecutive bins of equal \"\n \"size (10 kilobases by default). This mode is useful to assess the \"\n \"genome-wide similarity of BAM files. The bin size and \"\n \"distance between bins can be adjusted.\",\n add_help=False,\n usage='%(prog)s '\n '--bamfiles file1.bam file2.bam '\n '-o results.npz \\n'\n 'help: multiBamSummary bins -h / multiBamSummary bins --help\\n')\n\n # BED file arguments\n subparsers.add_parser(\n 'BED-file',\n formatter_class=argparse.ArgumentDefaultsHelpFormatter,\n parents=[bamcorrelate_args(case='BED-file'),\n parent_parser, read_options_parser,\n parserCommon.gtf_options()\n ],\n help=\"The user provides a BED file that contains all regions \"\n \"that should be considered for the coverage analysis. A \"\n \"common use is to compare ChIP-seq coverages between two \"\n \"different samples for a set of peak regions.\",\n usage='%(prog)s --BED selection.bed --bamfiles file1.bam file2.bam -o results.npz\\n'\n 'help: multiBamSummary BED-file -h / multiBamSummary bins --help\\n',\n add_help=False)\n\n return parser\n\n\ndef bamcorrelate_args(case='bins'):\n parser = argparse.ArgumentParser(add_help=False)\n required = parser.add_argument_group('Required arguments')\n\n # define the arguments\n required.add_argument('--bamfiles', '-b',\n metavar='FILE1 FILE2',\n help='List of indexed bam files separated by spaces.',\n nargs='+',\n required=True)\n\n required.add_argument('--outFileName', '-out', '-o',\n help='File name to save the coverage matrix. This matrix '\n 'can be subsequently plotted using plotCorrelation or '\n 'or plotPCA.',\n type=parserCommon.writableFile)\n\n optional = parser.add_argument_group('Optional arguments')\n\n optional.add_argument(\"--help\", \"-h\", action=\"help\",\n help=\"show this help message and exit\")\n optional.add_argument('--labels', '-l',\n metavar='sample1 sample2',\n help='User defined labels instead of default labels from '\n 'file names. '\n 'Multiple labels have to be separated by a space, e.g. '\n '--labels sample1 sample2 sample3',\n nargs='+')\n optional.add_argument('--smartLabels',\n action='store_true',\n help='Instead of manually specifying labels for the input '\n 'BAM files, this causes deepTools to use the file name '\n 'after removing the path and extension.')\n\n optional.add_argument('--genomeChunkSize',\n type=int,\n default=None,\n help='Manually specify the size of the genome provided to each processor. '\n 'The default value of None specifies that this is determined by read '\n 'density of the BAM file.')\n\n if case == 'bins':\n optional.add_argument('--binSize', '-bs',\n metavar='INT',\n help='Length in bases of the window used '\n 'to sample the genome. (Default: %(default)s)',\n default=10000,\n type=int)\n\n optional.add_argument('--distanceBetweenBins', '-n',\n metavar='INT',\n help='By default, multiBamSummary considers consecutive '\n 'bins of the specified --binSize. However, to '\n 'reduce the computation time, a larger distance '\n 'between bins can by given. Larger distances '\n 'result in fewer bins considered. (Default: %(default)s)',\n default=0,\n type=int)\n\n required.add_argument('--BED',\n help=argparse.SUPPRESS,\n default=None)\n else:\n optional.add_argument('--binSize', '-bs',\n help=argparse.SUPPRESS,\n default=10000,\n type=int)\n\n optional.add_argument('--distanceBetweenBins', '-n',\n help=argparse.SUPPRESS,\n metavar='INT',\n default=0,\n type=int)\n\n required.add_argument('--BED',\n help='Limits the coverage analysis to '\n 'the regions specified in these files.',\n metavar='FILE1.bed FILE2.bed',\n nargs='+',\n required=True)\n\n group = parser.add_argument_group('Output optional options')\n\n group.add_argument('--outRawCounts',\n help='Save the counts per region to a tab-delimited file.',\n type=parserCommon.writableFile,\n metavar='FILE')\n\n group.add_argument('--scalingFactors',\n help='Compute scaling factors (in the DESeq2 manner) '\n 'compatible for use with bamCoverage and write them to a '\n 'file. The file has tab-separated columns \"sample\" and '\n '\"scalingFactor\".',\n type=parserCommon.writableFile,\n metavar='FILE')\n\n return parser\n\n\ndef process_args(args=None):\n args = parse_arguments().parse_args(args)\n\n if len(sys.argv) == 1:\n parse_arguments().print_help()\n sys.exit()\n\n if args.labels and len(args.bamfiles) != len(args.labels):\n print(\"The number of labels does not match the number of bam files.\")\n exit(0)\n if not args.labels:\n if args.smartLabels:\n args.labels = smartLabels(args.bamfiles)\n else:\n args.labels = [os.path.basename(x) for x in args.bamfiles]\n\n return args\n\n\ndef main(args=None):\n \"\"\"\n 1. get read counts at different positions either\n all of same length or from genomic regions from the BED file\n\n 2. save data for further plotting\n\n \"\"\"\n args = process_args(args)\n\n if 'BED' in args:\n bed_regions = args.BED\n else:\n bed_regions = None\n\n if len(args.bamfiles) == 1 and not (args.outRawCounts or args.scalingFactors):\n sys.stderr.write(\"You've input a single BAM file and not specified \"\n \"--outRawCounts or --scalingFactors. The resulting output will NOT be \"\n \"useful with any deepTools program!\\n\")\n\n stepsize = args.binSize + args.distanceBetweenBins\n c = countR.CountReadsPerBin(\n args.bamfiles,\n args.binSize,\n numberOfSamples=None,\n genomeChunkSize=args.genomeChunkSize,\n numberOfProcessors=args.numberOfProcessors,\n verbose=args.verbose,\n region=args.region,\n bedFile=bed_regions,\n blackListFileName=args.blackListFileName,\n extendReads=args.extendReads,\n minMappingQuality=args.minMappingQuality,\n ignoreDuplicates=args.ignoreDuplicates,\n center_read=args.centerReads,\n samFlag_include=args.samFlagInclude,\n samFlag_exclude=args.samFlagExclude,\n minFragmentLength=args.minFragmentLength,\n maxFragmentLength=args.maxFragmentLength,\n stepSize=stepsize,\n zerosToNans=False,\n out_file_for_raw_data=args.outRawCounts)\n\n num_reads_per_bin = c.run(allArgs=args)\n\n sys.stderr.write(\"Number of bins \"\n \"found: {}\\n\".format(num_reads_per_bin.shape[0]))\n\n if num_reads_per_bin.shape[0] < 2:\n exit(\"ERROR: too few non zero bins found.\\n\"\n \"If using --region please check that this \"\n \"region is covered by reads.\\n\")\n\n # numpy will append .npz to the file name if we don't do this...\n if args.outFileName:\n f = open(args.outFileName, \"wb\")\n np.savez_compressed(f,\n matrix=num_reads_per_bin,\n labels=args.labels)\n f.close()\n\n if args.scalingFactors:\n f = open(args.scalingFactors, 'w')\n f.write(\"sample\\tscalingFactor\\n\")\n scalingFactors = countR.estimateSizeFactors(num_reads_per_bin)\n for sample, scalingFactor in zip(args.labels, scalingFactors):\n f.write(\"{}\\t{:6.4f}\\n\".format(sample, scalingFactor))\n f.close()\n\n if args.outRawCounts:\n # append to the generated file the\n # labels\n header = \"#'chr'\\t'start'\\t'end'\\t\"\n header += \"'\" + \"'\\t'\".join(args.labels) + \"'\\n\"\n f = open(args.outRawCounts, 'r+')\n content = f.read()\n f.seek(0, 0)\n f.write(header + content)\n f.close()\n\n\nif __name__ == \"__main__\":\n main()\n"
},
{
"path": "deeptools/multiBigwigSummary.py",
"content": "#!/usr/bin/env python\n# -*- coding: utf-8 -*-\n\nimport sys\nimport argparse\nimport os.path\nimport numpy as np\nfrom deeptools import parserCommon\nfrom deeptools.utilities import smartLabels\nimport deeptools.getScorePerBigWigBin as score_bw\nfrom importlib.metadata import version\n\nold_settings = np.seterr(all='ignore')\n\n\ndef parse_arguments(args=None):\n parser = \\\n argparse.ArgumentParser(\n formatter_class=argparse.RawDescriptionHelpFormatter,\n description=\"\"\"\n\nGiven typically two or more bigWig files, ``multiBigwigSummary`` computes the average scores for each of the files in every genomic region.\nThis analysis is performed for the entire genome by running the program in ``bins`` mode, or for certain user selected regions in ``BED-file``\nmode. Most commonly, the default output of ``multiBigwigSummary`` (a compressed numpy array, .npz) is used by other tools such as ``plotCorrelation`` or ``plotPCA`` for visualization and diagnostic purposes.\n\nNote that using a single bigWig file is only recommended if you want to produce a bedGraph file (i.e., with the ``--outRawCounts`` option; the default output file cannot be used by ANY deepTools program if only a single file was supplied!).\n\nA detailed sub-commands help is available by typing:\n\n multiBigwigSummary bins -h\n\n multiBigwigSummary BED-file -h\n\n\n\"\"\",\n epilog='example usage:\\n multiBigwigSummary bins '\n '-b file1.bw file2.bw -o results.npz\\n\\n'\n 'multiBigwigSummary BED-file -b file1.bw file2.bw -o results.npz\\n'\n '--BED selection.bed'\n ' \\n\\n',\n conflict_handler='resolve')\n\n parser.add_argument('--version', action='version',\n version='%(prog)s {}'.format(version('deeptools')))\n subparsers = parser.add_subparsers(\n title=\"commands\",\n dest='command',\n metavar='')\n\n parent_parser = parserCommon.getParentArgParse(binSize=False)\n\n # bins mode options\n subparsers.add_parser(\n 'bins',\n formatter_class=argparse.ArgumentDefaultsHelpFormatter,\n parents=[\n multiBigwigSummaryArgs(case='bins'),\n parent_parser,\n parserCommon.gtf_options(suppress=True)\n ],\n help=\"The average score is based on equally sized bins \"\n \"(10 kilobases by default), which consecutively cover the \"\n \"entire genome. The only exception is the last bin of a chromosome, which \"\n \"is often smaller. The output of this mode is commonly used to assess the \"\n \"overall similarity of different bigWig files.\",\n add_help=False,\n usage='multiBigwigSummary bins '\n '-b file1.bw file2.bw '\n '-o results.npz\\n'\n 'help: multiBigwigSummary bins -h / multiBigwigSummary bins --help\\n')\n\n # BED file arguments\n subparsers.add_parser(\n 'BED-file',\n formatter_class=argparse.ArgumentDefaultsHelpFormatter,\n parents=[\n multiBigwigSummaryArgs(case='BED-file'),\n parent_parser,\n parserCommon.gtf_options()\n ],\n help=\"The user provides a BED file that contains all regions \"\n \"that should be considered for the analysis. A \"\n \"common use is to compare scores (e.g. ChIP-seq scores) between \"\n \"different samples over a set of pre-defined peak regions.\",\n usage='multiBigwigSummary BED-file '\n '-b file1.bw file2.bw '\n '-o results.npz --BED selection.bed\\n'\n 'help: multiBigwigSummary BED-file -h / multiBigwigSummary BED-file --help\\n',\n add_help=False)\n\n return parser\n\n\ndef process_args(args=None):\n args = parse_arguments().parse_args(args)\n\n if len(sys.argv) == 1:\n parse_arguments().print_help()\n sys.exit()\n\n if not args.labels and args.smartLabels:\n args.labels = smartLabels(args.bwfiles)\n elif not args.labels:\n args.labels = []\n for f in args.bwfiles:\n if f.startswith(\"http://\") or f.startswith(\"https://\") or f.startswith(\"ftp://\"):\n args.labels.append(f.split(\"/\")[-1])\n else:\n args.labels.append(os.path.basename(f))\n\n if len(args.bwfiles) != len(args.labels):\n sys.exit(\"The number of labels does not match the number of bigWig files.\")\n\n return args\n\n\ndef multiBigwigSummaryArgs(case='bins'):\n parser = argparse.ArgumentParser(add_help=False)\n required = parser.add_argument_group('Required arguments')\n\n # define the arguments\n required.add_argument('--bwfiles', '-b',\n metavar='FILE1 FILE2',\n help='List of bigWig files, separated by spaces.',\n nargs='+',\n required=True)\n\n required.add_argument('--outFileName', '-out', '-o',\n help='File name to save the compressed matrix file (npz format) '\n 'needed by the \"plotPCA\" and \"plotCorrelation\" tools.',\n type=parserCommon.writableFile,\n required=True)\n\n optional = parser.add_argument_group('Optional arguments')\n\n optional.add_argument(\"--help\", \"-h\", action=\"help\",\n help=\"show this help message and exit\")\n optional.add_argument('--labels', '-l',\n metavar='sample1 sample2',\n help='User defined labels instead of default labels from '\n 'file names. '\n 'Multiple labels have to be separated by spaces, e.g., '\n '--labels sample1 sample2 sample3',\n nargs='+')\n optional.add_argument('--smartLabels',\n action='store_true',\n help='Instead of manually specifying labels for the input '\n 'bigWig files, this causes deepTools to use the file name '\n 'after removing the path and extension.')\n\n optional.add_argument('--chromosomesToSkip',\n metavar='chr1 chr2',\n help='List of chromosomes that you do not want to be included. '\n ' Useful to remove \"random\" or \"extra\" chr.',\n nargs='+')\n\n if case == 'bins':\n optional.add_argument('--binSize', '-bs',\n metavar='INT',\n help='Size (in bases) of the windows sampled '\n 'from the genome. (Default: %(default)s)',\n default=10000,\n type=int)\n\n optional.add_argument('--distanceBetweenBins', '-n',\n metavar='INT',\n help='By default, multiBigwigSummary considers adjacent '\n 'bins of the specified --binSize. However, to '\n 'reduce the computation time, a larger distance '\n 'between bins can be given. Larger distances '\n 'results in fewer considered bins. (Default: %(default)s)',\n default=0,\n type=int)\n\n required.add_argument('--BED',\n help=argparse.SUPPRESS,\n default=None)\n else:\n optional.add_argument('--binSize', '-bs',\n help=argparse.SUPPRESS,\n default=10000,\n type=int)\n\n optional.add_argument('--distanceBetweenBins', '-n',\n help=argparse.SUPPRESS,\n metavar='INT',\n default=0,\n type=int)\n\n required.add_argument('--BED',\n help='Limits the analysis to '\n 'the regions specified in this file.',\n metavar='file1.bed file2.bed',\n nargs='+',\n required=True)\n\n group = parser.add_argument_group('Output optional options')\n\n group.add_argument('--outRawCounts',\n help='Save average scores per region for each bigWig file to a single tab-delimited file.',\n type=parserCommon.writableFile,\n metavar='FILE')\n\n return parser\n\n\ndef main(args=None):\n \"\"\"\n 1. get read counts at different positions either\n all of same length or from genomic regions from the BED file\n\n 2. compute the scores\n\n \"\"\"\n args = process_args(args)\n\n if 'BED' in args:\n bed_regions = args.BED\n else:\n bed_regions = None\n\n if len(args.bwfiles) == 1 and not args.outRawCounts:\n sys.stderr.write(\"You've input a single bigWig file and not specified \"\n \"--outRawCounts. The resulting output will NOT be \"\n \"useful with any deepTools program!\\n\")\n\n num_reads_per_bin = score_bw.getScorePerBin(\n args.bwfiles,\n args.binSize,\n blackListFileName=args.blackListFileName,\n numberOfProcessors=args.numberOfProcessors,\n stepSize=args.binSize + args.distanceBetweenBins,\n verbose=args.verbose,\n region=args.region,\n bedFile=bed_regions,\n chrsToSkip=args.chromosomesToSkip,\n out_file_for_raw_data=args.outRawCounts,\n allArgs=args)\n\n sys.stderr.write(\"Number of bins \"\n \"found: {}\\n\".format(num_reads_per_bin.shape[0]))\n\n if num_reads_per_bin.shape[0] < 2:\n exit(\"ERROR: too few non zero bins found.\\n\"\n \"If using --region please check that this \"\n \"region is covered by reads.\\n\")\n\n f = open(args.outFileName, \"wb\")\n np.savez_compressed(f,\n matrix=num_reads_per_bin,\n labels=args.labels)\n f.close()\n\n if args.outRawCounts:\n # append to the generated file the\n # labels\n header = \"#'chr'\\t'start'\\t'end'\\t\"\n header += \"'\" + \"'\\t'\".join(args.labels) + \"'\\n\"\n f = open(args.outRawCounts, \"r+\")\n content = f.read()\n f.seek(0, 0)\n f.write(header + content)\n\n \"\"\"\n if bed_regions:\n bed_regions.seek(0)\n reg_list = bed_regions.readlines()\n args.outRawCounts.write(\"#'chr'\\t'start'\\t'end'\\t\")\n args.outRawCounts.write(\"'\" + \"'\\t'\".join(args.labels) + \"'\\n\")\n fmt = \"\\t\".join(np.repeat('%s', num_reads_per_bin.shape[1])) + \"\\n\"\n for idx, row in enumerate(num_reads_per_bin):\n args.outRawCounts.write(\"{}\\t{}\\t{}\\t\".format(*reg_list[idx].strip().split(\"\\t\")[0:3]))\n args.outRawCounts.write(fmt % tuple(row))\n\n else:\n args.outRawCounts.write(\"'\" + \"'\\t'\".join(args.labels) + \"'\\n\")\n fmt = \"\\t\".join(np.repeat('{}', num_reads_per_bin.shape[1])) + \"\\n\"\n for row in num_reads_per_bin:\n args.outRawCounts.write(fmt.format(*tuple(row)))\n \"\"\"\n f.close()\n"
},
{
"path": "deeptools/parserCommon.py",
"content": "import argparse\nimport os\nfrom importlib.metadata import version\nimport multiprocessing\n\n\ndef check_float_0_1(value):\n v = float(value)\n if v < 0.0 or v > 1.0:\n raise argparse.ArgumentTypeError(\"%s is an invalid floating point value. It must be between 0.0 and 1.0\" % value)\n return v\n\n\ndef check_list_of_comma_values(value):\n if value is None:\n return None\n for foo in value:\n foo = value.split(\",\")\n if len(foo) < 2:\n raise argparse.ArgumentTypeError(\"%s is an invalid element of a list of comma separated values. \"\n \"Only argument elements of the following form are accepted: 'foo,bar'\" % foo)\n return value\n\n\ndef output(args=None):\n parser = argparse.ArgumentParser(add_help=False)\n group = parser.add_argument_group('Output')\n group.add_argument('--outFileName', '-o',\n help='Output file name.',\n metavar='FILENAME',\n type=writableFile,\n required=True)\n\n group.add_argument('--outFileFormat', '-of',\n help='Output file type. Either \"bigwig\" or \"bedgraph\".',\n choices=['bigwig', 'bedgraph'],\n default='bigwig')\n\n return parser\n\n\ndef read_options():\n \"\"\"Common arguments related to BAM files and the interpretation\n of the read coverage\n \"\"\"\n parser = argparse.ArgumentParser(add_help=False)\n group = parser.add_argument_group('Read processing options')\n\n group.add_argument('--extendReads', '-e',\n help='This parameter allows the extension of reads to '\n 'fragment size. If set, each read is '\n 'extended, without exception.\\n'\n '*NOTE*: This feature is generally NOT recommended for '\n 'spliced-read data, such as RNA-seq, as it would '\n 'extend reads over skipped regions.\\n'\n '*Single-end*: Requires a user specified value for the '\n 'final fragment length. Reads that already exceed this '\n 'fragment length will not be extended.\\n'\n '*Paired-end*: Reads with mates are always extended to '\n 'match the fragment size defined by the two read mates. '\n 'Unmated reads, mate reads that map too far apart '\n '(>4x fragment length) or even map to different '\n 'chromosomes are treated like single-end reads. The input '\n 'of a fragment length value is optional. If '\n 'no value is specified, it is estimated from the '\n 'data (mean of the fragment size of all mate reads).\\n',\n type=int,\n nargs='?',\n const=True,\n default=False,\n metavar=\"INT bp\")\n\n group.add_argument('--ignoreDuplicates',\n help='If set, reads that have the same orientation '\n 'and start position will be considered only '\n 'once. If reads are paired, the mate\\'s position '\n 'also has to coincide to ignore a read.',\n action='store_true'\n )\n\n group.add_argument('--minMappingQuality',\n metavar='INT',\n help='If set, only reads that have a mapping '\n 'quality score of at least this are '\n 'considered.',\n type=int,\n )\n\n group.add_argument('--centerReads',\n help='By adding this option, reads are centered with '\n 'respect to the fragment length. For paired-end data, '\n 'the read is centered at the fragment length defined '\n 'by the two ends of the fragment. For single-end data, the '\n 'given fragment length is used. This option is '\n 'useful to get a sharper signal around enriched '\n 'regions.',\n action='store_true')\n\n group.add_argument('--samFlagInclude',\n help='Include reads based on the SAM flag. For example, '\n 'to get only reads that are the first mate, use a flag of 64. '\n 'This is useful to count properly paired reads only once, '\n 'as otherwise the second mate will be also considered for the '\n 'coverage. (Default: %(default)s)',\n metavar='INT',\n default=None,\n type=int,\n required=False)\n\n group.add_argument('--samFlagExclude',\n help='Exclude reads based on the SAM flag. For example, '\n 'to get only reads that map to the forward strand, use '\n '--samFlagExclude 16, where 16 is the SAM flag for reads '\n 'that map to the reverse strand. (Default: %(default)s)',\n metavar='INT',\n default=None,\n type=int,\n required=False)\n\n group.add_argument('--minFragmentLength',\n help='The minimum fragment length needed for read/pair '\n 'inclusion. This option is primarily useful '\n 'in ATACseq experiments, for filtering mono- or '\n 'di-nucleosome fragments. (Default: %(default)s)',\n metavar='INT',\n default=0,\n type=int,\n required=False)\n\n group.add_argument('--maxFragmentLength',\n help='The maximum fragment length needed for read/pair '\n 'inclusion. (Default: %(default)s)',\n metavar='INT',\n default=0,\n type=int,\n required=False)\n\n return parser\n\n\ndef gtf_options(suppress=False):\n \"\"\"\n Arguments present whenever a BED/GTF file can be used\n \"\"\"\n if suppress:\n parser = argparse.ArgumentParser(add_help=False)\n group = parser\n else:\n parser = argparse.ArgumentParser(add_help=False)\n group = parser.add_argument_group('GTF/BED12 options')\n\n if suppress:\n help = argparse.SUPPRESS\n else:\n help = 'When either a BED12 or GTF file are used to provide \\\n regions, perform the computation on the merged exons, \\\n rather than using the genomic interval defined by the \\\n 5-prime and 3-prime most transcript bound (i.e., columns \\\n 2 and 3 of a BED file). If a BED3 or BED6 file is used \\\n as input, then columns 2 and 3 are used as an exon. (Default: %(default)s)'\n\n group.add_argument('--metagene',\n help=help,\n action='store_true',\n dest='keepExons')\n\n if suppress is False:\n help = 'When a GTF file is used to provide regions, only \\\n entries with this value as their feature (column 3) \\\n will be processed as transcripts. (Default: %(default)s)'\n\n group.add_argument('--transcriptID',\n help=help,\n default='transcript')\n\n if suppress is False:\n help = 'When a GTF file is used to provide regions, only \\\n entries with this value as their feature (column 3) \\\n will be processed as exons. CDS would be another common \\\n value for this. (Default: %(default)s)'\n\n group.add_argument('--exonID',\n help=help,\n default='exon')\n\n if suppress is False:\n help = 'Each region has an ID (e.g., ACTB) assigned to it, \\\n which for BED files is either column 4 (if it exists) \\\n or the interval bounds. For GTF files this is instead \\\n stored in the last column as a key:value pair (e.g., as \\\n \\'transcript_id \"ACTB\"\\', for a key of transcript_id \\\n and a value of ACTB). In some cases it can be \\\n convenient to use a different identifier. To do so, set \\\n this to the desired key. (Default: %(default)s)'\n\n group.add_argument('--transcript_id_designator',\n help=help,\n default='transcript_id')\n\n return parser\n\n\ndef normalization_options():\n \"\"\"Common arguments related to read coverage normalization\n \"\"\"\n parser = argparse.ArgumentParser(add_help=False)\n group = parser.add_argument_group('Read coverage normalization options')\n\n group.add_argument('--effectiveGenomeSize',\n help='The effective genome size is the portion '\n 'of the genome that is mappable. Large fractions of '\n 'the genome are stretches of NNNN that should be '\n 'discarded. Also, if repetitive regions were not '\n 'included in the mapping of reads, the effective '\n 'genome size needs to be adjusted accordingly. '\n 'A table of values is available here: '\n 'http://deeptools.readthedocs.io/en/latest/content/feature/effectiveGenomeSize.html .',\n default=None,\n type=int,\n required=False)\n\n group.add_argument('--normalizeUsing',\n help='Use one of the entered methods to '\n 'normalize the number of reads per bin. By default, no normalization is performed. '\n 'RPKM = Reads Per Kilobase per Million mapped reads; '\n 'CPM = Counts Per Million mapped reads, same as CPM in RNA-seq; '\n 'BPM = Bins Per Million mapped reads, same as TPM in RNA-seq; '\n 'RPGC = reads per genomic content (1x normalization); '\n 'Mapped reads are considered after blacklist filtering (if applied). '\n 'RPKM (per bin) = number of reads per bin / '\n '(number of mapped reads (in millions) * bin length (kb)). '\n 'CPM (per bin) = number of reads per bin / '\n 'number of mapped reads (in millions). '\n 'BPM (per bin) = number of reads per bin / '\n 'sum of all reads per bin (in millions). '\n 'RPGC (per bin) = number of reads per bin / '\n 'scaling factor for 1x average coverage. '\n 'None = the default and equivalent to not setting this option at all. '\n 'This scaling factor, in turn, is determined from the '\n 'sequencing depth: (total number of mapped reads * fragment length) / '\n 'effective genome size.\\nThe scaling factor used '\n 'is the inverse of the sequencing depth computed '\n 'for the sample to match the 1x coverage. This option requires --effectiveGenomeSize. '\n 'Each read is considered independently, '\n 'if you want to only count one mate from a pair in '\n 'paired-end data, then use the --samFlagInclude/--samFlagExclude options. (Default: %(default)s)',\n choices=['RPKM', 'CPM', 'BPM', 'RPGC', 'None'],\n default=None,\n required=False)\n\n group.add_argument('--exactScaling',\n help='Instead of computing scaling factors based on a sampling of the reads, '\n 'process all of the reads to determine the exact number that will be used in '\n 'the output. This requires significantly more time to compute, but will '\n 'produce more accurate scaling factors in cases where alignments that are '\n 'being filtered are rare and lumped together. In other words, this is only '\n 'needed when region-based sampling is expected to produce incorrect results.',\n action='store_true')\n\n group.add_argument('--ignoreForNormalization', '-ignore',\n help='A list of space-delimited chromosome names '\n 'containing those chromosomes that should be excluded '\n 'for computing the normalization. This is useful when considering '\n 'samples with unequal coverage across chromosomes, like male '\n 'samples. An usage examples is --ignoreForNormalization chrX chrM.',\n nargs='+')\n\n group.add_argument('--skipNonCoveredRegions', '--skipNAs',\n help='This parameter determines if non-covered regions '\n '(regions without overlapping reads) in a BAM file should '\n 'be skipped. The default is to treat those regions as having a value of zero. '\n 'The decision to skip non-covered regions '\n 'depends on the interpretation of the data. Non-covered regions '\n 'may represent, for example, repetitive regions that should be skipped.',\n action='store_true')\n\n group.add_argument('--smoothLength',\n metavar=\"INT bp\",\n help='The smooth length defines a window, larger than '\n 'the binSize, to average the number of reads. For '\n 'example, if the --binSize is set to 20 and the '\n '--smoothLength is set to 60, then, for each '\n 'bin, the average of the bin and its left and right '\n 'neighbors is considered. Any value smaller than '\n '--binSize will be ignored and no smoothing will be '\n 'applied.',\n type=int)\n\n return parser\n\n\ndef getParentArgParse(args=None, binSize=True, blackList=True):\n \"\"\"\n Typical arguments for several tools\n \"\"\"\n\n parser = argparse.ArgumentParser(add_help=False)\n optional = parser.add_argument_group('Optional arguments')\n\n optional.add_argument('--version', action='version',\n version='%(prog)s {}'.format(version('deeptools')))\n\n if binSize:\n optional.add_argument('--binSize', '-bs',\n help='Size of the bins, in bases, for the output '\n 'of the bigwig/bedgraph file. (Default: %(default)s)',\n metavar=\"INT bp\",\n type=int,\n default=50)\n\n optional.add_argument('--region', '-r',\n help='Region of the genome to limit the operation '\n 'to - this is useful when testing parameters to '\n 'reduce the computing time. The format is '\n 'chr:start:end, for example --region chr10 or '\n '--region chr10:456700:891000.',\n metavar=\"CHR:START:END\",\n required=False,\n type=genomicRegion)\n\n if blackList:\n optional.add_argument('--blackListFileName', '-bl',\n help=\"A BED or GTF file containing regions that should be excluded from all analyses. Currently this works by rejecting genomic chunks that happen to overlap an entry. Consequently, for BAM files, if a read partially overlaps a blacklisted region or a fragment spans over it, then the read/fragment might still be considered. Please note that you should adjust the effective genome size, if relevant.\",\n metavar=\"BED file\",\n nargs=\"+\",\n required=False)\n\n optional.add_argument('--numberOfProcessors', '-p',\n help='Number of processors to use. Type \"max/2\" to '\n 'use half the maximum number of processors or \"max\" '\n 'to use all available processors. (Default: %(default)s)',\n metavar=\"INT\",\n type=numberOfProcessors,\n default=1,\n required=False)\n\n optional.add_argument('--verbose', '-v',\n help='Set to see processing messages.',\n action='store_true')\n\n return parser\n\n\ndef numberOfProcessors(string):\n try:\n # won't work on macOS or windows\n # limit threads to what is available (e.g. grid submissions, issue #1199)\n availProc = len(os.sched_getaffinity(0))\n except AttributeError:\n availProc = multiprocessing.cpu_count()\n\n if string == \"max/2\": # default case\n # by default half of the available processors are used\n numberOfProcessors = int(availProc * 0.5)\n elif string == \"max\":\n # use all available processors\n numberOfProcessors = availProc\n else:\n try:\n numberOfProcessors = int(string)\n except ValueError:\n raise argparse.ArgumentTypeError(\n \"{} is not a valid number of processors\".format(string))\n\n except Exception as e:\n raise argparse.ArgumentTypeError(\"the given value {} is not valid. \"\n \"Error message: {}\\nThe number of \"\n \"available processors in your \"\n \"computer is {}.\".format(string, e, availProc))\n\n if numberOfProcessors > availProc:\n numberOfProcessors = availProc\n\n return numberOfProcessors\n\n\ndef genomicRegion(string):\n # remove whitespaces using split,join trick\n region = ''.join(string.split())\n if region == '':\n return None\n # remove undesired characters that may be present and\n # replace - by :\n # N.B., the syntax for translate() differs between python 2 and 3\n try:\n region = region.translate(None, \",;|!{}()\").replace(\"-\", \":\")\n except:\n region = region.translate({ord(i): None for i in \",;|!{}()\"})\n if len(region) == 0:\n raise argparse.ArgumentTypeError(\n \"{} is not a valid region\".format(string))\n return region\n\n\ndef writableFile(string):\n \"\"\"\n Simple function that tests if a given path is writable\n \"\"\"\n try:\n open(string, 'w').close()\n os.remove(string)\n except:\n msg = \"{} file can't be opened for writing\".format(string)\n raise argparse.ArgumentTypeError(msg)\n return string\n\n\n\"\"\"\nArguments used by heatmapper and profiler\n\"\"\"\n\n\ndef heatmapperMatrixArgs(args=None):\n parser = argparse.ArgumentParser(add_help=False)\n required = parser.add_argument_group('Required arguments')\n required.add_argument('--matrixFile', '-m',\n help='Matrix file from the computeMatrix tool.',\n type=argparse.FileType('r'),\n )\n\n required.add_argument('--outFileName', '-out', '-o',\n help='File name to save the image to. The file '\n 'ending will be used to determine the image '\n 'format. The available options are: \"png\", '\n '\"eps\", \"pdf\" and \"svg\", e.g., MyHeatmap.png.',\n type=writableFile,\n required=True)\n return parser\n\n\ndef heatmapperOutputArgs(args=None,\n mode=['heatmap', 'profile'][0]):\n parser = argparse.ArgumentParser(add_help=False)\n output = parser.add_argument_group('Output options')\n\n output.add_argument(\n '--outFileSortedRegions',\n help='File name into which the regions are saved '\n 'after skipping zeros or min/max threshold values. The '\n 'order of the regions in the file follows the sorting '\n 'order selected. This is useful, for example, to '\n 'generate other heatmaps while keeping the sorting of the '\n 'first heatmap. Example: Heatmap1sortedRegions.bed',\n metavar='FILE',\n type=argparse.FileType('w'))\n\n if mode == 'heatmap':\n output.add_argument('--outFileNameMatrix',\n help='If this option is given, then the matrix '\n 'of values underlying the heatmap will be saved '\n 'using this name, e.g. MyMatrix.gz.',\n metavar='FILE',\n type=writableFile)\n\n output.add_argument('--interpolationMethod',\n help='If the heatmap image contains a large number of columns '\n 'is usually better to use an interpolation method to produce '\n 'better results (see '\n 'https://matplotlib.org/examples/images_contours_and_fields/interpolation_methods.html). '\n 'Be default, plotHeatmap uses the method `nearest` if the number of columns is 1000 or '\n 'less. Otherwise it uses the bilinear method. This default behaviour can be changed by '\n 'using any of the following options: \"nearest\", \"bilinear\", \"bicubic\", '\n '\"gaussian\"',\n choices=['auto', 'nearest', 'bilinear', 'bicubic', 'gaussian'],\n metavar='STR',\n default='auto')\n elif mode == 'profile':\n output.add_argument('--outFileNameData',\n help='File name to save the data '\n 'underlying data for the average profile, e.g. '\n 'myProfile.tab.',\n type=writableFile)\n output.add_argument(\n '--dpi',\n help='Set the DPI to save the figure.',\n type=int,\n default=200)\n\n return parser\n\n\ndef heatmapperOptionalArgs(mode=['heatmap', 'profile'][0]):\n\n parser = argparse.ArgumentParser(add_help=False)\n cluster = parser.add_argument_group('Clustering arguments')\n cluster.add_argument(\n '--kmeans',\n help='Number of clusters to compute. When this '\n 'option is set, the matrix is split into clusters '\n 'using the k-means algorithm. Only works for data that '\n 'is not grouped, otherwise only the first group will '\n 'be clustered. If more specific clustering methods '\n 'are required, then save the underlying matrix '\n 'and run the clustering using other software. The plotting '\n 'of the clustering may fail with an error if a '\n 'cluster has very few members compared to the total number '\n 'or regions.',\n type=int)\n cluster.add_argument(\n '--hclust',\n help='Number of clusters to compute. When this '\n 'option is set, then the matrix is split into clusters '\n 'using the hierarchical clustering algorithm, using \"ward linkage\". '\n 'Only works for data that is not grouped, otherwise only the first '\n 'group will be clustered. --hclust could be very slow if you have '\n '>1000 regions. In those cases, you might prefer --kmeans or if more '\n 'clustering methods are required you can save the underlying matrix and run '\n 'the clustering using other software. The plotting of the clustering may '\n 'fail with an error if a cluster has very few members compared to the '\n 'total number of regions.',\n type=int)\n cluster.add_argument(\n '--silhouette',\n help='Compute the silhouette score for regions. This is only'\n ' applicable if clustering has been performed. The silhouette score'\n ' is a measure of how similar a region is to other regions in the'\n ' same cluster as opposed to those in other clusters. It will be reported'\n ' in the final column of the BED file with regions. The '\n 'silhouette evaluation can be very slow when you have more'\n 'than 100 000 regions.',\n action='store_true'\n )\n\n optional = parser.add_argument_group('Optional arguments')\n\n optional.add_argument(\"--help\", \"-h\", action=\"help\",\n help=\"show this help message and exit\")\n optional.add_argument('--version', action='version',\n version='%(prog)s {}'.format(version('deeptools')))\n if mode == 'profile':\n optional.add_argument(\n '--averageType',\n default='mean',\n choices=[\"mean\", \"median\", \"min\", \"max\", \"std\", \"sum\"],\n help='The type of statistic that should be used for the '\n 'profile. The options are: \"mean\", \"median\", \"min\", \"max\", '\n '\"sum\" and \"std\".')\n\n optional.add_argument('--plotHeight',\n help='Plot height in cm.',\n type=float,\n default=7)\n\n optional.add_argument('--plotWidth',\n help='Plot width in cm. The minimum value is 1 cm.',\n type=float,\n default=11)\n\n optional.add_argument(\n '--plotType',\n help='\"lines\" will plot the profile line based '\n 'on the average type selected. \"fill\" '\n 'fills the region between zero and the profile '\n 'curve. The fill in color is semi transparent to '\n 'distinguish different profiles. \"se\" and \"std\" '\n 'color the region between the profile and the '\n 'standard error or standard deviation of the data. '\n 'As in the case of '\n 'fill, a semi-transparent color is used. '\n '\"overlapped_lines\" plots each region\\'s value, one on '\n 'top of the other. \"heatmap\" plots a '\n 'summary heatmap.',\n choices=['lines', 'fill', 'se', 'std', 'overlapped_lines', 'heatmap'],\n default='lines')\n\n optional.add_argument('--colors',\n help='List of colors to use '\n 'for the plotted lines (N.B., not applicable to \\'--plotType overlapped_lines\\'). Color names '\n 'and html hex strings (e.g., #eeff22) '\n 'are accepted. The color names should '\n 'be space separated. For example, '\n '--colors red blue green ',\n nargs='+')\n\n optional.add_argument('--numPlotsPerRow',\n help='Number of plots per row',\n type=int,\n default=8)\n\n optional.add_argument('--clusterUsingSamples',\n help='List of sample numbers (order as in '\n 'matrix), that are used for clustering by '\n '--kmeans or --hclust if not given, all samples '\n 'are taken into account for clustering. '\n 'Example: --ClusterUsingSamples 1 3',\n type=int, nargs='+')\n\n elif mode == 'heatmap':\n optional.add_argument(\n '--plotType',\n help='\"lines\" will plot the profile line based '\n 'on the average type selected. \"fill\" '\n 'fills the region between zero and the profile '\n 'curve. The fill in color is semi transparent to '\n 'distinguish different profiles. \"se\" and \"std\" '\n 'color the region between the profile and the '\n 'standard error or standard deviation of the data.',\n choices=['lines', 'fill', 'se', 'std'],\n default='lines')\n optional.add_argument('--sortRegions',\n help='Whether the heatmap should present '\n 'the regions sorted. The default is '\n 'to sort in descending order based on '\n 'the mean value per region. Note that \"keep\" and \"no\" are the same thing.',\n choices=[\"descend\", \"ascend\", \"no\", \"keep\"],\n default='descend')\n\n optional.add_argument('--sortUsing',\n help='Indicate which method should be used for '\n 'sorting. For each row the method is computed. '\n 'For region_length, a dashed line is drawn at '\n 'the end of the region (reference point TSS and '\n 'center) or the beginning of the region '\n '(reference point TES) as appropriate.',\n choices=[\"mean\", \"median\", \"max\", \"min\", \"sum\",\n \"region_length\"],\n default='mean')\n\n optional.add_argument('--sortUsingSamples',\n help='List of sample numbers (order as in matrix), '\n 'which are used by --sortUsing for sorting. '\n 'If no value is set, it uses all samples. '\n 'Example: --sortUsingSamples 1 3',\n type=int, nargs='+')\n\n optional.add_argument('--linesAtTickMarks',\n help='Draw dashed lines from all tick marks through the heatmap. '\n 'This is then similar to the dashed line draw at region bounds '\n 'when using a reference point and --sortUsing region_length',\n action='store_true')\n\n optional.add_argument('--clusterUsingSamples',\n help='List of sample numbers (order as in '\n 'matrix), that are used for clustering by '\n '--kmeans or --hclust if not given, all samples '\n 'are taken into account for clustering. '\n 'Example: --ClusterUsingSamples 1 3',\n type=int, nargs='+')\n\n optional.add_argument(\n '--averageTypeSummaryPlot',\n default='mean',\n choices=[\"mean\", \"median\", \"min\",\n \"max\", \"std\", \"sum\"],\n help='Define the type of statistic that should be plotted in the '\n 'summary image above the heatmap. The options are: \"mean\", '\n '\"median\", \"min\", \"max\", \"sum\" and \"std\".')\n\n optional.add_argument(\n '--missingDataColor',\n default='black',\n help='If --missingDataAsZero was not set, such cases '\n 'will be colored in black by default. Using this '\n 'parameter, a different color can be set. A value '\n 'between 0 and 1 will be used for a gray scale '\n '(black is 0). For a list of possible color '\n 'names see: http://packages.python.org/ete2/'\n 'reference/reference_svgcolors.html. '\n 'Other colors can be specified using the #rrggbb '\n 'notation.')\n\n import matplotlib.pyplot as plt\n color_options = \"', '\".join([x for x in plt.colormaps() if not x.endswith('_r')])\n\n optional.add_argument(\n '--colorMap',\n help='Color map to use for the heatmap. If more than one heatmap is being plotted the color '\n 'of each heatmap can be enter individually (e.g. `--colorMap Reds Blues`). Color maps '\n 'are recycled if the number of color maps is smaller than the number of heatmaps being '\n 'plotted. Available values can be seen here: http://matplotlib.org/users/colormaps.html '\n 'The available options are: \\'' + color_options + '\\'',\n default=['RdYlBu'],\n nargs='+')\n\n optional.add_argument(\n '--alpha',\n default=1.0,\n type=check_float_0_1,\n help='The alpha channel (transparency) to use for the heatmaps. The default is 1.0 and values '\n 'must be between 0 and 1.')\n\n optional.add_argument(\n '--colorList',\n help='List of colors to use to create a colormap. For example, if `--colorList black,yellow,blue` '\n 'is set (colors separated by comas) then a color map that starts with black, continues to '\n 'yellow and finishes in blue is created. If this option is selected, it overrides the --colorMap '\n 'chosen. The list of valid color names can be seen here: '\n 'http://matplotlib.org/examples/color/named_colors.html '\n 'Hex colors are valid (e.g #34a2b1). If individual colors for different heatmaps '\n 'need to be specified they need to be separated by space as for example: '\n '`--colorList \"white,#cccccc\" \"white,darkred\"` '\n 'As for --colorMap, the color lists are recycled if their number is smaller thatn the number of'\n 'plotted heatmaps. '\n 'The number of transitions is defined by the --colorNumber option.',\n type=check_list_of_comma_values,\n nargs='+')\n\n optional.add_argument(\n '--colorNumber',\n help='N.B., --colorList is required for an effect. This controls the '\n 'number of transitions from one color to the other. If --colorNumber is '\n 'the number of colors in --colorList then there will be no transitions '\n 'between the colors.',\n type=int,\n default=256)\n\n optional.add_argument('--zMin', '-min',\n default=None,\n help='Minimum value for the heatmap intensities. Multiple values, separated by '\n 'spaces can be set for each heatmap. If the number of zMin values is smaller than'\n 'the number of heatmaps the values are recycled. If a value is set to \"auto\", it will be set '\n ' to the first percentile of the matrix values.',\n type=str,\n nargs='+')\n optional.add_argument('--zMax', '-max',\n default=None,\n help='Maximum value for the heatmap intensities. Multiple values, separated by '\n 'spaces can be set for each heatmap. If the number of zMax values is smaller than'\n 'the number of heatmaps the values are recycled. If a value is set to \"auto\", it will be set '\n ' to the 98th percentile of the matrix values.',\n type=str,\n nargs='+')\n optional.add_argument('--heatmapHeight',\n help='Plot height in cm. The default for the heatmap '\n 'height is 28. The minimum value is '\n '3 and the maximum is 100.',\n type=float,\n default=28)\n\n optional.add_argument('--heatmapWidth',\n help='Plot width in cm. The default value is 4 '\n 'The minimum value is 1 and the '\n 'maximum is 100.',\n type=float,\n default=4)\n optional.add_argument(\n '--whatToShow',\n help='The default is to include a summary or profile plot on top '\n 'of the heatmap and a heatmap colorbar. Other options are: '\n '\"plot and heatmap\", \"heatmap only\", \"heatmap and '\n 'colorbar\", and the default \"plot, heatmap and '\n 'colorbar\".',\n choices=[\"plot, heatmap and colorbar\",\n \"plot and heatmap\", \"heatmap only\",\n \"heatmap and colorbar\"],\n default='plot, heatmap and colorbar')\n\n optional.add_argument(\n '--boxAroundHeatmaps',\n help='By default black boxes are plot around heatmaps. This can be turned off '\n 'by setting --boxAroundHeatmaps no',\n default='yes')\n\n optional.add_argument('--xAxisLabel', '-x',\n default='gene distance (bp)',\n help='Description for the x-axis label.')\n\n # end elif\n optional.add_argument('--startLabel',\n default='TSS',\n help='[only for scale-regions mode] Label shown '\n 'in the plot for the start of '\n 'the region. Default is TSS (transcription '\n 'start site), but could be changed to anything, '\n 'e.g. \"peak start\". '\n 'Same for the --endLabel option. See below.')\n optional.add_argument('--endLabel',\n default='TES',\n help='[only for scale-regions mode] Label '\n 'shown in the plot for the region '\n 'end. Default is TES (transcription end site).')\n optional.add_argument('--refPointLabel',\n help='[only for reference-point mode] Label '\n 'shown in the plot for the '\n 'reference-point. Default '\n 'is the same as the reference point selected '\n '(e.g. TSS), but could be anything, e.g. '\n '\"peak start\".',\n default=None)\n\n optional.add_argument('--labelRotation',\n dest='label_rotation',\n help='Rotation of the X-axis labels in degrees. The default is 0, positive values denote a counter-clockwise rotation.',\n type=float,\n default=0.0)\n\n optional.add_argument('--nanAfterEnd',\n help=argparse.SUPPRESS,\n default=False)\n\n optional.add_argument('--regionsLabel', '-z',\n help='Labels for the regions plotted in the '\n 'heatmap. If more than one region is being '\n 'plotted, a list of labels separated by spaces is required. '\n 'If a label itself contains a space, then quotes are '\n 'needed. For example, --regionsLabel label_1, \"label 2\". ',\n nargs='+')\n\n optional.add_argument('--samplesLabel',\n help='Labels for the samples plotted. The '\n 'default is to use the file name of the '\n 'sample. The sample labels should be separated '\n 'by spaces and quoted if a label itself'\n 'contains a space E.g. --samplesLabel label-1 \"label 2\" ',\n nargs='+')\n\n optional.add_argument('--plotTitle', '-T',\n help='Title of the plot, to be printed on top of '\n 'the generated image. Leave blank for no title.',\n default='')\n\n optional.add_argument('--yAxisLabel', '-y',\n default='',\n help='Y-axis label for the top panel.')\n\n optional.add_argument('--yMin',\n default=None,\n nargs='+',\n help='Minimum value for the Y-axis. Multiple values, separated by '\n 'spaces can be set for each profile. If the number of yMin values is smaller than'\n 'the number of plots, the values are recycled.')\n optional.add_argument('--yMax',\n default=None,\n nargs='+',\n help='Maximum value for the Y-axis. Multiple values, separated by '\n 'spaces can be set for each profile. If the number of yMin values is smaller than'\n 'the number of plots, the values are recycled.')\n\n optional.add_argument('--legendLocation',\n default='best',\n choices=['best',\n 'upper-right',\n 'upper-left',\n 'upper-center',\n 'lower-left',\n 'lower-right',\n 'lower-center',\n 'center',\n 'center-left',\n 'center-right',\n 'none'\n ],\n help='Location for the legend in the summary plot. '\n 'Note that \"none\" does not work for the profiler.')\n\n optional.add_argument('--perGroup',\n help='The default is to plot all groups of regions by '\n 'sample. Using this option instead plots all samples by '\n 'group of regions. Note that this is only useful if you '\n 'have multiple groups of regions. by sample rather than '\n 'group.',\n action='store_true')\n\n optional.add_argument('--plotFileFormat',\n metavar='',\n help='Image format type. If given, this '\n 'option overrides the '\n 'image format based on the plotFile ending. '\n 'The available options are: \"png\", '\n '\"eps\", \"pdf\", \"plotly\" and \"svg\"',\n choices=['png', 'pdf', 'svg', 'eps', 'plotly'])\n\n optional.add_argument('--verbose',\n help='If set, warning messages and '\n 'additional information are given.',\n action='store_true')\n return parser\n\n\ndef requiredLength(minL, maxL):\n \"\"\"\n This is an optional action that can be given to argparse.add_argument(..., nargs='+')\n to allow a specified numeric range of arguments (e.g., \"only 1 or 2 arguments\").\n\n minL and maxL are the minimum and maximum length\n \"\"\"\n # https://stackoverflow.com/questions/4194948/python-argparse-is-there-a-way-to-specify-a-range-in-nargs\n class RequiredLength(argparse.Action):\n def __call__(self, parser, args, values, option_string=None):\n if not minL <= len(values) <= maxL:\n msg = 'argument \"{}\" requires between {} and {} arguments'.format(self.dest, minL, maxL)\n raise argparse.ArgumentTypeError(msg)\n setattr(args, self.dest, values)\n return RequiredLength\n"
},
{
"path": "deeptools/plotCorrelation.py",
"content": "#!/usr/bin/env python\n# -*- coding: utf-8 -*-\n\nimport sys\nimport argparse\nimport numpy as np\nimport matplotlib\nmatplotlib.use('Agg')\nmatplotlib.rcParams['pdf.fonttype'] = 42\nmatplotlib.rcParams['svg.fonttype'] = 'none'\nfrom deeptools import cm # noqa: F401\nimport matplotlib.pyplot as plt\nfrom importlib.metadata import version\nfrom deeptools.correlation import Correlation\nfrom deeptools.parserCommon import writableFile\n\nold_settings = np.seterr(all='ignore')\n\n\ndef parse_arguments(args=None):\n basic_args = plot_correlation_args()\n heatmap_parser = heatmap_options()\n scatter_parser = scatterplot_options()\n parser = argparse.ArgumentParser(\n formatter_class=argparse.RawDescriptionHelpFormatter,\n description=\"\"\"\nTool for the analysis and visualization of sample correlations based on the output of multiBamSummary or\nmultiBigwigSummary. Pearson or Spearman methods are available to compute correlation\ncoefficients. Results can be saved as multiple\nscatter plots depicting the pairwise correlations or as a clustered heatmap,\nwhere the colors represent the correlation coefficients and the clusters are constructed using complete linkage.\nOptionally, the values can be saved as tables, too.\n\n\ndetailed help:\n\n plotCorrelation -h\n\n\"\"\",\n epilog='example usages:\\n'\n 'plotCorrelation -in results_file --whatToPlot heatmap --corMethod pearson -o heatmap.png\\n\\n'\n ' \\n\\n',\n parents=[basic_args, heatmap_parser, scatter_parser],\n usage='plotCorrelation -in matrix.gz -c spearman -p heatmap -o plot.png\\n'\n 'help: plotCorrelation -h / plotCorrelation --help\\n')\n\n return parser\n\n\ndef plot_correlation_args():\n parser = argparse.ArgumentParser(add_help=False)\n required = parser.add_argument_group('Required arguments')\n\n # define the arguments\n required.add_argument('--corData', '-in',\n metavar='FILE',\n help='Compressed matrix of values generated by multiBigwigSummary or multiBamSummary',\n required=True)\n\n required.add_argument('--corMethod', '-c',\n help=\"Correlation method.\",\n choices=['spearman', 'pearson'],\n required=True)\n\n required.add_argument('--whatToPlot', '-p',\n help=\"Choose between a heatmap or pairwise scatter plots\",\n choices=['heatmap', 'scatterplot'],\n required=True)\n\n optional = parser.add_argument_group('Optional arguments')\n optional.add_argument('--plotFile', '-o',\n help='File to save the heatmap to. The file extension determines the format, '\n 'so heatmap.pdf will save the heatmap in PDF format. '\n 'The available formats are: .png, '\n '.eps, .pdf and .svg.',\n type=writableFile,\n metavar='FILE')\n\n optional.add_argument('--skipZeros',\n help='By setting this option, genomic regions '\n 'that have zero or missing (nan) values in all samples '\n 'are excluded.',\n action='store_true',\n required=False)\n\n optional.add_argument('--labels', '-l',\n metavar='sample1 sample2',\n help='User defined labels instead of default labels from '\n 'file names. '\n 'Multiple labels have to be separated by spaces, e.g. '\n '--labels sample1 sample2 sample3',\n nargs='+')\n\n optional.add_argument('--plotTitle', '-T',\n help='Title of the plot, to be printed on top of '\n 'the generated image. Leave blank for no title. (Default: %(default)s)',\n default='')\n\n optional.add_argument('--plotFileFormat',\n metavar='FILETYPE',\n help='Image format type. If given, this option '\n 'overrides the image format based on the plotFile '\n 'ending. The available options are: png, '\n 'eps, pdf and svg.',\n choices=['png', 'pdf', 'svg', 'eps', 'plotly'])\n\n optional.add_argument(\n '--removeOutliers',\n help='If set, bins with very large counts are removed. '\n 'Bins with abnormally high reads counts artificially increase '\n 'pearson correlation; that\\'s why, multiBamSummary tries '\n 'to remove outliers using the median absolute deviation (MAD) '\n 'method applying a threshold of 200 to only consider extremely '\n 'large deviations from the median. The ENCODE blacklist page '\n '(https://sites.google.com/site/anshulkundaje/projects/blacklists) '\n 'contains useful information about regions with unusually high counts'\n 'that may be worth removing.',\n action='store_true')\n\n optional.add_argument('--version', action='version',\n version='%(prog)s {}'.format(version('deeptools')))\n\n group = parser.add_argument_group('Output optional options')\n\n group.add_argument('--outFileCorMatrix',\n help='Save matrix with pairwise correlation values to a tab-separated file.',\n metavar='FILE',\n type=writableFile)\n\n return parser\n\n\ndef scatterplot_options():\n \"\"\"\n Options specific for creating the scatter plot\n \"\"\"\n parser = argparse.ArgumentParser(add_help=False)\n scatter_opts = parser.add_argument_group('Scatter plot options')\n\n scatter_opts.add_argument('--xRange',\n help='The X axis range. The default scales these such that the full range of dots is displayed.',\n type=int,\n nargs=2,\n default=None)\n\n scatter_opts.add_argument('--yRange',\n help='The Y axis range. The default scales these such that the full range of dots is displayed.',\n type=int,\n nargs=2,\n default=None)\n\n scatter_opts.add_argument('--log1p',\n help='Plot the natural log of the scatter plot after adding 1. Note that this is ONLY for plotting, the correlation is unaffected.',\n action='store_true')\n\n return parser\n\n\ndef heatmap_options():\n \"\"\"\n Options for generating the correlation heatmap\n \"\"\"\n parser = argparse.ArgumentParser(add_help=False)\n heatmap = parser.add_argument_group('Heatmap options')\n\n heatmap.add_argument('--plotHeight',\n help='Plot height in cm. (Default: %(default)s)',\n type=float,\n default=9.5)\n\n heatmap.add_argument('--plotWidth',\n help='Plot width in cm. The minimum value is 1 cm. (Default: %(default)s)',\n type=float,\n default=11)\n\n heatmap.add_argument('--zMin', '-min',\n default=None,\n help='Minimum value for the heatmap intensities. '\n 'If not specified, the value is set automatically',\n type=float)\n\n heatmap.add_argument('--zMax', '-max',\n default=None,\n help='Maximum value for the heatmap intensities.'\n 'If not specified, the value is set automatically',\n type=float)\n\n heatmap.add_argument(\n '--colorMap', default='jet',\n metavar='',\n help='Color map to use for the heatmap. Available values can be '\n 'seen here: '\n 'http://matplotlib.org/examples/color/colormaps_reference.html')\n\n heatmap.add_argument('--plotNumbers',\n help='If set, then the correlation number is plotted '\n 'on top of the heatmap. This option is only valid when plotting a heatmap.',\n action='store_true',\n required=False)\n\n return parser\n\n\ndef main(args=None):\n\n args = parse_arguments().parse_args(args)\n\n if args.plotFile is None and args.outFileCorMatrix is None:\n sys.exit(\"At least one of --plotFile and --outFileCorMatrix must be specified!\\n\")\n\n corr = Correlation(args.corData,\n args.corMethod,\n labels=args.labels,\n remove_outliers=args.removeOutliers,\n skip_zeros=args.skipZeros)\n\n if args.corMethod == 'pearson':\n # test if there are outliers and write a message recommending the removal\n if len(corr.get_outlier_indices(np.asarray(corr.matrix).flatten())) > 0:\n if args.removeOutliers:\n sys.stderr.write(\"\\nOutliers were detected in the data. They \"\n \"will be removed to avoid bias \"\n \"in the pearson correlation.\\n\")\n\n else:\n sys.stderr.write(\"\\nOutliers were detected in the data. Consider \"\n \"using the --removeOutliers parameter to avoid a bias \"\n \"in the pearson correlation.\\n\")\n\n if args.colorMap:\n try:\n plt.get_cmap(args.colorMap)\n except ValueError as error:\n sys.stderr.write(\n \"A problem was found. Message: {}\\n\".format(error))\n exit()\n\n if args.plotFile is not None:\n if args.whatToPlot == 'scatterplot':\n corr.plot_scatter(args.plotFile,\n plot_title=args.plotTitle,\n image_format=args.plotFileFormat,\n xRange=args.xRange,\n yRange=args.yRange,\n log1p=args.log1p)\n else:\n corr.plot_correlation(args.plotFile,\n vmax=args.zMax,\n vmin=args.zMin,\n colormap=args.colorMap,\n plot_title=args.plotTitle,\n image_format=args.plotFileFormat,\n plot_numbers=args.plotNumbers,\n plotWidth=args.plotWidth,\n plotHeight=args.plotHeight)\n\n if args.outFileCorMatrix:\n o = open(args.outFileCorMatrix, \"w\")\n o.write(\"#plotCorrelation --outFileCorMatrix\\n\")\n corr.save_corr_matrix(o)\n o.close()\n"
},
{
"path": "deeptools/plotCoverage.py",
"content": "#!/usr/bin/env python\n# -*- coding: utf-8 -*-\n\nimport os\nimport sys\nimport argparse\nimport numpy as np\n\nimport matplotlib\nmatplotlib.use('Agg')\nmatplotlib.rcParams['pdf.fonttype'] = 42\nmatplotlib.rcParams['svg.fonttype'] = 'none'\nfrom deeptools import cm # noqa: F401\nimport matplotlib.pyplot as plt\nimport plotly.offline as py\nimport plotly.graph_objs as go\nfrom importlib.metadata import version\nimport deeptools.countReadsPerBin as countR\nfrom deeptools import parserCommon\nfrom deeptools.utilities import smartLabels\n\nold_settings = np.seterr(all='ignore')\n\n\ndef parse_arguments(args=None):\n parent_parser = parserCommon.getParentArgParse(binSize=False)\n read_options_parser = parserCommon.read_options()\n\n parser = \\\n argparse.ArgumentParser(\n parents=[required_args(), parent_parser, read_options_parser],\n formatter_class=argparse.RawDescriptionHelpFormatter,\n add_help=False,\n description=\"\"\"\n\nThis tool is useful to assess the sequencing depth of a given sample.\nIt samples 1 million bp, counts the number of overlapping reads and can report\na histogram that tells you how many bases are covered how many times.\nMultiple BAM files are accepted, but they all should correspond to the same genome assembly.\n\ndetailed usage help:\n $ plotCoverage -h\n\n\"\"\",\n epilog='example usages:\\nplotCoverage '\n '--bamfiles file1.bam file2.bam -o results.png\\n\\n'\n ' \\n\\n',\n conflict_handler='resolve',\n usage='plotCoverage -b sample1.bam sample2.bam -o coverage.png \\n'\n 'help: plotCoverage -h / plotCoverage --help\\n')\n\n parser.add_argument('--version', action='version',\n version='%(prog)s {}'.format(version('deeptools')))\n\n return parser\n\n\ndef process_args(args=None):\n args = parse_arguments().parse_args(args)\n\n if not args.labels:\n if args.smartLabels:\n args.labels = smartLabels(args.bamfiles)\n else:\n args.labels = [os.path.basename(x) for x in args.bamfiles]\n if args.labels and len(args.bamfiles) != len(args.labels):\n sys.exit(\"The number of labels does not match the number of BAM files.\")\n\n return args\n\n\ndef required_args():\n parser = argparse.ArgumentParser(add_help=False)\n required = parser.add_argument_group('Required arguments')\n\n required.add_argument('--bamfiles', '-b',\n metavar='FILE1 FILE2',\n help='List of indexed BAM files separated by spaces.',\n nargs='+',\n required=True)\n\n optional = parser.add_argument_group('Optional arguments')\n\n optional.add_argument(\"--help\", \"-h\", action=\"help\",\n help=\"show this help message and exit\")\n\n optional.add_argument('--plotFile', '-o',\n type=parserCommon.writableFile,\n help='File name to save the plot to.')\n\n optional.add_argument('--labels', '-l',\n metavar='sample1 sample2',\n help='User defined labels instead of default labels from '\n 'file names. '\n 'Multiple labels have to be separated by spaces, e.g. '\n '--labels sample1 sample2 sample3',\n nargs='+')\n\n optional.add_argument('--smartLabels',\n action='store_true',\n help='Instead of manually specifying labels for the input '\n 'BAM files, this causes deepTools to use the file name '\n 'after removing the path and extension.')\n\n optional.add_argument('--plotTitle', '-T',\n help='Title of the plot, to be printed on top of '\n 'the generated image. Leave blank for no title. (Default: %(default)s)',\n default='')\n\n optional.add_argument('--skipZeros',\n help='By setting this option, genomic regions '\n 'that have zero or nan values in _all_ samples '\n 'are excluded.',\n action='store_true',\n required=False)\n\n optional.add_argument('--numberOfSamples', '-n',\n help='Number of 1 bp regions to sample. (Default: %(default)s)',\n required=False,\n type=int,\n default=1000000)\n\n optional.add_argument('--BED',\n help='Limits the coverage analysis to '\n 'the regions specified in these files. This overrides --numberOfSamples. '\n 'Due to memory requirements, it is inadvised to combine this with '\n '--outRawCounts or many tens of thousands of regions, as per-base '\n 'coverage is used!',\n metavar='FILE1.bed FILE2.bed',\n nargs='+')\n\n optional.add_argument('--outRawCounts',\n help='Save raw counts (coverages) to file.',\n type=parserCommon.writableFile,\n metavar='FILE')\n\n optional.add_argument('--outCoverageMetrics',\n help='Save percentage of bins/regions above the specified thresholds to '\n 'the specified file. The coverage thresholds are specified by '\n '--coverageThresholds. If no coverage thresholds are specified, the file '\n 'will be empty.',\n type=parserCommon.writableFile,\n metavar='FILE')\n\n optional.add_argument('--coverageThresholds', '-ct',\n type=int,\n action=\"append\",\n help='The percentage of reported bins/regions with signal at least as '\n 'high as the given threshold. This can be specified multiple times.')\n\n optional.add_argument('--plotHeight',\n help='Plot height in cm. (Default: %(default)s)',\n type=float,\n default=5.0)\n\n optional.add_argument('--plotWidth',\n help='Plot width in cm. The minimum value is 1 cm. (Default: %(default)s)',\n type=float,\n default=15.0)\n\n optional.add_argument('--plotFileFormat',\n metavar='FILETYPE',\n help='Image format type. If given, this option '\n 'overrides the image format based on the plotFile '\n 'ending. The available options are: png, '\n 'eps, pdf, svg and plotly.',\n default=None,\n choices=['png', 'pdf', 'svg', 'eps', 'plotly'])\n\n return parser\n\n\ndef main(args=None):\n args = process_args(args)\n\n if not args.outRawCounts and not args.plotFile and not args.outCoverageMetrics:\n sys.exit(\"At least one of --plotFile, --outRawCounts and --outCoverageMetrics are required.\\n\")\n\n if 'BED' in args:\n bed_regions = args.BED\n else:\n bed_regions = None\n\n cr = countR.CountReadsPerBin(args.bamfiles,\n binLength=1,\n bedFile=bed_regions,\n numberOfSamples=args.numberOfSamples,\n numberOfProcessors=args.numberOfProcessors,\n verbose=args.verbose,\n region=args.region,\n blackListFileName=args.blackListFileName,\n extendReads=args.extendReads,\n minMappingQuality=args.minMappingQuality,\n ignoreDuplicates=args.ignoreDuplicates,\n center_read=args.centerReads,\n samFlag_include=args.samFlagInclude,\n samFlag_exclude=args.samFlagExclude,\n minFragmentLength=args.minFragmentLength,\n maxFragmentLength=args.maxFragmentLength,\n bed_and_bin=True,\n out_file_for_raw_data=args.outRawCounts)\n\n num_reads_per_bin = cr.run()\n\n if args.outCoverageMetrics and args.coverageThresholds:\n args.coverageThresholds.sort() # Galaxy in particular tends to give things in a weird order\n of = open(args.outCoverageMetrics, \"w\")\n of.write(\"Sample\\tThreshold\\tPercent\\n\")\n nbins = float(num_reads_per_bin.shape[0])\n for thresh in args.coverageThresholds:\n vals = np.sum(num_reads_per_bin >= thresh, axis=0)\n for lab, val in zip(args.labels, vals):\n of.write(\"{}\\t{}\\t{:6.3f}\\n\".format(lab, thresh, 100. * val / nbins))\n of.close()\n\n if args.outRawCounts:\n # append to the generated file the\n # labels\n header = \"#plotCoverage --outRawCounts\\n#'chr'\\t'start'\\t'end'\\t\"\n header += \"'\" + \"'\\t'\".join(args.labels) + \"'\\n\"\n f = open(args.outRawCounts, 'r+')\n content = f.read()\n f.seek(0, 0)\n f.write(header + content)\n f.close()\n\n if num_reads_per_bin.shape[0] < 2:\n exit(\"ERROR: too few non-zero bins found.\\n\"\n \"If using --region please check that this \"\n \"region is covered by reads.\\n\")\n\n if args.skipZeros:\n num_reads_per_bin = countR.remove_row_of_zeros(num_reads_per_bin)\n\n if args.plotFile:\n if args.plotFileFormat == 'plotly':\n fig = go.Figure()\n fig['layout']['xaxis1'] = {'domain': [0.0, 0.48], 'anchor': 'x1', 'title': 'coverage (#reads per base)'}\n fig['layout']['xaxis2'] = {'domain': [0.52, 1.0], 'anchor': 'x2', 'title': 'coverage (#reads per base)'}\n fig['layout']['yaxis1'] = {'domain': [0.0, 1.0], 'anchor': 'x1', 'title': 'fraction of bases sampled'}\n fig['layout']['yaxis2'] = {'domain': [0.0, 1.0], 'anchor': 'x2', 'title': 'fraction of bases sampled >= coverage'}\n fig['layout'].update(title=args.plotTitle)\n else:\n fig, axs = plt.subplots(1, 2, figsize=(args.plotWidth, args.plotHeight))\n plt.suptitle(args.plotTitle)\n\n # plot up to two std from mean\n num_reads_per_bin = num_reads_per_bin.astype(int)\n sample_mean = num_reads_per_bin.mean(axis=0)\n sample_std = num_reads_per_bin.std(axis=0)\n sample_max = num_reads_per_bin.max(axis=0)\n sample_min = num_reads_per_bin.min(axis=0)\n sample_25 = np.percentile(num_reads_per_bin, 25, axis=0)\n sample_50 = np.percentile(num_reads_per_bin, 50, axis=0)\n sample_75 = np.percentile(num_reads_per_bin, 75, axis=0)\n\n # use the largest 99th percentile from all samples to set the x_max value\n x_max = np.max(np.percentile(num_reads_per_bin, 99, axis=0))\n # plot coverage\n # print headers for text output\n print(\"sample\\tmean\\tstd\\tmin\\t25%\\t50%\\t75%\\tmax\")\n # the determination of a sensible value for y_max of the first plot (fraction of bases sampled vs.\n # coverage) is important because, depending on the data,\n # it becomes very difficult to see the lines in the plot. For example, if the coverage of a sample\n # is a nice gaussian curve with a large mean of 50. Then a sensible range for the y axis (fraction of\n # reads having coverage=x) is (0, 0.02) which nicely shows the coverage curve. If instead the coverage is\n # very por and centers close to 1 then a good y axis range is (0,1).\n\n # the current implementation aims to find the y_value for which 50% of the reads >= x (coverage) and\n # sets that as the x_axis range.\n y_max = []\n data = []\n # We need to manually set the line colors so they're shared between the two plots.\n plotly_colors = [\"#d73027\", \"#fc8d59\", \"#f33090\", \"#e0f3f8\", \"#91bfdb\", \"#4575b4\"]\n plotly_styles = sum([6 * [\"solid\"], 6 * [\"dot\"], 6 * [\"dash\"], 6 * [\"longdash\"], 6 * [\"dashdot\"], 6 * [\"longdashdot\"]], [])\n for idx, col in enumerate(num_reads_per_bin.T):\n if args.plotFile:\n frac_reads_per_coverage = np.bincount(col.astype(int)).astype(float) / num_reads_per_bin.shape[0]\n csum = np.bincount(col.astype(int))[::-1].cumsum()\n csum_frac = csum.astype(float)[::-1] / csum.max()\n if args.plotFileFormat == 'plotly':\n color = plotly_colors[idx % len(plotly_colors)]\n dash = plotly_styles[idx % len(plotly_styles)]\n trace = go.Scatter(x=np.arange(0, int(x_max) - 1),\n y=frac_reads_per_coverage[:int(x_max)],\n mode='lines',\n xaxis='x1',\n yaxis='y1',\n line=dict(color=color, dash=dash),\n name=\"{}, mean={:.1f}\".format(args.labels[idx], sample_mean[idx]),\n legendgroup=\"{}\".format(idx))\n data.append(trace)\n trace = go.Scatter(x=np.arange(0, int(x_max) - 1),\n y=csum_frac[:int(x_max)],\n mode='lines',\n xaxis='x2',\n yaxis='y2',\n line=dict(color=color, dash=dash),\n name=args.labels[idx],\n showlegend=False,\n legendgroup=\"{}\".format(idx))\n data.append(trace)\n else:\n axs[0].plot(frac_reads_per_coverage, label=\"{}, mean={:.1f}\".format(args.labels[idx], sample_mean[idx]))\n axs[1].plot(csum_frac, label=args.labels[idx])\n # find the indexes (i.e. the x values) for which the cumulative distribution 'fraction of bases\n # sampled >= coverage' where fraction of bases sampled = 50%: `np.flatnonzero(csum_frac>0.5)`\n # then find the fraction of bases sampled that that have the largest x\n y_max.append(frac_reads_per_coverage[max(np.flatnonzero(csum_frac > 0.5))])\n print(\"{}\\t{:0.2f}\\t{:0.2f}\\t{}\\t{}\\t{}\\t{}\\t{}\\t\".format(args.labels[idx],\n sample_mean[idx],\n sample_std[idx],\n sample_min[idx],\n sample_25[idx],\n sample_50[idx],\n sample_75[idx],\n sample_max[idx],\n ))\n\n if args.plotFile:\n # Don't clip plots\n y_max = max(y_max)\n if args.plotFileFormat == \"plotly\":\n fig.add_traces(data)\n fig['layout']['yaxis1'].update(range=[0.0, min(1, y_max + (y_max * 0.10))])\n fig['layout']['yaxis2'].update(range=[0.0, 1.0])\n py.plot(fig, filename=args.plotFile, auto_open=False)\n else:\n axs[0].set_ylim(0, min(1, y_max + (y_max * 0.10)))\n axs[0].set_xlim(0, x_max)\n axs[0].set_xlabel('coverage (#reads per bp)')\n axs[0].legend(fancybox=True, framealpha=0.5)\n axs[0].set_ylabel('fraction of bases sampled')\n # plot cumulative coverage\n axs[1].set_xlim(0, x_max)\n axs[1].set_xlabel('coverage (#reads per bp)')\n axs[1].set_ylabel('fraction of bases sampled >= coverage')\n axs[1].legend(fancybox=True, framealpha=0.5)\n plt.savefig(args.plotFile, format=args.plotFileFormat)\n plt.close()\n\n\nif __name__ == \"__main__\":\n main()\n"
},
{
"path": "deeptools/plotEnrichment.py",
"content": "#!/usr/bin/env python\n# -*- coding: utf-8 -*-\n\nimport sys\nimport argparse\nimport numpy as np\nimport matplotlib\nmatplotlib.use('Agg')\nmatplotlib.rcParams['pdf.fonttype'] = 42\nmatplotlib.rcParams['svg.fonttype'] = 'none'\nfrom deeptools import cm # noqa: F401\nimport matplotlib.pyplot as plt\nimport matplotlib.gridspec as gridspec\n\nimport plotly.offline as py\nimport plotly.graph_objs as go\n\nfrom deeptools.mapReduce import mapReduce, getUserRegion, blSubtract\nfrom deeptools.getFragmentAndReadSize import get_read_and_fragment_length\nfrom deeptools.utilities import getCommonChrNames, mungeChromosome, getTLen, smartLabels\nfrom deeptools.bamHandler import openBam\nfrom deeptoolsintervals import Enrichment, GTF\nfrom deeptools.countReadsPerBin import CountReadsPerBin as cr\nfrom deeptools import parserCommon\n\n\nold_settings = np.seterr(all='ignore')\n\n\ndef parse_arguments(args=None):\n basic_args = plot_enrichment_args()\n\n # --region, --blackListFileName, -p and -v\n parent_parser = parserCommon.getParentArgParse(binSize=False)\n\n # --extend reads and such\n read_options = parserCommon.read_options()\n\n parser = argparse.ArgumentParser(\n formatter_class=argparse.RawDescriptionHelpFormatter,\n description=\"\"\"\nTool for calculating and plotting the signal enrichment in either regions in BED\nformat or feature types (column 3) in GTF format. The underlying datapoints can also be output.\nMetrics are plotted as a fraction of total reads. Regions in a BED file are assigned to the 'peak' feature.\n\ndetailed help:\n\n plotEnrichment -h\n\n\"\"\",\n epilog='example usages:\\n'\n 'plotEnrichment -b file1.bam file2.bam --BED peaks.bed -o enrichment.png\\n\\n'\n ' \\n\\n',\n parents=[basic_args, parent_parser, read_options],\n usage='plotEnrichment -b sample1.bam sample2.bam --BED peaks.bed -o enrichment.png\\n'\n 'help: plotEnrichment -h / plotEnrichment --help\\n')\n\n return parser\n\n\ndef plot_enrichment_args():\n parser = argparse.ArgumentParser(add_help=False)\n required = parser.add_argument_group('Required arguments')\n\n # define the arguments\n required.add_argument('--bamfiles', '-b',\n metavar='file1.bam file2.bam',\n help='List of indexed bam files separated by spaces.',\n nargs='+',\n required=True)\n\n required.add_argument('--BED',\n help='Limits the enrichment analysis to '\n 'the regions specified in these BED/GTF files. Enrichment '\n 'is calculated as the number of reads overlapping each '\n 'feature type. The feature type is column 3 in a GTF file '\n 'and \"peak\" for BED files.',\n metavar='FILE1.bed FILE2.bed',\n nargs='+',\n required=True)\n\n optional = parser.add_argument_group('Optional arguments')\n\n optional.add_argument('--plotFile', '-o',\n help='File to save the plot to. The file extension determines the format, '\n 'so heatmap.pdf will save the heatmap in PDF format. '\n 'The available formats are: .png, '\n '.eps, .pdf and .svg.',\n type=parserCommon.writableFile,\n metavar='FILE')\n\n optional.add_argument('--attributeKey',\n help='Instead of deriving labels from the feature column in a GTF file, '\n 'use the given attribute key, such as gene_biotype. For BED files or '\n 'entries without the attribute key, None is used as the label.')\n\n optional.add_argument('--labels', '-l',\n metavar='sample1 sample2',\n help='User defined labels instead of default labels from '\n 'file names. '\n 'Multiple labels have to be separated by spaces, e.g. '\n '--labels sample1 sample2 sample3',\n nargs='+')\n\n optional.add_argument('--smartLabels',\n action='store_true',\n help='Instead of manually specifying labels for the input '\n 'BAM/BED/GTF files, this causes deepTools to use the file name '\n 'after removing the path and extension. For BED/GTF files, the '\n 'eventual region name will be overriden if specified inside '\n 'the file.')\n\n optional.add_argument('--regionLabels',\n metavar=\"region1 region2\",\n help=\"For BED files, the label given to its region is \"\n \"the file name, but this can be overridden by providing \"\n \"a custom label. For GTF files this is ignored. Note \"\n \"that if you provide labels, you MUST provide one for each \"\n \"BED/GTF file, even though it will be ignored for GTF files.\",\n nargs='+')\n\n optional.add_argument('--plotTitle', '-T',\n help='Title of the plot, to be printed on top of '\n 'the generated image. Leave blank for no title. (Default: %(default)s)',\n default='')\n\n optional.add_argument('--plotFileFormat',\n metavar='FILETYPE',\n help='Image format type. If given, this option '\n 'overrides the image format based on the plotFile '\n 'ending. The available options are: png, '\n 'eps, pdf, plotly and svg.',\n choices=['png', 'pdf', 'svg', 'eps', 'plotly'])\n\n optional.add_argument('--outRawCounts',\n help='Save the counts per region to a tab-delimited file.',\n type=parserCommon.writableFile,\n metavar='FILE')\n\n optional.add_argument('--perSample',\n help='Group the plots by sample, rather than by feature type (the default).',\n action='store_true')\n\n optional.add_argument('--variableScales',\n help='By default, the y-axes are always 0-100. This allows the axis range to be restricted.',\n action='store_true')\n\n optional.add_argument('--plotHeight',\n help='Plot height in cm. (Default: %(default)s)',\n type=float,\n default=20)\n\n optional.add_argument('--plotWidth',\n help='Plot width in cm. The minimum value is 1 cm. (Default: %(default)s)',\n type=float,\n default=20)\n\n optional.add_argument('--colors',\n help='List of colors to use '\n 'for the plotted lines. Color names '\n 'and html hex strings (e.g., #eeff22) '\n 'are accepted. The color names should '\n 'be space separated. For example, '\n '--colors red blue green ',\n nargs='+')\n\n optional.add_argument('--numPlotsPerRow',\n help='Number of plots per row (Default: %(default)s)',\n type=int,\n default=4)\n\n optional.add_argument('--alpha',\n default=0.9,\n type=parserCommon.check_float_0_1,\n help='The alpha channel (transparency) to use for the bars. '\n 'The default is 0.9 and values must be between 0 and 1.')\n\n optional.add_argument('--Offset',\n help='Uses this offset inside of each read as the signal. This is useful in '\n 'cases like RiboSeq or GROseq, where the signal is 12, 15 or 0 bases past the '\n 'start of the read. This can be paired with the --filterRNAstrand option. '\n 'Note that negative values indicate offsets from the end of each read. A value '\n 'of 1 indicates the first base of the alignment (taking alignment orientation '\n 'into account). Likewise, a value of -1 is the last base of the alignment. An '\n 'offset of 0 is not permitted. If two values are specified, then they will be '\n 'used to specify a range of positions. Note that specifying something like '\n '--Offset 5 -1 will result in the 5th through last position being used, which '\n 'is equivalent to trimming 4 bases from the 5-prime end of alignments.',\n metavar='INT',\n type=int,\n nargs='+',\n required=False)\n\n bed12 = parser.add_argument_group('BED12 arguments')\n\n bed12.add_argument('--keepExons',\n help=\"For BED12 files, use each exon as a region, rather than columns 2/3\",\n action=\"store_true\")\n\n return parser\n\n\ndef getBAMBlocks(read, defaultFragmentLength, centerRead, offset=None):\n \"\"\"\n This is basically get_fragment_from_read from countReadsPerBin\n \"\"\"\n blocks = None\n maxPairedFragmentLength = 0\n if defaultFragmentLength != \"read length\":\n maxPairedFragmentLength = 4 * defaultFragmentLength\n\n if defaultFragmentLength == 'read length':\n blocks = read.get_blocks()\n else:\n if cr.is_proper_pair(read, maxPairedFragmentLength):\n if read.is_reverse:\n fragmentStart = read.next_reference_start\n fragmentEnd = read.reference_end\n else:\n fragmentStart = read.reference_start\n # the end of the fragment is defined as\n # the start of the forward read plus the insert length\n fragmentEnd = read.reference_start + abs(read.template_length)\n # Extend using the default fragment length\n else:\n if read.is_reverse:\n fragmentStart = read.reference_end - defaultFragmentLength\n fragmentEnd = read.reference_end\n else:\n fragmentStart = read.reference_start\n fragmentEnd = read.reference_start + defaultFragmentLength\n if centerRead:\n fragmentCenter = fragmentEnd - (fragmentEnd - fragmentStart) / 2\n fragmentStart = fragmentCenter - read.infer_query_length(always=False) / 2\n fragmentEnd = fragmentStart + read.infer_query_length(always=False)\n\n assert fragmentStart < fragmentEnd, \"fragment start greater than fragment\" \\\n \"end for read {}\".format(read.query_name)\n blocks = [(int(fragmentStart), int(fragmentEnd))]\n\n # Handle read offsets, if needed\n if offset is not None:\n rv = [(None, None)]\n if len(offset) > 1:\n if offset[0] > 0:\n offset[0] -= 1\n if offset[1] < 0:\n offset[1] += 1\n else:\n if offset[0] > 0:\n offset[0] -= 1\n offset = [offset[0], offset[0] + 1]\n else:\n offset = [offset[0], None]\n if offset[1] == 0:\n # -1 gets switched to 0, which screws things up\n offset = (offset[0], None)\n\n stretch = []\n # For the sake of simplicity, convert [(10, 20), (30, 40)] to [10, 11, 12, 13, ..., 40]\n # Then subset accordingly\n for block in blocks:\n stretch.extend(range(block[0], block[1]))\n if read.is_reverse:\n stretch = stretch[::-1]\n try:\n foo = stretch[offset[0]:offset[1]]\n except:\n return rv\n\n if len(foo) == 0:\n return rv\n if read.is_reverse:\n foo = foo[::-1]\n # Convert the stretch back to a list of tuples\n foo = np.array(foo)\n d = foo[1:] - foo[:-1]\n idx = np.argwhere(d > 1).flatten().tolist() # This now holds the interval bounds as a list\n idx.append(-1)\n last = 0\n blocks = []\n for i in idx:\n blocks.append((foo[last].astype(\"int\"), foo[i].astype(\"int\") + 1))\n last = i + 1\n return blocks\n\n\ndef getEnrichment_worker(arglist):\n \"\"\"\n This is the worker function of plotEnrichment.\n\n In short, given a region, iterate over all reads **starting** in it.\n Filter/extend them as requested and check each for an overlap with\n findOverlaps. For each overlap, increment the counter for that feature.\n \"\"\"\n chrom, start, end, args, defaultFragmentLength = arglist\n if args.verbose:\n sys.stderr.write(\"Processing {}:{}-{}\\n\".format(chrom, start, end))\n\n olist = []\n total = [0] * len(args.bamfiles)\n for idx, f in enumerate(args.bamfiles):\n odict = dict()\n for x in gtf.features:\n odict[x] = 0\n fh = openBam(f)\n\n chrom = mungeChromosome(chrom, fh.references)\n\n lpos = None\n prev_pos = set()\n for read in fh.fetch(chrom, start, end):\n # Filter\n if read.pos < start:\n # Ensure that a given alignment is processed only once\n continue\n if read.flag & 4:\n continue\n if args.minMappingQuality and read.mapq < args.minMappingQuality:\n continue\n if args.samFlagInclude and read.flag & args.samFlagInclude != args.samFlagInclude:\n continue\n if args.samFlagExclude and read.flag & args.samFlagExclude != 0:\n continue\n tLen = getTLen(read)\n if args.minFragmentLength > 0 and tLen < args.minFragmentLength:\n continue\n if args.maxFragmentLength > 0 and tLen > args.maxFragmentLength:\n continue\n if args.ignoreDuplicates:\n # Assuming more or less concordant reads, use the fragment bounds, otherwise the start positions\n if tLen >= 0:\n s = read.pos\n e = s + tLen\n else:\n s = read.pnext\n e = s - tLen\n if read.reference_id != read.next_reference_id:\n e = read.pnext\n if lpos is not None and lpos == read.reference_start \\\n and (s, e, read.next_reference_id, read.is_reverse) in prev_pos:\n continue\n if lpos != read.reference_start:\n prev_pos.clear()\n lpos = read.reference_start\n prev_pos.add((s, e, read.next_reference_id, read.is_reverse))\n total[idx] += 1\n\n # Get blocks, possibly extending\n features = gtf.findOverlaps(chrom, getBAMBlocks(read, defaultFragmentLength, args.centerReads, args.Offset))\n\n if features is not None and len(features) > 0:\n for x in features:\n odict[x] += 1\n olist.append(odict)\n return olist, gtf.features, total\n\n\ndef plotEnrichment(args, featureCounts, totalCounts, features):\n # get the number of rows and columns\n if args.perSample:\n totalPlots = len(args.bamfiles)\n barsPerPlot = len(features)\n else:\n totalPlots = len(features)\n barsPerPlot = len(args.bamfiles)\n cols = min(args.numPlotsPerRow, totalPlots)\n rows = np.ceil(totalPlots / float(args.numPlotsPerRow)).astype(int)\n\n # Handle the colors\n if not args.colors:\n cmap_plot = plt.get_cmap('jet')\n args.colors = cmap_plot(np.arange(barsPerPlot, dtype=float) / float(barsPerPlot))\n if args.plotFileFormat == 'plotly':\n args.colors = range(barsPerPlot)\n elif len(args.colors) < barsPerPlot:\n sys.exit(\"Error: {0} colors were requested, but {1} were needed!\".format(len(args.colors), barsPerPlot))\n\n data = []\n if args.plotFileFormat == 'plotly':\n fig = go.Figure()\n fig['layout'].update(title=args.plotTitle)\n domainWidth = .9 / cols\n domainHeight = .9 / rows\n bufferHeight = 0.0\n if rows > 1:\n bufferHeight = 0.1 / (rows - 1)\n bufferWidth = 0.0\n if cols > 1:\n bufferWidth = 0.1 / (cols - 1)\n else:\n grids = gridspec.GridSpec(rows, cols)\n plt.rcParams['font.size'] = 10.0\n\n # convert cm values to inches\n fig = plt.figure(figsize=(args.plotWidth / 2.54, args.plotHeight / 2.54))\n fig.suptitle(args.plotTitle, y=(1 - (0.06 / args.plotHeight)))\n\n for i in range(totalPlots):\n col = i % cols\n row = np.floor(i / float(args.numPlotsPerRow)).astype(int)\n\n if args.perSample:\n xlabels = features\n ylabel = \"% alignments in {0}\".format(args.labels[i])\n vals = [featureCounts[i][foo] for foo in features]\n vals = 100 * np.array(vals, dtype='float64') / totalCounts[i]\n else:\n xlabels = args.labels\n ylabel = \"% {0}\".format(features[i])\n vals = [foo[features[i]] for foo in featureCounts]\n vals = 100 * np.array(vals, dtype='float64') / np.array(totalCounts, dtype='float64')\n\n if args.plotFileFormat == 'plotly':\n xanchor = 'x{}'.format(i + 1)\n yanchor = 'y{}'.format(i + 1)\n base = row * (domainHeight + bufferHeight)\n domain = [base, base + domainHeight]\n fig['layout']['xaxis{}'.format(i + 1)] = {'domain': domain, 'anchor': yanchor}\n base = col * (domainWidth + bufferWidth)\n domain = [base, base + domainWidth]\n fig['layout']['yaxis{}'.format(i + 1)] = {'domain': domain, 'anchor': xanchor, 'title': ylabel}\n if args.variableScales is False:\n fig['layout']['yaxis{}'.format(i + 1)].update(range=[0, 100])\n trace = go.Bar(x=xlabels,\n y=vals,\n opacity=args.alpha,\n orientation='v',\n showlegend=False,\n xaxis=xanchor,\n yaxis=yanchor,\n name=ylabel,\n marker={'color': args.colors, 'line': {'color': args.colors}})\n data.append(trace)\n else:\n ax = plt.subplot(grids[row, col])\n ax.bar(np.arange(vals.shape[0]), vals, width=1.0, bottom=0.0, align='center', color=args.colors, edgecolor=args.colors, alpha=args.alpha)\n ax.set_ylabel(ylabel)\n ax.set_xticks(np.arange(vals.shape[0]))\n ax.set_xticklabels(xlabels, rotation='vertical')\n if args.variableScales is False:\n ax.set_ylim(0.0, 100.0)\n\n if args.plotFileFormat == 'plotly':\n fig.add_traces(data)\n py.plot(fig, filename=args.plotFile, auto_open=False)\n # colors\n else:\n plt.subplots_adjust(wspace=0.05, hspace=0.3, bottom=0.15, top=0.80)\n plt.tight_layout()\n plt.savefig(args.plotFile, dpi=200, format=args.plotFileFormat)\n plt.close()\n\n\ndef getChunkLength(args, chromSize):\n \"\"\"\n There's no point in parsing the GTF time over and over again needlessly.\n Emprically, it seems that adding ~4x the number of workers is ideal, since\n coverage is non-uniform. This is a heuristic way of approximating that.\n\n Note that if there are MANY small contigs and a few large ones (e.g., the\n max and median lengths are >10x different, then it's best to take a\n different tack.\n \"\"\"\n\n if args.region:\n chromSize, region_start, region_end, genomeChunkLength = getUserRegion(chromSize, args.region)\n rv = np.ceil((region_start - region_end) / float(4 * args.numberOfProcessors)).astype(int)\n return max(1, rv)\n\n bl = None\n if args.blackListFileName:\n bl = GTF(args.blackListFileName)\n\n lengths = []\n for k, v in chromSize:\n regs = blSubtract(bl, k, [0, v])\n for reg in regs:\n lengths.append(reg[1] - reg[0])\n\n if len(lengths) >= 4 * args.numberOfProcessors:\n rv = np.median(lengths).astype(int)\n # In cases like dm6 or GRCh38, there are a LOT of really small contigs, which will cause the median to be small and performance to tank\n if np.max(lengths) >= 10 * rv:\n rv = np.ceil(np.sum(lengths) / (4.0 * args.numberOfProcessors)).astype(int)\n else:\n rv = np.ceil(np.sum(lengths) / (4.0 * args.numberOfProcessors)).astype(int)\n\n return max(1, rv)\n\n\ndef main(args=None):\n\n args = parse_arguments().parse_args(args)\n\n if not args.outRawCounts and not args.plotFile:\n sys.exit(\"Error: You need to specify at least one of --plotFile or --outRawCounts!\\n\")\n\n if args.labels is None:\n args.labels = args.bamfiles\n if args.smartLabels:\n args.labels = smartLabels(args.bamfiles)\n if len(args.labels) != len(args.bamfiles):\n sys.exit(\"Error: The number of labels ({0}) does not match the number of BAM files ({1})!\".format(len(args.labels), len(args.bamfiles)))\n\n # Ensure that if we're given an attributeKey that it's not empty\n if args.attributeKey and args.attributeKey == \"\":\n args.attributeKey = None\n\n global gtf\n if not args.regionLabels and args.smartLabels:\n args.regionLabels = smartLabels(args.BED)\n gtf = Enrichment(args.BED, keepExons=args.keepExons, labels=args.regionLabels, attributeKey=args.attributeKey)\n\n # Get fragment size and chromosome dict\n fhs = [openBam(x) for x in args.bamfiles]\n chromSize, non_common_chr = getCommonChrNames(fhs, verbose=args.verbose)\n for fh in fhs:\n fh.close()\n\n frag_len_dict, read_len_dict = get_read_and_fragment_length(args.bamfiles[0],\n return_lengths=False,\n blackListFileName=args.blackListFileName,\n numberOfProcessors=args.numberOfProcessors,\n verbose=args.verbose)\n if args.extendReads:\n if args.extendReads is True:\n # try to guess fragment length if the bam file contains paired end reads\n if frag_len_dict:\n defaultFragmentLength = frag_len_dict['median']\n else:\n sys.exit(\"*ERROR*: library is not paired-end. Please provide an extension length.\")\n if args.verbose:\n print(\"Fragment length based on paired en data \"\n \"estimated to be {0}\".format(frag_len_dict['median']))\n elif args.extendReads < read_len_dict['median']:\n sys.stderr.write(\"*WARNING*: read extension is smaller than read length (read length = {}). \"\n \"Reads will not be extended.\\n\".format(int(read_len_dict['median'])))\n defaultFragmentLength = 'read length'\n elif args.extendReads > 2000:\n sys.exit(\"*ERROR*: read extension must be smaller that 2000. Value give: {} \".format(args.extendReads))\n else:\n defaultFragmentLength = args.extendReads\n else:\n defaultFragmentLength = 'read length'\n\n # Get the chunkLength\n chunkLength = getChunkLength(args, chromSize)\n\n # Map reduce to get the counts/file/feature\n res = mapReduce([args, defaultFragmentLength],\n getEnrichment_worker,\n chromSize,\n genomeChunkLength=chunkLength,\n region=args.region,\n blackListFileName=args.blackListFileName,\n numberOfProcessors=args.numberOfProcessors,\n verbose=args.verbose)\n\n features = res[0][1]\n featureCounts = []\n for i in list(range(len(args.bamfiles))):\n d = dict()\n for x in features:\n d[x] = 0\n featureCounts.append(d)\n\n # res is a list, with each element a list (length len(args.bamfiles)) of dicts\n totalCounts = [0] * len(args.bamfiles)\n for x in res:\n for i, y in enumerate(x[2]):\n totalCounts[i] += y\n for i, y in enumerate(x[0]):\n for k, v in y.items():\n featureCounts[i][k] += v\n\n # Make a plot\n if args.plotFile:\n plotEnrichment(args, featureCounts, totalCounts, features)\n\n # Raw counts\n if args.outRawCounts:\n of = open(args.outRawCounts, \"w\")\n of.write(\"file\\tfeatureType\\tpercent\\tfeatureReadCount\\ttotalReadCount\\n\")\n for i, x in enumerate(args.labels):\n for k, v in featureCounts[i].items():\n of.write(\"{0}\\t{1}\\t{2:5.2f}\\t{3}\\t{4}\\n\".format(x, k, (100.0 * v) / totalCounts[i], v, totalCounts[i]))\n of.close()\n"
},
{
"path": "deeptools/plotFingerprint.py",
"content": "#!/usr/bin/env python\n# -*- coding: utf-8 -*-\n\nimport numpy as np\nimport argparse\nimport sys\nimport matplotlib\nmatplotlib.use('Agg')\nmatplotlib.rcParams['pdf.fonttype'] = 42\nmatplotlib.rcParams['svg.fonttype'] = 'none'\nfrom deeptools import cm # noqa: F401\nimport matplotlib.pyplot as plt\nfrom scipy import interpolate\nfrom scipy.stats import poisson\n\nimport plotly.offline as py\nimport plotly.graph_objs as go\n\nimport deeptools.countReadsPerBin as countR\nimport deeptools.sumCoveragePerBin as sumR\nfrom deeptools import parserCommon\nfrom deeptools.utilities import smartLabels\n\nold_settings = np.seterr(all='ignore')\nMAXLEN = 10000000\n\n\ndef parse_arguments(args=None):\n parent_parser = parserCommon.getParentArgParse(binSize=False)\n required_args = get_required_args()\n output_args = get_output_args()\n optional_args = get_optional_args()\n read_options_parser = parserCommon.read_options()\n parser = argparse.ArgumentParser(\n parents=[required_args, output_args, read_options_parser,\n optional_args, parent_parser],\n formatter_class=argparse.ArgumentDefaultsHelpFormatter,\n description='This tool samples indexed BAM files '\n 'and plots a profile of cumulative read coverages for each. '\n 'All reads overlapping a window (bin) of the '\n 'specified length are counted; '\n 'these counts are sorted '\n 'and the cumulative sum is finally plotted. ',\n conflict_handler='resolve',\n usage='plotFingerprint -b treatment.bam control.bam '\n '-plot fingerprint.png\\n'\n 'help: plotFingerprint -h / plotFingerprint --help',\n add_help=False)\n\n return parser\n\n\ndef process_args(args=None):\n\n args = parse_arguments().parse_args(args)\n\n if args.JSDsample is not None and args.JSDsample not in args.bamfiles:\n args.bamfiles.append(args.JSDsample)\n if args.labels and len(args.bamfiles) == len(args.labels) - 1:\n args.labels.append(args.JSDsample)\n\n if not args.labels:\n if args.smartLabels:\n args.labels = smartLabels(args.bamfiles)\n else:\n args.labels = args.bamfiles\n\n if len(args.bamfiles) != len(args.labels):\n sys.exit(\"The number of labels does not match the number of BAM files.\")\n\n return args\n\n\ndef get_required_args():\n parser = argparse.ArgumentParser(add_help=False)\n required = parser.add_argument_group('Required arguments')\n\n # define the arguments\n required.add_argument('--bamfiles', '-b',\n metavar='bam files',\n nargs='+',\n help='List of indexed BAM files',\n required=True)\n return parser\n\n\ndef get_optional_args():\n parser = argparse.ArgumentParser(add_help=False,\n conflict_handler='resolve')\n optional = parser.add_argument_group('Optional arguments')\n optional.add_argument(\"--help\", \"-h\", action=\"help\",\n help=\"show this help message and exit\")\n\n optional.add_argument('--labels', '-l',\n metavar='',\n help='List of labels to use in the output. '\n 'If not given, the file names will be used instead. '\n 'Separate the labels by spaces.',\n nargs='+')\n\n optional.add_argument('--smartLabels',\n action='store_true',\n help='Instead of manually specifying labels for the input '\n 'BAM/bigWig files, this causes deepTools to use the file name '\n 'after removing the path and extension.')\n\n optional.add_argument('--binSize', '-bs',\n help='Window size in base pairs to '\n 'sample the genome. This times --numberOfSamples should be less than the genome size. (Default: %(default)s)',\n default=500,\n type=int)\n\n optional.add_argument('--numberOfSamples', '-n',\n help='The number of bins that are sampled from the genome, '\n 'for which the overlapping number of reads is computed. (Default: %(default)s)',\n default=5e5,\n type=int)\n\n optional.add_argument('--plotFileFormat',\n metavar='',\n help='image format type. If given, this option '\n 'overrides the image format based on the ending '\n 'given via --plotFile '\n 'ending. The available options are: \"png\", '\n '\"eps\", \"pdf\", \"plotly\" and \"svg\"',\n choices=['png', 'pdf', 'svg', 'eps', 'plotly'])\n\n optional.add_argument('--plotTitle', '-T',\n help='Title of the plot, to be printed on top of '\n 'the generated image. Leave blank for no title. (Default: %(default)s)',\n default='')\n\n optional.add_argument('--skipZeros',\n help='If set, then regions with zero overlapping reads'\n 'for *all* given BAM files are ignored. This '\n 'will result in a reduced number of read '\n 'counts than that specified in --numberOfSamples',\n action='store_true')\n\n optional.add_argument('--outQualityMetrics',\n help='Quality metrics can optionally be output to '\n 'this file. The file will have one row per input BAM '\n 'file and columns containing a number of metrics. '\n 'Please see the online documentation for a longer '\n 'explanation: http://deeptools.readthedocs.io/en/latest/content/feature/plotFingerprint_QC_metrics.html .',\n type=parserCommon.writableFile,\n metavar='FILE.txt')\n\n optional.add_argument('--JSDsample',\n help='Reference sample against which to compute the '\n 'Jensen-Shannon distance and the CHANCE statistics. '\n 'If this is not specified, '\n 'then these will not be calculated. If '\n '--outQualityMetrics is not specified then this will '\n 'be ignored. The Jensen-Shannon implementation is '\n 'based on code from Sitanshu Gakkhar at BCGSC. The '\n 'CHANCE implementation is based on code from Matthias '\n 'Haimel.',\n metavar='sample.bam')\n\n return parser\n\n\ndef get_output_args():\n parser = argparse.ArgumentParser(add_help=False)\n group = parser.add_argument_group('Output')\n group.add_argument('--plotFile', '-plot', '-o',\n help='File name of the output figure. The file '\n 'ending will be used to determine the image '\n 'format. The available options are typically: \"png\", '\n '\"eps\", \"pdf\" and \"svg\", e.g. : fingerprint.png.',\n type=parserCommon.writableFile,\n metavar='')\n\n group.add_argument('--outRawCounts',\n help='Output file name to save the read counts per bin.',\n type=parserCommon.writableFile,\n metavar='')\n\n return parser\n\n\ndef binRelEntropy(p, q):\n \"\"\"\n Return the relative binary entropy of x\n \"\"\"\n x1 = 0\n x2 = 0\n if p > 0:\n x1 = p * np.log2(p / q)\n if p < 1:\n x2 = (1 - p) * np.log2((1 - p) / (1 - q))\n return np.fmax(0.0, x1 + x2)\n\n\ndef getCHANCE(args, idx, mat):\n \"\"\"\n Compute the CHANCE p-value\n\n 1) In short, sort IP from lowest to highest, cosorting input at the same time.\n 2) Choose the argmax of the difference of the cumsum() of the above\n 3) Determine a scale factor according to the ratio at the position at step 2.\n \"\"\"\n # Get the index of the reference sample\n if args.JSDsample not in args.bamfiles:\n return [np.nan, np.nan, np.nan]\n refIdx = args.bamfiles.index(args.JSDsample)\n if refIdx == idx:\n return [np.nan, np.nan, np.nan]\n\n subMatrix = np.copy(mat[:, [idx, refIdx]])\n subMatrix[np.isnan(subMatrix)] = 0\n subMatrix = subMatrix[subMatrix[:, 0].argsort(), :]\n\n # Find the CHANCE statistic, which is the point of maximus difference\n cs = np.cumsum(subMatrix, axis=0)\n normed = cs / np.max(cs, axis=0).astype(float)\n csdiff = normed[:, 1] - normed[:, 0]\n k = np.argmax(csdiff)\n if csdiff[k] < 1e-6:\n # Don't bother with negative values\n return [0, 0, 0]\n p = normed[k, 0] # Percent enrichment in IP\n q = normed[k, 1] # Percent enrichment in input\n pcenrich = 100 * (len(csdiff) - k) / float(len(csdiff))\n diffenrich = 100.0 * (q - p)\n\n # CHANCE's JS divergence with binary entropy\n # Its p value is a ztest of this, which is largely useless IMO\n M = (p + q) / 2.0\n CHANCEdivergence = 0.5 * (binRelEntropy(p, M) + binRelEntropy(q, M))\n CHANCEdivergence = np.sqrt(CHANCEdivergence)\n\n return [pcenrich, diffenrich, CHANCEdivergence]\n\n\ndef getSyntheticJSD(vec):\n \"\"\"\n This is largely similar to getJSD, with the 'input' sample being a Poisson distribution with lambda the average coverage in the IP bins\n \"\"\"\n lamb = np.mean(vec) # Average coverage\n coverage = np.sum(vec)\n\n chip = np.zeros(MAXLEN, dtype=int)\n for val in vec:\n # N.B., we need to clip past the end of the array\n if val >= MAXLEN:\n val = MAXLEN - 1\n # This effectively removes differences due to coverage percentages\n if val > 0:\n chip[int(val)] += 1\n input = coverage * poisson.pmf(np.arange(1, MAXLEN), lamb)\n if chip[-1] > 0:\n print(\"{} bins had coverage over the maximum value of {} during synthetic JSD computation\".format(chip[-1], MAXLEN))\n\n return getJSDcommon(chip, input)\n\n\ndef getJSD(args, idx, mat):\n \"\"\"\n Computes the Jensen-Shannon distance between two samples. This is essentially\n a symmetric version of Kullback-Leibler divergence. The implementation\n presented here is based on code from Sitanshu Gakkhar at BCGSC.\n\n Note that the interpolation has the effect of removing zero count coverage\n bins, which ends up being needed for the JSD calculation.\n\n args: The input arguments\n idx: The column index of the current sample\n mat: The matrix of counts\n \"\"\"\n\n # Get the index of the reference sample\n if args.JSDsample not in args.bamfiles:\n return np.nan\n refIdx = args.bamfiles.index(args.JSDsample)\n if refIdx == idx:\n return np.nan\n\n # These will hold the coverage histograms\n chip = np.zeros(MAXLEN, dtype=int)\n input = np.zeros(MAXLEN, dtype=int)\n for row in mat:\n # ChIP\n val = row[idx]\n # N.B., we need to clip past the end of the array\n if val >= MAXLEN:\n val = MAXLEN - 1\n # This effectively removes differences due to coverage percentages\n if val > 0:\n chip[int(val)] += 1\n\n # Input\n val = row[refIdx]\n if val >= MAXLEN:\n val = MAXLEN - 1\n if val > 0:\n input[int(val)] += 1\n if input[-1] > 0:\n print(\"{} bins had coverage over the maximum value of {} in the input sample\".format(input[-1], MAXLEN))\n if chip[-1] > 0:\n print(\"{} bins had coverage over the maximum value of {} in the ChIP sample\".format(chip[-1], MAXLEN))\n\n return getJSDcommon(chip, input)\n\n\ndef getJSDcommon(chip, input):\n \"\"\"\n This is a continuation of getJSD to allow getSyntheticJSD to reuse code\n \"\"\"\n def signalAndBinDist(x):\n x = np.array(x)\n (n,) = x.shape\n signalValues = np.array(list(range(n)))\n totalSignal = x * signalValues\n normalizedTotalSignal = np.cumsum(totalSignal) / np.sum(totalSignal).astype(\"float\")\n binDist = np.cumsum(x).astype(\"float\") / sum(x)\n interpolater = interpolate.interp1d(binDist, normalizedTotalSignal, kind='linear', bounds_error=False, fill_value=(0, 1))\n return (binDist, normalizedTotalSignal, interpolater)\n\n # Interpolate the signals to evenly spaced bins, which also removes 0-coverage bins\n chipSignal = signalAndBinDist(chip)\n inputSignal = signalAndBinDist(input)\n\n # These are basically CDFs\n inputSignalInterp = inputSignal[2](np.arange(0, 1.00001, 0.00001))\n chipSignalInterp = chipSignal[2](np.arange(0, 1.00001, 0.00001))\n\n # If there are no low coverage bins then you can get nan as the first interpolated value.\n # That should instead be some small value\n if np.isnan(inputSignalInterp[0]):\n inputSignalInterp[0] = 1e-12\n if np.isnan(chipSignalInterp[0]):\n chipSignalInterp[0] = 1e-12\n\n # Differentiate to PMFs, do some sanity checking\n PMFinput = np.ediff1d(inputSignalInterp)\n PMFchip = np.ediff1d(chipSignalInterp)\n\n if abs(sum(PMFinput) - 1) > 0.01 or abs(sum(PMFchip) - 1) > 0.01:\n sys.stderr.write(\"Warning: At least one PMF integral is significantly different from 1! The JSD will not be returned\")\n return np.nan\n\n # Compute the JSD from the PMFs\n M = (PMFinput + PMFchip) / 2.0\n JSD = 0.5 * (np.nansum(PMFinput * np.log2(PMFinput / M))) + 0.5 * (np.nansum(PMFchip * np.log2(PMFchip / M)))\n # Round sqrt of JSD to 15 decimals, as planemo test has issue with rounding ?\n return round(np.sqrt(JSD), 15)\n\n\ndef getExpected(mu):\n \"\"\"\n Given a mean coverage mu, determine the AUC, X-intercept, and elbow point\n of a Poisson-distributed perfectly behaved input sample with the same coverage\n \"\"\"\n x = np.arange(round(poisson.interval(0.99999, mu=mu)[1] + 1)) # This will be an appropriate range\n pmf = poisson.pmf(x, mu=mu)\n cdf = poisson.cdf(x, mu=mu)\n cs = np.cumsum(pmf * x)\n cs /= max(cs)\n XInt = cdf[np.nonzero(cs)[0][0]]\n AUC = sum(poisson.pmf(x, mu=mu) * cs)\n elbow = cdf[np.argmax(cdf - cs)]\n return (AUC, XInt, elbow)\n\n\ndef main(args=None):\n args = process_args(args)\n\n if not args.plotFile and not args.outRawCounts and not args.outQualityMetrics:\n sys.stderr.write(\"\\nAt least one of --plotFile, --outRawCounts or --outQualityMetrics is required.\\n\")\n sys.exit(1)\n\n cr = sumR.SumCoveragePerBin(\n args.bamfiles,\n args.binSize,\n args.numberOfSamples,\n blackListFileName=args.blackListFileName,\n numberOfProcessors=args.numberOfProcessors,\n verbose=args.verbose,\n region=args.region,\n extendReads=args.extendReads,\n minMappingQuality=args.minMappingQuality,\n ignoreDuplicates=args.ignoreDuplicates,\n center_read=args.centerReads,\n samFlag_include=args.samFlagInclude,\n samFlag_exclude=args.samFlagExclude,\n minFragmentLength=args.minFragmentLength,\n maxFragmentLength=args.maxFragmentLength)\n\n num_reads_per_bin = cr.run()\n if num_reads_per_bin.sum() == 0:\n import sys\n sys.stderr.write(\n \"\\nNo reads were found in {} regions sampled. Check that the\\n\"\n \"min mapping quality is not overly high and that the \\n\"\n \"chromosome names between bam files are consistent.\\n\"\n \"For small genomes, decrease the --numberOfSamples.\\n\"\n \"\\n\".format(num_reads_per_bin.shape[0]))\n exit(1)\n\n if args.skipZeros:\n num_reads_per_bin = countR.remove_row_of_zeros(num_reads_per_bin)\n\n total = len(num_reads_per_bin[:, 0])\n x = np.arange(total).astype('float') / total # normalize from 0 to 1\n\n if args.plotFile is not None:\n i = 0\n # matplotlib won't iterate through line styles by itself\n pyplot_line_styles = sum([7 * [\"-\"], 7 * [\"--\"], 7 * [\"-.\"], 7 * [\":\"]], [])\n plotly_colors = [\"#d73027\", \"#fc8d59\", \"#f33090\", \"#e0f3f8\", \"#91bfdb\", \"#4575b4\"]\n plotly_line_styles = sum([6 * [\"solid\"], 6 * [\"dot\"], 6 * [\"dash\"], 6 * [\"longdash\"], 6 * [\"dashdot\"], 6 * [\"longdashdot\"]], [])\n data = []\n for i, reads in enumerate(num_reads_per_bin.T):\n count = np.cumsum(np.sort(reads))\n count = count / count[-1] # to normalize y from 0 to 1\n if args.plotFileFormat == 'plotly':\n trace = go.Scatter(x=x, y=count, mode='lines', name=args.labels[i])\n trace['line'].update(dash=plotly_line_styles[i % 36], color=plotly_colors[i % 6])\n data.append(trace)\n else:\n j = i % len(pyplot_line_styles)\n plt.plot(x, count, label=args.labels[i], linestyle=pyplot_line_styles[j])\n plt.xlabel('rank')\n plt.ylabel('fraction w.r.t. bin with highest coverage')\n # set the plotFileFormat explicitly to None to trigger the\n # format from the file-extension\n if not args.plotFileFormat:\n args.plotFileFormat = None\n\n if args.plotFileFormat == 'plotly':\n fig = go.Figure()\n fig.add_traces(data)\n fig['layout'].update(title=args.plotTitle)\n fig['layout']['xaxis1'].update(title=\"rank\")\n fig['layout']['yaxis1'].update(title=\"fraction w.r.t bin with highest coverage\")\n py.plot(fig, filename=args.plotFile, auto_open=False)\n else:\n plt.legend(loc='upper left')\n plt.suptitle(args.plotTitle)\n plt.savefig(args.plotFile, bbox_inches=0, format=args.plotFileFormat)\n plt.close()\n\n if args.outRawCounts is not None:\n of = open(args.outRawCounts, \"w\")\n of.write(\"#plotFingerprint --outRawCounts\\n\")\n of.write(\"'\" + \"'\\t'\".join(args.labels) + \"'\\n\")\n fmt = \"\\t\".join(np.repeat('%d', num_reads_per_bin.shape[1])) + \"\\n\"\n for row in num_reads_per_bin:\n of.write(fmt % tuple(row))\n of.close()\n\n if args.outQualityMetrics is not None:\n of = open(args.outQualityMetrics, \"w\")\n of.write(\"Sample\\tAUC\\tSynthetic AUC\\tX-intercept\\tSynthetic X-intercept\\tElbow Point\\tSynthetic Elbow Point\")\n if args.JSDsample:\n of.write(\"\\tJS Distance\\tSynthetic JS Distance\\t% genome enriched\\tdiff. enrichment\\tCHANCE divergence\")\n else:\n of.write(\"\\tSynthetic JS Distance\")\n of.write(\"\\n\")\n line = np.arange(num_reads_per_bin.shape[0]) / float(num_reads_per_bin.shape[0] - 1)\n for idx, reads in enumerate(num_reads_per_bin.T):\n counts = np.cumsum(np.sort(reads))\n counts = counts / float(counts[-1])\n AUC = np.sum(counts) / float(len(counts))\n XInt = (np.argmax(counts > 0) + 1) / float(counts.shape[0])\n elbow = (np.argmax(line - counts) + 1) / float(counts.shape[0])\n expected = getExpected(np.mean(reads)) # A tuple of expected (AUC, XInt, elbow)\n of.write(\"{0}\\t{1}\\t{2}\\t{3}\\t{4}\\t{5}\\t{6}\".format(args.labels[idx], AUC, expected[0], XInt, expected[1], elbow, expected[2]))\n if args.JSDsample:\n JSD = getJSD(args, idx, num_reads_per_bin)\n syntheticJSD = getSyntheticJSD(num_reads_per_bin[:, idx])\n CHANCE = getCHANCE(args, idx, num_reads_per_bin)\n of.write(\"\\t{0}\\t{1}\\t{2}\\t{3}\\t{4}\".format(JSD, syntheticJSD, CHANCE[0], CHANCE[1], CHANCE[2]))\n else:\n syntheticJSD = getSyntheticJSD(num_reads_per_bin[:, idx])\n of.write(\"\\t{0}\".format(syntheticJSD))\n of.write(\"\\n\")\n of.close()\n\n\nif __name__ == \"__main__\":\n main()\n"
},
{
"path": "deeptools/plotHeatmap.py",
"content": "#!/usr/bin/env python\n# -*- coding: utf-8 -*-\nfrom __future__ import division\n\nimport argparse\nfrom collections import OrderedDict\nimport numpy as np\nimport matplotlib\nmatplotlib.use('Agg')\nmatplotlib.rcParams['pdf.fonttype'] = 42\nmatplotlib.rcParams['svg.fonttype'] = 'none'\nimport matplotlib.pyplot as plt\nfrom matplotlib.font_manager import FontProperties\nimport matplotlib.gridspec as gridspec\nfrom matplotlib import ticker\nimport copy\nimport sys\nimport plotly.offline as py\nimport plotly.graph_objs as go\n\n# own modules\nfrom deeptools import cm # noqa: F401\nfrom deeptools import parserCommon\nfrom deeptools import heatmapper\nfrom deeptools.heatmapper_utilities import plot_single, plotly_single\nfrom deeptools.utilities import convertCmap\nfrom deeptools.computeMatrixOperations import filterHeatmapValues\n\ndebug = 0\nold_settings = np.seterr(all='ignore')\nplt.ioff()\n\n\ndef parse_arguments(args=None):\n parser = argparse.ArgumentParser(\n parents=[parserCommon.heatmapperMatrixArgs(),\n parserCommon.heatmapperOutputArgs(mode='heatmap'),\n parserCommon.heatmapperOptionalArgs(mode='heatmap')],\n formatter_class=argparse.ArgumentDefaultsHelpFormatter,\n description='This tool creates a heatmap for '\n 'scores associated with genomic regions. '\n 'The program requires a matrix file '\n 'generated by the tool ``computeMatrix``.',\n epilog='An example usage is: plotHeatmap -m matrix.gz',\n usage='plotHeatmap -m matrix.gz\\n'\n 'help: plotHeatmap -h / plotHeatmap --help',\n add_help=False)\n\n return parser\n\n\ndef process_args(args=None):\n args = parse_arguments().parse_args(args)\n\n args.heatmapHeight = args.heatmapHeight if args.heatmapHeight > 3 and args.heatmapHeight <= 100 else 10\n\n if not matplotlib.colors.is_color_like(args.missingDataColor):\n exit(\"The value {0} for --missingDataColor is not valid\".format(args.missingDataColor))\n\n args.boxAroundHeatmaps = True if args.boxAroundHeatmaps == 'yes' else False\n\n return args\n\n\ndef prepare_layout(hm_matrix, heatmapsize, showSummaryPlot, showColorbar, perGroup, colorbar_position, fig):\n \"\"\"\n prepare the plot layout\n as a grid having as many rows\n as samples (+1 for colobar)\n and as many rows as groups (or clusters) (+1 for profile plot)\n \"\"\"\n heatmapwidth, heatmapheight = heatmapsize\n\n numcols = hm_matrix.get_num_samples()\n numrows = hm_matrix.get_num_groups()\n if perGroup:\n numcols, numrows = numrows, numcols\n\n # the rows have different size depending\n # on the number of regions contained in the\n if perGroup:\n # heatmap\n height_ratio = np.array([np.amax(np.diff(hm_matrix.group_boundaries))] * numrows)\n # scale ratio to sum = heatmapheight\n height_ratio = heatmapheight * (height_ratio.astype(float) / height_ratio.sum())\n else:\n # heatmap\n height_ratio = np.diff(hm_matrix.group_boundaries)\n # scale ratio to sum = heatmapheight\n height_ratio = heatmapheight * (height_ratio.astype(float) / height_ratio.sum())\n\n # convert the height_ratio from numpy array back to list\n height_ratio = height_ratio.tolist()\n # the width ratio is equal for all heatmaps\n width_ratio = [heatmapwidth] * numcols\n\n if showColorbar:\n if colorbar_position == 'below':\n numrows += 2 # a spacer needs to be added to avoid overlaps\n height_ratio += [4 / 2.54] # spacer\n height_ratio += [1 / 2.54]\n else:\n numcols += 1\n width_ratio += [1 / 2.54]\n\n if showSummaryPlot:\n numrows += 2 # plus 2 because a spacer is added\n # make height of summary plot\n # proportional to the width of heatmap\n sumplot_height = heatmapwidth\n spacer_height = heatmapwidth / 8\n # scale height_ratios to convert from row\n # numbers to heatmapheigt fractions\n height_ratio = np.concatenate([[sumplot_height, spacer_height], height_ratio])\n\n grids = gridspec.GridSpec(numrows, numcols, height_ratios=height_ratio, width_ratios=width_ratio, figure=fig)\n\n return grids\n\n\ndef addProfilePlot(hm, plt, fig, grids, iterNum, iterNum2, perGroup, averageType, plot_type, yAxisLabel, color_list, yMin, yMax, wspace, hspace, colorbar_position, label_rotation=0.0):\n \"\"\"\n A function to add profile plots to the given figure, possibly in a custom grid subplot which mimics a tight layout (if wspace and hspace are not None)\n \"\"\"\n if wspace is not None and hspace is not None:\n if colorbar_position == 'side':\n gridsSub = gridspec.GridSpecFromSubplotSpec(1, iterNum, subplot_spec=grids[0, :-1], wspace=wspace, hspace=hspace)\n else:\n gridsSub = gridspec.GridSpecFromSubplotSpec(1, iterNum, subplot_spec=grids[0, :], wspace=wspace, hspace=hspace)\n\n ax_list = []\n globalYmin = np.inf\n globalYmax = -np.inf\n for sample_id in range(iterNum):\n if perGroup:\n title = hm.matrix.group_labels[sample_id]\n tickIdx = sample_id % hm.matrix.get_num_samples()\n else:\n title = hm.matrix.sample_labels[sample_id]\n tickIdx = sample_id\n if sample_id > 0 and len(yMin) == 1 and len(yMax) == 1:\n ax_profile = fig.add_subplot(grids[0, sample_id])\n else:\n if wspace is not None and hspace is not None:\n ax_profile = fig.add_subplot(gridsSub[0, sample_id])\n else:\n ax_profile = fig.add_subplot(grids[0, sample_id])\n\n ax_profile.set_title(title)\n for group in range(iterNum2):\n if perGroup:\n sub_matrix = hm.matrix.get_matrix(sample_id, group)\n line_label = sub_matrix['sample']\n else:\n sub_matrix = hm.matrix.get_matrix(group, sample_id)\n line_label = sub_matrix['group']\n plot_single(ax_profile, sub_matrix['matrix'],\n averageType,\n color_list[group],\n line_label,\n plot_type=plot_type)\n\n if sample_id > 0 and len(yMin) == 1 and len(yMax) == 1:\n plt.setp(ax_profile.get_yticklabels(), visible=False)\n\n if sample_id == 0 and yAxisLabel != '':\n ax_profile.set_ylabel(yAxisLabel)\n xticks, xtickslabel = hm.getTicks(tickIdx)\n if np.ceil(max(xticks)) != float(sub_matrix['matrix'].shape[1] - 1):\n tickscale = float(sub_matrix['matrix'].shape[1] - 1) / max(xticks)\n xticks_use = [x * tickscale for x in xticks]\n ax_profile.axes.set_xticks(xticks_use)\n else:\n ax_profile.axes.set_xticks(xticks)\n ax_profile.axes.set_xticklabels(xtickslabel, rotation=label_rotation)\n ax_list.append(ax_profile)\n\n # align the first and last label\n # such that they don't fall off\n # the heatmap sides\n ticks = ax_profile.xaxis.get_major_ticks()\n ticks[0].label1.set_horizontalalignment('left')\n ticks[-1].label1.set_horizontalalignment('right')\n\n globalYmin = min(float(globalYmin), ax_profile.get_ylim()[0])\n globalYmax = max(globalYmax, ax_profile.get_ylim()[1])\n\n # It turns out that set_ylim only takes float64s\n for sample_id, subplot in enumerate(ax_list):\n localYMin = yMin[sample_id % len(yMin)]\n localYMax = yMax[sample_id % len(yMax)]\n lims = [globalYmin, globalYmax]\n if localYMin:\n if localYMax:\n lims = (float(localYMin), float(localYMax))\n else:\n lims = (float(localYMin), lims[1])\n elif localYMax:\n lims = (lims[0], float(localYMax))\n if lims[0] >= lims[1]:\n lims = (lims[0], lims[0] + 1)\n ax_list[sample_id].set_ylim(lims)\n return ax_list\n\n\ndef plotlyMatrix(hm,\n outFilename,\n yMin=[None], yMax=[None],\n zMin=[None], zMax=[None],\n showSummaryPlot=False,\n cmap=None, colorList=None, colorBarPosition='side',\n perGroup=False,\n averageType='median', yAxisLabel='', xAxisLabel='',\n plotTitle='',\n showColorbar=False,\n label_rotation=0.0):\n label_rotation *= -1.0\n if colorBarPosition != 'side':\n sys.error.write(\"Warning: It is not currently possible to have multiple colorbars with plotly!\\n\")\n\n nRows = hm.matrix.get_num_groups()\n nCols = hm.matrix.get_num_samples()\n if perGroup:\n nRows, nCols = nCols, nRows\n\n profileHeight = 0.0\n profileBottomBuffer = 0.0\n if showSummaryPlot:\n profileHeight = 0.2\n profileBottomBuffer = 0.05\n profileSideBuffer = 0.\n profileWidth = 1. / nCols\n if nCols > 1:\n profileSideBuffer = 0.1 / (nCols - 1)\n profileWidth = 0.9 / nCols\n\n dataSummary = []\n annos = []\n fig = go.Figure()\n fig['layout'].update(title=plotTitle)\n xAxisN = 1\n yAxisN = 1\n\n # Summary plots at the top (if appropriate)\n if showSummaryPlot:\n yMinLocal = np.inf\n yMaxLocal = -np.inf\n for i in range(nCols):\n xanchor = 'x{}'.format(xAxisN)\n yanchor = 'y{}'.format(yAxisN)\n xBase = i * (profileSideBuffer + profileWidth)\n yBase = 1 - profileHeight\n xDomain = [xBase, xBase + profileWidth]\n yDomain = [yBase, 1.0]\n for j in range(nRows):\n if perGroup:\n mat = hm.matrix.get_matrix(i, j)\n xTicks, xTicksLabels = hm.getTicks(i)\n label = mat['sample']\n else:\n mat = hm.matrix.get_matrix(j, i)\n xTicks, xTicksLabels = hm.getTicks(j)\n label = mat['group']\n if j == 0:\n fig['layout']['xaxis{}'.format(xAxisN)] = dict(domain=xDomain, anchor=yanchor, range=[0, mat['matrix'].shape[1]], tickmode='array', tickvals=xTicks, ticktext=xTicksLabels, tickangle=label_rotation)\n fig['layout']['yaxis{}'.format(yAxisN)] = dict(anchor=xanchor, domain=yDomain)\n trace = plotly_single(mat['matrix'], averageType, colorList[j], label)[0]\n trace.update(xaxis=xanchor, yaxis=yanchor, legendgroup=label)\n if min(trace['y']) < yMinLocal:\n yMinLocal = min(trace['y'])\n if max(trace['y']) > yMaxLocal:\n yMaxLocal = max(trace['y'])\n if i == 0:\n trace.update(showlegend=True)\n dataSummary.append(trace)\n\n # Add the column label\n if perGroup:\n title = hm.matrix.group_labels[i]\n else:\n title = hm.matrix.sample_labels[i]\n titleX = xBase + 0.5 * profileWidth\n annos.append({'yanchor': 'bottom', 'xref': 'paper', 'xanchor': 'center', 'yref': 'paper', 'text': title, 'y': 1.0, 'x': titleX, 'font': {'size': 16}, 'showarrow': False})\n xAxisN += 1\n yAxisN += 1\n\n # Adjust y-bounds as appropriate:\n for i in range(1, yAxisN):\n yMinUse = yMinLocal\n if yMin[(i - 1) % len(yMin)] is not None:\n yMinUse = yMin[(i - 1) % len(yMin)]\n yMaxUse = yMaxLocal\n if yMax[(i - 1) % len(yMax)] is not None:\n yMaxUse = yMax[(i - 1) % len(yMax)]\n fig['layout']['yaxis{}'.format(i)].update(range=[yMinUse, yMaxUse])\n fig['layout']['yaxis1'].update(title=yAxisLabel)\n\n # Add the heatmap\n dataHeatmap = []\n zMinLocal = np.inf\n zMaxLocal = -np.inf\n heatmapWidth = 1. / nCols\n heatmapSideBuffer = 0.0\n if nCols > 1:\n heatmapWidth = .9 / nCols\n heatmapSideBuffer = 0.1 / (nCols - 1)\n heatmapHeight = 1.0 - profileHeight - profileBottomBuffer\n\n for i in range(nCols):\n xanchor = 'x{}'.format(xAxisN)\n xBase = i * (heatmapSideBuffer + heatmapWidth)\n\n # Determine the height of each heatmap, they have no buffer\n lengths = [0.0]\n for j in range(nRows):\n if perGroup:\n mat = hm.matrix.get_matrix(i, j)\n else:\n mat = hm.matrix.get_matrix(j, i)\n lengths.append(mat['matrix'].shape[0])\n fractionalHeights = heatmapHeight * np.cumsum(lengths).astype(float) / np.sum(lengths).astype(float)\n xDomain = [xBase, xBase + heatmapWidth]\n fig['layout']['xaxis{}'.format(xAxisN)] = dict(domain=xDomain, anchor='free', position=0.0, range=[0, mat['matrix'].shape[1]], tickmode='array', tickvals=xTicks, ticktext=xTicksLabels, title=xAxisLabel)\n\n # Start adding the heatmaps\n for j in range(nRows):\n if perGroup:\n mat = hm.matrix.get_matrix(i, j)\n label = mat['sample']\n start = hm.matrix.group_boundaries[i]\n end = hm.matrix.group_boundaries[i + 1]\n else:\n mat = hm.matrix.get_matrix(j, i)\n label = mat['group']\n start = hm.matrix.group_boundaries[j]\n end = hm.matrix.group_boundaries[j + 1]\n regs = hm.matrix.regions[start:end]\n regs = [x[2] for x in regs]\n yanchor = 'y{}'.format(yAxisN)\n yDomain = [heatmapHeight - fractionalHeights[j + 1], heatmapHeight - fractionalHeights[j]]\n visible = False\n if i == 0:\n visible = True\n fig['layout']['yaxis{}'.format(yAxisN)] = dict(domain=yDomain, anchor=xanchor, visible=visible, title=label, tickmode='array', tickvals=[], ticktext=[])\n if np.min(mat['matrix']) < zMinLocal:\n zMinLocal = np.min(mat['matrix'])\n if np.max(mat['matrix']) < zMaxLocal:\n zMaxLocal = np.max(mat['matrix'])\n\n trace = go.Heatmap(z=np.flipud(mat['matrix']),\n y=regs[::-1],\n xaxis=xanchor,\n yaxis=yanchor,\n showlegend=False,\n name=label,\n showscale=False)\n\n dataHeatmap.append(trace)\n yAxisN += 1\n xAxisN += 1\n if showColorbar:\n dataHeatmap[-1].update(showscale=True)\n dataHeatmap[-1]['colorbar'].update(len=heatmapHeight, y=0, yanchor='bottom', ypad=0.0)\n\n # Adjust z bounds and colorscale\n for trace in dataHeatmap:\n zMinUse = zMinLocal\n zMaxUse = zMaxLocal\n if zMin[0] is not None:\n zMinUse = zMin[0]\n if zMax[0] is not None:\n zMaxUse = zMax[0]\n trace.update(zmin=zMinUse, zmax=zMaxUse, colorscale=convertCmap(cmap[0], vmin=zMinUse, vmax=zMaxUse))\n\n dataSummary.extend(dataHeatmap)\n fig.add_traces(dataSummary)\n fig['layout']['annotations'] = annos\n py.plot(fig, filename=outFilename, auto_open=False)\n\n\ndef plotMatrix(hm, outFileName,\n colorMapDict={'colorMap': ['binary'], 'missingDataColor': 'black', 'alpha': 1.0},\n plotTitle='',\n xAxisLabel='', yAxisLabel='', regionsLabel='',\n zMin=None, zMax=None,\n yMin=None, yMax=None,\n averageType='median',\n reference_point_label=None,\n startLabel='TSS', endLabel=\"TES\",\n heatmapHeight=25,\n heatmapWidth=7.5,\n perGroup=False, whatToShow='plot, heatmap and colorbar',\n plot_type='lines',\n linesAtTickMarks=False,\n image_format=None,\n legend_location='upper-left',\n box_around_heatmaps=True,\n label_rotation=0.0,\n dpi=200,\n interpolation_method='auto'):\n\n hm.reference_point_label = hm.parameters['ref point']\n if reference_point_label is not None:\n hm.reference_point_label = [reference_point_label] * hm.matrix.get_num_samples()\n hm.startLabel = startLabel\n hm.endLabel = endLabel\n\n matrix_flatten = None\n if zMin is None:\n matrix_flatten = hm.matrix.flatten()\n # try to avoid outliers by using np.percentile\n zMin = np.percentile(matrix_flatten, 1.0)\n if np.isnan(zMin):\n zMin = [None]\n else:\n zMin = [zMin] # convert to list to support multiple entries\n elif 'auto' in zMin:\n matrix_flatten = hm.matrix.flatten()\n auto_min = np.percentile(matrix_flatten, 1.0)\n if np.isnan(auto_min):\n auto_min = None\n new_mins = [float(x) if x != 'auto' else auto_min for x in zMin]\n zMin = new_mins\n else:\n new_mins = [float(x) for x in zMin]\n zMin = new_mins\n\n if zMax is None:\n if matrix_flatten is None:\n matrix_flatten = hm.matrix.flatten()\n # try to avoid outliers by using np.percentile\n zMax = np.percentile(matrix_flatten, 98.0)\n if np.isnan(zMax) or zMax <= zMin[0]:\n zMax = [None]\n else:\n zMax = [zMax]\n elif 'auto' in zMax:\n matrix_flatten = hm.matrix.flatten()\n auto_max = np.percentile(matrix_flatten, 98.0)\n if np.isnan(auto_max):\n auto_max = None\n new_maxs = [float(x) if x != 'auto' else auto_max for x in zMax]\n zMax = new_maxs\n else:\n new_maxs = [float(x) for x in zMax]\n zMax = new_maxs\n if (len(zMin) > 1) & (len(zMax) > 1):\n for index, value in enumerate(zMax):\n if value <= zMin[index]:\n sys.stderr.write(\"Warnirng: In bigwig {}, the given zmin ({}) is larger than \"\n \"or equal to the given zmax ({}). Thus, it has been set \"\n \"to None. \\n\".format(index + 1, zMin[index], value))\n zMin[index] = None\n\n if yMin is None:\n yMin = [None]\n if yMax is None:\n yMax = [None]\n if not isinstance(yMin, list):\n yMin = [yMin]\n if not isinstance(yMax, list):\n yMax = [yMax]\n\n plt.rcParams['font.size'] = 8.0\n fontP = FontProperties()\n\n showSummaryPlot = False\n showColorbar = False\n\n if whatToShow == 'plot and heatmap':\n showSummaryPlot = True\n elif whatToShow == 'heatmap and colorbar':\n showColorbar = True\n elif whatToShow == 'plot, heatmap and colorbar':\n showSummaryPlot = True\n showColorbar = True\n\n # colormap for the heatmap\n if colorMapDict['colorMap']:\n cmap = []\n for color_map in colorMapDict['colorMap']:\n copy_cmp = copy.copy(plt.get_cmap(color_map))\n cmap.append(copy_cmp)\n cmap[-1].set_bad(colorMapDict['missingDataColor']) # nans are printed using this color\n\n if colorMapDict['colorList'] and len(colorMapDict['colorList']) > 0:\n # make a cmap for each color list given\n cmap = []\n for color_list in colorMapDict['colorList']:\n cmap.append(matplotlib.colors.LinearSegmentedColormap.from_list(\n 'my_cmap', color_list.replace(' ', '').split(\",\"), N=colorMapDict['colorNumber']))\n cmap[-1].set_bad(colorMapDict['missingDataColor']) # nans are printed using this color\n\n if len(cmap) > 1 or len(zMin) > 1 or len(zMax) > 1:\n # position color bar below heatmap when more than one\n # heatmap color is given\n colorbar_position = 'below'\n else:\n colorbar_position = 'side'\n\n # figsize: w,h tuple in inches\n figwidth = heatmapWidth / 2.54\n figheight = heatmapHeight / 2.54\n if showSummaryPlot:\n # the summary plot ocupies a height\n # equal to the fig width\n figheight += figwidth\n\n numsamples = hm.matrix.get_num_samples()\n if perGroup:\n num_cols = hm.matrix.get_num_groups()\n else:\n num_cols = numsamples\n total_figwidth = figwidth * num_cols\n if showColorbar:\n if colorbar_position == 'below':\n figheight += 1 / 2.54\n else:\n total_figwidth += 1 / 2.54\n\n fig = plt.figure(figsize=(total_figwidth, figheight), constrained_layout=True)\n fig.suptitle(plotTitle, y=1 - (0.06 / figheight))\n\n grids = prepare_layout(\n hm.matrix,\n (heatmapWidth, heatmapHeight),\n showSummaryPlot,\n showColorbar,\n perGroup,\n colorbar_position,\n fig\n )\n\n # color map for the summary plot (profile) on top of the heatmap\n cmap_plot = plt.get_cmap('jet')\n numgroups = hm.matrix.get_num_groups()\n if perGroup:\n color_list = cmap_plot(np.arange(hm.matrix.get_num_samples()) / hm.matrix.get_num_samples())\n else:\n color_list = cmap_plot(np.arange(numgroups) / numgroups)\n alpha = colorMapDict['alpha']\n if image_format == 'plotly':\n return plotlyMatrix(hm,\n outFileName,\n yMin=yMin, yMax=yMax,\n zMin=zMin, zMax=zMax,\n showSummaryPlot=showSummaryPlot, showColorbar=showColorbar,\n cmap=cmap, colorList=color_list, colorBarPosition=colorbar_position,\n perGroup=perGroup,\n averageType=averageType, plotTitle=plotTitle,\n xAxisLabel=xAxisLabel, yAxisLabel=yAxisLabel,\n label_rotation=label_rotation)\n\n # check if matrix is reference-point based using the upstream >0 value\n # and is sorted by region length. If this is\n # the case, prepare the data to plot a border at the regions end\n regions_length_in_bins = [None] * len(hm.parameters['upstream'])\n if hm.matrix.sort_using == 'region_length' and hm.matrix.sort_method != 'no':\n for idx in range(len(hm.parameters['upstream'])):\n if hm.parameters['ref point'][idx] is None:\n regions_length_in_bins[idx] = None\n continue\n\n _regions = hm.matrix.get_regions()\n foo = []\n for _group in _regions:\n _reg_len = []\n for ind_reg in _group:\n if isinstance(ind_reg, dict):\n _len = ind_reg['end'] - ind_reg['start']\n else:\n _len = sum([x[1] - x[0] for x in ind_reg[1]])\n if hm.parameters['ref point'][idx] == 'TSS':\n _reg_len.append((hm.parameters['upstream'][idx] + _len) / hm.parameters['bin size'][idx])\n elif hm.parameters['ref point'][idx] == 'center':\n _len *= 0.5\n _reg_len.append((hm.parameters['upstream'][idx] + _len) / hm.parameters['bin size'][idx])\n elif hm.parameters['ref point'][idx] == 'TES':\n _reg_len.append((hm.parameters['upstream'][idx] - _len) / hm.parameters['bin size'][idx])\n foo.append(_reg_len)\n regions_length_in_bins[idx] = foo\n\n # plot the profiles on top of the heatmaps\n if showSummaryPlot:\n if perGroup:\n iterNum = numgroups\n iterNum2 = hm.matrix.get_num_samples()\n else:\n iterNum = hm.matrix.get_num_samples()\n iterNum2 = numgroups\n ax_list = addProfilePlot(hm, plt, fig, grids, iterNum, iterNum2, perGroup, averageType, plot_type, yAxisLabel, color_list, yMin, yMax, None, None, colorbar_position, label_rotation)\n\n if legend_location != 'none':\n ax_list[-1].legend(loc=legend_location.replace('-', ' '), ncol=1, prop=fontP,\n frameon=False, markerscale=0.5)\n\n first_group = 0 # helper variable to place the title per sample/group\n for sample in range(hm.matrix.get_num_samples()):\n sample_idx = sample\n for group in range(numgroups):\n group_idx = group\n # add the respective profile to the\n # summary plot\n sub_matrix = hm.matrix.get_matrix(group, sample)\n if showSummaryPlot:\n if perGroup:\n sample_idx = sample + 2 # plot + spacer\n else:\n group += 2 # plot + spacer\n first_group = 1\n\n if perGroup:\n ax = fig.add_subplot(grids[sample_idx, group])\n # the remainder (%) is used to iterate\n # over the available color maps (cmap).\n # if the user only provided, lets say two\n # and there are 10 groups, colormaps they are reused every\n # two groups.\n cmap_idx = group_idx % len(cmap)\n zmin_idx = group_idx % len(zMin)\n zmax_idx = group_idx % len(zMax)\n else:\n ax = fig.add_subplot(grids[group, sample])\n # see above for the use of '%'\n cmap_idx = sample % len(cmap)\n zmin_idx = sample % len(zMin)\n zmax_idx = sample % len(zMax)\n\n if group == first_group and not showSummaryPlot and not perGroup:\n title = hm.matrix.sample_labels[sample]\n ax.set_title(title)\n\n if box_around_heatmaps is False:\n # Turn off the boxes around the individual heatmaps\n ax.spines['top'].set_visible(False)\n ax.spines['right'].set_visible(False)\n ax.spines['bottom'].set_visible(False)\n ax.spines['left'].set_visible(False)\n rows, cols = sub_matrix['matrix'].shape\n # if the number of rows is too large, then the 'nearest' method simply\n # drops rows. A better solution is to relate the threshold to the DPI of the image\n if interpolation_method == 'auto':\n if rows >= 1000:\n interpolation_method = 'bilinear'\n else:\n interpolation_method = 'nearest'\n\n # if np.clip is not used, then values of the matrix that exceed the zmax limit are\n # highlighted. Usually, a significant amount of pixels are equal or above the zmax and\n # the default behaviour produces images full of large highlighted dots.\n # If interpolation='nearest' is used, this has no effect\n sub_matrix['matrix'] = np.clip(sub_matrix['matrix'], zMin[zmin_idx], zMax[zmax_idx])\n img = ax.imshow(sub_matrix['matrix'],\n aspect='auto',\n interpolation=interpolation_method,\n origin='upper',\n vmin=zMin[zmin_idx],\n vmax=zMax[zmax_idx],\n cmap=cmap[cmap_idx],\n alpha=alpha,\n extent=[0, cols, rows, 0])\n img.set_rasterized(True)\n # plot border at the end of the regions\n # if ordered by length\n if regions_length_in_bins[sample] is not None:\n x_lim = ax.get_xlim()\n y_lim = ax.get_ylim()\n\n ax.plot(regions_length_in_bins[sample][group_idx],\n np.arange(len(regions_length_in_bins[sample][group_idx])),\n '--', color='black', linewidth=0.5, dashes=(3, 2))\n ax.set_xlim(x_lim)\n ax.set_ylim(y_lim)\n\n if perGroup:\n ax.axes.set_xlabel(sub_matrix['group'])\n if sample < hm.matrix.get_num_samples() - 1:\n ax.axes.get_xaxis().set_visible(False)\n else:\n ax.axes.get_xaxis().set_visible(False)\n ax.axes.set_xlabel(xAxisLabel)\n ax.axes.set_yticks([])\n if perGroup and group == 0:\n ax.axes.set_ylabel(sub_matrix['sample'])\n elif not perGroup and sample == 0:\n ax.axes.set_ylabel(sub_matrix['group'])\n\n # Plot vertical lines at tick marks if desired\n if linesAtTickMarks:\n xticks_heat, xtickslabel_heat = hm.getTicks(sample)\n xticks_heat = [x + 0.5 for x in xticks_heat] # There's an offset of 0.5 compared to the profile plot\n if np.ceil(max(xticks_heat)) != float(sub_matrix['matrix'].shape[1]):\n tickscale = float(sub_matrix['matrix'].shape[1]) / max(xticks_heat)\n xticks_heat_use = [x * tickscale for x in xticks_heat]\n else:\n xticks_heat_use = xticks_heat\n for x in xticks_heat_use:\n ax.axvline(x=x, color='black', linewidth=0.5, dashes=(3, 2))\n\n # add labels to last block in a column\n if (perGroup and sample == numsamples - 1) or \\\n (not perGroup and group_idx == numgroups - 1):\n\n # add xticks to the bottom heatmap (last group)\n ax.axes.get_xaxis().set_visible(True)\n xticks_heat, xtickslabel_heat = hm.getTicks(sample)\n xticks_heat = [x + 0.5 for x in xticks_heat] # There's an offset of 0.5 compared to the profile plot\n if np.ceil(max(xticks_heat)) != float(sub_matrix['matrix'].shape[1]):\n tickscale = float(sub_matrix['matrix'].shape[1]) / max(xticks_heat)\n xticks_heat_use = [x * tickscale for x in xticks_heat]\n ax.axes.set_xticks(xticks_heat_use)\n else:\n ax.axes.set_xticks(xticks_heat)\n ax.axes.set_xticklabels(xtickslabel_heat, size=8)\n\n # align the first and last label\n # such that they don't fall off\n # the heatmap sides\n ticks = ax.xaxis.get_major_ticks()\n ticks[0].label1.set_horizontalalignment('left')\n ticks[-1].label1.set_horizontalalignment('right')\n\n ax.get_xaxis().set_tick_params(\n which='both',\n top=False,\n direction='out')\n\n if showColorbar and colorbar_position == 'below':\n # draw a colormap per each heatmap below the last block\n if perGroup:\n col = group_idx\n else:\n col = sample\n ax = fig.add_subplot(grids[-1, col])\n tick_locator = ticker.MaxNLocator(nbins=3)\n cbar = fig.colorbar(img, cax=ax, orientation='horizontal', ticks=tick_locator)\n labels = cbar.ax.get_xticklabels()\n ticks = cbar.ax.get_xticks()\n if ticks[0] == 0:\n # if the label is at the start of the colobar\n # move it a bit inside to avoid overlapping\n # with other labels\n labels[0].set_horizontalalignment('left')\n if ticks[-1] == 1:\n # if the label is at the end of the colobar\n # move it a bit inside to avoid overlapping\n # with other labels\n labels[-1].set_horizontalalignment('right')\n # cbar.ax.set_xticklabels(labels, rotation=90)\n\n if showColorbar and colorbar_position != 'below':\n if showSummaryPlot:\n # we don't want to colorbar to extend\n # over the profiles and spacer top rows\n grid_start = 2\n else:\n grid_start = 0\n\n ax = fig.add_subplot(grids[grid_start:, -1])\n fig.colorbar(img, cax=ax)\n\n if box_around_heatmaps:\n fig.get_layout_engine().set(wspace=0.10, hspace=0.025, rect=(0.04, 0, 0.96, 0.85))\n else:\n # When no box is plotted the space between heatmaps is reduced\n fig.get_layout_engine().set(wspace=0.05, hspace=0.01, rect=(0.04, 0, 0.96, 0.85))\n\n plt.savefig(outFileName, bbox_inches='tight', pad_inches=0.1, dpi=dpi, format=image_format)\n plt.close()\n\n\ndef mergeSmallGroups(matrixDict):\n group_lengths = [len(x) for x in matrixDict.values()]\n min_group_length = sum(group_lengths) * 0.01\n\n to_merge = []\n i = 0\n _mergedHeatMapDict = OrderedDict()\n\n for label, ma in matrixDict.items():\n # merge small groups together\n # otherwise visualization is impaired\n if group_lengths[i] > min_group_length:\n if len(to_merge):\n to_merge.append(label)\n new_label = \" \".join(to_merge)\n new_ma = np.concatenate([matrixDict[item]\n for item in to_merge], axis=0)\n else:\n new_label = label\n new_ma = matrixDict[label]\n\n _mergedHeatMapDict[new_label] = new_ma\n to_merge = []\n else:\n to_merge.append(label)\n i += 1\n if len(to_merge) > 1:\n new_label = \" \".join(to_merge)\n new_ma = np.array()\n for item in to_merge:\n new_ma = np.concatenate([new_ma, matrixDict[item]])\n _mergedHeatMapDict[new_label] = new_ma\n\n return _mergedHeatMapDict\n\n\ndef main(args=None):\n args = process_args(args)\n hm = heatmapper.heatmapper()\n matrix_file = args.matrixFile.name\n args.matrixFile.close()\n hm.read_matrix_file(matrix_file)\n\n if hm.parameters['min threshold'] is not None or hm.parameters['max threshold'] is not None:\n filterHeatmapValues(hm, hm.parameters['min threshold'], hm.parameters['max threshold'])\n\n if args.sortRegions == 'keep':\n args.sortRegions = 'no' # These are the same thing\n if args.kmeans is not None:\n hm.matrix.hmcluster(args.kmeans, method='kmeans', clustering_samples=args.clusterUsingSamples)\n elif args.hclust is not None:\n print(\"Performing hierarchical clustering.\"\n \"Please note that it might be very slow for large datasets.\\n\")\n hm.matrix.hmcluster(args.hclust, method='hierarchical', clustering_samples=args.clusterUsingSamples)\n\n group_len_ratio = np.diff(hm.matrix.group_boundaries) / len(hm.matrix.regions)\n if np.any(group_len_ratio < 5.0 / 1000):\n problem = np.flatnonzero(group_len_ratio < 5.0 / 1000)\n sys.stderr.write(\"WARNING: Group '{}' is too small for plotting, you might want to remove it. \"\n \"There will likely be an error message from matplotlib regarding this \"\n \"below.\\n\".format(hm.matrix.group_labels[problem[0]]))\n\n if args.regionsLabel:\n hm.matrix.set_group_labels(args.regionsLabel)\n\n if args.samplesLabel and len(args.samplesLabel):\n hm.matrix.set_sample_labels(args.samplesLabel)\n\n if args.sortRegions != 'no':\n sortUsingSamples = []\n if args.sortUsingSamples is not None:\n for i in args.sortUsingSamples:\n if (i > 0 and i <= hm.matrix.get_num_samples()):\n sortUsingSamples.append(i - 1)\n else:\n exit(\"The value {0} for --sortSamples is not valid. Only values from 1 to {1} are allowed.\".format(args.sortUsingSamples, hm.matrix.get_num_samples()))\n print('Samples used for ordering within each group: ', sortUsingSamples)\n\n hm.matrix.sort_groups(sort_using=args.sortUsing,\n sort_method=args.sortRegions,\n sample_list=sortUsingSamples)\n\n if args.silhouette:\n if args.kmeans is not None:\n hm.matrix.computeSilhouette(args.kmeans)\n elif args.hclust is not None:\n hm.matrix.computeSilhouette(args.args.hclust)\n\n if args.outFileNameMatrix:\n hm.save_matrix(args.outFileNameMatrix)\n\n if args.outFileSortedRegions:\n hm.save_BED(args.outFileSortedRegions)\n\n colormap_dict = {'colorMap': args.colorMap,\n 'colorList': args.colorList,\n 'colorNumber': args.colorNumber,\n 'missingDataColor': args.missingDataColor,\n 'alpha': args.alpha}\n\n plotMatrix(hm,\n args.outFileName,\n colormap_dict, args.plotTitle,\n args.xAxisLabel, args.yAxisLabel, args.regionsLabel,\n args.zMin, args.zMax,\n args.yMin, args.yMax,\n args.averageTypeSummaryPlot,\n args.refPointLabel,\n args.startLabel,\n args.endLabel,\n args.heatmapHeight,\n args.heatmapWidth,\n args.perGroup,\n args.whatToShow,\n linesAtTickMarks=args.linesAtTickMarks,\n plot_type=args.plotType,\n image_format=args.plotFileFormat,\n legend_location=args.legendLocation,\n box_around_heatmaps=args.boxAroundHeatmaps,\n label_rotation=args.label_rotation,\n dpi=args.dpi,\n interpolation_method=args.interpolationMethod)\n"
},
{
"path": "deeptools/plotPCA.py",
"content": "#!/usr/bin/env python\n# -*- coding: utf-8 -*-\n\nimport sys\nimport argparse\nimport matplotlib\nmatplotlib.use('Agg')\nmatplotlib.rcParams['pdf.fonttype'] = 42\nmatplotlib.rcParams['svg.fonttype'] = 'none'\nfrom deeptools import cm # noqa: F401\nfrom importlib.metadata import version\nfrom deeptools.correlation import Correlation\nfrom deeptools.parserCommon import writableFile\n\n\ndef parse_arguments(args=None):\n basic_args = plotCorrelationArgs()\n parser = argparse.ArgumentParser(\n formatter_class=argparse.RawDescriptionHelpFormatter,\n description=\"\"\"\nTool for generating a principal component analysis (PCA)\nplot from multiBamSummary or multiBigwigSummary output. By default, the loadings for each sample in each principal component is plotted. If the data is transposed, the projections of each sample on the requested principal components is plotted instead.\n\nDetailed help:\n\n plotPCA -h\n\n\"\"\",\n epilog='example usages:\\n'\n 'plotPCA -in coverages.npz -o pca.png\\n\\n'\n ' \\n\\n',\n parents=[basic_args, ],\n usage='plotPCA -in coverage.npz -o pca.png\\n'\n 'help: plotPCA -h / plotPCA --help\\n')\n return parser\n\n\ndef plotCorrelationArgs():\n parser = argparse.ArgumentParser(add_help=False)\n required = parser.add_argument_group('Required arguments')\n\n # define the arguments\n required.add_argument('--corData', '-in',\n metavar='FILE',\n help='Coverage file (generated by multiBamSummary or multiBigwigSummary)',\n required=True)\n\n optional = parser.add_argument_group('Optional arguments')\n optional.add_argument('--plotFile', '-o',\n help='File name to save the plot to. '\n 'The extension determines the file format. '\n 'For example: '\n 'pca.pdf will save the PCA plot in PDF format. '\n 'The available options are: .png, '\n '.eps, .pdf and .svg. If this option is omitted, then you MUST specify --outFileNameData',\n type=writableFile,\n metavar='FILE')\n\n optional.add_argument('--labels', '-l',\n metavar='sample1 sample2',\n help='User defined labels instead of default labels from '\n 'file names. '\n 'Multiple labels have to be separated by spaces, e.g. '\n '--labels sample1 sample2 sample3',\n nargs='+')\n\n optional.add_argument('--plotTitle', '-T',\n help='Title of the plot, to be printed on top of '\n 'the generated image. Leave blank for no title. (Default: %(default)s)',\n default='')\n\n optional.add_argument('--plotFileFormat',\n metavar='FILETYPE',\n help='Image format type. If given, this option '\n 'overrides the image format based on the plotFile '\n 'ending. The available options are: png, '\n 'eps, pdf, plotly and svg.',\n choices=['png', 'pdf', 'svg', 'eps', 'plotly'])\n\n optional.add_argument('--plotHeight',\n help='Plot height in cm. (Default: %(default)s)',\n type=float,\n default=10)\n\n optional.add_argument('--plotWidth',\n help='Plot width in cm. The minimum value is 1 cm. (Default: %(default)s)',\n type=float,\n default=10)\n\n optional.add_argument('--outFileNameData',\n metavar='file.tab',\n type=writableFile,\n help='File name to which the data underlying the plot '\n 'should be saved, such as myPCA.tab. For untransposed '\n 'data, this is the loading per-sample and PC as well '\n 'as the eigenvalues. For transposed data, this is the '\n 'rotation per-sample and PC and the eigenvalues. The '\n 'projections are truncated to the number of '\n 'eigenvalues for transposed data.')\n\n optional.add_argument('--ntop',\n help='Use only the top N most variable rows in the '\n 'original matrix. Specifying 0 will result in all '\n 'rows being used. If the matrix is to be transposed, '\n 'rows with 0 variance are always excluded, even if a '\n 'values of 0 is specified. The default is 1000. (Default: %(default)s)',\n type=int,\n default=1000)\n\n optional.add_argument('--PCs',\n help='The principal components to plot. If specified, '\n 'you must provide two different integers, greater '\n 'than zero, separated by a space. An example (and the default) is \"1 2\". (Default: %(default)s)',\n type=int,\n nargs=2,\n default=[1, 2])\n\n optional.add_argument('--log2',\n help='log2 transform the datapoints prior to computing '\n 'the PCA. Note that 0.01 is added to all values to '\n 'prevent 0 values from becoming -infinity. Using this '\n 'option with input that contains negative values will '\n 'result in an error.',\n action='store_true')\n\n optional.add_argument('--colors',\n metavar=\"COLORS\",\n nargs='+',\n help=\"A list of colors for the symbols. Color names and html hex string (e.g., #eeff22) are accepted. The color names should be space separated. For example, --colors red blue green. If not specified, the symbols will be given automatic colors.\")\n\n optional.add_argument('--markers',\n metavar=\"MARKERS\",\n nargs='+',\n help=\"A list of markers for the symbols. (e.g., '<','>','o') are accepted. The marker values should be space separated. For example, --markers 's' 'o' 's' 'o'. If not specified, the symbols will be given automatic shapes.\")\n\n optional.add_argument('--version', action='version',\n version='%(prog)s {}'.format(version('deeptools')))\n\n optionalEx = optional.add_mutually_exclusive_group()\n optionalEx.add_argument('--transpose',\n help='Perform the PCA on the transposed matrix, (i.e., on the '\n 'matrix where rows are samples and columns are '\n 'bins/features. This then matches what is typically '\n 'done in R.',\n action='store_true')\n\n optionalEx.add_argument('--rowCenter',\n help='When specified, each row (bin, gene, etc.) '\n 'in the matrix is centered at 0 before the PCA is '\n 'computed. This is useful only if you have a strong '\n 'bin/gene/etc. correlation and the resulting '\n 'principal component has samples stacked vertically. This option is not applicable if --transpose is specified.',\n action='store_true')\n\n return parser\n\n\ndef main(args=None):\n args = parse_arguments().parse_args(args)\n\n if args.plotFile is None and args.outFileNameData is None:\n sys.exit(\"At least one of --plotFile and --outFileNameData must be specified!\\n\")\n\n if args.ntop < 0:\n sys.exit(\"The value specified for --ntop must be >= 0!\\n\")\n\n if args.PCs[0] == args.PCs[1]:\n sys.exit(\"You must specify different principal components!\\n\")\n if args.PCs[0] <= 0 or args.PCs[1] <= 0:\n sys.exit(\"The specified principal components must be at least 1!\\n\")\n\n corr = Correlation(args.corData,\n labels=args.labels,)\n\n corr.rowCenter = args.rowCenter\n corr.transpose = args.transpose\n corr.ntop = args.ntop\n corr.log2 = args.log2\n\n Wt, eigenvalues = corr.plot_pca(args.plotFile,\n PCs=args.PCs,\n plot_title=args.plotTitle,\n image_format=args.plotFileFormat,\n plotWidth=args.plotWidth,\n plotHeight=args.plotHeight,\n cols=args.colors,\n marks=args.markers)\n\n if args.outFileNameData is not None:\n of = open(args.outFileNameData, \"w\")\n of.write(\"#plotPCA --outFileNameData\\n\")\n of.write(\"Component\\t{}\\tEigenvalue\\n\".format(\"\\t\".join(corr.labels)))\n n = eigenvalues.shape[0]\n for i in range(n):\n of.write(\"{}\\t{}\\t{}\\n\".format(i + 1, \"\\t\".join([\"{}\".format(x) for x in Wt[i, :]]), eigenvalues[i]))\n of.close()\n\n\nif __name__ == \"__main__\":\n main()\n"
},
{
"path": "deeptools/plotProfile.py",
"content": "#!/usr/bin/env python\n# -*- coding: utf-8 -*-\n\n\nimport sys\n\nimport argparse\nimport numpy as np\nfrom math import ceil\nimport matplotlib\nmatplotlib.use('Agg')\nmatplotlib.rcParams['pdf.fonttype'] = 42\nmatplotlib.rcParams['svg.fonttype'] = 'none'\nimport deeptools.cm # noqa: F401\nimport matplotlib.pyplot as plt\nfrom matplotlib.font_manager import FontProperties\nfrom matplotlib import colors as pltcolors\nimport matplotlib.gridspec as gridspec\n\nimport plotly.offline as py\nimport plotly.graph_objs as go\n\n# own modules\nfrom deeptools import parserCommon\nfrom deeptools import heatmapper\nfrom deeptools.heatmapper_utilities import plot_single, plotly_single, getProfileTicks\nfrom deeptools.computeMatrixOperations import filterHeatmapValues\n\n\ndebug = 0\nold_settings = np.seterr(all='ignore')\nplt.ioff()\n\n\ndef parse_arguments(args=None):\n parser = argparse.ArgumentParser(\n parents=[parserCommon.heatmapperMatrixArgs(),\n parserCommon.heatmapperOutputArgs(mode='profile'),\n parserCommon.heatmapperOptionalArgs(mode='profile')],\n formatter_class=argparse.ArgumentDefaultsHelpFormatter,\n description='This tool creates a profile plot for '\n 'scores over sets of genomic regions. '\n 'Typically, these regions are genes, but '\n 'any other regions defined in BED '\n ' will work. A matrix generated '\n 'by computeMatrix is required.',\n epilog='An example usage is: plotProfile -m matrix.gz',\n add_help=False,\n usage='plotProfile -m matrix.gz\\n'\n 'help: plotProfile -h / plotProfile --help')\n\n return parser\n\n\ndef process_args(args=None):\n args = parse_arguments().parse_args(args)\n\n # Ensure that yMin/yMax are there and a list\n try:\n assert args.yMin is not None\n except:\n args.yMin = [None]\n try:\n assert args.yMax is not None\n except:\n args.yMax = [None]\n\n # Sometimes Galaxy sends --yMax '' and --yMin ''\n if args.yMin == ['']:\n args.yMin = [None]\n if args.yMax == ['']:\n args.yMax = [None]\n\n # Convert to floats\n if args.yMin != [None]:\n foo = [float(x) for x in args.yMin]\n args.yMin = foo\n if args.yMax != [None]:\n foo = [float(x) for x in args.yMax]\n args.yMax = foo\n\n if args.plotHeight < 0.5:\n args.plotHeight = 0.5\n elif args.plotHeight > 100:\n args.plotHeight = 100\n\n return args\n\n\nclass Profile(object):\n\n def __init__(self, hm, out_file_name,\n plot_title='', y_axis_label='',\n y_min=None, y_max=None,\n averagetype='median',\n reference_point_label=None,\n start_label='TSS', end_label='TES',\n plot_height=7,\n plot_width=11,\n per_group=False,\n plot_type='lines',\n image_format=None,\n color_list=None,\n legend_location='best',\n plots_per_row=8,\n label_rotation=0,\n dpi=200):\n \"\"\"\n Using the hm matrix, makes a line plot\n either per group or per sample\n using the specified parameters.\n\n Args:\n hm: heatmapper object\n out_file_name: string\n plot_title: string\n y_axis_label: list\n y_min: list\n y_max: list\n averagetype: mean, sum, median\n reference_point_label: string\n start_label: string\n end_label: string\n plot_height: in cm\n plot_width: in cm\n per_group: bool\n plot_type: string\n image_format: string\n color_list: list\n legend_location:\n plots_per_row: int\n label_rotation: float\n\n Returns:\n\n \"\"\"\n self.hm = hm\n self.out_file_name = out_file_name\n self.plot_title = plot_title\n self.y_axis_label = y_axis_label\n self.y_min = y_min\n self.y_max = y_max\n self.averagetype = averagetype\n self.reference_point_label = reference_point_label\n self.start_label = start_label\n self.end_label = end_label\n self.plot_height = plot_height\n self.plot_width = plot_width\n self.per_group = per_group\n self.plot_type = plot_type\n self.image_format = image_format\n self.color_list = color_list\n self.legend_location = legend_location\n self.plots_per_row = plots_per_row\n self.label_rotation = label_rotation\n self.dpi = dpi\n\n # Honor reference point labels from computeMatrix\n if reference_point_label is None:\n self.reference_point_label = hm.parameters['ref point']\n\n # decide how many plots are needed\n if self.per_group:\n self.numplots = self.hm.matrix.get_num_groups()\n self.numlines = self.hm.matrix.get_num_samples()\n else:\n self.numplots = self.hm.matrix.get_num_samples()\n self.numlines = self.hm.matrix.get_num_groups()\n\n if self.numplots > self.plots_per_row:\n rows = np.ceil(self.numplots / float(self.plots_per_row)).astype(int)\n cols = self.plots_per_row\n else:\n rows = 1\n cols = self.numplots\n self.grids = gridspec.GridSpec(rows, cols)\n\n plt.rcParams['font.size'] = 10.0\n self.font_p = FontProperties()\n self.font_p.set_size('small')\n\n # convert cm values to inches\n plot_height_inches = rows * self.cm2inch(self.plot_height)[0]\n self.fig = plt.figure(figsize=self.cm2inch(cols * self.plot_width, rows * self.plot_height))\n self.fig.suptitle(self.plot_title, y=(1 - (0.06 / plot_height_inches)))\n\n # Ensure that the labels are vectors\n nSamples = len(self.hm.matrix.sample_labels)\n if not isinstance(self.reference_point_label, list):\n self.reference_point_label = [self.reference_point_label] * nSamples\n if not isinstance(self.start_label, list):\n self.start_label = [self.start_label] * nSamples\n if not isinstance(self.end_label, list):\n self.end_label = [self.end_label] * nSamples\n\n def getTicks(self, idx):\n \"\"\"\n This is essentially a wrapper around getProfileTicks to accomdate the fact that each column has its own ticks.\n \"\"\"\n xticks, xtickslabel = getProfileTicks(self.hm, self.reference_point_label[idx], self.start_label[idx], self.end_label[idx], idx)\n return xticks, xtickslabel\n\n @staticmethod\n def cm2inch(*tupl):\n inch = 2.54\n if isinstance(tupl[0], tuple):\n return tuple(i / inch for i in tupl[0])\n else:\n return tuple(i / inch for i in tupl)\n\n def plot_hexbin(self):\n from matplotlib import cm\n cmap = cm.coolwarm\n cmap.set_bad('black')\n\n if self.image_format == \"plotly\":\n return self.plotly_hexbin()\n\n for plot in range(self.numplots):\n col = plot % self.plots_per_row\n row = int(plot / float(self.plots_per_row))\n localYMin = None\n localYMax = None\n\n # split the ax to make room for the colorbar and for each of the\n # groups\n sub_grid = gridspec.GridSpecFromSubplotSpec(self.numlines, 2, subplot_spec=self.grids[row, col],\n width_ratios=[0.92, 0.08], wspace=0.05, hspace=0.1)\n\n ax = self.fig.add_subplot(sub_grid[0, 0])\n\n ax.tick_params(\n axis='y',\n which='both',\n left=False,\n right=False,\n labelleft=True)\n\n if self.per_group:\n title = self.hm.matrix.group_labels[plot]\n else:\n title = self.hm.matrix.sample_labels[plot]\n\n vmin = np.inf\n vmax = -np.inf\n for data_idx in range(self.numlines):\n # get the max and min\n if self.per_group:\n _row, _col = plot, data_idx\n else:\n _row, _col = data_idx, plot\n\n sub_matrix = self.hm.matrix.get_matrix(_row, _col)\n ma = sub_matrix['matrix']\n x_values = np.tile(np.arange(ma.shape[1]), (ma.shape[0], 1))\n img = ax.hexbin(x_values.flatten(), ma.flatten(), cmap=cmap, mincnt=1)\n _vmin, _vmax = img.get_clim()\n if _vmin < vmin:\n vmin = _vmin\n if _vmax > vmax:\n vmax = _vmax\n\n if localYMin is None or self.y_min[col % len(self.y_min)] < localYMin:\n localYMin = self.y_min[col % len(self.y_min)]\n if localYMax is None or self.y_max[col % len(self.y_max)] > localYMax:\n localYMax = self.y_max[col % len(self.y_max)]\n self.fig.delaxes(ax)\n\n # iterate again after having computed the vmin and vmax\n ax_list = []\n for data_idx in range(self.numlines)[::-1]:\n ax = self.fig.add_subplot(sub_grid[data_idx, 0])\n if data_idx == 0:\n ax.set_title(title)\n if data_idx != self.numlines - 1:\n plt.setp(ax.get_xticklabels(), visible=False)\n\n if self.per_group:\n _row, _col = plot, data_idx\n else:\n _row, _col = data_idx, plot\n\n sub_matrix = self.hm.matrix.get_matrix(_row, _col)\n\n if self.per_group:\n label = sub_matrix['sample']\n else:\n label = sub_matrix['group']\n\n ma = sub_matrix['matrix']\n try:\n # matplotlib 2.0\n ax.set_facecolor('black')\n except:\n # matplotlib <2.0\n ax.set_axis_bgcolor('black')\n x_values = np.tile(np.arange(ma.shape[1]), (ma.shape[0], 1))\n img = ax.hexbin(x_values.flatten(), ma.flatten(), cmap=cmap, mincnt=1, vmin=vmin, vmax=vmax)\n\n if plot == 0:\n ax.axes.set_ylabel(label)\n\n ax_list.append(ax)\n\n lims = ax.get_ylim()\n if localYMin is not None:\n lims = (localYMin, lims[1])\n if localYMax is not None:\n lims = (lims[0], localYMax)\n if lims[0] >= lims[1]:\n lims = (lims[0], lims[0] + 1)\n ax.set_ylim(lims)\n\n xticks, xtickslabel = self.getTicks(plot)\n if np.ceil(max(xticks)) != float(ma.shape[1] - 1):\n tickscale = float(sub_matrix['matrix'].shape[1]) / max(xticks)\n xticks_use = [x * tickscale for x in xticks]\n ax_list[0].axes.set_xticks(xticks_use)\n else:\n ax_list[0].axes.set_xticks(xticks)\n ax_list[0].axes.set_xticklabels(xtickslabel, rotation=self.label_rotation)\n # align the first and last label\n # such that they don't fall off\n # the heatmap sides\n ticks = ax_list[-1].xaxis.get_major_ticks()\n ticks[0].label1.set_horizontalalignment('left')\n ticks[-1].label1.set_horizontalalignment('right')\n\n cax = self.fig.add_subplot(sub_grid[:, 1])\n self.fig.colorbar(img, cax=cax)\n\n plt.subplots_adjust(wspace=0.05, hspace=0.3)\n plt.tight_layout()\n plt.savefig(self.out_file_name, dpi=self.dpi, format=self.image_format)\n plt.close()\n\n def plotly_hexbin(self):\n \"\"\"plot_hexbin, but for plotly. it's annoying that we have to have sub-subplots\"\"\"\n fig = go.Figure()\n cols = self.plots_per_row if self.numplots > self.plots_per_row else self.numplots\n rows = np.ceil(self.numplots / float(cols)).astype(int)\n fig['layout'].update(title=self.plot_title)\n domainWidth = .9 / cols\n domainHeight = .9 / rows\n bufferHeight = 0.0\n if rows > 1:\n bufferHeight = 0.1 / (rows - 1)\n else:\n domainHeight = 1.0\n bufferWidth = 0.0\n if cols > 1:\n bufferWidth = 0.1 / (cols - 1)\n else:\n domainWidth = 1.0\n subHeight = domainHeight / float(self.numlines)\n if self.per_group:\n sideLabels = self.hm.matrix.sample_labels\n else:\n sideLabels = self.hm.matrix.group_labels\n\n data = []\n annos = []\n vmin = np.inf\n vmax = -np.inf\n for i in range(self.numplots):\n row = rows - i / self.plots_per_row - 1\n col = i % self.plots_per_row\n\n if self.per_group:\n title = self.hm.matrix.group_labels[i]\n else:\n title = self.hm.matrix.sample_labels[i]\n\n base = row * (domainHeight + bufferHeight)\n domain = [base, base + domainHeight]\n titleY = base + domainHeight\n base = col * (domainWidth + bufferWidth)\n domain = [base, base + domainWidth]\n titleX = base + 0.5 * domainWidth\n xanchor = 'x{}'.format(i + 1)\n fig['layout']['xaxis{}'.format(i + 1)] = dict(domain=domain)\n annos.append({'yanchor': 'bottom', 'xref': 'paper', 'xanchor': 'center', 'yref': 'paper', 'text': title, 'y': titleY, 'x': titleX, 'font': {'size': 16}, 'showarrow': False})\n\n # set yMin/yMax\n yMin = np.inf\n yMax = -np.inf\n for j in range(self.numlines):\n # get the max and min\n if self.per_group:\n _row, _col = i, j\n else:\n _row, _col = j, i\n\n ma = self.hm.matrix.get_matrix(_row, _col)['matrix']\n if np.min(ma) < yMin:\n yMin = np.min(ma)\n if np.max(ma) > yMax:\n yMax = np.max(ma)\n if self.y_min[i % len(self.y_min)] is not None:\n yMin = self.y_min[i % len(self.y_min)]\n if self.y_max[i % len(self.y_max)] is not None:\n yMax = self.y_max[i % len(self.y_max)]\n\n for j in range(self.numlines):\n if self.per_group:\n _row, _col = i, j\n else:\n _row, _col = j, i\n foo = i * self.numlines + j + 1\n yanchor = 'y{}'.format(foo)\n base = row * (domainHeight + bufferHeight) + j * subHeight\n domain = [base, base + subHeight]\n fig['layout']['yaxis{}'.format(foo)] = {'domain': domain, 'title': self.y_axis_label, 'anchor': xanchor, 'range': [yMin, yMax]}\n if j == 0:\n _ = \"xaxis{}\".format(xanchor[1:])\n fig['layout'][_].update(anchor='y{}'.format(foo))\n if col == 0:\n titleY = base + 0.5 * subHeight\n annos.append({'yanchor': 'middle', 'xref': 'paper', 'xanchor': 'left', 'yref': 'paper', 'text': sideLabels[j], 'y': titleY, 'x': -0.03, 'font': {'size': 16}, 'showarrow': False, 'textangle': -90})\n\n sub_matrix = self.hm.matrix.get_matrix(_row, _col)\n ma = self.hm.matrix.get_matrix(_row, _col)['matrix']\n\n fig['layout']['xaxis{}'.format(i + 1)].update(range=[0, ma.shape[1]])\n\n if self.per_group:\n label = sub_matrix['sample']\n else:\n label = sub_matrix['group']\n\n # Manually compute the 2D histogram with 100x100 bins\n x_values = np.tile(np.arange(ma.shape[1]), (ma.shape[0], 1))\n z, xe, ye = np.histogram2d(x_values.flatten(), ma.flatten(), bins=100, range=[[0, ma.shape[1]], [yMin, yMax]])\n\n _vmin = np.min(z)\n _vmax = np.max(z)\n if _vmin < vmin:\n vmin = _vmin\n if _vmax > vmax:\n vmax = _vmax\n\n trace = go.Contour(z=z.T, x=xe, y=ye, xaxis=xanchor, yaxis=yanchor, name=label, connectgaps=False)\n data.append(trace)\n\n # Assume the bounds for the last graph are correct\n totalWidth = ma.shape[1]\n xticks, xtickslabel = self.getTicks(i)\n if np.ceil(max(xticks)) != float(totalWidth):\n tickscale = float(totalWidth) / max(xticks)\n xticks_use = [x * tickscale for x in xticks]\n else:\n xticks_use = xticks\n xticks_use = [np.ceil(x) for x in xticks_use]\n fig['layout']['xaxis{}'.format(i + 1)].update(tickmode='array', tickvals=xticks_use, ticktext=xtickslabel, tickangle=self.label_rotation)\n\n for trace in data:\n trace.update(zmin=vmin, zmax=vmax)\n\n fig.add_traces(data)\n fig['layout']['annotations'] = annos\n py.plot(fig, filename=self.out_file_name, auto_open=False)\n\n def plot_heatmap(self):\n cmap = ['RdYlBu_r']\n if self.color_list is not None: # check the length to be equal to the numebr of plots otherwise multiply it!\n cmap = self.color_list\n if len(cmap) < self.numplots:\n all_colors = cmap\n for i in range(ceil(self.numplots / len(cmap))):\n cmap.extend(all_colors)\n matrix_flatten = None\n if self.y_min == [None]:\n matrix_flatten = self.hm.matrix.flatten()\n # try to avoid outliers by using np.percentile\n self.y_min = [np.percentile(matrix_flatten, 1.0)]\n if np.isnan(self.y_min[0]):\n self.y_min = [None]\n\n if self.y_max == [None]:\n if matrix_flatten is None:\n matrix_flatten = self.hm.matrix.flatten()\n # try to avoid outliers by using np.percentile\n self.y_max = [np.percentile(matrix_flatten, 98.0)]\n if np.isnan(self.y_max[0]):\n self.y_max = [None]\n\n if self.image_format == \"plotly\":\n return self.plotly_heatmap()\n\n ax_list = []\n # turn off y ticks\n for plot in range(self.numplots):\n labels = []\n col = plot % self.plots_per_row\n row = int(plot / float(self.plots_per_row))\n localYMin = None\n localYMax = None\n\n # split the ax to make room for the colorbar\n sub_grid = gridspec.GridSpecFromSubplotSpec(1, 2, subplot_spec=self.grids[row, col],\n width_ratios=[0.92, 0.08], wspace=0.05)\n\n ax = self.fig.add_subplot(sub_grid[0])\n cax = self.fig.add_subplot(sub_grid[1])\n\n ax.tick_params(\n axis='y',\n which='both',\n left=False,\n right=False,\n labelleft=True)\n\n if self.per_group:\n title = self.hm.matrix.group_labels[plot]\n tickIdx = plot % self.hm.matrix.get_num_samples()\n else:\n title = self.hm.matrix.sample_labels[plot]\n tickIdx = plot\n ax.set_title(title)\n mat = [] # when drawing a heatmap (in contrast to drawing lines)\n for data_idx in range(self.numlines):\n if self.per_group:\n row, col = plot, data_idx\n else:\n row, col = data_idx, plot\n if localYMin is None or self.y_min[col % len(self.y_min)] < localYMin:\n localYMin = self.y_min[col % len(self.y_min)]\n if localYMax is None or self.y_max[col % len(self.y_max)] > localYMax:\n localYMax = self.y_max[col % len(self.y_max)]\n\n sub_matrix = self.hm.matrix.get_matrix(row, col)\n\n if self.per_group:\n label = sub_matrix['sample']\n else:\n label = sub_matrix['group']\n labels.append(label)\n mat.append(np.ma.__getattribute__(self.averagetype)(sub_matrix['matrix'], axis=0))\n img = ax.imshow(np.vstack(mat), interpolation='nearest',\n cmap=cmap[plot], aspect='auto', vmin=localYMin, vmax=localYMax)\n self.fig.colorbar(img, cax=cax)\n\n totalWidth = np.vstack(mat).shape[1]\n xticks, xtickslabel = self.getTicks(tickIdx)\n if np.ceil(max(xticks)) != float(totalWidth - 1):\n tickscale = float(totalWidth) / max(xticks)\n xticks_use = [x * tickscale for x in xticks]\n ax.axes.set_xticks(xticks_use)\n else:\n ax.axes.set_xticks(xticks)\n ax.axes.set_xticklabels(xtickslabel, rotation=self.label_rotation)\n # align the first and last label\n # such that they don't fall off\n # the heatmap sides\n ticks = ax.xaxis.get_major_ticks()\n ticks[0].label1.set_horizontalalignment('left')\n ticks[-1].label1.set_horizontalalignment('right')\n\n # add labels as y ticks labels\n ymin, ymax = ax.axes.get_ylim()\n pos, distance = np.linspace(ymin, ymax, len(labels), retstep=True, endpoint=False)\n d_half = float(distance) / 2\n yticks = [x + d_half for x in pos]\n\n # TODO: make rotation a parameter\n # ax.axes.set_yticklabels(labels[::-1], rotation='vertical')\n if plot == 0:\n ax.axes.set_yticks(yticks)\n ax.axes.set_yticklabels(labels[::-1])\n else:\n ax.axes.set_yticklabels([])\n # matplotlib 3.1.1 (and likely some earlier versions) will change the ylim if you change the tick locations!\n ax.axes.set_ylim([ymin, ymax])\n\n ax_list.append(ax)\n\n plt.subplots_adjust(wspace=0.05, hspace=0.3)\n plt.tight_layout()\n plt.savefig(self.out_file_name, dpi=self.dpi, format=self.image_format)\n plt.close()\n\n def plotly_heatmap(self):\n \"\"\"plot_heatmap, but with plotly output\"\"\"\n fig = go.Figure()\n cols = self.plots_per_row if self.numplots > self.plots_per_row else self.numplots\n rows = np.ceil(self.numplots / float(cols)).astype(int)\n fig['layout'].update(title=self.plot_title)\n domainWidth = .9 / cols\n domainHeight = .9 / rows\n bufferHeight = 0.0\n if rows > 1:\n bufferHeight = 0.1 / (rows - 1)\n else:\n domainHeight = 1.0\n bufferWidth = 0.0\n if cols > 1:\n bufferWidth = 0.1 / (cols - 1)\n else:\n domainWidth = 1.0\n\n data = []\n annos = []\n zmin = np.inf\n zmax = -np.inf\n for i in range(self.numplots):\n row = rows - i / self.plots_per_row - 1\n col = i % self.plots_per_row\n\n if self.per_group:\n title = self.hm.matrix.group_labels[i]\n else:\n title = self.hm.matrix.sample_labels[i]\n\n base = row * (domainHeight + bufferHeight)\n domain = [base, base + domainHeight]\n titleY = base + domainHeight\n xanchor = 'x{}'.format(i + 1)\n yanchor = 'y{}'.format(i + 1)\n visible = False\n if col == 0:\n visible = True\n fig['layout']['yaxis{}'.format(i + 1)] = {'domain': domain, 'anchor': xanchor, 'visible': visible}\n base = col * (domainWidth + bufferWidth)\n domain = [base, base + domainWidth]\n titleX = base + 0.5 * domainWidth\n fig['layout']['xaxis{}'.format(i + 1)] = {'domain': domain, 'anchor': yanchor}\n annos.append({'yanchor': 'bottom', 'xref': 'paper', 'xanchor': 'center', 'yref': 'paper', 'text': title, 'y': titleY, 'x': titleX, 'font': {'size': 16}, 'showarrow': False})\n\n mat = []\n labels = []\n for j in range(self.numlines):\n if self.per_group:\n row, col = i, j\n else:\n row, col = j, i\n\n sub_matrix = self.hm.matrix.get_matrix(row, col)\n\n if self.per_group:\n label = sub_matrix['sample']\n else:\n label = sub_matrix['group']\n labels.append(label)\n mat.append(np.ma.__getattribute__(self.averagetype)(sub_matrix['matrix'], axis=0))\n if np.min(mat[-1]) < zmin:\n zmin = np.min(mat[-1])\n if np.max(mat[-1]) > zmax:\n zmax = np.max(mat[-1])\n totalWidth = len(mat[-1])\n trace = go.Heatmap(name=title, z=mat, x=range(totalWidth + 1), y=labels, xaxis=xanchor, yaxis=yanchor)\n data.append(trace)\n\n # Add ticks\n xticks, xtickslabel = self.getTicks(i)\n if np.ceil(max(xticks)) != float(totalWidth):\n tickscale = float(totalWidth) / max(xticks)\n xticks_use = [x * tickscale for x in xticks]\n else:\n xticks_use = xticks\n xticks_use = [np.ceil(x) for x in xticks_use]\n fig['layout']['xaxis{}'.format(i + 1)].update(tickmode='array', tickvals=xticks_use, ticktext=xtickslabel, tickangle=self.label_rotation)\n\n # Adjust color scale limits\n for i, trace in enumerate(data):\n zminUse = zmin\n zmaxUse = zmax\n if self.y_min[i % len(self.y_min)] is not None:\n zminUse = self.y_min[i % len(self.y_min)]\n if self.y_max[i % len(self.y_max)] is not None:\n zmaxUse = self.y_max[i % len(self.y_max)]\n trace.update(zmin=zminUse, zmax=zmaxUse)\n\n fig.add_traces(data)\n fig['layout']['annotations'] = annos\n py.plot(fig, filename=self.out_file_name, auto_open=False)\n\n def plot_profile(self):\n if self.y_min is None:\n self.y_min = [None]\n if self.y_max is None:\n self.y_max = [None]\n\n if not self.color_list:\n cmap_plot = plt.get_cmap('jet')\n if self.numlines > 1:\n # kmeans, so we need to color by cluster\n self.color_list = cmap_plot(np.arange(self.numlines, dtype=float) / float(self.numlines))\n else:\n self.color_list = cmap_plot(np.arange(self.numplots, dtype=float) / float(self.numplots))\n if (self.numlines > 1 and len(self.color_list) < self.numlines) or\\\n (self.numlines == 1 and len(self.color_list) < self.numplots):\n sys.exit(\"\\nThe given list of colors is too small, \"\n \"at least {} colors are needed\\n\".format(self.numlines))\n for color in self.color_list:\n if not pltcolors.is_color_like(color):\n sys.exit(\"\\nThe color name {} is not valid. Check \"\n \"the name or try with a html hex string \"\n \"for example #eeff22\".format(color))\n\n if self.image_format == \"plotly\":\n return self.plotly_profile()\n\n first = True\n ax_list = []\n globalYmin = np.inf\n globalYmax = -np.inf\n for plot in range(self.numplots):\n localYMin = None\n localYMax = None\n col = plot % self.plots_per_row\n row = int(plot / float(self.plots_per_row))\n if (row == 0 and col == 0) or len(self.y_min) > 1 or len(self.y_max) > 1:\n ax = self.fig.add_subplot(self.grids[row, col])\n else:\n ax = self.fig.add_subplot(self.grids[row, col])\n\n if self.per_group:\n title = self.hm.matrix.group_labels[plot]\n if row != 0 and len(self.y_min) == 1 and len(self.y_max) == 1:\n plt.setp(ax.get_yticklabels(), visible=False)\n tickIdx = plot % self.hm.matrix.get_num_samples()\n else:\n title = self.hm.matrix.sample_labels[plot]\n if col != 0 and len(self.y_min) == 1 and len(self.y_max) == 1:\n plt.setp(ax.get_yticklabels(), visible=False)\n tickIdx = plot\n\n ax.set_title(title)\n for data_idx in range(self.numlines):\n if self.per_group:\n _row, _col = plot, data_idx\n else:\n _row, _col = data_idx, plot\n if localYMin is None or self.y_min[col % len(self.y_min)] < localYMin:\n localYMin = self.y_min[col % len(self.y_min)]\n if localYMax is None or self.y_max[col % len(self.y_max)] > localYMax:\n localYMax = self.y_max[col % len(self.y_max)]\n\n sub_matrix = self.hm.matrix.get_matrix(_row, _col)\n\n if self.per_group:\n label = sub_matrix['sample']\n else:\n label = sub_matrix['group']\n\n if self.numlines > 1:\n coloridx = data_idx\n else:\n coloridx = plot\n plot_single(ax, sub_matrix['matrix'],\n self.averagetype,\n self.color_list[coloridx],\n label,\n plot_type=self.plot_type)\n globalYmin = min(float(globalYmin), ax.get_ylim()[0])\n globalYmax = max(globalYmax, ax.get_ylim()[1])\n\n # Exclude ticks from all but one subplot by default\n if col > 0 and len(self.y_min) == 1 and len(self.y_max) == 1:\n plt.setp(ax.get_yticklabels(), visible=False)\n\n totalWidth = sub_matrix['matrix'].shape[1]\n xticks, xtickslabel = self.getTicks(tickIdx)\n if np.ceil(max(xticks)) != float(totalWidth - 1):\n tickscale = float(totalWidth) / max(xticks)\n xticks_use = [x * tickscale for x in xticks]\n ax.axes.set_xticks(xticks_use)\n else:\n ax.axes.set_xticks(xticks)\n ax.axes.set_xticklabels(xtickslabel, rotation=self.label_rotation)\n # align the first and last label\n # such that they don't fall off\n # the heatmap sides\n ticks = ax.xaxis.get_major_ticks()\n ticks[0].label1.set_horizontalalignment('left')\n ticks[-1].label1.set_horizontalalignment('right')\n\n if first and self.y_axis_label != '':\n ax.set_ylabel(self.y_axis_label)\n if first and self.plot_type not in ['heatmap', 'overlapped_lines']:\n ax.legend(loc=self.legend_location.replace('-', ' '),\n ncol=1, prop=self.font_p,\n frameon=False, markerscale=0.5)\n if len(self.y_min) == 1 and len(self.y_max) == 1:\n first = False\n ax_list.append(ax)\n\n # It turns out that set_ylim only takes float64s\n for sample_id, subplot in enumerate(ax_list):\n localYMin = self.y_min[sample_id % len(self.y_min)]\n localYMax = self.y_max[sample_id % len(self.y_max)]\n lims = [globalYmin, globalYmax]\n if localYMin is not None:\n if localYMax is not None:\n lims = (float(localYMin), float(localYMax))\n else:\n lims = (float(localYMin), lims[1])\n elif localYMax is not None:\n lims = (lims[0], float(localYMax))\n if lims[0] >= lims[1]:\n lims = (lims[0], lims[0] + 1)\n ax_list[sample_id].set_ylim(lims)\n\n plt.subplots_adjust(wspace=0.05, hspace=0.3)\n plt.tight_layout()\n plt.savefig(self.out_file_name, dpi=self.dpi, format=self.image_format)\n plt.close()\n\n def plotly_profile(self):\n \"\"\"\n plot_profile for plotly output\n\n y_min, y_max, and color_list are set already\n \"\"\"\n fig = go.Figure()\n cols = self.plots_per_row if self.numplots > self.plots_per_row else self.numplots\n rows = np.ceil(self.numplots / float(cols)).astype(int)\n fig['layout'].update(title=self.plot_title)\n domainWidth = .9 / cols\n domainHeight = .9 / rows\n bufferHeight = 0.0\n if rows > 1:\n bufferHeight = 0.1 / (rows - 1)\n bufferWidth = 0.0\n if cols > 1:\n bufferWidth = 0.1 / (cols - 1)\n\n data = []\n annos = []\n yMin = None\n yMax = None\n for i in range(self.numplots):\n row = np.floor(i / self.plots_per_row)\n # row = rows - i / self.plots_per_row - 1\n col = i % self.plots_per_row\n xanchor = 'x{}'.format(i + 1)\n yanchor = 'y{}'.format(i + 1)\n base = row * (domainHeight + bufferHeight)\n domain = [base, base + domainHeight]\n titleY = base + domainHeight\n fig['layout']['yaxis{}'.format(i + 1)] = {'domain': domain, 'title': self.y_axis_label, 'anchor': xanchor, 'autorange': False}\n base = col * (domainWidth + bufferWidth)\n domain = [base, base + domainWidth]\n titleX = base + 0.5 * domainWidth\n fig['layout']['xaxis{}'.format(i + 1)] = {'domain': domain, 'anchor': yanchor}\n\n if self.per_group:\n title = self.hm.matrix.group_labels[i]\n else:\n title = self.hm.matrix.sample_labels[i]\n annos.append({'yanchor': 'bottom', 'xref': 'paper', 'xanchor': 'center', 'yref': 'paper', 'text': title, 'y': titleY, 'x': titleX, 'font': {'size': 16}, 'showarrow': False})\n\n for j in range(self.numlines):\n if self.per_group:\n _row, _col = i, j\n else:\n _row, _col = j, i\n\n sub_matrix = self.hm.matrix.get_matrix(_row, _col)\n fig['layout']['xaxis{}'.format(i + 1)].update(range=[0, sub_matrix['matrix'].shape[1]])\n\n if self.per_group:\n label = sub_matrix['sample']\n else:\n label = sub_matrix['group']\n\n if self.numlines > 1:\n coloridx = j\n else:\n coloridx = i\n color = self.color_list[coloridx]\n traces = plotly_single(sub_matrix['matrix'],\n self.averagetype,\n color,\n label,\n plot_type=self.plot_type)\n for trace in traces:\n trace.update(xaxis=xanchor, yaxis=yanchor)\n if yMin is None or min(trace['y']) < yMin:\n yMin = min(trace['y'])\n if yMax is None or max(trace['y']) > yMax:\n yMax = max(trace['y'])\n if row == col == 0:\n traces[0].update(showlegend=True)\n data.extend(traces)\n totalWidth = sub_matrix['matrix'].shape[1]\n xticks, xtickslabel = self.getTicks(i)\n if np.ceil(max(xticks)) != float(totalWidth):\n tickscale = float(totalWidth) / max(xticks)\n xticks_use = [x * tickscale for x in xticks]\n else:\n xticks_use = xticks\n xticks_use = [np.ceil(x) for x in xticks_use]\n fig['layout']['xaxis{}'.format(i + 1)].update(tickmode='array', tickvals=xticks_use, ticktext=xtickslabel, tickangle=self.label_rotation)\n\n # Set the y limits\n for i in range(self.numplots):\n yaxis = 'yaxis{}'.format(i + 1)\n yRange = [yMin, yMax]\n if self.y_min[i % len(self.y_min)] is not None:\n yRange[0] = self.y_min[i % len(self.y_min)]\n if self.y_max[i % len(self.y_max)] is not None:\n yRange[1] = self.y_max[i % len(self.y_max)]\n fig['layout'][yaxis].update(range=yRange)\n\n fig.add_traces(data)\n fig['layout']['annotations'] = annos\n py.plot(fig, filename=self.out_file_name, auto_open=False)\n\n\ndef main(args=None):\n args = process_args(args)\n hm = heatmapper.heatmapper()\n matrix_file = args.matrixFile.name\n args.matrixFile.close()\n hm.read_matrix_file(matrix_file)\n\n if hm.parameters['min threshold'] is not None or hm.parameters['max threshold'] is not None:\n filterHeatmapValues(hm, hm.parameters['min threshold'], hm.parameters['max threshold'])\n\n if args.kmeans is not None:\n hm.matrix.hmcluster(args.kmeans, method='kmeans', clustering_samples=args.clusterUsingSamples)\n else:\n if args.hclust is not None:\n print(\"Performing hierarchical clustering.\"\n \"Please note that it might be very slow for large datasets.\\n\")\n hm.matrix.hmcluster(args.hclust, method='hierarchical', clustering_samples=args.clusterUsingSamples)\n\n group_len_ratio = np.diff(hm.matrix.group_boundaries) / float(len(hm.matrix.regions))\n if np.any(group_len_ratio < 5.0 / 1000):\n problem = np.flatnonzero(group_len_ratio < 5.0 / 1000)\n sys.stderr.write(\"WARNING: Group '{}' is too small for plotting, you might want to remove it. \\n\".format(hm.matrix.group_labels[problem[0]]))\n\n if args.regionsLabel:\n hm.matrix.set_group_labels(args.regionsLabel)\n\n if args.samplesLabel and len(args.samplesLabel):\n hm.matrix.set_sample_labels(args.samplesLabel)\n\n if args.outFileNameData:\n hm.save_tabulated_values(args.outFileNameData, reference_point_label=args.refPointLabel,\n start_label=args.startLabel,\n end_label=args.endLabel,\n averagetype=args.averageType)\n\n if args.outFileSortedRegions:\n hm.save_BED(args.outFileSortedRegions)\n\n prof = Profile(hm, args.outFileName,\n plot_title=args.plotTitle,\n y_axis_label=args.yAxisLabel,\n y_min=args.yMin, y_max=args.yMax,\n averagetype=args.averageType,\n reference_point_label=args.refPointLabel,\n start_label=args.startLabel,\n end_label=args.endLabel,\n plot_height=args.plotHeight,\n plot_width=args.plotWidth,\n per_group=args.perGroup,\n plot_type=args.plotType,\n image_format=args.plotFileFormat,\n color_list=args.colors,\n legend_location=args.legendLocation,\n plots_per_row=args.numPlotsPerRow,\n label_rotation=args.label_rotation,\n dpi=args.dpi)\n\n if args.plotType == 'heatmap':\n prof.plot_heatmap()\n elif args.plotType == 'overlapped_lines':\n prof.plot_hexbin()\n else:\n prof.plot_profile()\n"
},
{
"path": "deeptools/sumCoveragePerBin.py",
"content": "import numpy as np\nimport multiprocessing\nimport time\n\nfrom deeptools import countReadsPerBin\nfrom deeptools.utilities import getTLen\nfrom deeptoolsintervals import GTF\n\n\nclass SumCoveragePerBin(countReadsPerBin.CountReadsPerBin):\n r\"\"\"This is an extension of CountReadsPerBin for use with plotFingerprint.\n There, we need to sum the per-base coverage.\n \"\"\"\n def get_coverage_of_region(self, bamHandle, chrom, regions,\n fragmentFromRead_func=None):\n \"\"\"\n Returns a numpy array that corresponds to the number of reads\n that overlap with each tile.\n\n >>> test = Tester()\n >>> import pysam\n >>> c = SumCoveragePerBin([], stepSize=1, extendReads=300)\n\n For this case the reads are length 36. The number of overlapping\n read fragments is 4 and 5 for the positions tested. Note that reads are\n NOT extended, due to there being a 0 length input list of BAM files!\n\n >>> c.get_coverage_of_region(pysam.AlignmentFile(test.bamFile_PE), 'chr2',\n ... [(5000833, 5000834), (5000834, 5000835)])\n array([4., 5.])\n\n In the following case the reads length is 50. Reads are not extended.\n\n >>> c.extendReads=False\n >>> c.get_coverage_of_region(pysam.AlignmentFile(test.bamFile2), '3R', [(148, 150), (150, 152), (152, 154)])\n array([2., 4., 4.])\n\n\n \"\"\"\n if not fragmentFromRead_func:\n fragmentFromRead_func = self.get_fragment_from_read\n nbins = len(regions)\n if len(regions[0]) == 3:\n nbins = 0\n for reg in regions:\n nbins += (reg[1] - reg[0]) // reg[2]\n coverages = np.zeros(nbins, dtype='float64')\n\n if self.defaultFragmentLength == 'read length':\n extension = 0\n else:\n extension = self.maxPairedFragmentLength\n\n blackList = None\n if self.blackListFileName is not None:\n blackList = GTF(self.blackListFileName)\n\n vector_start = 0\n for idx, reg in enumerate(regions):\n if len(reg) == 3:\n tileSize = int(reg[2])\n nRegBins = (reg[1] - reg[0]) // tileSize\n else:\n nRegBins = 1\n tileSize = int(reg[1] - reg[0])\n\n # Blacklisted regions have a coverage of 0\n if blackList and blackList.findOverlaps(chrom, reg[0], reg[1]):\n continue\n regStart = int(max(0, reg[0] - extension))\n regEnd = reg[1] + int(extension)\n\n # If alignments are extended and there's a blacklist, ensure that no\n # reads originating in a blacklist are fetched\n if blackList and reg[0] > 0 and extension > 0:\n o = blackList.findOverlaps(chrom, regStart, reg[0])\n if o is not None and len(o) > 0:\n regStart = o[-1][1]\n o = blackList.findOverlaps(chrom, reg[1], regEnd)\n if o is not None and len(o) > 0:\n regEnd = o[0][0]\n\n start_time = time.time()\n # caching seems faster. TODO: profile the function\n c = 0\n try:\n # BAM input\n if chrom not in bamHandle.references:\n raise NameError(\"chromosome {} not found in bam file\".format(chrom))\n except:\n # bigWig input, as used by plotFingerprint\n if bamHandle.chroms(chrom):\n _ = np.array(bamHandle.stats(chrom, regStart, regEnd, type=\"mean\", nBins=nRegBins), dtype=float)\n _[np.isnan(_)] = 0.0\n _ = _ * tileSize\n coverages += _\n continue\n else:\n raise NameError(\"chromosome {} not found in bigWig file with chroms {}\".format(chrom, bamHandle.chroms()))\n\n prev_pos = set()\n lpos = None\n # of previous processed read pair\n for read in bamHandle.fetch(chrom, regStart, regEnd):\n if read.is_unmapped:\n continue\n if self.minMappingQuality and read.mapq < self.minMappingQuality:\n continue\n\n # filter reads based on SAM flag\n if self.samFlag_include and read.flag & self.samFlag_include != self.samFlag_include:\n continue\n if self.samFlag_exclude and read.flag & self.samFlag_exclude != 0:\n continue\n\n # Fragment lengths\n tLen = getTLen(read)\n if self.minFragmentLength > 0 and tLen < self.minFragmentLength:\n continue\n if self.maxFragmentLength > 0 and tLen > self.maxFragmentLength:\n continue\n\n # get rid of duplicate reads that have same position on each of the\n # pairs\n if self.ignoreDuplicates:\n # Assuming more or less concordant reads, use the fragment bounds, otherwise the start positions\n if tLen >= 0:\n s = read.pos\n e = s + tLen\n else:\n s = read.pnext\n e = s - tLen\n if read.reference_id != read.next_reference_id:\n e = read.pnext\n if lpos is not None and lpos == read.reference_start \\\n and (s, e, read.next_reference_id, read.is_reverse) in prev_pos:\n continue\n if lpos != read.reference_start:\n prev_pos.clear()\n lpos = read.reference_start\n prev_pos.add((s, e, read.next_reference_id, read.is_reverse))\n\n # since reads can be split (e.g. RNA-seq reads) each part of the\n # read that maps is called a position block.\n try:\n position_blocks = fragmentFromRead_func(read)\n except TypeError:\n # the get_fragment_from_read functions returns None in some cases.\n # Those cases are to be skipped, hence the continue line.\n continue\n\n last_eIdx = None\n for fragmentStart, fragmentEnd in position_blocks:\n if fragmentEnd is None or fragmentStart is None:\n continue\n fragmentLength = fragmentEnd - fragmentStart\n if fragmentLength == 0:\n continue\n # skip reads that are not in the region being\n # evaluated.\n if fragmentEnd <= reg[0] or fragmentStart >= reg[1]:\n continue\n\n if fragmentStart < reg[0]:\n fragmentStart = reg[0]\n if fragmentEnd > reg[0] + len(coverages) * tileSize:\n fragmentEnd = reg[0] + len(coverages) * tileSize\n\n sIdx = vector_start + max((fragmentStart - reg[0]) // tileSize, 0)\n eIdx = vector_start + min(np.ceil(float(fragmentEnd - reg[0]) / tileSize).astype('int'), nRegBins)\n if eIdx >= len(coverages):\n eIdx = len(coverages) - 1\n if last_eIdx is not None:\n sIdx = max(last_eIdx, sIdx)\n if sIdx >= eIdx:\n continue\n\n # First bin\n if fragmentEnd < reg[0] + (sIdx + 1) * tileSize:\n _ = fragmentEnd - fragmentStart\n else:\n _ = reg[0] + (sIdx + 1) * tileSize - fragmentStart\n if _ > tileSize:\n _ = tileSize\n coverages[sIdx] += _\n _ = sIdx + 1\n while _ < eIdx:\n coverages[_] += tileSize\n _ += 1\n while eIdx - sIdx >= nRegBins:\n eIdx -= 1\n if eIdx > sIdx:\n _ = fragmentEnd - (reg[0] + eIdx * tileSize)\n if _ > tileSize:\n _ = tileSize\n elif _ < 0:\n _ = 0\n coverages[eIdx] += _\n last_eIdx = eIdx\n\n c += 1\n\n if self.verbose:\n endTime = time.time()\n print(\"%s, processing %s (%.1f per sec) reads @ %s:%s-%s\" % (\n multiprocessing.current_process().name, c, c / (endTime - start_time), chrom, reg[0], reg[1]))\n\n vector_start += nRegBins\n\n # change zeros to NAN\n if self.zerosToNans:\n coverages[coverages == 0] = np.nan\n\n return coverages\n\n\nclass Tester(object):\n\n def __init__(self):\n \"\"\"\n The distribution of reads between the two bam files is as follows.\n\n They cover 200 bp\n\n 0 100 200\n |------------------------------------------------------------|\n A ===============\n ===============\n\n\n B =============== ===============\n ===============\n ===============\n \"\"\"\n import os\n self.root = os.path.dirname(os.path.abspath(__file__)) + \"/test/test_data/\"\n self.bamFile1 = self.root + \"testA.bam\"\n self.bamFile2 = self.root + \"testB.bam\"\n self.bamFile_PE = self.root + \"test_paired2.bam\"\n self.chrom = '3R'\n"
},
{
"path": "deeptools/test/__init__.py",
"content": ""
},
{
"path": "deeptools/test/skiptest_heatmapper_images.py",
"content": "import os\nimport matplotlib\nmatplotlib.use('Agg')\nfrom matplotlib.testing.compare import compare_images\nfrom tempfile import NamedTemporaryFile\n\nimport deeptools.computeMatrix\nimport deeptools.plotHeatmap\nimport deeptools.plotProfile\nimport deeptools.utilities\n\n__author__ = 'Fidel'\n\nROOT = os.path.dirname(os.path.abspath(__file__)) + \"/test_heatmapper/\"\ntolerance = 30\n\n\ndef test_plotHeatmap_simple_plot():\n \"\"\"\n Test a simple plot generated using a matrix from\n the following command:\n\n computeMatrix reference-point -a 100 -b 100 -S {test_path}/test.bw \\\n -R {test_path}/test.bed -o /tmp/mat.gz -bs 25\n\n \"\"\"\n outfile = NamedTemporaryFile(suffix='.png', prefix='plotHeatmap_test_', delete=False)\n args = \"-m {}/master.mat.gz --outFileName {}\".format(ROOT, outfile.name).split()\n deeptools.plotHeatmap.main(args)\n res = compare_images(ROOT + '/master.png', outfile.name, tolerance)\n assert res is None, res\n os.remove(outfile.name)\n\n\ndef test_plotHeatmap_rename_labels():\n outfile = NamedTemporaryFile(suffix='.png', prefix='plotHeatmap_test_', delete=False)\n\n args = \"-m {}/master.mat.gz --outFileName {} --regionsLabel uno dos\".format(ROOT, outfile.name).split()\n deeptools.plotHeatmap.main(args)\n res = compare_images(ROOT + '/master_relabeled.png', outfile.name, tolerance)\n assert res is None, res\n os.remove(outfile.name)\n\n\ndef test_plotHeatmap_scale_regions():\n outfile = NamedTemporaryFile(suffix='.png', prefix='plotHeatmap_test_', delete=False)\n args = \"-m {}/master_scale_reg.mat.gz --outFileName {}\".format(ROOT, outfile.name).split()\n deeptools.plotHeatmap.main(args)\n res = compare_images(ROOT + '/master_scale_reg.png', outfile.name, tolerance)\n assert res is None, res\n os.remove(outfile.name)\n\n\ndef test_plotHeatmap_multi_bigwig_pergroup():\n outfile = NamedTemporaryFile(suffix='.png', prefix='plotHeatmap_test_', delete=False)\n args = \"-m {}/master_multi.mat.gz --perGroup --samplesLabel file1 file2 file3 file4 \" \\\n \"--outFileName {}\".format(ROOT, outfile.name).split()\n deeptools.plotHeatmap.main(args)\n res = compare_images(ROOT + '/heatmap_master_multi_pergroup.png', outfile.name, tolerance)\n assert res is None, res\n os.remove(outfile.name)\n\n\ndef test_plotHeatmap_multiple_colors_muti_scales():\n outfile = NamedTemporaryFile(suffix='.png', prefix='plotHeatmap_test_', delete=False)\n args = \"-m {}/master_multi.mat.gz --colorList white,blue white,red --zMin 1 0 --zMax 4 5 \" \\\n \"--outFileName {}\".format(ROOT, outfile.name).split()\n deeptools.plotHeatmap.main(args)\n res = compare_images(ROOT + '/heatmap_master_multi_color.png', outfile.name, tolerance)\n assert res is None, res\n os.remove(outfile.name)\n\n\ndef test_plotHeatmap_multiple_colormap_no_boxes():\n outfile = NamedTemporaryFile(suffix='.png', prefix='plotHeatmap_test_', delete=False)\n args = \"-m {}/master_multi.mat.gz --colorMap Reds binary terrain --boxAroundHeatmaps no \" \\\n \"--outFileName {}\".format(ROOT, outfile.name).split()\n deeptools.plotHeatmap.main(args)\n res = compare_images(ROOT + '/heatmap_master_multi_colormap_no_box.png', outfile.name, tolerance)\n assert res is None, res\n os.remove(outfile.name)\n\n\ndef test_plotHeatmap_interpolation():\n outfile = NamedTemporaryFile(suffix='.png', prefix='plotHeatmap_test_', delete=False)\n args = \"-m {}/large_matrix.mat.gz --interpolation bilinear \" \\\n \"--outFileName {}\".format(ROOT, outfile.name).split()\n deeptools.plotHeatmap.main(args)\n res = compare_images(ROOT + '/heatmap_master_interpolation_bilinear.png', outfile.name, tolerance)\n assert res is None, res\n os.remove(outfile.name)\n\n\ndef test_plotProfiler():\n outfile = NamedTemporaryFile(suffix='.png', prefix='plotHeatmap_test_', delete=False)\n args = \"-m {}/master.mat.gz --outFileName {} --regionsLabel uno dos \" \\\n \"--plotType std\".format(ROOT, outfile.name).split()\n deeptools.plotProfile.main(args)\n res = compare_images(ROOT + '/profile_master.png', outfile.name, tolerance)\n assert res is None, res\n os.remove(outfile.name)\n\n\ndef test_plotProfiler_heatmap():\n outfile = NamedTemporaryFile(suffix='.png', prefix='plotHeatmap_test_', delete=False)\n args = \"-m {}/master.mat.gz --outFileName {} --plotType heatmap\".format(ROOT, outfile.name).split()\n deeptools.plotProfile.main(args)\n res = compare_images(ROOT + '/profile_master_heatmap.png', outfile.name, tolerance)\n assert res is None, res\n os.remove(outfile.name)\n\n\ndef test_plotProfiler_overlapped_lines():\n outfile = NamedTemporaryFile(suffix='.png', prefix='plotHeatmap_test_', delete=False)\n args = \"-m {}/master.mat.gz --outFileName {} \" \\\n \"--plotType overlapped_lines --yMin -1\".format(ROOT, outfile.name).split()\n deeptools.plotProfile.main(args)\n res = compare_images(ROOT + '/profile_master_overlap_lines.png', outfile.name, tolerance)\n assert res is None, res\n os.remove(outfile.name)\n\n\ndef test_plotProfiler_multibigwig():\n outfile = NamedTemporaryFile(suffix='.png', prefix='plotHeatmap_test_', delete=False)\n args = \"-m {}/master_multi.mat.gz --outFileName {} \" \\\n \"--numPlotsPerRow 2 --yMax 1.5\".format(ROOT, outfile.name).split()\n deeptools.plotProfile.main(args)\n res = compare_images(ROOT + '/profile_master_multi.png', outfile.name, tolerance)\n assert res is None, res\n os.remove(outfile.name)\n\n\ndef test_plotProfiler_multibigwig_pergroup():\n outfile = NamedTemporaryFile(suffix='.png', prefix='plotHeatmap_test_', delete=False)\n args = \"-m {}/master_multi.mat.gz --outFileName {} \" \\\n \"--perGroup --yMax 1.5\".format(ROOT, outfile.name).split()\n deeptools.plotProfile.main(args)\n res = compare_images(ROOT + '/profile_master_multi_pergroup.png', outfile.name, tolerance)\n assert res is None, res\n os.remove(outfile.name)\n"
},
{
"path": "deeptools/test/test_bamCoverage_and_bamCompare.py",
"content": "import deeptools.bamCoverage as bam_cov\nimport deeptools.bamCompare as bam_comp\nimport deeptools.getScaleFactor as gs\nimport os.path\nimport filecmp\nfrom os import unlink\n\nROOT = os.path.dirname(os.path.abspath(__file__)) + \"/test_data/\"\nBAMFILE_A = ROOT + \"testA.bam\"\nBAMFILE_B = ROOT + \"testB.bam\"\nBAMFILE_FILTER1 = ROOT + \"test_filtering.bam\"\nBAMFILE_FILTER2 = ROOT + \"test_filtering2.bam\"\nCRAMFILE_A = ROOT + \"testA.cram\"\nCRAMFILE_B = ROOT + \"testB.cram\"\nCRAMFILE_FILTER1 = ROOT + \"test_filtering.cram\"\nCRAMFILE_FILTER2 = ROOT + \"test_filtering2.cram\"\nBEDFILE_FILTER = ROOT + \"test_filtering.blacklist.bed\"\n\n\n\"\"\"\nThe distribution of reads for the bam file is:\n\n 0 100 200\n |------------------------------------------------------------|\ntestA.bam 3R ==============>\n <==============\n\n\ntestB.bam 3R <============== ==============>\n ==============>\n ==============>\n \"\"\"\n\n\ndef test_bam_coverage_arguments():\n \"\"\"\n Test minimal command line args for bamCoverage\n \"\"\"\n outfile = '/tmp/test_file.bg'\n for fname in [BAMFILE_B, CRAMFILE_B]:\n args = \"--bam {} -o {} --outFileFormat bedgraph\".format(fname, outfile).split()\n bam_cov.main(args)\n\n _foo = open(outfile, 'r')\n resp = _foo.readlines()\n _foo.close()\n expected = ['3R\\t0\\t50\\t0\\n', '3R\\t50\\t150\\t1\\n', '3R\\t150\\t200\\t2\\n']\n assert f\"{resp}\" == f\"{expected}\", f\"{resp} != {expected}\"\n unlink(outfile)\n\n\ndef test_bam_coverage_extend():\n outfile = '/tmp/test_file.bg'\n for fname in [BAMFILE_B, CRAMFILE_B]:\n args = \"-b {} -o {} --extendReads 100 --outFileFormat bedgraph\".format(fname, outfile).split()\n bam_cov.main(args)\n _foo = open(outfile, 'r')\n resp = _foo.readlines()\n _foo.close()\n expected = ['3R\\t0\\t150\\t1\\n', '3R\\t150\\t200\\t3\\n']\n assert f\"{resp}\" == f\"{expected}\", f\"{resp} != {expected}\"\n unlink(outfile)\n\n\ndef test_bam_coverage_extend_and_normalizeUsingRPGC():\n\n outfile = '/tmp/test_file.bg'\n for fname in [BAMFILE_B, CRAMFILE_B]:\n args = \"-b {} -o {} --normalizeUsing RPGC --effectiveGenomeSize 200 --extendReads 100 \" \\\n \"--outFileFormat bedgraph\".format(fname, outfile).split()\n bam_cov.main(args)\n _foo = open(outfile, 'r')\n resp = _foo.readlines()\n _foo.close()\n # the scale factor should be 0.5, thus the result is similar to\n # that of the previous test divided by 0.5\n expected = ['3R\\t0\\t150\\t0.5\\n', '3R\\t150\\t200\\t1.5\\n']\n assert f\"{resp}\" == f\"{expected}\", f\"{resp} != {expected}\"\n unlink(outfile)\n\n\ndef test_bam_coverage_skipnas():\n outfile = '/tmp/test_file.bg'\n for fname in [BAMFILE_B, CRAMFILE_B]:\n args = \"--bam {} -o {} --outFileFormat bedgraph --skipNAs\".format(fname, outfile).split()\n bam_cov.main(args)\n\n _foo = open(outfile, 'r')\n resp = _foo.readlines()\n _foo.close()\n expected = ['3R\\t50\\t150\\t1\\n', '3R\\t150\\t200\\t2\\n']\n assert f\"{resp}\" == f\"{expected}\", f\"{resp} != {expected}\"\n unlink(outfile)\n\n\ndef test_bam_coverage_filtering():\n outfile = '/tmp/test_file.bg'\n for fname in [BAMFILE_B, CRAMFILE_B]:\n args = \"--bam {} -o {} --outFileFormat bedgraph --ignoreDuplicates --verbose\".format(fname, outfile).split()\n bam_cov.main(args)\n\n _foo = open(outfile, 'r')\n resp = _foo.readlines()\n _foo.close()\n expected = ['3R\\t0\\t50\\t0\\n', '3R\\t50\\t200\\t1\\n']\n assert resp == expected, \"{} != {}\".format(resp, expected)\n unlink(outfile)\n\n\ndef test_bam_compare_arguments():\n \"\"\"\n Test minimal command line args for bamCoverage. The ratio\n between the same file is taken, therefore, the expected value\n is 1.0 for all bins.\n \"\"\"\n outfile = '/tmp/test_file.bg'\n for fname in [BAMFILE_B, CRAMFILE_B]:\n args = \"--bamfile1 {} --bamfile2 {} \" \\\n \"-o {} -p 1 --outFileFormat bedgraph --operation ratio\".format(fname, fname, outfile).split()\n bam_comp.main(args)\n\n _foo = open(outfile, 'r')\n resp = _foo.readlines()\n _foo.close()\n expected = ['3R\\t0\\t200\\t1\\n']\n assert resp == expected, \"{} != {}\".format(resp, expected)\n unlink(outfile)\n\n\ndef test_bam_compare_diff_files():\n \"\"\"\n Test with two different files\n \"\"\"\n outfile = '/tmp/test_file.bg'\n for A, B in [(BAMFILE_A, BAMFILE_B), (CRAMFILE_A, CRAMFILE_B)]:\n args = \"--bamfile1 {} --bamfile2 {} --scaleFactors 1:1 --operation subtract \" \\\n \"-o {} -p 1 --outFileFormat bedgraph\".format(A, B, outfile).split()\n bam_comp.main(args)\n\n _foo = open(outfile, 'r')\n resp = _foo.readlines()\n _foo.close()\n expected = ['3R\\t0\\t50\\t0\\n', '3R\\t50\\t100\\t-1\\n', '3R\\t100\\t150\\t0\\n', '3R\\t150\\t200\\t-1\\n']\n assert resp == expected, \"{} != {}\".format(resp, expected)\n unlink(outfile)\n\n\ndef test_bam_compare_pseudocounts():\n \"\"\"\n Test with different pseudocounts\n \"\"\"\n outfile = '/tmp/test_file.bg'\n args = \"--bamfile1 {} --bamfile2 {} --outFileFormat bedgraph --scaleFactors 1:1 -o {} \" \\\n \"--pseudocount 1 0\".format(BAMFILE_A, BAMFILE_B, outfile).split()\n bam_comp.main(args)\n\n _foo = open(outfile, 'r')\n resp = _foo.readlines()\n _foo.close()\n expected = ['3R\\t0\\t50\\tinf\\n', '3R\\t50\\t100\\t0\\n', '3R\\t100\\t150\\t1\\n', '3R\\t150\\t200\\t0\\n']\n assert resp == expected, \"{} != {}\".format(resp, expected)\n unlink(outfile)\n\n\ndef test_bam_compare_ZoverZ():\n \"\"\"\n Ensure --skipZeroOverZero works in bamCompare\n \"\"\"\n outfile = '/tmp/test_file.bg'\n args = \"--bamfile1 {} --bamfile2 {} --outFileFormat bedgraph --scaleFactors 1:1 -o {} \" \\\n \"--skipZeroOverZero\".format(BAMFILE_A, BAMFILE_B, outfile).split()\n bam_comp.main(args)\n\n _foo = open(outfile, 'r')\n resp = _foo.readlines()\n _foo.close()\n expected = ['3R\\t50\\t100\\t-1\\n', '3R\\t100\\t150\\t0\\n', '3R\\t150\\t200\\t-0.584963\\n']\n assert f\"{resp}\" == f\"{expected}\", f\"{resp} != {expected}\"\n unlink(outfile)\n\n\ndef test_get_num_kept_reads():\n \"\"\"\n Test the scale factor functions\n \"\"\"\n for fname in [BAMFILE_A, CRAMFILE_A]:\n args = \"--bam {} -o /tmp/test\".format(fname).split()\n\n args = bam_cov.process_args(args)\n num_kept_reads, total_reads = gs.get_num_kept_reads(args, None)\n\n # bam file 1 has 2 reads in 3R and 2 read in chr_cigar\n assert num_kept_reads == 3, \"num_kept_reads is wrong\"\n assert total_reads == 3, \"num total reads is wrong\"\n\n # ignore chr_cigar to count the total number of reads\n args = \"--bam {} --ignoreForNormalization chr_cigar -o /tmp/test\".format(fname).split()\n args = bam_cov.process_args(args)\n num_kept_reads, total_reads = gs.get_num_kept_reads(args, None)\n\n # the number of kept reads should be 2 as the read on chr_cigar is skipped\n assert num_kept_reads == 2, \"num_kept_reads is wrong ({})\".format(num_kept_reads)\n\n # test filtering by read direction. Only forward reads are kept\n args = \"--bam {} -o /tmp/test --samFlagExclude 16 --ignoreForNormalization chr_cigar \".format(fname).split()\n\n args = bam_cov.process_args(args)\n num_kept_reads, total_reads = gs.get_num_kept_reads(args, None)\n\n # only one forward read is expected in\n assert num_kept_reads == 1, \"num_kept_reads is wrong\"\n\n\ndef test_bam_compare_diff_files_skipnas():\n \"\"\"\n Test skipnas\n Compared to the previous tests, any region that do not have coverage (in either of the bam files)\n is not included in the bedgraph file.\n \"\"\"\n outfile = '/tmp/test_file.bg'\n for A, B in [(BAMFILE_A, BAMFILE_B), (CRAMFILE_A, CRAMFILE_B)]:\n args = \"--bamfile1 {} --bamfile2 {} --scaleFactors 1:1 --operation subtract \" \\\n \"-o {} -p 1 --outFileFormat bedgraph --skipNAs\".format(A, B, outfile).split()\n bam_comp.main(args)\n\n _foo = open(outfile, 'r')\n resp = _foo.readlines()\n _foo.close()\n expected = ['3R\\t100\\t150\\t0\\n', '3R\\t150\\t200\\t-1\\n']\n assert f\"{resp}\" == f\"{expected}\", f\"{resp} != {expected}\"\n unlink(outfile)\n\n\ndef test_bam_compare_extend():\n \"\"\"\n Test read extension\n \"\"\"\n outfile = '/tmp/test_file.bg'\n for A, B in [(BAMFILE_A, BAMFILE_B), (CRAMFILE_A, CRAMFILE_B)]:\n args = \"--bamfile1 {} --bamfile2 {} --extend 100 --scaleFactors 1:1 --operation subtract \" \\\n \"-o {} -p 1 --outFileFormat bedgraph\".format(A, B, outfile).split()\n bam_comp.main(args)\n\n _foo = open(outfile, 'r')\n resp = _foo.readlines()\n _foo.close()\n expected = ['3R\\t0\\t100\\t-1\\n', '3R\\t100\\t150\\t1\\n', '3R\\t150\\t200\\t-1\\n']\n assert f\"{resp}\" == f\"{expected}\", f\"{resp} != {expected}\"\n unlink(outfile)\n\n\ndef test_bam_compare_scale_factors_ratio():\n \"\"\"\n Test scale factor\n \"\"\"\n outfile = '/tmp/test_file.bg'\n for A, B in [(BAMFILE_A, BAMFILE_B), (CRAMFILE_A, CRAMFILE_B)]:\n args = \"--bamfile1 {} --bamfile2 {} --operation ratio --ignoreForNormalization chr_cigar \" \\\n \"-o {} -p 1 --outFileFormat bedgraph\".format(A, B, outfile).split()\n bam_comp.main(args)\n\n # The scale factors are [ 1. 0.5] because BAMFILE_B has double the amount of reads (4) compared to BAMFILE_A\n\n _foo = open(outfile, 'r')\n resp = _foo.readlines()\n _foo.close()\n\n \"\"\"\n The distribution of reads for the bam file is:\n\n 0 100 200\n |------------------------------------------------------------|\n testA.bam 3R ==============>\n <==============\n\n\n testB.bam 3R <============== ==============>\n ==============>\n ==============>\n\n ------------------------------------------------------------------------------\n\n ratio: 0 (0+1)/(1*0.5+1)=0.67 (1+1)/(1+2*0.5)=1\n (scale factors [1,0.5]) (1+1)/(1+1*0.5)=1.33\n \"\"\"\n\n expected = ['3R\\t0\\t50\\t1\\n', '3R\\t50\\t100\\t0.666667\\n', '3R\\t100\\t150\\t1.33333\\n', '3R\\t150\\t200\\t1\\n']\n assert f\"{resp}\" == f\"{expected}\", f\"{resp} != {expected}\"\n unlink(outfile)\n\n\ndef test_bam_compare_scale_factors_subtract():\n \"\"\"\n Test scale factor\n \"\"\"\n outfile = '/tmp/test_file.bg'\n for A, B in [(BAMFILE_A, BAMFILE_B), (CRAMFILE_A, CRAMFILE_B)]:\n args = \"--bamfile1 {} --bamfile2 {} --operation subtract --ignoreForNormalization chr_cigar \" \\\n \"-o {} -p 1 --outFileFormat bedgraph --scaleFactorsMethod None --normalizeUsing CPM\".format(A, B, outfile).split()\n bam_comp.main(args)\n\n # The scale factors are [ 1. 0.5] because BAMFILE_B has dowble the amount of reads (4) compared to BAMFILE_A\n\n _foo = open(outfile, 'r')\n resp = _foo.readlines()\n _foo.close()\n\n \"\"\"\n The distribution of reads for the bam file is:\n\n 0 100 200\n |------------------------------------------------------------|\n testA.bam 3R ==============>\n <==============\n\n\n testB.bam 3R <============== ==============>\n ==============>\n ==============>\n\n ------------------------------------------------------------------------------\n\n subtract: After applying CPM normalization, the scale factors are [500000,250000]\n\n after applying factors: 0 -25k 25k 0\n\n \"\"\"\n\n expected = ['3R\\t0\\t50\\t0\\n', '3R\\t50\\t100\\t-250000\\n', '3R\\t100\\t150\\t250000\\n', '3R\\t150\\t200\\t0\\n']\n assert f\"{resp}\" == f\"{expected}\", f\"{resp} != {expected}\"\n unlink(outfile)\n\n\ndef test_bam_coverage_filter_blacklist():\n \"\"\"\n Test --samFlagInclude --samFlagExclude --minMappingQuality --ignoreDuplicates and --blackListFileName\n \"\"\"\n outfile = '/tmp/test_file_filter.bg'\n for fname in [BAMFILE_FILTER1, CRAMFILE_FILTER1]:\n args = \"--bam {} --normalizeUsing RPGC --effectiveGenomeSize 1400 -p 1 -o {} -of bedgraph --samFlagInclude 512 \" \\\n \"--samFlagExclude 256 --minMappingQuality 5 --ignoreDuplicates \" \\\n \"--blackListFileName {}\".format(fname, outfile, BEDFILE_FILTER)\n args = args.split()\n bam_cov.main(args)\n\n _foo = open(outfile, 'r')\n resp = _foo.readlines()\n _foo.close()\n\n expected = ['3R\\t0\\t100\\t0\\n', '3R\\t100\\t150\\t1.42338\\n',\n '3R\\t150\\t250\\t4.88017\\n', '3R\\t250\\t300\\t3.05011\\n',\n '3R\\t300\\t400\\t2.23675\\n', '3R\\t400\\t450\\t3.86347\\n',\n '3R\\t450\\t500\\t4.06681\\n', '3R\\t500\\t550\\t2.03341\\n',\n '3R\\t550\\t600\\t2.44009\\n', '3R\\t600\\t650\\t4.47349\\n',\n '3R\\t650\\t700\\t3.45679\\n', '3R\\t700\\t750\\t3.66013\\n',\n '3R\\t750\\t800\\t4.06681\\n', '3R\\t900\\t950\\t2.44009\\n',\n '3R\\t950\\t1000\\t1.62672\\n', '3R\\t1000\\t1050\\t0.813362\\n',\n '3R\\t1050\\t1500\\t0\\n']\n\n assert f\"{resp}\" == f\"{expected}\", f\"{resp} != {expected}\"\n unlink(outfile)\n\n\ndef test_bam_coverage_offset1():\n \"\"\"\n Test -bs 1 --Offset 1\n \"\"\"\n outfile = '/tmp/test_offset.bw'\n for fname in [BAMFILE_A, CRAMFILE_A]:\n args = \"--Offset 1 --bam {} -p 1 -bs 1 -o {}\".format(fname, outfile)\n args = args.split()\n bam_cov.main(args)\n try:\n # python 3 only\n filecmp.clear_cache()\n except:\n pass\n assert filecmp.cmp(outfile, \"{}testA_offset1.bw\".format(ROOT)) is True\n unlink(outfile)\n\n\ndef test_bam_coverage_offset1_10():\n \"\"\"\n Test -bs 1 --Offset 1 10\n \"\"\"\n outfile = '/tmp/test_offset.bw'\n for fname in [BAMFILE_A, CRAMFILE_A]:\n args = \"--Offset 1 10 -b {} -p 1 -bs 1 -o {}\".format(fname, outfile)\n args = args.split()\n bam_cov.main(args)\n try:\n # python 3 only\n filecmp.clear_cache()\n except:\n pass\n assert filecmp.cmp(outfile, \"{}testA_offset1_10.bw\".format(ROOT)) is True\n unlink(outfile)\n\n\ndef test_bam_coverage_offset_minus1():\n \"\"\"\n Test -bs 1 --Offset -1\n \"\"\"\n outfile = '/tmp/test_offset.bw'\n for fname in [BAMFILE_A, CRAMFILE_A]:\n args = \"--Offset -1 -b {} -p 1 -bs 1 -o {}\".format(fname, outfile)\n args = args.split()\n bam_cov.main(args)\n try:\n # python 3 only\n filecmp.clear_cache()\n except:\n pass\n assert filecmp.cmp(outfile, \"{}testA_offset-1.bw\".format(ROOT)) is True\n unlink(outfile)\n\n\ndef test_bam_coverage_offset20_minus4():\n \"\"\"\n Test -bs 1 --Offset 20 -4\n \"\"\"\n outfile = '/tmp/test_offset.bw'\n for fname in [BAMFILE_A, CRAMFILE_A]:\n args = \"--Offset 20 -4 -b {} -p 1 -bs 1 -o {}\".format(fname, outfile)\n args = args.split()\n bam_cov.main(args)\n try:\n # python 3 only\n filecmp.clear_cache()\n except:\n pass\n assert filecmp.cmp(outfile, \"{}testA_offset20_-4.bw\".format(ROOT)) is True\n unlink(outfile)\n\n\ndef test_bam_compare_filter_blacklist():\n \"\"\"\n Test --samFlagInclude --samFlagExclude --minMappingQuality --ignoreDuplicates and --blackListFileName\n \"\"\"\n outfile = '/tmp/test_file_filter.bg'\n for A, B in [(BAMFILE_FILTER1, BAMFILE_FILTER2), (CRAMFILE_FILTER1, CRAMFILE_FILTER2)]:\n args = \"-b1 {} -b2 {} -p 1 -o {} -of bedgraph --samFlagInclude 512 \" \\\n \"--samFlagExclude 256 --minMappingQuality 5 --ignoreDuplicates \" \\\n \"--blackListFileName {}\".format(A, B, outfile, BEDFILE_FILTER)\n args = args.split()\n bam_comp.main(args)\n\n _foo = open(outfile, 'r')\n resp = _foo.readlines()\n _foo.close()\n expected = ['3R\\t0\\t100\\t0\\n', '3R\\t100\\t150\\t-0.220909\\n',\n '3R\\t150\\t200\\t-0.159356\\n', '3R\\t200\\t250\\t-0.0718929\\n',\n '3R\\t250\\t300\\t0.135883\\n', '3R\\t300\\t350\\t0.103093\\n',\n '3R\\t350\\t400\\t-0.0895516\\n', '3R\\t400\\t450\\t0.0308374\\n',\n '3R\\t450\\t500\\t0.0989418\\n', '3R\\t500\\t550\\t0.207044\\n',\n '3R\\t550\\t600\\t0.0198996\\n', '3R\\t600\\t650\\t-0.0957241\\n',\n '3R\\t650\\t700\\t0.00968255\\n', '3R\\t700\\t750\\t-0.040642\\n',\n '3R\\t750\\t800\\t-0.123451\\n', '3R\\t900\\t950\\t0.212545\\n',\n '3R\\t950\\t1000\\t0.199309\\n', '3R\\t1000\\t1050\\t0.167945\\n',\n '3R\\t1050\\t1500\\t0\\n']\n assert f\"{resp}\" == f\"{expected}\", f\"{resp} != {expected}\"\n unlink(outfile)\n"
},
{
"path": "deeptools/test/test_bigwigAverage.py",
"content": "import deeptools.bigwigAverage as bwAve\n\nimport os.path\nfrom os import unlink\n\nROOT = os.path.dirname(os.path.abspath(__file__)) + \"/test_data/\"\nBIGWIG_A = ROOT + \"testA_skipNAs.bw\"\nBIGWIG_B = ROOT + \"testB_skipNAs.bw\"\nBIGWIG_C = ROOT + \"test1.bw.bw\"\n\n\n\"\"\"\nThe distribution of reads for the bam file is:\n\n 0 100 200\n |------------------------------------------------------------|\ntestA.bam 3R ==============>\n <==============\n\n\ntestB.bam 3R <============== ==============>\n ==============>\n ==============>\n\nThe resulting bigwig files are as follows:\n\ntestA_skipNas:\n 3R 100 200 1\n chr_cigar 0 50 2\n\ntestB_skipNas:\n 3R 50 150 1\n 3R 150 200 2\n\"\"\"\n\n\ndef test_bigwigAverage():\n outfile = '/tmp/result.bg'\n args = \"--bigwigs {} {} -o {} --outFileFormat bedgraph\".format(BIGWIG_A, BIGWIG_B, outfile).split()\n bwAve.main(args)\n _foo = open(outfile, 'r')\n resp = _foo.readlines()\n _foo.close()\n expected = ['3R\\t0\\t50\\t0\\n', '3R\\t50\\t100\\t0.5\\n', '3R\\t100\\t150\\t1\\n', '3R\\t150\\t200\\t1.5\\n']\n assert f\"{resp}\" == f\"{expected}\", f\"{resp} != {expected}\"\n unlink(outfile)\n\n\ndef test_bigwigAverage_skipnas():\n outfile = '/tmp/result.bg'\n args = \"--bigwigs {} {} -o {} --skipNAs \" \\\n \"--outFileFormat bedgraph\".format(BIGWIG_A, BIGWIG_B, outfile).split()\n bwAve.main(args)\n _foo = open(outfile, 'r')\n resp = _foo.readlines()\n _foo.close()\n expected = ['3R\\t100\\t150\\t1\\n', '3R\\t150\\t200\\t1.5\\n']\n assert f\"{resp}\" == f\"{expected}\", f\"{resp} != {expected}\"\n unlink(outfile)\n\n\ndef test_bigwigAverageWithScale():\n outfile = '/tmp/result.bg'\n args = \"--bigwigs {} {} -o {} --outFileFormat bedgraph --scaleFactors 1:0.5\".format(BIGWIG_A, BIGWIG_B, outfile).split()\n bwAve.main(args)\n _foo = open(outfile, 'r')\n resp = _foo.readlines()\n _foo.close()\n expected = ['3R\\t0\\t50\\t0\\n', '3R\\t50\\t100\\t0.25\\n', '3R\\t100\\t150\\t0.75\\n', '3R\\t150\\t200\\t1\\n']\n assert f\"{resp}\" == f\"{expected}\", f\"{resp} != {expected}\"\n unlink(outfile)\n\n\ndef test_bigwigAverageThree():\n outfile = '/tmp/result.bg'\n args = \"--bigwigs {} {} {} -o {} --outFileFormat bedgraph --scaleFactors 0.75:0.75:.75\".format(BIGWIG_A, BIGWIG_A, BIGWIG_B, outfile).split()\n bwAve.main(args)\n _foo = open(outfile, 'r')\n resp = _foo.readlines()\n _foo.close()\n expected = ['3R\\t0\\t50\\t0\\n', '3R\\t50\\t100\\t0.25\\n', '3R\\t100\\t150\\t0.75\\n', '3R\\t150\\t200\\t1\\n']\n assert f\"{resp}\" == f\"{expected}\", f\"{resp} != {expected}\"\n unlink(outfile)\n"
},
{
"path": "deeptools/test/test_bigwigCompare_and_multiBigwigSummary.py",
"content": "import deeptools.bigwigCompare as bwComp\nimport deeptools.multiBigwigSummary as bwCorr\nimport numpy as np\nimport numpy.testing as nt\n\nimport os.path\nfrom os import unlink\n\nROOT = os.path.dirname(os.path.abspath(__file__)) + \"/test_data/\"\nBIGWIG_A = ROOT + \"testA_skipNAs.bw\"\nBIGWIG_B = ROOT + \"testB_skipNAs.bw\"\nBIGWIG_C = ROOT + \"test1.bw.bw\"\n\n\n\"\"\"\nThe distribution of reads for the bam file is:\n\n 0 100 200\n |------------------------------------------------------------|\ntestA.bam 3R ==============>\n <==============\n\n\ntestB.bam 3R <============== ==============>\n ==============>\n ==============>\n\nThe resulting bigwig files are as follows:\n\ntestA_skipNas:\n 3R 100 200 1\n chr_cigar 0 50 2\n\ntestB_skipNas:\n 3R 50 150 1\n 3R 150 200 2\n\"\"\"\n\n\ndef test_bigwigCompare():\n outfile = '/tmp/result.bg'\n args = \"-b1 {} -b2 {} -o {} --operation add --outFileFormat bedgraph\".format(BIGWIG_A, BIGWIG_B, outfile).split()\n bwComp.main(args)\n _foo = open(outfile, 'r')\n resp = _foo.readlines()\n _foo.close()\n expected = ['3R\\t0\\t50\\t0\\n', '3R\\t50\\t100\\t1\\n', '3R\\t100\\t150\\t2\\n', '3R\\t150\\t200\\t3\\n']\n assert f\"{resp}\" == f\"{expected}\", f\"{resp} != {expected}\"\n unlink(outfile)\n\n\ndef test_bigwigCompare_skipnas():\n outfile = '/tmp/result.bg'\n args = \"-b1 {} -b2 {} -o {} --operation add --skipNAs \" \\\n \"--outFileFormat bedgraph\".format(BIGWIG_A, BIGWIG_B, outfile).split()\n bwComp.main(args)\n _foo = open(outfile, 'r')\n resp = _foo.readlines()\n _foo.close()\n expected = ['3R\\t100\\t150\\t2\\n', '3R\\t150\\t200\\t3\\n']\n assert f\"{resp}\" == f\"{expected}\", f\"{resp} != {expected}\"\n unlink(outfile)\n\n\ndef test_bigwigCompare_skipZeroOverZero():\n outfile = '/tmp/result.bg\"'\n args = \"-b1 {} -b2 {} -o {} --skipZeroOverZero --pseudocount 1 3 --outFileFormat bedgraph\".format(BIGWIG_A, BIGWIG_A, outfile).split()\n bwComp.main(args)\n _foo = open(outfile, 'r')\n resp = _foo.readlines()\n _foo.close()\n expected = ['3R\\t100\\t200\\t-1\\n']\n assert f\"{resp}\" == f\"{expected}\", f\"{resp} != {expected}\"\n unlink(outfile)\n\n\ndef test_multiBigwigSummary():\n outfile = '/tmp/result.bg'\n args = \"bins -b {} {} --binSize 50 -o {}\".format(BIGWIG_A, BIGWIG_B, outfile).split()\n bwCorr.main(args)\n resp = np.load(outfile)\n matrix = resp['matrix']\n labels = resp['labels']\n nt.assert_equal(matrix, np.array([[np.nan, np.nan],\n [np.nan, 1.],\n [1., 1.],\n [1., 2.]]))\n nt.assert_equal(labels, ['testA_skipNAs.bw', 'testB_skipNAs.bw'])\n unlink(outfile)\n\n\ndef test_multiBigwigSummary_outrawcounts():\n \"\"\"\n Test multiBigwigSummary raw counts output\n \"\"\"\n outfile = '/tmp/result.bg'\n args = \"bins -b {} {} --binSize 50 -o /tmp/null --outRawCounts {} \".format(BIGWIG_A, BIGWIG_B, outfile).split()\n bwCorr.main(args)\n _foo = open(outfile, 'r')\n resp = _foo.read()\n _foo.close()\n expected = \"\"\"#'chr'\t'start'\t'end'\t'testA_skipNAs.bw'\t'testB_skipNAs.bw'\n3R\t0\t50\tnan\tnan\n3R\t50\t100\tnan\t1.0\n3R\t100\t150\t1.0\t1.0\n3R\t150\t200\t1.0\t2.0\n\"\"\"\n assert f\"{resp}\" == f\"{expected}\", f\"{resp} != {expected}\"\n unlink(outfile)\n unlink(\"/tmp/null\")\n\n\ndef test_multiBigwigSummary_gtf():\n outfile = '/tmp/_test.npz'\n args = \"BED-file -b {0} {0} --BED {1}/test.gtf -o {2}\".format(BIGWIG_C, ROOT, outfile).split()\n bwCorr.main(args)\n resp = np.load(outfile)\n matrix = resp['matrix']\n labels = resp['labels']\n nt.assert_equal(labels, ['test1.bw.bw', 'test1.bw.bw'])\n nt.assert_allclose(matrix, np.array([[27.475, 27.475],\n [27.31248719, 27.31248719]]))\n unlink(outfile)\n\n\ndef test_multiBigwigSummary_metagene():\n outfile = '/tmp/_test.npz'\n args = \"BED-file --metagene -b {0} {0} --BED {1}/test.gtf -o {2}\".format(BIGWIG_C, ROOT, outfile).split()\n bwCorr.main(args)\n resp = np.load(outfile)\n matrix = resp['matrix']\n labels = resp['labels']\n nt.assert_equal(labels, ['test1.bw.bw', 'test1.bw.bw'])\n nt.assert_allclose(matrix, np.array([[20.28956028, 20.28956028],\n [22.1923501, 22.1923501]]))\n unlink(outfile)\n"
},
{
"path": "deeptools/test/test_computeMatrixOperations.py",
"content": "# from unittest import TestCase\n\nimport deeptools.computeMatrixOperations as cmo\nimport os\nimport hashlib\nimport gzip\nimport json\n\n__author__ = 'Devon'\n\n\ndef getHeader(fp):\n s = fp.readline()\n if isinstance(s, bytes):\n s = s.decode()\n s = s[1:]\n return json.loads(s)\n\n\nclass TestComputeMatrixOperations(object):\n root = os.path.dirname(os.path.abspath(__file__)) + \"/test_data/\"\n matrix = root + \"computeMatrixOperations.mat.gz\"\n bed = root + \"computeMatrixOperations.bed\"\n rbindMatrix1 = root + \"somegenes.txt.gz\"\n rbindMatrix2 = root + \"othergenes.txt.gz\"\n\n def testSubset(self):\n \"\"\"\n computeMatrixOperations subset\n \"\"\"\n\n dCorrect = {\"verbose\": True, \"scale\": 1, \"skip zeros\": False, \"nan after end\": False, \"sort using\": \"mean\", \"unscaled 5 prime\": [0, 0, 0, 0], \"body\": [1000, 1000, 1000, 1000], \"sample_labels\": [\"SRR648667.forward\", \"SRR648668.forward\", \"SRR648669.forward\", \"SRR648670.forward\"], \"downstream\": [0, 0, 0, 0], \"unscaled 3 prime\": [0, 0, 0, 0], \"group_labels\": [\"genes\"], \"bin size\": [10, 10, 10, 10], \"upstream\": [0, 0, 0, 0], \"group_boundaries\": [0, 196], \"sample_boundaries\": [0, 100, 200, 300, 400], \"max threshold\": None, \"ref point\": [None, None, None, None], \"min threshold\": None, \"sort regions\": \"no\", \"proc number\": 20, \"bin avg type\": \"mean\", \"missing data as zero\": False}\n oname = \"/tmp/subset.mat.gz\"\n args = \"subset -m {} --sample SRR648667.forward SRR648668.forward SRR648669.forward SRR648670.forward -o {}\".format(self.matrix, oname)\n args = args.split()\n cmo.main(args)\n f = gzip.GzipFile(oname)\n d = getHeader(f) # Skip the header, which can be in a different order\n h = hashlib.md5(f.read()).hexdigest()\n f.close()\n assert d == dCorrect\n expectedh = 'edb3c8506c3f27ebb8c7ddf94d5ba594'\n assert f'{h}' == f'{expectedh}'\n os.remove(oname)\n\n def testRelabel(self):\n \"\"\"\n computeMatrixOperations relabel\n \"\"\"\n dCorrect = {\"verbose\": True, \"scale\": 1, \"skip zeros\": False, \"nan after end\": False, \"sort using\": \"mean\", \"unscaled 5 prime\": [0, 0, 0, 0, 0, 0, 0, 0], \"body\": [1000, 1000, 1000, 1000, 1000, 1000, 1000, 1000], \"sample_labels\": [\"first\", \"sec ond\", \"3rd\", \"4th\", \"5th\", \"6th\", \"7th\", \"8th\"], \"downstream\": [0, 0, 0, 0, 0, 0, 0, 0], \"unscaled 3 prime\": [0, 0, 0, 0, 0, 0, 0, 0], \"group_labels\": [\"foo bar\"], \"bin size\": [10, 10, 10, 10, 10, 10, 10, 10], \"upstream\": [0, 0, 0, 0, 0, 0, 0, 0], \"group_boundaries\": [0, 196], \"sample_boundaries\": [0, 100, 200, 300, 400, 500, 600, 700, 800], \"max threshold\": None, \"ref point\": [None, None, None, None, None, None, None, None], \"min threshold\": None, \"sort regions\": \"no\", \"proc number\": 20, \"bin avg type\": \"mean\", \"missing data as zero\": False}\n oname = \"/tmp/relabeled.mat.gz\"\n args = \"relabel -m {} -o {} --sampleLabels first sec_ond 3rd 4th 5th 6th 7th 8th --groupLabels foo_bar\".format(self.matrix, oname)\n args = args.split()\n args[7] = 'sec ond' # split mucks up spaces\n args[-1] = 'foo bar'\n cmo.main(args)\n f = gzip.GzipFile(oname)\n d = getHeader(f)\n assert d == dCorrect\n f.close()\n os.remove(oname)\n\n def testfilterStrand(self):\n \"\"\"\n computeMatrixOperations filterStrand\n \"\"\"\n dCorrect = {\"verbose\": True, \"scale\": 1, \"skip zeros\": False, \"nan after end\": False, \"sort using\": \"mean\", \"unscaled 5 prime\": [0, 0, 0, 0, 0, 0, 0, 0], \"body\": [1000, 1000, 1000, 1000, 1000, 1000, 1000, 1000], \"sample_labels\": [\"SRR648667.forward\", \"SRR648668.forward\", \"SRR648669.forward\", \"SRR648670.forward\", \"SRR648667.reverse\", \"SRR648668.reverse\", \"SRR648669.reverse\", \"SRR648670.reverse\"], \"downstream\": [0, 0, 0, 0, 0, 0, 0, 0], \"unscaled 3 prime\": [0, 0, 0, 0, 0, 0, 0, 0], \"group_labels\": [\"genes\"], \"bin size\": [10, 10, 10, 10, 10, 10, 10, 10], \"upstream\": [0, 0, 0, 0, 0, 0, 0, 0], \"group_boundaries\": [0, 107], \"sample_boundaries\": [0, 100, 200, 300, 400, 500, 600, 700, 800], \"max threshold\": None, \"ref point\": [None, None, None, None, None, None, None, None], \"min threshold\": None, \"sort regions\": \"no\", \"proc number\": 20, \"bin avg type\": \"mean\", \"missing data as zero\": False}\n oname = \"/tmp/filterStrand1.mat.gz\"\n args = \"filterStrand -m {} -o {} --strand +\".format(self.matrix, oname)\n args = args.split(' ')\n cmo.main(args)\n f = gzip.GzipFile(oname)\n d = getHeader(f) # Skip the header, which can be in a different order\n h = hashlib.md5(f.read()).hexdigest()\n f.close()\n assert d == dCorrect\n expectedh = '300f8000be5b5f51e803b57ef08f1c9e'\n assert f'{h}' == f'{expectedh}'\n os.remove(oname)\n\n dCorrect = {u'verbose': True, u'scale': 1, u'skip zeros': False, u'nan after end': False, u'sort using': u'mean', u'unscaled 5 prime': [0, 0, 0, 0, 0, 0, 0, 0], u'body': [1000, 1000, 1000, 1000, 1000, 1000, 1000, 1000], u'sample_labels': [u'SRR648667.forward', u'SRR648668.forward', u'SRR648669.forward', u'SRR648670.forward', u'SRR648667.reverse', u'SRR648668.reverse', u'SRR648669.reverse', u'SRR648670.reverse'], u'downstream': [0, 0, 0, 0, 0, 0, 0, 0], u'unscaled 3 prime': [0, 0, 0, 0, 0, 0, 0, 0], u'group_labels': [u'genes'], u'bin size': [10, 10, 10, 10, 10, 10, 10, 10], u'upstream': [0, 0, 0, 0, 0, 0, 0, 0], u'group_boundaries': [0, 89], u'sample_boundaries': [0, 100, 200, 300, 400, 500, 600, 700, 800], u'missing data as zero': False, u'ref point': [None, None, None, None, None, None, None, None], u'min threshold': None, u'sort regions': u'no', u'proc number': 20, u'bin avg type': u'mean', u'max threshold': None}\n oname = \"/tmp/filterStrand2.mat.gz\"\n args = \"filterStrand -m {} -o {} --strand -\".format(self.matrix, oname)\n args = args.split()\n cmo.main(args)\n f = gzip.GzipFile(oname)\n d = getHeader(f) # Skip the header, which can be in a different order\n h = hashlib.md5(f.read()).hexdigest()\n f.close()\n assert d == dCorrect\n expectedh = '0a6ca070a5ba4564f1ab950ac3b7c8f1'\n assert f'{h}' == f'{expectedh}'\n os.remove(oname)\n\n def testrbind(self):\n \"\"\"\n computeMatrixOperations rbind\n \"\"\"\n dCorrect = {\"verbose\": True, \"scale\": 1, \"skip zeros\": False, \"nan after end\": False, \"sort using\": \"mean\", \"unscaled 5 prime\": [0, 0, 0, 0, 0, 0, 0, 0], \"body\": [1000, 1000, 1000, 1000, 1000, 1000, 1000, 1000], \"sample_labels\": [\"SRR648667.forward\", \"SRR648668.forward\", \"SRR648669.forward\", \"SRR648670.forward\", \"SRR648667.reverse\", \"SRR648668.reverse\", \"SRR648669.reverse\", \"SRR648670.reverse\"], \"downstream\": [0, 0, 0, 0, 0, 0, 0, 0], \"unscaled 3 prime\": [0, 0, 0, 0, 0, 0, 0, 0], \"group_labels\": [\"genes\"], \"bin size\": [10, 10, 10, 10, 10, 10, 10, 10], \"upstream\": [0, 0, 0, 0, 0, 0, 0, 0], \"group_boundaries\": [0, 392], \"sample_boundaries\": [0, 100, 200, 300, 400, 500, 600, 700, 800], \"max threshold\": None, \"ref point\": [None, None, None, None, None, None, None, None], \"min threshold\": None, \"sort regions\": \"no\", \"proc number\": 20, \"bin avg type\": \"mean\", \"missing data as zero\": False}\n oname = \"/tmp/rbind.mat.gz\"\n args = \"rbind -m {0} {0} -o {1}\".format(self.matrix, oname)\n args = args.split()\n cmo.main(args)\n f = gzip.GzipFile(oname)\n d = getHeader(f) # Skip the header, which can be in a different order\n h = hashlib.md5(f.read()).hexdigest()\n f.close()\n assert d == dCorrect\n expectedh = '3dd96c7b05e0ca5ada21212defe57fba'\n assert f'{h}' == f'{expectedh}'\n os.remove(oname)\n\n def testrbind2(self):\n \"\"\"\n computeMatrixOperations rbind with different groups\n \"\"\"\n dCorrect = {\"verbose\": False, \"scale\": 1, \"skip zeros\": False, \"nan after end\": False, \"sort using\": \"mean\", \"unscaled 5 prime\": [0], \"body\": [2], \"sample_labels\": [\"signal\"], \"downstream\": [1], \"unscaled 3 prime\": [0], \"group_labels\": [\"somegenes\", \"othergenes\"], \"bin size\": [1], \"upstream\": [1], \"group_boundaries\": [0, 3, 7], \"sample_boundaries\": [0, 4], \"max threshold\": None, \"ref point\": [None], \"min threshold\": None, \"sort regions\": \"keep\", \"proc number\": 1, \"bin avg type\": \"mean\", \"missing data as zero\": True}\n oname = \"/tmp/rbind2.mat.gz\"\n args = \"rbind -m {0} {1} -o {2}\".format(self.rbindMatrix1, self.rbindMatrix2, oname)\n args = args.split()\n cmo.main(args)\n f = gzip.GzipFile(oname)\n d = getHeader(f) # Skip the header, which can be in a different order\n h = hashlib.md5(f.read()).hexdigest()\n f.close()\n assert d == dCorrect\n expectedh = '5d8b1517fc4c63d000b6b37f70ee163b'\n assert f'{h}' == f'{expectedh}'\n os.remove(oname)\n\n def testcbind(self):\n \"\"\"\n computeMatrixOperations cbind\n \"\"\"\n dCorrect = {\"verbose\": True, \"scale\": 1, \"skip zeros\": False, \"nan after end\": False, \"sort using\": \"mean\", \"unscaled 5 prime\": [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], \"body\": [1000, 1000, 1000, 1000, 1000, 1000, 1000, 1000, 1000, 1000, 1000, 1000, 1000, 1000, 1000, 1000], \"sample_labels\": [\"SRR648667.forward\", \"SRR648668.forward\", \"SRR648669.forward\", \"SRR648670.forward\", \"SRR648667.reverse\", \"SRR648668.reverse\", \"SRR648669.reverse\", \"SRR648670.reverse\", \"SRR648667.forward\", \"SRR648668.forward\", \"SRR648669.forward\", \"SRR648670.forward\", \"SRR648667.reverse\", \"SRR648668.reverse\", \"SRR648669.reverse\", \"SRR648670.reverse\"], \"downstream\": [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], \"unscaled 3 prime\": [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], \"group_labels\": [\"genes\"], \"bin size\": [10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10], \"upstream\": [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], \"group_boundaries\": [0, 196], \"sample_boundaries\": [0, 100, 200, 300, 400, 500, 600, 700, 800, 900, 1000, 1100, 1200, 1300, 1400, 1500, 1600], \"max threshold\": None, \"ref point\": [None, None, None, None, None, None, None, None, None, None, None, None, None, None, None, None], \"min threshold\": None, \"sort regions\": \"no\", \"proc number\": 20, \"bin avg type\": \"mean\", \"missing data as zero\": False}\n oname = \"/tmp/filterStrand.mat.gz\"\n args = \"cbind -m {0} {0} -o {1}\".format(self.matrix, oname)\n args = args.split()\n cmo.main(args)\n f = gzip.GzipFile(oname)\n d = getHeader(f) # Skip the header, which can be in a different order\n h = hashlib.md5(f.read()).hexdigest()\n f.close()\n assert d == dCorrect\n expectedh = 'e55d89704bb16a11f366663a8fd90a47'\n assert f'{h}' == f'{expectedh}'\n os.remove(oname)\n\n def testsort(self):\n \"\"\"\n computeMatrixOperations sort\n \"\"\"\n dCorrect = {\"verbose\": True, \"scale\": 1, \"skip zeros\": False, \"nan after end\": False, \"sort using\": \"mean\", \"unscaled 5 prime\": [0, 0, 0, 0, 0, 0, 0, 0], \"body\": [1000, 1000, 1000, 1000, 1000, 1000, 1000, 1000], \"sample_labels\": [\"SRR648667.forward\", \"SRR648668.forward\", \"SRR648669.forward\", \"SRR648670.forward\", \"SRR648667.reverse\", \"SRR648668.reverse\", \"SRR648669.reverse\", \"SRR648670.reverse\"], \"downstream\": [0, 0, 0, 0, 0, 0, 0, 0], \"unscaled 3 prime\": [0, 0, 0, 0, 0, 0, 0, 0], \"group_labels\": [\"genes\"], \"bin size\": [10, 10, 10, 10, 10, 10, 10, 10], \"upstream\": [0, 0, 0, 0, 0, 0, 0, 0], \"group_boundaries\": [0, 196], \"sample_boundaries\": [0, 100, 200, 300, 400, 500, 600, 700, 800], \"max threshold\": None, \"ref point\": [None, None, None, None, None, None, None, None], \"min threshold\": None, \"sort regions\": \"no\", \"proc number\": 20, \"bin avg type\": \"mean\", \"missing data as zero\": False}\n oname = \"/tmp/sorted.mat.gz\"\n args = \"sort -m {} -o {} -R {}\".format(self.matrix, oname, self.bed)\n args = args.split()\n cmo.main(args)\n f = gzip.GzipFile(oname)\n d = getHeader(f) # Skip the header, which can be in a different order\n h = hashlib.md5(f.read()).hexdigest()\n f.close()\n assert d == dCorrect\n expectedh = '10ea07d1aa58f44625abe2142ef76094'\n assert f'{h}' == f'{expectedh}'\n os.remove(oname)\n"
},
{
"path": "deeptools/test/test_corrGC/R_gc",
"content": 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"path": "deeptools/test/test_corrGC/test.sam",
"content": "@HD\tVN:1.0\tSO:unsorted\n@SQ\tSN:2L\tLN:23011544\nDD61XKN1:97:COBJ7ACXX:6:1304:14465:187787\t0\t2L\t2\t255\t51M\t*\t0\t0\tAGTATCAGGAAGACCCAGAAATGTTGCTTGACCTCATGAATCGTATTGCCA\t@@?DDBD?G\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2105:11023:179557\t16\t2L\t12\t255\t51M\t*\t0\t0\tAGACCCAGAAATGTTGCTTGACCTCATGAATCGTATTGCCAAGGGATACCA\tBG?CEHGIF@GGJIIGB?<9CIHGHHHHGAEDFIHFGF?;?AFDDEDD@@@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1304:5656:150699\t0\t2L\t17\t255\t51M\t*\t0\t0\tCAGAAATGTTGCTTGACCTCATGAATCGTATTGCCAAGGGATACCAAAATA\tCCCFFFFFHHHHHJJGIJJJJJJIHGJJGGJJJIJIJJJJIIJJJJJIIJJ\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1304:8200:170238\t0\t2L\t19\t255\t51M\t*\t0\t0\tGAAATGTTGCTTGACCTCATGAATCGTATTGCCAAGGGATACCAAAATAAC\t?@@FBDDDHHGHAHHIJCGGDFHIHGHGIJJJGGIGIII3DHIGGGHIIJJ\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1305:18486:172550\t16\t2L\t21\t255\t51M\t*\t0\t0\tAATGTTGCTTGACCTCATGAATCGTATTGCCAAGGGATACCAAAATAACCC\tJIGJJIJJIIHDJJJIHBJIIIHHIIIJJJIIJJIIHGFHHHHFFDDDCCB\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2307:2321:170436\t0\t2L\t27\t255\t51M\t*\t0\t0\tGCTTGACCTCATGAATCGTATTGCCAAGGGATACCAAAATAACCCTGATCT\tCC@FFFDFHHHHHIFIJJEBGGHGIIJJIJGGEGEHIGIJJJAHHIIHIII\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1207:5255:137547\t0\t2L\t28\t255\t51M\t*\t0\t0\tCTTGACCTCATGAATCGTATTGCCAAGGGATACCAAAATAACCCTGATCTA\tCCCFFFFFHGHHGIIGJHIHIHGIIJIIIGGIJJIJJIIJJEHJJJJJJJD\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1304:3130:106740\t0\t2L\t32\t255\t51M\t*\t0\t0\tACCTCATGAATCGTATTGCCAAGGGATACCAAAATAACCCTGATCTACGAC\tCCCFFFFFHHGHHJJJJJJIIJJJJGHIJJJJJJJIJIJJJJIIIIGJJJI\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2306:8891:14840\t0\t2L\t32\t255\t51M\t*\t0\t0\tACCTCATGAATCGTATTGCCAAGGGATACCAAAATAACCCTGATCTACGAC\t=;?BBBDDFHDFHFBBD4B>@@G@?3A;DGCED\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1205:9633:61290\t0\t2L\t105\t255\t51M\t*\t0\t0\tTAAAAAACACCGCGAGCGAGCAAATCACACGGAAGCAGCCATGTGTTATGT\t@@@DDDFDFDHHFI1C:DDG>EHIIICEHIIFGIAEHAA?9?CFF>CADC@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2108:16953:173164\t0\t2L\t105\t255\t51M\t*\t0\t0\tTAAAAAACACCGCGAGCGAGCAAATCACACGGAAGCAGCCATGTGTTATGT\tCCCFFFFFHHHHHJIIIJHJJIJJJJJJJJJJIIJHHHHFEFFDBCEEEED\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2306:11917:55163\t16\t2L\t105\t255\t51M\t*\t0\t0\tTAAAAAACACCGCGAGCGAGCAAATCACACGGAAGCAGCCATGTGTTATGT\t=ACGHC@FGHGHHGGGGGC@@ECC=CEBE;=.;;@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1108:18039:70045\t0\t2L\t112\t255\t51M\t*\t0\t0\tCACCGCGAGCGAGCAAATCACACGGAAGCAGCCATGTGTTATGTACATGAG\t@@@FFFFFDDHFH>DBFGGIIIIIIIIIGGHE@6=F=DHGEAA7@CCHCFH\tXA:i:0\tMD:Z:49C0T0\tNM:i:2\nDD61XKN1:97:COBJ7ACXX:6:2302:8293:92003\t16\t2L\t113\t255\t51M\t*\t0\t0\tACCGCGAGCGAGCAAATCACACGGAAGCAGCCATGTGTTATGTACATGCTG\t@JJIJJJJJIIIGJJIHG>IHJJJJJJIJJJJJJJJJJHHHHHFFFFFCCC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1206:17788:76420\t0\t2L\t117\t255\t51M\t*\t0\t0\tCGAGCGAGCAAATCACACGGAAGCAGCCATGTGTTATGTACATGCTAGATC\t@@@DBDFFGHGHFIGGGIIIEH:ADGHEIGD*??DEA23A:C=2+B48==\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2301:9302:70963\t16\t2L\t118\t255\t51M\t*\t0\t0\tGAGCGAGCAAATCACACGGAAGCAGCCATGTGTTATGTACATGCTGCTTCT\tJJIGJIIIJJIGHFIGJJJJJJJJJJJJJJJJJJJJJJHHHHHFFFFFCCC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1108:5503:182542\t16\t2L\t120\t255\t51M\t*\t0\t0\tGCGAGCAAATCACACGGAAGCAGCCATGTGTTATGTACATGCTGCTTCTTT\t0?DED>GFB@GB8CDDFFF?FEGIGIIIAHGIIIGIIIIIIII9EGAGIEBCGEGIGB\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1102:12979:59008\t16\t2L\t138\t255\t51M\t*\t0\t0\tAGCAGCCATGTGTTATGTACATGCTGCTTCTTTAGTTTCTGAATATCTTAG\tJJJIJJIIJJJJJIJJIGHJJJJJJJJJJJIJJIJJJJHHHHHFFFFFCCC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1206:9329:69872\t16\t2L\t138\t255\t51M\t*\t0\t0\tAGCAGCCATGTGTTATGTACATGCTGCTTCTTTAGTTTCTGAATATCTTAG\tHIIGIIGJIJJIJIJJIGIJJIHIJJIIGJIJIJJJIIGHGGHFFDFFCC@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2103:16418:25318\t16\t2L\t144\t255\t51M\t*\t0\t0\tCATGTGTTATGTACATGCTGCTTCTTTAGTTTCTGAATATCTTAGCATGTT\tH>JJJJJJJJJHIJJJJJIIIJIJIJJJJJJJJJJJJJHHGHHFFFFFCCC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2306:20617:39460\t16\t2L\t147\t255\t51M\t*\t0\t0\tGTGTTATGTACATGCTGCTTCTTTAGTTTCTGAATATCTTAGCATGTTGGA\tJJJJIJJJIIJJJJJJJJJJIIJJJJJJJJJJJJIJJJHHHHHFFFFFCCC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1306:11689:51296\t0\t2L\t148\t255\t51M\t*\t0\t0\tTGTTATGTACATGCTGCTTCTTTAGTTTCTGAATATCTTAGCATGTTGGAG\t@@@FDDADBFF8FGIIGIDCFHIGBHHGIJJIJE@GGIJJIIJEIAHDHHI\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1304:20062:21791\t16\t2L\t151\t255\t51M\t*\t0\t0\tTATGTACATGCTGCTTCTTTAGTTTCTGAATATCTTAGCATGTTGGAGTCA\tJJJIIJIJIJJJJJJJJJJJJJJJJJJJJJJJJJJJJJHHHHHFFFFFCCC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2102:19935:152156\t16\t2L\t153\t255\t51M\t*\t0\t0\tTGTACATGCTGCTTCTTTAGTTTCTGAATATCTTAGCATGTTGGAGTCACA\tJIIIJIGHHGIIIGJIJJJJJJGJIJJJIIJJJIJJJIHHHHHFFFFFCCC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2306:17010:6596\t16\t2L\t153\t255\t51M\t*\t0\t0\tTGTACATGCTGCTTCTTTAGTTTCTGAATATCTTAGCATGTTGGAGTCACA\tJIIJJJJJIJJJJJIJJJJJJJJJJJJJJJJJIJJJJJHHHHHFFFFFCCC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1206:8566:197557\t16\t2L\t158\t255\t51M\t*\t0\t0\tATGCTGCTTCTTTAGTTTCTGAATATCTTAGCATGTTGGAGTCACAAACAC\tEJJJJIIGGGGGIGHIHEHBGIIIJIIJIGGJIJIHEIGHHHHDFFDD@@?\tXA:i:1\tMD:Z:48A2\tNM:i:1\nDD61XKN1:97:COBJ7ACXX:6:1307:11048:127938\t0\t2L\t161\t255\t51M\t*\t0\t0\tCTGCTTCTTTAGTTTCTGAATATCTTAGCATGTTGGAGTCACAAACACATT\t@@@DFFADHDHHHGGIEIHEG>IFHE?FHHHGAECFFGFEEHIIIIIEDHI\tXA:i:0\tMD:Z:45A5\tNM:i:1\nDD61XKN1:97:COBJ7ACXX:6:1204:11281:93412\t16\t2L\t163\t255\t51M\t*\t0\t0\tGCTTCTTTAGTTTCTGAATATCTTAGCATGTTGGAGTCACAAACACATTTG\tJJJIJJJJIICHIJJJJIJIJJJJJJJJJJIJJJJJGJHHHHHFFFFFCCC\tXA:i:1\tMD:Z:43A7\tNM:i:1\nDD61XKN1:97:COBJ7ACXX:6:1105:16101:180301\t0\t2L\t181\t255\t51M\t*\t0\t0\tTATCTTAGCATGTTGGAGTCACAAACACATTTGCCTGTTGGAGCTGTAAGT\tAEF?GHEFHEBBBD:??FB\tXA:i:1\tMD:Z:25A25\tNM:i:1\nDD61XKN1:97:COBJ7ACXX:6:1307:14338:192440\t0\t2L\t184\t255\t51M\t*\t0\t0\tCTTAGCATGTTGGAGTCACAAACACATTTGCCTGTTGGAGCTGTAAGTTTT\tGHGGI?DHIGGDGHIJJGG\tXA:i:1\tMD:Z:22A28\tNM:i:1\nDD61XKN1:97:COBJ7ACXX:6:1103:12859:144897\t16\t2L\t186\t255\t51M\t*\t0\t0\tTAGCATGTTGGAGTCACAAACACATTTGCCTGTTGGAGCTGTAAGTTTTCA\tHIEJIHGIGHFGGIIHIGGIHECEHIIJJGJJJIJIIEHHFHHFFFFFCCC\tXA:i:0\tMD:Z:20A30\tNM:i:1\nDD61XKN1:97:COBJ7ACXX:6:2107:7805:110890\t16\t2L\t187\t255\t51M\t*\t0\t0\tAGCATGTTGGAGTCACAAACACATTTGCCTGTTGGAGCTGTAAGTTTTCAA\tIIJIIJJIIIIGJJJIJJGIGJJIIJFJIJJIIIJJIIHHHHHFFFFFC@C\tXA:i:0\tMD:Z:19A31\tNM:i:1\nDD61XKN1:97:COBJ7ACXX:6:1102:1861:107928\t0\t2L\t192\t255\t51M\t*\t0\t0\tGTTGGAGTCACAAACACATTTGCCTGTTGGAGCTGTAAGTTTTCAACGAAT\t@?@DDDDFFBHHHJEGIIGIGIIJGHIJJJIIGHJGHIICFHIJIIJIIJI\tXA:i:1\tMD:Z:14A36\tNM:i:1\nDD61XKN1:97:COBJ7ACXX:6:2308:20330:196190\t16\t2L\t192\t255\t51M\t*\t0\t0\tGTTCGAGTCACAAACACATTTGCCTGTTGGAGCTGTAAGTTTTCAACGAAT\tD90)JIIGHHEEFCGBJIHIIIJJIJJJJJJIHGJJIIHGHHHDFFFD@@@\tXA:i:0\tMD:Z:3G10A36\tNM:i:2\nDD61XKN1:97:COBJ7ACXX:6:1201:12265:85344\t0\t2L\t200\t255\t51M\t*\t0\t0\tCACAAACACATTTGCCTGTTGGAGCTGTAAGTTTTCAACGAATTTCTCCCA\tCCCFFFFFHHHHHIIJJJJIJJJJJIJIIJJIJJJGIJIJJIJJIGIGGGI\tXA:i:1\tMD:Z:6A44\tNM:i:1\nDD61XKN1:97:COBJ7ACXX:6:2308:10209:45972\t16\t2L\t201\t255\t51M\t*\t0\t0\tACAAACACATTTGCCTGTTGGAGCTCTAAGTTTTCAACGAATTTCTCCCAA\tGHGIIHDIIIIHG=GGIIG@JIGHCFFHIIAH:DDGGGDFECGFBG@AGH>>D\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1203:19077:54250\t16\t2L\t245\t255\t51M\t*\t0\t0\tATCTCAACACCCTAATGGAGTCGGCCGTATCGGATGATGTGCTAAGTCCCG\t??=)6(-;.@4CBB@=B@60)AADDE?@?DFDEE?AC:DCAFGGIGIIIFIIBEE\tXA:i:0\tMD:Z:48G0A1\tNM:i:2\nDD61XKN1:97:COBJ7ACXX:6:1201:1270:36522\t16\t2L\t251\t255\t51M\t*\t0\t0\tACACACTAATGGAGTCGGCCGTATCGGATGATGTGCTAAGTCCCGGCGAAG\tEEEEEFFFFFFFHHIGJJJJJIIJJJJJJJJJJJJJJJHHHHHFFFDFCCC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1208:4869:36164\t16\t2L\t251\t255\t51M\t*\t0\t0\tACACACTAATGGAGTCGGCCGTATCGGATGATGTGCTAAGTCCCGGCGAAG\tB@AA;D>FFEFFHHJJIJJIGGGIJJJJIFJIJIJIIJGHHHHFFFFFCCC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2302:8813:117992\t16\t2L\t251\t255\t51M\t*\t0\t0\tACACACTAATGGAGTCGGCCGTATCGGATGATGTGCTAAGTCCCGGCGAAG\tEEEDCFDFFFFFHHJIJJJIJJJJJJJJJJJJIJJJJJHHHHHFFFFFCCC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2306:2156:189168\t16\t2L\t251\t255\t51M\t*\t0\t0\tACACACTAATGGAGTCGGCCGTATCGGATGATGTGCTAAGTCCCGGCGAAG\tEECEADBD@FFFHEGGBIIJJJJIJJIIJJIJJJJJJJHHHFHFFFDDCC@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2108:20676:200337\t16\t2L\t253\t255\t51M\t*\t0\t0\tCCCTTAATGGAGTCGGCCGTATCGGATGATGTGCTAAGTCCCGGCGAAGAT\t####@EDBFFEHEE;>IIIGHBJJIHHBIIIIEJIJIHHHHFC@+FFD?@?\tXA:i:0\tMD:Z:0A1A0C47\tNM:i:3\nDD61XKN1:97:COBJ7ACXX:6:2303:4499:87063\t16\t2L\t253\t255\t51M\t*\t0\t0\tACACTAATGGAGTCGGCCGTATCGGATGATGTGCTAAGTCCCGGCGAAGAT\t@EEEEEDFFFFEAJIGHIHHBCJJIGGGGIJJIIIGGHHHDHHFFFFFCC@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2301:12873:140362\t0\t2L\t254\t255\t51M\t*\t0\t0\tCACTAATGGAGTCGGCCGTATCGGATGATGTGCTAAGTCCCGGCGAAGATG\tCCCFFFFFHHHHHIJJJJJJJJJJIIJIJIIIGIJJIIIJJJJIIHFFDEE\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2307:13419:129801\t0\t2L\t256\t255\t51M\t*\t0\t0\tCTAATGGAGTCGGCCGTATCGGATGATGTGCTAAGTCCCGGCGAAGGTGGG\t@@@FFFDDFBDHHBIIBAHGHEHCH??D?DAG@FC?DBDGGFHAA>DFEEIIJIHGJIHGIHG?GGGGIIGGJJJIJJJJHHHHHFFDFF@CC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1208:21153:74484\t0\t2L\t260\t255\t51M\t*\t0\t0\tTGGAGTCGGCCGTATCGGATGATGTGCTAAGTCCCGGCGAAGATGGTATCT\t@C@FFDEFAHGHFHGIJGGHEDGGIIGIEEGHGGGIIGGGFEBBDD@CC>B\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2101:13440:96989\t0\t2L\t260\t255\t51M\t*\t0\t0\tTGGAGTCGGCCGTATCGGATGATGTGCTAAGTCCCGGCGAAGATGGTATCT\tCCCFFFFFHHHHHJJJIJIJJIJJIJIIJJJIIIIJJIIJHGFFFF>CEEE\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1104:11297:23938\t0\t2L\t261\t255\t51M\t*\t0\t0\tGGAGTCGGCCGTATCGGATGATGTGCTAAGTCCCGGCGAAGATGGTATCTG\t?@@D1BD8DHDAFGFCBGGCG8:@4@A@#\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1302:16303:101241\t0\t2L\t261\t255\t51M\t*\t0\t0\tGGAGTCGGCCGTATCGGATGATGTGCTAAGTCCCGGCGAAGATGGTATCTG\t@@@DDDDFHGHFGIIIIGIIJIJJJIIIGGFBHIIHEHBHEG@BF;3?;B>\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2103:10328:49800\t16\t2L\t262\t255\t51M\t*\t0\t0\tGAGTCGGCCGTATCGGATGATGTGCTAAGTCCCGGCGAAGATGGTATCTGC\t@C@BDBBD=FFFFC=.888BCIFF@B90FEEFCF=CFAEIB=,B1;;;\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1107:9046:65823\t16\t2L\t273\t255\t51M\t*\t0\t0\tATCGGATGATGTGCTAAGTCCCGGCGAAGATGGTATCTGCCTAGGAAATCA\tDJHGGHGEJIIG@JIIGGDEJGHHFDJJHGHFHGHHGBHBAHFD8FFF@@@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1205:16702:86065\t16\t2L\t273\t255\t51M\t*\t0\t0\tATCGGATGATGTGCTAAGTCCCGGCGAAGATGGTATCTGCCTAGGAAATCA\tIHIIFIIIIIGCIGGIHF@GIIIIIIIHEFCIIHFB?GHFDGHFFFDFCCC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2207:9123:81043\t0\t2L\t275\t255\t51M\t*\t0\t0\tCGGNTGGTGTGCTAAGTCCCGGCGAAGATGGTATCNGCCTAGGAAATNATT\t?@@#4A22AAFHFGEGFHGGIGDGHIIIIII9DBF#-DFF4?<@C<8=FC@F9CF=7\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2307:1821:56847\t16\t2L\t291\t255\t51M\t*\t0\t0\tTCCCGGCGAAGATGGTATCTGCCTAGGAAATCATTTCACTGAAACTGGGTT\tJIHIJJJJIJJJJIJJJJJJJJJJIJJJJJIJJJJJJIHHHHHFFFFFCCC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1108:6855:132514\t16\t2L\t292\t255\t51M\t*\t0\t0\tCCCGGCGAAGATGGTATCTGCCTAGGAAATCATTTCACTGAAACTGGGTTG\tJIJGJJJJJJIJJJIJIJJIJJIHJJJIHBJJGJJJIJGHHGHFFFFF@@B\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1307:18891:60022\t0\t2L\t298\t255\t51M\t*\t0\t0\tGAAGATGGTATCTGCCTAGGAAATCATTTCACTGAAACTGGGTTGAAGGCC\t@@@FDDEFHHHHHJJJJJJJIIJJIJIIGJGHJJJGIIGIIJDHHJJJJJJ\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1101:19397:5078\t0\t2L\t299\t255\t51M\t*\t0\t0\tAAGATGGTATCTGCCTAGGAAATCATTTCACTGAAACTGGGTTGAAGGCCT\t@@CDDFFFHHHHHJJJJJJIJJJJJJJJGDHIJJJJJJIJJIIJJJJJHII\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1205:3808:46142\t16\t2L\t302\t255\t51M\t*\t0\t0\tATGGTATCTGCCTAGGAAATCATTTCACTGAAACTGGGTTGAAGGCCTTGC\tGGHGGIGIIIIIIIIGIIGEGGGHEHABIIIIIIGHGIHHDDHD;?DD@@@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2301:2533:6592\t16\t2L\t303\t255\t51M\t*\t0\t0\tTGGTATCTGCCTAGGAAATCATTTCACTGAAACTGGGTTGAAGGCCTTGCT\tGHIIJJJIJJJJJJIJJJIJJJJJIIJJJJJIJJJJJJHHHHHFFFFFCCC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2304:17062:148239\t16\t2L\t306\t255\t51M\t*\t0\t0\tTATCTGCCTAGGAAATCATTTCACTGAAACTGGGTTGAAGGCCTTGCTGGA\tIJIJIEIIJJIJIGIHIGIJGIGJGJJIIJJIGGGGGIHB=HHFDFFF@CC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2308:2095:33008\t0\t2L\t307\t255\t51M\t*\t0\t0\tATCTGCCTAGGAAATCATTTCACTGAAACTGGGTTGAAGGCCTTGCTGGAA\t;8@DDDDDBH>?FHF:F>CHH@EHIGIIIIIEFCF3:B?GGGBIHAHHAHDFFDF@@@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1107:15167:131846\t16\t2L\t366\t255\t51M\t*\t0\t0\tCAATTCTTTTCAAGTTGCTGGCATGTATGAAGCAATGAACGAAGTGTACAA\tGEFBHG@IHEIGIIJIIIIGIGIFCIIHCGIGIEIIGJHGHGHFFFFF@CC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1108:1279:80195\t0\t2L\t387\t255\t51M\t*\t0\t0\tCATGTATGAAGCAATGAACGAAGTGTACAAAATTCTAATACCCATATGCGA\t@@CFFFFFHHHHHIJJJJJIJJJHIIGIIJJIJJIIJJJIJJJJJJJIIJI\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1206:17772:153344\t0\t2L\t387\t255\t51M\t*\t0\t0\tCATGTATGAAGCAATGAACGAAGTGTACAAAATTCTAATACCCATATGCGA\t@<@DDFFFFDGHHJJGIJJIJIIDFIHIIJIIJJIJIJJIIIIJJIJI@GH\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2102:5591:82195\t0\t2L\t392\t255\t51M\t*\t0\t0\tATGAAGCAATGAACGAAGTGTACAAAATTCTAATACCCATATGCGAGGCTA\tCCCFFFFFHHHHHJJJJJJJJJJJJJJJJJJIJJJJJJIJJJJJJIJJJJJ\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2301:16432:177637\t0\t2L\t394\t255\t51M\t*\t0\t0\tGAAGCAATGAACGAAGTGTACAAAATTCTAATACCCATATGCGAGGCTAAC\t@@@DDDFFDDDBHHGIG>HCFEHEFHIDHHGH@HIEFG>FIHEHHGHCEGB\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2305:10443:61453\t0\t2L\t395\t255\t51M\t*\t0\t0\tAAGCAATGAACGAAGTGTACAAAATTCTAATACCCATATGCGAGGCTAAGA\tCCCFFFFFHHHHHJIHIHGIJJJJJJJJIJJJJJJIJIIJJJJJJJIJIII\tXA:i:0\tMD:Z:49C1\tNM:i:1\nDD61XKN1:97:COBJ7ACXX:6:1305:12300:195423\t16\t2L\t396\t255\t51M\t*\t0\t0\tAGCAATGAACGAAGTGTACAAAATTCTAATACCCATATGCGAGGCTAACAG\tIGGGHGADBF@IHBGHD;IEIHBCIIHF?AAIHFBGA)DF?HF?ADDD@@@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1301:2252:57537\t16\t2L\t403\t255\t51M\t*\t0\t0\tAACGAAGTGTACAAAATTCTAATACCCATATGCGAGGCTAACAGAGATTTT\tJJIIJJJIHHJJJJJIFHFCIIGHJJJIHIIJJIHJIHBHHHHFFFFFCCC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2307:15958:126504\t0\t2L\t404\t255\t51M\t*\t0\t0\tACGAAGTGTACAAAATTCTAATACCCATATGCGAGGCTAACAGAGATTTTC\t@@CFFFFFHHHHHJJJJJJJJJJJJJJJJJJJJJIJJJIIIJJJJJJJJJJ\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1106:8340:77588\t0\t2L\t414\t255\t51M\t*\t0\t0\tCAAAATTCTAATACCCATATGCGAGGCTAACAGAGATTTTCAAAAGCTAAG\t@CCFFFFFHHHHHJJIJJJJJJJIIIIJJJIIJJJIIIJJJJJIJJJJJJJ\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1206:20077:11499\t16\t2L\t416\t255\t51M\t*\t0\t0\tAAATTCTAATACCCATATGCGAGGCTAACAGAGATTTTCAAAAGCTAAGCA\tIJHIGEJJIHDJJJHGIGJIJIGIHHJJIJJJIJIIIGHHHHFBFDFFCC@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1203:17030:154608\t0\t2L\t425\t255\t51M\t*\t0\t0\tTACCCATATGCGAGGCTAACAGAGATTTTCAAAAGCTAAGCAAAGTTCATG\tCCCFFFFFHHHH1FHJJGIJJJJIIJJJJJJJJJJJJIIJIGGGHHGIHIJ\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1107:20142:132171\t16\t2L\t429\t255\t51M\t*\t0\t0\tCATATGCGAGGCTAACAGAGATTTTCAAAAGCTAAGCAAAGTTCATGGCAA\tJJJIGGGGIIIICIJIIEHGIJIJIJJIGHGIGJIGJJGHFHHFFDFFCC@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2105:20333:148776\t0\t2L\t435\t255\t51M\t*\t0\t0\tCGAGGCTAACAGAGATTTTCAAAAGCTAAGCAAAGTTCATGGCAAATTGCA\t@C@FFFFFHHHHGJHIJJJIJJJJJIIJIJJJJJJGHIEIJJIJJIHIIII\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1207:11431:60533\t16\t2L\t441\t255\t51M\t*\t0\t0\tTAACAGAGATTTTCAAAAGCTAAGCAAAGTTCATGGCAAATTGCAGGAGGC\tHIIJJJIIJJJIHHIJJIIHFJIIGIJJHJJJIIJJJJHFGHHFFFFFCCC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2108:9521:60699\t16\t2L\t450\t255\t51M\t*\t0\t0\tTTTTCAAAAGCTAAGCAAAGTTCATGGCAAATTGCAGGAGGCATTTAATCG\tJJIIGJIHIJJIIJJJJJJGIJJIIJJJJJJJJJIJIJGHHHHFFFFFC@@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1202:8970:170602\t0\t2L\t453\t255\t51M\t*\t0\t0\tTCAAAAGCTAAGCAAAGTTCATGGCAAATTGCAGGAGGCATTTAATCGAAT\tCCCFFFFFHHHHHJJJJJJJJJJIJIJJIJJIJJIJJJJJJJJBIIGGHJJ\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2107:8693:164773\t0\t2L\t457\t255\t51M\t*\t0\t0\tAAGCTAAGCAAAGTTCATGGCAAATTGCAGGAGGCATTTAATCGAATATCC\t@@@FFFFFHHHDHFHGGGJJJJJIJJJIJIHGHFIIJJJJIGGIIIGGIBF\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2307:18419:157090\t16\t2L\t460\t255\t51M\t*\t0\t0\tCTAAGCAAAGTTCATGGCAAATTGCAGGAGGCATTTAATCGAATATCCCAA\tIJJJJJJJJJJIJJJJJJJJIJJJJJJJJJJJJIIJJJHHHHHFFFFFCCC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1104:16588:94026\t16\t2L\t462\t255\t51M\t*\t0\t0\tAAGCAAAGTTCATGGCAAATTGCAGGAGGCATTTAATCGAATATCCCAACT\tJJJIJJJJIGGIGJJJJIIIJJJJJJIJIJIJIJJJJJHHHFHFFFFDBB?\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1207:4817:5073\t16\t2L\t462\t255\t51M\t*\t0\t0\tAAGCAAAGTTCATGGCAAATTGCAGGAGGCATTTAATCGAATATCCCAACT\tB9B4B4@B:**?4EEDG?1A@F?ABFF>FA?=03A=:=;\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2107:17894:130557\t0\t2L\t465\t255\t51M\t*\t0\t0\tCAAAGTTCATGGCAAATTGCAGGAGGCATTTAATCGAATATCCCAACTACA\tBCCFFDFFGHGHHJJJJJJJJJJJJJJJJJJJJIIIJJJJJJJJJJJJJJI\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2303:2851:98881\t0\t2L\t555\t255\t51M\t*\t0\t0\tTACATATTTATAAACAGGGTAAGAGAGTTTTTGGAACATACTTTCGTGTTG\t@BCFFFFFHHHHHJJJJJJAFGIJJIIGIIJJJJIJJJJJIJJJJJGIIJJ\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2304:12883:92184\t16\t2L\t563\t255\t51M\t*\t0\t0\tTATAAACAGGGTAAGAGAGTTTTTGGAACATACTTTCGTGTTGGCTTCTAT\tEECDDBDEEEEEDBCCDD:DEAEEDEFCFEC9@@:1DE?D:DDFGGGGGBGEHDDH3;DGGIE;DD\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2106:16981:166296\t0\t2L\t743\t255\t51M\t*\t0\t0\tTTGTTTCAACATACGTTAGAACTTTTACACTGAACGATTCGGACCGGACTC\t?@@AADBDHFDFDGHFAF;@BECHHII@EEHIGGDBFEFF;FHEGII;AF;\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2108:11645:6736\t16\t2L\t744\t255\t51M\t*\t0\t0\tTGTTTCAACATACGTTAGAACTTTTACACTGAACGATTCGGACCGGACTCT\tJIJJJIIFIIHHGIIGIGGIJIIIHGGIHEIHGIJIJIHHHHHFFFFFC@@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1207:13167:93216\t16\t2L\t747\t255\t51M\t*\t0\t0\tTTCAACATACGTTAGAACTTTTACACTGAACGATTCGGACCGGACTCTGTG\tBCEDGHEFDDGFBGHFBIIIGHGG?GDFDBFBGGGHGGFHDHDDFFFD@@@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1307:17649:158836\t0\t2L\t749\t255\t51M\t*\t0\t0\tCAACATACGTTAGAACTTTTACACTGAACGATTCGGACCGGACTCTGTGCA\tCCCFFFFFHFHHHIGEIGJJIJGJJJJIF@GHGIIJIIIHJGGJJJJ@FGI\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1101:12267:163597\t0\t2L\t752\t255\t51M\t*\t0\t0\tCATACGTTAGAACTTTTACACTGAACGATTCGGACCGGACTCTGTGCATAT\t@@@DFF?DHHDHFHIIJJJIJGHIJJIIJJJJJGHIGIGHEGHI=CHIDGI\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2102:12127:14270\t16\t2L\t752\t255\t51M\t*\t0\t0\tCATACGTTAGAACTTTTACACTGAACGATTCGGACCGGACTCTGTGCATAT\tJIIGJJJIIIIHJJJIGHIJJIIJJJJJJIJJJIJJJJHHHGHFFFFFCCC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1105:19675:113812\t16\t2L\t771\t255\t51M\t*\t0\t0\tACTGAACGATTCGGACCGGACTCTGTGCATATCATTAAAGATTCCAATACC\tCGGJIJIIJJIJIGGDIIHHG@IHAAJIGIJIIIGIGHFHFHHFDDDD=@B\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:2308:3713:14646\t0\t2L\t772\t255\t51M\t*\t0\t0\tCTGAACGATTCGGACCGGACTCTGTGCATATCATTAAAGATTCCAATACCG\t@@CFFDDFFFGFFEFDBGGHDDGEDDFGGGGGEHGCHGGEGIIJJJIEIGG\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1202:10930:167853\t16\t2L\t773\t255\t51M\t*\t0\t0\tTGAACGATTCGGACCGGACTCTGTGCATATCATTAAAGATTCCAATACCGT\tGHCD@HGGFHEGHGIHFFIIIGFGHDGF*D8?DG7BGFF@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:97:COBJ7ACXX:6:1207:3046:69048\t0\t2L\t784\t255\t51M\t*\t0\t0\tGACCGGACTCTGTGCATATCATTAAAGATTCCAATACCGTTGATATTAATA\tCCCFFFFFHHHHHJJJJGIIJIJJJJJJJIJIJJJIJJJIIJJJJJJJJII\tXA:i:0\tMD:Z:51\tNM:i:0\n"
},
{
"path": "deeptools/test/test_corrGC/test_paired.sam",
"content": "@HD\tVN:1.0\tSO:unsorted\n@SQ\tSN:chr2\tLN:5010000\nHWUSI-EAS616:7:89:1518:3543#0\t99\tchr2\t5000027\t255\t36M\t=\t5000355\t364\tTGTAACAATTTACTTGATTGTTCTCAAGGATGTGAT\tS\\dbdcfaaccbbcccc^dcdc^c^YaaabaaWdaa\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:23:12543:6958#0\t83\tchr2\t5000081\t255\t36M\t=\t4999776\t-341\tCTTTGTTGTTCTCCTGTCCATTTCTCACAAAGCTGG\thhhhhhhghfhhfhhhhhhfhhhhhhhhhhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:6:10857:18740#0\t83\tchr2\t5000191\t255\t36M\t=\t4999866\t-361\tGTTAGGGGCAATCCTGATTCACAGTTAGCTTCTTAG\tggggggggegggggggffcfdgggggggggggdggg\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:93:7807:15274#0\t163\tchr2\t5000304\t255\t36M\t=\t5000676\t408\tGAGAGGGAGAGGGAGAGGGAGAATGAAGCAGGAATG\thhhhhhhhhehhhhhhhhhehhhhghhhfhhhfghh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:89:1518:3543#0\t147\tchr2\t5000355\t255\t36M\t=\t5000027\t-364\tAGGTCATCAGGCTGGAATTTCAGGTAAGAATTACCA\tR]bT]`eRd^db]baY`W_W^_\\]\\_XZUZVVNVHU\tXA:i:1\tMD:Z:34A1\tNM:i:1\nHWUSI-EAS616:7:21:17769:5446#0\t163\tchr2\t5000385\t255\t36M\t=\t5000496\t147\tTTACAATTGATGTCTGGACTCCAAATCCCTCAAGTG\thhhhhhghhhhhhhhhhhhhhfhhhhhhhhhgghdh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:49:8992:4457#0\t99\tchr2\t5000385\t255\t36M\t=\t5000496\t147\tTTACAATTGATGTCTGGACTCCAAATCCCTCAAGTG\tde\\dc\\fffdf^cdfe\\cff_ffffffdafgcgggg\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:21:17769:5446#0\t83\tchr2\t5000496\t255\t36M\t=\t5000385\t-147\tTACTCTCAAAGCTTTCAAATGAAAGGACCCACACAC\tghhahhgghhdffccfhhhhhhhghhdfffffdfff\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:49:8992:4457#0\t147\tchr2\t5000496\t255\t36M\t=\t5000385\t-147\tTACTCTCAAAGCTTTCAAATGAAAGGACCCACACAC\thehhhhgghhgchhghfhhfafhhffhhhhhfdfff\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:86:18020:6752#0\t99\tchr2\t5000560\t255\t36M\t=\t5000906\t382\tAACACCAATCACATAAAGAATGTGTCTCCACAGAAG\thhgahhhhhghfhhhhhghhhh_cghfhhfhchghh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:93:7807:15274#0\t83\tchr2\t5000676\t255\t36M\t=\t5000304\t-408\tAAAACTTATCAGTTTTTAAAGGTTACTGAGGGCTTG\thhhghhhhhghhhhhhghhhghhhhhhhdhghhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:64:3102:21101#0\t99\tchr2\t5000737\t255\t36M\t=\t5001136\t435\tTTGAGGTCAACCTGGGTTACATGGCAAGACCTTGGT\thhhhhhghhhhhhhhhfhhhhhhhhhhhghhhhhgf\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:36:16424:18394#0\t163\tchr2\t5000820\t255\t36M\t=\t5001193\t409\tTGAAAAGGCATACGGAGCAGCTGATGTTTCTCCAAC\thhhhhhhghhhhhhhhhfghghhfhgdhhgehhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:50:18110:21009#0\t163\tchr2\t5000822\t255\t36M\t=\t5001123\t337\tAAAAGGCATACGGAGCAGCTGATGTTTCTCCAACAT\tffffccafacfffcfahffdfaffc`a`^`ddfdh]\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:111:14171:9899#0\t163\tchr2\t5000822\t255\t36M\t=\t5001123\t337\tAAAAGGCATACGGAGCAGCTGATGTTTCTCCAACAT\thhhhhhhhhhhhhhhhghhhhhgefhhhhhhhhhgh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:114:18552:5841#0\t163\tchr2\t5000822\t255\t36M\t=\t5001123\t337\tAAAAGGCATACGGAGCAGCTGATGTTTCTCCAACAT\thhhhhhhhhhhhhhghehhhhhhhhhhhfhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:8:2829:6484#0\t99\tchr2\t5000835\t255\t36M\t=\t5001214\t415\tAGCAGCTGATGTTTCTCCAACATCATCCTGGTGTGG\thhhfhhhghhhhhhghhhhchghhghhhghhghhhh\tXA:i:1\tMD:Z:28C7\tNM:i:1\nHWUSI-EAS616:7:4:16767:6127#0\t163\tchr2\t5000856\t255\t36M\t=\t5001242\t422\tATCATCCTGGTGTGGGGAGGTAGAGGCAGAGGATCA\thhghhhhhhc^edeec__]_cfccfdfffW_fdad_\tXA:i:1\tMD:Z:7C28\tNM:i:1\nHWUSI-EAS616:7:66:4289:12506#0\t99\tchr2\t5000868\t255\t36M\t=\t5001183\t351\tTGGGGAGGTAGAGGCAGAGGATCAGGAGTTCATGTT\thhhhhhhhdhhghghggghhehhhhhehehfhhhfh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:86:18020:6752#0\t147\tchr2\t5000906\t255\t36M\t=\t5000560\t-382\tCCCCTAGCTTTATGCTGTCCATGGTTCATCATCTCT\thchhfdhghhfghfahhhhhhhhfhhhhhhhghheh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:23:8152:13433#0\t163\tchr2\t5000926\t255\t36M\t=\t5000988\t98\tATGGTTCATCATCTCTTATGGCCCATATTAGTCATT\thhhhhhhhhhhhhhhhhhhghhhhhhehhhhhhehh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:103:13675:10395#0\t163\tchr2\t5000926\t255\t36M\t=\t5000988\t98\tATGGTTCATCATCTCTTATGGCCCATATTAGTCATT\tffffahhhhfffgfhffh]f]fddfd_fffdcfff\\\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:106:13391:17723#0\t163\tchr2\t5000938\t255\t36M\t=\t5001303\t401\tCTCTTATGGCCCATATTAGTCATTGTGCCATTCAAA\thhhhhhhhhhhhhhhhhhhghhghhehhhhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:23:8152:13433#0\t83\tchr2\t5000988\t255\t36M\t=\t5000926\t-98\tAGAAACATGTTTCACAGCTCCTACTGTATCCTGGAC\thhhhghghhhhhhehhhgdhhhhhhghhhhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:103:13675:10395#0\t83\tchr2\t5000988\t255\t36M\t=\t5000926\t-98\tAGAAACATGTTTCACAGCTCCTACTGTATCCTGGAC\tf_ffcfdddcaV`XZa[dadcaWcadddaccd[fcf\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:116:8653:16765#0\t99\tchr2\t5001011\t255\t36M\t=\t5001141\t166\tCTGTATCCTGGACCCTAGGGATGCAACAGTGGCAAG\thhghghhhhfhhhhhhhhhhffhhhhgghghfhfhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:81:1971:19006#0\t99\tchr2\t5001026\t255\t36M\t=\t5001396\t406\tTAGGGATGCAATAGTGGCAAGATGTGGTTTCTGCTC\thhhhhhhhhhhghfhhhhhhghhhhhhghhhhhghd\tXA:i:1\tMD:Z:11C24\tNM:i:1\nHWUSI-EAS616:7:39:11820:4528#0\t163\tchr2\t5001051\t255\t36M\t=\t5001401\t386\tGGTTTCTGCTCTTCATTGTGAGCTGACTTGGCTGAG\thhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:25:4767:20646#0\t163\tchr2\t5001115\t255\t36M\t=\t5001378\t299\tTCAGAGAGGATAACGTAAGGTAACTCAGAGATATGC\tghhfhhcaahe^d`ebfddc^ad`dada[cVb`^^c\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:2:14523:20268#0\t163\tchr2\t5001116\t255\t36M\t=\t5001234\t154\tCAGAGAGGATAACGTAAGGTAACTCAGAGATATGCA\tghghhhhhfgchghcecfchhchhhghchchehhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:79:5441:2939#0\t163\tchr2\t5001116\t255\t36M\t=\t5001234\t154\tCAGAGAGGATAACGTAAGGTAACTCAGAGATATGCA\tghcghfhhhchhhffffaffffacffa_f[fafcaf\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:50:18110:21009#0\t83\tchr2\t5001123\t255\t36M\t=\t5000822\t-337\tGATAACGTAAGGTAACTCAGAGATATGCACAGGAAG\t\\Z_aa^XY^aa\\aaaa\\^S^cd^dddYccffb\\f_f\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:111:14171:9899#0\t83\tchr2\t5001123\t255\t36M\t=\t5000822\t-337\tGATAACGTAAGGTAACTCAGAGATATGCACAGGAAG\thhghhhhhhhhhhhhhhhhhhhhghhhhhhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:114:18552:5841#0\t83\tchr2\t5001123\t255\t36M\t=\t5000822\t-337\tGATAACGTAAGGTAACTCAGAGATATGCACAGGAAG\thhhhhhghhhhgghhhhhhhhhhhhhhhhhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:64:3102:21101#0\t147\tchr2\t5001136\t255\t36M\t=\t5000737\t-435\tAACTCAGAGATATGCACAGGAAGTTGCATATTTGCA\tafghhhhgghgehghghhhhhhhhhhfhhhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:116:8653:16765#0\t147\tchr2\t5001141\t255\t36M\t=\t5001011\t-166\tAGAGATATGCACAGGAAGTTGCATATTTGCAATAAA\thhhhhhhhhgghhhhhhhhhhhhhhhhhhhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:66:4289:12506#0\t147\tchr2\t5001183\t255\t36M\t=\t5000868\t-351\tCACAGCAGAACTATTAGATCCAGGCACTCACTCAAC\thghhhhfffcfddfbdhhhfhhhhhghhhhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:36:16424:18394#0\t83\tchr2\t5001193\t255\t36M\t=\t5000820\t-409\tCTATTAGATCCAGGCACTCACTCAACGTGGATTCTG\tdbddcbfhehhehffdghhghhggghhhhhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:8:2829:6484#0\t147\tchr2\t5001214\t255\t36M\t=\t5000835\t-415\tTCAACGTGGATTCTGGGCTCTTCAGCTCTGATCTCT\tghhhhhfhhhhhhhhhhhhhhhhhhhhhghhfhhgg\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:3:9592:15607#0\t163\tchr2\t5001227\t255\t36M\t=\t5001568\t377\tTGGGCTCTTCAGCTCTGATCTCTTTAGCTCTGATTT\thhhehhhhhhhhhhfhhhhghghhhhhhhhhhhhgh\tXA:i:2\tMD:Z:24C6C4\tNM:i:2\nHWUSI-EAS616:7:2:14523:20268#0\t83\tchr2\t5001234\t255\t36M\t=\t5001116\t-154\tTTCAGCTCTGATCTCTTCAGCTCTCATTTGCTCAGA\taagggggffgaffafcafeafaggcgaggcgfeggg\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:79:5441:2939#0\t83\tchr2\t5001234\t255\t36M\t=\t5001116\t-154\tTTCAGCTCTGATCTCTTCGGCTCTCATTTGCTCAGA\tgdd`baWfafedd`ae`dKadfcfffaaffdfffff\tXA:i:1\tMD:Z:18A17\tNM:i:1\nHWUSI-EAS616:7:4:16767:6127#0\t83\tchr2\t5001242\t255\t36M\t=\t5000856\t-422\tTGATCTCTTTAGCTCTGATTTGCTCAGACTGTCTAT\tfggfggaffffcefgaffddf_^ggggeggfgcgdg\tXA:i:2\tMD:Z:9C6C19\tNM:i:2\nHWUSI-EAS616:7:106:13391:17723#0\t83\tchr2\t5001303\t255\t36M\t=\t5000938\t-401\tGTCTGCAGTCAACTGGCAGTCCCTCTCAGGGAAAAT\thhhhhhhhhghghhhhhhhhhghhhfhhhhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:25:4767:20646#0\t83\tchr2\t5001378\t255\t36M\t=\t5001115\t-299\tGAAAGTGCTCTTTGTCAGACTAAGACCTTTTAATTT\tgffff_ggaggfaffca^_a\\ffd`afgcggggggg\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:81:1971:19006#0\t147\tchr2\t5001396\t255\t36M\t=\t5001026\t-406\tACTAAGACCTTTTAATTTGTCCCATTTTAATAGTAC\thhhhhhghhhhhhhhhhhhhhhhhhhhhhhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:39:11820:4528#0\t83\tchr2\t5001401\t255\t36M\t=\t5001051\t-386\tGACCTTTTAATTTGTCCCATTTTAATAGTACATATG\thhhhhhhhghhhhhhhhhghhhhhghhhhhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:29:12313:10611#0\t0\tchr2\t5001492\t255\t36M\t*\t0\t0\tAATTGTAAGACCCCCGAAACTGGGGAGACCTCCGCT\tfd]aeecaaWcdfd_ffffcZ[aaa_\\Z]`Z^Z___\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:39:11820:45288#0\t16\tchr2\t5001701\t255\t36M\t*\t0\t0\tGACCTTTTAATTTGTCCCATTTTAATAGTACATATG\thhhhhhhhghhhhhhhhhghhhhhghhhhhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\n"
},
{
"path": "deeptools/test/test_countReadsPerBin.py",
"content": "# from unittest import TestCase\n\nimport deeptools.countReadsPerBin as cr\nimport numpy as np\nimport numpy.testing as nt\nimport os.path\nimport pytest\n\n__author__ = 'Fidel'\n\n\n@pytest.mark.parametrize(\"bc\", [\"bam\", 'cram'])\nclass TestCountReadsPerBin():\n\n def ifiles(self, ext='bam'):\n root = os.path.dirname(os.path.abspath(__file__)) + \"/test_data/\"\n bamFile1 = root + \"testA.\" + ext\n bamFile2 = root + \"testB.\" + ext\n bamFile_PE = root + \"test_paired2.\" + ext\n chrom = '3R'\n step_size = 50\n bin_length = 25\n c = cr.CountReadsPerBin(\n [bamFile1, bamFile2],\n binLength=bin_length,\n stepSize=step_size\n )\n return c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length\n \"\"\"\n The distribution of reads between the two bam files is as follows.\n\n They cover 200 bp::\n\n 0 100 200\n |------------------------------------------------------------|\n A ==============>\n <==============\n\n\n B <============== ==============>\n ==============>\n ==============>\n \"\"\"\n\n def test_count_reads_in_region(self, bc):\n c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length = self.ifiles(bc)\n c.skipZeros = False\n resp, _ = c.count_reads_in_region(chrom, 0, 200)\n\n nt.assert_equal(resp, np.array([[0, 0.],\n [0, 1.],\n [1, 1.],\n [1, 2.]]))\n\n def test_count_reads_in_region_extension_1(self, bc):\n \"\"\"\n In this case when read extension is smaller than read length\n extension is turned off and a warning is printed.\n \"\"\"\n c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length = self.ifiles(bc)\n c = cr.CountReadsPerBin(\n [bamFile1, bamFile2],\n binLength=1,\n stepSize=50,\n extendReads=25\n )\n\n resp, _ = c.count_reads_in_region(chrom, 0, 200)\n\n nt.assert_equal(resp, np.array([[0, 0.],\n [0, 1.],\n [1, 1.],\n [1, 2.]]))\n\n def test_count_reads_in_region_total(self, bc):\n \"\"\" count the reads over the whole region\n 2 for the first case, and 4 for the second\n \"\"\"\n c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length = self.ifiles(bc)\n c.skipZeros = False\n c.stepSize = 200\n c.binLength = 200\n resp, _ = c.count_reads_in_region(chrom, 0, 200)\n nt.assert_equal(resp, np.array([[2, 4.]]))\n\n def test_countReadsInRegions_min_mapping_quality(self, bc):\n c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length = self.ifiles(bc)\n # Test min mapping quality.\n c.minMappingQuality = 40\n c.skipZeros = False\n\n resp, _ = c.count_reads_in_region(chrom, 0, 200)\n nt.assert_equal(resp, np.array([[0, 0, 0, 1.],\n [0, 0, 0, 1.]]).T)\n\n def test_count_reads_in_region_ignore_duplicates(self, bc):\n c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length = self.ifiles(bc)\n # Test ignore duplicates\n c.skipZeros = False\n c.ignoreDuplicates = True\n resp, _ = c.count_reads_in_region(chrom, 0, 200)\n\n nt.assert_equal(resp, np.array([[0, 0, 1, 1.],\n [0, 1, 1, 1.]]).T)\n\n def test_count_reads_in_region_ignore_bed_regions(self, bc):\n c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length = self.ifiles(bc)\n # Test bed regions:\n bed_regions = [[chrom, [(10, 20)], \".\"], [chrom, [(150, 160)], \".\"]]\n c.skipZeros = False\n c.binLength = 10\n resp, _ = c.count_reads_in_region(chrom, 0, 200, bed_regions_list=bed_regions)\n nt.assert_equal(resp, np.array([[0, 1.],\n [0, 2.]]).T)\n\n def test_get_coverage_of_region_sam_flag_include(self, bc):\n c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length = self.ifiles(bc)\n c.samFlag_include = 16 # include reverse reads only\n c.bamFilesList = [bamFile1]\n resp, _ = c.count_reads_in_region(chrom, 0, 200)\n nt.assert_array_equal(resp, np.array([[0], [0], [0], [1]]))\n\n def test_get_coverage_of_region_sam_flag_exclude(self, bc):\n c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length = self.ifiles(bc)\n c.samFlag_exclude = 16 # exclude reverse reads\n c.bamFilesList = [bamFile1]\n resp, _ = c.count_reads_in_region(chrom, 0, 200)\n nt.assert_array_equal(resp, np.array([[0], [0], [1], [0]]))\n\n def test_get_coverage_of_region_large_bin(self, bc):\n c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length = self.ifiles(bc)\n c.bamFilesList = [bamFile2]\n c.binLength = 200\n c.stepSize = 200\n resp, _ = c.count_reads_in_region(chrom, 0, 200)\n nt.assert_array_equal(resp, np.array([[4]]))\n\n def test_get_coverage_of_region_ignore_duplicates(self, bc):\n c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length = self.ifiles(bc)\n c.ignoreDuplicates = True\n c.bamFilesList = [bamFile2]\n resp, _ = c.count_reads_in_region(chrom, 0, 200)\n nt.assert_array_equal(resp, np.array([[0.],\n [1.],\n [1.],\n [1.]]))\n\n # check zero to nans\n c.zerosToNans = True\n resp, _ = c.count_reads_in_region(chrom, 0, 200)\n nt.assert_array_equal(resp, np.array([[np.nan],\n [1.],\n [1.],\n [1.]]))\n\n def test_get_coverage_of_region_split_read(self, bc):\n \"\"\"\n The bamFile1 contains a read at position 10\n with the following CIGAR: 10S20M10N10M10S\n that maps to a chromosome named chr_cigar.\n \"\"\"\n c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length = self.ifiles(bc)\n # turn of read extension\n c.extendPairedEnds = False\n c.bamFilesList = [bamFile1]\n c.binLength = 10\n c.stepSize = 10\n resp, _ = c.count_reads_in_region('chr_cigar', 0, 100)\n nt.assert_array_equal(resp, np.array([[0.],\n [1.],\n [1.],\n [0.],\n [1.],\n [0.],\n [0.],\n [0.],\n [0.],\n [0.]]))\n\n def test_get_coverage_of_region_zeros_to_nan(self, bc):\n c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length = self.ifiles(bc)\n c.zerosToNans = True\n resp, _ = c.count_reads_in_region(chrom, 0, 200)\n\n nt.assert_equal(resp, np.array([[np.nan, np.nan],\n [np.nan, 1],\n [1, 1],\n [1, 2]]))\n\n def test_bed_file(self, bc):\n c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length = self.ifiles(bc)\n bed = \"chr3R\\t0\\t10\\nchr3R\\t110\\t120\\nchr3R\\t160\\t180\"\n import tempfile\n bed_file = tempfile.NamedTemporaryFile(suffix=\".bed\", delete=False, mode=\"w\")\n bed_file.write(bed)\n bed_file.close()\n\n c = cr.CountReadsPerBin(\n [bamFile2],\n bedFile=[bed_file.name]\n )\n\n resp = c.run()\n nt.assert_equal(resp, np.array([[0.],\n [1.],\n [2.]]))\n\n import os\n os.unlink(bed_file.name)\n"
},
{
"path": "deeptools/test/test_data/computeMatrixOperations.bed",
"content": 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},
{
"path": "deeptools/test/test_data/make_test_data.sh",
"content": "bamCoverage -b testA.bam -o testA_skipNAs.bw --skipNAs\nbamCoverage -b testB.bam -o testB_skipNAs.bw --skipNAs\n"
},
{
"path": "deeptools/test/test_data/test.bed3",
"content": "chr1\t1\t10\nchr2\t1\t10\nchr2\t5\t15\nchr2\t20\t30"
},
{
"path": "deeptools/test/test_data/test.gtf",
"content": "3R\tdeepTools\tgene\t1\t1000\t.\t.\t0\tgene_id \"example\";\n3R\tdeepTools\ttranscript\t1\t1000\t.\t+\t0\tgene_id example; transcript_id \"first\";\n3R\tdeepTools\texon\t1\t50\t.\t+\t0\tgene_id example; transcript_id \"first\";\n3R\tdeepTools\texon\t400\t510\t.\t+\t0\tgene_id example; transcript_id \"first\";\n3R\tdeepTools\texon\t980\t1000\t.\t+\t0\tgene_id example; transcript_id \"first\";\n3R\tdeepTools\ttranscript\t100\t1100\t.\t-\t0\tgene_id example; transcript_id \"second\";\n3R\tdeepTools\texon\t100\t150\t.\t-\t0\tgene_id example; transcript_id \"second\";\n3R\tdeepTools\texon\t500\t610\t.\t-\t0\tgene_id example; transcript_id \"second\";\n3R\tdeepTools\texon\t1080\t1100\t.\t-\t0\tgene_id example; transcript_id \"second\";\n"
},
{
"path": "deeptools/test/test_data/test1.bg",
"content": "3R\t0\t25\t0.76\n3R\t25\t50\t1.00\n3R\t50\t75\t0.32\n3R\t75\t100\t1.92\n3R\t100\t125\t3.28\n3R\t125\t150\t2.92\n3R\t150\t175\t7.88\n3R\t175\t200\t18.96\n3R\t200\t225\t15.84\n3R\t225\t250\t8.40\n3R\t250\t275\t6.84\n3R\t275\t300\t4.80\n3R\t300\t325\t5.68\n3R\t325\t350\t3.96\n3R\t350\t375\t3.16\n3R\t375\t400\t4.56\n3R\t400\t425\t8.64\n3R\t425\t450\t10.92\n3R\t450\t475\t9.48\n3R\t475\t500\t7.48\n3R\t500\t525\t4.12\n3R\t525\t550\t4.68\n3R\t550\t575\t5.32\n3R\t575\t600\t7.96\n3R\t600\t625\t12.76\n3R\t625\t650\t8.76\n3R\t650\t675\t5.48\n3R\t675\t700\t6.56\n3R\t700\t725\t8.12\n3R\t725\t750\t12.84\n3R\t750\t775\t10.56\n3R\t775\t800\t6.44\n3R\t800\t825\t4.08\n3R\t825\t850\t1.76\n3R\t850\t875\t7.80\n3R\t875\t900\t22.24\n3R\t900\t925\t21.96\n3R\t925\t950\t9.32\n3R\t950\t975\t4.20\n3R\t975\t1000\t1.20\n3R\t1000\t1025\t0.80\n"
},
{
"path": "deeptools/test/test_data/test1.fa",
"content": ">3R\nGAATTCTCTCTTGTTGTAGTCTCTTGACAAAATGCAATGGTCAGGTAGCGTTGTTCTAAA\nCTCAAGATTTAAAGGTGAATAGTCCTGTAAGCCCTATAAACATATGTACATAGGTAGGCC\nAGTACTTAGTACTGGCACATGCCGCTGATCTGTTAGTAGATTATCCATTTCCCTTCAGCG\nCCTACCTGCGTCACCAATGATGAGGTCGAGACAGAATCCTACTAGTACCTGCCTCGAGTC\nGATCGGGCAGAGAGCGAGAAATGGTAAGCAGGTGAGTGAGCGCAGAGAGCGTCTTTCGAC\nGACTCTTTCGTCGCGAGCAAACAACAAGTAGACGTCGCTCAGACACTGTCGGCCAGATTC\nATTTTCCAGAAAGACGTCGTCGCGTTGACAAGCTTAAATTCGTAGCGGGCGCCAGTAGGA\nCGACCCAGTGGATATCGTCAGTTGAACCAGGGGAAACGTAGCAGCCCAGTTACATTGCTC\nGGGAGGGGTAAAGAGCTTGACGACAGCGCGTGCGTAGAGTGAAAGTATGCAAGGAGATTC\nGCGATCAGAACCTCACGACGCCATATTTGTTTTCCAGGGCTTGCTTGTGTGTGCGTGTGT\nTTCAACTCCGGTGTGCGAGTGTGAGGGCAGGGCTTTGCCAGGTGATAATGCCTTAACTGT\nCCCTTGTATTCGGGCTTCGTCTTCGCAAATTCGAACAACAGTATTCTTGATTGATGCAGT\nTTTACAGCGACTTTGTGTGTGCGTATGCTGTCACCACACTATGTTCGAGTGTGTGTGCGC\nTCGTGTTTCTGTGAACCCAATCGCGAACACTGTTGTGAGCCAGTGGCTCTGTCTGCGCGG\nCGAGAAATATCCGCTTACCTAAACGAAAAGTTCTCTAGCGTCGGCCGACGCACGGCACCC\nAGGCACACACACAGCCACATTTGCAGAAATACCACTACATACGAAACGAACGTGGCCAGC\nACACAAGCGAAACCGGAAAATCCACATTTTTTAGACCTGCTCTCTGTCCCGCGTCTCTCA\nTCTCTTTTCATTACGCTCTCGACTGGAACGCAATACCAAGACCACAATCAACAGCTACAG\nCTTTAGGTGTTTGAAGGTAGATTACGTAGTTGCAATGGGCGACTCCACGCCCATTTGCCG\nATGCCGAGTACTTTATCTGGGCAGTGCCGTGCCCCGACAGAGCAAGGATGGGCTGCAGGG\nCATCCAGGAGCCGCTGCGAAGCCTGTATCCTTCGGAAGGGGCGGTGGGCGCCAAGGGCAT\nCGACAGCTGGCTAAGCGTCTGGTCCAACGGCATCCTGCTGGAGAACGTGGACGAAAACCT\nCAAACAGATCACGCGCTTTTTCCCGATCGAGTCGCTACACTACTGCGCCGCCGTTCGCCA\nAGTGCTCATCCCAGAGCGCGGAAACACCCACCCGGAACCAAAGTTCCTCCCTCTGGACTC\nGCCTTTTGCGCGAATGCCGCGCGCTCAGCACCCACCCATTTTCGCTGCTATTCTGCGACG\n"
},
{
"path": "deeptools/test/test_data/test1.fa.fai",
"content": "3R\t1500\t4\t60\t61\n"
},
{
"path": "deeptools/test/test_data/test1.sam",
"content": "@HD\tVN:1.0\tSO:unsorted\n@SQ\tSN:3R\tLN:1500\tM5:9bad144b81e5e7369a164895691b3e73\tUR:./test1.fa\nDD61XKN1:101:D0EKPACXX:2:2103:15826:166544\t0\t3R\t7\t5\t51M\t*\t0\t0\tTCTCTTGTTGTAGTCTCTTGACAAAATGCAATGGTCAGGTAGCGTTGTTAG\t@CCFFFFFHGHHHIJIIIJIJJJHJJJJJGIJJJHJJJJF*?HHHIJHEHH\tXA:i:0\tMD:Z:49C0T0\tNM:i:2\nDD61XKN1:101:D0EKPACXX:2:1107:3353:155198\t16\t3R\t75\t9\t51M\t*\t0\t0\tGTGAATAGTCCTGTAAGCCCTATAAACATATGTACATAGGTAGGCCAGTAC\tHEGIGEGD@GHHHGHFDEIHEFGIIHGF?CEF?BGGBCHHFFFDDDDA@@@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:2205:8714:154131\t0\t3R\t86\t5\t51M\t*\t0\t0\tTGTAAGCCCTATAAACATATGTACATAGGTAGGCCAGTACTTAGTACTGGC\tCCCFFFFFHHHHHIJJFIEHIHHHHIIHJIJJJJJJIIIIJJIIGHJJFHE\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:2306:16413:174917\t0\t3R\t93\t32\t51M\t*\t0\t0\tCCTATAAACATATGTACATAGGTAGGCCAGTACTTAGTACTGGCACATGCC\t@@@DDEEBHBBFHGECFGG>FCHDEGGHA?FGD\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:1305:17377:158887\t0\t3R\t119\t19\t51M\t*\t0\t0\tCCAGTACTTAGTACTGGCACATGCCGCTGATCTGTTAGTAGATTATCCATT\t@@@FDFFFHHGDHHIJJJJJGEGHJEGIJJJJIIHHIJHIGHIIIIJHGHI\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:1308:19209:144101\t16\t3R\t134\t26\t51M\t*\t0\t0\tCCCACAAGCCGCCGATCTGTTAATAGAATATCCATTTCCCTTCAGCGCCTA\t###############################@HFC;=IFFA6FDADAD@@@\tXA:i:1\tMD:Z:0G0G4T5T9G4T23\tNM:i:6\nDD61XKN1:101:D0EKPACXX:2:1108:9446:127495\t0\t3R\t149\t10\t51M\t*\t0\t0\tTCTGTTAGTAGATTATCCATTTCCCTTCAGCGCCTACCTGCGTCACCAATG\t@@@FDFFFF:CBFDHEFGEHJJIJGIIJIIDIEGBIGIIJJJBHGIIII@G\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:2305:7088:93345\t0\t3R\t152\t40\t51M\t*\t0\t0\tGTTAGTAGTTTATCCATTTCCCTTCAGCGCCTACCTGCGTCACCAATGATG\t@@;BDABDDFDDDII9EGGHICHE+AAHDFADFIDEE@>@FAFHIIIIEID\tXA:i:1\tMD:Z:8A42\tNM:i:1\nDD61XKN1:101:D0EKPACXX:2:1304:4948:39372\t0\t3R\t156\t25\t51M\t*\t0\t0\tGTAGATTATCCATTTCCCTTCAGCGCCTACCTGCGTCACCAATGATGAAGA\t?8?ADDDA4ADDDIAEEED>EE:C@DFAB\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:2307:18363:54940\t16\t3R\t160\t39\t51M\t*\t0\t0\tATTATCCATTTCCCTTCAGCGCCTACCTGCGTCACCAATGATGAGGTCGAG\t#####@@@==8'FB8DF8???F??1F@C1A+9FEFFEGD?CG@;AFB(BFEHBIGBDIGGC?A::EFDEC:IIIGEFHFD6FD?DD@<@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:1305:12595:193763\t0\t3R\t168\t38\t51M\t*\t0\t0\tTTTCCCTTCAGCCCCTACCTGCGTCACCAATGATGAGGTCGAGACAGAATC\t@@@FFADFFFFH:EFHEIIIIIIIG@HIIGIBBDGGIFB@@HGFGIIGIII\tXA:i:1\tMD:Z:12G38\tNM:i:1\nDD61XKN1:101:D0EKPACXX:2:1106:7245:9884\t0\t3R\t169\t6\t51M\t*\t0\t0\tTTCCCTTCAGCGCCTACCTGCGTCACCAATGATGAGGTCGAGACAGAATCC\tCCCFFFFFHHGGHJIIHIGHIGGGGHIHGEGGHIIIEFGG@GCHHIJGIGE\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:1102:16207:31886\t0\t3R\t171\t12\t51M\t*\t0\t0\tCCCTTCAGCGCCTACCTGCGTCACCAATGATGAGGTCGAGACAGAATCCTA\t@@>B>:FABFIIEHEBFFDHBBFHGAG0B@FHHI@DA\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:1206:11566:95721\t16\t3R\t172\t19\t51M\t*\t0\t0\tCCTTCAGCGCCTACCTGCGTCACCAATGATGAGGTCGAGACAGAATCCTAC\tHECFEB@@CG?00EFGIGGAF@IIIH@GHCD@HG>IEHFDDHFFEDFF@@@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:2305:9277:80019\t0\t3R\t173\t37\t51M\t*\t0\t0\tCTTCAGCGCCTACCTGCGTCACCAATGATGAGGTCGAGACAGAATCCTACT\t@@@DDDDDHHH:FGGGGIIIIIIG;DFDGIGIIBDHHI8;BCFGGIHIFGE\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:2304:5021:30275\t16\t3R\t175\t23\t51M\t*\t0\t0\tTCAGCGCCTACCTGCGTCACCAATGATGAGGTCGAGACAGAATCCTACTAG\tGGAFFBFD@?GHDIGHGCHHEGHGEHFHGIGGEHFHIIGGIHIGIJG\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:1103:5323:97525\t0\t3R\t182\t1\t51M\t*\t0\t0\tCTACCTGCGTCACCAATGATGAGGTCGGGACAGAATCCTACTAGTACCTGC\t;==DBD?AFFA:DEF:CF:AECG2\tXA:i:1\tMD:Z:27A23\tNM:i:1\nDD61XKN1:101:D0EKPACXX:2:1202:2896:73043\t0\t3R\t184\t17\t51M\t*\t0\t0\tACCTGCGTCACCAATGATGAGGTCGAGACAGAATCCTACTAGTACCTGCCT\tCCCFFFFFHHHHHJJIGHJJJJIJJGJGIJJJIJIIJIJIIJJJDHIJJJJ\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:1208:12933:183980\t0\t3R\t187\t23\t51M\t*\t0\t0\tTGCGTCACCAATGATGAGGTCGAGACAGAATCCTACTAGTACCTGCCTCGA\t@@@?DD:DFABBF?DAFHGGE...().8@3;8BE\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:2204:17651:41380\t16\t3R\t236\t39\t51M\t*\t0\t0\tCTGTCGATCGGGCAGAGAGCGAGAAATGGTAAGCAGGTGAGTGAGCGCAGA\tA;EGEIIIFIIIIGHFDIIIIIIIIHEIIIGGHBIIIIHDHHHFFFFFCCC\tXA:i:0\tMD:Z:0G0A49\tNM:i:2\nDD61XKN1:101:D0EKPACXX:2:2206:10244:13816\t16\t3R\t236\t24\t51M\t*\t0\t0\tCTGTCGATCGGGCAGAGAGCGAGAAATGGTAAGCAGGTGAGTGAGCGCAGA\tIJJIIJIGJJJJJJJJJJJIJJIJJJJJIGIJIIJJJJHHHHHFFFFFCCC\tXA:i:0\tMD:Z:0G0A49\tNM:i:2\nDD61XKN1:101:D0EKPACXX:2:2106:8135:102852\t16\t3R\t270\t9\t51M\t*\t0\t0\tAGGTGAGTGAGCGCAGAGAGCGTCTTTCGACGACTCTTTCGTCGCGAGCAA\tDDDDDCEDDAFFHHE?6'EBADGJIIIIIGGHFIIJJJHHHHHFFFFFB;@6?@###\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:2207:4417:135858\t0\t3R\t285\t36\t51M\t*\t0\t0\tGAGAGCGTCTTTCGACGACTCTTTCGTCGCGAGCAAACAACAAGTAGACGT\t8:=;AAD@ADFDDD:ACE@?0CGEDBBB6677@;BEC=CC?B?D;BCC>?#\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:1107:10958:114349\t16\t3R\t289\t36\t51M\t*\t0\t0\tCGATCTTTCGACGACTCTTTCGTCGCGAGCAAACAACAAGTAGACGTCGCT\t###########################BBBFCCFEA?:C4FBC8?:DD??;\tXA:i:0\tMD:Z:0G0C0G48\tNM:i:3\nDD61XKN1:101:D0EKPACXX:2:2203:1197:62431\t16\t3R\t293\t17\t51M\t*\t0\t0\tCTTTCGACGACTCTTTCGTCGCGAGCAAACAACAAGTAGACGTCGCTCAGA\t#BB;=?=8@?DBFFFE;@@GGBEC<08D@3D;D?=:\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:2205:17888:164787\t0\t3R\t304\t12\t51M\t*\t0\t0\tTCTTTCGTCGCGAGCAAACAACAAGTAGACGTCGCTCAGACACTGTCGGCC\tCCCFFFFFHHHHGJJJJJJJJJJIJGIGGHJIJJJIJJJ9DCHHEHHFBDD\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:1305:6255:131813\t16\t3R\t341\t9\t51M\t*\t0\t0\tAGACACTGTCGGCCAGATTCATTTTCCAGAAAGACGTCGTCGCGTTGACAA\t#######EB@=);@9EFGGB4@F??F@FBHHFB?F67';8'4));@9>9>BB?##\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:2101:3335:34398\t0\t3R\t384\t15\t51M\t*\t0\t0\tGTTGACAAGCTTAAATTCGTAGCGGGCGCCAGTAGGACGACCCAGTGGATA\t@@CFBADDFFHHGGDHHEHFGIIIIIGGIIGIHIIIIIIHHFFDDEEECC@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:2302:4837:149731\t16\t3R\t390\t22\t51M\t*\t0\t0\tAAGCTTAAATTCGTAGCGGGCGCCAGTAGGACGACCCAGTGGATATCGTCA\tFHGGIJJJJJIJIGJIJJJJJJJIJJJJJJJJHGJJJIHGHHHFFFFFCCC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:1206:10242:101284\t0\t3R\t393\t19\t51M\t*\t0\t0\tCTTAAATTCGTAGCGGGCGCCAGAAGGACGACCCAGTGGATATCGTCAGTT\t?@@DDDBD?;AFB7@FAGF>ABF(/?(=B<@'@/(6.;3;7;@;A;?;?;>\tXA:i:1\tMD:Z:23T27\tNM:i:1\nDD61XKN1:101:D0EKPACXX:2:1107:9066:17687\t16\t3R\t396\t28\t51M\t*\t0\t0\tGAACTCGTAGCGGGCGCCAGTAGGACGACCCAGTGGATATCGTCAGTTGAA\tFFHGHIJIJIIJJIJJIIGHGJIGIJIIIJJJJJJIIGHFHHFFFFFFCC@\tXA:i:0\tMD:Z:0A2T47\tNM:i:2\nDD61XKN1:101:D0EKPACXX:2:1302:10299:198112\t0\t3R\t402\t23\t51M\t*\t0\t0\tGTAGCGGGCGCCAGTAGGACGACCCAGTGGATATCGTCAGTTGAACCAGGG\t@@CEACA?DEE@CCCCCBBB\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:2108:17719:86681\t16\t3R\t402\t29\t51M\t*\t0\t0\tGTAGCGGGCGCCAGTAGGACGACCCAGTGGATATCGTCAGTTGAACCAGGG\tBBA>C,A33?EBDCD;;0B<;??)B3?BDB?=FFE\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:1108:9454:176988\t0\t3R\t436\t3\t51M\t*\t0\t0\tCGTCAGTTGAACCAGGGGAAACGTAGCAGCCCAGTTACATTGCTCGGGAGG\t=18AD:B;<4?*99?C@EEHIIFGCFCHGHIIIEEGHD8@FGE';CAAACHHC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:2206:21259:60113\t16\t3R\t455\t18\t51M\t*\t0\t0\tAACGTATCAGCCCAGTTACATTGCTCGGGAGGGGTAAAGAGCTTGACGACA\t#########F?9**DB0?GFHGF::FCC@:+F@CGIIHDCFFDDADDD@@@\tXA:i:0\tMD:Z:6G44\tNM:i:1\nDD61XKN1:101:D0EKPACXX:2:2202:20063:53581\t0\t3R\t462\t29\t51M\t*\t0\t0\tCAGCCCAGTTACATTGCTCGGGAGGGGTAAAGAGCTTGACGACAGCGCGTG\tC@@FFFDFHHHHDIIGGGGHII@FHIJ0BFDHGGIIGFCGA;FH@D=EB##\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:2105:20550:77807\t0\t3R\t467\t39\t51M\t*\t0\t0\tCAGTTACATTGCTCGGGAGGGGGAAAGAGCTTGACGACAGCGCGGGCGTAG\t?1?D=DDB,2=C4?EE?8FEEI)?@8B800?@CBC8@##############\tXA:i:1\tMD:Z:22T21T6\tNM:i:2\nDD61XKN1:101:D0EKPACXX:2:1307:13537:69880\t16\t3R\t472\t9\t51M\t*\t0\t0\tACATTGCTCGGGAGGGGTAAAGAGCTTGACGACAGCGCGTGCGTAGAGTGA\t3FECHHEHIIJIHGIIH@GJHDGHEGIHGEGGEGGBEIHHHDFDDDDD@@@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:2204:10042:31362\t16\t3R\t488\t10\t51M\t*\t0\t0\tGTAAAGAGCTTGACGATAGCGCGTGCGTAGAGTGAAAGTATGCAAGGAGAT\tGECIHGC;;;BHCB?0)D?8CC<+@FBHGCEHGIIHCA?FDDDFFDDD@@@\tXA:i:0\tMD:Z:16C34\tNM:i:1\nDD61XKN1:101:D0EKPACXX:2:1206:8347:137786\t16\t3R\t506\t38\t51M\t*\t0\t0\tGCGCGGGCGTAGAGTGAAAGTATGCAAGGAGATTCGCGATCAGAACCTCAC\tA@A;''6?DB4ED@CDDDDA48:1\tXA:i:0\tMD:Z:5T45\tNM:i:1\nDD61XKN1:101:D0EKPACXX:2:1103:10361:180321\t16\t3R\t524\t12\t51M\t*\t0\t0\tGATCTTCCGATCTATTCGCGATCAGAACCTCACGACGCCATATTTGTTTTC\t####################CDB?*1;;83:)@)@6@DD??48?DA7D???\tXA:i:0\tMD:Z:0A0G1A1G1A0A0G0G0A0G38\tNM:i:10\nDD61XKN1:101:D0EKPACXX:2:2103:18603:41773\t16\t3R\t527\t40\t51M\t*\t0\t0\tATGCAAGGAGATTCGCGATCAGAACCTCACGACGCCATATTTGTTTTCCAG\tFHEGIJJIIJJGGBBGIJJJJIIHIIGHGGHFIGJJIIHGHHHFFDFFCC@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:1301:2009:157371\t16\t3R\t537\t18\t51M\t*\t0\t0\tATTCGCGATCAGAACCTCACGACGCCATATTTGTTTTCCAGGGCTTGCTTG\tBHJJIIHIJJJIIHJIGGGIIIJIIJIGIIJJJJJJJIGHGHHFFFFFCCC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:2205:6958:140155\t0\t3R\t542\t23\t51M\t*\t0\t0\tCGATCAGAACCTCACGACGCCATATTTGTTTTCCAGGGCTTGCTTGTGTGT\t@@@DDDFFFHDBFEG@FD@FGED9DHGGHHIGIGAHGE@FGGCHB@=@@D=\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:2304:7387:67115\t16\t3R\t544\t26\t51M\t*\t0\t0\tATCAGAACCTCACGACGCCATATTTGTTTTCCAGGGCTTGCTTGTGTGTGC\tA>@;=EFFB8@7:??@8BG?9?DGE:?HFF?F?@GE?@F??AD==A?B:?:\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:1103:12878:37036\t16\t3R\t574\t2\t51M\t*\t0\t0\tTCTGGGCTTGCTTGTGTGTGCGTGTGTTTCAACTCCGGTGTGCGAGTGTGA\tFFHHHEHIHDJJJIJJJJJJJJJIHCJJJIHGJJJJJJHHHHHFFFFFCCC\tXA:i:0\tMD:Z:0C1A48\tNM:i:2\nDD61XKN1:101:D0EKPACXX:2:1307:11922:110790\t16\t3R\t575\t24\t51M\t*\t0\t0\tCAGGGCTTGCTTGTGTGTGCGTGTGTTTCAACTCCGGTGTGCGAGTGTGAG\tDDFEFECD9D;@@B8F?@:FIIFG?4D9FIFF@FEA<)FFACB?ADDD@@@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:2:2108:11686:2993\t16\t3R\t576\t1\t51M\t*\t0\t0\tAGGGCTTGCTTGTGTGTGCGTGTGTTTCAACTCCGGTGTGCTAGTGTGAGG\tCCA@7C=@H@FFDEIEAEG@3CGIJIH@HF6>GHGGHBDBA:HDD?=D@@@\tXA:i:1\tMD:Z:41G9\tNM:i:1\nDD61XKN1:101:D0EKPACXX:2:1106:13858:49049\t0\t3R\t580\t23\t51M\t*\t0\t0\tCTTGCTTGTGTGTGCGTGTGTTTCAACTCCGGTGTGCGGGTGTGAGGGCAG\t@;?DABD?+:;E=AE<\tXA:i:0\tMD:Z: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},
{
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"content": "3R\t0\t25\t1.68\n3R\t25\t50\t2.00\n3R\t50\t75\t0.40\n3R\t75\t100\t2.04\n3R\t100\t125\t5.44\n3R\t125\t150\t8.48\n3R\t150\t175\t13.48\n3R\t175\t200\t21.68\n3R\t200\t225\t22.76\n3R\t225\t250\t15.64\n3R\t250\t275\t7.28\n3R\t275\t300\t6.80\n3R\t300\t325\t11.76\n3R\t325\t350\t9.56\n3R\t350\t375\t5.20\n3R\t375\t400\t7.16\n3R\t400\t425\t13.76\n3R\t425\t450\t17.08\n3R\t450\t475\t12.44\n3R\t475\t500\t11.88\n3R\t500\t525\t10.64\n3R\t525\t550\t3.68\n3R\t550\t575\t1.88\n3R\t575\t600\t10.28\n3R\t600\t625\t19.64\n3R\t625\t650\t18.96\n3R\t650\t675\t12.48\n3R\t675\t700\t9.00\n3R\t700\t725\t9.44\n3R\t725\t750\t14.52\n3R\t750\t775\t17.32\n3R\t775\t800\t12.72\n3R\t800\t825\t5.64\n3R\t825\t850\t4.56\n3R\t850\t875\t10.28\n3R\t875\t900\t10.92\n3R\t900\t925\t8.76\n3R\t925\t950\t4.84\n3R\t950\t975\t2.76\n3R\t975\t1000\t2.68\n3R\t1000\t1025\t3.76\n3R\t1025\t1050\t2.44\n"
},
{
"path": "deeptools/test/test_data/test2.sam",
"content": "@HD\tVN:1.0\tSO:unsorted\n@SQ\tSN:3R\tLN:1500\tM5:9bad144b81e5e7369a164895691b3e73\tUR:./test1.fa\nDD61XKN1:101:D0EKPACXX:1:1307:6042:120399\t0\t3R\t3\t26\t51M\t*\t0\t0\tATTCTCTCTTGTTGTAGTCTCTTGACAAAATGCAATGGTCAGGTAGCGTTG\t?@@=D4=AC2AFDE3:AFDE*:B?DGI#\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:2201:2981:158995\t0\t3R\t7\t37\t51M\t*\t0\t0\tTCTCTTGTTGTAGTCTCTTTACAAAATGTAATGGTCAGGTAGCATTGTTCT\t??GFFBHHFFFFFCCC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:2102:10665:57593\t0\t3R\t88\t28\t51M\t*\t0\t0\tTAAGCCCTATAAACATATGTACATAGGTAGGCCAGTACTTAGTGCTGGCAC\tCCCFFFFFDHHFFHGF;G3CBHHGHHCHGCI=BFDHDBCAH\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1308:7611:23534\t16\t3R\t108\t11\t51M\t*\t0\t0\tACATAGGTAGGCCAGTACTTAGTACTGGCACATGCCGCTGATCTGTTAGTA\t=IFBDDADGJIHGFFGHGHHFCJGHECIIGIIG>IGHGHGFFDDDCCC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:2305:1314:97144\t16\t3R\t108\t12\t51M\t*\t0\t0\tCTATAGGTAGGCCAGTACTTAGTACTGGCACATGCCGCTGATCTGTTAGTA\t=@IGFGHCHEECIEHGFIJJIIGGDDIHIHEFC>HAGHBDFBDEDDFF@@@\tXA:i:0\tMD:Z:0A0C49\tNM:i:2\nDD61XKN1:101:D0EKPACXX:1:2107:3608:70379\t0\t3R\t127\t30\t51M\t*\t0\t0\tTAGTACTGGCACATGCCGCTGATCTGTTAGTAGATTATCCATTTCCCTTCA\tCCCDFFFFHHHHHJHIJJJJIIJJJJGIIJHIJIJJIJJJJJJJJJJIJII\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1308:12105:61609\t0\t3R\t132\t28\t51M\t*\t0\t0\tCTGGCACATGCCGCTGATCTGTTAGTAGATTATCCATTTCCCTTCAGCGCC\t@@@DD?DDDBBD1EDGGICHHFEFCEFHIGI9?FBFFDEHD>?BHHH9FGGFBGIGGIII@@FD<\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1301:14071:87949\t0\t3R\t134\t33\t51M\t*\t0\t0\tGGCACATGCCGCTGATCTGTTAGTAGATTATCCATTTCCCTTCAGCGCCTC\t@@@?DBEAFHAAAHDGGCBHG?B?BHDEHEIGEEHGHGHGGH@FCGHIGG#\tXA:i:0\tMD:Z:50A0\tNM:i:1\nDD61XKN1:101:D0EKPACXX:1:1207:15012:198224\t16\t3R\t138\t30\t51M\t*\t0\t0\tCATGCCGCTGATCTGTTAGTAGATTATCCATTTCCCTTCAGCGCCTACCTG\t@@@IGABFFEEGIDFHGGFHHHDDB:1?@?@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1108:20053:52835\t16\t3R\t143\t28\t51M\t*\t0\t0\tCGCTGATCTGTTAGTAGATTAGCCATTTCCCTTCAGCGCCTACCTGCGTCA\t@==3GC;B???4GFDBAGFB:)HGF=AHD;BAGIIGF@DC2+F@6DA?@@?\tXA:i:0\tMD:Z:21T29\tNM:i:1\nDD61XKN1:101:D0EKPACXX:1:2205:3896:101741\t16\t3R\t143\t36\t51M\t*\t0\t0\tTGCTGATCTGTTAGTAGATTATCCATTTCCCCTCAGCGCCTACCTGCGTCA\t@GF;G@HGHDIGEDIIIIIIGIIIIHFDD?1)BDGGGDAAHDHFDFFF@@?\tXA:i:1\tMD:Z:0C30T19\tNM:i:2\nDD61XKN1:101:D0EKPACXX:1:1304:17350:141266\t0\t3R\t150\t25\t51M\t*\t0\t0\tCTGTTAGTAGATTATCCATTTCCCTTCAGCGCCTACCTGCGTCACCAATGA\t@@CDFFFDHFHHHGHIIIHJIJJGJGHGIIIIJIJJIGHIFFGEHIJJJI<\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:2308:16926:146336\t0\t3R\t150\t13\t51M\t*\t0\t0\tCTGTTAGTAGATTATCCATTTCCCTTCAGCGCCTACCTGCGTCACCAATGA\tB@@FFBDBFDBBFHJIGGJIIJIGCHIJEIHIJJIIIJDGI@GHJJJJJG@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1206:19765:24106\t16\t3R\t154\t4\t51M\t*\t0\t0\tTAGTAGATTATCCATTTCCCTTCAGCGCCTACCTGCGTCACCAATGATGAG\tIIIIGHFIGEHCHHFB8@GF?GGEAEGCEC8@AGFC:ECDHECGIHDGD6GGFBC92HEGDIIHGADFHFBFDDDC@@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:2107:9512:13865\t16\t3R\t160\t8\t51M\t*\t0\t0\tATTATCCATTTCCCTTCAGCGCCTACCTGCGTCACCAATGATGAGGTCGAG\tIHHGAHGGBB8D?9:??8:)1+22CFEA,:4A<+AEEA?CEE?@)1?9?C?DC3?D:A/(8B)==@C######\tXA:i:1\tMD:Z:6C37C0T1C0T0A1\tNM:i:6\nDD61XKN1:101:D0EKPACXX:1:1106:21127:183692\t0\t3R\t180\t40\t51M\t*\t0\t0\tGCCTACCTGCGTCACCAATGATGAGGTCGAGACAGAATCCTACTAGTACCT\t@@@DFFFFGHFFAHIJJIGDHGHEG>FHHIIHHIGIGEHC>ECDGC@BG>C\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1307:6197:2841\t0\t3R\t181\t36\t51M\t*\t0\t0\tCCTACCTGCGTCACCAATGATGAGGTCGAGACAGAATCCTACTAATACCTG\t@@FFBE4<2+A;*CC@F?)9?@FF@DGDAIHBGFA?>?DD?A??;@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1205:8830:10322\t0\t3R\t182\t25\t51M\t*\t0\t0\tCTACCTGCGTCACCAATGATGAGGACGAGACAGAATCCTACTAGTACCTGC\t?7?AA?DD<8CDDEED@+<:BB8)8B#\tXA:i:1\tMD:Z:24T26\tNM:i:1\nDD61XKN1:101:D0EKPACXX:1:1107:3548:177528\t0\t3R\t184\t20\t51M\t*\t0\t0\tACCTGCGTCACCAATGATGAGGTCGAGACAGAATCCTACTAGTACCTGCCT\t??FG>DAE>GEI@*?FGDDDD9D?*:DD??):@C@<@2<@)BD???\tXA:i:1\tMD:Z:42T8\tNM:i:1\nDD61XKN1:101:D0EKPACXX:1:1307:3116:6430\t16\t3R\t197\t27\t51M\t*\t0\t0\tATGATGAGGTCGAGACAGAATCCTACTAGTACCTGCCTCGAGTCGATCGGG\t@4C=)75A7=@B@A@F?9D?*DGCFFEFBC:DC8<@C+FADADDDA?D@@@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1107:16927:153976\t0\t3R\t201\t25\t51M\t*\t0\t0\tTGAGGTCGAGACAGAATCCTACTAGTACCTGCCTCGAGTCGATCGGGCAGA\t?@?DB2=AA@AAFFAEACFHGDCFBFF1BG>6?@@AEB;@###\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:2204:6880:127511\t0\t3R\t207\t16\t51M\t*\t0\t0\tCGAGACAGAATCCTACTAGTACCTGCCTCGAGTCGATCGGGCAGAGAGCGA\t@@@DDDDDFFFFE=CFCE<\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:2101:10755:114928\t0\t3R\t208\t1\t51M\t*\t0\t0\tGAGACAGAATCCTACTAGTACCTGCCTCGAGTCGATCGGGCAGAGAGCGAG\t@@@DDDDDFDHDH@EFEH?EHGGDHGIIIFGHHGGIIHIGGIB;CAHGIHE\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1203:9513:150353\t0\t3R\t212\t30\t51M\t*\t0\t0\tCAGAATCCTACTAGTACCTGCCTCGAGTCGATCGGGCAGAGAGCGAGAAAT\t???DDDDDADB?CBAE:4?+A??EDFEGGGGHGHEG@FHAFHE>DHGIHIGFD>F7@@DCH\tXA:i:1\tMD:Z:4G46\tNM:i:1\nDD61XKN1:101:D0EKPACXX:1:1302:13211:169414\t0\t3R\t233\t29\t51M\t*\t0\t0\tCTCGAGTCGATCGGGCAGAGAGCGAGAAATGGTAAGCAGGTGAGTGAGCGC\t@@@FBDBDFFHHHIIIGIGIF@@F>DAGBGGIH\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:2108:3748:138979\t0\t3R\t233\t34\t51M\t*\t0\t0\tCTCGAGTCGATCGGGCAGAGAGCGAGAAATGGTAAGCAGGTGAGTGGGATC\t@@@FDF?DHDHFFI>HGGGIEIDGIBFHIJIF@FICHHIJ@EHIDC(6CCE\tXA:i:0\tMD:Z:46A1C0G1\tNM:i:3\nDD61XKN1:101:D0EKPACXX:1:1207:13423:102525\t16\t3R\t271\t7\t51M\t*\t0\t0\tGGTGAGTGAGCGCAGAGAGCGTCTTTCGACGACTCTTTCGTCGCGAGCAAA\tBCCC@CADFFDFHHGIGIIIIIGHBDEGDIIHDGGE6JIHGHGHFFFFF@CC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:2306:9355:141323\t16\t3R\t278\t10\t51M\t*\t0\t0\tGAGCGCAGAGAGCGTCTTTCGACGACTCTTTCGTCGCGAGCAAACAACAAG\tB;?>>>>>;/8GGFBFHFB?ADD=:@\tXA:i:0\tMD:Z:1A49\tNM:i:1\nDD61XKN1:101:D0EKPACXX:1:2208:17627:8790\t16\t3R\t290\t11\t51M\t*\t0\t0\tCGTCTTTCGACGACTCTTTCGTCGCGAGCAANCAACAAGTAGACGTCGCTC\t#C>B?BBABB>?=;>B;ADD@C(;AC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1301:13576:199290\t0\t3R\t298\t37\t51M\t*\t0\t0\tGACGACTCTTTCGTCGCGAGCAAACAACAAGTAGACGTCGCTCAGACAGAT\t?<@DDAA8?DBB;:2BDDDDDA:??<@:?DDA3B;@DCB?*9*0?6-;''-6-7).?DAD;;\tXA:i:0\tMD:Z:50C0\tNM:i:1\nDD61XKN1:101:D0EKPACXX:1:2204:8124:34946\t16\t3R\t306\t2\t51M\t*\t0\t0\tTTTCGTCGCGAGCAAACAACAAGTAGACGTCACTCAGACACTGTCGGCCAG\t:EBHGAGABFD?9DJHIIIIGGJJIGHFF<22HEIHGHFHHHHDFFFFC@@\tXA:i:1\tMD:Z:31G19\tNM:i:1\nDD61XKN1:101:D0EKPACXX:1:2301:13637:198207\t16\t3R\t306\t29\t51M\t*\t0\t0\tTTTCGTCGCGAGCAAACAACAAGTAGACGTCGCTCAGACACTGTCGGCCAG\tB?;A>EEECIIIIIIIIFIIIIGIHFAGE:GGGEEGEIFFHHAAFFFF@@@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:2303:3102:37681\t0\t3R\t318\t28\t51M\t*\t0\t0\tCAAACAACAGGTAGACGTCGCTCAGACACTGTCGGCCAGATTCATTTAGAT\t???7DDDDD2:+:AC+<<)@?CD1CDD)1?9:*?D@AGGGBFB?GGF:?8:8<8@8AA=:=\tXA:i:0\tMD:Z:2C2A45\tNM:i:2\nDD61XKN1:101:D0EKPACXX:1:1307:2511:100728\t16\t3R\t336\t23\t51M\t*\t0\t0\tCCGATCTACACTGTCGGCCAGATTCCTTTTCCAGAAAGACGTCGTCGCGTT\t#######################B0*0B99*D??>DB8?C1@8<8A:41;=\tXA:i:1\tMD:Z:1G0C0T0C0A0G18A25\tNM:i:7\nDD61XKN1:101:D0EKPACXX:1:2208:19469:21286\t0\t3R\t339\t3\t51M\t*\t0\t0\tTCAGACACTGTCGGCCAGANTCATTTTCCAGAAAGACGTCGTCGCGTTGAC\t@@@DDD8DFFDFFIDF1CF#2AEGFIIF@EB=CD\tXA:i:1\tMD:Z:19T31\tNM:i:1\nDD61XKN1:101:D0EKPACXX:1:1304:18506:91672\t0\t3R\t361\t11\t51M\t*\t0\t0\tATTTTCCAGAAAGACGTCGTCGCGTTGACAAGCTTAAATTCGTAGCGGGCA\t@@CD?DBDFHGDFGHICEFC?CFDFBG=@FH@9BFGFCCFFHDHG>:@GHG\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:2305:19231:72018\t0\t3R\t384\t23\t51M\t*\t0\t0\tGTTGACAAGCTTAAATTCGTAGCGGGCGCCAGTAGGACGACCCAGGGGATA\t@@@D?DD>?DHFHG+A==@'59=(6(39;??\tXA:i:0\tMD:Z:45T5\tNM:i:1\nDD61XKN1:101:D0EKPACXX:1:2107:15978:5397\t0\t3R\t389\t29\t51M\t*\t0\t0\tCAAGCTTAAATTCGTAGCGGGCGCCAGTAGGACGACCCAGTGGATATCGTC\t@@@FFBDDHHGHHIDFEGGIJF:F*?GDD:@@FEHDDGE7=??=;CE2=>BC6;@=;\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1303:9692:124869\t16\t3R\t400\t6\t51M\t*\t0\t0\tCGATCTCGGGCGCCAGTAGGACGACCCAGTGGATATCGTCAGTTGAACCAG\t########A?(BBDCFFB??C:CFADD@FDFHDFE@FH6?C9?FGFFFA1)88?BF*BBB(8=CG(;8)7C\tXA:i:0\tMD:Z:45G0A1A2\tNM:i:3\nDD61XKN1:101:D0EKPACXX:1:1205:3993:177564\t16\t3R\t408\t5\t51M\t*\t0\t0\tGGCGCCAGTAGGACGACCCAGTGGATATCGTCAGTTGAACCAGGGGAAACG\tFF@=D3BB@FD@HDFFEFFCEBHGBF@FCA3CB@CHEAHFH?HDDFFD@@@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1201:17678:143204\t0\t3R\t413\t3\t51M\t*\t0\t0\tCAGTAGGACGACCCAGTGGATATCGTCAGTTGAACCAGGGGAAACGTAGCA\t@@@DDDD>DCFAFADFBE?D@EBGG?C;@FGCFHHICEGIBHB=@C#####\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1204:6403:23100\t16\t3R\t413\t4\t51M\t*\t0\t0\tCAGTAGGACAACCCAGTGGATATCGTCAGTTGAACCAGGGGAAACGTAGCA\t############DB?????@@?88CC9A:3+4@E;BA+A:BD>DA:=:7?1\tXA:i:0\tMD:Z:9G41\tNM:i:1\nDD61XKN1:101:D0EKPACXX:1:2301:11427:64315\t16\t3R\t413\t10\t51M\t*\t0\t0\tCAGTAGGACGACCCAGTGGATATCGTCAGTTGAACCAGGGGAAACGTAGCA\tJHF=IJIGIHGJJJIJJIJHHGIIIHFJJJJJJHJJJIHHHHHFFFFFCCC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1203:4885:175695\t0\t3R\t416\t36\t51M\t*\t0\t0\tTAGGACGACCCAGTGGATATCGTCAGTTGAACCAGGGGAAACGTAGCAGCC\t=?;D?B@@FDF?F+ACGBHGGE??FA?FHEIADDG@<<(6BCH(.=@@;CA\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1301:1384:121298\t0\t3R\t416\t5\t51M\t*\t0\t0\tTAGGACGACCCAGTGGATATCGTCAGTTGAACCAGGGGAAACGTAGCAGCC\tCCCFDEFFHHHHHGIIIJIGHIJIJIJJFCHJJJJIJIHIJIJIJJIIIJI\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1207:10462:36321\t0\t3R\t418\t31\t51M\t*\t0\t0\tGGACGACCCAGTGGATATCGTCAGTTGAACCAGGGGAAACGTAGCAGCCCA\t@@@DD@DDABDFFGABEDBGCGGBB>FGIJ=8DHE@.@D>B(=CE>FH;;@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1307:4428:77090\t16\t3R\t418\t13\t51M\t*\t0\t0\tGGACGACCCAGTGGATATCGTCAGTTGAACCAGGGGAAACGTAGCAGCCCA\t=IHHEDGGIGF?BGA?IIGHDFBJJIHIGJJIIJJIGGF@GHDDHGHFFDFF@CC\tXA:i:0\tMD:Z:1A49\tNM:i:1\nDD61XKN1:101:D0EKPACXX:1:2203:5030:49537\t16\t3R\t424\t21\t51M\t*\t0\t0\tCACAGTGGATATCGTCAGTTGAACCAGGGGATACGTAGCAGCCCAGTTACA\t##HGFIGHFD;FGBDDHIGIGIIIIGGHFA3+GC<4@?HHHHHDDDDD@@@\tXA:i:1\tMD:Z:1C29A19\tNM:i:2\nDD61XKN1:101:D0EKPACXX:1:2202:11507:147190\t0\t3R\t436\t24\t51M\t*\t0\t0\tCGTCAGTTGAACCAGGGGANACGTAGCAGCCCAGTTACATTGCTCGGGAGG\t??;=A8DDDA?DD>EEE@E#2CC=C=3;A;;0DDD7DDFFEE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D:Z:26C24\tNM:i:1\nDD61XKN1:101:D0EKPACXX:1:1105:16709:8151\t0\t3R\t638\t24\t51M\t*\t0\t0\tCCAGGTGATAATGCCTTAACTGTCCCTTGTATTCGGGCTTCGTCTTCGAGA\t??GHFHFFFE9FHI<4CBHIIIEGCFGBDDFDFEII\tXA:i:0\tMD:Z:48C0A1\tNM:i:2\nDD61XKN1:101:D0EKPACXX:1:1304:21148:23590\t16\t3R\t643\t16\t51M\t*\t0\t0\tTGATAATGCCTTAACTGTCCCTTGTATTCGGGCTTCGTCTTCGCAAATTCG\t>GE@>HGIGIHGGH?GIIIIIGGGFFEGEIHGBDF?HIDFHHDDDDD=@@@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1304:11733:71752\t0\t3R\t646\t4\t51M\t*\t0\t0\tTAATGCCTTAACTGTCCCTTGTATTCGGGCTTCGTCTTCGCAAATTCGAAC\t@@@DDDDDDHH?F@F?FEHIGEAECECF\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1106:13439:157292\t16\t3R\t654\t37\t51M\t*\t0\t0\tTAACTGTCCCTTGTATTCGGGCTTCGTCTTCGCAAATTCGAACAACAGTAT\tC?7(5@==DDBBADBDD0BDD??D?C111C19FEDC3EDD=DDADDBD?:=\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1204:5265:178358\t0\t3R\t662\t23\t51M\t*\t0\t0\tCCTTGTATTCGGGCTTCGTCTTCGCAAATTCGAACAACAGTATTCTTGATT\t@@@DD;DDDDHHFIGE@@A1AFEE6?F8DF>BFHGIIB=;B?DH)=BF=B#\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1305:16468:51686\t0\t3R\t674\t16\t51M\t*\t0\t0\tGCTTCGTCTTCGCAAATTCGAACAACAGTATTCTTGATTGATGCAGTTTTA\t@@@D?DD;?D?FFIIGHGEHGGHGEIHI*:CAFG@HCH9FADBDHHADFFF@@@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1302:19769:70993\t0\t3R\t699\t16\t51M\t*\t0\t0\tCAGTATTCTTGATTGATGCAGTTTTACAGCGACTTTGTGTGTGCGTATGCT\t@@@DDDFFHHHHHJJIGIIEIEHIJHHGGHIIIJJJIHIJIHHJIGIIIIG\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:2106:7819:174823\t16\t3R\t705\t26\t51M\t*\t0\t0\tTCTTGATTGATGCAGTTTTACAGCGACTTTGTGTGTGCGTATGCTGTCACC\tIHCHEGEIIHF>HCGGDIGAGBGGFEHGHGF;GDE?FBCDA>D?AB+D?;=\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:2106:3249:124995\t0\t3R\t706\t11\t51M\t*\t0\t0\tCTTGATTGATGCCGTTTTACAGCGACTTTGTGTGTGCGTATGCTGTCACCA\t8=?D+?BDA<>F+FBB<=FIFEFDD?@6:BFDDBFDCC+7CEA3<,>FEC;FBDD:DDB?=;?\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:2102:19912:17388\t16\t3R\t725\t30\t51M\t*\t0\t0\tCAGCGACTTTGTGTGTGCGTATGCTGTCGCCATACTATGTTCGAGTGTGTG\tGJHEEHFJJJJJIGJJJJJJJJJJJIHF9GCA3FHGJJHHHHHFFFFFCCC\tXA:i:2\tMD:Z:28A3C18\tNM:i:2\nDD61XKN1:101:D0EKPACXX:1:2202:10607:84579\t0\t3R\t731\t15\t51M\t*\t0\t0\tCTTTGTGTGTGCGTATGCTNTCACCACACTATGTTCGAGTGTGTGTGCGCT\t@CCFFDDDHHHHHIJGIJJ#3ACHHJIGIJIIIJJJJFGCDBGDCGIIEII\tXA:i:1\tMD:Z:19G31\tNM:i:1\nDD61XKN1:101:D0EKPACXX:1:2206:11281:58120\t0\t3R\t731\t12\t51M\t*\t0\t0\tCTTTGTGTGTGCGTATGCTNTCACCACACTATGTTCGAGTGTGTGTGCGCT\t@@CF1ADEGHHHGIIIIEH#3AAGIJJIJJGIGIIJI?FBFBFGGHIJJJF\tXA:i:1\tMD:Z:19G31\tNM:i:1\nDD61XKN1:101:D0EKPACXX:1:2205:21060:199305\t0\t3R\t732\t1\t51M\t*\t0\t0\tTTTGTGTGTGCGTATGCTGACACAACACTATGTTCGAGTGTGTGTGAGCTT\t;??D:B;+CBDEDFFC?BFF@=FFF\tXA:i:0\tMD:Z:33G17\tNM:i:1\nDD61XKN1:101:D0EKPACXX:1:1205:2404:28940\t16\t3R\t753\t23\t51M\t*\t0\t0\tACCACACTATGTTCGAGTGTGTGTGCGCTCGTGTTTCTGTGAACCCAATCG\tDC@7=7;=756.(B8/?;?D80:60?:):1D@E:EAAEC4:BD=ADDD8;8\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:2302:17950:187885\t16\t3R\t757\t9\t51M\t*\t0\t0\tCACTATGTTCGAGTGTGTGTGCGCTCGTGTTTCTGTGAACCCAATCGCGAA\t?;D@EEEHEIGEFCIGF::EHDGGGEE9IEJIJJIIIHHFGGFDAFFF@@C\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1207:4005:62650\t0\t3R\t763\t37\t51M\t*\t0\t0\tGTTCGAGTGTGTGTGCGCTCGTGTTTCTGTGAACCCAATCGCGAACACTGT\t;?@A;?D3CCB??<:EEBGGG@ABBAC@DD9FD@?DEBHIIIBHGC?FHI@=AEEH\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:2306:9443:65280\t16\t3R\t767\t17\t51M\t*\t0\t0\tTTTGTTGGGTGCGATGTTGTTTTTGTGAACCCAATCGCGAACACGGTTGTG\t###################B?0*0**8BCIIIIIFFEGC+BD??;DDD@@@\tXA:i:1\tMD:Z:0G0A0G0T0G2T5C1C0G5C21T6\tNM:i:11\nDD61XKN1:101:D0EKPACXX:1:1307:13797:182614\t16\t3R\t769\t16\t51M\t*\t0\t0\tGTGTGTGTGCGCTCGTGTTTCTGTGAACCCAATCGCGAACACTGTTGTGAG\tBBBEA=HEHHHFEDIGJJIJJIHDGGHIIIGIHJJIGIHBFHGFFDFFCBB\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:2305:6498:125765\t16\t3R\t770\t33\t51M\t*\t0\t0\tTGTGTGTGCGCTCGTGTTTCTGTGAACCCAATCGCGAACACTGTTGTGAGC\tFFEHEEEGIHFGHD;JIGGFGCIIGDGIJIIEIIDJIGFDHGHFFFFFCCC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1206:9986:159404\t16\t3R\t773\t33\t51M\t*\t0\t0\tGTGTGCGCTCGTGTTTCTGTGAACCCAATCGCGAACACTGTTGTGAGCCAG\t###########?9B?*BD?9B1D@?1E?)F@DEEEEC+3DADDB=2+;??;\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:2303:20942:122880\t0\t3R\t774\t4\t51M\t*\t0\t0\tTGTGCGCTCGTGTTTCTGTGAACCCAATCGCGAACACTGTTGTGAGCCAGT\t@@@DDFFFGHFFGIBFFHGGIHB;FHEHGFHIIIG;EGGGHHC=\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:2203:9722:164274\t0\t3R\t826\t6\t51M\t*\t0\t0\tGCTCTGTCTGCGCGGCGAGGAATATCCGCTTACCTAAACGAAAAGTTCTCT\t?<@D?BBBB:C?@F)1:67(.8)88=@;CEAGE?;CH@@?BCCB>AC@@;>\tXA:i:1\tMD:Z:19A31\tNM:i:1\nDD61XKN1:101:D0EKPACXX:1:2107:19883:88206\t0\t3R\t827\t39\t51M\t*\t0\t0\tCTCTGTCTGCGCGGCGAGAAATATCCGCTTACCTAAACGAAAAGTTCTCTA\tC@@FFFFFHHHHHGGEHBGGIICIFHIIJBGEHIGHFHGEDFDEAEDFDDA\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1204:2063:176794\t0\t3R\t829\t4\t51M\t*\t0\t0\tCTGTCTGCGCGGCGAGAAATATCCGCTTACCTAAACGAAAAGTTCTCTAGC\tCCCFFFFFFHHFFGGGGGG@DFGGGIJJIJGIGGHHHHFFCDCEACACACC\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1105:19061:44291\t0\t3R\t833\t38\t51M\t*\t0\t0\tCTGCGCGGCGAGAAATATCCGCTTACCTAAACGAACAGTTCTCTAGCGTCG\t@@@DBDFFHHFDD6;DFIEHGIIIIIIIF))7;-?',;;@CCEE(>CB@BD\tXA:i:0\tMD:Z:35A15\tNM:i:1\nDD61XKN1:101:D0EKPACXX:1:1207:10060:109372\t0\t3R\t841\t6\t51M\t*\t0\t0\tCGAGAAATATCCGCTTACCTAAACGAAAAGTTCTCTAGCGTCGGCCGACGC\t@CCFFFFFDDFHBEHHBGGIJJ@GEGGGDCDGGGGEF@AGHIIIGIIBH##\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:2206:11225:132530\t0\t3R\t842\t8\t51M\t*\t0\t0\tGAGAAATATCCGATTACCTNAACGAAAAGTTCTCTAGCGTCGGCCGACGCA\t;??DFFDBFHFD+AEEHGG#3AFBGGIGGIGEAFGHBE>?FHBGEGIHE>9\tXA:i:2\tMD:Z:12C6A31\tNM:i:2\nDD61XKN1:101:D0EKPACXX:1:2102:6645:61102\t16\t3R\t845\t15\t51M\t*\t0\t0\tAAATATCCGCTTACCTAAACGAAAAGTTCTCTAGCGTCGGCCGACGCACGG\t#FDDDCFDHEEHAHEAEHHBGJJIHHGGDGGFIGIIGJHHGHHFFFDD@@@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1204:16871:43292\t16\t3R\t852\t36\t51M\t*\t0\t0\tCGCTTCCCTAAACGAAAAGTTCTCTAGCGTCGGCCGACCCACGGCACCCAG\t######DD?;7.A?EED@C9CC=AB07?80?)CC8A11)?ADDAA=?D???\tXA:i:1\tMD:Z:5A32G12\tNM:i:2\nDD61XKN1:101:D0EKPACXX:1:1201:12030:7462\t16\t3R\t858\t16\t51M\t*\t0\t0\tCCTAAACGAAAAGTTCTCTAGCGTCGGCCGACGCACGGCACCCAGGCACAC\t>;;DCAA>FFDDECCC?8EEGA>GBIIFHFEGEE@DFFC?;CFE@7CA@73@-'EFGFFBGE?;A<3#@GC;IIFFBA==:DDD;??\tXA:i:1\tMD:Z:17C13C19\tNM:i:2\nDD61XKN1:101:D0EKPACXX:1:1106:1847:178079\t16\t3R\t873\t22\t51M\t*\t0\t0\tCTCTAGCGTCGGCCGACGCACGGCACCCAGGCACACACACAGCCACATTTG\t>C?BBCEHGA>HBGFDHEFDGEG@CGHH>DC@CCGHCBBDACHGIIIIGEE\tXA:i:2\tMD:Z:0A18T31\tNM:i:2\nDD61XKN1:101:D0EKPACXX:1:1105:19632:149442\t16\t3R\t905\t21\t51M\t*\t0\t0\tACACACACAGCCACATTTGCAGAAATACCACTACATACGAAACGAACGTGG\t9;BB9F;EGGHDBDDDD@@?\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:2205:7552:113912\t16\t3R\t923\t24\t51M\t*\t0\t0\tGCAGAAATACCACTACATACGAAACGAACGTGGCCAGCACACAAGCGAAAC\tJJJIEIGGBGEIIGHIHGHJHHIIIGEGC<33JIIHAHBFDHDFFFFFCC@\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:2106:3808:44443\t16\t3R\t952\t36\t51M\t*\t0\t0\tGTGGCCAGCACACAAGCGAAACCGGAAAATCCACATTTTTTAGACCTGCTC\t;IGHDGF9D;D?GCIDGHAGGGGEIGHHGAEEAFF:EIHDFA3A:B1=?=;\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1303:14193:51530\t16\t3R\t967\t13\t51M\t*\t0\t0\tGCGAAACCGGAAAATCCACATTTTTTAGACCTGCTCTCTGTCCCGCGTCTC\t###BDB:FAECFEC7;=.==6IIIFF?092?0869?9??:):FD?AAA=:1\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1302:9341:73955\t16\t3R\t993\t3\t51M\t*\t0\t0\tAGACCTGCTCTCTGTCCCGCGTCTCTCATCTCTTTTCATTACGCTCTCGAC\t##########?;1;'GHF?8??:C?:3?<91B@IHF?1;B?FBD?DDD???\tXA:i:0\tMD:Z:51\tNM:i:0\nDD61XKN1:101:D0EKPACXX:1:1307:16416:121526\t16\t3R\t995\t8\t51M\t*\t0\t0\tCGATCTTCTCTGTCCCGCGTCTCTCATCTCTTTTCATTACGCTCTCGACTG\t#############IG@@?31?*D<@EGE=CHHHC9+1:3R\nGAATTCTCTCTTGTTGTAGTCTCTTGACAAAATGCAATGGTCAGGTAGCGTTGTTCTAAA\nCTCAAGATTTAAAGGTGAATAGTCCTGTAAGCCCTATAAACATATGTACATAGGTAGGCC\nAGTACTTAGTACTGGCACATGCCGCTGATCTGTTAGTAGATTATCCATTTCCCTTCAGCG\nCCTACCTGCGTCACCAATGA\n>chr_cigar\nGAATTCTCTCTTGTTGTAGTCTCTTGACAAAATGCAATGGTCAGGTAGCGTTGTTCTAAA\nCTCAAGATTTAAAGGTGAATAGTCCTGTAAGCCCTATAAACATATGTACATAGGTAGGCC\nAGTACTTAGTACTGGCACATGCCGCTGATCTGTTAGTAGATTATCCATTTCCCTTCAGCG\nCCTACCTGCGTCACCAATGA\n"
},
{
"path": "deeptools/test/test_data/testA.fa.fai",
"content": "3R\t200\t4\t60\t61\nchr_cigar\t200\t219\t60\t61\n"
},
{
"path": "deeptools/test/test_data/testA.sam",
"content": "@HD\tVN:1.0\tSO:unsorted\n@SQ\tSN:3R\tLN:200\tM5:a3becd17b758c9026ef5df3b781407b8\tUR:./testA.fa\n@SQ\tSN:chr_cigar\tLN:200\tM5:a3becd17b758c9026ef5df3b781407b8\tUR:./testA.fa\nDD61XKN1:101:D0EKPACXX:2:2103:15826:166544\t0\t3R\t101\t10\t50M\t*\t0\t0\tTCTCTTGTTGTAGTCTCTTGACAAAATGCAATGGTCAGGTAGCGTTGTTA\t@CCFFFFFHGHHHIJIIIJIJJJHJJJJJGIJJJHJJJJF*?HHHIJHEH\tXA:i:0\tMD:Z:0C0A1A1G0T0A0C0A3G0T0A0G0G0C0C1G0T1C0T1A0G0T1C0T1G2C0A1G0C2C2A1C0\tNM:i:32\nDD61XKN1:101:D0EKPACXX:2:1107:3353:155198\t16\t3R\t151\t40\t50M\t*\t0\t0\tGTGAATAGTCCTGTAAGCCCTATAAACATATGTACATAGGTAGGCCAGTA\tHEGIGEGD@GHHHGHFDEIHEFGIIHGF?CEF?BGGBCHHFFFDDDDA@@\tXA:i:0\tMD:Z:0T0G0T0T1G0T0A0G0A0T1A1C0C0A0T0T0T0C0C0C0T0T0C0A0G0C0G0C0C3C1G0C2C0A0C1A1T0G1\tNM:i:38\nDD61XKN1:101:D0EKPACXX:2:1107:3353:155198\t0\tchr_cigar\t11\t40\t10S20M10N10M10S\t*\t0\t0\tGTGAATAGTCCTGTAAGCCCTATAAACATATGTACATAGGTAGGCCAGTA\tHEGIGEGD@GHHHGHFDEIHEFGIIHGF?CEF?BGGBCHHFFFDDDDA@@\tXA:i:0\tMD:Z:0T3T0G0T0A0G0T0C0T0C0T0T0G0A0C0A2C0A0G0G0T0A0G0C1\tNM:i:34\n"
},
{
"path": "deeptools/test/test_data/testB.fa",
"content": ">3R\nGAATTCTCTCTTGTTGTAGTCTCTTGACAAAATGCAATGGTCAGGTAGCGTTGTTCTAAA\nCTCAAGATTTAAAGGTGAATAGTCCTGTAAGCCCTATAAACATATGTACATAGGTAGGCC\nAGTACTTAGTACTGGCACATGCCGCTGATCTGTTAGTAGATTATCCATTTCCCTTCAGCG\nCCTACCTGCGTCACCAATGA\n"
},
{
"path": "deeptools/test/test_data/testB.fa.fai",
"content": "3R\t200\t4\t60\t61\n"
},
{
"path": "deeptools/test/test_data/testB.sam",
"content": "@HD\tVN:1.0\tSO:unsorted\n@SQ\tSN:3R\tLN:200\tM5:a3becd17b758c9026ef5df3b781407b8\tUR:./testB.fa\nDD61XKN1:101:D0EKPACXX:1:1108:19948:91754\t16\t3R\t51\t10\t50M\t*\t0\t0\tATAGTCCTGTAAGCCCTATAAACATATGTACATAGGTAGGCCAGTACTTA\tHHHFDIJJHEJJJJJJJJIJHHHIJJIIGGJIGIHF>GFFBHHFFFFFCC\tXA:i:0\tMD:Z:0T1G0T2T0A0A0A0C0T0C0A0A0G0A0T1T2A0G0G0T0G0A0A0T0A0G1C0C0T0G0T0A0A0G1C0C2T0A0A1\tNM:i:39\nDD61XKN1:101:D0EKPACXX:1:2102:10665:57593\t0\t3R\t101\t20\t50M\t*\t0\t0\tTAAGCCCTATAAACATATGTACATAGGTAGGCCAGTACTTAGTGCTGGCA\tCCCFFFFFDHHFFHGFBFFDEHD>?BHHH9FGGFBGIGGIII@@FD\tXA:i:0\tMD:Z:2T0T1G0T0A1A0T0T0A1C0C0A0T1T0C0C0C0T1C0A0G0C0G0C0C0T0A0C0C1G1G0T0C0A1C0A0A0T0G0A0\tNM:i:40\n"
},
{
"path": "deeptools/test/test_data/test_filtering.blacklist.bed",
"content": "3R\t800\t900\n"
},
{
"path": "deeptools/test/test_data/test_filtering.fa",
"content": ">3R\nGAATTCTCTCTTGTTGTAGTCTCTTGACAAAATGCAATGGTCAGGTAGCGTTGTTCTAAA\nCTCAAGATTTAAAGGTGAATAGTCCTGTAAGCCCTATAAACATATGTACATAGGTAGGCC\nAGTACTTAGTACTGGCACATGCCGCTGATCTGTTAGTAGATTATCCATTTCCCTTCAGCG\nCCTACCTGCGTCACCAATGATGAGGTCGAGACAGAATCCTACTAGTACCTGCCTCGAGTC\nGATCGGGCAGAGAGCGAGAAATGGTAAGCAGGTGAGTGAGCGCAGAGAGCGTCTTTCGAC\nGACTCTTTCGTCGCGAGCAAACAACAAGTAGACGTCGCTCAGACACTGTCGGCCAGATTC\nATTTTCCAGAAAGACGTCGTCGCGTTGACAAGCTTAAATTCGTAGCGGGCGCCAGTAGGA\nCGACCCAGTGGATATCGTCAGTTGAACCAGGGGAAACGTAGCAGCCCAGTTACATTGCTC\nGGGAGGGGTAAAGAGCTTGACGACAGCGCGTGCGTAGAGTGAAAGTATGCAAGGAGATTC\nGCGATCAGAACCTCACGACGCCATATTTGTTTTCCAGGGCTTGCTTGTGTGTGCGTGTGT\nTTCAACTCCGGTGTGCGAGTGTGAGGGCAGGGCTTTGCCAGGTGATAATGCCTTAACTGT\nCCCTTGTATTCGGGCTTCGTCTTCGCAAATTCGAACAACAGTATTCTTGATTGATGCAGT\nTTTACAGCGACTTTGTGTGTGCGTATGCTGTCACCACACTATGTTCGAGTGTGTGTGCGC\nTCGTGTTTCTGTGAACCCAATCGCGAACACTGTTGTGAGCCAGTGGCTCTGTCTGCGCGG\nCGAGAAATATCCGCTTACCTAAACGAAAAGTTCTCTAGCGTCGGCCGACGCACGGCACCC\nAGGCACACACACAGCCACATTTGCAGAAATACCACTACATACGAAACGAACGTGGCCAGC\nACACAAGCGAAACCGGAAAATCCACATTTTTTAGACCTGCTCTCTGTCCCGCGTCTCTCA\nTCTCTTTTCATTACGCTCTCGACTGGAACGCAATACCAAGACCACAATCAACAGCTACAG\nCTTTAGGTGTTTGAAGGTAGATTACGTAGTTGCAATGGGCGACTCCACGCCCATTTGCCG\nATGCCGAGTACTTTATCTGGGCAGTGCCGTGCCCCGACAGAGCAAGGATGGGCTGCAGGG\nCATCCAGGAGCCGCTGCGAAGCCTGTATCCTTCGGAAGGGGCGGTGGGCGCCAAGGGCAT\nCGACAGCTGGCTAAGCGTCTGGTCCAACGGCATCCTGCTGGAGAACGTGGACGAAAACCT\nCAAACAGATCACGCGCTTTTTCCCGATCGAGTCGCTACACTACTGCGCCGCCGTTCGCCA\nAGTGCTCATCCCAGAGCGCGGAAACACCCACCCGGAACCAAAGTTCCTCCCTCTGGACTC\nGCCTTTTGCGCGAATGCCGCGCGCTCAGCACCCACCCATTTTCGCTGCTATTCTGCGACG\n"
},
{
"path": "deeptools/test/test_data/test_filtering.fa.fai",
"content": "3R\t1500\t4\t60\t61\n"
},
{
"path": "deeptools/test/test_data/test_paired.sam",
"content": 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},
{
"path": "deeptools/test/test_data/test_paired2.fa",
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NNNNNN\nGAATTCTTTGTTCAGATCTGAGCCCCATTTTTAATGGGGTTATTTGATTTTCTGGAGTCC\nACCCTCTTGAGTTCTTTATATATATTGGATATTAGTCCCCTATCCAATTTGGGATATGTA\nAAGATCCTTTCCCAATCTGTTGGTGGCCTTTTTGTCTTATTGACGGTGTCTTTTGCTTTG\nCAGAAGCTTTGCAATTTTATGAGGTCCCATTTATCGATTCTCGATCTTACAGCACAAGCC\nATTGCTGTTCTATTCAGGAATTTTTCCCCTGTATCCATATCTTCAAGGCTTTTCCCTACT\nTTCTCATCTATAAGTTTCAATGTCTCTGGTTTTATGTGGAGTTCCTTAATCCACTTAGAT\nTTGACCTTAGTACCAGGAGATAGAAATGGATCAATTCGCATTCTTCTACATCATAACCGC\nCAGTTGTGCCAGCACCATTTGTTGAAAATGCTGTCCTTTTTCCACTGGATGGTTTTAGCT\nCCCTTGGCAAAGATCAAGTGATCATAGGTGTGTGGGTTCATCTCTGGGTCTTCAATTCTG\nTTCCATTGGTCTACTTGTCTGTCACCATACCAGTACCATGCAGTTTTTATCACAATTGCT\nCTGTAGTACAGCTTTACGTCTGGCATGGTGATTCCACCAGAGGTTCTTTCATCCTTGAGA\nAGAGTTTTTGCTATCCTAGGTTTTTTCTTATTCCAGATGAATCTGCCGATTGTCCTTTCT\nAATTCTTTGAAGAATTGAGTTGGAATTTTGATGGGGATTGCATTGAATCTGTAGATTGCT\nTTTGGCAAGATAGCCATTTTACAATGTTGATCCTGCCAATCCATGAGCATGGGAGATCTT\nTCCATCGTCTGAGATCTTTGATTTCTTTCTTCAGAGACTTGAAGTTCTTATCACACAGAT\nCTTTCTCTTCCTTAGTTAGAGTCACGCCAAGGTATTTTATATTATTTGTGACTATTGAGA\nAAGGTGTTGTTTCCCTAATTTCTTTCTCAGCCTGTTTATTCTTTGTGTAGAGAAAGGCCA\nTTGACTTGTTTGAGTTAGTTTTATATCCAGCTACTTCATTGAAGCTGTTTATCAGGCTTA\nGGAGTTCTCTGGTGGAATTTTTAGGGTCACTTATATATACTATCATATCATCTGCAAAAA\nGTGATATTTTGACTTCTTCCTTTCCAATTTGTATCCCCTTGATCTCCTTTTGTTGTCTAA\nTTGCTCTGGCTAGGATTTCAAGTACAATGTTGAATAGGTAGGGCAAGAATGGACAGCCTT\nGTCTAGTCCCTGATTTTAGGGGGATTGCTTCCAGCTTCTCACCATTTACTTTGCTGTTGG\nCTATTGGTTTGCTGTAGATTGCTTTTATCATGTTTAGGTATGGGCCTTGAATTCCTGATC\nTTTCCAAGCCTTTTATCATGAATGGGTGTTGGATTTTGTCAAATGTTTTCTCAGCATCTA\nACGAGATGATCATGTGGTGGTTGTCTTTGAGTTTGTTTATATACTGGATTACGTTGATGG\nATTTCCATATATTGAACCATCCCTGCATCTCTGGGATGAAACCTACTTGGTCAGGATGGA\nTGATTGTTTTGATGTGTTCTTGGATTCGGTTAGCAAGAACTTTATTGAGTATTTTTGCAT\nTGATATTCATAAGGGAAATTGGTCTGAAGTTCTCTATCTTTGTTGGGTCTTTTTGTGGTT\nTAGGTATCAGAGTAATTGTGGCTTCATAGAATGAGTTGGGTAGAGTACCTTCTGTTTCTA\nTTTTGTGGAATAGTTTGTGAAGAACTGGAATTAGGTCTTCTTTGAAGGTCTGATAGAACT\nCTGCACTAAACCCATCTGGTCCTGGGCTTTTTTTGGTTGGGAGACTATTAATGACTGCTT\nCTATTTCTTTAGGGGATATAGGACTGTTTAGATCATTAACCTGATCTTGATTTAGCTTTG\nGTACCTGGTATCTGTCTAGAAACTTGTCCATTTCATCCAGGTTTTCCAGTTTTGTTGTGT\nATAGCCTTTTGTAGAAGGATCTGATGGTGTTTTGGATTTCTTCAGGATCTGTTGTTATGT\nTTCCCTTTTCATTTCTGATTTTGTTAATTAGGATGCTTTCCCTGTGCCCTCTAGTGAGTC\nTGGCTAAGGGTTTATCTATCTTGTTGATTTTCTCAAAGAACCAGATCCTTGATTGGTAGA\nTTCTTTGCATAGTTCTTCTTGTTTCCACTTGGTTGATTTCACCCCTGAGTTTGATTATTT\nCCTGCCGTCTACTCCTCTTGGGTGAATTTGCTTCCTTTTGTTCTAGAGCTTTTAGGTGTG\nTTGTCAAGCTGCTAATGTGTGCTCTCTCTAGTTTCTTTTTGGAGGCACTCAGAGCTATGA\nGTTTTCCTCTTAGGAATGCTTTCATTGTGTCCCATAGGGTTGGGTATGTTGTGGCTTCTT\nTTTCATTAAACTCCAAAAAGTCCTTAATTTCTTTCTTTATTCTTTCCTTGACCAAGGTAT\nCATTGAGAAGAGTGTTGTTTAGTTTCCACGTGAATGTTGGCTTTCTATTATTTATGTTGT\nTATTGAAGATCAGCCTTAGTCCATGGTGATCTGATAGGATGCATGGGACAATTTCAATAT\nTTTTGTATATGTTGAGGCTTGTTTTGTGACCAATTTGTTTTGAGTTAGGATCTTTTTGCC\nTTTTCCATTTTCTTTGATTGTTGTGCCGATGTTCTCTATGGAATCTTCTGCACCTGAGAT\nTCTCTCTTCCATCTCTTGTATTCTGTTGCTGATGCTGGCATATATGGTTCCAGATTTCTT\nTCCTAGGGTTTCTATCTCCAGTGTTGCCTTACTTTGGGTTTTCTTTATTGTGTCTACTTC\nCCTTTTTAGGTCTAGTATGGTTTTGTTCATTTCCATCACCTGTTTGGTTGTGTTTTCCTG\nCAATTCTTTAAGGGAATTTTGTGCTTCCTCTTTAATGTCTTCTACCTGTTTAGCAGTGTT\nCTCCTGTATTTCTTTAAGTGAGTTATTAAAGTCCTTCTTAATGTCCTCTACCATCATCAT\nGAGATATGCTTTTTAAAAATATTTTTATAAGGTATTTTCCTCATTTATATTTCCAATGCT\nTTCCCAAAAGTCCCCCATATGCTCCCTCCCCACTCCCCTACCCACCCAGTCACACTTTTT\nGTCTCTGGCATTCCCCTGTACTGGCGCATATAAAGTTTGCAAGTCCAATGGCCTGTCTTT\nCCAGTGTTGGCCGACTAGGCCATCTTTTGATACATATGCAGCTAGAGTCAAGAGCTCCGG\nGGTACTGTTTAGTTCATAATTTTGTTCCACCTATAGGGTTGCAGATCCATTTAGCTCCTT\nGGGTACTTTCTCTAGCTCCTCCATTGGGGGCTCTGTGATCCATCCAATAGCTGACTGTGA\nGCATCCACTTCTGTGTTTGCTAGGCCCTGGAGATATGCTTTTAAATCCAGGTCTAGCTTT\nGTGGGTGTGTTGGGGTGCCCTGGACTGGGCTAAGTGGGAGTGCTGGGTTCTGATGATGGT\nGAGTGGTCTTGGTTTCTGTTAGTAAGATTCTTACGTTTACCTTTTGCCATCTGGTAATCT\nCTGGAGTTAGTTGTTATAGTTGATTCTATTTAGAGATTGTTTCTCTGGTGATTCTGTTAC\nCCTCTATCAGCAGACCTGGGAGACTAGCTCTCTCCTCTGAGTTTCAGTGGTCAGAGCACT\nCTCTGCAGGCAAGTGCAGTAGCTGGATGTAAAATTAACTCAATCTGGGCGGTAGTGGTGC\nACACCTTTAATCCCAGCACTTGGGAAGCAGAAACAGGCTGATTTCTGAGTTCAAGGCCAG\nCCTGGTCTACAAAGTCTATGACAGCCAGGACCATACAGAGAAACCCTATCTCAAAAAAAA\nAAAAAAAAGCAAAAATAAATAAATAAATAAATAAATAAATAACTCAAACAAATCAGTGGC\nCTTTCTCTACACAAAATATAAACAGGCTGAGAAAGAAATTAGGGAAACAACACCCTTCAC\nAATAGTCACAAATAATATAAAATACCTTGGTGTGACTCTAACTAAGAAAGTGAAGGATCT\nGTATGATAAGAACTTCAAGTCTCTGAAGAAAGAAATCAAAGATCTCAGATGATTGAAAGA\nTCTCCCGTGCTCATGGATTGGCAGTATTAATATAGTAAAAATGTCTATCTTGCCGAAAGC\nAATCTACAGATTCAATGCAGTCCCCAACAAAATTCCAACTCAATTCTTCACTGAGTTAGA\nAAGGGCAATTTGCAAGTTCATCTGGAATTAAAAAACAAAAAACAACAAAAAAAACCCACC\nTAGGATAGCAAAAACTATTCTCAACAATAAAAGAACCTCTGGTGGAATCACCATGCCTGT\nCCTCAAGCTGTACTACAGAACAATTGTAATAAAAACTGCATGGTACTGGTACAGCAACAG\nACAAGTTGAACAATGGAACAGAATTGAAGACCCAGTAATGAACCCACACAGCTATGGTCA\nCTTGATCTTTGACAAGGGAGCTAAAACCATCCAGAGGAAAAAAACACAGCTTTTTCAACA\nAATGGTGCTGGTGCAACTGGTGGTTATCATGTAGAAGAATGTGCATTTATCCATTCTTAT\nGTCCTTGTACAAAGCTCAAGTCTAAGTGGATCAAGGAACTCCACATAAAACAGAGACTCT\nGAAACTTATAGAGGAGAAAGTAGGGGAAAGCCTCGAAGATATGCACAGGGGAGAAATTCC\nGGAACAGAACAGCAATGGCTTGTGCTGTAAGATTAAGAATCGACAAATGGGACTTCATAA\nAATTGCAAAGCTTCTGTAAGGCAAAAGACACTGTCAATAAGACAAAAAGGCCACCAACAG\nATTGGGAAAAGATCTTTACCAATCCTAAATCTGATAGGGGACTAATATCCAACATATACA\nAAGAACTCAAGAAGCAGGACTCCAGAAATTCAAATGATTAAAAAATGGGGTACAGAGCTA\nAACAAAGAATTCTCAACTGTGGCATACCGAATGGCTGAGAAGCACCTAAAAATGTTCAAC\nATTCTTAATCATCAGGGAAATGCAAATCAAAACAACCCTGAGATTCCACGTCACACCAGT\nCAAAATGGCTAATATCAAAAACTCCGGTGACATCAGATGCTGGCGAGGATGTGGAGAAAG\nAGGAACACTCCTCCATTGTTGGTGGGATTATAAGCTTGTACAACCACTCTGGAAATCAGT\nCTGGCGGTTCCTCAAAAAAATTGGACATAGTACTACTGGAAGATCCAGCAATACCTCTCC\nTGGGCATATACCCAGAAGATGTTCCAACTGGTAATAAGGACACATGCTCCACTATGTTCA\nTAACAGCCTTATTTATAATAGCCAGAAGCTGGAAAGAACCCAGGTGTCCCTCAAGAGAAG\nAATGTATACAGAAAATGTGGTACATTTACACAATGGAGTACTACTCCGCTATTAAAAACA\nATGAATTTAGGAAATTCTTAGGCAAATGGATGTATCTGGAGGATATCATCCTTACTTAGT\nGAGGTAACCCAATCACAAAAGAACTCAAATGATATGTTCTCACTGATAAGTGGATATTAG\nCCCAGAAACTTAGAATACCCAAGATACAATTTGCAAAACACATGAAACTCAAGAAGGAAG\nATCAAAGTGTGGATACTTTGTTCCTTCTTAGAATGGGGAGCAAAATACCCATGGAAGGGA\nTTACAAAGACAAAGTTCGGAGCAGAGCCTGAAGGAACGACTATCCAGAGACTGCCCCACT\nTGGGGATCCACTCCATAAATAACCACCAAACCCAGACACTAGACAGATGGCAACAAGAGC\nCTGCTGACAGGATCCTGATATAGCTGTCTCCTGCGAGGCTCTGCCAGTGCCTGGCAAATA\nCAGAAGTGGATGCTCACAGTCATCCATTAGATGGAGCACAAGGTCCCCAATGAAGGAGCC\nAGAGAAATACCCAGGGAGCTGAAGAGAACTGAAGCCTCATAGGAGGAACATCAATATGAA\nCTAACTAGTACCCCTAGAGCTCCCAGGGACTAAACCAATCAAAGAAAACACATGGTGGGA\nTTCATGCCTCCATTTTCATATGTAGCTGAGGATGGCCTAGTTGTTCATCAATAGGAGGAT\nAGGCCCTTGGTCCTGTGAAGGTTCTATGCCCCAGTATAGGGGAATGCCAGGGCCAGGAAG\nCAGGAGTGGGTGTTGAGGACCAGGGGAAGGGGGGAGGGTATAGGGGATTTTCAGGGGGGG\nGGGGACTAGGAAAGGGGATAGCATTTGAAATGTACATAAAGAAAATATCTAATAAAAAAG\nAAAGAAATTTCAAGAGCATTTAATCTATATGCTTTGTTCACGCTTTGTGTGGGGGAGGCA\nTTGTGGGAGGGAGTAAATGTGAATATATATGAATGGGTCTAAAAATCAAAGGGCAAAGCC\nATGTGTCTTCCTCAATGGCTCTAACTTAGTTTTGTTACAGTCTGTCATTGAACTTTGAAC\nTCACTAATTCATCTAGACTGGCTGATGGACAAGCTCCAGGGATCACCGGTCTCTGCCTTC\nCCAGTGATGGGATTACAGATATGTGCCCCTAGGCCTGGCTCTTACATCTGAACTCAAGAG\nCCAGGCTTACCCAGCAAGCACTTTACTAACTTAAGTTACCTCCCAGTCCTTTGATTTACC\nCTTTAGCAGAACAGCTCATCCCTTATTTTCTGCTCATATTTCAGTACACCTAATCTCCAT\nTTTCTCAGCTTTCTTATTGACCATACCAACTGGCTTCATAAGCCCCTGCAATTAAGAGAC\nAATTAGCTGCTATTAGTCCTGATGACTCGTGGGGGCAGTAGTGTCCAGAATATCTTCCAC\nTACAAAGAAGCAGCAGCTGTCCTGACTTTTGTACCCTAAATTTAAATATAATAATGGCAT\nTCTTCATGCTACATATTTAGGGAAATTTTTCAGAAGAAACTCAAAGAATATCTTCTCATA\nTTGAACTAAACAGTTTATACTGGATTAAAGTGTCAAATCTATTAAAACTGCATGCAGGTC\nCCACACTGCTAGCTATGACAGAAACAGGAGCTAGAGGAAGACAGTTTAAGTTATAAACAT\nGGTATGGATTACTTCAGTGCAACTATAAATGACAAAATTTAAAAATAAAATGTGAAATGT\nGAAATAAAACATTCCTAAAAAGAATGTATAAACCATAACTGCCCCAAGAACATCAGGGCG\nGGCGAGATCAGCTGGTGACAGGAAAGCTCTTGCTAGGCTGCAGTGGTCGATGGCCCACCC\nCAAAGGACCACCACCATCTCCATCTCCCCCGGCAGCACACGAGACACAGCGGCTCAGCTT\nGCTCACATATCTATGATCTCATTTGTCTTGTTTTGTTCTTGTTGTCCCCTCCTTCTTGCA\nTTTACCTTTATATATTTGTTTATCATTATTATTTGAGTGAGAGAGAGAGAGAGAGAGAGA\nGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAATGGTACATGACTGTTTTTTTCCT\nTCCTTTTTAAAGTTTTGTTTGTTTCTTTGAACAGGATTTTGTGTATCCCAGGCTAGCTCT\nGAACTCTGTGTAGCCTCAGCATGAACTTCCTCCTGGATATGCCTCCTAATCCCTGAGGCT\nACAGGTATTTGCACACATTCCCAGGATGTATGCACCATGTATGCAGTGCTGGGTGTCAGA\nGCCATGTCTCTAGGCATGTGAGGCAAGCCCCCAACCAACTGAGCTGCTTCCCCAGCCCCA\nTTTAATCTTGGCCTTTCTGCCATCTATGCAATTGTATCTCATTGTAATTTTGACTTCACC\nTTACCTGATGAATAAACACGTGGTATTTTTAGTGGCCATTTAAATCTACTCTTTTAAGCT\nACTTTCTCAAGACCATTTTTCTATCAGCAAATATGCATTGCCCTTATTTTATAAATTATA\nGTTGTTTATGTATTTAACTAATAACTAAGCCACTTGCCAGTCATTGTGCTACAGACATAT\nTACTCTTGAATTGCCTTTTTTCTTCCAAATAGCTGCTTTTGATATAGTTAGTGAAGCCCA\nCTAAATTTAACTTTAATGAAGTCTTAGTCCTATTTGGGAGTTCTCATTCCAGGATCAACA\nTTACAGTTGGTTCTTTGGAAGACTCATCTTCTTCTTTAATCTTCCATTGTCACCTTCCAA\nAAAGAATTTTCTCTAACTTTTTTACTGTACTCTGCTGTTGGGAACAAAATAAAGGGGGGC\nCCGGGGGTCCAGGGAGAAGTGGGATAGGAAAAAGATGCCCACACCCCTCCAGAGTTTCCC\nTATTCTCTGGTCAGTCAGGCGTGGGAGGGCTGCTACCTACCCTATCCACTCATCCCTGGG\nTGGGCATTCCTCTATCTCACTCTTCAGGGGGTGGTCAAGGGGCAGCCCTGCCTGGGGACA\nCCCCCCCAGCTACTTTGCTAAAGCCACCAGGGTTGTGGGAGAGAGGGAAGAGGGAAGAAG\nTTCCCAACACTAACCAGAGTGAGCAGTGGCTCTTCATGGAGCAGAGCAGAGACTCTATGG\nTTTAAGAGCTTTATTATAGAAATGCAGGGGAAAGAGAGAAGGTAGGAGAGAGAGGGGGGG\nAGGGAGAGGGAGAGGGAGAGGGAGAGGGAGAGGGAGAGGGAGAGGGAGAGGGGAGGGGAG\nGGGAGGGGAGGGGAGGGGAGGGGAGGGGAGGGGAGAGGAGAGGAGAGGAGAGGAGAGGAG\nAGGAGAGGAGAGGAGAGGAGAGGAGAGGAGAGGAGAGGAGAGGAGAGGGGAAGTCAAAGA\nGAAAGGGAAGAGGAGAGAGAAGTGAGAGGTAGAGCAACAAAGGAATAAGAGTAAGAGAGC\nCAGGTGGGGGCTGAACAGTGCTTTTTATGGACTTTACTGTTGCTAGGTAAAGTTAACAAA\nGTTAACTAAGCAAAGTTTACTAAGCAAAGTTTGCTAAGCAAAGTTTAACAGTTTAGCCTG\nAAGGTCAGAAGTTTGGGCCATTGCTTAGATGACTACTGACCATGCTTCTCTTGTGTGGGT\nTGTGGGAGGTGGTACCTTAGGCAGGGGCCAGAGTTCCAGGAGCATGAGGGAACGCCTACC\nGTGTCATGTAAGTGAATTACGACCATCGACCATCGGGGTTCAGACCTCAGCTCGACTGGA\nGACCAGCCTCCAATTCCCCACACTCTGCCTTTTGTATTTACCTGAGTAGAAGATGGTACT\nGTCTCTTGAGTCTAGTGTCCTTTTAAACTAGAAACAAAAATTTACTTTGCTTCCTCTGAA\nATTATAACTAATTTTAAAAGTAGTTGTTGGCCAAATATTTGTCCCTGAGATAAGTTCTTG\nGCAGGGGTAGTGGGATGGGAAAAGAGAGCAATGGAGGGCAAACTAATCATGTTGTTCCTG\nGCTAGGTGGGGTTTGAGGAAGATACTAATCCAGATTGCAAGCAAGCTTCTGCCCTATGGA\nAGCCTCAGTGTTGAAACAAGTTCTCAACAAGACTTTCATCTACAGGCAACCTCGCTCTCT\nCAATAACTGGGTGACTCTAGTGGAGCCATAATAGTGAGGAAAGTAGGAAATGATGCCATC\nGTATAGAAGGCAGATCACCCAGGGCAGAAACAACACGCTGCAGGGAGCTCACTCAGAAGA\nGAAAGGGGATCCCTCCTCCAGTCTCGCAGCTGCCTCAAAAGCATGGACAAAGGGTGGGTC\nCACATTTCCCTGCCGAGATAACCAAACCTAATAATCTGTACTCCATGGGCATGAACAATG\nTAATGGGCATTCAGATGAACAAGATGTACACTAAGAACACTTCTCCAATCTAGCCCCTGT\nTCCAAAAACTGTGCGAATTGTCAGTAACTCCTTAGACTACCTAGAAATCCCTGGTGTTTT\nATTTCAGAAATAACAGGAACTTCCTGAACTGTAAATAGAGCTTTGAGGAACATGCCGAGT\nTCTCATGTGTAGCTGGAAATGCTAAGTGTTCAGCCATTTTTCAGAAATGAGGCCCAGAAC\nCCACAGCAGACCCCATGTTCTTTCTAGGTGCCAAAAAGCAAAGAGGACCAGCAGCTAGTT\nCCTTACCAACTGGTGTGAGAAGCTACCCTGACATTAACAAGTAATTTTGCTTATAATAAA\nCTTTCCAATTAAAAATAAGATGGCTCACATGGGCAGATCCACAAAAACGAAGGCACTCAC\nTCAAGGGTAATCAACAAGAATGTGAGCAGCTACTGAAACCTCCAGTCAATTCCAGCAGAT\nGGCCTAACAGCATTTTCCATTTTAGAGAAATATATCTTATTTCAATGATTATTTATCAAG\nACCCAAGGTCAAGCATCTTCTAAATATCCCATCTTAGGAGACCATACAAGGGGAGTTCTA\nGTGAGAAACTTAGCCAATAGACAAGTAATACTTAACCATTGCAGGTCAGTTAAAGTAGTT\nTAAGCCATACCAGGGACAATTTGAGATAACACAAAAATCAGGATTCTGCACCTGGAAAAG\nACTAAGTAAAATTCAAAAGCCACAAAGGAACTCCTTAAAATTTCTAAGAGTAAGAATCGA\nTACCCCCCACGTCCCCTCTGTGTGTGTCGGGGTGGGGGTGGGGGGCGTGAGTGCATGCAT\nGTGTGGGTGTGTTTGTGTATCAACTAAAGAAAAAGAGACCAGGATTTAGAGAGGGAGAAA\nGGGATGTGCATAGGTAGAGTTGAAGGGAACAAAGAGAAAGGGAAATGATGTAATCATATC\nTGAACTTCACCTGTGCACCAAGGGCGTAAAAGCATTACCAAACCTCCACCCACACTGCCA\nGCCCTCAGGCTCCCAAAGAACACAGACATTGCAGCTGGGCATGGCGATGCATGACTGTAA\nTTCCCACTTTCTGAAGGCTTAGGTGGAAGGATGGTGAGTTTGAAGCTAGCTTGGGATACA\nTGGCAAGACATTGTCTCAGAAATAGGAAAAGGAGGAGGAAAAGGAGAGGAAGGATGGGGA\nGAGCAGGAGGATTAGGAGAAGGAGGAAGAAAATACTTTGTTACTCATCTGCAAGGACTTA\nATGAGGAAGCATTCAAACTGTATCTACCTGCCAGTCTGTATAGAAGACACTATCTGTGGA\nGATCTGAAGAGTAGTCAAGCGAAGGGGAGTGGGGAGTCGGAGGATCAAGGCAGCCACTGC\nTCTCTTCTGCTTTGGGCTGGCTGGCACAAGCAAGCAAGGTGTAGTGGCTAGATCTGGGCC\nACCAGGCAGGAAGTGTCCACGTTGATCTCCAGCCGCAAAAGCTTCAGGGGATAACTCTCT\nTCCCCGGGAACTGCTACAGCTCTTACATAACAGAAGCTTTCAGATGATCCTTGATGGAGT\nCATTCTCACACCTTTATTCCTACTGGGTAGAATCTTATATACATTTTGGAGTGGATTGGG\nGTCTGACAGCAGATGCCTTCTATTGGTTTGGTCTGAGCTGTTAGGGTTGACTCATCTGTA\nATGTGGAGGGGGCTTGGGGTACTGATTCTACATGACTGATTGTCATGATAATCTCCATAG\nGATGCTGTGATCATGTGACAGAAGCCAGGTCAGGGACAGGTGAAGCACCTCCCATCCCCT\nGGTATGAGGTGTCAGGGCTTCCAAACCACTCAATTTTACCAAGTTTCCTGGCACGGTCCA\nTTGCCCCACATTTATTTAGTTAAATTATATTAATCAATTGGTTTTTGCCAAGGTTAAGGG\nGTCACATAAGACTTCCTCTACTCTTTTTTTTTCATTATTTTATCTATTTATTTTACATCC\nTGACTGCATCCCCCCTCCCTTCTCTTCTCCCAATCCCACTCTCTCCTCGACTTTTCCTAT\nCTCTCCCCACCCCCCTCCTTTATCCTCAGAGAAGAGAACCACCCCTGGGAACCAACCCAC\nCGTGGCACATCAATTCTTACAGGACTAAGAGCATTCTCTATCACTGAGGCCAGATAAAAC\nAACTCAGCTAGAGGAAAGGGATCCAAAGGCAAGCAACAGAGTGTGAGTCAGAGACAGCCC\nCTGCTCCAATTGTTCAGGGACACACACGAAGACCAAGCTACACATATGCTACAAATGTGT\nAGAAAGCTTAGATCCAATCCATGCATGTTCTTTGCTGAACCACTCGGTTCAATCTCTGCG\nAGGTCCCACGGGATAGTTAGTTAGATGTTAGTTGGCACTGTAGGTCTTCTTGTGGTGTCA\nTTGAACCTTCCAGCTCTCTCAATTCTATTGCCAACTCTTCCCCCAAGACTCCCTGAACTC\nTGCCTGATGTTTGCTGTGGGTCTCCCCAACTCTTTCCTTCAGCTGCTGGATAAAGCCTCT\nCGGAGGACAGTTGTGCTAGGCTCCTGTCCACAAGAATACCTGAGTATTATTATAGTGGCA\nGGGGTTGACTCTCTCCCATGGGGTAGGTCTCAAGTCATTGTTTGGTTATTCCCTCTTCTC\nCATAGGCAGGACAAATTTTGGGTCAATGAAGGTTTTGTGGGTGGATTACTGTCCTCTTCC\nCTCCACTGGAAGTCCTGCCTGGCTACAGGAGGTAGCCATTTCAGTCTATATCCCCTGCTG\nATAGGAATCTCAGCGTAGACTCCCCATAGCCTCTCTTATTCCAGCTCTCCAGCTGAACCC\nAGAGATGCTCCCCACACCGATCTCCATTCTCTCTCCTAATCTTCTTTGACCCCCATTTCC\nCACACACCTGATTGACATCCCCATACCCCTCCTCAATCCTCTCCTACCCAGTTCCCACTT\nTCATCCACCTCTGATGACTATTTCATTTTTCTTTCTGAGTGAGAATCACACATCCTCCCT\nTGGGACCTTATTATCTAGATTTTGGGGGTCTGTGCACTGTAGCATGGTTATTCTGCACTT\nTATGGCTAATGTCCAATTACAAGTGAGTACATACCATTCCTGCCTTGGGTCTGTGTTAAC\nTTCACTCAGAATGATATTCTCGAGTTCCATCCATTAGTCTGCAAATTTCAGGATGTCGTG\nTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTAGATGTCCACAATTTCTTTATCCATTCTT\nCAGTTGAGGGACATCTAGGTTGTTTCCAGTTTCTAATTATTATTATAAATAAAGCTTGTC\nTGAACATGGCTGATCACGTGTCCCTGTGGCATAGAGGGGAATCTTTTGGGTAAATGCCCA\nGGAATGGTATAGCTGTTCTTGAGGTACAACTATTTCTAATTTTCTGAGAAAGTGCCAAAT\nTATTTGCAAAGCAATTGTACAAGTTGGCACTCCCATCAGCAATGGAGGAGTGTTTCCCTT\nGCTCCACATCCTGGCCAGCATGTATTATCACTTGAGTTTTTCATCTTAGCCATTCTTATG\nTGTAACAAGATGGAATCTCAGAGTTGTTTTGATTTTTCATTTCTCTGATGCGTAAGGATG\nTTGACCACTTCTTTAAGTGCTTTTTGCCCATTAGAGATTCCTCGGGTGAGAATTCTGCTT\nATCCCTATACTCCATTTTTTAATTGGTTTGTTGATGTCTAACTTCTTGAGTTCTTTATAT\nATTTTAGATATTAGCCCTCTGTCAGATGCAGGGTTTCCCATTCAGTAGGCTGTCATTTTG\nTCTCATTGATGATATCCTTTGTCTTGCAGAAGCTTTTCAGTTTCATAAGGTCCCATTTCT\nTAGTTGCTGATCTTGGCACTTGAGCTATGGGTGTTCTGTTCAGGAAGCTGTCTCCTGAAT\nCAATGTGTCCAAGGCTATTCACCACTTCCTCTTCGATTAGACTAAGTGTATCTGGTTTTA\nTGCTGAGATCTTTGATTCACTTGGACTTGAGTTTTCTGCAGGGTGAAAAATATGCATTCT\nCTATTTGCATTCTTCTACATGCAGACATGCAGTTCAACCAGCATTTTGAAGATGCTTTCT\nTTTTTCCATTGAATAGTTTTTGGCCTCATTTTCAAAATTCAAGTATCAGGATATATGTGG\nATTTACCTCTGGATCTTTGATTCTATTCCATTGATCAACTTGTCTGTTTTTATACCAATA\nTCATGTGGTTTTTATTACTATTGTTCTATAGTACAGCTTGAATCAGGAGTGGTAATACCT\nCCAGAAGTTCTTTATTGTACAGAATTGATTTAGCTATCCTGGGTTTTTTGTTTTTCCATA\nTGAAGTTGAGTATTGCTGTTTCAAAGTCTGTAAAGAACTGTGTTGAAATTTTGATGAGAA\nTTGCATTGAATCTATAGATTAGTTTTGGTAAGATGGCCATTTTTACTATGTTACTTTTAC\nCATTCCAGGAACATAGGAGAACTTTTCCTCTTTTGATACCTTCTTCAATTTCTTTCTTCA\nGAGACTTGAAGCTCTTGTCATACAGGTCTTTTACTTGCCTGGTCAGAGTTATACCAAGAT\nATTTTATATTATTTGTGGCTCTTGTGAAGTGTGTTATTTCACTAATTTTTTCTCAGCTCA\nTTTATTATTTGTATAAAGAGGGCTACTGATTTTGTTTTATTTAATTTTGTATCCAGCCAC\nTTTGCTGAAGGTGTTTATCAGTTGTAGAAGTTCTCTGGTTGAATTTTAGGGGTCACTTAT\nGTATACTATAATATCATCTGTGAATAGAGATACTTTGACTTTCTAATTTGTATTTCTATA\nTACTTTAATTGTTGTATTGCTCTAGCTAAAACTTCAAGTGATATATTAAAGTCTTTTCCC\nTGGTTTTAGTGGAATTGGCTTAAATTTCATATGGCTAATTTGATATTGGCTTTCTACATA\nTTGCCTTTACTGTGTTTAGGTATGCATCTTGTATCCCTGATCTCTCCAAGACTTTTATCA\nTTAAGGGGTGTTGAATTTTGTCAAAGGATTTTTTTCAGCATCTAATGTGATGATAATAAG\nTTTTTTTCTTACAGTTTTTATATGGTGGATTACATTGATAGAATTTAGTATTTTGAACCA\nTCCCTACATTCCTGGGATGAAGCCCACTTAATCATGGTGGATGATGTTTTCTGAGGTTTT\nTTTTGGATTTGGTTTCTGGAATTTTTATTGAGTATTTTGCATCAATATTCGTGAGGGAAA\nTTGGTCTGAAATTCTCTTTGATGAGTTTTTCTGTGGTTTTGGTATTAGGGTAACTGTGGC\nCTCACAGAGTTAGTTTGGCAATGTTCCTTCTATTGCTATTTTTTGAAGAGTTTGAAAAAT\nACTGATATTAACTCTTCTTTCAAATTCTGATAGAATATTGCACCAAAACCTTCTGGTGCT\nGGGTTTGGAAACTTCTGATGATTACTTCTATTTCCTTAGGGTCTATAGAACTATCTAAAT\nTATTTCCTTGATCTTGATTTAACGCTGGTAAATCTAAACTATCAAGAAAATCATCAATTT\nTGTTTAGATTTTTTTTTTTCAGTTTTGTAGGATACAGGCTCTTGAAGTAAGACCAAATGA\nTTCTTTAGATTTTCTTAGTGCTGTTGTTATGTCTCCTTTTTCATTTCTGGTTTTGTTAAT\nTTGGGTCCTGTCTCTCTGCCTTTTAGTTAGTTTGGCAAAGGGTTTGTCTATCTTATGGTG\nTTCTCAACGAACCATCTCTTGAGTTTATTGATTCTTTATATTCTATTTGTTTCTAATTTA\nTTGATTTTTAACCCTAAATTTGATTATTTCCTGCCATCTACTCCTCTTGGGTATGTTTGC\nTTCTTTTCATTCTAGAGCTTTTAGATGTTTTAAATTGCTAGTATGAGATCTCTCCAATGT\nCTTAATGAAGGCACTTAGTGCTATGAACTTTCCTTTTAGCACTGCTTTCATTGTGTCCCA\nCAAGTTTGGCTATGTTGTGCCTTCATTTTCATTGAAATCTAAAAAGTCTTTACTTTCTCT\nCTTTATTTCATTCCTCACCCAGTAGTCATTGAGTAGAGAGTTGTTCAGTTTCTATGAGTT\nTGTAGGCTTTCCATTATTTCTGTTTTTGTTAAGTTTAGCTTTAATCCATGGTAATCTGAT\nAGATACAAGAACTTATTTCAACTTTCTTGCATCTGTTAAGGCTTGTGACTGACTATATGA\nTCAATTTTGGAGAAGGTTCCTTGAGATGCTGAGAAGAATGTATATTCTTTTGTGTTTTGG\nTAAAATGTTCTGTAGATATCTTTTTAGGTTCATTTTTTTCCAATTTTTTACTAGGTATTT\nTCTTCATTTACATTTCAAATGCTTTGATTCATAACTTTTGTTTGTTTCATTATTTTTGTG\nTTTAGTTTCTGTCTTAATGATCTTGCCATTGGTGAGAGTGGAGTATGGAAATCTCCCACT\nATTGGGTTCAATGTATGATTTAAGCTTTAGTAATATTTCTTTTGTAAATGTGGGTAGAAT\nTGAGACATCATCTTAGTGGATTTTTTTCTTTGATGAATATGAAGTGTCCTTCCCCATCTC\nTTTTGATTAATTTTGGTTGAAGGACTATATTACTAGATATTTGAAATGGCTACTCCAGTT\nTTCTTCTTGGATTTGTATGCTTGGAAAACATTTTCCTGCCCCTTTCTCTGAGGTAATTTC\nTTTCTTTGTTGCTGAGGTGTGTTCCTTATATGCAACAGAATGATGGTTCCTGTTTTCACA\nTCCATTGTGTTAGCCTGAGTCTTTTTATTGAGGAGTTGGATCCATTGATATTGAGAGATA\nTTAATGACCGTGATTGTCTATTCATATTATTTTGATGTTTTGATGTTAGTGGTTGTACTG\nTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGCACGCGCGCTCTTGCACTTATGTG\nATTCCCTTCTTTTTTGTTTTGCTGGTGTAGTTTATTTATTTCCTGTTTTTTTCTTGAGTA\nGAGTTAGCCTTCTTGAGTTGGAATTTTCCTCCTATTATCTTTTATAAGACTGGATTTGTG\nGGAAGATATTGTTTAAATTTGGTTTTGCCACAGAGTACCTTGTTTTCTCCATCTGTGGTA\nATTAAAAGTTTTACTGGGTATAGTACTACGGGCTGACATTTATTGTCTCTTAGAATCTGC\nAAGATATCTGCCTAAGTCCTTCTGGTTTTTAGAGTCTCTGTTGAGAAGTCAGGTGTGATT\nCTGAAAGGTCTCCATTTATATGTTACTTTCCTTTTTGTTGCAGGAAATATTAAAAATGGT\nGGCATGGCCAGCAGGCTGACCAGCCAGGCACTGGCAGGCCATGGCCAGCCTGTTCTCATC\nTCGTGGAGACTTTCTGACTCAGAGATCTGAAATCTCTCCACACAACTCACTGGCAGGTCA\nCAACCATGCCAGTCCCATGCTTCAAAACTCCCACGGCTTGGCTTTGTGTGGTGCACAGCT\nGGCAAACCCATGCTTTGCTGCTCTACCTTTCTCTCTGGAACCCAATCGAGACACCTCGTG\nAAAGAAACCACCACACAAACTTAGTTCAGAAACAATGGTAATTCAATCGCTGGGCTCAAC\nAATTAAAGTCCTAATCTTGTAAGCCATGTTAAATCTAATTCCTCCAGTGGCAAATCCACC\nATCTAATTCAGGAGACACTAGTAGCTACATCTTGTCCTCTCACTATTTCGGTCCAAAATC\nCCCTATATCTCTCTCCTGTTTCCTCTCTTCAATCCAACACGGAAGTTCTGCCTACTCGCT\nCAGTGATTGGTTCCTTTATTCATTAGGGGAGGGTTTACAAGAAGTCACCTGAGTACATGA\nCTCATTCCTCATTCCAGACAACCCCTCCTGGAAAAGCAGAATTTACATCAAAATACAAAC\nAATACCAGGGCCATCCACAACACCTTTTTCCTTGCAACGTTTTGTTTTGTTTTGTTTTGT\nTTTGTTTTGTTTTGTTTTGTTTTGTTTTATACATTAAGTGTTTTGATTATTATATAATGA\nGGGGTTTTTCTTTTCTAGCCCAATATATTTGCTGTTCTGTAAGCTTCTTGTAGGTTTGTA\nGGCATCTCTTTCTCTAGGTTGGGAAAGTTTTCTTCTACGATTTTGTTGGAAACATTTCCT\nGGGCCTTGGAGCTGGGATTCCTCTGCTTCTTCTATTCCTATTATTATTAGACTTGGTCTT\nTTCATAGTGTCCCAGGCTTCTTGCATATTTTGTGTCAGGATCTTTTTAGATAAAACATTT\nTCTTTGGTTAATGTATCGATTTCTTCAATTGTGTCTCCTATGGCTTAGATTCTCTCTTCT\nATCTCTTATATTCTGTTGGTAATGGTTGCATATGTTCTTCCTGTTCTCTTCTCTAGGTTT\nTCTATCTCTAAGATTCCCTCAGTTTGTGTTTTCTTTATTGCTTCTATTTCCATTTTCAGG\nTCTTAACAGTTTTATTCATTTCCATTATCTGTTTGCATTTTCCTGTATTTCTTTAAGGGA\nTATATTAATTTTTTTTCTTTAAAGCCCTCTATGGTATTTATAAGGTTGGATTTAATGTCA\nCCTTCTTGTGCTTTGGCTGTGTTTGAATATCCAGGGTTTGCTGTAATAGAATAGCTGGGC\nTCTGGTGGTGCTGTATTGCTCTCAATCTTGTTGGTTCCTTTCTCATGCTGACCTTTAGTC\nATCTTGTTATCCCTGGTATTGGGTAGGATGTTCCTGATGCACCTGCCTAACTGTTTTAGA\nAATGAGGAAAACAGTTCCAGAATCAAGAACCTGGCTTTTTTGGTTTTGGGGTTTTTTTTT\nTTTTTGGTTGGTTGGTTTTTTGGGGTTTTTTTGGGGGGAGGTTGGGTTTTTTGTCTGACT\nCAAAAGCCATTGCTCTTTTTCATTTTGTTGTGCTAGAGATTTTACCAGGACCTCATGCAT\nTCCAGGTAACTTCCCTATCACTGAGTGACATCCTTGAACACTAAGATTTTGTTGTTTGTT\nTGTTTGTTTGTTTGTTTGTTTGTTGAAACAGGGTTTTACATATCCCAGGATGGCATCAAA\nCTCACGACATAGCCAAGAATCACCTTGGTCTTCTGATGCCTCCACCTAAGTTCTAGAATT\nATGGGTGTGTACCATCACCTCTGTTCTTATTCAGTGCTAGGGCTCAACCCCAGGACCTCA\nACCCTGGGGCCTCTTGCACTGGAAGCAAACACTCTACCAACTGAATTATATGCCCAGCCT\nCCTGACTTTGTTTTGTTTGTTTTGATTTGTTTAGATGAGGTCTCTCAGTGTACCCCACAC\nTAGCCTCCAGTATAGTCCAGAATGGTAAGGCATGGGTCCACCTCAGACCTATCTCAAAAA\nTCTTCCTGCCCCTGACTCCTACTTGCTGGGTTTTTAAGCGTTCTCTACTACATGTGGCCC\nAAAGTCCATCTTGAATTGCTCACTGCTATCTCAAGCTCAATGGTGACAATCTCAGAAAAA\nTGTCAACACCCTAAGAATCAAGAATAATTGCCCTTCACTGGGCAATTAAGAAGCCTGTCA\nCTTCTTGTTATTCACTGTAAGGAGAGAGAACATTGACAATTGTCCTTCCTCAACAAATAG\nCTATGAGACAAAGATGAAATAAAGTATGTCTTTCCACTAACAATGTTACAGACAATAGGG\nTCTTCCCACATAGTCCAGGCAACATGCTCATCAGAAATACACAGTGGCCCCCAACATTAG\nCATGTTTCACTCTCGCTAAGGAGGCCAGAGACCAATAATAATATCATATGAATGGTTTGA\nCATGGCCCTCCTACTAAGAATTGGTCATGCTAATGGCTTATGACCAACAAGTAGAACAAG\nGCCAAACAGGTAAGACTCCAAACACCATTAAGTAAATCATAATAAGGAATTAATCAATTA\nTAATTCAAGTTAATATTCTTTGAAAGTAAAACACTCCAAGAAAGATATTTTTAGAATCTA\nAAAACAAAGGCCTTTTTTTTTTTTGCTGTACATGAGGTCATTTCCTACATCTATTCCAAA\nATCTTACATGTAGAAATTCCATAACATTTAAAAAATTATATTGACTTGTAAGACCAAAGG\nTAATTGCAGCCATCTTTTCTTTGTCCTCCCCATAATCGCAGAGTCAGGCATAACACTGAA\nGAGGGCCCCACCACCATTTTGATTAACCTTCATTTGACACTTGAGGAAACTGTGATCCTG\nAGAGATAAGGCAGCTTGCCAAAGCACTTCCTGTCACAGCTTAGGCGCGGGTCTGTGTGTT\nTTGATAACCATGTTGGTATGTTTTCCAAGTACTCCTTGACCCCATGGTGCCAAACTGGCT\nGCTGATTCCTGCCAAACACACATCTATTTCTAGATGGTTTGGGGATGAGAGGGGGTTCTT\nGTCACTGTCTTGGGTTCAAGTAGACAGAACCTTGACTTCTGCCATACATTCTCCAGCTGC\nAGAAACCACCACTGTTAACTGAGCCGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGCGTG\nCGTGCGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTAAATAAATGTAACTCACCT\nGAAACTGAAAACATGAGTCTTCTTTGGATGGGCACTGAAACCACCTACTGCTCCCAAATG\nCACAGGCAGACAAGACAAATCCACGAGTCAGGGTATCAAGTCTCAACCTTCCATACCACC\nTGCTGCAGGCCATGGTGACCTGCAGCTTCCCAGGAAGCTCAGGGAGAAAGGCCATTTCCT\nAGAATGAACAAGGGAAAAGAAGCTTCACTGATAGGGTAAGGGAGAGGATGGCTGGCCACT\nCTTGTGTCCAAAGGAAGCTGCCCTGTGAGTAAATTCAGTCTATTTGTAGCATAGACTACA\nATAAACCACAAGCCAGGAATTTTACCTCCAGGCACAGCAGGTATACTTCCTCTCACAGGG\nTCAGAACCCTCCATCCATCTCCATACTCTGAAGATCCCAAGATGAGATTTTATTTTTCAA\nCTCCTCAGAACAGGCTAGGGCTTCAGTGGTGGCCTCAAACATTATGGACCACCTTGACCT\nCCTGGGAAAGCATAGTGCCCAGAGGTAACCAGACCTAGGCTGGATGAATTTAATCATTAA\nTTTTCAGACCTGGCAAGGGCAACTGTCATTTTGCACACAAGAGAGATCTTGATGAGAAAG\nAGAGAAATGCTAAGATGTGTTTATGTCCACACACAGATGTGTTCATGCCCTGCACATTTA\nAAGTGAGGTTACATCATGGGCTGCACATGGTTTTTTTTATTGCTGGGGTGGTTTGGTTTG\nGTTTCGATTTGGAGGTGGTTTGTTTGCTTGTTTGTTTGTTTGTTTTGCTTTTGTAATGAA\nTCTGAATGTTGCCAAAGCTGGTCTCTAAGTCACTGGCTTGAGTGATCCGTCGACTGCAGC\nCTTTCTAGTAGTTACAGGTAGTTGTCACCACAGCCTGTTTTGAAGTTATGATATGAATGT\nATCTGAGTTTGTTGATATTATTTATTTTTGTTTGTTTTGTTTTGTTGTTCTTGGTGTGCT\nGGCATTTGAAATGAGGGAGTCACAACAGGTGGGTAAGCACTCCACCACAGTGTACCCGTA\nGCTCCATGATTGTGCCTTTTAAATTATATATTCAGAGAGAGAGAGAGAGAGAGAGAGAAA\nGAGGGAGAGAGAGAGAGAAAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAAAGAAA\nGAGAAAGAGAAAGAGAGAGAGAATTAATATAAATCCCTTAAGAAAGAAATCATATTTCAT\nATGTGGTTGTAATTTTATTTTATTACATAAATTTTTTTTCCGTTTGTTTTTCACTTATCT\nCTTGAGGAGTAGCTGTGTCCTGTATGAAGTCACATTAGCAGGGACATGTGACAGTATACA\nGAACTAATACATAGTGTGTGTATATGAGAAATTGCTCATACCAATTATGGCTGCTGCTGA\nTCCCTGTGGCAGGCTGTCTGGAGCCCCTGGGATGCTGGTGGCACGGCTCTCTCCAAGTCC\nTAAGGCTTGAAGAGAAGCAAGAGTAGAACTCTCAGCTGCACACCAAAACCCTAAAAACCT\nAGGGGGTACCAGAGTAAGTTCTAGCATAGAAAGCCTGAGTCTGGAGGACAGGTGTCAGCT\nGCGGTTCTCCAAGGGCATGCTCAAGGCACTTCTGCATTGTGTTCTCTCTGCATGCACTCT\nGCACCATCCAACTGGATGACTCTGGGACCTGGAGAACAAGGGGAGACTGATGGAATTGGG\nCCATGCAGAGACCATAGATGAGCACTTGGCGCTGACCTTGCTTTCTGATTCCTGGTCCAC\nCATGAGGTACACAGACTCCTCCACGGGCCCTCGGCACTATGCCTTTCCTGCTGGGATGAA\nCTGAACCTGGAGCCAAAATAAACCTTTCTTCCCTTACTTCTGTTTCTGTCAGCAATCTGC\nTTCTCTCGTGATGCTGAGGCACATTCCTGTGCTGAGGGTGGACATGCCCCAGTTAGCTCA\nCAGCCATGGCAGTCTCTTTGGAACGCACTCTCCATGTGGGTACTTCCTTGTCCAGTCAAA\nACCTAAAATCAACCCCTCCCAGAGTTCAATGGCATCTGTCCTGCCAAGGGCCCTCGAAAG\nAATCTGTCAGTCCCGTGTGAGTGAGCATATAGCGGATGGCAATGGAGACTTGGCTACAGC\nCTCTTTGTCAGTACTCAGAGGGATCTGTTTCAGAAGATAGAACAAGAGAATGAACAGGAC\nCCGCTCCACAGCTGGCCCCCAAGGCATGACCTTGAGTGGGAGCGCCTGGGCCCCAGATGC\nCAACAGTACCTTTGTGAACTCCAAAAATAAATTATAATTTTAAATACAAAATTTTAGAAA\nATGAACCACTAAGTAGAACAGGCTGACCCCAAACTCACAGAAATCTATCTACCTCTGCCT\nCCTGAGTGCTGTGGTTAAAGGCATGCATCATCACTGTCCAGATAGGCCTACACCATTTTT\nTAAAGCAACATATTACATTGCCTTTGAACACAAAGGAAATATAAGTTGACTATAGAAAAT\nTTAGAGAACTCAACCCTCTAACCAAAGCAAGGCAACTTACCTCATTTTTCTTTCCTTGGC\nTTGGTTCTGGCAAAGGAAATATGGGGGAGAGACATTTAGGACTTATAAATAGAAGATAAC\nATTGTCCTTCCCTGATGTCTCAGAAGCAAGCAAGACGTAAAGCCTCCTATCACAGAGGAT\nACACTATGAGACCAGAGATGCTGCTCTTTGTAAAGTGTCAACTACCTTCCAAGATAGTCT\nAAAGGAAACAGTTTTTAAAATGGTGCACAATAGCTCATTCCTGACACCCTAACACTTGGA\nAACAGAAACACCAGCAATTCAAGAGCATCCTCAGCTACACACAGAGTTTGCCAGCTTGAT\nGCCATCTCAAACACAAAATGTACAAAAGGCTGTGCAAGGGGCTCAGTGGCAGAGCACCTG\nCCTAACATGCACAAGCCTCTGAGGTGAGGCTGTAAAGAATGAGAAAGATAAAGTTAAATT\nTAAGTGTCCCTTTTAACCACTTCATCTTGACACAACAGCTCCACGAAATTTCTCTGGGAA\nAATAAGTAGTTAAGTCCTGGATGTTTTTTGCAATACTGTTTGCAACAGGGGAAAATTAGA\nCAATATTAAGATATTATAATAAACAAATGATATTCCTATAGTATGGTATACTATGAAGGC\nATTAGTGCAATATTGGAAATCTGTTGCTTTCTTGACATGAAAGGATATAGACAGCTTGAC\nCACAGGTGACAAGGCTTCAAAGAGACCTTGTACACTAACTCGTTTCTAGGAGTTCATAGC\nCATACAAAAATCAAACAGACCCAAGGTGTTCAGCACAGTGGTGGATACAACACCAAAACT\nCCAGCAAAAGGAAGAACAATTCATTTTCTTCATGGATGGACCTGGCTAAGTTTGCTATGC\nTACCCCTCCTCAGTAGAGCCACACAAGCCTGGGAGTTCCATTTGGAGCTTACCTCTAGAT\nCATAGAGGTAAGCTACTAGGTAGTGAGTGTTTGCTTCTACCTTTGAAAAAAATCTATAGA\nAAACATTTCTTCGCAGTCTTGGATTCTCTTTAGAGCTTGTGTAGATTGGAGAAGACCCAC\nTTATACCACTGGGGACAGTCTACTTCACTCCAAGCCTACCAAGTTAATTCTTACAAATCT\nAAAAGTTAATCCGAAACATGCTGCTCATAGGAGCATCGTGAGTGCTTGACACACATCTGA\nGCACCCTGTGTTCCAGCCAATCTGGTGCATGACATTAACTACCACAAGGTATAAGGATAC\nAAATGCATATATGTGCACATATGTCACATGCATTTATATGAAGACAAGAAAAGGATACAA\nAGAAAAACAAGGTCATAATAAACACTGAATCTAGAATGGCAGTTTGAGTTGAAGGTTGCA\nGAAAGGCAGTTTGGGGAAGGCACTACAATCTGAGTCCTACTCTCATTTCAGACAGTGTGC\nTTCTTATCTTAAAATAATGAGATACATGTTAATGCCATAGCTGGGCCAATGGTAAGTGTG\nGCATAAAGGACTGACTGTGCGCACGTGGGGTCCCAGATTACTTCCTTCTACCTTGATACT\nTTAACTCTCAACATCTTTTATGTTCCTGCAACAACTATGTGTTTCTTCTGTGATCAGTAC\nATACTGTTGCCTTTGAAGTGCTCTGGGATAACCTGGAATGCTTATCAGTTAAACACTAAA\nACACGGTATTTAGAAAACATGCCCCCACCATGTCAGCCTTGAATTTCTCATTTTGATCTT\nACTTACCTACTTGAATGTATAGCAAGCTTAAAGCTTGTCTGAGTTCTCCTGTTTCCTCTT\nTTACCACCATTATCTTACCATATTTGACAATACAGCATCCTCTTCACTCCTGTGTATGAA\nAGTAGCTGTTTAAGGATGCTTACTGCTCAGCCACTGAAAACCCACATGTTGCTTCTTCCT\nCAATGGCCTCTGCCTTCCTCAAATTCTCTCCCACTAACCTACATCTTCCTGAAATTCCAG\nAAGAGCAATAAAGAAATGTTCCATGTGTGACAGTAAAACCTCATCTGCCTCCCTTCCCCT\nTCAGACTGTCTTATTCTCCGTCTCTTTATAATTTCCTGCCTTCCAGCTCTCAGGACCTTA\nGACCTAGGCTTGTTTTAGGGACTGACTTCATGGCTGTAGGGGAGAAGCTTAGTTTACCTT\nTCATTCACCCTTGGCTCCATGAGTTTAGCATTAACCAACTGGCTGTGAGGAGGCTCTCTG\nGAGTTCATACCTTATACGCGGGACCCCAGAACCTCTTGTGAGGCTGTATGCTGGTTCGTC\nAACCAGACAGCTTCTTTCTTCCTTCACAGGGACAGATGGTGTGCTCAGTGGGGGAGTCAT\nCCAACAGATGTGAGCAGCTATGTTCAAGATGATGGGGGAGAGGGAAGGATTTATTTATGC\nTCCTGGAGAACATCATATGCCCTGTTTCCATGTTGCAGTGTTTAGCAGAGTCCAGTCTGG\nTTCTGTCTAAGGCCGCATTTCATTTGTAACATGATGTGTGTGATTCTGAGGCTGTATAAA\nAGATGGTGGGTTTCCAGCTTGCTCAGTACCTCACAATGATTTTTTAAGATGCTGCTTCTG\nAGAGAAAGACATTTGGGTCTTTACAAAACCACTGTTAGCAGTTTAAATCTGAAATGTGCC\nCCCCAAGACTCCTGTTTGAATTTTAGGGGCAGTGGAGACTATTTGGGGGGGAAATGGGGC\nCTGGTTGGGAGAAGTAGTGCACTGGGGATGGAACTTTGATGGCTATACCCCCTTCTGGTC\nCTGGTTTAATCAGTTTCCTATTCTATGTCATATGAACAAGTGTCACCACACACTCCCCCC\nCCACCTTCCTCACCATGATGGACTGAAATCTTTCTGAAAGTGTGAGCAAAAATACCCCCC\nTTAATTTGTCTCTGTCTGTTAACAGAAAGCTAGTTCTTTCATGAAGAACATGAAGAAAGC\nTCTGTCCTCTTTCTACACTGAGGAATATTACTCTATCCCAAGTCTCAATACTATTATACT\nACTGAAATCTTTAGAATGGAACATATTTCTTTAAGTGTGTGTGTGTGTGTGTGTGTGTGT\nGTGTGTGTGTGTGTTCCTCATGGGTGCATGTGTGGAGTTCCAAGGTTCACATTGGTTGGA\nTTCTTCTATCACTTTCAGCTCTTTTTTCAAGGACAGTTCTCTCACTGAGCCTGGAGTTGG\nCTGGCTCCACTAACTCAACTCTATAGTGAGCTCCTAAGCTGTCTGTCTCCACCCTTCAGT\nAGCTGCATTACAGACAGGCATGCATCACTGTACCTGGCATCCCACATGGGAGCTGGGGGT\nCCTACTGTAGCAGGTGCTTTACCCATTAAAACACCTCCCCAGACGCTCGAACACATCTGT\nACTCTAACAGGAGGAAGGGTGGACTCTTTAATCCTTCATCCACACCCTCCTACTCCCATT\nCCTCTCCATAGCTTCTCCATGTAAGATCTATCCCTGCACGGAGTTAGGTCTTCAGATCTT\nTTGGTCTCCAAAAGCTATTTGGGAAAATTGACTGACAAACCCATTGCATAGTGTTGCAAT\nAGCTGATCTGCACCAAGGCTAACCTATTTCCCTTGTCCTTCACCCCAGGTGTGATCTGGA\nACTCCCACTGATGATTAAATGTGCAGCTTTACTTTGCCTGCCCAACCCGCAGGCCTGGCA\nATCAAGCCTCCCATTCTTATGTTTCTGGTTCTTTGTTGATTGGTCCTTCCTTCCTCTGTA\nGCAGAAGCTTTGGAACAGGAAAAATCACAGCTTCCTGCTTTGCCTGTTTATTATGTTTAA\nTTAACTTCTCTATGGTGAGTTCTATGTTTACTGGCTAATATGATATCCATCTTTTTAAAC\nAGTCTTCAACCAGGGTTGATTCTGAAATATTTGTAGTGTTATATCTACTTGCTGTGACCT\nCTCCTTTTCTGTTTCTATCTCTCTGTCTCTGTCTCTTATACACACATACACACACACACA\nCACACACACACACACACTCCTATTTTATCCAGAGGCAACTCACCAAGTGGTGGTGGGTTG\nTGAACCTTTGCACACAAAAACAAGTGTGTGGACAAACCAAAAGAGAAAAAAAAAACCATG\nCTGGGGGGTTCCATTTTACCCCATAATAAAAATGTTGGCTCTCATACAGTAAGAGCTGCC\nATGATTGGGGGGGGGCGGGCTCTCATTTGGTATGAATTAAGTAATTGGCCAGAGACACCA\nCAGATGCTGCGATATTGGTGTGGTAGGGAGGGATGTGGAGGTAGAGGAACCCATCCATGA\nGGCTCCATGTAAAGACCAGAGGTTGACATCAAGGTGTTTCTTCAACCACTTCTCCATCCT\nATTTATTTTTCAAACAAAGTCTCTCACAGAACGTAAAATTTGCCATTTCACCTAGACTGG\nCTAGCCAGCAAGTCCCCAAGATCTGCCTGTTCCCACTCCTCAGTAAAGAGGTGCAGATAC\nAACATGACAACCCTAGTGTTTTGAAAACATGGAAGTTGGAGACCCAAACTCATGTCCCCA\nTGCTTGTATGGTGGGTACTTGTACTGGCTAGTTTTGTGTCAACTTGACACAGCTGGAGTT\nATCACAGAGAAAGAGCTTCAGTTGAGGAAATGCCTCCATGAGATCCAACTGTAAGGCATT\nTTCTCAACTAGTGATCAAGGGGGAAAGGCCCCTTGTGGGTGGGACCATCTCTGGGCTGGT\nAGTCTTGGGTTTTATAAGAGAGCAGGCTGAGCAAGCTAGGTGAAGCAAGCCAGTAAAGAA\nCATCCCTCCATGGCCTCTGTGTCAGCTCCTGCTTTCTGACCTGCTTGAGTTCCAGTCCTG\nCATCCTTTGGTGATCAACAGCAGTATGGAAATGTAAGCCGAATAAACCCCTTCCTCCCCA\nACTTGCTTCTTGGTCATGATGTTTGTGCAGGAATAGAAACCCTGACTAAGACAAATTGGT\nACCAGCAGAGTGGGGTATTCCTGTGACAATCTGACCATGTTTTGGGGAGGACTGTGGAAG\nGACTTTGGAACTTTGGGCTTGAAGATCCATCCGTTGTTAAGAGCTCTGTCAGATGTCATG\nTAGGAGCTTGGAAGATAATGTTGAGAACACTGCAGAAGATGGAGCTCTGGTGTGTGAAAT\nTTCAGAGAAAAAATTAAAGACTCTTTTCAGGGCCATTGCTGTTTTGATTGTGAAGATTCT\nGTAGTTCTGGTTAGCTGAGGCTGAAGAATCAGCTGTGATTAACAAGATACCAGAACTACC\nAAGGCAAAAACTTTGCATTACTGGGACTATTGATGCTGGTTAGCTGGAGCTAAGAAATTA\nGCGGTGATTAAGAAGAGACCAGCATCATTGAGGTGACATCTTCTGGGAAGTGTTTTCTGA\nAAGCACAAAGAGGCTGTGTTCCAGAGATGGCCAAGGTTGTACTCCTGCTGCAGCGGGACT\nTGGTAATGTGTAAGAGTCACCCAGGTGGTACTGGTTTTGAAGGCATGAAGGGGTCATGCA\nAAGCAGCTGAGGCTCGGTACTGTGAGAGGCCATAGAAGGCCATTGGTGAAGGTACAGCCT\nCAGTTGCAATTGAAGGCCCAGGACTGAAGGGGTCATGCAGTGTTTTGGAGATGCCAGTAC\nCATGAGATGACCACCAAGAGCAGCAGCAGCAGTGGGGTACAGGCATCTGGAGCCTAGAGG\nATGATGCGTGTGCTACAAGGGGCATGGCTGGAGAAGTGACCCAAGCCCTTGGAGGAGCCC\nAGAAGATCGTGAGTTGGATCCCAGACATTGGACAGTTGGAGATTGACTTTTGCTTTTGAT\nTGTGACTGTGCCCTGATATTTTCCCTCTTGAAGGAAGAAACTGTTTTAGTGGAGCCCACA\nGTTAAGAGACTTTTAATTGTAAAAAGACTTTGGATTTTAAAAAAGATGGATATTTTAAAG\nAAATTGAAATTTTAAGAATATGTAAAGACTGTGGGACTTTTAAAGTTATTTAGATCTTGG\nGGATGAATAAGATTGTAAGGGTTGAGGCTTACTAGTGATGTTTTTGTGTGTCAAGTTGAC\nAAGGGGTCAGTTGTACTGGCTAGTTTTGTGTCAACTTTACACAGCTGGAGTTATCACAGA\nGAAAGAGCTTCAGTTGAGGAAATGCCTCCATGAGATCCAGCTGTAAGGCATTTTCTCAAT\nTAGTGATCAAGGGGGAAAGGCCCCTTGTGGGTGGGACCATCTCTGGGCTGGTAGTCTTGG\nGTTTCATAAGAGAGCAGGCTGAGCAAGCCAGGTGAAGCAAGCCAGTAAAGAACATCCCTC\nCATGGCCTCTGCATCAGCTCCTGCTTTCTGACCTGCTTGAGTTCCAGTCCTGACTTCCTT\nGGTGATAAACAGCAGTATGGAAGTGTAAGCCGAATAAACCCCTTCCTCCCCAACTTGCTT\nCTTGGTCATGATGTTTGTGCAGGAATAGAAACCCTGACTAAGACAGTACTTTACCCAGTG\nAGCTCCCTCCCCTGTCCCAAGAGCTAGTTTTGTAGCTAATGTCTGCCACGGGCTTGCCTT\nGGCTCACTGGAGTCTGGTCTCCTGGGATTGCTTCTTATTGTGAAAGCAATCTTAGTCAGG\nGATTTGGGGAACTAATTCAGTGCCACCCCAGCCAACAAGCAGCATCATTATCATGCCCAC\nCCAACATTTCTGATCTCTATATTGGCTTGGTTCTTTTGGCTTTATGTATAAGGCATCTAA\nTTCAAAATGACCTAAAGAAAAAGAAAAGGAAATTACAAGATCACACGTAGAGAAATCCCA\nGAAGGGAGAAGCTTCAGAAGTTGGTTGGATACCAGGACAGGGCTCCTACTTCTGACCTCT\nTCTCTTTCCTACACACACACACACACACACACACACACACACACACTCGAGCATGGGAGA\nAAAGAAAAACAGAAGTGGAGAGATTGAGAAAGATACCAAACATCTTTCCCACTGGCATAT\nGCACGAACATATGCACACACCCACACAAACTCTCATACCATTAATAATAGTTTATTGTTA\nCTGTTATTGTTATTATTATTATTAATATTATTATCATTTAGATCAACTCAGAGCAACAGC\nTATTTAGAAGATGATAGCAAAAACAAAGTAATCACAAGGATCCTAGGGAAGGTGATATGT\nGCTCATGTGTGTGCAGGTGCTTGTGCAGGTAGGTACCTGGGTTGTCATTCCTCAGGCATG\nATCTAACTCGTTTTTAAGACAGGGTCTCCCATTGGCCTGGAACTTACCAAGCAGGCAAGA\nCGGTCTGCCCAGCAAGCTCCATGGATTCACCTGCCTCCACCTTCCCAATGCTAGGGTTAT\nAGTCATGCACATCTCATTCAGCTTCTTGTGTGGATCCAGGGATTGAACACAGGCTCTCTG\nCTTGCATAGTAAGCACTTTAATTACTGAGCTGGCTCTCTGCCCTCTTTATATATACGTCG\nATATATATTGATCTATATCAACTATATGTATATATGTATATATACATATACACAAACACA\nTACACATACACACATATCTATATACCTATATCCATATCCATATCTATAACTATAAAATGG\nGAACATCCACTGTCCCTCTTCCCTTGAGCTCACCTTGCTGGAGACAGCAAGTCAGAGAAA\nAGCAAAACCAGGTAGCTCTCCTTGCATTTCAGAAGCTAGCATTGGCCTAAAAAGAACTGC\nTGAGCAGGTTGGTTCTCCACCGGCACTAGCCTGGAACACTTTCCCCAGTGGTAAAACCTA\nTTGATCAAGGTAGCTGGGAAGTAGTCCAGACTCCTTAGTCACTGCAGGTCACAGGAGGGA\nGAACAGTATATGGAGACTTTCGGGCACACTAGCAGAGATTCACATCAGCGGCCTCATCTC\nTAGTCAGAGCTTCTCCCACAGAGCTGCCACAATGCTTTATTGGATGGAATGCCTCTCCTG\nACAGGGAAAGAAAGAAAGCTATAGTTTGTCTAGGAAAGAAACACTCTGTTGGAAAAAAAA\nAAAAAAACCACAGGATTTACATATAGACACCGAGCCTGACCTAAGAGAGGAACATTAAGG\nTTCACCTAAATATAGAATACCCCAACAATGACCCTCTTACTTTTCATCTATTTAACTAAT\nTATTTTGAGACAGACTGTCACGTAGCCCAGACTGATTTCATATTCACCATGCAGCCAAGA\nACCTAGAGGTCTTGATCCTCCAGTGTTTACCTTCCAAGTGCTGGGATTAAAAGCACATAC\nAACCATATCTAGTTGTATGCAATGGGGGAGGGGGAGGCCGCGTGGCTCCTGGGCTTTGTA\nTATGTAAGACAACCATTCTATTAACTGAACTCCAGCCTTCTCTATCCCTCCCCCCCTTTT\nTAATGGATGAAAAAGGAGTTTAGACCAAAATGCTAAGCCCTTGCAATTCCTACCTTTAGG\nTACACTTAATCTAACCTGTAACAAGAATCCCAGCAAACCGTCCTTGTCCACACCACACCT\nCCTAACCTGCACAGTGCTCCTAAGTAGTTAGCTATTTGTTAGCAGCTCATGATTCGGGGC\nTAGGGAATCTGGGGCAGAGGCTAGGAGAGGAAATGGAGAACGCATAACAGTTATCAATCG\nTAGACACAGACAATTAAAATCCCAGCACAGGGGCACCGATACCAGGAAAAGGGTTGGTAG\nTACAAATAAGCTTAGGCTCAGAAACCTTGAAACACAGTTGGAAAGTCAAGGTCTCTGGAA\nAACTGAGACAGGAAAGAGTTCTGTGTGTATCTTGCTGTCTTTTGGCACCAGTCTCAAAAA\nCTGAAATAAAATACTGCACACTCAAGCAACTTTTAGCAAGCACAGCCATAAGTCATTCTA\nCTCAAACAATGAGCATTTTTAATAAAAGCAACAGGAAAGGATCTAGAAGGAAAGAACACT\nCCCAACACCCATTGTTCGGCAAACACACCCTTTTGAGAACTTTTTTTTCCCCTGCAGTTG\nCTGAGTGGGTGTCTGATGGTCGGAACATGAGAAAAAGGTAAAAACAACTTCTTTTATTCC\nAGTAAAGGATAAATGTGATTATTTCATTCTTACATAATGGTGGATGCATGATTTGCAAAT\nATATTTGCTTGTGCAATGGTGTTGAATTTGTGTTTTCTTAGCCTCCCACCCAAGTAACTG\nGAAAATATCCATGAGATGAGAGAATGCTTCTCTGGGCTGGCTTTCTGTTTTGGCGAGGGG\nACCGGCTGGCAGGGTGCAAAATGAAGCTCATTTAACCTCTTTCTGTTCCTCAGGGGCATT\nTGCAATGTGGTGGTAATCCCAAAACCGTTTTTCTATTGTTAGAAACTATGCAAACTTCAG\nTGTTGCTGAGAAGACTTTAAAGGCCAGACTCTACATGAGAGCTTTGTTACACACATAGTA\nACAGTGATAATGACAACAACCAGCACATTTGAGCATCTGTACTTAGGATTGTGAAGTCTT\nTATTCCAACTTCTTGTTCCTTTAAATGTTCTAGAACTACACAGCATCACACATACACCAA\nTGGTCTAAACGAATAACGAAGCTTATAAAAATAATGTAGAACAGATGTGCTTGCTCTTGG\nAAACAGTATTTGAAATCATAATAAACTCCTAAGATATTATCAAAGGACTTGCATGCTCCC\nTCCACAGTTTCCCAAACTGTAGCACCTTTTTTCATCAGTGGCACATCATCAAAGCCCAGA\nAATGGACACTGACAGCACACTGGGAACTAGCCACGGGCCTCACTAGACCTGAGTTATGAA\nGACATTTGGACACTGTTGGCAATGATGAGACTTTTGCTTTCAATTTGTTCTTGGAGGTGA\nCATGCTATAGGCAGATTGTGATCAACAGACATGTATTAGACCTGTGTTACAATTGTGGTA\nAGTTATTGAGCAGAACTAAATTTTGTGTTTCTTTTTCATTATTATTTATAAAGGAGAAAC\nAATATCAAACAAAGATGTCAGCATGAGGAAATACTCTAGTCCAGTGAGTGGTATACATTT\nAGAATCCCCTGGCTGGGGAGATGACTGGCAGTTGGTGAAGTGCTTGCCTGGTAAGCACAA\nGGACCTGAAATCAATCCCCAGAACTCATAACAAAGTTATATGGTGGCATGTCCTGAGGGA\nGGCAGACACAGGGATCTCTGAAGCTTTCAACCTTTGCCAGGTTAGTCATTTCCAGGTAAA\nAGTGAGTAGACCCTGTCTCAAAAAACAAAGTGGATCATGTCCTGAAGACAACACCTAAGT\nATGTTGTGTATATGTACCCAAACATATGCTTTCATGTACACACAGAACATCCCAAATTCA\nGAATTAATCACGAATATCTCTCTGTCTCTGTCTCTGTCTCTGTCTCTGTCTCTGTCTCTC\nTCTCTCTCTCTCTCTCTCTCTCTGTGTGTGTGTGTGTGTCTGTGTGTGTGTGTGTGTAGG\nCAAGGGTACCATTGGGTGTGTGGCATTCAGAGGGCAGTATGGGTCCTTGCCCTCCAACTT\nGCATGGTCTCTTGGTTTTTCTTGCTCTGTACCCTGGGCTAGCTCAGTCATGAGCTTCCCG\nAAATTCACCTGCCTCTACCTCCCATCGTGCCTTAGGAACTTAGGGAACATGTAAGTGTTA\nATGAGTCCAGCTTTTCACATTCAGACTTGGATTCTTACTGCACACAGTAAACACTTTGTC\nCGTCCAGCTGTCTCTCCACCTCTCTATGAGTTATTCTAATGGATATGTTTCAACTTTGGA\nGAGGTTTCCTTTCAGTCATTCTGTTGGCAGTAGCCATCTTCCACCTGCCATCTAGCTGCT\nCTGTACTCTGTCCTGTGGGCTGGCACCTAAGGACTCAGTGTGCTTTTGATTTCCTCCTCT\nTAGCTAGGAGTTGGATGCGGAATAACAGCAAGACAGCTGTAATGCCAGAATAAAAGGGAA\nATAGTGAGGCTGTCCCTAATAGCTGGGATTCCGTCTGACTTCTGACTATCTGCTACCTGT\nACAGTGTACAATTTATATGTATTGTAGCACGGGTCTTAAAGAAAACTAGAAAACCCATAT\nGGGCATTGGCATCTCCTAGTTTTGTGTGTCATAAGAACTTATGTATAAAAAGTCAACTGT\nGCAAGCACCAACCCTTAGTCTCGCTCTGGGGCAGTGCCCACCATCACTTAATGAACTATT\nAATATAATCACAATAAGGAGCCTCCTTCTGGGCTCATGTCCTGGAAGCATCTCTAGGCGT\nGCATTGATTCTGGAGTAGATTTTCTCAGTGCAGGGCCACTGTGAGGGTCACTGCAGCACG\nAGCTGGGATTCATTAGAGGGAAACAGGTGGGCATAGGATTTTACGGAGAAACATCTGGGC\nAAAACTGGCTTAATAGATAGGGAAGTAATCATACTGATAGTGGCATTCTTTGACCAACGG\nCAGTCTAGAGATCTGGGCAAAGAGCTTTAACTTTGAAACAGAACTGACTTTTATTAAAAT\nGTTCTACTGTTGATTTTGTTTGTTCTGTTTGTTTTCTGGCTGCAGTGACATTTGTCACAT\nGTAAATTATGGGGAAAGGAGTTCACAGTTCCAGGTTATAGTTCATGATAGCAGGGTCACC\nACAATGGCAGGAAATCGAAGGTTTTCAATCATATCACACCCATAAATCAGGGACAGAGAG\nCAGTGGATGGCACGCATGCTAGAGCTCAGCTCACTTTCTCTGCTCTTTCACAGTTCAGAC\nACTAGGGAATGGTGCCACCCACAGTGGGCAGATCTTGCTACCTCAACTAACACAATTAAA\nATAGTCTCCTACAGGCATGGTCATAAGCCAGTGGTTCTCAACCTTTCTAATGTTGTGACC\nCCTTAATACAGTTCCTCAGGTTGTGGTGACCCCTAACCATAACAATATTTTCATTGCTAC\nTTCATAATTGTCATTTTGCTAATTATGAATCATAATGTAGAATCTCCAATGGTCTTGAGT\nGTTCCCTGTGAAAGGTTTGTTCAATCCTCAAAGGGGTCATGCATGACCCACAAGTTGATA\nCCCTCTGCCATGGGTCAACCTAGTCTACTCTCCCCTCACTCCACCCCAACCCTTGATCCT\nTCCTTTCCAGGTGATTCTAGATTCAAGTTGGCTAATCAAACTAGCCACCCCAACCACAGC\nCCAGCTGTGTGCTTGGGATCAGGTTCCTTAGCTTTCTCTAGCTTCCATGTTCTCCTATGA\nAAATAGAATGTCTCTTTCTTTGTTGTGCTTAGACAGGGTCTCACTGTGTCTCAGCCTAAC\nCTTGGATGTGAGAGCCTCTTGAGTACTGGAATCACAAGCATATAACACTATGCCAAACCA\nTGTAGGTTGTGACAAAGTTTCTCTCAGATACTAGGCTTCCCATCTCCTGGGTCTACCTGT\nCCACTTCTTGTAAAATAGCAAGCCTGCTTGTCCATCCTGGATATCTAAACACGTTAGATA\nTCTGGCCAGAGTGGCCGTGCTTCACTCCTGACCTGCCTTCAGTAAGAATCTTCCTAGGTA\nACTTTAGCTAGAGCCCTATCCCCAGTGCTTCATCTTGGTAATTTTCAACATAGGACACGC\nGCGCACGCACACACACTCACAGCTCCTTCGTTATAAATGGTTGTTTGTCTCTGCTGAGTC\nCCAAGTTGAGCAAAATCTATCTCCCCTGCTATAAAATTCCATTGTTAACCGTCCCCATTG\nCAATGCTCCTGCATAGTCTTTGCTGTTGTGTTTTAACATGCCATTGGATTTTTTTTCTTT\nAATAAATAGAGGTGGGGATGGGGAGAAATCACCCAGGGCCTCTTATCACTGAAAACCTCC\nTTACCCTTCCCTTCCAATGCTATACAAGGAGGTGGTGTTGGGCCTCCTGCAGCCAGCCTT\nAGGTATTGTTACACTTGACCTATAAGTCTGGCTGTCAAATCTACCCTGGGGGAAGTCAGA\nGGATAGTGGCTTGGACAGCTTCAGGATGAGAGGTCACACCCTAGACTCAAATGCTTCCTG\nCGGACCCTTAGGTAACCCAGCGTGACGTCGAAGGCCTCCTCTCTGCAGGAATAGCCAGGG\nGTTTGGAGGCGCCTGGGACTCCCGCAGAGCGGCGGCCGCCAGGTGGCACCACGGACCCAG\nGGCCCGTGCGCTCCCGCGGGCGTGGGGCGGGGCAGGAAGGGGTTAAGGCGCCGGCGGAGC\nGGCCGCGGCGGTCTGGGGAAGCCGGGCGCGGGGCTCGGAGGAGGGAGCGGCCGGCTGCGG\nGGCCCCGGCCAATCGGGCGGCTGGCCGGGCGCGCGGAGCCACAGCGCCATGGAGGGAGGC\nGCGGCGCCCGGCCGCCCGTGACCGAGCGTGGCGAGCCCGAGAGGCCCGCGGCGCCCGTGG\nCGCGGAGATGAGCAAGTCCGCTGCGCTGCTGCTCTGCCTGCTCGGCTGCCACGTTTGGAA\nGGCAGTCACCAAGACGCTGCAGGAGCCCGGCGCGGGAGCCCAAGGTCGGTGGGCGGTGGC\nGGGGCTGGAGGGGGACGCTTTTGTGTCGCGCCCGGGCCTGGCGCGGCCGCGGTGGCGGCT\nGGACCCCGGCCGCATTGTGGCGGAGGCCCAAGCAGCACGACCTGCATCGCGGTCCTGCAG\nTCCCCCACGTCGCGATACCCGGGGGGGCGGCTCCGCCCGGGGAACACGCTGGGCCCGCGG\nCGCATATGCTCCCCGGGGATCTGGGTGGCACCAGCTGCTCTGCCACCCAGGAGGCAGCCG\nCTGGTGACTCTTCGGCTTATATCCAAGGTGCTTTCTTTTATGCATGATTCGGACACACGG\nCTCCATTGCCCCCCCCCCCCCAACTCCCCCGCCGCGGGAGGGATAGACCTGGGTGGCTGG\nTTCTCCCCCACTCCCCCCCCCCCCCTTCCCTCTTTGGGATCCCTGGAGCTCTGGTCCTGG\nAGTTCCAGCGCAAGGGCTGTGCCCGGCCCTTTTGTTGTGGCGGGGAGGGGGCGGCCGCCG\nCCCCAGGGTGCCCCTTGCGCCCTGGCGACCCCAGGTCTGCCGCCGCAGTTTAGGAAAGTT\nTTGGTATCTTCTCTCCCGACCCCCTTATTCTACGTGATTCTCAGACCTTTAGGGATTTGT\nTGAGCAGCCACAGGGATCATCTTGAGAAGAGAGAAAACTGGAACTAGGAAACCCTAATCA\nCTTAAAACCATTTCCATGTCTGTCTGTCGCCAGCTCCTGCCTTTTGTTTAATCTTTGGCC\nTCTTATAAATCTGCTTCCCATCTGTACAAGAATGGCCACCAAGAATGGCCACACGCTTTT\nTTTTTTTTTTTTTTTTTTTTATCTGAATCTATTTGAGAACAATCCTGGAGCTTTCTTGAC\nATGATTTTGTCAAGACAAAGTCTAGTGCTTCTCTGTTGCCTTTTTCTGAGGAGCGACTAA\nAGCCAACCGATGAGCATGTGTTAATTCAGCCAGGGCATCTCCTGCCCAGGGTAAACTTGG\nTTAGGGAGGGGCCTTCACTGGTCTTATGTGAGCTCCTGCAGGCACTCAGACCCTTGGCAA\nGATTCTTGACAGAAAGGTGTGCCCTGCTAAGTTAGCCCTACACACATGAAGGAGTGCCCC\nATCCCAGTATCCTATCACAGGGCCCAGCCTCATCCTTCTTCCCACCCTTTGAAACTTGGG\nACCAGGGGAGCCTTGACTTCCACCCAATATCTTCTTGGTGTCTGTTGACAGTCTGAGTTC\nAGTTAATGCTATTGGAGGTTTTTGTGCTCAATGCTTGCTGAATCGCTGGTTGGCATCTTT\nTAAATACACTGCTGCACCCATAGTTGACAGTAAAATATGACCATTAGGAATTGGGTGTGA\nATTTGGTAATGTATACTATGGAAGGGAGGTATTAACAGGGTACCAGAAGACCCATAAGTC\nACAGTAGGAGGGGGATACTTATGACATTAGGTCATCAGTATTGAATGATAGCCTCTTTCA\nTTTATACCCTACTGCTTTTTGAATCAGCTTTTTAAATGAATACTTGTGCCTCAACGAGGA\nCATTATTTTCAAAGGGCAGGTTGGGGTTTTTGTTTTGTTTTGTTTTGTTTTTGCACTTGA\nAATAGCAATACATGGAAATAATGAATTCGTTCATGTATAAAATATGAAAATACGAAAATA\nCATGGTTTCAATTGAAAAAAATCATGGAAGAAAAAAAACTACTGTCTTCAGGTCTAAGAC\nTATGTTTTATTAAGGTCTTACTGTTAAACCCCCTGACAGGGAATTTCCCAGGAAATGAGA\nGAGTAATGACCAACCTATGAGACTATTTGTGCCCTAGCTAGGTATATCCTCGAGTTGTAG\nTAGAAGACAGAATATCTTGGAATAGTGTTCCCCTTGGGTTTCTTTCTTGATTTGCTCTTT\nCCAATAAGGGTGGATTTTTAAGGTGTCAATCGCAACACATATATGGGAAGTCTCTGAAAC\nACCACCTGGCACCTGGATTTTTGAGCTGGTTGGGTCATTGAGGAAATTGACCGTTTCTCT\nTGTCATTTGAGGGTACCTTTAAACTGCTGAGTTCTTCAAAGCTTTTGGATAGCTATCATT\nCTGCCAACATGGTTTATCAGTTCATGTTTTCTCTGCTTTCCAAGATCTGTAGACCAGGAA\nAATAAATGCCATGCTTAACTAACTTCATGGTGCATAGGTGAGCCAACTGTGAACTTGTTT\nGGCACATAGTCCTTGGTGGGTGGGGGTAGGGTGGGGGAGCTGCTGAAGTGCTTACCACAG\nTGTAGCCAAGGTTTTTTATCTGCATGTATTTTAGGAAGTATGTATGCTTCCTCTGAAAAT\nCCAATTTGTAAGAGCTTTGCTTTTGTTATGGAAATGAGCTTGAATTAAAGTTTGAAGAAA\nCATTGTATACAAACAGGGCTTGGCTATTAACTTCAGAAAAAAATACTGAAATCCCAGACA\nTACCTGAAACCGTCCACTCTAGGATTGCTGGTGGCTCCCAGGACTCAATGATACCTCCTT\nTGTGGTACTATCTAGGGAAACTAACATCTGCAAAGTTTAATTCTAATGCTTGGCTCTTTA\nAATATTCATGATAAAAGTTAAGGGTTGGCTTACTGGCTGTAGCTGCTTTGCATCTGCAGA\nGTGACTTACACAGCACAACAGTTAGTGGCTCTGTGACTAGCTGTGACTGTAAACTCTCTC\nTGTTTCATCTGCATTGTACCATAGTTTATAAGATCGTTTCGTGGGGAAGACATTATTTAA\nACATGTTGACTAGCGACTTTCTGTGCCTCTTAAAAAAACCACACTGAGAGGGAATTGATA\nGAAGATGCTTCTCTGAGGAGGAGCTGTGCAGATGGACTCTGCAAGGTTGTCATCTTTAAG\nCCCTACACCATGGGCCAAGAGAATGGTCAACATCAAGAGAAGGACTTGGTGCCGAGACTG\nTTGGCACTTGATCTTTGTTTTGTTATTATCTGACAGAAAGGTATTTTATAGCAATATGTC\nAACTTTTCCATAATCTCAGAAAATCTACCATGTGCTGCAGTAATCCAGTGAGTGTTTAGC\nTGTTTCTTCTTTGGTTTCTACCACACTTGAACTTCGATTGTCATTAAGCTGTGTTCAGTT\nGGAAAACAGAGGAGCAATGAATTGAGGGGGCTAACAGGAAGCACAGCCAACAAGCTGTAC\nACATTCCTTAGCCTAAGACAATAACATCTAAGTACAACTCATTGGCTCACATCTGGGATC\nATGGACAAGTTGGACTTCAAAGGAAGATGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT\nGTGTGTATTTCTCACCCTTCTCATCTTATAATCTAGTTGAAAAATAAATCAACTAGAAGA\nTATCACTGATGTCCTTTTTATGAAATTAGCCAAACATCTTTAAAGTAAAATCAAATACAC\nATGACATAAAGACTAGTCCACTGTGCTTCTTTGTATCTTGGATGTTACCCACAGTACACA\nTGGGAAGTTGTGCTGATAACAACATCAGCACCCAACACCTCACTCCATGCTCCCAGAAGC\nTGGTTAGGTAGAAGGCAGCCCATTGGACATAGACTAGGCAGCACTGTCTCTGTAGTGAGT\nCCCAGTCTCAGATTGACTCCCCAAATGACGAGCATCAGGTAAAGCTGCCTCATGTATACT\nATTGGGTGATCTATTTGGGTAGGTGGACTGTCAAATATAAGTTTAATATAGTCATCAAAT\nATTTTAAAACCTATTATTTGCCACAAAACATAAGACTACGAGGTGGTTTGAAATTGTGAA\nAAATAGCCACGAAAGAAAGAAAGAAGGTCTGGATACAGACAATTTGCCAGTGGGTTTGCT\nAAAGCTGGTGTCTTTCTTGTCTCCTGCTTTCTGCTCTTTCCCATAGGAGGAGGAACTTTT\nAAGTTCAAGGAGGAAAGACACACACCTATTTTCTAATCAAATGAGTACCTTAATTTGCTT\nACTTATTTTCTTGAGTTTGGGATTTGAATAGAAAAAAAAAAGTATTGAATTTGTGATGAG\nAGAAAGATTTTTTTTTTATGTCAGACTGGAGGAGAGACACTGAACACTTTGATTAAATCT\nGTCCAGATTCTCTTGGGTGACTCACATCAGTAAGGCTTCCAATTTCAAAATCAGGACGAG\nTTGTCCAGTCTCCGTGGACAGCGGTTGAGGCTGGGTGCAGTAGCTTTGTACTCTGGTCAT\nTCATTGGCCCCACTACACTGTCACGAGAAAGAGCCTGGCAGAAGGCATTTCCTACTGGAG\nATTTGTCTCCAGAAGAAATTAACTCATGTGTGTGTTGGATCTTAATATTTTCTTAGTAGT\nAACATTTGCTATATTGTCAAATATATATAATTATTACCTTATTAGTAATTTAGATGAAGG\nCTTTTCTGGGTCATTGATTATAGTTTCTTATCAATAAACTTTTAGAGGGTAGACTTATAA\nAATTTTGAGCCAGAGAAGGTGTCGAAGGGCTCGTGTAGTCAGGCGGACCCTTGGGCTAAT\nCTGTGATCTGTGCCCCGTTCCCTTTGTTAGTGCTTTCTTTCGTTACCTCTGCAGGTCCTT\nTTTTGTTACAGTGCATATGTATGTGTTGTGTATGTATGTGTGTGTGTGTGTGTGTGTGCA\nTATGTGTGGAGGCCAAAAGCCAGCATTAGTTGCCTTCTCCAGTGGCTTTGGACATTTTTT\nTGAGGCAGGGTCTCTTGCTGAGCCTGGAACTCAGGGTTTCAGCTAGACTGGCTGGCCCAC\nAAGCCCCTGGAATCTGCCGTTCTGGAGGTACAATCATGAGCTATCATGTCTGGCTTTTTA\nCATCATTTCTGGGGATCCAGATATCAAGTCCTCATGCTTGTGTGACAGGTGCATCACCCA\nCTGAGCTACCTCCTCAGCTTTGCCAGGACATAATTGTAGAGCCCAGAGATAAGGGGGCAG\nATGTAAGATGTCGGGTAGTCCTATAGTATAGATTGGATCATGCTTGCTCCGGTGAACAGA\nGAAGCTGACTTCCTTGCTACTAGGGATTCCAAAGAAGGAGAAAACTGTGGTGTTTGTTAC\nTATTGAGCCATTGTGACCAAAGTACCCGTCAGAATCAACTTACCTAAAGAGAGGTTTATG\nCTGGCTCCTAATTTCTGAGCAGTTCAAATAATCGTTGAGGGTTAGGTATGTATGACAGAG\nTCACTTCGCCTGTGGCAGCGGGAATGTGACCTGCTGTTCATGTCATGGAAGACCAGGAAG\nAGGGATGGTTAGATTGGAAGTAGGGCTGGCCTATGACCTTCAAAGACCCCTTGTGACCCA\nCTTCTGTGAAGTTGGGCCCCACTCCTAAGGGCTTCTCAGCCTGTCAGATCAGCATGGCTA\nACTAAGTGACAAGCATTCAAACCATGAGCTTCAGAGGTGATTTCAGGTTCAAAGCAGAAC\nTGCTGAACCTGAGCATCTCTGTACTTCTCAGGAATGGTTTGGGTTCTTTAGTACCTGGCA\nTTGGCACATACGAGAAAACATAACACGGCTTATGTAATGCCAGAAGCTATGCTTAGAAGT\nGCTACACTTAAAGTTGAATTTTTAATTTTTTGACATGAGATCTTAGGAGGTGAGGCTTTT\nTTTAAAAAAATAGCCATGACTTATTAAATTCTTCAAATTGTAAGTATTTGTGGTATCTCT\nATCACACTTAGTACTTTATTAGTGTATTAGAAACAGGTGTCCTCATAGGAAAAAATAATA\nGCTATTAACTAACATGTCTTGAGTGCTTGCTATCATGTTAGGTGACTTCATGAGTTAGTG\nTGTGTGGCCACAGGGGTTCTACCTCCCCAGCTCTGGGGTTAACAGTGGCAACCAGTCTAC\nCCACATTGTTTCTATGGGTTCTGTGGCTTGAACTTAGGGCTTCATGCTTATATAGAAGAA\nCTTTGCCAACTGAGCCATCTCTGCAGCCCCTCAATGAATCTTTTTCTTTAATGAAGAATG\nTATACCATTCTCATTTTATAGAAAAAGAAATATGGGACACAGAGGTGGCTAGCCACTAAC\nCCCAAATCACACATCACTGAGTAGTATCCACTCTTTCCCTGAGAATGCCTTCAGACTATG\nTTGCTTTAGGACTGGGAGAATCAAATTTAATTTTGTGCATTCTCAATCATCATAGTATTT\nTGCCAACATAAATAAGAGTCTCTTAATGGTTCTGAATTTTTATGAAGACAACAGTATCGC\nCTGTCTGGCCCCCTTTTGACCTATTGAAAGTGTCCTTCAACAGACATCTGCTACACATCT\nCCTAAAAACAAAGCTTGGATCCAGATTTGGAGAAGAGATGCGAAACTCATATAAATAACT\nCTCAGAGGCTCTTGAGGGAGGTCTATAGAGCAGGGTGGGATCGTGCGTCGGGAGCCTCTC\nCTGGCTTGATTTCAAAGCCCATTAGTGTTTGGCAAACTGTTTTTATAATAAAAGAAATGT\nGTTTGAACCCAGCTATTGGGAGGTGGAGGATGGGAATGATGTGGTCCTGTGTAAAACGTT\nCAGGTGTGGTTGGATGCTTAGATCCTAATGAGATGCCTTCCCTGCAGCACAAGGAGAAAA\nCTATTTGCTGTCATGTGTCAAATGCTACTTTTATCAGTGTTTGGGAATGCTTGCAAAAGA\nCTTGAACTTTTTCTTTCTAAAACAGTCTTTCCTTTTCCTTTTGCTTGTACAATAATCTGA\nGAAATTTACTTTTATAAAAAATGATGGTTTTATGTAACTGAAAAAAATTGTTTTCTAACC\nTGCTTCATGAAAATGTTGTACCAAAAAAAAAAAAAAAAGGCAGAATTTTGTGATGGATAC\nTCAAACACAAGCTCCTAGGGCTGATATGTTACTGAGTTTGCTTTATCACGTATCTGTTTA\nTTGACATGTTCTCGCCATCTATTAATCATGATTTTTTAAAATGCATTTTAAGCCTGTGTT\nTGGTATCAGTAGCAGTTTTTCCCTCAAGTATGTTAGCATGGGTATCATTAGTGCTTAGTG\nTTTTTTTTTTAAAGAAAAAAAGAACAGTTTAATCATCTCAAAAGGACTCAGAACTACTCC\nCCTATTTTTATATATAACACTAAATACAGAGGGTTGGGCATCATGGCACGTCAAGACTCT\nCTTCATCCCCTCTCCACTGAGACCCTTCTTTCCAACAGTCTCCCTCCTGCTTTAAAGTTT\nTTTTTTCCCTTTGATCCATAGACTTTTTTTTTCCATTTTTTATTAGGTATTTAGCTCATT\nTACATTTCCAATGCTATACCAAAAGTCCCTCATACCCCCCCCCCACTCCCCTACCCACCC\nACTCCCCCTTTTTGGCCCTGGCGTTCCCCTGTACTGGGGCATATAAAGTTTGCAAGTCCA\nATGGGCCTCTCTTTGCAGTGATGGCCGACTAGGCCATCTTTTGATGCATATGTAGCTAGA\nGACACGAGCTCTGGGGGTACTGCTTAGTTCATATTGTTGTTCCACCTATAGGGTTGCAGT\nTCCCTTTAGTTCCTTGGGTGCTTTCTCTAGTTCCTCCATTGGGGGCCCTGTGGTCCATTC\nAATAGCTGACTGTGAGCATCCACTTCTGTGTTTGCTAGGCTCTGGCATAGTCTCACAAGA\nGACAGCTACATCTGGGTCCTTTCAGCAAAATCTTGCTAGTGTATGCAATGGTGTCAGCGT\nTTGGAAGCTGATCATGGCATGGATCTCTGGATATGGCAATCACTAGATGGTCCATCCTTT\nCGTCACACTTCCAAATTTTGTCTCTGTAACTCCTTCCATGGGTGTTTTGTTTCCTATTCT\nAAGAAGGGGCAAAGTGTCCACACTTTGGTCTTCGTTCTCTTGAGTTTAATGTGTTTAGCA\nAATTGTATCTTATATCTTGGGTATCCTAAGTTTCTGGGCTAATATCCACTTATCAGTGAG\nTACATATTGTGAGAGTTCCTTTGTGATTGGGTTACCTCACTCAGGATGATGCCCTCCAGG\nTCCATCCATTTGCCTAGGAATTTCATAAATTCATTCTTTTTAATAGCTGAGTAGTACTCC\nATTGTGTAAATGTACCACATTTTCTGTATCCATTCCTCTGTTGAGGGGCATCTGGGTTCT\nTTCCAGCTTCTGGCTATTATAAATAAGGCTGCTATGAACATAGTGGAGCATGTGTCCTTC\nTTACCGGTTTGAGCATCTTCTGGATATATATATGCCCAGAAGAGGTATTGCTGGATCCTC\nTGGTAGTACTATGTCCAATTTTCTGAGGAATTGCCAGACTGATTGTGTTCTTTTTTTCCT\nTAGAGAAATTTACATATGAGGAAATACATGATTTGTGTTAACATTTGCAAACACCTTTGC\nACCTCAAGCCCTTCTCAAGATAGATATAAACTATCTCCAGCACTCCAGGAAGTCCATCAC\nTCCTTGCCCCAAATAGTCCCTGTCCCTCTCATTCAAGAGCAACATAGTTCTGATATTTTT\nCCTGCCATAGATTATTTTTTGTTCTTGTACTCTTTCTAGAACTTAAAATGAATGAAACTG\nGATAGAATGTATCCTGATGTCTGCTGTTCATCAGAACAGGTTTTAAGGTTCACCCAAGTT\nACAGAGATAGGAACACAGTCATTTCTTTCTTTATTGCCAGCTTTCCATTCTCTAAGTATT\nGTAGATTGTTTACCTGTTCTTCTACTGATGGGGACTTGTACTGGGTAGTTTTATGCCAAG\nCTAGAGTCATCTAAAAGGAGGAACCTCAATTGAGAAAAGGCCTCCCTAAGATCCATATGT\nAAAGCATTTTCTTAATTAGCGATTGATGGGGAAGGGTCCAGGCCATGGTAGGTGGTGCCA\nTCCCTGGGCTGGTGGACCTGGGTTCTATAAGAAAACAGGCTGAGTAAGACATAAGGAGCA\nAGCCAGTAAGCAGCACTCCTCCATGGCCTGTGCACCAGCTCCTGCCTCCAGGATCCTGCC\nCTGTGTGAGTTCCTGTCCTGACTTCCTTCAATAATGGACCACAGTATAAGTAATAAATTC\nTTTCCTATCCAGCTTGTTTTTAGTCGTGGTGTTTCCTTGCAGCAATAGAAACCCCACCTA\nAGACATTTCTCACGGTATTTCTAGCTTTGTCTGTTTATATGTTTGGATGAACACTTTACA\nCAGTTCTTTTGTGCACATAGTTTTCATTGCCCTTGGGGCATACTTAGATGTCATTGGGAG\nGATGACTCAGTTGCTAGAGTACTTGCCAAGGACCTGAGTTTGGTCCCCAGAACCAACATA\nAAAATGTATGTAATTATAATGCCAGGTTTGGGAAGGTGGGAGACAGGGTGTTCTCTGGGG\nCTTGCTGGCCAGCTAGCCGAAACCAGCTGCTGAGCTCCAGCCCAGGGACAGACCCTGATT\nCAAAGAGAGCGGATTATGTTGCTGGGATGACACCCAAAGTTGTCCCTATCCCTTCATACA\nCAAGCATGTGGGCGTGAGCAGGATTCAATGCCATTTCTTTCCTTAAAGACACAAGCCACC\nCATGGATTCCAGTTGCCACTCAAAAGAAATCAAGATATCTTGCCTAAGGATTTTTGCAAT\nTATTCAGTGTCTTCATGAGTACTGTGAGTCTTTAAAATAGTCTAGTAGCTTTTAAAAGTT\nAAGACAATGGAGTTCTAAATCTATCCAAAGCAGAAGGCAGAAGACCTGACGTAGTGTTGA\nGGGACCAGGAGATGACTACTTTGTCTGCTGGTATGTTCCATGGCACAAGTGTGATTTCAG\nTGGCAGAACCTGGTCTTAAGCCCAAGTTAAGTCGATCAGAGCAAGCCTGATGTCCTGCAT\nAGTGTCCCTGGAGGAGAAGCGAAGTGCTGGAGAAGGAACTGAAGTAGAGGCTCAGGTTTC\nTCTGGGCTTCTCCCTGAGACGTATAGCCACACTGCTGCTAGGTGCATTGCCTCAAAAACT\nGTCCCCTCCCCACTTGCATGCATAGCCAGACTGCTACTTAGGAAAGCAGAGGGGGAACCT\nGGAGCACAGTGTGGTATGGATGGGTTACTGCAGTAGAATTGTGATCACACATGCACCATC\nCTGTCAGGTGAAGCTGTGGGGACCCTCGGGGCCGTTACTTACCTGCTTAGCATGGCATAA\nGACTGTCCCTGTCCCAGGGGCTTTTACAAAGACAATTCCCAGAGTTGATCACATTAATTC\nTGAGTCACCAGCTACATGCATGGCCTTTCAGGTGAGCATACCTGGCCAGATGTGAAGAGC\nTGTTGTAGCCATCCATATTTGGATTAAGGAAGAAGTGGTTGCTGGCATCACCTCCCTCTC\nTTTGTGGCTGGCTTTTTCTAATTCCTTGGGTCTCTCCCAACTTTTCTGTTTCTGAGCTTT\nCTACTTTTAAGAATTGCATAGAGAAAAGAGCCCTGCACACAGGGTTGTGTGCACTGTTCT\nTCCAGTGGGGCTATTGTTCCATGCCCTTTTGTCTGACTTCTTTGGACCTTGCATAGACAG\nGTAGGATTAGTGGTGTAAATAGTCCTCTGTTGTTTGTTATTAAACAGAGGGTTGAGGTGT\nTTCTTTTTCAAGCACAGCCCAGTTTCCTGCTTCAGTGCTCAAGACGCATGACCTTTGGCT\nCCTTTCTCCCTGTGCAGTCTTAGTCACATCTGGGATTTAAAGTGGCAGGAAGTCCTGTCC\nTGGAGGTTGCTGACCAATCTGACATCATGTGCTTGCTTCTAACCTATCCCCCTGCAACAC\nTGCCCTGTTTCCCACCCCCAGCCAGCTTCCCCCCGCCATCTCCCTTACTTTTCATTTCAG\nTGTCCTTCTCTTCCCCTTGCTTAGGACCTCTTCCTCTCTTGATCACTTTCTAGCTTCAAG\nACCTATACACACACATCATAGAAATACATATACACTATATATACATACATATATATATAT\nATATATATACACACACATCATATACACACATACATTATATATACACACATTGTAACACAT\nACATACCATATATACACACTATATACACATATATATTATATGTATCATATATGTATATTG\nTGTGTATCTATACATTATACATGTTTTATATATACATGTTATGTATTTATATATATACAT\nATACACACATACACACATACATGTGCGTTCTCTCATAATACGGACCTAGTTTTAGAAATT\nTGCACACACATACACATTTTAAAATCTAGGTCCCTGTTATGACAGAACTCATGCAACATA\nGCTTTCTGAGTCTGGCTTGTTGCACTTAGCATAATGATATTCACTTTTGTGCAGGTGTCA\nTGATTGAATTTTCCTTACTGCAGAATAAAATTCTATTACATGTATTTATCACACATTTTA\nTTTTTCACCTGCTGATAGTTCCATTTCCTTGGTGTTGTGAACTGTGCAGCAGTAAGCACT\nGCACAGGGATCTCTGTGGGATGTAGACATAGAGGCCTTTGGGTAGATGGGCAACAGCAGT\nATAGCAGGGTCACGTGGTAGATCTTTGTTCAGTTTCCTGGGAAGCCTGCATATGATTTTC\nACAGTGACCACACAAGTTTGCATTTAAAGCAGAAGTGTATATGGGTTCCCATTTCCCCAC\nATCCTCACTAGCATTTGCTGTCATTGGATTTCTTGATGACAGCCATCCTGCATGATGTGG\nAATGGAGTCTCAGAACAGTATCAACATACACTTTCTGCCATTCATTCTTTTTTTGCTTGT\nTTGTTTGTTTTGTTTTTCGAGACAGGGTTTCTCTGTATGGACCTGGCTGTCCTGGAACTC\nACTCTGTAGACCAGGCTGGCCTCGAACTCAGATTCGCCTGCCTCTCCCTGGTGCACGCCT\nTTAATCCCAACATACACTTTCTGATGACTGAGTATTTTGAACACTCTATGGCTATTTTCC\nTCCCTTGGAGGACTGTCTTCTGTCTAGCTCATTAGCTTATTTATTGGTCATTTGCTTTTT\nGATGATTAATTTTTGCGCTTTTTTATATATGCTAAGTCTCTGACTTCTAGTTGACAAAGG\nGATATTTGTTTGTCTGTTTGTTTTCCCTCAATTTCTATGTAGGTATCTCTTCCCTCTAAT\nGACTGCTTCCTTTGCTGTGTAGAAGTCACATTCGTCTCTTCTTAGGATCATCCTGCGCTA\nGTAGAGTTTTCTTTACAAAGTCCTTGGCTCTGCCCACATCTGTAAAGTGTTTTCTTTGAG\nTTGTCCTGTAATCACAGCTTTTGGTCTTGCTGTTATAAAGACCTTTCATCCATGTTGAAT\nTGAGTTTTGCTCAGGGTGAGTTGTATGGATCTGTAACAGCTTCATTATTTTATGTCTGGA\nAATTAGCTCCCCCAGGATCATTTGTTAAAGAAGATATTTTTTCCCGTTATATGTTTTTTA\nCACCTTTGTCAAAAGTTATCTATATAGGTTTGTTTCTGAGCCTTCTGTTCGAGCCCACTG\nACTGATATACCTACTTTTTTATCACCAGCATGCTGTTTGGTTACCATGACTCTGTAAGAT\nAACTTGGGACTCAGATATTGTGGTGCTCCTGGCATTATCCATTCTGTATAGGGTCTTTTA\nTGCTTCCATATGAATTTTGGGATTTTTTTACACTATTTCTGCACCATTGAATATCTGAAA\nTACCGTGCATTAAATATGTATATCAATTTTGGTAATGTAGCTATTCCATAATATTAATTT\nTGACAAGCCATAAACAGGATTCATAGGTATTTTTATGCTATTATAAATGGGATTTTCCTC\nATTAACTACTTCCTTGGCATATTCATTATTGATACATAAAAATTAATTTTGTCAATTTTG\nTATCATACTATTTAGCTGAAAGTATTTATCAGTTCTGAGAGCTTTCTGATGGAGTAGTTG\nGATCAGGATTTCCCCAGATAGGATAATTTTACTTCTTTTCTTGTCATTTTTTTCTTCCTT\nGTCTTCTTGCCCTAAGACTTTGAACACTATATTGGATAAGAGGAACAGAATGAATGAATG\nTCTTCATCACACTTTAGGTTTAAAAAAAATACACAGTATTTCTGCATTTAGGCTGCCTAG\nAGGTAAATTTGCTGTAGGTTCATCATCTATAGCCTTTATTATATTTATATATACCTAATC\nCCAGTGCCTTCAGGGCATTTATCATGAAAAGATGTGGAACTTTGACAACGTTCTTTTCTG\nTCAAGATTGTGAGGATCAGCTGATTTCTGTCATTAACTTAGTGTGTGGTATTGCTCATTT\nATTTGTGTATCTGCTCAGTTAACTTTCCATCTCTGGTTTGAAACCAGCGTGGTCATGGTG\nTATGAACTTTTTAATGCATTCCTGAAATCAGTTTTCAGGAATTTTACTGAGAATTTTTGC\nATCTATGCTTCCCAGGGAAATGGGCCTATAGGTTTCACTTTTGTGTCCTTATTTGGTTTT\nGGTGCGGGGCTTCATACAGTGGAGTGAGTAATGTTCCTTCAGTTTCCATGTTATGGGTCA\nGTTTAAAGAGTATCAATCGGTTTTGGCATTTCTCTAAAAGGTTGTTAGAATATGTCGGTG\nAATCTGTCCAGTCCTCTGTTTGTCATAGTAATGTTTCAAATTTCATTGATCTTATGCAAA\nAGTTTAACTTGGTTGTGTCATGCCAATTAGTCTTTAAGGCAAAAAAGGACACGCGGTGAT\nTGGGTAGGAAAGGTGGAATGAACTAGAGAGGACTTTACATTTAATTTTATTATGGTTCAG\nTGTACATGTTTGTGTAGTTTCTGTTGATTTTTTAGCTTTATGGCACTATGCTCTGATAAG\nATACATAACATTGTTTTGATTCTTTTGTGTTTGGTAAGACTTGATTTCTAGCCTAGAACA\nTGAGTTTATTTGAGGAATGTTCCATGGGACCCTGAGGAGAATTTCTCTCCTGCTCTTTTA\nTATAGACATCTGGGTCATTCTCTTCTAGTATGGAGGAAATCTGTCATTATTTCCACTAGT\nATAAACAAAACAACATTAGAAAATGTGAATCTGCTATTCTCAATATTATAATACAAAGTG\nACGGCACTGGCTCTTTACGGATGGCGTGAAAGGAATTAGTTGTGCTTGGTGTCACGTGGT\nTTTATAAGCATCCCTGTTGAATCAGAGGTTGGAGGTGACAGGTTTGGCCGACGCCTTTGA\nACAGGATTTCCCACTTTTCGCCCTGCTGATTCAGCCCTGCTCTTGGTTACCTCCCATCTG\nCTCTCCATGCTTTTGCATTTGTGAGAAGGCATATGGTTAAGGGATGGAAAAGTCACTGCA\nTGCAACTGGTGAGGGTGGAGGGTGCCATGTCTGCAGGCTGGTCAAGTTAGCAGCCCATCT\nGCCAGAGCACTTTGAGCAAGTTGCTCGGCTCCCCAAGCCTGCGTGCGGAGCCCCTCAGTC\nCACATTTTGTGGACAAGATCCAGCTTGGCAATATCAAGATGAAGGCTCTGCTTCCTAAGG\nGGTTTGCTACAAAGCAGACACCAGTGTGATTGTATGGACACATTTGTTTTCTTTTACTGT\nAGACTCGAAGAATGCTAATGAAATGAAGATGAAGAGTGACCACACTGCTCACTTGTCTCT\nCGGTGAAGCAAACTATTCTAGGGCCTTTCTCTGCCCCCTCCGCCATCCAGAGCTTCACTA\nTCCAGCCAGACTGACCTTGAACTCGTGATCCTCCTGCCTTAGGCTTCTGGCTGCTAAGAT\nTCCAAGTGTCACCTTACCCTGGAGCTTGGGGGCCTTTTAATGTGCACTTTGTATTTCCTG\nTAGAATTGACTTGTGCGTGGAACTTGGGGTTTTAGATGGACTGAACATTGATAAAAGGCT\nTTTCTTGTATGCTTTCCCGTGACTCTTTGAAAGTTTCCTTCACCATCCTGACTCTTGTTT\nGGCTTTTTAATTTTAAAAATAAAGCCATGCCTATACTGTTAACAATGCTTCTCTTGATAG\nATGAGTGGAAATGTTCTAGATGATGCATTAACTATTGAAGATAGGCATTCTACACCAGTA\nCTCCATATATGCTAGGTAAGCGGGGAGAGTGTGCTAATTGTTTGGAGCAGGGGGTTAATT\nCCTGTGCACACATTAGAAAAGGTGTTCTTTTGGTTCACTCTCCCCCGTGCACTCTCTTTT\nCGGTGGGGTTTTTCCTTAGCAGATCTCATTTCTAAACTCAGTCTCCAAGTCCACAAAAGA\nAAGCATCAGCAGGACTCGTTGTTAGGCACATCTAACGTTATTCTTCTGCTCTTCACCTTG\nTGGCTCTTGAGTGGTTTTTTGGTCATCCACTTTTCCATCCTACAAAGAGTCTCTGCTTTG\nAGCCAGATGAGAGGTTGCATACTTGTAATCTCAGGGCCCAGGAAGCAGAGGAAAAGGGGT\nCACAAATGTGGGGTAGCCTGGTCTACAAAGTGAAAACCTGACTCAAAATAACCTACTCTA\nTGTACGTTGGCCAGAAAATTGTCTGTATCAATGTTATAAGTGTGCACAGTCCTTAACGGC\nTCTCCACATCCATGGTCTGTACTGCGCTCTCCTGTTCTAGAGTATTCCAAGAGATGTTAC\nACATGTTATAATGAGAAGAGGTGTGACTCGCAGTCTTGTGTTGCACTGGGTGGGGGTGAC\nAGTCCTACACCTCCTTGTCCTGTCCCTCATATATTCTCTCTCCAAGTTCTACATGGTTGG\nTGGGTTCTGCAAAGGGACCCTGCTCTGAGCCACACTGCTCCTCAGCAATACTTACTGCTG\nCTTCCAAGCACAGCTCGGAGTCTCATGGGTGAGTGTGAGCAGTCACTTGGCATATCCCAG\nCACGGGAGACATGAAGAAATAACACCTAGTGCCTTCTTTCCAGGAACTGAAGCGTTCGTG\nCGGGAAGCAAAAATAATAAAGAATTCAAGAGGGAACCAAGTGGTGTTAATAAGAGCATGC\nCAGGGTGGCATGTGGGAATTGGGAGTGGGGAATGGAGAACCTGGAGGGCAGCATGGGGTT\nCACAGGTCAAGAATTAGTCATGCAGAAAAGAGACAAAGATACCCTTTCCATGGGCCACTG\nTATCATTTGTGTGATGTACATTTGAATGGAGCAGGAAGGTCCCGACATCCTGATAGCCTC\nCATAGCCAAGATGGCTACATTTATACGTCTGTGAAGTATTACCAAAAATAAAAATAGCTT\nTGAGCTGGGGGGAGGGGAGCATCTAGGAAGGCCGCTCAATGGGTAAGTGCTGACAGCAGA\nAGCATGGAGATCTGAATTCCGATCCCAGAACTACACAGAAAGCTTAGTGTAATGGTGCAC\nACATCTGTAATTCCAGCATTCCTACTGTGAGTCAGAAGGCCCATGCAGGAGCACACAACA\nGCAAACCCGGATGGACCTTGTATTAGGGAGGAAGGCGAGACTGCCAGTCAAGTTTGTTCT\nCAGCCCTCCACATGCACAGTGCGATATAACCACACTAACACAGAAACACAGAGGGAGGTG\nGGGGGGGGGAAGAGAGAGAGAGAGAGAGAGAGAGAGAGAATGCTTTGTTTTCACATATCT\nTTTTGCAAAGTAGCCAGTTGCTGGGGTCTCCTAGTCAACTCAGTGGGTAGTGGGCGGCAG\nTCTAAGCCCGTGACCTCATTGCCATGTCTGCTTGGGATTCCTCTTTCAAGTCACTATAAA\nTCTTCTTTGTCTGTTTCTGCTCCTTGGTTGATTAATCTTCAACCAGATATTCTAGCATCA\nAAGCGTCCTGCTCTTTCCAGCAGAACCCTTTCTCCCCACCCCCAAGCCTGGCCTCTGCTC\nGAGTCACGTCATTTACTTCGAATGCAATTAGTTGTCTCCGTGACAGGAGACTGATTTCTT\nTCCTCATTCTTGTTCTTGGCTTTACAGTTGAGTTCAGTGGAAAGTGTCCACATCACAGCT\nAACAAAAGGGCACAGAAAGTTCAGCCCCTCTCAAGCAGGGTTAAGAAGACTCTAGAAACT\nATGAAATGGTTGAATGGAGCTGCTGGGGGCCAATTTATATAAGGGTTATCAAGTGTTCAG\nTGCTTACCTTCCTAAGTCCCCAGATGTTAGTGGCAAAGAAGCTAGTGTTCCAGTGTCTCG\nTGGTGAAAGAGAGACTCAGCTCCCTGGGGAATAGGCTCCCTGAGGGGTCCTTGTGGATGC\nTGCCCAGGGAGTGGCCTCTGGGCAATCAGGAGTGATCTAGGGCTTCCTTTCATTCTTTTG\nGCTTGGGGGAATCAAATGGGCAGCAGAGGTTGCAGGAGAGCCTGTGACCAAGTGTTGGTC\nATTTTTCTCAGTCTACTGGTATTCATGCAGCCGCCCCTCCTATTCATCAAGACTGTGGAA\nACACATGTGGTCACCACCTTCTAAGTTTACATTTATTGCATGAAGATAACTATTCAGTTA\nGCCACATTGCCATTCCAGATGGGAAATATCTGGACCTGTTGCAAAACACCTGTCTTCAAG\nTGTGTGACTGCATGGGGGGCCTAATTATGTTTCATTTTTCTTGATAATGATCTAAGTGAC\nTTGTCAGCTTCTGGTGAAAACCCAGGTTTGCCAACAAATCAGTTAGCAACAGTCCCCAGG\nAAGGCAACAACGTAATCTTACCTAATGTTGAACTTAAACATTCTCTGGCTCCCCACACTG\nGCATGTAAACGGAGGGCAGAACTCCAGAGGACATCATGAAGCCAGACTACTTTTTTTTTA\nTTTTTTTTAGATTTATTTATTTATTATGTATGTAAGTACACTGTAGCTGTCTTCAGACAC\nTCCAGAAGAGGGAGTCAGATCTCGTTATGGATGGTTGTGAGCCACCATGTGGTTGCTGGG\nATTTGAACTCTGGACCTTCGGAAGAGCAGTCGGTGCTCTTACCCACTGAGCCATCTCACC\nAGCCCCCAGACTACTTTTTAAAAGTAAAACTTACCAGGTATAATAACAGCATGTGTCTGT\nTGGGCTGATGGCAACAGAGGCAGAGAGACTCCCGGAGCCCTCTCCCCAACCAGCCTAGCT\nGAAAGGAGAGCACCAGGTTCAGTGAGGGAACATGTCTTAAAGGATAACGTGGAGAAGGAC\nTAAGAAAGACACTGTACCAGGGGTTCTTAGCCTGTGCATTATGACCCCCTGGAGGTTCAA\nACAACCCTTCTATTGGGGACACATAACAGATATCCTGCATGTCAATTATTTACTTTATAA\nTTAATAACAATAAGAAACTTACAGTTATAAAGTAGCAATGAAGTAATTTTATGGTTGTGG\nTTCACCACAGTACCAGGAACTGAATTAAAAGAGTCTCGGCATTAGGAAGAATGAGAATTG\nCTGCTCTTTATTAAACTCTGATTTCTATATGCACATGTGTATACACACACACACATACAT\nAGGCACACACACACACACACACCAAAATCTTCAAAGAAAATACAAATTAAGCTTCATGAG\nTTGGACATGGTAGTTCAGGCTTTTAACACAGCTGACATGAAATGGAAAAAAGTTAGAAGC\nCAGACTAGGTTACACAAGATCTTGCTTCAAATAACAAAAATTAAATAAGTAATGATAAAG\nAAAAGGAAAACAACACGACGTTTAAAGTATAACACAAGTAGCCAACGGACATGCAATATA\nTTAAAAGTGCTTCAGGGTAAATTCTGTCCCTCCTTGCCTGGCCCCCAAGTTTAGCTCTTG\nGATAAAAATCCAGCATCTGGGCTTGTGCTTCCAGTGGCAATGGCTCGAGTGCACTTCACG\nTGCACTTCATGTCTGTCACCTGTGGATCTTATAAATGAGTCCGTGGATCTTATGGAGTTC\nTTGAGAAAATAGTGAATTTCCACATTAACCCATGTGCTGGCTGCTTTGCACACCAGATCC\nCAATGTGTAGCAACAGAAGGGGCAGGTCTAGGACACACTGCTCCTAGCAACAGGCAAACT\nCCTTCTGCCATCTGCTCTCACCCTCAGACACTGCTCTTCCGTTCTTCAAAGCCCACATTC\nAAGACAGGAATATGAATGAATGCTAAGGGGGCCAAGGTCCACTAGAGCCTTGAAAAGACC\nCTGTATGTCTTCCCCGTGGTAAGTATTCACTTGCTGACTGACTTCCACTATAAAAATATT\nTACTATATGCATGATTAAAACACTTCATGACTCCTACTGAGACAAGCTGTAGACTTCAGT\nGTGATTGCCTTTAATCTCCTTTTATGAACTGTCCTTCATGCTTTTAAGGTGGATCACAAC\nCCTACGCAGGTGTTAAGCGTGGATGTTTTTAATCCATTTTTAGTCTTCAGATGCGTCTAG\nTTTTGTTCAGATGAAAAGGTCATTTAGTGCGTGCTGTTTGGGGGAGGGCTTGGGGAGCAG\nTGCGTCCCTCCGTGACCCCAGGGTACAGCAGTGCGTCCCTCCGTGACCCCAGGGAACAGC\nAGTGCGTCCCTCCGTGACCCCAGGGTACAGCAGTGCATCCCTCTGTGACCCCAGGGTACA\nGCAGTGTGTCACCCAGGGTACAGTGTCTTTGAGATCCAGGCACTTTTACAGCTTATATCG\nGTTCAGTTTTATTTGCTTTTTAAAAAATGGGTTTTAAGTGTTTTCCCTGCATGTATGTGC\nAGCTTGTGCATGTATGCCTGGCGCCTTCAGAGGTCAGAAGAGGAGTCAGATGCCCTGAAA\nCTGGAGATATGGGTGGCTGTGAGCCTCTGTGAGTGTGCTGGGAACTGAACCTGGGTCCTG\nTACAAGAGCAACAAGTACTTGTAACCACTGAGTCATCACCAGCCCTGAGATTGGGTTGTT\nTGGGGTTTTTGTGTTCAAAGTTTATTTGTTTTATTTTATGTGTGTTAGTATGAGTGTTTT\nACTCATATGTATGTCTGTATCATGTGCAACCTGGGACTATAGTTAAGGACAATTGTGAAT\nCACCATGTGCCTGTTGGAACTTGAGTCCAGGTCCCTAGCAAGAACAGGTGCTCTTAATCA\nCTGAGCCAGCAATTCAGTCCCCTGCTTTAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA\nAAAAATATATATATATATATATATATATATATACATACATACACTGAAGGGCTAGATCTT\nGGAGTGGCCAGCTTCCCTGGCTGTGTGCTGCCTCTTGGTCCCTGTGTACCAAGTGGTTCA\nGGTACCACTGCCCAAGTGACCTTTCTCTAGCTTATGTCTGTAGGGATTCTTGGCTGCACT\nCCCAGCCCCTACTCCAGACTTTAGCCTCTGAAACTTTGATCCCAGTGAACAGAGTTTCCT\nTTTTTAGAGGCTTTTGTTTTAGTGTGTGCTTCTAAGTGAATTAAGTGCATCTGGATCCCC\nTGGTCTTCTGCTGCATGAACCGCCCACCTCCACACCCTCTGTGAACAAATACGTGGCAGG\nTCCCCATCATGGGACTGCAGACAGAGTTGGGCTGTGTCTGATCCCTGCTCAGTGGGACTG\nGAAACCGCGACAGGTATCCAGAGTGTCCAGTGCTGGCACACTGTCCACCCCTCTCCCTGT\nGGCATCGTCTCCTCTCTAAACAGATTTTAAGACCTCTCCTGCCCAAGAACCTGTGATGCT\nAGCACTCAACTTACTAATTTCTTTCATTCCGTTACCAGGACAACTGCTGTCTACTCTCCA\nTATCTCCTATGGCTCAGCCCAAGTATATGTCTCATTTCTAATCTAGGGTTCTTGGTCTGA\nCATCATTGTTTTGGAATTCTGATGATCTCCCCCTGGTCCTTTGCTGCATGAACAAATTCT\nATTTTTTTCTTAGTCTCATTTGGGTCCTTTGTTTCCTTGGTTTCCTTTTTGGAGGAAAAA\nTGAACCAGGCATCCATTTCTGACCTCTTAAAAACTTTCTCTCTACTTAGTCTTCAGTTCT\nGGACCAGATACTCCTCCATCAGTATCTGGTCCAGATGGTTCTCATGGCCACTCGCCTGGG\nCTGCTGTCTTCCATGTGTGTATGTCTCAAGCACACTGGCTAGGCAAACTGCTCTTCCCTC\nCTTCCTGGTGTATCTTGGCTTCACCGAACCCTTGTCACTTTCCTCACAGCATCAAGAGTC\nATCCCTTTGGGAGACTATCTCTGGTCCTCCAGCTCCAGGCCTGTGTGCTCTCTTCTCTGT\nGTATCAAACAACCACTTATTCTGGGCCTTGTCCTGGGTGCTGAGGGTCACAGGACACACC\nCCCACGCTGCATTGTGGTTGTTTGTCCATCCACACTGTGCATCTGTCTCTCCCCAAGCTG\nGACCCTCCCTTGCCTCATCTAGCTCTCAATGGTGTTTGTCAAGAGCAGATCTGATGGTGC\nCAGTTTCCTTTCTTTCTCTCCTCCCTCTTTTCTGTCTTTTCAGCACCTCTCCCAGAAGCC\nAAAAAAAAAGGAGGAGGAAAGAGAAGTTCATAATTATGAGATTAGGCAGATCCAATTTCA\nTCCCATCCACTCTGTCTTCTACGTGGGGTTTGTTTGAGCATTCAGAGAGACCCACGGTGG\nAGGCTGAATCTATCCTTTGTTTGCTAGATGTACTCAGCTGTGGCCAGCAACAGAGGTTTC\nCTTTCTGCTCTGTCCTTTGTTCAGGGCCTTACCGTAACTAGTCCTTTAAAAAGTCCCTGA\nGAGAGAGGAGGGTTCTATATTCTCAGAAGGCCTGTGCCTTAGAATACTAGACAACTGACT\nCAGGGTCTACAGATATTTTCACCTTGTAATATTGTTCTTCCTTTCTCCCCAAACGAAGAA\nAGTAACCAAGTATCCTAAAAACACAAAGCAAGACAATTATTTTGGAATTGATTATCAGTT\nGGTTTGCCAGATAAACTACAGAACACATAATTCAGCTTGCATTTTAGGAAAGCAGTGAAT\nGAAGAGGTTTGGCTCAGAGGAACCTAGGGCCCTGGACATGTTAAATATCTGCTCTATCAA\nTGAGCTACATTCTACTCTGAACATTTTTTTAGTCTAAATATGTCTCAAATATTTCACAGA\nACTATTTAAATTATTTTCTAAAATTCAACATAAGTGGAGAACCCTGTATCTTATACACTA\nATGCTGTCACCATGTATTACTGGCAGTGCAAGTTTTAGCTCTCAATTTGCAGCTGTGGTA\nATGTTTCAAAGGAACAGCTTAGTGTTTGACGTAGGTAGGCTCTGTTGGCAGCCATATTTC\nTAGTAAACCACTTAGCCTTAACTGGACAAGCAGTAGGAAGAAGGCTCCCGTATTTTCTCA\nTGTCATACCTACTAGAGAAATGGAGGTTTTCTCGTGTGAAATGTATCTGGCTTCGTTCAG\nACAAGTGGGAGGAAACATGAAAACATGAAGATACTCACAGTCGCGGGGGGGGGAGGGGGG\nGGCACGGAATCCCCACCCCAGCCAGGCTCAGGCCTGAGTGCACTGTGCAGTAACCTGGAA\nACCATCACTAAGCAACTGCTCAGGACCCACCTGGGATGCTGAGTCACTTAGTTCCATGAT\nCGGGGGACCAACACTGCTGCTCAGCCTCAGCTGGCCAGTGCACTGTCTAAAACTCAGCAT\nGGTGTCTCTAGTCCAGAGGGTCACAGCTGGGGCTGGGCAGTGTGCAGATAGGAAGGACTC\nTGCAAAGTCTTTCCCTAAGTTCCCAGTGGGCTCAGAACATACCATACCCTGCCTCACCAG\nCGTGACCTGGGCCTTCAGACTGCATTCACCCAAGCTGACACCAGACAAAACTGGGGTTCC\nATTAGCAAGAAAAGCAGGGACGAGGGGACTCTGATTACCCCTTAAAAGTAAAAGCCTGCG\nTGTCATATGCTTACCACAATCAATGCTAAGGCTCAAGTACACAGTGTTAAAAATCACTTT\nTAAATATTTATATTTTAATTAATTATATGTGCATATGTCTGTCTGGGTATGTGCCTGTGA\nGTGCAGGTGCCCATGGAGGCCAGGGATCTCAGATGCCCTGGAGCTGGAAACAGAGAGTCG\nTGAGCCAAGACACATACTTGCTGAGTATGGAACTCCAGCTCTGTCCTTCTGTGGTACAAG\nGTCATCTCCCCAGCCATAGTCGATTCTGTCTGTATCCACTGTGTTTAGAAAATTCAACTC\nCAGGCTGTGACTCCTGAATTGAAGAACCTAGGTCTTAGTCAGTGAGGTGATTCACACCTG\nAAACAGCAGCACTTGAGATGCTGAAGCAGGGAGCGTGTGCAGCAAGGGCGAGCCCAGCAG\nAGGCTACAGCATGCAACTCTGTCTCCTGCCCAAAAAATCTGTCTGTTTACGCTGCATTTT\nATCATCATGTGTGTGCATGTTTATATGATACGAGTGTGAATGGCCATATTCATGTGCAGG\nAAGAGGTCAGAGGGCATTTATAAGTAACTTCTTTCCTTCTACTGTGAGTTCGAGGCCGAT\nGCATTACCTGCTGGCCCAAGAACCTCTTACCAGCACTGTTTCCAGGTTACCCCATAGTTA\nGGTTACTGTGTACATAGTGAATTGATATGGAAAATGTTAGTCCTGTGAGGACATATGTTG\nACCTGGGAGTATTCTATCACTTTTGGAGTTGATTGGCATTTTAACTAAAACCATATTTGT\nATGAAGCTTAAAGTAAGTGGAGAACATTAACGATACTATCTTGATTTAAAGCATGCCAGA\nACCAACACTCACATGCCCTGTGCCCATGTGAATTATAGAACATGTGGTGGTTTGAATAGG\nTTTCCCTCCATAGACTCATGCAATTGAATGTTTGACTCATAGGGAGTGGCACTACTAGGA\nGGCGTGACCTTATTGGAGGAGCTGTGTCACTGTGGGGATGGGCTTGGAGGTCTCTTGATG\nCTCAAGCTCCACCCAATGTGGAATCAGAGTCTTCTGGCTGCCTTTGAAAGGCAGGCCTCC\nCCTGCTGCCTGCAGATCAAATGCAGAATTCTCGGCTTCTCCAGTGCCAGGCCTGCCTGCA\nCACCGCCATGCTTCCTGCCATGATGACAATGGACTGGACCTCTGAAGCTGGAAGTCCACC\nCCAATTAAATGTTATCCCTTAGAAGAGTTGCCTTGGTCATGGTGTCTGTGAACAGTAATA\nGAAACCCTAACTAAGACAAACTATATCCACATTTTAGAACTATTAACATTGGAATAGGAA\nAATTACAATTTAAAATTGAAGTCTAGGCAACACCAATTTTTGCTGCTCACAGAAAATGTT\nTCTTCTGTTTTCTGCTCTTGCAAACTCCACAGCCTCCCTGTGTGACAGCCACTGATAATG\nAGGACCAGTTTTCTCCCTCTTGAATGTAGGGTATAAATAGATATTTGTTGATAAAACTAC\nTCTTTGCTATTTAAAAAAAAGCAAACAATGTTGGATCTCTTTTAGCCTACTTTTTCTGCT\nGAAAACACATGTACAAAATACCCAGTTATCCTAGAAGTGTTGGTTACCACCTGGACGGAG\nGCCTTTTGTTGAGTGTGTGTCTATATATTTCCCTGTGGCTCACCTCTACTTTTGAGGTAC\nTGTGATCTGAAAGGCATCCTTTTCCTTACTGGAATCATTCCTTTCTCCCTTAGACTACAG\nTATTGATATTTGTTAAATTGTTTTTTGGGGGCTCAGAGGTCCTGAGTTCAATTCCCAGGA\nACCACATGGTAACTCATAACCATCTATAATGTGATCTGATGCCCTCTTCTGGCATGCAGG\nTGTGCATGCAGATAGAGCACTTTTATACAGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG\nTGTAAGTGTAAGCATTATGTGTCACAGCATATGTGAGGAAGGCCAAAGAGAACTTGTAGG\nAAACACCCCCATCAAACCATGTGGATCGTAGCAGTGATACAGGCCTTCAAGCTTGAAGCA\nAGTGCCCTTACCTGCTAAGCCTTCTCTCCAAGCCATCTCTCTGGCCCCAGACTACAGTAC\nCATTGGCTCAGGTGAGAATAGGATTTCACAGCTGTCAGGTAAGATGCCTCCTGCTGTGCT\nAAGTCCCTGGTTGTTGATAAGGCAATTGCACAGATCAATAGGATTCTTTCCCATCACCAG\nTCATAGTAAATAATGAAAGGCTAGCCAACTCAGAAATGTAAGACTTAATAGAAGATAAAT\nAAAAGCAACGCCGATTTTCATTGGCAGCGTTAAGATCCTGTTCCTTTCTTACCTTTTTAA\nTGCAGTGCTAGGAACAGAGCCCAAGGCTTTACGCATAGTCAGCAAGGTTTCTACCACCAA\nGTTCACCCTTCCGGCCCCATCTGAAGACTTGTAATCCACATTAGCGGAAATGGTATATCT\nGTACCCCCACGGTTGTTTGTCTCCGCGGCAACAAAGATAAAGCTTGTCCGTGAGGAGAGA\nTGAAGCACAGTGGAGTGGACAGTTTGCTTTTGTTGACAGGTTAGTCTCTCCCACAAAGGG\nCGTGTTCTGGAGTCTAGCACAAGCTTTAAAAGGCGGAGATCCCTTAGCAGCAGGCTACAA\nAGCAAACAACTTTGGCGTTTTGGTTTTCAGCTCTCATGTCTCTTGTAAAGTGTTTAATTG\nTTATTTAAATTTTAATAATGTCATTGGCCTGCACGTTGTTTTTCTTCTATTTAAAAAGCT\nGTCAAGGGGGTTGGAGAGGTGGCTCAGCAGTTAAGAGCACTTGCTGCTCAGTCATGAACA\nCTGGAGTTCAGCATCCACCTCAGCCTGTCCACAGACTTCCTCCCCCCTCCACGATCCAAA\nGGATATGAACAATCTCTTCTGCCACACGCTCACACTGGAACACACCACACACACACACAC\nACACACACACACACACATAATTGAAAAAAATTTTTTTAATTAAAAAAATATTGAATCCTG\nTTAAAGGGCTCTATGATACAGTTTCCATGGGAACAACATCCTGATGGGCTGTATAAGACT\nTTAGTGATGTAGTTGTCTGGGGGTCACTTATGCCTCTCTAGGATACCCCTCGGATAGTTT\nGATAAGCAAACCCAACAAACTCACTGGTCCCCTAAACTGAAAATAAAATTGAAAGTCCTT\nTATGAATGTGGTAAATTTTTTTTAGTGGAAAAAAGGTTTTTTGCACAAACTTATTAGCAA\nGATTGATTTTTACAGTGGCATTTTTGGTATAATTATGTTATTATTAGTTCAACTTTATAT\nTCTTTTCCTAAATGACAAATGACAACACTATTGAGGCGCGATAACATCTTGGAGCATACA\nTATTGATTTCCCCTCACAGCGTAGGAGGCCTGGCCTATTTTTACCCTTATCATGAGTCAG\nATTTGTTCAGAATTCCTGCCACCACATGGGAGGTGGTGTCTCCTTGAACAGCGGGGGTTC\nTGAACTCACTTGGCCTTGCAGGCATAAAGTGTATTCCGCCATTCCCTGACACATGCAGAA\nCTATTATCTTTGCTAGGGGTAGAACTTGGCAATAAAGTATAACTTTTTGTGGGAGAGTTT\nCAGGGCTCAATGCCTGATACCCCCCCAAAAAAAGACCCTCACCACAACAAGAAGGAAAAT\nATCCAGAGAGCAAAACCAAACGCTGTCTTGCTAGCAAGCTATGTATACTAGGTACTTGGG\nACTCCCATCCCATGCCATTCCTGAGCCTTTCTTAGGGCGAGCCTTCAGTCACAAAGCCCA\nCATCCTTGGTTGACACATTCCAGTTAGCAGAAGCAGTTAGCCAGATACAGAACTACAGAA\nGCCAAAAGACAAGGTTAGTCCATTGCAGAACTATGGATTTGGATGGATTAGCTCTTTGTA\nCTCTTTTTGCAGATGTTCGTGACCACGTACTAGGTTACAAGACTTGAGGTTTACCTCCAT\nGGTGTCAGTCATGCTGAGGTCTGGGAGCCTGTTACAGTAGTAAGAACCTAGCTGTTAAAG\nTAAAACAATTCATTCAAATCCCAGCATGCACATAAAAGCCAGGCATGGCTGTGTGCATGT\nCTATAACCCCGGCTCTGGGAGTAAGGTGTGAGGGGAGATAAGAGGATCACTGGGGCTTGG\nTGGCTGCATCCTAAGTTTCGTTCATGGGAATGAGAGCAGAGAGTGACAGTAGGACGTGTG\nGTGCTGTGGTCCCTGTGTACTTACACATAAACCCTCTCAGACACAGAGAGGCAGGAGAGG\nAGTGAGAGAGGACTGTGGAGATGGCAGGGAATGGCAGAAACAGCCTTACCCCAAATAGGA\nACTGTGGGCTCTGTGGTTTCACAGCTCACCTTATCCTAGGGAACATTTCGAGAGATGCCA\nTCATAAAGAAAGTGACCTCTGTCCACCCCTTTCAGCAACTCCAGCATCCACCATTGTCCT\nGTGATGAGTGTGAGGAACACCAACTTCAAGGACTTGGCTTTAAATCTCTCTTCAAAGTTC\nTGTAAATGAACTGTGGTGTTAGATTGTTCTAGTTAACAATTCCTGTAGGTTACAAAGAGG\nAGTGAGGTTAATAATGTAAGGGGTTATCCATCAGCTGGGAAAGAGTAAACTTTACCCTGT\nCATCACAGAACCATGTTTAAAAGTCTGGGGTTTGGATTTTCCTATTTCTCACTAAAAAGA\nGATTGTGGATGCAGCAGATAGCCCTTGCAGTTAAAATCCCCACAGAGGGATCTGTACAGA\nGAAACCGTAGACTTGCCAAAGCCATCCATCGTAATGTAGCGGTGACACCTGGCTGTATTA\nTTTGTATGGATTCGAGACACGCTGGGAAGTCTCCTTATCCTCCTCCACTCCCTGCTCAAG\nCTTTCTGGTCCTTGTTCTACCGTGTGATAAGCTACTCTCCAAGATCTCGCCACTACAGAC\nCGAGCCAACTCAGCTGCAGACCTTCCTCTCTTGATGGACTGATAGCCTTGAAAGCCATAA\nGCCAAAGTAAGACGTTTTCTTATGCTGTGTCTGTAAGATGTTTTGTCACATCTGCAAGAC\nTTAGTCTGGGGTTCTAGTACTGTAATAACCACCATGACCAAAAATGACTTGGAGAAGAAA\nAGGGTCATTTCACGTCACAAGTTACAGCCCACCATGAAGGGAAGTCAGGGCAGGAACCTG\nGAGGAAGGGATTGAAATGGAGCACAGACATAGAGGCACTGATTATAGGCTTGCTCCCTGT\nCTTAGGTTTCTATTGCTGTGAAGAGACACCATGGCCATGACAACTCTTATTAAGGAAAGC\nATTTAACTGGGGCTGGCTTACAGTTCAGAGGTTTAGTCCACTATTGCCATGGTGGGAGGC\nATGGCTGTACCTGGTGCTGGAGAAGGAACTGAGAGATCTACATCTGGACCAGTGGGCAGC\nAAGAAAAGAGACATTGGGCCTGGCTTGAATATCTGAAACCTCAAAGTCCACCCGGCGTGA\nCACACTTCTTTAACAAGCCACACCTACTCCATTAAGACCACACCTCAAGGGCCATCTTCC\nCCCACCTCTGAAACTACCACACTCCCCCTGGCTTGCTCAGCATGTGTTTTAGACACTCCA\nGGACCACCTGCCCAGGGATGACCACACCCACAGTAGGGTGAGTCCTCCCACTCCAATCAT\nTCATCAGGAAAATTCCCCCAAAGGGTTACTTACAGGCCAATCTTTGGGAGGAATTTTCTC\nAGTTATGGTTCCCTCTTAGATAACTAGCTTGCATCAAGTTGTAGAAACAAAACAAAACAA\nAAAACATCCCCCCCCATGCTAGGACAAAGGTAACCTCATCCCACCTTCTTGTTTTACAGT\nTGCCTTGTAGTCTGTCCCACTCTGCAGGGACATTGTTAGCTTCCAATGAGAAAATACATG\nTGGAAACACGCAGCAGGGGCTTAGAGCATAAACAGGCAATAGCATGGTGAATTCATCAGA\nGACCATGTGTGGCATTTACCTCTATGATATTGAGAAATTTTAACTCATTTCTTGTGTAAA\nTCTCAGGTGATCTTCCTAATAGTGGCCAATCACCGGGATCCAAATGCCTCCCCCTTACCC\nCTTGACTATCATGGAGGTCTTTGTTTTTTTTCCCTTTATTTTCATTTGCAAATGCAAATG\nGATCCCCACCCAAAGCCATCATGTAGGCAAATGGAATAAGAGAATACTATATGAAAAGAT\nATGCTTTTGTCATCACAGTAAGGATCTATATCTATAATAGACCCAGGTTTGCTATTACAG\nCAACCATTCTGGGTGAAAAATATTTACCAAGCAAATTTAGTTCCTAGAAAATGATGTTTT\nGGTCCACTGCAGTGCAGTATAGAAAGTGCTTATCCTAAATGTATCCTACAGCAGGATTAA\nAAAATTATTTTTATATGCATTTGTTCTTGCACAATTTCACACACACACACAGAGAGAGAG\nACAGAGAGAGAGACAGAGAGAGAGAGACAGAGAGAGGAAGTACTTTTATCATATTTCCCC\nTCACGTTTCTTTCTGCGCCCCTGCCTCTTCCTACCAACCCCTTCTTTCACGTTCATGTGT\nTTTTATGGTGGTGTATTTAATGAGGTCAGCCTTCATGAGCATGGGGCTAATTGAGCAAAG\nATGGCTTACCAGTGGCTTATCATTGAGGATTACGACTCCCCTGACTCCTCTAGAAACCAT\nTAACTGCTCAGAGCTCCCTGTGGTGGCTTGGATCCTTCCTTGTGAGCCCCACCCCAATTC\nATGATGGAACGCTATAAAAGTGTTTTCTTTTAAGTTAATGAGAAACTCAACTAAAAACTA\nGCCTGAATAATAAAGGTAGTGTCTGTTGGTTTATGAGGCTAAAAAGTCAAAGGCTTTTAA\nGTTAATAAGAAGCTCGACCAAAAACTAGCTTAAATGATAAAGGTAGTGTCCACTTGTGAG\nACTAAGAGCCAACGTCATAACCTTGGCTTCAAGTGAAGCTTGGTAGTGTCACCAAGGGCC\nCTGCCTCCCTTCTCTGTGTCTCCCTTGCTTTTAAGTGGCATTCTGTCTGTTCTAAAATGG\nCTTCCCACGTGATCCTAGCATGTTTTCTGTAGGTCATGGGGCCATAGATACCCTATTTTC\nTGCATCCTCTAAAAGACATGCTCCATTTATCTTTAAGGCTATTGACTGGTTCATTATTCT\nTTATTTTATTTGGATTTTATATGCATTATATATATGGGGATATTGGGTCCCCTGAAACTG\nGAGTTACAGATAGTTGTGAGCTGTCCTCTGGGTGCTGGGAATTGAACCCAGGTCCTCTGA\nAAGAACATCAAATGCTCTTAACAGCTGAGCCATCTCTTCAGCCCCTGGTTCATTATTCTT\nACTAGATGTTACCTCTGAAGCCAAGTCTAATCCTAAGTAGACATAAGATATAGTCATTAC\nTAAAGCTCTCCTGCTGTTTCTAGCTGTCCGTTGTGACTAACTGGTCAGGATAAATTATTC\nATATTTCATTCAGATTAACACACCCACTTTAAACTTACAAATGTGGCCCTGTTCAAAAGG\nTGAGCTCTTGCCGTCTTCTCCCCTGTTGTGGCCTTGGCCTTTCGCCTTTTCCTGTACGAG\nTCACTGTACTAAAGGCTTCCTCCTACCCCATGCCTCTGTTAGAATGTTCATGTCTCGGTG\nACAGTGGCTCCCAGTACTAACCCTGACTCAGGGTGGGAGCTTTGCCGATGCTCTTGTTTG\nGAACCTGATGAGCCACGTGTTCTTGATGGAACTCATTCTCTTTATAAGGTGCTTTGAATG\nTCTCCTAGGCTACTGTATCTGTGAAAAGCAGCCTAGCAATGGACGTGTGGTTACTGATCC\nCAACGCTGATAGTCAGAGGTGGGAGTGAAGGGTGGCCAAGGCTCCTGGTACCCTAGAAGA\nTAGCTAGACATTAAAATTTGCTAGACATTAAAATTTGGAAGGAAGATGTTTGCCAAGGCT\nGGTGCTTTTTGCAATCAAGCTTGCCAAATTCCTGGAACTAGATCGGAAGTAGAGACAAAA\nGAAGATGAGGAAGTCAAGGAATCCGGTGAAAAGGGAGTACCGTCCGTCCCTCAACCCAGC\nGAGAGCAGCCAGAAGCCTACAATACTGTGCTTATGAAGTCTGCTGAGCTTACGTGCACTT\nAGGGTGGTTCTCTCTCATGGGAAGGGACAATTACATGGGGCATCTGTGTTAATATGCCTC\nAGGTATTAAACTCCAAGGCACCTGACTACTCTTGTTCATAGTTGCTTAGTTCCTGGGGGA\nAACCAAGGATCTACCTTCTACCTACCCACCGATCCATTTATTCTTGAGGTGTAGTCACGG\nTTGCTGTGTAGTCAAGGTTGTCTGGAACTATGCATTACTTCAATAGGCTTCAAACTCACA\nATCCTCTCACCTCAGCCTCGTGCTGCTAGAATTACAGACACGCACATCCATGCTTTTAAT\nATTTGTTACTAAAAAGATTTTTCATGAAGTCTGTCGACATACCAGGTGGGCTTAACCAAC\nGGCAGCATAGTTATCTCTGCCTAAGCTGTTGTGAACTAGTTTCCTTGTTAGGATCAAGTG\nAAAGACAAGGTCATGAATCGTAGTCTCCTGGGAGTAATGGTCACTAGCATCTGGTGAGCA\nCTTAGCCCAGGCCAGCATCTGGTTTTAGCAGGCAGCGTATTTGCCTTGGTCCCTGTGGAA\nTCAGGCAGCTTGTCTATGGTACCACAGCTGCAAATGGGCAGGAATGGGTTTGACGCTACA\nTACAGGTTCATAGTGTGGATCTCTTTGCCATGTGACTTTCCGGTGACCTTGGCATTTTCA\nATAGGAAGTTTGATTTAAAAGTTAAGACTTGTTGTATAATGCGTGTGTGTACATGTTTGG\nTGTGTGTGCACATATATGTACAGTGAGTGTGTCTGTGGATGTTGAAGACAAGTTGCTATC\nAAGTATCTTCCTCAATCACACTCTACCTTGTTATTTGCGACACAGTCAGCCTGATGCTCC\nTGGTTTGGCTCGAATGTCTGGGCAGTGAGGTGCAGGGATCGTCCTGTCTTTATCTCCCCA\nGCATTAGGAATACAGGCCTATGTCATCATGCCTGGCTTCTTATGGAGTGCTGGGGATCCG\nAACCCAGGTCCTCACGCCTGCATAACATTTTTACCAACAGAGCCCCAGCCTAGAGTTGTA\nAATTTTTAATCAATACTTCCAGAGGAGAAAAGGATAGATGATTATTGATATTCAGTTGTA\nAACAGTGAAATCTTAGTGGTGACTGTACACTGTGCGCCTTGGTTCCCAAGAAGCAGCCAT\nTTGAGACTTGTTTTTAACTACCTACTGATCCTGCTTCGGCAAATTAGCTACGGTTTAAAA\nAAAAAAAAAAAAAAGGTGGGGGGAGTGGTTTTTGGAAAAGGCAGGGGGGACGGAAGTCTG\nTCCTCAGGTGACACTTGCAAGTTATTAATAGACCATAAATAGAAGAATTCAAACTTTCTC\nAACAGATAAATTAGAGGGTCATTAGCTGTAATGGAAAATGATTCTTTCTTTTGCTGCACA\nGTTCATCACTGATTTCTTAATCCTGTGCATCTGCAGAGTGTTTACAGTGGACCGGGCATA\nGATACATTTCATCTGTATTAGGCTAAAGCCAGAAATGTGATTTAAGAGCAGAATCCAAAT\nTGATCGTTATTTTAAAATGAGTGTGGGGGCTGGGCATCACAATGCATGCCTGTAGTCCCT\nATGCTCAGGAGACAGAAGGGTCGGGGGTTCAAAGCCAGCCAGGGAAATCTTGTTGATCAT\nGGAGGAGAAGGAGCTGGCAGGTGTTCGGATCTCAGAATTTAGTACAAATATCTTTAGTCC\nTTGTTGTGTGAGGTTTAAGCTACTGCCTTTTGCTTTGGGACGAGTAACCAAGCCTCCAGC\nCCGCACTCAGAATCCCTTGAATCCTCAGACAAATGGCACACACACACACAGTTTGTTCCT\nTTACAATTTGCCTTCTTGGCCCAATTGCTGGGTGCTGATATTTCCAACCTGGAAAAGCCT\nGCCCTTAACAATTTATTATCTCCATCTCTCCACCTGCCCTACCTGGCCTCTGTTATACAT\nCCTTGGCCACCTACATGTACTGGTGGCCACAGACCCCAGTTCTCCCCCACCCCAAGGTCT\nCATATGGTTGCTGTGTTCTTCTCCCTCAAAAGCACGGCAGCAACTCCTCTCTCCTTCCTT\nGTGTCTGCTTTTTCCTCCTGGGATCCAGAAGTCCCACTTGTACCTTCCGCCTAGCAATTG\nGCCCCTGGCTTTCTTTACTGACAAATCAAGAACTAACAGGGAACAGACCTTAGCATCAGC\nACTGCCCCCTTCAAGTCCTTGTTCATCATCCTAATAATAAAACAAGAACTGTAGGAAATT\nTGACAACAGAAATCCTGGCAAAAACCTCTTAGAGATCATTGGCACATTTTTTTTTTTTTT\nTTTTACATCATCTTGGCTAACTCCTTGGCAGTTTGAGAGTGATAAGCACTCCCAGCTTTC\nTCTATCCACCAGTTCCCACATGGGACTGGGATTGGTACCCATGGCAACAGAGTACACAGC\nAAGCAGAACACCCCCCCACCTCCACCCAACACATACCAAATCCACATGTCGTACTGCCCT\nTGCGAATTGAGGTATGTGTTTGGAGAATTAACTTTGTTCATAAATTGCTGTCACCAGTTG\nAACTTGTTGGCAATTAGTTCTTTTAATTAAACATTTCATAAACCTTGCACGTGCAACAAG\nTACACTAAGTTTCCTTGAGAATCAACTGGAGTTTTGAAAAGACTATAAAGATCAGGCATG\nGTGTGGGCATTTCACTGCACAATAAGATCTGAAGCAGGGCAGCCATAGAAGACTAGAAGG\nCACCTACATCAGACTACAATGCCCTACCTTATAGACTTCTCTATGCTCTTTGGAAAGATC\nAACTGGAAAATGTGGACAGTGCTTTCTGTATACAGAATAGAACCCCACTAGCTAAAAAGG\nGGAGGGTGTAAACAGGATCATCAAATCCTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGAG\nTCTGTGTGTGTATGTGTTTGTGTGTCTGTGTGTGTATGTATATGTGTATATTAACAATAA\nTCAAACAGAGGCTATCAAGGGTGTCTGTGTGTGTGTGTCTCTGTGTGTGTCTGTGTGTGA\nGTCTGTGTGTGTATGTGTTTGTGTGTCTGTGTCTGTGTGTCTGTGTGTGCATGTATATGT\nGTATATTAACAATAATCAAACATAAGGCTATCAAGGGTGTCTGTGTGTGTGTGTCTCTGT\nGTGTGTCTGTGTGAGTCTGTGTGTGTATGTGTTTGTGTGTCTGTGTGTGTATGTATATGT\nATATATTAACAATAATCAAACAGAGGCTATCAAGGGTGTCCGTGTGTGTGTGTGTGTGTG\nTCTATGTGTGTCTGTGTGTGATTCTGTGTCTGTATGTGTTTGTGTGTCTGCGTATGTATG\nTATATGTGTATATTAACAATAATCAAACAGAGGCTATCAAGGGTGTCTGTGTGTGTGTCT\nCTGTGTGTCTGTGTGTGAGTCTGTGTGTGTATGTGTTTGTGTGTCTGTGTGTGCATGTAT\nATGTGTATATTAACAATAATCAAACAGAGGCTATCAAGGGTGTCTGTGTGTGTGTGTCTC\nTGTGTGTGTCTGTGTGTGAGTCTGTGTGTGTATGTGTTTGTGTGTCTGTGTCTGTGTGTG\nTATGTATATGTATATATTAACAATAATCAAACAGAGGCTATCAAGGGTGTCTGTGTGTGT\nGTCTATGTGTGTCTGTGTGTGAGTCTGTGTCTGTATGTGTTTGTGTGTCTGCGTATGTAT\nGTATATGTGTATATTAACAATAATCAAACAGAGGCTATCAAGGGTGTCTGTGTGTGTGTC\nTCTGTGTGTGTCTGTGTGTGTCTCTGTGTGTGTCTGTGTGTGAGTCTGTGTGTGTATGTG\nTTTGTGTGTCTGTGTGTGTATGTATATGTGTATATTAACAATAATCAAACAGAGGCTATC\nAAGGGTGTCTGTGTGTGTGTCTGTGTGTGTGTGTCTGTGTGTGTGTGTGTGTGTCTGTGT\nGGGAGTGTTTGGGTGTGTTCATGCTCATGGGCATGTGGAGAAGTCAGAGCTTTTGAGACA\nGACTCTTTCACTGGCGTGGAGGCCACAGAATAGGCGTGGGCTGACAGACCATTAGGTTCT\nGGATTCTGCCTGTCCCTGCCTCCCCAGTATTGCAAGCACATGCCACCATGGCCAGCACTC\nTTAAATGGACTCTGGGACTCTAACTCAATTCCTCATGCTTGTATGGCCAGCCATCACCCA\nAGTCCTCACATTTTAGCCAGTTTGTTCATCTTGGAACCATTTGCTGTGTTCATGAAGTTC\nATGAAGTACCTTTAGCTTCCCTCATGCCTTGTCAGCTAGATTGCTTTTTTCCACTTTGTT\nCCAGTGCTGCAGATGTGAGATATATGTGTTAGATGCAAGAAATTGTTAACAGATGTTTCT\nGTTGTGGTTCCTATCCTGATAGCAAGGATGAAATGGGCTGACTAGGTAGGTTCTTTTTGT\nTGTTCTTGTTTTCAGTGGACTCTTGCCTTTGCCTCCCTTACCCTCGCATCTAAGGCTTTA\nTCACTTAATCACTTGTGGTTAAATGAATTTTATGGCAGCAATAGGAAACCTCTAGACATG\nCCTTAGGTGAATGTGTGTAAGTAAAGTCACCACTGAAAGCCAGCTGGATACACAACACAG\nCCCACAATTATAGGAGACCAGAGGGTGGCTGGAATTAACATCATCAGAAATGTTCTAATA\nTTTATTAAAGATGATCAGTCACCAAAAGAATGTGGTTCATATTTTGCGTTTTCACATTAT\nTTTGTGTTATCAGAATAAATGATCAACGCCCTCCCCTAAGAAGAAATTAGACCACTTAGG\nACAGGAAGATGAAGCTCTGCAGAAGTCAAGTCGACTCTAAGGGTATGAACAGAGACCTTA\nCTAGGGCTCGGCAGAAGTTAGTTTGTAGCTGGGCAGGACACAGAAAGATGGCTCTGTATT\nCTATCCCTTGCTGTTCATGGTCAAGTGTGGTGTGTGTTCACCTCTATTCCACATTTGGAG\nTGAACGTACAACTCACATCTGTCTCAGGGCCATTCATGAGGCTTGCTGTGAAAGTTGGGA\nAGTGTAACAACAACAACAAAAGTCACATGATCACACTCTTCAGAAATTGGCTGGCTGCCA\nTCCTTTCCATTTCTGATGCTCCATTTTGAAGTGGCCTGTATTCCATGTGGACTTTTCCAA\nTGATGTATTCTTGGTAGCACAGAAAGGGGGAGTGCTCTTTTAAACTATGCTGTGTGGGCT\nTGCTTGCTTGCTTTCTATTTTAATTGTTGGAAGTAGATTATGTTCTACATGACACTGGAA\nTCCTAACATAATGGTCTTTTCTTCCAACTATCTCTTCCCACTTAATTGAAGTATAATCAA\nTCATAAACATGAAGGTTATGACCCCTCTGAATGGACTATTCTGATTCAGAACATATATAC\nACTGGGCTATTTTAGCTCACGCCATTCAAATGCTTTTGAATTCTGTAATTAGCTGTCCTT\nTTCTTGATTCAGTATGGCTTGGCATATAAGTATATTTCTTATAAAGAACTGGCTTCTTTA\nGGATAGATCTGTTTCCCAACAGAACATTCTTGTCATCTGATAATAATATTATGGTCTTAG\nAAAGGATTATAATTTTCACTTGCACATGGAGACGTTGATATTTTGCTTTTATCCCCCAGT\nCACTGACATCTGACTGATAGAGGTAAGTGTCCTGGGGCCAGTCTCTCTGAAGACAGACAC\nTGACATAGATTTACCACTCAGAGATGTTAAGTGGTAACCGTCTTTCTTGCTGTGTGCAGC\nCATTTTAGTTACTATCAAACGGTTTAGGGAAGAATGACCAGTAGTACCAACTGGGGATCG\nATGTGTTTGAGTGCCTGTAATGCCATGTCATGTCTTGATGAAAGCAACATGACCACAGTC\nGGAAGCATCTCTACCTAGAGTCAGATAGGTGAAGAGTTAAGCTATTGCTATTAGCTCCAC\nAGGCTGCATCTAACATGGATGAAGTGGGATGGAAACGAATTAAAATGAAACCATCTTCTA\nAAATGTGTTTAAGATAAATAAGACTGGTTGAATGTTGGAGAGTGTTCTGGAAAAGAAAAC\nCTGGTAGAGAATCAAATGGAAGTCCCTTGGCGGCCAACTCTGCCTCCAGCTGTATTCAGT\nTATTGAACAGCTGTCAAAGAAAGCAAAGCATTATTTGTGAACTAGAACAATTTCAGAAAG\nCTGTTTTTAACCCCCTGTGGTGGGTTTTTTTTTTCAGCCTTCTAATCTCTGTAAAGGTTT\nTAAAAGCTGTAATGATGCATGCTTGTATCAGGCATGAGGTTGCCACACAGAACCACAGGA\nCACGGTTAGTCCCGTGTGCAACCATTAGAATTTTATTTCCTGCAGAATTTTGTGCTGTGT\nCACATAATCACATGTAGCTGTTTTGTCCTGAAGTCAGGAACAGTATCTACTATTTATTTC\nTCAGCGACATGACAAATGCACAAGGCAGGAAACCGTGCTGGATGTAACCCATGCATAATG\nAAGGGCTCAGAAAGAACTCCAGGGGGAATTTCTGACCTGGACATTGCATCTTATAGATGG\nGTTGGGCTGATGCAGCTTTGGGAATTTGTAATGATATGAAATACTTCCAATCTGGTGCTT\nCTTTTTGACTTCATACACAATTTATTTGCATGAATTCTGGGAATAAAACACAACATTATG\nTTTGCAAGGCAAGTAGTTTACCAACTGAACAGTCTTTCCAAGCCTGAGCTACCTCATTTC\nCTATTGAAAGATTTTTATACTTTTTATTGTAGTATTTTGTATGTATGGGTGTTTTGCCTG\nTGTTCACAGATAACGTGTGTGCAGTGCCTGCCGTTGCCAAAAGAAGGCAACAAATCCCCT\nGGGACTAGAGCCATAGCCTCTTATGAACCACTGGATGGGTGCTAGGACTCAAACCTAGTT\nCCTCTGGAAGAGCAGCAAGGGCCCTTAACTGAGAAAGCATCTCTCCAGTCCCTACACTGA\nAAACCTTAAATAGTTGTACTTGAAATGTTTCAAAGAACAGATACTGTCTTGGTTAGTTTT\nCCCAAGTAACAAACTTGAACATAAAGGGAATTCTTTTACATGGGGGATCTTCTGGATTCA\nGACACAAAATGGTCAGATATAAAGTAAACCTCTGCGAATGATCTAGTGCATGTCGAGGTC\nAAGGACATCTGCTCCTGTCACAGTGCCATTGACCCTCAAATATTCTGTCTAGTCTTGGTC\nTGTTGGACAAAGTGAAAGACGTCTGAATTAACTGGGCTCTTCCACAGTTCCTCTGATGTA\nTTTCCCTCTATCTCTCATACAGTATTAGTTTAATTATTTAGAAATTCTAGAAGAGTATTA\nTTATGTTCATGGTTCCTATATGGTCAATAATGGTTAATCTAACCCTTTATATTTTATATT\nCCATAAGTATTCTTTACCTGGTGTTCTCAATTCCTCTGTAAATAAACGGAATACTGATAG\nAGAAGTGTTTTGTCAAAAAAAAAGAAAGAAAGTGAATACATGTTTTCTTTTTCCTGACAT\nCCTTATATTAAGATGTTGTTTGTTTGTGGACTGAAACTTTTCCTCTCTGCTTTTCTGCTC\nTCTCTTGTTTGTCTGGCTTCCTTTCTAGCCAACTCTCTCCTCAACAGGCAATGGTCTGTG\nCATTTCCCTGTCACTGTCACCACCTTGTAATTTCACTCCAGTGTCCTCCACTCTGTTTAG\nACAAGTTACTAGACATTACATCTCCTGGACTAGGGCAGTTACCAACCTAACTGACAGTTC\nAGGGTTTAGTCCCTCTGTCACTCTGACCCACTTCAGGGCCCTTAGGGAAGAAGGGATCAG\nGACTTTGAACGTGTGGACCTATATGTAGAATAAATCTTCAATCCTTTGTGAAAGAATATG\nTGCATGTCTGAATTTGACAGTGGGTTTCATTCAGTTGCTCTCCACAAGGCTTATTCTAAT\nTTGTATTTCCTACCAGGTGTGACAGTGGAGTTGACACTTTGCCATAGTTTCGTTAACATC\nATGAATCTTCAGGAACTTGATTTTTGCTCAGTTGGGTGAAATTTTGTATCTCATAGAGGG\nCCTCCTGCACTAGGAATAGCTTTCTCTCTGCTTCTGCCTAGGACTTTCCTCTTATAGAAG\nTTGTGGAGGAATGAGGCTGGGTGGAGGAATAGTCCTTCCTCTCACTGAGTCAGCATGTCA\nGGCTAACACTAACATAAGCCAGGCACTGTACAGCAGTCTCTCCTTACAACAGCAAGACTA\nAAGGAAGCCTTCATGTCCCAGGCCCTAAGGAAGAGCAGCTAACACAAGTGCAAGAGAGTC\nAGTGACCTGGCGGTGGTGGGAGCCAGGTGCTTCCCTCCAGCACTGCGGATTGCCATCTGT\nCATTCCAGTGGTAGCTTTTTATTAAACCAAGAACCACCTGCAACTAAGTCAGAGGCTCAC\nTGACTGTATAGCAATAAAAACTAAAAACTAGAGATCCACACTAGGGGGTCCAATATCACA\nTCTACAAGTTAGGAAGGTGTGTGTGTGTGTGTCTGTGTCTGTGTGTGTGTGTGTGTGTGT\nGTGTGTGTGTGTGTGTGTATCGTGTTTGTACACGTGATATGGAGGTGCTTGTGTATATCT\nGTGTTCATGTGGCAGGAGGCCAGATGTTAACATCAGGTGTCTTCCTCAGTCTGTATCCAC\nAAGGTCTCTCACCAAGCCTGGAGTTTACAGTCAGTCTCCCCTCTGACCCCTAGCTCTGAG\nACTAACTGGCAGCAAGTTTCAGGGATCTTTCTCCTGTCTCATTTTGTCCTTGGCTCTGGG\nCTATAAATGAGTAATGCCACTTCTGGCATCGATGTGGGTACAGGCAATCAAAATCAGTTC\nCCATGCTTGCCGAGCAAGCAGTTTACAAATTGAGCCATTTCCCACCCCACATGGACAACC\nTACCAGAGATCACATTTCTGGGGAAAACGGACTCTCCTCTTCCATTAGTCATGAGTACCA\nATAGCTCCCTGGCTAGAGACGGGCCTCACAAGTCGTTGATCTTGTATGTGTCTTGTATAG\nGCAACTGCACCTGTTCTGAGCTTGTGGGCACAGCTCGTGGGCACAGCAGCCCTGTCGTGA\nCTCACAGACGTCTTCCCCATCCCTGACGGTTACAGTCTTTCCACCCGGTCTTCCTCTGTT\nCCCTGAGCCTTGCAGGGAAGTTGGGGTGCTATAGATGTGCTATTTAGAGGTGAGCACTCC\nAGACATTTTTCTCTGTACTTTAACCAGTTGTAAAACTGTGTTAGCCACCAGAAGGGATAG\nTTCTATATTTTCCAAAGTTAGGTTAATTGATTAATTAAATGAATTCTAAAGCATTCCAAG\nTTTCCTTTTTTTTTTTCCTCCTTTTTCTCCTCCCCCTCCCCTTTCCTGTCTCTGGCAGTG\nTCGAGATTCATGGTGATGGCACTGTCATGTTTTCAGGCCTCTTGGGTTGATTGGCTGATT\nGGTTTGTAAGTGAACTCCTGTTTAAAATCCTGTCCCAGTCATATGGTCATGGACTGCCCC\nATTGCAAAGCACATGGCCAGACTTCACAGCATGTCACCCCTGCACAGAATCAGTTGTGAG\nCAGTGGAAAATGACTTCTCTGGATTTGTTTGCAAGAAATATCTCCCAGGATATGGAGAGG\nCCTTCAGGAAACATGGCAGGAAGGGAGGTACAGACTCCACATATCGTGTTGCAATCTGTG\nGCCTGAACTAGTGCAGGAGAAATTCATGCCTGCTCAGAGCATGGACACAGATGAAGTTCT\nGTTTTGCCCAAAAAAAAAACCAGCTACTGTTGTTAAGGAACACAGAGGCTTGCTTCCATC\nTTACCACATCTACAACTTCCGGCATGGTTTCCATGGGCACGCTGTATACTCTGTTCTTTC\nAAAACCAAGCCTGGCAGTATGAATAGAGAGTGGGTCTATCTACCATAGAGACCTGTGTTT\nATTTTCACCTTGGGAATGTTTACATAGGCACTTTAAATTTCCCTTTGAGCCTGGTTGTGT\nTTCGTTATAAAATACTTGGGCAATCTGTAAAATCAGAAAAGTAAAAATCTAGAAGAGCCC\nACATCTCCTGCATGTTTACAGCAGTCTATTCCTTTATCGTAAGAAAGTTGAAGTCATAGA\nTTTGGTGGCGTCTGTGGTTTAGTCTGTTCAGCAGAGCTTGCCAGGCTGCCTCGTCGGGAG\nAGAAGGTGACCAGTAATCTTAGACTCTGGTAGTCACAGTTAGGAGGGCATGGTCAGGGGG\nAGGAGGCAAATGGGGAAGGAATACTGGTTACAGGAGGAAAAAGGAAGGATTTTTCAGTTA\nTCCAGAGCTGTTCAGGCATAGGATAGCTGCCCAAGCAGGAAAATGAGCAGCAGACACTAG\nGGCACTTCGGTCACCAATGCTGGGATTCTCCCTCCAGAGGTGACCAAGGAGTCTCCATGC\nTCCTTCCTCCAACTGTTGGCTCCTAAAACAGACAAAGAGCGAAGGCTTCGTCCTGGCAGC\nCAGTATGGAAGAAACACTCCTGCTGGCCAGGCAGGGAAGGCTAAATGGGTACCCAGGGAG\nGAGGAAGTGGCTCTATTTAAGAGTTGATAGAGCTGGTTTCTGGACCTGCCTTCTGTTCCC\nAGTAGGCAGAGAGATGCCGAGCTCAGCCAGGGTGGAAATCAGCTCAAAGTCAAAACTGAA\nAAAGCACCAAACTCAGGTGGTAGTTGTTCTACATTCGGATGCCAAACCACCACCACTACC\nTCCACCACCACCACCATCATCCATTGTATAGACAGGCACTTCTCTGAACCCTAAACTGAA\nCAGCATAAACCCAAGATGTGGCCAGACAGAATCCCTAAGAAGGTAGCATCCTAAGACACA\nGAATAAGCGCCACATTTGCCTTTCTTGGTTTTTTCCTTTGTTAACCGTTGGGTTTAGTCT\nGGGTTGCTCCTGAGAGCACAGCTGGAAGTCACACGCAGGAGCATGGGCATCTCCACACTG\nGCTACACCACTGAAGGTACCTTCACTCCCTCAGCAGCCAGTACCAGCCAGGTTCCCACCG\nAAAAGGTAGACTCTCAAATTTATCTCAAAGAAAGGGCACAGAAGCAGTATTATATTAGTA\nTATAGTATGATTATATATAGAAAACATATATATGTATATGTATATACATATATATGTTGA\nTATATATTGGTATATATTCTGACATATTGGAAATAATATCACAAGCAGCAGACATGCCAT\nTGAGGATTGGGTTATAGGAGTGACATGTCAGAATGGTCATCACCCCCATTTGTTTGCTTA\nTTTTTTTAGAACTTTTTCAAGCCAGCTTTTCTATTTATCTTCTTTTCTGGTGATGATCTA\nACCCGATCAGACTTGAAGGCAGTGCCTTGTTCCTGAGGGAGAGGCAGATTTGTTATGCTG\nGAAAATAGATTAGATTTATCCAGTATCTGCTGAAATTTCACCTTGCTTATAGCAGGAGTA\nTGTTCTGGGCATTCACTTAACCCCATTGTGAAAGTAGCTGATCAAGTGAAGTAGAAAATG\nTAAGTTTACTCTAAGCTATAAAGTGACACACACATGTGGGAGGATGCCCTTAGTCTCCTT\nGGACCATCATCCCCTCATCCCTTGTCTTGCACTTGTCTAGACTCCCGTTTTCCTTCTTCT\nGTGCTTGTACATGTTCGTGTCTGTGTGGTTACCCATGTGTGCAGGTGTGTGTACACATGT\nGGAGGCAGAAGACCATAGCTGATGTCTTTCTCACTCAGTGTCCACCTTAGTTTTCCAGAC\nAGAGTTTCTCTTTTACCTGGAACTTCTCTATGAGCCCCAGGGAGAGCCTGTTCCTATCTG\nACCTGGGCTAGGATTACAGTGTGTGCCACCTTACTTGGCGGCGGCGTGGGGTGGGAGAGA\nTTAACTCCGGTTCTCAAGCACTTCACCAACTAAGCCAGATCCTCAGCACCATTGTCCTTA\nCGTTGAGCTGTTACAAAACTCTATCTGATTCACAGGGGAAGAGAGGGTGGGAAAACAACA\nTCCCGCGGATGGGCTAGGGCGGAGGAGAGCTGAGTCTTTATGTGAGTGTCCTTCCTTCCC\nTGAACCCTAGGTAATCTCTAGGGAAGGACATGGAGCCGCCATCCTTAGAGCCCCAAGAAC\nTGGTACCTGTCCTCCAACCCCTGCAGTTAGCATACAGCAAGAAGTTAGCACCTAGCTTGG\nGTTGACCCAGCCTAAGAGGCAGCATAGGAACAGGCCTGAGCCTGCTTATGAGTAACAACA\nGGGAAGAGATCCGTGTGTTTAAAGGAGAAACAAAAGCAGTGCATAGGGAAGGCAAAAGTT\nGCTTTCCTGCAGACTGGAGTCTTTCAGGGCTGTGCCCTACTTTCCCAGAAAGTGGGTTAG\nAAATTGTTAAAGGGGAATATGGATTTAATATTTCCCCTATCTTCTCCCTCCACTCCAATT\nCATTGGAATATTAAATGCAAATGGAAAATTTGCTTCTACGGATTGGAAATATACTTATGG\nTGGCAGAAAGCACTGAATGTTTTCCATCTTGCTGCTTGTAAAAATGCAGAAGTAAAACTT\nTTCTTTCAGCCTCTCTGAACAGAAATGCTATGAGTAGTGAGTTAGCAGCCAGTATTTTAA\nATGGAAGGCAGAATCTGCATGTGTTGTTTAAGGGACCAGGGAGCAGCCTCTGGGCAGACA\nGTATTAAAAGCTTGGGCTGCAAGTATTAAAAGCACAGTACAAATTCACCTTGGAACCCTT\nCAGTGCCCTCTGACCTGCTGGTCTAGACTCTGCCCCTCCCCAGCACGAGCCCCTGAGTTC\nCTTCCAGGCACAGAGTGTGGGGCCTAGGGGGAACCTCTGAACTTCCATTCCATGGAGAGT\nTATCCAAGAAAGACTGTTTGAACACCCACTTCTTGGGGAAAGCTTTGGGTGCAGGAACAA\nGCCAGATGAGTGAAGGGAGACCTGGCTGGCTGCTGCTGCTTGGCAGAGCTAGCCCAGGCT\nAGGTCAGTCACCACTGAAGACTCAAGTGCATCATAAGACCAAGCCAGTTTGCTAATCAGC\nCTTGCCATTATTAGAGTATTTTTAGCCTTCTTAGGCCATCTCTCCATTTCCTGTAAACCA\nAGACCATGGTTTGCTCTGCCTGTCATGAGATTACTGTAAAGAGCAAATTAGAGAAGCCGT\nGTGATTATTGTTAGGAAGCTGCAATATCAGAGACATGCGTGTTGCTGTTATTGTTTTAAT\nCAATTTTCTTTTCTATCTTTTTCAGCAAATGTTTTCCCTCGGTCTACCCCACCCCCAATG\nCAGGTAGCTCAACAGAAACTGGAAACGTTCTTTCAAAGGCAGAGAGCAATTTCAGCTATT\nAGGCATCATTGGCTAACTAAGCAGATATGTTTTACTGCCAGGCTGGTCTAGATTTGACAT\nAGAAAGCTATGAACATTAGAGATTAAGCTTAAAAATTAAACTTTATCTTCTGTGTTCTTC\nTTTTCTCTTCATTGTAGCTCCACCTGATCAAGTAAACATTACTATTTTTTATGTATGTGG\nGTGTTCTCACTGCATGTATGTCTGTGTACCACACGTGCACTGCCCAGTAAGACCAAACGA\nGAGCACCTGATTCCCTGGAATCGGGGGTATGCATGGTTGTGAGCCACCATGTGATGATAG\nGAGTTAAGTGTGGGTCTTGGGAAGAGCAGCCAGTGCTCTTAACCTCTAAGCCATCTCTCC\nAGCCCCCTTAGAAATAATTCAGTGGTGTGGAAGTTTCTTCTTTTGGCTCTTTACAGCACA\nACACCTGTGTTTTTACTGATTATTTGTTTCCACATGCAGAAAATAGGGCATAAAGCAGGC\nCTGGAGAAGCTAAACGTCACAGATTCTCTGTCACACATTTTCACTGTCTATTGGATTAGC\nTTAACATTGAGTATCTCATCTTAAACTTGGAAAAAATCAAACTAGACAAACACACACACA\nCACACACATACACACACACAGGCTTGTACCAAGGCATGCCTGTGTAGGTCAGAGGGCAAT\nCTCAGTTCTTTGTCTTCACCTTCTACCTTACCTTCATTATTGGCTGTGTTTGTCAGACGG\nGTTGGGCTGAGAGATTACAGAGATGTTCCTGTCTCCATCTCCAAGGTGTGCTGTGATTAC\nAACTTTTAAGTGAGCCTTGGGGATTTGAACTCACATCCTCACACTTGCATGACAAGAGAG\nTTGCCACGGAGCCATCTCACCCTCATATTGTTTAGGATGCACTTTCCAGTGCTGCCACCA\nTTTATACATTTTGAGTACTTCTTGAGGGTCTTTACCCTGAGTCTGATACTCCTCCCAGCC\nGGTATGGGGGAGAGGAACTTCTAGTCCTAAGAAAGCAAAATAAATTGTGCTAAGTTGGCT\nTGTATGGATTTTAAAAGTTTAAAGGTGATGCTTTCAAAGAAGAGCCAGGAATGCTATTGC\nCATCGAGTCTCAGGGATCACCTCACTGCACTCAGTGACTTGGGCTGGGGATGCAGTCAGT\nGTGGCTCTGCAGAGTATGCTCAAGACCCTGGATTCCATTCCCACCACAACAGAAACAAAG\nTCATAAAATCTAGATCTTAAAATCTCCTTGGTCAAGTTCTTCCTTCTGTGTCCTCCCAAG\nCCAGGGGCCATGCTTGGCAGAGATGCACAGGTAAGCGACACCATCCCTGACCTATCGTCA\nCCATATGTACGTGGGTGTCGCCTCACTTGAGATCCTCCTTTGCAAGCTCATGCCCATCCT\nGCCAGGCCTTCCCTGGTGATAATTAAAGACTACTTTGTCCGTCCCCTTGCTTACAACTCT\nCCTTCGTGTTGCTAAGTGGTAGAAAAGCAAGCTTCTCTTCTTCCTCTTTCTGTTCCCGAA\nTCATGCACACGTACCAGTCAGCTAGCTCCCCAACTCTGACTCAGGACAACAACATTTCTC\nTCTTATCTCTTTGTCCCACACATGTCTTCTACTGGAGTCTGTCTTATACAATACTGTAAA\nATATGCCACTTCCCTCCCCTACTTAAAATTTTCAATGACCCTCTCTCTGTCAAAAGTCCT\nTCTTTGATTGCCCTAGTCTGCTAAGTTGTTCTACACTTGACCATCGTCTGAAGGTGACTT\nGGAAACTAGTTTGTCTCCTCTGGGGCTGACCGCAATAGGTGCTTAAGCATTTTCTATGAT\nCTAAAAGTTGTTATAAATTTTAGAAACTTCATCCTCGTAGCAAGTGTGAATGTAACTAGT\nTCTCTACCAAAACTCTGTACACAACATGGCCTCAACCAGGGGAACCTGGGTTCATCTAGT\nTGTTTAATAAAGGTTTTATTGTTATCAAGGTAGGAAGCAGCTTGCTGATCAAGAGACAGA\nTGTCACTGAACACTGTTCTGGTCCCTAAGAGGGACGGACATGCTGGACCACTAAGGAGGC\nTCCAGCAACAGGGTGCAGCCCATGAGCAGTAGAGCAGTGAGGAAAGCTTCGTGAGAGCTG\nGGGGGGGGGAGTAAGCTTGCATGTGTGCATGCTTGTGTGTGTCTGTGTGAGAGAGAGAGG\nGGGGCGTGGAGAAGAGTGTGTGAGAGACAGAGGAGAGAAGTAAGCTTGCATGTGTGCATG\nCTTGTGTAGGTGAGAGAAAGAGAGAAGAGAGAGTGTGTGTGTAAGAAGGAGGGGGTAAGG\nATCAGTCAGGTCAACCATTTAGGATTGGGTAATTTGAATATTTTAAGTCTATTCTAAAGT\nTTGAAAGCTGTTCTCATTTTTCTGGTCTCTGGCCCTGGGATAAGGGCAAAGCCATGGTAG\nCCTGGATTGTGAAATCACTCTAGGATGTGATTGGGGTGTGGACTCTGGGTTGGCCAGTTG\nCTTATAAAAATCATGCACAGGAATAAGTAATTTAGTATCTCAAGGAGATAGTTATTCTGG\nAGAACAGTGGTCTCCAGACCCCTGGATTGGTCAGCTAATCTCCAAAATGTCAAAGCATCA\nAAAAGGCAGAACACAAAGCCACATTCATGCACCTACTTACAAGGTATCTGTGCACCCTTG\nACAGAGAACAAAGGGTTAAAGGTGATTACATAGCTGAGACCCCTCTGTAACTATAAAACC\nCAGACACTTCACACAGTTTCCTCACAATTCCCAAGTTCTTCAGGCCCATGTTCCAGCGGG\nAAGGTACACTGTCTACCCCAGGAGCAGACCCTCAGCCACGACACTGAATGACTGTCCCAC\nTGTGACTTCTGCTCAAGGAGGTTGGTTTAGCAGCCAGATTCCAAAACCTTGCTTTAATCT\nCTTTCACATGTGGACTTCCCTGCCTGCTTCCGTCGTCGTAATGCTTTCGGCTAATGGCCT\nCTCTCAGGGACGTAGCCATTGGCCCTGAATCTTTCCTAACTTCAGAGTTCCTGGCCAGAG\nCCAAACAGATAGTAAATATCTAATCCATGTCTGTAATGGGCATTTTTTAAAAAATGCCTG\nTGTGAAGGAAAACTAAAAACAGCACTGAAGTGGAAACCTAAGGGTTCTTTGGAAAGTCAG\nTTGGATGGTGTTTTGCTGGGGCAAACACGTGAAACATTTAGCTGAAGTGGACACAGATGA\nAAGACCAAGGCAGTCTCATAAAGGAGTGTTTCCATGAAGAAGACACAGGAGAGAGGATGT\nTCTGCTAAAGCAAACACATGAAAGGACGTGTGATGAAAGATTCTTTGCTAATGGCATGCA\nTGTATTGGTCTGCCTGTACACTGCATAGGTGAGCTGCATTTGCCAGGACTACATAGAGAG\nAAATGCACCAAAAAACTTCTGGTGGTGTGCTGCAGTTTCTTCCCACTTCTGCGGGCTCGG\nGCTGATTGGCAGAGTGATATCAGCTGAGACAGATGCATGTGCAAGGCATGTGGAGGACAT\nGTGATGTTTGGAGAGAGTAGAAATAGGACTTGACAGACAGTGAGAGAGGCTGAGCTAGGC\nTTGCTGGTTCAGCTAGCTGTCCAGTGCTTGTGGGTCTCACATCTTCGCTGATCTTTGCTT\nCGCTGAGAGAGGCATAGCAGAGAACTTCCCCTGTGGTCCCTCCAGGTCACTCCTACTGAC\nTCAAGGCTGAGACCTGGCTGTCTTTGCTAAGTAGTGGCACTGCTGCTGATTCCTGTTTGC\nTGTCTTGACTCTGCCGACTGGACTGGTGGTGGTGTATCTGTGAAGTGTTTGTGAGTGGAT\nCAAGCTGCTACTGCTGACCTGTGAACTGAACTGTGGATTCCAGACAACATAGATGGGAGT\nTGCTCCAAAGAACCTTTCTTTCCCACTACCTCTGATGGGTGGTGGGCTAGAAGGGAGGAT\nAAAGCATTTAAGAACCATCATTAAAACTATGTTTTGAAAAAATTAAAGTTACACAGCACC\nATTTCCAAGTCCAGCACAAGTTATAGCGGAGTTGCCTCCTGGAAAAAGAGCTGTTCGCTG\nAGTCAGCTGCGAGGGGGTGTGTGCAGCTCTCTTTGTTCAGGGTCTAAAAAACACTATTGA\nCATTGCTGCCAGGATGAGAGTATTAAAGGTTAAAAGGCGAAAGGTTAATCCACTTGGCAC\nCAATCTATGAATTTAAACTGTGTGGAAAATACTACACATTGATGTTTAATATCAAAAAGT\nTAATCAGAAACAATACTTTTCTGTTTGTAATAGATTTTCACCCCTCACCCCCCCCACACA\nCACACACAGATGAAGCAGGATATTTCAGTTGTGTTGTGAAAAGTTTTAAGTTTCTCAGAG\nAATTGCACATTGGATTTCATAAATATTGGTGTCAATCAGTCCATTATGAGGCTTCATAAC\nTTGTAGGCATGAGCATAGTTTACTGTGCTGCCCTATTTTAAAAGACTTGGCTTAAACAGA\nTTTGAAAAGCAAAATTGATGTTTGACTAAGCAAAAGAATATGTTTCTGAATGCCAAACAA\nATAGCGACCGGTCACCTACTTAGCATATCATTTGGATTCTGCTCTTGGGTGACCTAAATG\nTGGCCTCCATGGCTTACAGTTCAATGAGAACTAAAGAGGATCGGTGCTTAAACATGAAAT\nACTTACCAGGACTCACAGAAGACAAGCCTCTGATTCTACTTCTTTCTGGCATCTCATGGG\nAAAGACTGGACCTCTGTGGAACACTCTAGAACAGCACGTTAAACCAGTGAAACAGAACGT\nCCGGCCCATGGGAGGGAGGGAGTGCAGCATGAGCAGAGGCCATGATGGAAGACCCAGCTT\nGGCCATTGCCAACCAGGATTATTAAGAATCTGAAAACCCGTCAGTGAAAGAACATTGCTT\nGGGATGTGGAGCCTTCACATCCGTGTTTCCCTCTGGCTCTCATTCACCTCCTCAGGCCCC\nAGCCTCTTCCCTGCCTTGCTACATAGTGGATGGGATGCTTTGTGTAACTGTCAGAGACTC\nTCTAGAGCCGAGGAGCCTAGCCTTCCTGGAGTCGAGTTCCCTCTCCCGGCACGATTCTAT\nAGCTGCTGGGAGAAGAGATGACAGACCATTTACTGATCATGGTAGAAACCATCATCAGCA\nTCCCTGCCCCAGTGTCCTGAGCCCTACCTTCCGAAGCAGCTCAGAGCAGCCAAGATGTGC\nACTCTGTGCACACAGTGAGGTGCTTTATATGTCAGGAACCCAAATCTTTCCTAGTGGGCA\nGTGAGCTGGCCTGCCCTTTGCTGTAGCAGGAGGCATTAGATCTGCCTCGCCTGGTTGTTC\nACTAACAAATATCCTTAAAAGATAACCTGGGACCCAACATTATTACTCTGAAGTAGAGTA\nCTTCCTGGTGTGTAAAGGACCCTGGGTTCACCCCTAGCCCTGCAAAAGCTGGAAGATAAG\nGGTAGCTCGGCCCAGGACATTCCATGCCTTGCACACGAGCTGTGCAGAAATAGATGAGGC\nATGCTGTGTTATCACTATTATGTGTGAGAGGAAGATACAAAATCACCAAGGTACGGCCAA\nCTCCTCATTAGAACCTGTCCAGAGGTCTCTTGGGATCTTTTAGGTTCTTTCATGTGCTAT\nCTTAGCAGTCAAATAATCAGAGATCAGATGATTATAAAAATGTCTAATATGTGTCTCACT\nCTATGAGAAGTACCTCACACTGGTACCTCTCAGTAGCCGAGAGATTAGGAGCAGAGACAT\nCGCCTATTTCTTATACAGGAGAAAAAATTCTACTTTGAAACTGTACGTTGTAAGTGGCAG\nAGCTGACACTAAATTCAGGCTGCCAGAGCCCAAAGCTCTGTACCCAAGAAGTACACTCTC\nTCAACTTCCATTTTTCTGTGACTAAGAAGCTGACAGTGTGGTAGCACTAGTAGTGGCAGT\nGCTGGTGGGTCATGATGCTAGTGGGGGTGGGTACCAATAGGGGGAGTTCGAATGGTGGTG\nATAGTGATGGTGAAGGGTTAATAGCGGATGACAGCGAGAGCAGTAGTGGTTGTGGTAAAG\nGTGATGGTTTTTAGACTGTTTCACAGGTAAGATTAGTAGGGTGCTTGCCATGTAGTGACA\nTCAGGAAGAGTCTACTATCAGATGTGATATAAATATTGTTACCCGTCAGTCTTCCAGCAA\nAACCTACAATCTCTTCAAGGCAGTTGACATTGCTATTTTATGAACAAAGAGTGGTGGATT\nGGCAGAGGCTGTAAATGCCAGTTGTGGTAGTGTATCCTGGTAGGATTTGCTGAAGGAGGC\nAGAGGAAGGAGGATCATGAGTTCGAGGCCAGCCTGGGCTACACAGAGGCTGTAAACGTTT\nCAAGACCTGATTGAGTTAGCAGCATCGAATCCCTTCCCATACTGCTTTGCCACAAAATGG\nACACTCCAAAAATGTTCCTAAATAGACACTGATGTGGCTTGGAATGTCGGCTCCGTCTGG\nATCGTGCTTCGCAATGAAACAGCTCAGTGTAGCTTGTTAAATAGCTCCCTTTCTTTGAGA\nGATAAGCTCATATGTGTAACTTAATCGCCACATTGATTAAACTTGAGCTTCTGAGGGCGC\nCTTCATCTGTCTCTTGTACTATTTCAAGTGCCAGGGAGTCTCACACACTCGAGCCGTTCA\nCAGCCTTCCAGCAGCCTCTTCCGCTGGCCCTTTCTTTCCCATTTTCTTTAATTCTCAAAG\nTAATTAATGAATCCAATTCCTCCCAGTTGCCTCCCGTTTAGCGCTTGTATGTGCTGAGCC\nTCTTCCCATGGGGAGATATGATTTGCTAAAATAACCATTATCATTCTCTTCAAATCTCAA\nGGCTTTGTGCAAAATAAATGCTATACAGTTTTGCTCTTACTGTATCCCTAGACCCCCTCT\nCCCCAGAGAAATGGTATAGGTGGAGCTGGAAATATGCACACACAATTTTTCCCCTACCCA\nGGTTGCCTTGGTAACCACTGCACTAGCATCTTCCAACAGATGTCTGAAGCTTGGCTGAGG\nTGTGTACGCTAGTTTTCCAGACATGTTTACCGTCGCTCATTAACTTAGGCATCCCCAGCA\nTCTTCCATATCTGCATGACAGGAATCTGTGCCTTCCTGGGCATTTTTAAACACCAGTGAA\nGCAGCAGTACCTTAAAGCTGTGTCTGTTTGTCACCATATTGTGTCACTGTCCTTCTCGTG\nTTCAGTTATACGGTGAGCTTGTGAGCTCAGTGAACACATCTCATGTTTGCACTGCTGTGT\nAATTACCATTATCTATCGTACAGTGTCTGACAACAATGAGACTATTGCTAGACCTGTGAA\nTATCCATCAGCCTCTATGGACAAGTTCTGTGAAGCTTGGACTGACCATGACTTTTTTCCT\nCTTTAACCATATTTACTATGTTTTATATCATTAGCTGTTTTAATTATTCTTTGGACAAGC\nCACATTATCTTTTTGCTGAGTAAGTCCTTAAGTGGTTCCTGATAGTACATGCAGAAGGCT\nGGGGTCGGATCAGTCTAGTTTGCTGTATAACTGATGAGATAGCTTATTTAGGTGAGATCA\nTAGGAACATGATGTCTTTAATTTTTCCCATGAGCATGTGGTTATGCACGTAAATTATGCA\nAGTCCAGCAGTAGCTTTCAAAAGACCCTGAGATGTTTAGCTCAGGAACACCTTGGCTAGC\nTGCAAGAATCCAGCTATCCTAAATTTGCTCTGATGGCAGAAGGCACATGCTGAAGCAGCC\nCCAACAATCTTCCTTTTTATCATGCAGCATAACAGAGTGTGGATGACGGCTTACCTCAGA\nGTGAATGGACGGACTTTACAGGAGCCTTAGCCAGAACTTACGGGAGGGTGTTGATATTTT\nTCTGTTTCTATTATAGTGTGCTTCAAGTGAAAGTTATCCTGACACTTGAAAAATACAAAA\nGTAGGGATATGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTTT\nCTGTGCCTGTGTTTGTGTGAGAGAGAGAGAGACACAAAGACAGAGAGAGACATATTCCTT\nTAACTGATGTATTTTTATAAATGTTTGGTATTCTACATCTCAACATTCTGACAAGTGGGT\nTAGAAATTCCTGCTCATTGGATACTCATCAGTTTGTGCTTCAAACAGGTTATGGACATAT\nAGACAAAGGGGTAAAAGAATACACTGATTGGTTGCCCTGAGATCTTCTGGCCAAGCCAGA\nAGTGTGTGCATAGGAGACACAGAGAGCTCGAGAGGTTGAGGGAAGAGAGCACATCGTGTG\nCAGAGCCTGTCAAGACTGTGATGGGAGTAAGATGCTCTAAGAATGTGCGAGGAACCCTCA\nCTGGCTCCCTGAACAGAGCTCTTCTCTTTGTTTCCCAAGCTGAAGCTGCTGTGTCTACCA\nCATTGCAAGCTGAAGCTGCTGTGTCGACCACATTGCCTTCTCTCCCCGAGCTGCTGTGCG\nCGAGTCAGCTGGCTGGGGTGGTAGACCATTAAATGGTGCGCAGAATGGCGGTCTGTGTTC\nCCAAGGGCCGTTGTTGCAAACTTATCTTCTCCATGCTGCTCCAGTGGGTAGAAAGGAAGC\nCAGATACTGGTATAGAGATTGCAATACCCTAGTGAACACTAAGCAATGCTTTTAAGAATA\nAACTGAGCAGAGGTAGGAGTTCCTTATCACACATGACCTCAGATCAACAGAGAGGTTTGC\nAGAGGCTCTTTGTACCATCGACAGTGACAGGTGCTACCTGGAGAATAGCTGGAGAGGGCT\nGACTAGGGGTTTCTAGGGCCCTGCACTGAAGTGTGCCTGCACTGTCCATACTCTGTGGGG\nGGCCAGTACAGGGGTCTGACCTCTGCACTCACCAAGGTGAGTATTCCTTTTAGAATCAGA\nCACAAGAATTGCCAAGTGCCATAATAAGGCTGGGAAGGGAATCCAAGAGCATACAAGTTA\nTAGCAGATAATCATTAAGCTATGTGAAATGTTACTATCCTTCTTCGGTTTATATATGACA\nCAATAATCTCTTTTTGAGGCAAGGAATTTTTATGTAGCTCAAACTTGTCTTGATCTCATA\nTAGTTATTGTTACAGGTGTACACTAATTATACTAATTAATTAATACTCTAACACATAATC\nTAGTATAAAGTATATAATAGGTCTATAAAATATATGTGTAATTTTTACTGGACTTCATTC\nTCTCAGATTTGAAAACTTTAAATGATCTATTTAAGAAATAAAAGTAAATAATAGAAGATG\nCATGTACCCCATATGAAAGATAAATAAATTATGGGAATACAAGTGACAAAGTACATCTTA\nATTTTATCAGATCATTAAGTCAAGTAAGCCTTTTGTGTTTGTGAAAGAGATAAGACAGCC\nTGGTAGAAAGCTGTCCTGCACTTAGAAGGCCTTCTCCAGCCTGCTTTTCCTGGCTATCTA\nGTGACAGAGATTCAAACCACACACTGCTGTGCTGAGACCCAAGTAACAGAAGCACACATA\nTCTTAGATAAAAGAAGAGCAAGGGTCTGGTAAAACTCTCGTTTTAGACAATGTTTTAAGT\nGACTAAATGATCTTTTACCATTTCAGTTAAGAGCTGTGAAGCCCATGGTGAATCTGCTAG\nATTGGGGTTAAATATAGCATATCATAGTGTTGGGTGCTCAGAGTGGTGACTTCCTGCTCA\nGCTGCTCTGCCTGCTGCGGGGCACTTCCCAGAGCGCCAGACAACATGACATCAGAGAGCA\nGGCCTGCAAGGGAGAAGTGGCTTTCTTTCTACAAGGCTCTGAGAACCAAGCCAGAGAGAT\nGTCAGATTTCCTGCTAGGATGGACTACTGTGGAAATTCAGCTCAAAAATATTTTAGGAAA\nGGAAAAGTTAAAACCCAACCCCAAAAGAAAGCCAGTTTGGAGAAATTCGGAAGGGAAGCC\nAAAGCTCTAACAGGCAGCCACCAGCTCCACACAAGTCACCACCTCTCCAAGTCAGGTCCC\nACAACTTCCTAGAGCTTGTTAGACTCAGTGTTGAGAGTGCAGAAGGGTGGGGGGTTAAAA\nAGGCAAGCGAAAATTTCTCCCAGCTTTGGTCCAGTGAAAACCTTCAGTGTTCTGGACGGT\nTCTGCACCAGTGAATGGTTTTAAAGGAGTGATAGAAAATGCTTAATTTGATGCTTGGATG\nATATATTATAAAATAAATGTATTCCATCATTTATGTAAAAATAAAACAGACATTATTTGA\nAGCTGAAGGGGGCTGGGAAGAAAGCAAGCATGTTTTCTGCCTTTTTTTGTGTCTTCAGGC\nAATTTTATCAAATCCCAGTTTCGGGAATCCCTGCCTGTGTGGGGATTACATACCATAATT\nCCGTCCTCTTGTCCCTGCAATTATGTCAGCTTTTAACTTACTGCTTGGAGCCGCCTCCTC\nCCTTGCCAACAATTTGAAACAGCCTTGTTGCACTTAGTTCTAAATCTGTGACAGTGAGAG\nAGGAAATGTCCAAAAGATAATGCTGGACTTCTGAAAGATAATGTTTAGTTTCCTGCCCAC\nAAGGCAGATGCTCCCTGTACTGCTTAAAATGGACTAGTCCGTGCCCACAGAGCCAAACTG\nTTCATGTCTGCCAAGAGCAGAGGCGCTGTGAATGAAGGCAGGGAAAATTCCTCAACATAC\nACTGCCTCCCACTTCCAGACTCTGGGACTGGCAAAACCTGAGACTGAGTTAGAGGTGCTG\nGCTGGCTAAATTCCTGACTAGAAATAATTCACTGTATGAGTGTATGAGGCAGGAAGAGGC\nCTGAGCAACTACCTCTTGGGTTCCCTCAGTCTGAGTAGACAGAGTAGAGATCATAAGGGA\nAGGCTTGGGGTAGGGGGAAGGCCTGGGGTAGGGGGAAGGCCTGGGGTAGGAGGAAGGCCT\nGGGGTGGGGGAAGGCCTGGGGTAGGAGGAAGGCCTGGGGTGGGGGAAGGCCTGGGGTAGG\nAGGAAGGCCTGGGGTGGGGGAAGGCCAAGGGATGTCGTTGAGAGAGATTCTCCTGGTCAC\nTGTTCAGTCGGTCGGTCCTGGATGGTCCAGCATCCGGGAGAGCAAACAGCACTACTCCCT\nCTAGCAGTCTTCATGAGAATAGAAGAGAGACCCACATAAAACTTTTGTGTATCACAGAAC\nATCTGAGAAGGCAGGCTCAACACCAGAGCAGGTTCCTAGCCATATGGCAAGAATGTCCCT\nCCACAGTTCCAAACTGGACAACTCCCCTGTAGTCTTTTGGCCAATGGAAGAACCTGCATC\nTATCCTCCAGATCAAGTACAGTGTGTCAGTATGTCAACCCAGCAGAGTCTGGGCTGTCCC\nCTCTATCTGTATGAACCCAGCAGAGCCTGGGCTATGCCCTCTCTGTCTGTATGAACCCAG\nCAGAGCCTGGGCTATGCCCTCTCTGTCTGTATGAACCCAGCAGAGCCTGGGCTATCCCCT\nTTCTGTCTATATGAACCCAGCAGAGCCTGGGCTATCCCCTCTCTGTCTTGGTGACCAGGG\nAGCCTGGGAAGGTGCAAGCTTACCCACGCTGCTCATTTCTTGCCTTCCTCTCACAACCCT\nGCTTGTCATTTCTCCCGGAAAGTACTTCCAGCTGAACCCCATAACCAATAACCAGGAAGC\nCATGTCCATCCCAACAGTGGTTCTGGCCCAACCACAGATGGAAGTCTCTTTCCCAGCATC\nCCCACCTCAACAAATGTTGTCCTGGCTTCCTGGGCCCTCTGATTTCTGGAATTTCAAGAC\nCCAGGGCTGAAGGCCAGTTTTGTTACTAGGCTATGCAGCTTGCGGTCTGCATGATGGATG\nGTGAGGGGTTGAAGTAGGGCAGCGTTGACAGGATACACAGTGGAGGCTATCTGGGAGATG\nTGTGTTTTGGAATCAAACTCAACAGAACCCAGCAATAGATACAAACAATAAGGAACAAAC\nAGAACGGTGTCCCAAGTTCAGATTAGAAATCAGATGTCCCTGCTTCAAAGGGTACTCTGA\nGCTCCCACTGAACAGCAAAGAAGCAGGATACGGCTTCTTGAGAGCAATTCTATTTTTATT\nCATGTATTATTCATCTTTTAACAATTGCATACTTAAAGACAGCCTACCGTGATGATATCC\nACCCCTGGTTCCCTCTTTCTTGCCCCTCTCCCACTCTTACTGACTGCTGCTTGCCCAGAA\nGACTCCTCCCACTCTGATGTCTTCTGTTTGCTTGCTTTATTTTATTTCTTGTGCCGATAA\nCCATGGCTGCTGCGTTTTCGTGTCTGTGACAGTCATGTCATGGCTGGAAGACAACGTTTA\nATAATGCTCCTTACCCAGGGCCAATTGTAGACTCTTCCTTTCAGAGTTAAAGAGGGAGTC\nGTGTTGATAAACAGAGCCTCACACAGTCAAATGCCCCTTCCAGATGTCAACAGTAGGATG\nACTTTTGCTGACTGGATAGTCTAATGCAGCGTATTACTCTACAAAACCTGTATCCCCATC\nAGCGTGTAGGGTAGTGCTTCTCCACCTTGAAAACAGTTTCTCATGGTGGGGTGACCCCAA\nCCATGAAATTACTTTATTGCTACTTCATAACTGTAATTTGCTACTGTTATGAATCTTAAC\nATGTCATGCTAAGTCAGTGCTAAGTGATGTCTTCCAAAATGTATCACAGAACATAAACAA\nAGTGGCCCGTATTAGAAGGCATGGACATGGTGGAGTCTAAGAGGCTGGCGAGAGGGAATG\nTCCTCTTGCTCTGTTTGCTCACAAACCACATCTTATCATACAGTGCAGAGAGATCAGAAG\nCTTTAATCCCAATTGTTAGTAAATGTTACATTACCATAAAATTGCATGAATCATCAAAGG\nTTGCCTGGCGACACCCTTCCCACTCGCCCACTTCCAGGGGTTTTTTTATAATGTGAATAT\nTACTGAAAACTGAGTTGATTTGTGTTATAGTTTAGCATATTACTTGGGTGGCAAGGAAGA\nCCAACTTAAGTAAGAAACTCTCTGTGTTATACATGTGTGCTACACCGCCTGCAGAAAGAC\nAAGACTGGGGGATTGACTGTGTATGGCATATCCCATCCCTAATTTTCATGCTGTGGCCTT\nGATCCTTTTTATTATTTTTAAATTTATTTGTTTAGGATAGGATGTGCATGCTCCAGCATT\nCATGTAAAAGTTTAAAACAAAACAGAACAACAACAACAAAACACTTTCAAGAATTGTTTT\nGGGGGCTGGAGACATTGTTCAGACGTTACTAGTGGTTGCTCTTTTTTTTTTTTTTAATAT\nTTTTTTATTACGTATTTTCCTCAATTACATTTCCAATGCTATCCCAAAAGTCCCTCATAC\nCCTCCCCCCCCCACTCCCTACCCACCCATTCCCACTTTTTGTCCCTGGCGTTCCCCTGTA\nCTGGGGCATATAAAGTTTGCATGTCCAATGGGCCTCCCTTTCCAGTGATGGCCGACTAGG\nCCATCTTTTGATACATATGCAGCTAGAGTCAAGAGCTCCAGGGTAGTGGTTAGTTCATAA\nTGTTGTTGCACCTACAGGATTGCAGATCTCTTTAGCTCCTTGGGTACTTTCTCTAGCTCC\nTCCATTGGGGGCCCTGTGATCCATCCAATAGCTGACTGTGAGCATCCACTTATGTGTTTG\nCTAGGCCCCGGCCTAGTCTCACAAGAGACAGCTATATCATGGTACTTTCAGCAAATGCTT\nGCTAGTGTATGCAATGGTGCCATCGTTTGGAGGCTAATTATGGGATGGATCCCTGGATAT\nGGCAGTCTCTAGATGGTCCATCCTTTTGTCTCAGCTCCAAACTTTGTCTCTGTAACTCCT\nTCCATGGATGATTGTTTCCAATTCTAAGAAGGGGCAAAGTGTCCACACTTTGGTCTTCGT\nTCTTCAGTTTCATGTGTTTTGCATCTTTGAGAGGACCCAGATCCTATTCCCAGCTCTCGA\nACATTCTGTCATTCCAGTCCTAGCGGACCACTGCCCTCTTCTGGTCTCCATAGGCATTGC\nATGTATGTGGTATACAGACATACATGCAGGCAAGCACAATACCTATACATATAAAATAAA\nAATAAAGGTTAATTTAAAAAAAATAAAAAAGGTTAATTCTCTCCTTCTACCATGTGGGTC\nTAATCCAGAGAGCCTAGCTCTGCACGGTCTGTGTCTGAGCCTCTATGGTCACTTGTATGA\nTCTCCTGGTTCCTACCTCCCTCAACGTTCCCAGTTACCACCAGCTTTTCAGATTGAAGGC\nAGCTTAACACATGAAGCAAGTGGTGGGTGGGTGGGTGTGCCAGGTTCACTCCTTTCCTGA\nGCATAAAGCATTTACAGGAGTGGGCACCTCTTTTGAAATAGTGTCTAGCTCTGGAGTTGC\nCCCCGTCAGTTAATGCCTACTGAGGCTGGAGCCTGCTCCATCGTCATCTCCTCCCTAGAT\nTGTTAGATTGCCTGAGCCAGATGCTCATTCTGAATACTTGCCTCAGGCTCAGAACATGTG\nTCACCCAGACCTAGAGGTTTCTATAGCACAAGTTTGATATCCACAAACTGCCTGACTCCT\nCTGTGACTTCCAATAGCTCTTACATGAAGCTCGCAGAGTAATCTGACCCCTGCTTGCCCA\nGCATCCTCTCGGACCCTTTGCATCTTGCATAACCCACTATGGCTTCTCCTGGAAGTGCCT\nCCTTGTCTTGCTTCTGAGACCTCCCTGGCTCTCTGCAGCTGTTGCATTTGCTTGGTACTT\nGCCTGTCTTCTTTACCACCCATGCGTGCTGTGACAGTTGCAGCCCTAGGGGCAGAGTCAG\nAGCTCAGTAAGCATCTCATGCCTGAATAAAGGGAAATCATTCATTTCATTTTAATTTGTC\nAGCAGTGTAGACCTGTGTATTTTCAACCTTGATTATCTGCTTTTGCTAGTATTATTGACT\nTGGTGCTGTCCCTCTGTACACATATCTGACCTCTTTATGCTTCCAACCTCCTTTTGCCAC\nATTCTTTAGGGCCTCCCTTTAAAAACAAAAGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT\nGCAAATGTCGGAAACATGGGCATGCACATATGTATATGTTTCTGAGGGCCTCGAGGTAGA\nAGTCTTCCTCTATCATTGTCTACCTTTTCTTTTGAGACAGTGTCTCACCAAACCTAGAGT\nTCACCAGTTTGACTAGTCTGGCTTGTCAGCAAGCTTGGGAATCCTCATGTCTCCATCTCC\nACAACACTGATATTATGAGCATGCATTGCTATGCTTGCATTTTTATGTCCGTGCTGAGAT\nCTAACCTCAAAACCTCCTGCTCACACAGAAGACGCTATACCTGTACCTGCCGAGCCATCT\nCCCCAGCCTTTAACACATTTGTGATGACCAAACAGCAGTACTGGCATGCTTATATCAGTT\nTTGCTGGGACAGTTGCAGAGCCCATCGTGAGTCTCCCAGCAACTGTAGCAGCCCGAGGCC\nGTGGGAGCTGGTGGCCAGCAAGCAGGAAGGATGAATGAATATCTAACCTGTTTCCTAGTG\nTTGTGCTGCCTCTCAGTTATCTGTCACATGAGCAGGAAAAAAATAAAGGACGAAGCAGCT\nTGTGGGGAAAAAATAGGAAGTTTTTATTTCTTAAAGTTTTTTTTTTTTAATTTTAGGGTT\nAAAAAAAGTTTTGTTTGTTATTTTTATTTTCCTAAGTTTTAATAATTAAGAAAATGACCA\nGGGGACTCCCATCCATTGAGATGGCTCAGCAGTTAAGAGTACTGATTGCTCTTCCAGAAG\nTCCTGAGTTCAATTCCCAGCAACCACATGGTGGCTCACAACCATCTATCATGAGATCTGA\nTGCCCTCTTCTGGTATGTCAGAAGAGAGTGACAGTGTACTGATATGCATAAAATAAAGAA\nAGAATTAAAAGAAGAAGGGGGAGGAGGAAGAAGATGAAGAGGATGAGGAGGAAGAGGAAG\nAAAAACACGGGGTCAGAATTCCTTGTAAAAGAATGTAGTCCTAGACGTACTTAACATGTC\nCCATCTTTGGCCTACTGTCAGGGTTAATGTGCATTTTCTGTTTCCAGAGGTGACCTTGAA\nGGTGCACATTAGTGACGCCAGCACCCACCAGCCCATCGCAGATGCGCTCATTGAGATCTT\nCGCCAGCCAGGTGTCTGTTGCCTCTGGCACATCTGGCACAGATGGGGTTGCTTTCATCAA\nGTTCCCATACAAGCTTGGAAATCAGCTGATTGTCACTGCCACAAAACAGGCCTACGTGCC\nAAACTCTGCCCCGTGGAAGCCCATCCGATTACCGGGTAAGTGGTTCGCCCTTCCCAAAGA\nCAGACCTCCTGTGGGTCGGTGGCCCATGATGAGATCAGACACTGATGCATTTTTCGAGGT\nAGGAGTCAGGCAGGGACATCTATATGCCAATTCTGTGAGTCACCTTCTTGTGTGCCATTA\nTGTGGAGGCATGGTGGGACGAGTGTGTGAAGGTGGCTGGAGCCCCACCTTGTACACACAC\nAGAGGTCACAGGTGCTCAGTTCTGTGCCCACGTTCCCAATGCTGTGCCGTGTGCGTGTTG\nACCAGCAGCAGTGTGAGCTCTAGGGCACAGCATCCTCTCTACTTCCTACAAGTCATAACT\nGCCCAGAACTCTCCAGAAAGTAAAGGGCAGTGGCCCCGTGCCTGTGCCAGGAGCTTTCCT\nCATTGCTGCAGCAGATGTCTGCTCAGCAGCGTAAGGAGGGACACATATGTTGTAAGAGAA\nAGTCTCTCGTGGTGGGAGGGCATGCAGCAAGAGCATGCGGTGACCATCCATGCTCTGGAG\nGCAGAAAAGGAGCCTTCTGTTTCCTATGCAGCCCTGGAAATCTCCCTGCCTATATTCAGG\nGTGGGTCTCCCACTGCAGTTAACCTAGTGTAGGCAATCCTTCACAGACTATCCAGACGTT\nTGTCTCTTTGGGGATTCTAAATCCTGTCAAGTTGACAGTAACACCATCACAAGCTAGAAC\nCCATGGAAGGCCAGCAAAAAGATGGAAAGCCCTTTCCCTAGATTCCAGCTAAAGGAGATG\nTCTGACCTCCCCAGTGTACCATTGGATGTCCTGGGGGTGAGGCGTGCAGAGACTGTCTGG\nCTGCATCTGAGTAGCAGCTGTACAAGGTAGGGTCATGTTGCAGTTTACACAGGCTTCAGT\nCTCAGGCCTGGCAAACACTGAGCTGGACGCTCTAGTCACAACATTTTCAGCAACTGATTC\nAAATATCTGCCTCTGTTCTGTGTGGGCTTGTTTAAAGACACTGTCGGATAAACTCAGTTG\nACCTGCAAACACTGGGCTTAAGTGCTCAGCACCATAACCTGTATCTGAGCAGCATTTATC\nATTTATTCTCCCACAGCGCACACTCTAGCCTCTCCTCACTGTACATGGGGGCCACTTAAA\nATAGTGAGATCACCGCAGAAAGCACACATGTGAGAAGCCTGTTACAAAGAGACAAAGAGA\nAGACATTCACCAAGGGAGAGCTGAGACAGGCAGACAACCTGTTGCCCCATCAGCCTCCAA\nGCTGTATACAGGCACAAACACACGGAGACTGTCGATATGGGGGGGTGAGAGGAACAATTT\nACCAAATGTGTCTATTTGTAAACACAGGACCTGTGCATGGTGAGAATCAGCCATCTAATG\nGCTTTCATTTTGACTCCATTATAGGATTTGAAGAAAGGACATTGTTTCCATAATGTCCTT\nTTCTTGAATGAGTCTGATAATGGGAACAAGACAGTTTAATTGGAAGCGTTTTAGATACAC\nCGTGAAAACACCTGGAACCGAGAATGGCCTTCCGCTAGCTGCCCCACCCGAGTGGGCCCA\nGAGGGGTTGTCAGAGCCTGTGTTTCTAGCTTCTGAAATGGAATTAATTGGCCTGAATCAT\nTTCAAAAGACCTTCCCGAGCCTTTGGTTATTTGCTGACCTTTTCAGTATAATAAAGGCAG\nAGGCGCTCCTAACTAGCACGTAAAACAAGTGTGACCAGAATGAAACCTGGCCTCCACTGA\nGAAACCAAGTAAACTGTTGCTTTAGTGTGTATTTTTAGAAGTTGGGTCTCACACTTCTGG\nTATTCCAAACAACTGAGAAAAAAAAAGGCAAAAAGAACTGGGAGTTCTGAAATAGATGAG\nAGACCGCGGACGAGATACTTTCTTCACTGCGTGTTCCGGGTTTTAGTTCGCATAGATGTT\nCTTGAGAGAGCTTGGAGTGAATTCCTTTCCTCATCCTTAGCAATAACTCCTAGAAGCTGT\nGTTAGGTTTTCTCTTCTTCCCTGGGAGGCTTGCAGACTAAAGAAACGGATCTCAGCAAAC\nAAGTCAGAGATCCACGAACTCCTCCACGTGAGCCGTTCTGTTTACTAAGGAGGATTCTCC\nTCCATCTCTGTCAATGGCAGGTCTTCCCATTGCTCTGGCAAAGAAACGGTGGTCCAGGAC\nTACTGCACTGCTCTCTGACCAGGTTAATTGGCCTCCTCAAAAACACCCACCACATTGCTA\nGTACTGCATCTTAAAATGCATGTGCCCTGCAATCCCTGCACCCTAGAGCCATTAGCATTC\nCTTCATGCGCAGAAGAGCAGCTCTTGAGGCCCTGAGGAGCTGTTAAGTTAATCATTGCTG\nGGGGAGAAAGTGTCTTTCCCCACAGTGGTGTAGCCACTGGTAAGTTGAGCATGTGCCTCT\nAAATAACCCATACCCGGTGGGCTCTATCAGACCACCCTGACTAGACTCAGTGGCTCATAA\nAACAGCGAAATGTATGACAGATGGGTGGGAACTGGCTGGAGGGAAGAAGAAGGTGGTCAG\nCAACAGTGGGGATTGAAAGGATAATGACCTGAAAATGACCAAAATACGCTGTGTGCATGT\nGTGAAGTTACCACAGAGTTTCTGAATTAAATACATGTGCCCAATTACATAATGTGCTGCC\nTAAAATCCTTGAGTGGCCTCCAGGAGTTAAAAGTGACACACAGAGCCTCCTCCCTTGGTG\nACTTCTCCCTTTCCTATCATGAGTTCCCTGAAGGAGTCTGACTGGCACTTTCACCCTCTC\nTGTGTTATCTCTTTACCCCCTTCATGTAAAAACTTGTGTTGTATCTTGAAAACCCCAAGT\nGGGATGATTTTACTCCAGAAGTCGCCCAATATCCTGAGCAAAACAAGATGTTCCTTGCTC\nTCTAATTTGTTTTGTTTTTTTTAAAGAGGGGGGAGACAAGTTATAATTCAATGACAGAAT\nGTTTGCTAGCATGTAGATGGATGGGGGTTCCATCCTTAGTGCTGGGGGGTTGGTGGGAGA\nATGGAGATCCTGAATATGTCCTTAGTGTAAAGAGTCATCAGTTAACACCCTCTCCAGAGT\nGGATAAAAATACCATGTACTGGAAACTGTGGGCCTCTTGGTCACCTCCCATCCCTGAAGC\nAATCTATAAATTTGGGTCCATAGCCTGGTGCTCCTGCTCCCTGCATCCCTTGCCTCGCAT\nGGCAGACCCATTACAGAGACTACATCACTTGCATCCCTCTAAAAAGTAAGATTTGAGAAA\nCAGTTTGTCAGGGCAACTTCTCTATAGATGGAAAGGCCAAAATGTTCCATGCGAGATGAG\nTTTTCAAAGCACATTGCCATGGTCCCCTAGTGTCTTAGTCCCTATTCTGTTGCTGTGGAG\nCGACCCCATGAGCAAGGCAACTCCTATAAAACAAAACATTTAATTGGAGGTTTGCTTGCA\nGTTTCAGAGGGTTAGTTCATTATCATCATGGCAGGAACTGGAGCAGTAGCCAAGAACACT\nGCATCCTGACCTGCAGGCATGGGGTGAGGGAGTCGGGGAAGATGAGGGGGAGACTGAGGG\nAGAGAGGGAAGGAGATATAAAAGTCTGGCATGGGCTTTGGAAACCTCAGAGCCCATCCCC\nAGGGACACATCTTCTCCAACAAGGCCACACCTACTCCAACAATGTCCCACCTTCTAATCC\nTTCTAATCCTATCAGAGCGTTCCACTCCCTGGTGACTAAGCATTCAATTATGTAAGACAA\nTTGTGCCATCTTAGTGAGTTACAAGCCACGCCTAGTTCTAGATAAAGACACAGGTGGTCT\nCAGAGCTCACAAACCCCACTCCAGGCAGCAGAGAGTCTTGGGGCCAGTCAGGATGCTTCC\nTGGTTCTGGAGAGCTCTGAGAGGGAGCATGGCATGGAGAGGCAGGGGCAAAGCAGGCATT\nCTGGTACAGCCTACCCTTGTAGGCCAGCTGCTTTCTGTAAGTGACACCGTCCACAGAAGT\nCCTGGCCTTTCTGTCTAGCCAAGAGGCCTGCTTTATGTCATTAGGTAGAAAAAGTTACAT\nCTAATGGTTAATATAACCTGTGAAATGTCCATAGAGATTGTACCCAGGGAGGCAAGGCGA\nGCTCCCAGCAGCCTTTGCTGTGGCTGTTTCTTCTTTTATTCTGGTCTTCACTCCTCTAAC\nTTTGTCTGAACTGTTCATCCAACTTTGATGTCCCACTAATTGTGATTTACTTTTTTGTTT\nTTTCTTTTGTTTTGGGATGGTTTTGGTTTTGGCTGTTTTGGTTTGGCAGTGCTGAGGATG\nGAACCCAAGGCCTCAGGCATGCTAAGCAAGCGTTATATCATTGAGCTAAATCCAAACTGT\nATCCAAAATTTTCCTTCATGGGGTTGGGGTGGGGTCTTATTGAGTGGTGAAATACCGGCT\nTTAAAGTAGCTGTGCCATCTAAATAGACCTTAAATTTTCAATCCTGCCTCAATTTCCCAA\nGTAGCAGATGATCTTCATGTACCATAAAACATACCATTGTATGACTCAGTCTGTAAAACA\nTTTTCTGAGCAAGCGTGAGGATCTGACTTCTGATCTCCATAACCAAGTACATAGTCCTCA\nTGCTGTGGAGGCAGAGATGGGAGAATTTCTCACCATGTTTTCCAGGTAGTCTTGTCAACC\nAGTGGACTTCAGGGTCAGCGAGAAACATGTCTCAAAAAAATAAGGTGGAAAGCCGGGTGT\nGGTGGCGCATGCCTTTAATCCCAGCACTCGGGAGGCAGAGGCAGGCGGATTTCTGAGTTC\nGAGGCCAGCCTGGTCTATAAAGTGAGTTCCAGGACTGCCAGGGCTATACAGAGAAACCCT\nGTCTTTAAAAAAATAATAATAATAAGGTGGAAAGTAATATAGGAAGACACTGATGCTGGC\nCTCTGACCTCCATGTGCACATAAACACATATGCATCTACACACACACACACACACACTTG\nCACGCACACACATGCACACACGCACATACACACACACACCCCTACACACACCAAAACACA\nCCATTTCAAAAATGCACGCTTCAAAATACCTGGCTAGTTCAGTTGGTAGAGTGTGAAACT\nCTAAATGTGCATCCTTCATGGCTTTGTACCTCTGTAATATCTCCATCATCTGTTTCCAGC\nATATTCCAGCACCCTCTATTAACTCTGTCCATTAGTTCTGACTCCCTATTTCCCATCTTT\nCCAGCGCCTAGCAACTTGTAAACTGCCTTTGGTCTCTGGCTTCGCCTGTTCTAAAGAGCG\nCATATAAATAGAGTTAGACAGTGTGTGGCTTCTATGCCTGCCATCCTCAGCATGTTTTCA\nAGGCTGTGATAATTAATTTGGTTATCAGCTTAGTGGGATCTAGAATTGTCTAGGGAAAGA\nGCCTCTGGCCATGCTGCGAGGGATTGTCTAGATTAAGTTAGTTGGGAAGACCAACCTCAG\nCTCCAGCTGGCACCATTCCATGGGCTTGGATCCTGAGCCGAATTAACAGGGAGAGCACCC\nTGTGCAGGAACACTGGCAGCTCCGTGAACCCAAATAAACTCTTCCCTACCTACGCCGCTT\nTGCTCACATATTGTCACTCAAGGAGGTAAGTGACTAATAGGCCCTCCTTCCTTAGAACAT\nGTCACTTCTCCATGGCTCATCTGTATGTCTATAATATACTCATAATATATTCATAATGCC\nAAACTCGATCTGTTTCTCAGTTAACAAACACTGATTTGAGTTAATTCCTCTATGGACGTA\nCATGTGTAAACATACATGAACGAGTTTTTGCATGAACATGTCTCGGTGCTTTTGGGCTCA\nCATAGGGCAGAGAACTTGTTGGGCCACTGGTTGAATATCTGTATTGAATATCAGAGGAAT\nTGTCAGATCATCTTCTGCAGCACTAAAATGCATTCTTATGTTTGCCATGGCACTGGCCAC\nCTTCTGCCTGTTCTCTAGCTGTTCCCTGTGGGCTGTGGTCCTGTGTAATGAGTAATCCTG\nAAGGCACAGACCACAGACCGCATTTACGTGCTCTATTCAGAACAAAGCTGGCAATGGTCT\nTGGGATATAGCTACATCTAAGTGCACTGCCTGGGTGGAGGGGGTGAAGGAGAGGCAGGCA\nTCACCTCCGAGGGCCTGTGGAGAGCCTGCACTGCCAAATCACTCAGACTGTTAACATTTC\nATCTTTCTAGGTCTTGATATTTCATAGACATTAGTGTTACTTCCTGATGTCATAGTGTAT\nATCCATAATCCCAGCATGTGAGCTGCACTGGGAATTCCAGGTCAACCTCAGCTACATAGT\nGAGGTGCTGACTCAAAAATCAATTAGCTAGCTAATTAATCAATTAAATGGCTGGGGAGAA\nAGCTCAGGCAGTAAAGAGCTTACTGAGATGGTAGTTGCTCACTAAGTGACCCAGGCTGGC\nCATGATCTCACCTTATTACTACCCCATACCCATGTTAAAAAGCTGAGCGAAATAGGATGC\nTAGCAATCCCAGTTCAGAAGGCGCTGTCGAGACTGGGAGATCCCTGGAGCCCACTGGCCA\nGCCAGCCCTACCTAACCAGTGAGGCCCAGGCCAAGGGGGAAACTGGGTCTCAAAAGAACA\nAAGAAGAAATAACTTCTCATTACTTTTTTGGCTTGACTTGGCGCTTCTCTTACCTTGGTG\nATGAAGTCCAAGGTCCTGTGAGTTTCCATCCATGTAGCATAGTGGTTGACGGAAGGCACC\nAGAATGCAGATCCTAGCCCCCGGCATCTATCACCTGAGGGATATCTGGACAATCGCTTCC\nTCATCTATAAGCCCATTTCATTACTGAAGAGTGAACACCCACTTCTTAGGGTTGTTTCAA\nTACTTGGATAAATTACCCAAGTCAGTGTTTCTAGAGTGACATGCGCCCTGTCAGGGAGAG\nCCTGCAAATCTTAGTCTACGGTGGAATTATTTGTTTTGTTTTGTTTTGTTTCCCTCAAAT\nTTCATGTAACAGAATGCCTGACAACTGCAGAAAAGAAGAACTCATTGCGACTCACATTTA\nAAAAGAAATACTGTCTACTATGGTGAAGAGTCTCAGCTGCAGCAGTGTGAGGCTGCAAAG\nCGCATTCTGTCCACAGTCAGGATGCAAAGGACAGGCAGGAAATGCCCAAGGGTTGCCCCA\nGGGATACACTTCCTCCTAAAAGTGCCACAACCCTTCAGAGCAGCGCCACCAGCTGGGGGC\nATAGTATTCAAGCCCAGGTCACAGCCTAAAGCACATACATCTGCCAGGAAACTTGGAGAC\nTTCAAGGATCTGTGTTAAAAGTCCAGATATTTGGGTTATAGTCTTAAAGTAATATAATTT\nGTGTGAAGTTATTACTCCGAGTTTGGGGAAACCGTCTTGGAGCATACTGTATACGTGAAC\nCTAAACACATATTTTTGAGTCTCTTAATGCTTAAACCTAACATTATATACGTATGTATGT\nGTGTGTGTGTATGTATGTATGTATGTGTGTATGTATGTATGTATGTATACTCATATAGTA\nTACACATAATAACTTTTAACATACTCCAGTGTCACAGGACCTTGTTACGTCACTAAAATT\nATCTTCAAGGGAAATGGAATCCAGGAGATAATTCAGTCATGCAAACAAGACCTGAATTTG\nTTCCCTGGCACTCACATAAAAAAACAGGAATGGAGGTGCACATTTTAACCCTTACCCAGA\nAGATGTCAAGACAGGCAGATCCCTGGGGCTTGTAAGCCAACCAGTCTAATCTGATCAGTC\nCCGGTAAGAGACACTGTCTCCCCCCAAACAAGGTGGACAGTCGTGAAGGACAACACTCAA\nAGTTGACCTCTGACCTCCACACATTTGCACCTGACCCCCCTCCCCCCCAAAATCAACTTT\nTTTCAAGTTGATTATGGCAAGACAGTAGTTATTATAAGGATTCCAGTACTGCCATTTCGC\nTAATCTTTTGGAAAAATCAATATTGGTGATTGGTTTGAAATCAGAAAGTAGGAAGCTTGC\nAGTGTTCCCAGACAGAGTGGGCTTCCGGGTTGAAGTGTCACAGTTCCCTTACGTCATCCA\nCTTTGTCCCTGCAGTGTTTTCCTCACTGAGCCTTGGCCTGCTTCCTGAACGCTCCGCTAC\nGCTGATGGTCTATGAAGATGTCGTCCAAATAGTCTCAGGATTCCAAGGTGCGTCTCAGTT\nTTAAAAAGAGAAGCAGCGCTGATTCTTTGGCCAAATGCTAACATTTGATGAGCAAAATTC\nTTTTTATTGGCTGTGGCAACAGTGAATTTATCCCCAGCTGGAACGCAACGTTTGTTGCCC\nCTGTGAGAAGTCTGCATTTCTGCTTTAAGTTGGCTGTAACATTACTTCTTCTAGAACCAT\nCCTCTAAATGTACATGGGGAAAGAAAGGAGCCCCCTGCTTAGCTCCCATCACCTCTCCTT\nCCTAAGAAAAGAGTCTGATTATTATTTGGGTCACTGTCCTGGTCCATGTTGCTCAATCTA\nCATGGTCACTCACAATAGCTAGAAAGGGGGAGGGGACTTGTCTTGCTTGCCTTCTGTTTT\nTTAATGTGTTTCACAGTCATTGTAAACCCTCATCTCACCCCAGCCATGACTGGCTCCTAA\nGATGTGCTAATATGAAAGGTTCTGAGCACTTGCCCTCTTCCAGTCAGTTTTGGGATTCAA\nGTTGGGAATAATCCTCACACAAGATATCTTTCTGCAATGAGATCATTTCCTTCCTTCGTG\nGACTAGAGAACCCTCCTGTTTCCTGGCACTGCTGAGTGTTGATTTGTTGTGGTGCTTACA\nTTTGCCTTCATTATCCTAAGGTTCAGTGATTTGGGTTCATATAAAAAAGGTGTGGGTTGG\nAAGTATGGCTTAAGAGTGGCTGCTTGTACAGAGGACCAAGTACAGTTCCCAGCATCCACA\nCTGAGCAGCTCACAACCGCATAGAACTTTTTTTCTGGGGGAATTCAACCTCACCCTCTTC\nTTGCCTCTTTAGGGTACCTACACACACAGGTGTACACACCCACAAGACACATACACATAA\nATAAAAGATAAGTTCTTTATTATGCCTGACCATATATAGATCTTTACTGACAGCATTCCC\nTCACGGGACAATATAACAATTATTTACATAGCACTTCCAAAGTACTGTATGATTTAAAGG\nCTATATAGCATATACCTGTGATCTATATAAAACCCACTGTGCCATTTTCTAGGAGGGACT\nGCGGCATCCTGGAATTTTCAATGGCTACACGGGGTGCCCCACATCTATGTGGAGACCAGT\nGTACTTTATTCTTTAATGATGACGCCATGCCTCGCCCATCATTCTGAATCACACCCATCT\nAGGTGGCATTAGAAAATGAAGCAGGTTCATTGATTTCTTCGTTAGTGTGGAGCTGCAAGG\nAGATGTGAAGAGTTTACTTTAGAGCTACTGATTTTAGAGGATGGATTTGAAAATAAATGG\nGTGTCTGAAGCATTTATGACTTAAGTTTCAGAGAGAAACAAAGGTGCATATTTTATTGTC\nACCTCACAGTAAAGTTATTATGTCTTTCCTTTTTCACAAGAGTGCTGGGCTTGCATCTTC\nCCTGACACTCCATGGTCTGAGTCCATGGCCTCCGTACCTACAGTTCCTCTTCCATTAGCT\nTTGCCAAAGCTCGAGTCATTTGCAGCCTCCATATTGCCCAGCCGCCAAGACATGAATCAT\nCACTGCATCCTCTTGGCGTTGCATGTCAACAGAGGTAGCAAGCATCGCCATGTCAACAGA\nGGTAGCAAGTTGCTCCCCATTCTGAAACTGCCCCCCCTTGATTCAGCACCTTTATTTTCT\nGTCTTGACTCTTGGTCACTCTTTGAGGGAACTCTAGTAGCTTCTTTGGGCCCCCAAGCTC\nCTACCCTACCCTTTTCTAGGCTCTGGGTGTCAATATTCTCTAGATATTGATTACCTCCAG\nTCCCCTGTTTCAAGGGGAAGTTGAACTTCCAAGGTGAAGGCTCAGAAGCAACTGATGGTT\nATACATGTCACCTTGGATATCTAATAAATTATACACATCGAGCTCTTGGGGGTGTGCAAT\nTTGCTAGAACGTCTGTCTCCATAGATGGCGTGAATACAAAGTGTAGTTGGTCAGGCTGAA\nCCTTGCTAGGCTTCCTCTCCATCCTTATTGTCACCATAGTTTCCCTGACCCTAAGCTTCT\nGATGACAGTCACCCAGTTGTTGCTTGTCACAAGCTGGGATTGGGATAGGTGTTGAAGCCT\nGTGGGTTTCCTGAAGAAGCAGGTTTCTTGTGCCCATTTTTCCTCCACGCCATGTGAGAAT\nCGCCTCTTCACTGAACCCTGTCCTGTGCATTTCACACTGGCCGGGGTTGGTGTGTAGGGT\nGCAGAAAGTAGACACACCGGATTCTGTCATGGTTGTGCATGCTCCTTGCGACTGCCTCTT\nGTACTCCTTACTGTCTGTCAGCCTTGACAGCCAGCTCTCTTGTCTTGTGTCTCTGGGAAG\nGACCCTGAAGAACCCTAGAGTCCCTCTCGTGCACTGTCTGTGAGCACTCACCTTCGCCCT\nGTGCAGCATTCTGTGTGACCTTCAACCCCCTTTCAGACCTCCTTCCCCATCTGAGTCACC\nTGGAACTGCTCTTTCCTGCCTGCCCACGTTACCCGTCTGTGCTCACAGGACCCGGGTGGA\nTCTCTGCACATGCTTGCAGCCCACATGCTGCTCTGAAATCACTGCACTAGGGGTAGGGTT\nGATACAGTTGAGAAGCTGTACTTCATGCCTTGAGTATTTCCTTCCCCCATGTCTGTCACA\nCACTGGATGCTGATTTAATCTTCCTGGGGCTGAGCGCTGGTCCTTTCTCTTCCTGGTTGC\nTGTCTCACTCCTCACGATGCTGTCTCACAGGCTGGTATGATACAGCCTCTGTCTGCTGAG\nTCCATCCACATAGACTGTGTTTAGTCCAATTCTGTTTGTTTTGCTCTGTCCCATCTGGGA\nCATCCCACCTCAAAGTCCACACTGTCTTTAACCTCTCCATTCGCAGCAAGGTCAGGCTGC\nAAACGAAACGCTCCAAGCCTTCTGAAGGGCACACTGGCTGTAACTCTAAAGTCCTAACCC\nACTTCCTACAGGGAGACCCAACTCTTAAAGGACCTCTCACCCCCCAAAACAGTGCCACAA\nAGCTACAGACCATGGTGTGTACGGCAGTTAACTGTAACATGTACCATTCCTCATCAGCTA\nAGTTGTTGTATCACCACCTTGGTTTCCAGGCCCTGTGCCTGCTTCTTAACAGGGACCCAG\nTGAGCCAATGAATAATTAGGTAATCAAGGGAATAATCAAAATTCATCTGCTCCCTGTGCG\nTCCCATGTAGACAGTTTCTTCATGATTGCTTTCTGTTTTTTGTTCAAGTGAATTAGGGCA\nGAGGGTACAGTTAACACACACATGAGAAGGGGGGATTGGCATACATTCAGATAGCTTTGT\nTATAATTAATTGATCAGTATATGCCCACCCCTGCTTCCTGCATCTAATCGGAAGCCACCT\nAAGAACCATTTCTTCCGTTCCATAGTTTCTTGCCCATACCAGCTTCCTACTTGATTAATT\nTTATAACTTACAATTTTATAACTCCCTGAGCTTGAAAGATTTAATTATACTGTTTCTTAT\nCTCAACGAAGTTGAGGCAGGGCAGTGATAACAATGCATCACTTAATTTTATTCAAAGCTT\nTTCCTACTGGGAAGGAAGGCCGTAGGTAGTTGAGGAAATAGAAATCTGCCATCTTTGCTA\nAGTCAGTTCCAAAACTAGTGTGATACCAGATTTACGGGTGATGCATACAGTGTTCTATCC\nTCCGCTGGTCACAGCTTGCTGCTTATGCCATCTTTCAGTGGATATAAATTATCTAGCACT\nATAAGCAGGTTGCCTATGTGTGTTGCTCAGATGCCATGACATGCCAGCCCATCCTGGGAG\nGGCCCCCAAGCTTGATGATGGTTCACCTAGAAACTTCATCCTACCAACTATGTGAAAGGT\nCACATGATGCTGCTCTAAAGGAAAAGCTTGGACAGAATAAAGGCCACGAGGCCAGATGGA\nTACCAGCAACAAAAGAGAAAGGAGGCCATTGTTTCCACACATGTGCATGAAATGTCAATA\nGAAGGTTTAACATAACTATACCTGAATAAAAAACATTAATGAGAGCTTCTCTAAAAAAAA\nATAGAAAATATTATCCACTTGTCTTATCTGTAGATACACTGGATGGCATTATGTAAATTC\nTAACCCTATACACCAAAAAACCAATTCTCATCAGGGTAGGCAGAGTAATGAGTGTGTCTG\nCAAAGGTAAGCTACACAATAAATCCATGTCTCTAATGAAATTGTCATAGCACTCAACAGC\nCCTTGCATTTTAAAAGTGAGGCAAATTGTTGTGGCATGAGTGTTGCTGTGGCTTTGTGAA\nGAAGGCTTACGACTGTGAGAGAAAAGGAGTGGGCTCACAGAGTGACTGGCCTGCTGCGAG\nGGGAACTTCCCTAAACAGGCTGTGTCTGAAAATGTTTTACGTGTAAAATGCTGGCAGATT\nTCTTTCTGACTCGTCATTAAGACTGATGAAAGAATGAAATGAGAGAGCATTGGTAGGTTC\nTTCTAGAGAGTTTTGTGTGCGTGGCTAAAGAACAGATCGGTTGGGATCTTCTGGAGATAG\nGTTTGGGGAAGAAATCAGAAGCAAACCCTGAGAAATGAAGAGATTCGGAGAGATGAAGGG\nGCCGCGGAGTTAGCTTCATGGATAGAGTACTTGCCACACAAGGTTGATGGCCTGCATTCA\nGATCTCCAGAACTCACTAAAGAGACTGGCACAGTAATACACAGTCTGGGATACAGTACCC\nCACTGGGATTGTGGGGTGGACGGCAGACTACCCAGAAGCTTGCGAAGCAGACAGCAGGCT\nTTGGTAAGTAAACAACAAGAGAAAAACTGACCACCCAGGTTACCCTCTGACCTCTGCGTG\nTACACACTGACCCCCAATGTTACCCTCTGACCTCTGCATATACACACTGACCCCAGGGTT\nACCCTCTGGCCTCTGTGTGTACACACTGATCCCCAATGTTACCCTCTGACCTCTGCGTGT\nACACACTGACCCCAAGCTTACCCTCTGACCTCTGCGTCCACGCTGTAGCATACACATGCC\nCATGATCATACTTACAAACACATACTTTTTGAAAGATGGTAAGAGATAAATGAGAGCAGA\nCTGGAGACCCATCCTGCAACTCTCACAGCCCCCCAGAAGTTTCTCGTTCCCTGAATAATT\nTCTTTCTGTTCCACTAAGCACCTACTAGGAGCCTCTCCTACCACGCATGCTGACACCCTT\nAGCCGTCTCCTTGTCTCCGGCTTCTGAGGGGAAAGTACAGTTCCCAGCGGATGAAGTGTT\nCACTTTTCTTCTTGTCCCTCCTCCTGTACATGGTACCAGCATCGTCTCTCACTGCTTCTC\nTGTCCCCAGTGGATCAATCCCGTTGCCCCTTATCCAGCCTGCTTCCCTGTGTGCAGATTC\nTTCCATCAATCAGCATTCTCTGCCTTTCTGACTCAAGATGTTGTCCTTCAAAGAGAAACC\nCTTTTTATGTTGCATTTTTCCCTCAGGAAACATCTTGTTTCCTTTCCCTCTCAAACTTTG\nAGAAAGAAAAACAATCACCCTTGCCACACAGGTGCCATTAAGCTCCCCTAAACTTGGCTG\nTTCTTCTGAATTCTCTTGCTCAGTTCCAGGGCTTGGGGCCATCAGATCCACATCTCTCCA\nGTCACCACTGTCCTGCCTGACTTCCCCCAAGCTTCACACTCTATTGTGTCTTCCTCCTTG\nCACCTGTCTCTCAGCCCCATCTCTGGCTGCCGCTGTGTTCATTTCTTCTCAGCTTCTGTT\nATGGGGTCTTACTTCCCTGTATAATTTCTATTCAGAAAGTGATTTCAACTGTAGCCCTGC\nTTCTGTGTTGACTCCCCAGTGTCACTGCCTTTCTTTGTATCTCTCATTTGAGCCTCTGTG\nCAACAGGCTCATCCTTAAATTCTTGCCACCCCGGACATCTGTCACCTGCAGGCCAACTCA\nGGACCAAGGTTTTGAACTGTGAGCACCTCGCCCGTGGCAGGCCTCCTCTCTGGCTCACAT\nGCACCTCCTCAGGCTTGCCATGTGCGGTAGGCTGGCTTGAATCTCTGCATTTTCCTATCT\nGCTGTCTGGTCTCTTCTGCCCCTCCACAGCCTTCCAGACAGGGGCCACCTAGGGAGCTTC\nCTTCCAGGGCAGTCACGCATGTGCTATTAAAGTAGATCTTTTATTTCTGTCACCTCCCTC\nTTATTCTAGGATGTATGGCATCTGATAACCAAGCCATTTTGCTCTTTGCTCCCTTTCCTC\nTTGGGTTTCGGGAATACAGAAGTTTTGTCTTTCTCCTGTTTATATATCATGTGTCCACTA\nTAAGACTCCATATAACACTCTTCATATGAGTTGCTTAAGTTATGAAGACTCATAGAATAT\nAAAACAAGGTGTTCTCTACTATAGTAATTTCACATACACTGGGACACTTAGAAGTATCTG\nGGGCCATTGTCACATCTTGGTGACTGGCACTGGTATTTGATGGGTAGAAATCAGGACTGC\nTAGTCAATGTGTTAATATCCACAGGGCAACCACCCAGCAAAGAATTTCTGGCGCCCCAGA\nGTATTAATGGTTCTAATCTAGTTTCAACTAAGTCAGAGCATTGTTGAAACATAGCAAGTT\nACCAGTCGTGACTCACCACGTTCAGTTCCATAGGTGTTACTGAGTAGCAGACATACGGTG\nCACACTCTTTTTCTCATTGTGCCTCAGATTAAGAAGTACAACATTCACATACATATAATA\nCAAGACACAATGAGATTGAAGACCATGAGAAACACACAGACAGACCTTAAACTTTAGATG\nGGCTTGAGAAAGGTTATGCAGAGGAGGTAGACTTTGAGATGCATTTGAGTGATACAGACA\nCAAGAGTTAGTTTCAGACATAGGACAAGCAGGACCACATACATAGTATAGGCACCGTGCC\nATGGCAAGCTTCTCCTTGGCTCTCATACACAGACCACATAAACAGTCAGGCGCACGGGGG\nGAAGCAGGTTGGTCATAAATACAGCATCTATTTAGAGATGGACATGTTGTAACAGGAAGA\nAATGCCAGATGTAAAAGTTTTCTGTATTTTCCAAGCACACTGATGTTGACCAAGTTATGT\nAACCTCTCTGGGTTTTAATTTCTTCACCCAGAAGAACAGGGTGGAATTCCTTCTTCTCAA\nTGTGTTTGTTTATAAGTTCTGAGGCATTGAGTTACATCTCTCAGGTTTTAAGATATGAGT\nAGTAGTTTGAGTCTTTCTTGATCTACTTCATTTTAATGTTGTCTGTCATCATGTATTTGC\nTAAGTGGTGGAGACTGATGTCTCCTGAGCCAGGAAATCACATGGTCAGAATGGCATCTCT\nGAGCAGTCAGTGTCCATAGCTGAAATAGAGGTTAAGTTTGAAGCAGAGGGCTGGCTGGGA\nGACTGTTGAGGCAAAAGGTGGTTCATAGGTCTGTAGTGTGGGGTCAGAAGGGAGGAAATG\nTTGACGAAGGAGCAATAGCCAGCCGTGGTACTTGAATGACTCTGTCAGATGTTAGAAAGG\nGAAAGTGATGTTGGTCTGGAGCAAAACTGGGCACTGGAGAGAATATGGGCTCATTAGAGG\nAGAGAGGGTGCATGCTGGTCTTAGAAACTGGGTAAAGCTATCTAGAAGACAGGGGAAATG\nCCAGTGTGGAACTCAAGCAAGATGCTAGACTGGAAATGACTGTGGGTATAAAGAGAGATC\nTCTAAGACGAGCAGAGAGAGGCTGCAGAGATGATGGATAGCTGTCTTTGGGAGCTGTCTC\nATCTAGGGGCAGAAGGAGAGAGAAGGGATCTGCATGAGAGGCAGAGTCTGGAGAGAACCA\nGAGACCAAGGATGAATGCCAAGAAAGAGAGGACTCATGCGTGAGGATGCCGGACACTGCA\nGTCCGTTGTGAAGAGGTCAGGGGGTGAAGGCTGAAAGGAGGTGGTCATGTGGCTGCAGAT\nTATACGGTGGATCTTGGCATCGTGTGTTTTGGGTGACCGCCATGTCACTGGGGCTGAATG\nGAAGAAGACAGGCGTTCATATATGGTGAGGAAAAAGTGACTTTTCCCTACTTAGGGAAGA\nTATAAGTGTGCTTATTGCTGAAGGAGGAAACACCAACAGACAAAGACATTGTTGACCAAG\nGCACGAACAGTTGGTAAAGGTTCACCACAGCATACACAGGAAAGCAGAACTGAGGAGAGG\nGGCTTGGTTTGACCTGGGATGAAAACAATAGAATGGGGGGGGGAATAGATTTAGTAGCGT\nAGAAAGAAAAAGCAGGCGATCTGCTGTTTTCAATGTATTGGGACGTAAGCATTTGGAAAA\nGGAGGATGGGACCTTAAGTCTGCAAGGAGAGGAAGTTCCAAGCACCTGCTGATGAGTTGA\nGAAGCAACCACTGGTGACAGGCAGGCTGGTCCACTTTCTTCCTGCTCCCAGACAATCACA\nTGAAGCAGCTCTAAAGAAAGACAGACTGGAGAGCTGCACAGCATCTTACCCCAGGCCCAC\nGCAAGCCCATTTAGACCTTGTTTACCCCGTGGCCTAGCATGGCCTATATATACCCTTAGA\nTTCCACAGATACCTTCTGTGCAGTGTCACCAATCATAGGTTTTGCCCATACTTGTCCTTG\nAGGGGGTGTGTGTCCCTCAGCAAATGGCATCTGTGTCTTGCCAGTCACAGTAGGTGTCAG\nTTCAGCTGGACCTGCCACTTCCTGTTCTTCCAAGCCTGACCTAACAAAATCCTGTGTGTT\nCCCACTCTCTGTTTACCACAGACGGCCCTGGATGTCTGGTGAGTTCCCGGGTTCTCCCGT\nACAAAGGAAGGAAGGGAAGAGAGGCAACAAGATGGAGAAGAGGGAGAGACACAAGAGGAA\nTGGATCTCCCACCCAAGGGCTTGTAGTGCACATGTCTGTCTCAGAGACAGGAGCGGATGA\nGATAGTGAATTGTAATGAGGCCCCAAAGCCTCTGAGCTTTGGTTTGTGATTCTCTGAGTC\nCTAGGGCAGATCCCTAAGTCCTTTTAGCAGCCTCTGTCTTCCTGTCTGAGTCGCTTCCCG\nTTCCTCACTGTCAACCTTCCCATCTCTCCAGAGTTACTCAGAGACAGGAGGGACACAGAT\nACCCGGCTCTGTGCTTGGATACCCAGCCGTGAATCCACCTTCTCCCTTTACCCTAATGCA\nGTCTGGCCCCATCTTGGCCCTATCACATATAGATATATATGCCCTACTTTCTCTCATGTC\nAGCTGATTGTGAGACTTAGGCGCCATTGTGGCAACACATTCTCTGAACATCGGCAGCTGC\nATTGGCCATTACTGGAAACAATTATCCTTCGTAGTCAAGATGAGGAGATGAAAAGGGAGA\nCTTTGACCTTTCACCTCAGAGGGCTCCATGGAAATGGAGAACAAACTGCAGGCAGCTGTG\nCAGCCAAGTGGGGAAAAAGGTGAAGCAGACAGCTCCCGGTGAGGCCCATGGCACCAGGCG\nAGTCCTTGAGGGATTTGGATTCAGTGTGAACCAAAGAGCCAACTTCAGAAGAAGTAAGAG\nATAATAATGTAAGAGGATCCCTGGAGACTGGCACTTTGTTTTAGAAATGAAGACAGGACA\nGGGATAACCTGCCATTCGACTAATGGATGTGGCTAAGAGGGGACCATAGTGAGGTAGCTG\nTGACTTTGGGTCCTGGGTCCCTTGGCTTTGGGACTGAACCTGCTTTACTGGCCTTTGGGG\nAGGGTAGTTGGGGTGGCTTTGAGCAGATAGAAGGGACACGGTGGTGATCTACTAAATCAG\nCTATATACAGCCAAGTGTGGTCCAGAAAGCCAGCCCCAGATAATGGCTGTAAGCCCTTTG\nGCCATCCTGGCCTTACCATAGGAAGACATCCTTAGTTTTGTCAATTCTTTAAGCTCTGAA\nACTCTCATAGCACAGAACATTTCTAGGAAGCTATCACATTCCCCTCCCTGGAAGCGCTTT\nGATCCAGAGTCAAAGGAACACTGGAATTTGTTTAAATACTTCATCTCTGGGAGGGGTTGG\nGCCAGGACCTCTGTGTATTGCAGGGAGAGGTAGAAGGAGCCCAGCAAAGCAGAACAAGGT\nCCCCTCAAGCTGCAGATACATAATTTTAATTTTAAGGACATCTTTGCCAGGTTTGTGCAA\nAACTAGTTCTCACCTTCATGTCTGGTGACTGTCACCACCACATTAGGTAAAGGTAGGTTC\nAGCCCTTGTGGTCCTAGTAACACCTGAAGAAATGTAACCTGTTAAGTGACATCACAGCTG\nACTGGGCCACCCCAGTGTTCGCACAAAGGGATGGAGCAGGGGAAAGGAAAATCACTTGGC\nATCATTGCTAAATCTGCAGCAGCATCTGTGTCCCGTGGGAAGCACTTCAGAGGACCAAAG\nCCAGTGTCACACAGCCGCTTCCACAGGAAGAAAGCTGTCTGTCCTGGGGGCTCCTGTTGG\nCACGTCTTCCCAGGACTGCATCTCACAGCCCCTTCCTTGTCCAGCTTCCATTTGGTCTGA\nGCCATTGAACAAGATTTTCCTATGAAGTTGGAGGATGGTTTATAGCCATATCAAAGCTTC\nTCTCTTGCATTGCTTGTCCAGAGAGATTAATTGCAGTTTCCTTGCTTCGTTTGCTCAGAC\nTCTCCCAAAATGTTGCCCTATGCAGAGCCAAATGCCACACAGTGGAAAAAGACTGCTCGC\nAAATAGAACTTGGGAAAAGCTTTTTGTTCAAACCCTAAATAACATCCTGTGTCAAAACAC\nATGTGACAATAGGCTATTATTTCTCGCCCCATAATAGCATGTTGTCATATCCCTGTGTCC\nTGGATGAATGAGAGATGGCACGCCATGTGGGGCAGCATGGGGGTTGGGGGAGGTATGGCA\nGAGCCTTTGGCATTTTCTGAAATGGAAACAACTCCTCGGGGAAGTAACCTAGAGGTTGAT\nTCCCACAGGTGCCCGGCCACAGCCTCGAGTTCATTTCCAGAGAAGGGCCTTGAGGTTGCC\nGGAGAACACCAGCTACAGCGACCTAACAGCGTTCCTCACTGCGGCCAGCTCCCCATCAGA\nAGTGGACAGCTTCCCTTACTTGCGAGGATTGGATGGAAACGGGACAGGTAGTTGGAGTCT\nCTTCTCTTTCTGGGTAGGCCTTCTGGGGTTTAGTCCTTCTCTGAGTTTTGGTTGTGGCAA\nGAGGTGGTCACAGTGAGGTGGGGGAGGGGGTTGGTTGACCTTACAGATTCTGGGTTCATA\nCTGTTACCTTTTCCCAGCTTAAGGAGCCTTCAGTCTGCACCAACATACAAAGGCATCTTT\nGCAAATTGGCTTCCCTGAGCCCTCCAGCGGGTGCCAGGGGCCTGAAGGGCCTTCTTTGGC\nCTTTCATTTTTGGACTAAGTATTTCAGTTCAGTTGAAATTATAGTTTTTTAAAAGCAAGA\nGATCAGTAACAGGGTTTCTGCCCCTCTGATCTCTGCCTAGTCTCCTTTCCTCCAGAGTTT\nCTCACCCAGTTGTCCAGCAAGAGCCCTGGAGCCTCGCCCTCCTGCTCACCCCATGCTGGG\nATGGGAAGGGTTGGTTCCAGTGACATCTAGAGATGAGCAAGTGACATTCCATGCTCCGCT\nGTAGATGGAGCCCTGAGGTGTGGGCATTGCCATTTCTGTCTGTGGTCGTCAACTTTCACC\nCAACTCTCCCTCTGCTGTTGGATGCTCCACTCCCTTCCTCTCAAAGGGGATCTAGGAAGT\nTCTCCAAAGGAGGCTCTTCTACAGACAGCCCCGGAGGAGCCAGGCTCTGAGGTTGATTTG\nGAATCTTCCGGCAGATCACTAAAATCAGCTCAGCCATCATGGCCACTCTGACAAGACACA\nGAACTTACAAGATCAGAGAAACCAAAAGCCACTAGGAAGAAGAGAAGAGACAGTTCCTTA\nTCAGAGAAAGACCAAAGCCTGGACCTTACTCCTGGGTCTCTCTCTCTCTGTCTCTCTCTC\nTCTCTGTCTCTGTCTCTCTCTCTGTCTCTCTCTGTCTCTCCTCTTCATTGCCTTTCGGGT\nTTTGGTCATAACATAAGATTGAAAAACAGCCACTAGAGTTAAATTAGGTATATTATTATA\nCTTCCAAGGGATGCTTTGATTAAAACTTCCATAATTTTCCAAGACTTTGGATAAACTGGT\nGAATCTGACAAGCTCCTCCACCTGCAATGCCTCACCCGTTTCTGTAACTTGTGAGTAAGG\nTTGGAGGTGACGGTACCTGGTGATGTACTTGCTTTTCCTCCATTTGTGGTTCTTATTTCA\nAGAAAGGCTTCTTCCTTTAAATTGAGGACCAACGGCATGATTCGTATGCCCGTCATTTGC\nCATCAAATGGATGTGTGACCGTCTAGAGTAAAGGTTCTTGGGGGAAAATATCTCTTCTGA\nGGTCCTCACAGGCTCCATTCAGCTTTTCTGAGGAAAGGAAGCCTAGTCAGAAATACAGCA\nAAGGAACAGGCCTCACTCCTCTGAGCTCATTCGTGCTCTCTGTCCCTCTTCCAGTAAATC\nATGAATAAATTATGAAACCCGAGAAGAACAGGGGACACAGAGCGCAAAAGCACAGGACCA\nTTTGATTATTTTTCAGAAGTTTGTTTTACTTCAAATTCAGTCTATTTCAGAGGGAAGAGA\nAAGGTTGGACGGTGACTTTGAGCTGCTTTTCCAGTGACGTAATTGGTTAGTTACCTGAGA\nGAGGATCAGAGTTTCTATGAGACCTACTAGGAAGGCCAGCCAGCCAGTGGTGTATCCATA\nTGTATCTGCAGACATTGGAGCCCAGGGGGTTCCATACAGCAAAGCAACCTGGGGCACAGT\nGGGTCACTGCTGGCCTCACAGTAGTTTGTGAACAGGCTCTCTTTTGCCCTGTATCACTTT\nGTGTCTCACACACAGGCCAAAGACTCTCTGCTGTCTAGCATCACAATCTTCTGGTCCCTA\nGGAAGCACAAAACCCTACATCATCCGCATGGTCTTAATGAAATGACCTCCACCAGGCACT\nCCAGGGGGACAGAGAGGGCAGTGTTAAAGGTACAGAATTTTTGCCACACCAGAAAAGTTG\nGCATATGATGACCATCTATATCCAGAATGCCTGAGACTGAATGAAGTGTTTTGTATTTAG\nGATCTCTTTTTTTTAATTATTTTTAAAACATTTGCATCGAAGTCTAGTGGCACCTAACTT\nTTGAACTTTGGAGAGCTTCATGTTTCACCCTGGTACTTAAACATGTGGACAGAGAGACTC\nCGAGGGACTGAGACGAACCCGTCTTGTTATAAACTACTGTTTGATCAAAAGCCTAAGTGG\nACCCCATCCGGTGGTGCTTGCCCCTCCTCCACCCGGTTGGCATGACACCTGTCGTGGCTT\nGCACACAGAGGGCCAGGTCACATCAAGGTAGAGCAGGAAGGAAAACCCAGCTATAGACAG\nACCTCAGTACCTTGCACGTGATAAGAATTGCACAACAAAGTGTGGAAGAAAAGTGACCTA\nGGCCTCTAAGTCTGAATCTGTCCAAAGTGGAGAAAGCGGGACAGTGTGAATGGCATAGAG\nAAGGAGTGGGCATCTAATGGAGCGCTGAGAGAAGAATGGGCCTCCAGAAAGCAGAGGTGA\nGGCCTACATGTCTTGGGAGCTAGGGCTTCCCCTCTCATCTCCTCCCCTCTTCCTTCCTCC\nCTCCGTCTTCCCTCCTCCTTCTTCTCACTTTCCTCCTTCCTTCTTTCCTGTCCTCTTCCT\nTTTTCCTTTTTTTCTCCCCATGGTCCCACTATGTGACCCCGCTGGCTTTGTATCAGCAGC\nCCTAGCTCAGCCCACCAGGTGCCATGTACAAATGTGCATGCGGCACCATGGGGCACCATG\nCGCACCCCGGCTGGAGCGCTTTAGACGTCGTGTGGAAGGACAGGGAGCCGAAGCACAAGA\nCCTGCGATTAATCTGCTCCTTTCTGTAGCGCTTACTTCTGAACTTGTGCAGGTGACAATG\nTCTATGGCCCTACACTCAAGAGGGTACCTCAGCTGCCCTCCATCTGAGGCATGAAGATGA\nGGCGGGAGGGGAGTAACGGGACAGGGCATCTGGTTCTAGAAACCATCTCCCTAGATCAGG\nGAAATGCAAGACGAAAAGGAAAGAGAATGTGAGGCCACTGAGGAAGAAAAATGGAGATAC\nTTTTCTAGAACTTTCTATGTGTCTGTTTATAGGAGGTTTCTACCGTCCTCCTGCATAGAT\nTTGACAAAATAAAGCGGCAAGTCCTACTTGGAAACCTTATGTCTGCAGTGTTTGTACAGC\nATCCAGTAGGTCACCTGATGACTGGCACGTTGACAGGTTTGAGCACTGCCAGGAACAGTG\nCAAGGGAGGCCTGGCTTTGCCTTCCTGGCACCTTTAAGCTGTGGACATGTGTATGTCTCA\nGCCCACGGTGCACTTTCCAGCAAGGCATGGTAAATTCTGGCCTCTAGTTTTCTTATCCCC\nAAATAAAATGGTTTCTAAACTAAAAGATTCCTGACTTTGAATCTGTGATTCCAACTTTCA\nTCTTTTGAGGAAATCTTTTAACAGGCCTTTGCTGTCATGGAGACAGAGATGGATGCACAG\nTGGCCATTGTGTTCAGAAGTCACTCCACAGGCGACAGTGGTTAAAGCATTGTAGAAACTG\nTAAAGTTCACTAGATTTGCTTTGAACATTTACTTTTAGTCCAAATTGGAGGTTGGCGTGA\nGCTCAGATGGGTATGTTAGTATATAGGAGTAAGTACTTATGTATACTCCATGTAAATATA\nCTTATAGTCCGTCTTTTGGCCTAATAGTAATGTTAGTAAAAATAAAAATAGCAATAGTAA\nATAAATCATAAACAGTATTATAGAAGAAATCCTGTCTTGTAAAATACCTTACCATTTTTA\nCCACTAAGAAATTCATCCTATTAAGGCAAAGATGTGAATTATGACAATGTATTTTGCGTG\nATATCGCATTCCGATAAAGAAATTTCTTAAATAGATTGCATAAGTGTATAAATATCACAT\nCTATATGCATTCTCTAATTTACCTGTATACAGTCATTAAAGTACTGGCTCAGATAAATGG\nTCTCTAATGGAGAGTAATTGGCATATCAAAATCCTTTCAAACAGACCAAAATAGCAATGG\nCACCTCAAATAATACATATATATTTCACGTCTAAGTTTCAGAGCTATACCTCTGGTAGAA\nTTAGTTAATATTTTCAAGCAATCCTTGATGGAATTTGCTGTTTAAAACATTTCTAGAATA\nGGTTCTTATGGCACTGACTTGTGTGTGTATTATCTATGCTATAGATGATATGTCCTACGA\nTATATGTGCACAGAGCTTAGTTTGTGAACCTTCTTTTTCTTTAGCTTCCCCAGAGTTCTT\nGCTCTTACACTAGAGAAAAGTCTTTTCCACCAAGGCGGTAATCTCAGCTCTTGAGAGACT\nGAGGCACGGTGGCCTTGAGTTCCAGGTCACAGGGGGAGATCCTGCCTTTAAACAAAAGGA\nAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGA\nAGGAAGGAAGGAAGGCAGGCAGGCAGGCAGGCAGGCAGGCAGGCAGGCATGGGCAACACA\nAGCACAGCTTGCTACAACTGGCAGACTTGAACTGAGACAGCTCTGCTAACTAGCATGTGC\nCCTCTAGGCAGCTACTGCCACATCCAGTCCCGTTTCTTTGTAAACTGTGAGTTTAACTGC\nCTCGTGATGTTGTGAGGTGAGGATTACCGATATTAACAGGAGTGGATGCTCACAGTCATC\nTATTGGATAGAACACAGGGCCCCCAATGGAGGAGCTAGAGAAAGTACCCAAGGAGCTGAA\nGGGGTCTGCAACCCTATAGGTGGAACAACAATATGAACTAACCAGTACCCCCAGAGCTTG\nTATCTCTAGCTGCATGTGTAGCAAAAGATGGCCTAGTCGGCCATCATTGGGAAGAGAGGC\nCCCTAGGTCTTGCAAACTTTATATGCCCCAGTACAGAAAAACACCAGGGCCAAGAAGTAG\nGAGTGGGTGAGTAGGGTGAGTAGGGGAGCAGGGAGGGTATAGGGAACTTTTGGGATAGCA\nTTTGAAATGCAAATAAAGAAGATATCTAATAAAATAAATTTAAAAAAAAACAATATTAAC\nGAAGCCCCCGCACACTGGAGACTCCTTAGTACGAAGCAGTAGCCACTGTTTTCCTTGAAG\nGGTTTCTGCAGCCCCAGGACCTCTATGCCAGTGATGAGCATCTGTCTTCCTTCCAGGAAA\nCAGCACCAGGTATGACTTGACTCCTGTCACAGCCGTCAGCGTGCACTTGCTCAGCGGTAA\nTGGGATGCCGGTGCTGGTGGACGGACCCATCTATGTCACTGTGCCCTTGGCCACTCAGAG\nCAGTCTGAGGCACAATGCCTATGTCGCAGCATGGCGGTTTGACCAGAAGCTGGGTAAGCG\nTGAGCCCCTGAGCAGCCCCTCTGAAGTTCATTTTGTTTTGTTTTAATTTAAAGGTCATGG\nAGGCTAAAATTGGCTCTCCTAATCTTTAGGTTCTTTTAATATTCTATGATCTATCTTGGT\nTCTGTGGTCTTTTTTTTTTTCTTCTTAGTATAAGAAAAAACATTTGCCAACATTGTTTGA\nAGCAAGGAGTAGTTCCCATGACCCTACAACCCAGAGATAAATGTGAATCTACTTTTAATT\nCTGTCGTAGTTATTTGCCTGTACACATATGTGTGTGCTATCAATTAGTTCATAAGTAGGT\nACCCTAGAATTTATTGGCTTAAGATAATAATGAGCATCTCCTCCTATCTCATACTTTCGG\nAGGTGAAGGGATCCAAGCACAGCTAGTGAGTGTGGCTCAGGCACACCCTCAGGACAGTTA\nCAGTGGGCCTGCCTGTCAGTATTCTGTACGGCTTAAGCAATGTTCTGCTGAGGCTAGCAA\nGCAAACTCAAGACTCTTCCATAGTCACCAGATGACTGCAATTCTTGCCAGCTGATGGCCA\nGAGATCTTTGCCACATGGTCCAGAGCTTAAGGCTGCTTACAACGGAGCAACTTGCTTTTC\nCTCTTAACCAGTGATGTAAGAGAAAATAAGGTTTTCAAAGCACAAGTACTTCAAACAGAT\nGCTGTCCATCCTGGGCATAGATAGTCACTAGGTGGGTTAGTGGAAATAGTGCCAGAATTC\nTCTCTTCAGCTTTTGCAGTCATTGCAACAGAGTCAGCAGTTTTTGGTGGCTGCGTTATTC\nTGTGGTCCTAGTTAAAGTGACACAAATATAGCATGATTTGGTCATCAGTCCCTTATGATT\nAGGGGAAAGGAGGACTGTTCTAAGGTGGTAGATACTTTGTAGCTAAATGTTTCAATGTTT\nGTGCACAGCCATGATTACTCTTCAGAGTGTCCTGTGAAAGTCAAACTTGGAGCCAGCTTT\nTAACCACCAGTGTAACGTTAAACTATGCAAGAAGATTAATTAGGGGCTTTATTATCAAAT\nAATATTTTTAAATATTTAAAATAGTTTTAGCAAATACACTTTAATATAAATACCTTTTGG\nGTTTTCATGGAGTTTTTGTTTTGTAACTTCCCAGGTAATTAATAGACTTTATTATTAGTA\nAAGATCACTGCAGTTTTAATGACTATATGAAGGTTAACTTCACAGGGTAGATTATAGCAC\nTGGCTTACTGTATACTGCACTCCTTCATTAGGGTTTCTATAGCTGTGACAAAACACCATA\nACCGAAAGCAAGTTGGGCAGGAAAATGTTATTTTATCTTATAGCTTGTGATCCATCAAAT\nCAGCCTTCCTTGCTAGGTGTACTAGTACATGCAGAAATCCCAGCATTCAGGAGGCTAGAG\nCCCAAGGCTTCCTGTGAGTTTGCAGCTAGCCCAAACTACACAGCAAGATCTTATCTCAAC\nAACAGCAAAAGAGCAGTGTTTCTCAGACTCACCTTCTGGTCCTTTCCTGGATTTCCTGTG\nGCTGGGCTGGGACTTCTACATCTTACCAATTCCTTACATCCTCTGGCTGCCTCCCATTTC\nCCTCCTCCCATGGGCCCTACTGTAGTGCTGCTCTGGTTACCCTCACAACTGGAGATGCTC\nCTATGTGGTCCTTTCTCAGAGCAACTTGTAACGAGCTTGGAACCATAGCAAGGCACAAGG\nGTCTCATTAGAGCCAGTCCCTGTCCGTGCCTGTCCCTCTCTCCTTCCTGGCCTCTCCTTT\nCCAGTCACTTTCCAGACATACTGACCCTTCCTTTGGGCCTTACCACTTTGCAAATGGAAC\nCTGATCCTTCAAAGCTGTTCTGGTTCAGATCTCAAATGTTCTTCCACTGCCTTGTGCTAA\nGATCTTGGTCTTCAGTAGATGGTGCTGGGGCGGGGGGGGGGGGGGGGCTCACCTTTAGGA\nGACAGGGCCTATGGGGTAGAAGTAGGTCACTGGACATGACCTTGAAGGGCCCTGGCCTCT\nTCTTTTCCCTGGCTCCCAGCCATCCTGAGATAAGCAGCTTTGCTCTGCCACATGTGGTTC\nACCATGAGCCACGCTACCCCAAGCTCAAGAAGCAACAGAGCCAAGTGACCATGAGCTAAA\nACTTCATTAATGGTGAGCCAAAATACATCTTTTCCCTCTTTAAAGTGTTTGCCTCTTGTA\nTTTTATCACAGCCATAGAAGCAAGTAGAACATTTCAAGCCCTTCCCACAGGCTACTAGCA\nGTTACTATTCGACTATAACAATCATTTGCGATCAATTCAATAATTCTTTAAATTATTTAC\nGTTGGAGGTGAATCAAAACAATTGCTAATTCCAAACTGTTAAGTAGCCAGAAAACGCACT\nGTAGGAATTCGTGAGGAAGTTTTTGCTTGGATCAGGATTACTCTACTGGAGGCTGAGAGC\nTAAGCATGATTCAATCAGAGGATGGGGAGAAGGGGAGGGAGATGAGGCCAACAAGCAGGA\nGGTTCTCTCATTTACAGTGAGAAAGTTCTAGAAGTCAACTCGACAGCAATGTCAGTATGG\nCTGGCAATGCTTTGTACTTAAAACTTGCTGAGAGTCTGTGTTAAGTGTTGCTATCAAGAA\nTATGGTATCAGGCTGGAGAGGTATCTCAGCCCTTAAAGGCTAGGCTCACAACCAAAATAG\nAAGCAATAGTATCTGTGAGGTGATGGCATACTGTTTATCATCAAAACATTCAGTCATGTG\nTATGCATAATTTTTTGCAACCTACATTTAGTAAGGGTTCAACCTCTCCTCTATCCCACCA\nCCCAGCTGAGGCAGTGGAAGAGAAAAGATTAGGATACGGGGGAAGTGGACCTGTTCAGCA\nAGAGTTCTTTGGGGGTGAGCTTAGTCTTCTTTGTCAGCAGTTCAGCACCATAGCAAACAC\nCAAATATAAATCAGCAGCTACAGTCCAGGCCTCTTGGCAGGCAGACACCAAGCATGAACC\nAGCAGCTATAGTTCAATCCTGAAGAAACCACAAGGCTTGCTAACTGACCAGAGGCCGCTA\nAAGCAGCAAGAAGCCACAGGACCCTCACCAGCAGTTCCAGGGCGAGTTTCTCTGAATGGT\nGAGAGCATTACCATAAGCAGAGCTCACCAGCACTATGTAAATCAAGCCAATACATGCAAG\nTTGTTAGCTAAGAATAAAGAGACAGAGCAAAGCAAACCAAGCCTGAGTGCTCATCTCCCA\nCTGTCTGTGGGGTCAGATTTATACTCCTTCATCAAGCATCCTTTCACGTGTCTGCTATAT\nCCAAACATCCTCTTACCTGTGTCTGCTTCAGGAAAAGTCTTTCCTGTGCCTGCTTTAGCA\nAGACATCCTTTCACTTGTGTAACCCAGCAAAGCATCATTTGACATAACTTTCCAAACAGA\nCTACAAGTTTCCACTTCAGTCATGCATCTTAAGTATATACAGCTTTGATCTGCAAATTAT\nACTCAATTAAAATGGGAACAAGTAAATATCAAAGGAAGAATTTAGAACATGTGAAAATCA\nTAGAACATGCATAAACATACACATACCCAAATAAAGTTTTATTGGAACCCAGCCACACCC\nATTTGTTGGTAAATCATCTGTTTCCATCCTGTGGTACACAGTGAGTATTGTCATCTTCTG\nGCTTTCCAGTCCAGTCTTTTACAGAACCACCTTGTGACTCCTGACCTAGCACCCTCTCTG\nAGGGAGCTCTCTCCATTTGCTGTCACAGCACGGGGGTGTTTTCTCTCTGCAGGGAATAGC\nGGGTGCTGGCTCAGCTGCAGCTCCTTATTCCTGTTACCTAAGCTCACAACTGTCTGTAGT\nCACTCTAGTTCCAGGGGATCTGACACCCTCCCACAAACATACATATGGGCAAAACACTAA\nTCAATGTTCATAAAAGTAAATAAGTCACTTTTAAAAGAAATTAGCATCTTCATATGTTGA\nCCCTGTTCGTCAGAGGGTGACCTAGTATATGAATGCATTGTCAGGGTGCATGAATTGGAT\nTGTCTTGACTGTGTTACAATACCAGTTGGCTCATCACCACATATGCCCTCTAAGAACTTG\nTTTGAAGAGGCCCAGCATGCGTGCTCTGCCTTGAAATGGTTGCATGAACATGCTCTGTGT\nGCTGTATGTGAGTAACCTTTGCTTTACACAGCACAGCAGACTCCCCTTGGTGTGTGAAGC\nTCTTACCTTTTAAGGAACTGGCAGGCTTCTCTGGCCAACTTCAGTCCTTCGCATCACACT\nGTGGCCTGCAGCCGTTGGGGTGGCACCTGGTACAGTGATCAGCGTCCAGAGTTAGTTGTG\nTGCAGGAGCCAGTTTGACCTTCCAATGTCTGGGGAAGAAAGTCGGTCATGGCCAAGTGTG\nTGCTAACTGTGGCTTTCAGGAAAGTAAGGGCCAATTGTGTCTGCTTTCTTTTATGGACGT\nTTATTATTTCTTCAGTGTATAACTAGGGCAGCAGATGGCTTCTGGGCTATGAGGTTGTCT\nGACTCGTTGCCCTAGGGAATGGTCACTCATGAATAAGCAAACCAGGTCAGTGGTCTGAAT\nTCAAAGTGACTGATCCTGAATAATCAAAAAATCAATAGTGTTTTAGATTTTGGATTTGTG\nCTTCTGCTGTTTGAGTGTCACTCAGTATGTTTGAATCCTCTTAGTCCAACGAGATAGCAG\nAAAGAGAAGCCTACCCTGAGAGTGAAGCTCTACGGTGAGATCCAGTTTTAGCTGCCTTCC\nCAAACACCACAGGCAGAGTCTGTGTGGATTGCTATAGCAATGGGGACTACTGAACCAGCC\nTCTTACCTCTTACGGCACATCCATAGCGGGTGCTCAGGAATAACTCCATAACTGGCCTGC\nGTAGTAGGTCTGTGTCTGTTTCCAAAGGAACGTGACTGCTTTTGCTGTGCAGGGCCTACT\nAAGCTTTTAGGTAAGTCATGGCCAGTTTGCCCTTGAAGGAGAAGTTTATTTACAATACAG\nATATATTCATTTCTTTATCATCAGTGTGACAAGTTTATCGCAGGGAATGTTAGAGGGGTT\nGTGGGGAGGAAGAAATCTCAGCACCTTTATCACAAATTTGATGTGAACCGAAAACTATTC\nTTTCTTTAAAAAGCAAAGTCATGATAATTTTTATATGCCTCGCTGACCTCAAGTTTGGTC\nAAAGTGTTATCTAGATCTCCAAGAATAATTTAGAGACTGCCAAGGATTTGCTTAGATGTG\nTTTTCAAGACTTACCCTGAACTCTGATATACAGAAATGATAAGAGATACAGATATGTTAA\nACTATATGGATATTAAAATATTAACCATGTATCTCGATGAAGGATTTCAGAGTGGCTTGT\nTGTGGTTTAAATGACTTCTAAGGTTACACTGTATTGCATTGTATGGGTAAAAGATAAAAT\nTGGAGATGTTTATTTGTCTAACAATTCAAGTACATATTTATATATGTGATTAACTTTAGA\nGCTAAATGTAGTACTCCCCCCCCCCCCGCCAAGAACAGATGTGATAATTAAGGATATTAA\nACAAAGGAAGAGGTTGATTTACCTAAGAGTGATGCCAGTATACACCTAAATAAGACAAAT\nAGGCAATTTCCTAAGGAACACTAGCTGAGAAACAGAGAAACAGACTCACTATGTATCGAA\nAATGACCTTGAACTTCTGACCTTCCTGCCTCTGCCTCCAAAAGCTGGGATTTCAAGTCTA\nCTCCTGACCCACAGGTCGGTGCTGAGGGACTAAAGGGAAGTCTGTGCACATGCTAGCAAA\nAGACCTCTTATTTTCCAGATAGGAAAATGAGCCTGAGAGTGAACTGGGTTTTGGTGAGAT\nTTTTAGCAGGGAAGGCAATAATCTGTATGCAGAGTTGAGGAAGCTGAGGGTAAATGCTGA\nGAACCCAGTGGGACGTTGTCTTCACCAAGATCCCAGAGTGAGGCAAGATCCTCTGCTTTG\nCGTTTTGGGGACTAAGATGGGTGTGTGTTCTGTTACTGTGGGACTGTTAGCATCCCATTG\nCAAAGTTCTGCCCCAAAGGATGAGAATTAGAGTTTATAATATACTTATGCTGCCCTGTGG\nGCTGATGTAAGAAGGACAGTTGTTTTCCAGTGTTGCCTAGCAATTCAAAAAACAACCCTG\nTAACATCCATCTGTCTCTAAGCATTGTTAAGTCCTTTGTGTTGGTGGCGTCCTCAGAATG\nATCATTTTCAGAAAATTAGTTCTCAGATAGCTGTGGTTTCGGGCACTTTTGTTTTAAAAC\nTATCCTCGGGGTGTTGGTTTTCTTAAAGTCTCACTCTATGTAGAACTAGGATTTACCATG\nCTTGGATTTACCTGAAACCATGTGGGCAGGCCTGACAAATGAGTAGTTGGTTTGTGGTTG\nCAGAGTATCAAGTCAGTCCTTCTCAGAGGAAGCCTGTATTCCTTAACAGTAAACCATTCA\nTTACCACTGATGGAGTTGGTTGGTTAGGTGTGGTGACTTCATATCCTTACACTGGCTCTT\nTCCACCACCAGGAAACCTTCAGGCCTTTCAGTGTACCTGGATTTTAAACAAAAATTTGAT\nGCTTAGTCTACTATAAGCCTAAATGAAAATAATTAGGACATTAGTGCAGCATGAGTTATT\nATTTGTGCTGCTGCTGCTGTGATGGTGGTGGTGGTGGTGGTGGTGGTGGTGGTGGTGGTG\nGTGGTGGTGGTGGTGGTGGTGGAAGACAGACTCTCATGTATCCCAGACTAGCCTCACCCT\nGCTATGTAGCTGATGTTTCAGGTATATATTACCACTGTTTATGCCATGCTAAACACTACA\nGGAGCTAAGCTACATACCCAGCTCTCCAGCTATTTATCTGGGATGTGTGTGTGTATGTGT\nGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTACATGC\nACTATTTACATCAAGATGTTGGTGAAGGCCAGAAGGAGAGTGTTAGACCCTTGCAACTGG\nTGTTTGGATGCTGAGAACTGAACCTGGGTCCTCTGCAATAACATCCAGTATTCTTAATTG\nCTAAGCCATCTGAAGCCCCAAATATTTTTAACTACATTTATGCCTACTTCCTTTCACTTG\nAAAGAGTAATTACAAAGTGAAGGTAGCATGTGGTTGTGTATGGTGTCTAGCATTACAGAG\nAAAACAGGGAGCCACAGACTAGCAGTTACAACAGAACCAGCTAGAGCCAGTTACTTAGCC\nATAGCAGGCCTCTGATTTCACATCTGTGAAAAGCATACAATAGGCAGAGTCTCTACATCA\nTAGACTTGTAAAAAGAGAGAATTTAGAGCGGGGCCGGGCACTTAGGGAAAGCCTTCCTAG\nCCACCCCTCGCCTCCCCTATCGTCTTCTCTCCTCCCTCATCTCCACCCCCTCTTCCTTGC\nCCTCCTTTTCCCCTTCTCCACTTCCTTCTCACTTCTTCTTGCCCCTCCTCTCCTTTCCCC\nTCCTCTTTCCCTTCCTCTTCTCCCTCCTTTTTTCCCTTCCTCCCCCATCCCCCCTCTTCT\nCCCCCTCCTTCCCCTCCTCCTCTCCTTCTCCTCCTCCTCCTCCTCCCTCACTCTTTCCCC\nTGATCGCCATCATTGTTATTGCTATCAGCCCATACACCATTTGCAAATCTTCAGTGACAC\nATGTGAGAAGGAAGGTCAAGCTCAGACCTGCAGTTCTGTTAGTGTAACACTGTAGTCTCC\nCCGAGGGATGACTCCCTAGAACACTCCAGCCACTAGTCTGATGCCAGTGCCCATGCCCCA\nCCGGGTGTTCAGAACTTTTAATATAATATCATCACCACCTGAAATTGAACTTCCAAATAA\nCTCCTGAGTCCAGGGCAGATGATCCCTCACACAGGAATATGTCTGATGTGCAGAATGATG\nCACACACACACACACACACACACACACACACACACACACTTATCTGCTCATTGCTGCTCC\nTTTCATTCACAACCTGTGCCACTGTCGTCCCTTCGCAGGTGAGGGTACTAAGGACAGGTA\nTTCTGGGGCAAGTAATATTAGTGTTTAGGTGTGGAGCATGGTGGGAGAGGAAGGGGAGAA\nCTGATTCCACAAGGTTGTCCTCTCTGTCCGCGTGCGCACACACACACACACACAAACACA\nCACACACACACACACACGTGCGTGCACAGAGAGGACAACCTTGTGGAATCAGTTCTCCCC\nTTCCTCTCTTTCCCCCTTATGTGGGTTCCAGGGATCAAGCTCAGGTCTGCAGGGGCTTAC\nATGGCAGTCAGTCTACCTTCTGCCCCATCTCACCAGCCCAGGGACACATACATATGTGAA\nTTTCCATTTACAAATGGACCGTTATACAATGGGAGTAATGAGAGCAAAATAGAAATAGGT\nATGGTGGATGAATTGCAATCCCTGCATAATAAGGAGAAGTAAAATCAAGTATGTTAGAAG\nAAAGCTTCACAGTAACTCACATTTTACACTTCAATTAGGTTGCTGTGAGCAAGCTGGCTG\nGGTGGGTGCAGTGTTTGCTGACCAAGCATGAGGACCAGTGCTGGGATCCACAGCAGCCAC\nTCAGGAGCATCCTGGGGGCTTATCTGCTAGCCTGGCTAAGCACTGAGCTCTGAGTTCACA\nCATGCACACATGAACACATCCATATGTACATAAAGCCCATGCACAAAGCAAAGTTTAAAA\nAAATAGAGATGTTTTTAGTTAGACTTTTAGGTTAAGGTAGCATGCCCTTGTTTCTGCTTC\nTACTGGCCTATTTTGACTTTATAATTTGGTGTGAGTGTGTCACACATTGAGTGTGCAGGT\nGCAGTCACCTGTGCACTTGCAGGTGGTGGCAGGTCTCTTCCTCTCTGACCCACCTGTCTC\nAACCCCACAAGCCTGGGCTTACAGGCACAGACAGCCACACATAGCTTTTTACATTGGTGC\nGAAGGATTTGATATCAAGCCCTCAGGATTTCACAATCAATGATCTTACTCACTGAGCCAT\nCTTTCCAACCTCTGACACATGATTTTTAAAAACAAGTTCGATGCACTGTATGAGAGACTT\nCTTTATTTCTTTTAAAGTCTTTTTTTATGAAATTTAACTTTCAAATAACTCCTGAGTCCA\nGGCTAGATGGTCCCTCATGTAGGAATGTCTGATGTGTAGAATCAATCTCTCTCTCTCTCT\nCTCTCTCTTTCTCTCTCTCTTTCTCTCTCTCTTTCTCACACACACAGAGAGAGAGAGAGA\nGAGAGACAGAGAGACTCTTTTTTTTTCTTTCCATTTTTTATTAGGTATTTAGCTCATTTA\nCATTTCCAATGCTATACCAAAAGTCCCCCATACCCACCCACCCCCACTCCCCTACCCGCC\nCACTCCCCCTTTTTGGCCCTGGCGTTCCCCTGTTCTGGGGCATATAAAGTTTGTGTGTCC\nAATGGGCCTCTCTTTCCAGTGATGGCCGACTAGGCCATCTTTTGATACATATGCAGCTAG\nAGTCAAGAGCTCCGGGGTACTGGTTAGTTCATAATGTTGATCCACCTATAGGGTTGCAGA\nTCCCTTTAGCTCCTTGGGTACTTTCTCTAGCTCCTCCATTGGGAGCCCTGTAATCCATCC\nATTAGCTGACTGTGGGCATCCACTTCTGTGTTTGCTAGGCCCCGGCATAGGAGAGAGAGA\nCTCTTAACTCTTTTTTTTTTTTTTTTTATTAGGTATTTAGCTCATTTACATTTCCAATGC\nTATACCAAAAGTCCCCCTTACCCACCCACCCCCACTCCCCTACCCTCCCACTCCCCCCCT\nTTGGCCCTGGCGTTCCCCTGTACCGGGGCACACAAAGTCTGTGTGTACATGTATTGGGTA\nCTTTTGGCTTTCCTTTAGCATTCCAAAGTCCTTGAAGATCCTATTATGGCTCCTTTCCCA\nAAACTTATTCTTAACTCATCACACCTTTAAAGGGGAAAACAAGTGGTTGCTTATATTCAA\nCTAATTATTAAGACACAGTGGCACATGCCGGTAATCCAAATCCCTCACCAGCCTGGGCAT\nATGTAAGACCCTTGACTGCATTTCCAGCACAAAAATAAGCCAAGTAATTAAATAAAATGA\nATATTTTATTGTAGCTTAAAAGCCTCAGGGTCCTGGGATTCCACTTAGACTGGTTAAAAC\nACTTGTCCTGCAAACCTTATGTCTTGTATTCAGTCTCCAGAATCTATATTTTTAAAAAGA\nAAACTGAATATGGGACACATATCTGTAATCCCAGAACTTCTGCGCCGAGATGGGGGTGGA\nGATAGGAAAATGAGCCAGAAGATCGCAGCCATCAAGCCTGAAGTAGAGAATGCTTCAGTG\nAGGTGGAAGACACAAACCAACTCTCAATCATGGTCTGTTAGCCTGAACACATACACCATA\nGCACACATGTGCCCAAATACATGTTCACACATGCAGCATGCACACATTCGCAAACACTAT\nCTTTAAAAAAAAAAAATGAATCTCTCCCTCAGAAACTAACCTGTTCACTTTGCAGCCCTT\nTAAAGGCTTAATGATTTAAGAATAAGTTTTGGGAAAGGAGCCATAATGGGAAACTTCAAG\nGATTTTGGAAGGCTGATTCTCTATATTAAGAGAATATATTAGGTGATCACAAGCTTATTT\nTTGTCTTGGTTTCTAATATTCAGCCTGTCTCTCATTTCCCGCTTCAAACACAAAGTCCTC\nAGCTACCTTGAATTTCCCTGCTTTTTCTTCTTGTCGAGACCAGTCTTGAGATCTCCTTGT\nCGAAAGCTGTGAGGAATCTAACCATCTCCGTATAACTTCTGTTCCTCTGTTTGATTTCTC\nTCAACAAAAAGTATAAGATAAGTAGTTACCCAGGAAATATTTTGCTATATAATTGACAAG\nGGATGTTTGCTCTTAACTCATTCCATGGGGAAAGTAATTTCAGAGAAGGTCACTGACCTA\nTTAGTCTTTCCTTTGATATTGATAATGATTTTGAGATGGGTTTACTGGATGGTTGCAGAA\nTTCTTCCCGGCTTCCAGCTTATAGATCTAGTAGAAGTTATTCTAAGTTTGTGCAGGAAGA\nATATATCAATTAGAATACATAGAGTAAGAAGTGGGGTACTGAACTGCACATATTAAAATG\nCCCAGGCCACGTACTATGGAACTGGGAAGGGGGTAACCTTCAACCGCTTAAAGACGTGAC\nGGAAATGTCCATCCTCTTCTGTGCATGTGGGACATGTCTTCATTTCACAAAACTGGAAAG\nTGGCCAGGCTAGAATTCACACTCATAAGATTAGCTGGCCCTCAAGTGCTTTGAAGTCTAA\nTATGGTAAAAGTCTCAACAAGAGAGAAAAGTCTTGTATTCTGGTGTTTTGCCTAATATGC\nAAGGAGTCAACTTTAATGTGTAATATGTTCTAGTGTTGTTGGGTTCTGCTTATAATTCCT\nTTAACTCAATGATGTTCATAACATCAGATCTTTGTACTTATTATGAAGTTAAGCTGAGGT\nAGCTTTCCTATTAAAGAGAAGTATTCAGGCAAAATAAATATGCCAAGCAAGATAAATCTA\nGGCTCTTTAGGCTTCTTTCAAAGGATATGTTGCATTTTAAGTGAGTCCTTTTTCACATTT\nTAGAGTCCTTTATATATACTTTTATTTTATATAAATAAAAGTTGATTTTGTTGTTGCATA\nGTAACCAACTAGCACTTCAGTGATTGCTAGGAGACTCCATCCCATCTTAAAGATAAGGAT\nGAGGTACCTTATCTGATAGTTAGTATATGTAATAGTCATTAGAGTCAAATGCAGCTCCTG\nTTTAAATAACTCATAATGCTTGCCACACAGTGAACCATGCCAGCTAACTCCATAACAAAA\nACACTTCCAAAAGAGAGGCACACTTCTCAACACCTCGCACATTCCTGAAAATATTTCTCT\nCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTGTGTGTGTGTGTGTGTGT\nGTGTGTGTGTGAGGATTCAGGTTGCCACTGTTTGATAATTGGATTGTCCTCCCTCACACA\nCACCTTGATAAGGGGACAGTAACAGTGCTGAGTGTGACAAGTTGGACCTCAGCGGCAGTA\nAAGGAACAGAACTTGACAACAAGGACATAATGTATAGGAAGGACAGTGAACATATGGGCA\nGCAGAAAAACTATTTTTCATAAGAGTGACCAACCTTCTCCAGAATCCTCAAGTCCATGTT\nCCTAGGGTCATTGAACCTAGACCTGCCATTGATCATGACCATGGCCTCAAGTTATCAAGA\nAAACCCCTTGTGTCTGAATCAAAATTACATGCAGATTTCATTATTTGTGTCAAACTTCCT\nTCTCAGATGTTGGCATGTAGCTTTCTTTTTGCTACTTTGTGCGTTCTTCTCTTCCCACCC\nTTTATTCCCTCAGGTTTCACCCCCTATTACTAGATAGGAGAGAAAGGAAGATGGAGGAGG\nAGAGAGAGAGATCTAAATAAAGTCAGCAGTCTGAAAGGGGACAACATTATCATTAGATTA\nCTTTCCTGCTGACTAGGGAAAGTTTGATCTTCACACTCAGGATATCTCCTTTCTTTTTGC\nTGTTGTTTCTTCATTGTATACTACAAACACCAACCAACAACCCACCCCACCTCTCAGTTT\nATAAACCCTCTGAAAAGTTCCCAGAATTCAAATGTCACACAATCGGAGAAACCATCTGCA\nGCCGACAAAATCATGTCTCTGCTAAAGCATGAGACAAATCATAGTCAGCTGCTGTGGACA\nGTCTACAGCAGCCCCACCTCCCACACCTGGGATTAAAATGAAAACATATTCTTATTTCTT\nTGTTTCTGTCACTACTTTGGCAGGTACAGCAGAATGTCCCTTTGGGAAGGGACTTTGCTC\nCCCTTTCTATGAGCAGCTTTCCTTTGTCTGTTGTATGTATTCATTTTTGCTCAAGATTCC\nATTAAAAGGGGTCCAAATTCCCTAAAGCTGTTTGAGAATTGATTAGCTAGAAATTCCAAT\nCTTGCAACACCTCTTTCCTCCATGTTGGCAGGGGAACCACATGACCTTCACAAACAGTCC\nCAACCACAGCTCATGTCGGAGCAAATAAGCCACCCTGCTAACTCTGAAATCAGTTTGATG\nCAGCTGCACATGGCCTTTCCACCTTAAAGCCACCGTGGGTGGGGCTGGAAATGCACTAGG\nAAGTGTAGGTTCTGCCTAACTGCCATCAACAAGTGACAGCCATTATCTCTGTGTGTCCCA\nGCAGTGGTCTCAATTGCCTGCGTATGAAGTAGACACAGGAGTCCTACAGAGAAAACCTAC\nAGGGAAGCCATGGGAAGGGGTTGAGAAGGAGCGGGCTAGGGAAAGATAAAAGTCCAGAGC\nAGATGAAGTAGGGCTAAAGAAGCCAGGAAATGTTGTTCACTGGGGCCTGCCCTGTGATTG\nGATCGCAAAGATGAGAATCTTAACAAGGACGGCCCTTTCATAGAGGCCATATTCAGCAGT\nACCAGCAGCCATCCAAAAGTGGCCTCACCCTTGTGGAAGGTGTAGAAAAATAAAGATCTT\nTTACAGTTGGATATTTCTTCCACTTTTAAAAGGAAAACCTAACCTGGCAATGGTGGTGCA\nCGCCTTTAATCTCAGCACTTGGGAGGCAGAGGCAGGTGGATTTCTGAGTTCGAGGCCAGC\nCTGGACTACAGAGTGAGTTCCAGGTCAGCCAGGGCTACACAGAGAAACCCTGTCTCGAAA\nAAGCCAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGGAGGAAACCC\nTGCTCTGCGCAGTCTGAACAGGGCTGGCATCCACACATGTGCACATGAAAGTGCCCTTTT\nTAGCACCCTGCTATCTCATAACCTTTTCAGCACGGGGCACCTGAATGAGCTTTGTCTGCT\nCGCTGGTGGGTTTGCCTGTAACAGGAACCCATGCCTTGCTGCCCATCTTCACCACAGTTC\nCCACTTCAGTGCACCAATGTACTGTTGGGAAGCCCTCCTCTCCCTCCCCAGGTAGGAAAG\nCCCCATCATTCGTTCTGCATATATAGCGTCAGGGTCTCAGGAGTGAGAAGCATATGTTGC\nCAGCACACAGTTCATTAATTCTTACGATTCCTGTGGCCTCCCCTTCCTTAAAAACAGAAA\nTCTTAGAAGATGTCCTTGCCAGGAACAGCACGATCGAATCCCAAAACAGCGTCACACTTT\nTGTCAGACCCTGTTGTGTATTATATAGAAGGTCTGCCAAAGTTAATGCCTCTCCCCAGCT\nGGCTTCTCTCCCTGCCGTTTGGAAGGGGAGCGTCCCAGTTTAGCCCCACTGCCGCTAGGA\nTCACTTTCTTGTCAACTACATCCAGCCTTTCTCGGAAGGATACTGATGCTATTTGTTGGA\nTTGCTTCTCTAGCATTCACTCGATGTGAAAGTAAGTTCCTATTTGAAGATAGTTCGAGGT\nACTTGGTTGTAATGAGAATTTTGGCTTCTTTAAACACAGAAACATTATAGGAGTGTTTTT\nGTTTTAATCCCATGTGTGGAATATGGGGCTGATTTAGACTGCCCACAGCAGCTGGCTATG\nATTTGCCTTGTGCTCTGTCGGGGTGTGATTTTGCCAGCTGCAGATAGGAATCTTAGAAAC\nTCTTGAGGGTATAAAAATGCTAGAGCCCCCAAGAGATGCAGTGGCTACTGCTCCTGTTCC\nTGCTGCTGCTTCCTGCTGGCTGCTGGCTCCTTGTAGTTATCCTAATAAAGATCAGCATTG\nCCCCAAGGACCTTCCCTAATCATCAGGAAGTAGTCCATGAGATCAAATTGACACCCCCCT\nTTCCCCTCTAGCCTTCTTTCTTTACCAACTAATGTTGGGAATTGGAAGAGATAAGGGTGG\nTAGAGAAGGGAACCCGTACACTTAGTAGAAGACAAAACGGTATACAATACGTAGGTGGAC\nACTCTCAGAGCTTGTAACCCATTGGAGGAGATCAGACGTAAAACAGCATGTAAGCAGCAC\nATGGTACGGTAAAAACATTTCCCAGGAAGGAGGAGAGACAGAATGTGCAGATGTGTGGGA\nAGTTCTCCCCACTCTGATGTGTGTCTTTTAGAACAGAGGAAAGGTATGTGAGGTTAGACC\nCACAACAGCAGTCAGTCATGAGGACTAGCTAGGACAAGCGCATGGTATGTGAGGTTAGAC\nCCACAACAGCAGTCAGTCATGAGGACTAGCTAGGACAAGCGCATGGTATGTGAGGTTAGA\nCCCACAACAGCAGTCAGTCATGAGGACTAGCTAGGACAGGCGCATGGCACAGGACTGTAG\nTTGGCCTTGGTTTTCAGGTTCTATAGCTCTGGTGTTTTCTCCCAGGTCTACCAGCAAATG\nTGAAGCTCCTCCCAGCCATAGCCTAGCCACTACCTCCTGTTCACCTTGAACCTGTCTTCC\nCAGTCCTTGGTCCACTGCTCCATGCTTCTCCATGTTGCTCCATTTCCTGAGTGGCCTTGT\nCACCCTCCTCTCCCCGTCCGCATCTGTTGTCCTTACTGACAAGCCCTACTCCACCACTCC\nAGGTGACAATATTCCCTTGACCTTCCAAAGCACTTTGGACATCTTTAGCATATGGCCTTT\nCTATGTTCTATCTAGAACAGGGACCGGTCATCTTGGCAGTGGGTATGGACTCGCAGTGTT\nGATAATAGCTCCACCCACTTGGCTTGCGTCATGTGTAACTTGGAGGAATTTTTCCAGTCC\nATTTCAGTTGATTTTCTTCTAAGAAGCAACTTGGGCAGAGTTGGCAGTTTATGAATGAAC\nAGGAATTAGGACTCAGCTTCCAGCTCTTGTCTGTTGGATCCCATTTAGCATCCATTTGAA\nGAGCAGTGACTCAAACATCTAATCTGGAGAAACAGCCAACCAAAAAAATGCATGGCCACA\nTCCTGGCTAATCCGAAGATGCTGCCTGCTGTGCCGGTGGAGGAGCAGTGCGTGGGAGTGG\nGTGGGGTTTGTGAGTCACGCAGGAAGGGAGCATGAGGGGGTGATGGGAGAAGCTGAAACT\nTACCCGTTCTCTTCTTCTGGAGAAATATCCTTGCCCAGCATAGAAACCCTCCTTTCTACT\nGTGTTCAGTGTCTTCTGTTTCCCTTTCCTTAGAAGGCCCATGGAACCACTGGTACTCTCA\nGATGCTACGCGATCTCTGGGTTGGCATGATTCATGACATGGTCTCACACTTGTTTTAGAA\nACCTTGTTGTAGCTTACATTCTGCTTTAGCTTGAACCAAAATCACCTATAGCCATGACCT\nCTCAGGCAGGCCTGTCACATTCATAACTCATGAATGCAGAGCCCTTACTATGCCTGGCGT\nTTCCTGCCTTCCTTGCCACTGCTGTGCAAAGGAAAGGGGGTGTGAGGTGGGAAGCACCTT\nCCCACCCACTGCATTTGAGTGTCGCCATAGCAACTAGTAATGCCTAGAAGCAGCCCAAGT\nGTTGTTTTGTTTTCTTTTGTTTTTATCTCCAGTTCCTCAGCAAAATGTGACCCTGGAACT\nTGAGACATAGGGTCAGCTGCTTGACACACTTGATCCAGCCAGGATCATCCACGTGGCCAT\nTTCGGGTGGTCCATGATTGTAGGAGTAGGGAGGGCTCAAAAGCATCCCTGTGTGTGCAGC\nCTGTGCAACCATTGCTGGTTCAGGAGAGGTGTGCACAAGCCTTGGGGGTCACTTACCTGG\nCTGCCTCCCTCTTGGGCTTCTGCCCACAGAGGCCATCACAGGCCTCGAGATACAAGGTTC\nCTGCTGGTGAGCAGTGTTGCCTTTTGAGCTAGGAAACAGTCCGTTAGCCTAGAACTACTT\nTGTCCATCTGTGAGCCTCTGCCTGAAGGCTTGAGAAAGGAACAGAGTCATCCGTCTCCAA\nGAAGGTCTGTGGGAGTGTTGCATGGCCCAGCAGCAGAAGCAACGTCCGCCTTGCAGCCAG\nGCAGACCCAGGTCCCGTGCTGTGCTCACAGCACCCAGGTCTTGTGAGAGTTCTAAAGCCC\nATCATTCCTCAATCTCCCTTCCCCCAAGGAAATGAAATCATGGGGTATGGCATTGTTGTG\nGGAATCATAGATCATGAATATAAGGCCATGAGTGTATCATGGTAAGCTAGCACACGGCAG\nATTTTTCTTAATGGCAACTTTTTAATATTACTGCCCACACCAGACTTACTCATCCAGGAT\nATGCGAAAATGGCATTGATGAATGGGTATTTTTAAATATGAGGCTGGAGGTAGGTGGGGC\nTCAGTGGCAGAGTAATTGCTTGGCATCCCTGGTGCTGTGAACATAGATAAGCAAATAAAT\nCTTTTCTAAATAATTGAGACCTAGCCTTAACTAGGATAAGGAATATGTTTATTCGCTTAA\nATGTAAATACTATGAACGACTCTATCCTCCCTTTTCCCATCTCTACCAACTCCTAGCACA\nCTGACGCCATCACTCTGACCCTTCGGAACTCTGGGGCCTTCTGCTCAGACTTTCTGTTTG\nGAAAAAGAGGCAGGCACTAAAGTGACTGAAATGCAGTTAGCTGATAACACAAAAAAATTC\nAAAACTATTCACCTTTCCCTGCAGAGAAGTCACAAAGACTTTTTACCGAAAGTTGTGTAC\nAATCTGTAGGTGGTAATGTGACTGACTGGGCTATCCAGCAAGTTGTGAATGCGACATTTA\nAAGTGGATTTTATAAACATTCGTGTCAATGTACCCTGATGAAGTTCTTTTCTGCACCCCC\nACAGGAACGTGGCTGAAGAGTGGTCTGGGCCTGGTGCACCAGGAAGGCAGTCAGCTCACG\nTGGACGTACATTGCTCCCCAGCTGGGGTACTGGGTGGCAGCCATGTCTCCCCCCATCCCA\nGGTAACACAGAACCAACAGGGCTGGCAATCCGGGTGGATTTCTTTTGGGGATCTGAGCTC\nAGCATTCACTTAAATATAACTTCTATAGGCAGTTCATGGTGTGTTCTTTCGGAAGGTCAA\nATGGTAAAGGCTGTTTTGTCAGTGGAGAGCAGTACCTGGAACTTTGACATGGAGGCCAGG\nCACCAGGCGTGGAAATGGTCTTGTCTCCAGTTCCATCTTGCTCAAACAGCTGCCTTTAGG\nAATTCTTAATGAAAGTGTTCAGAAGAGGCTGGGACCTTCTCCTCCCTAGTTCCCAAAACA\nGCTGTGGCCTAGTGTATCTGTAAACTTGAAGGCCAAACTCTCAGCCAAAAGCCATCACTG\nGGGGCTTCTTGAGGCAAAATGCTTGCTTTAGCATTTCTGATCAGTTTAGTGAAAAGCTAG\nCTGCCTAATGTTAAAAAGAGTAATCTTCACTTAGAATATGTGAGTTGAGTTTAGGATATG\nATAAATATATGCATATATGTGTGTATGTATATATACTTACATAATTCCAGTGATATTGCA\nGGACATTGTGCTTCTCATGAGAATTCTTCCTAGTGATATCTCCCTTCACTGCCTTTAAAA\nGCCATGCATGCCACTTGGACTCACCCACCTTGGAAAATCCACTTTCCTTACCATTGTTTA\nTGCTGGGGCTACATCAGAAATATTGTTTTGTGTTGTTTTGAACACATGTTAAAGCACATC\nTGTTCTGAGTTACAAAATTGAGATAGGTTAAAAGATACCTGATTGAGCTGATTAAAAGAT\nACTTCATACAAAGACACGATCGATGCATTTCCAAATGAGAGCTCGAAATATTTTAGCAAT\nGGAATTAATGTTGAAGCATTAGAATTCATGCTTTGGCCTTCTAAGTGACTACTAGGATGG\nAGCTAGTCCTAGATGGGTGTGGAAAAGCCTTCCTTTCAGTCACCACATTCCTGTCTAAGA\nAATACACACTCTTCGGCGCTTTCCTCGAAGGAATTGCTCTCGCAGCATTGCCAGCGTAAG\nCCTGCCACAGAAACACCCTGTTTCCCTAATTTGGAGTATGCAAAAGTAGACAAAAGAGAG\nGAAGAAATGAAATGCCACAGGTACCAGAGTGAACGCCACAAAGTCCAGCCACCAAAGGGA\nAGTTTTCTTAGATGGATTTCAAACAACTGTGGCTGTCAATTTTCCCACCATGCAACAGGT\nTAATATTAATATGAGCTTTTATAAAGAGGAAAGCAAGGGCATCCCAGCACAGGTCCCCCC\nCCCCCCCCCCCCCGCCCCCAGGAGTTCTCACGCAGTGAAAGAAAAGACTCAAAGCTGTGA\nAAAGCAGCCCCACCCTGCCCCGGTGGTGCACATCATGGTGCTGCTTCGTGGGTAATCTTC\nCCACTGTGTCTTTTACTTAGACAAATTTCAGTGAAGCTATGCTTCCCTGCGCCACAAACC\nAAGAAGAAAACGGTTACGGTTTTGTTCCTTAATTCTGAGCTTAAGCAGAGACTAAAATTT\nAAGCTGTGAGTTTTATGAAGATTTCTTTTGACACGGGCTAAAATAATTACATTCTGAGTG\nTTTAACAGACCTTGAGAATGGTCTTACAGGACGAAAGTCTCCCCCTGCCCTTCTCTTTAC\nTTCTGTATGGAGGATCAAATCCAATGTCTTTGAATATTATCTCTGTACTAAGATGTCCTA\nTGAACAGTTAAGGCAGTTACAGACATCTACGTACACACTTTCCCACCCCACTAAATTTAA\nGAAATATTATATATATATATATATATATATATGTGTGTGTGTGTGTGTGTGTGTGTGTGT\nGTGTGTGTGTGTGTGTGTGTATCTTATAAGATATAATATTTAAGAGAGAATTCCATTCTC\nTTCTGGACTCAGGAAGTATCATCAATTCCAAAACCCAGTAATCTTCCTTGGATTCATTTA\nGCTCTTTAAAAGATTTGAGCCAGACATGCTGGCTCGTCCAAGCTGTAGTGGAGCAGAGGC\nAGAAGAGTTCCGGGAAGTTCAAGGCCAACCAGGCCAGCCCAGTCTTATAGTGAAACCCCA\nGGAAAGAAGAGAGAAGGGAACAGGGAGAAAGGGAGGGAGTGAAAATTTGTCTCCTTAAAA\nAATATTTCTAAAAAAGAAATCTGTCATTGAACATCAAAAGCAAATTTATAATAAAGCAAA\nTGGGTACTTGTTAATAAATAGTATGAAGCCACTGTGTCCCATCTCCTGGACAGTGCAGGG\nAACTGGACAAGAATAAATGTCATTGAGAGGTTTTGTTACCAATCTGTTTTGAGCTACCAT\nGTGAGCTACCGATTTATATTATTCACAACATTATGAGGCCGATTCTCATTGCCCTGGAAC\nATTGGGAGCAAAACTTAAACCCACCCCTTGGTGTTCTTTACATTGCAAATTAAAAGCTGT\nTGTTTTGTTCTGATTATCTCTAGCAAATCTTTTCTTTAAGTGCTAGAGAGTTCTATGACC\nATAAGAGATTAGCCTTGCTAAAAATAAAAATAAACAAACAAAAACAATATTGTGGATGAC\nTATGTAATTTCTTTAAATAGGAAAGTATTTTGGTCAGACTTGACATTTTAAAATTACAGT\nAAATTTCTATCATATATTTAAAGCAATTCATTCAGGCAAAAGATATTCTGTACAGCAGTA\nATTTCCAGGAAAAGTGAAAATAAAGTCATAGCCACTTTTTGTCATAGCCACCTTGTAAAA\nTCCCCAGGTTCTTGGTTCCTCTCGGACATGAGGTTCTACTCAGTGGTTTATCATGCATTC\nATTTTCTTTTATGAAAAGATCATGTATTTAGAATGCTGGGCATGCTGCTGTGAGAGACTA\nGCTTCTCCTCTAAGGGGAGGGGTGGGAATCCCCTTGATATAAGAGCATTTCATACCTGAG\nCATCAGGGGCTACCAGCCACTGAAGGGCTAGCGACTGTCATGGATGGGAGTGACGGTACC\nTTGGGTAAAACAGCCATCGTGTCTCTGACCAGCCACTCTGTCTCGCAGGCAGGAAGAGGG\nTTTTGTTTTTTGTTTTTTAAGTCATTACATTCTCAACTCATTATTCCTATTCTTACATGA\nAGGAATTCAAAGCTCTAAAATGCGATTTTCTGACCTTCTAGGTCCCGTTATGACACAGGA\nCATTACCACGTATCACACGGTGTTTCTTTTGGCCATTTTAGGAGGAATGGCTTTCATTCT\nTTTGGTTTTGCTGTGTCTCCTTTTATATTATTGCAGGTAAAGTGTTACCATTTGGATGAT\nGTATTTGTTTAATGTAGAATTTCCTATGCAATTGGTATTCGGAAATGTTTTTTTCCTTCT\nTCTTTCTTTTTTCCCCTAAACCATTTTAGTTTAACTCATGGAAAATTACCTAGAATGCAA\nACATGTAATGTAAGTTGCAAATGACCCCACAGGTTATGTAAAGTTTCAGGTCATGGTAAG\nGGGCTTATGAGAGCTTAGGTGCTAGGGAGATGCCTCAGGAAGTAAGAGCTCCATCTATGT\nGAGCATGAGAGCGGCCGGCCGTCAGATCCCTAGCACCCAGGTGGAAAGATGAGTGTAGCC\nATTCACACCTGTCTGTAGCCCTGGTGCTGTAGGCGATCGAGACAAGAAGGCTTGTTCGCT\nGCCAGGCTCAGTCCCAGTTCAAGAGAGGTCAGAGAGTGATAGAGAGCATCAAACATTCTC\nCTCCATCCTATACGTGTTTGTACTGTGCATATACCACACACACATGTACACACACACACA\nAGCTTAACAAGGCTGAGAAGTAACTCGCTTAGTAAAGCATTTACTAAACAAGCACGAGAA\nCCTGACTTGGCACTTCAGAAGCCACATACAAAATCGGGATGTTGTGTCCCATGCCATAAT\nCCTAGCACTGGAGAGGCAGAAACAGTGTATCTTTAGGGCTCACTGACCAGCAGTCTAGCC\nTACTTGATAAGCTCTAGGTTAAATGAGAGAGTGTGTCTCAAATAATAAGGTGGATTAGTA\nCCCAACATTGATCTCTGGCCTACAGACACATACACACACAAGCACACATGTGCACCCCTA\nCAGAAACACTCACAAGCACACATGTGCACCCCTACAAGCACACACACACCAAGAAAGAAA\nAGAAGTTGACAGTTATTAACCGATTCATTCCTATTCCTTTACACTCACTAAGTGATGAAA\nTTCTCAAGATCAAAGCAGAATTATTTTTACTTCAATGCTGTTATCTTACCTTAGAACGAA\nTGAGAATTGTTGATTCCTGGGTGTTTCTTGTTGGAAAGATAACTTGGCTTCTCTATAAAA\nTCCTGAGCCTCCAAACCCTAGATTTCTCTACTCTGGGTTAAAATGAGAGTGTAGGTGTGG\nAGCGAGAAGGCTTCTTCGGGGTGCTGATAAATTGTATTGGTGTTCCTCATGTAATTTGAT\nAGAATTTTACCCAAAACATTGCCATCATGAGTCTCTCACTTCTCCCCTGTGTCACCTGAT\nTGGTTGCAGGAGGAAGTGCTTGAAACCCCGCCAGCATCACAGAAAGCTGCAACTGCCCCC\nAGCTCTGGAGAGCTCCAAGAGGGATCAGGCAACATCCATGTCTCACATCAACTTGCTGTT\nTTCTCGACGAGCATCAGATTATCCTGGGCCTCTGTCTGTCTCCAGCCATAGCCGCCCAGA\nGGCCCCAGGGACAAAGGAGTTGATGGGCGGGGTGCATTTAGAAATGATGTCCCCCAAAGG\nGGAGGGGGACCTGCACACACCCATGCTGAAGCTCTCCTATAGTACCTCACAAGAATTTAG\nCTCCCGGGAGGAGCTGCTGTCCCACAAAGAAGAGGATAAAAGCCAAACATCTTTTGATAA\nCTTAACGCCAAGTGGGACACTGGGGAAAGACTACCATAAGTCTGTGGAGATTTTTCCCTT\nAAAGGCAAGAAAATCTATGGAAAAAGAAGACTACGAGGCCCCTGGCAATGATGACTACAG\nAGGTAGTTACAATACCGTGCTCTCCCAGTCTTTGTTTGAAAAGCAAGATCAAGAAGGCCT\nGGCATCAGCAGGAAGCAAACTCACTATTCAGGAACACATGTACCATGTACCTTTATCGCC\nTGAGAAAGAGCAACTGCTGGACCGCAGACCGACTGAATGTATGATGTCACGATCTGTCGA\nTCACCTGGAGAGACCTACTTCCTTCCCGAGGCCAGGCCAGTTGATCTGCTGTAGTTCTGT\nGGACCAAGTCAATGACAGCGTTTACAGGAAAGTATTGCCTGCCTTGGTCATTCCAGCTCA\nTTATATGAAACTTCCAGGGGACCACTCGTATGTGAGCCAGCCTCTGGTGGTCCCGGCTGA\nCCAGCAGCTGGAAATAGGAAGGCTCCAGGCCGAGCTGTCCAACCCCCATGCAGGGATCTT\nCCCACACCCATCCTCTCAGATCCAAGGCCAGCCTTTGTCTTCCCAGGCTATCTCTCAGCA\nGCACCTACAGGAAGCAGGTGCACGGGAGTGGAGCTCTCAGAGTGCATCCATGTCAGAGTC\nACTGTCTATCCCTGCATCCCTGAATGATGCAGCTTTGGCTCAAATGAACAGCGAGGTGCA\nGCTCCTCACCGAAAAGGCACTGATGGAACTTGGGGGTGGAAAGCCACTTCCACACCCTCG\nGGCATGGTTTGTCTCCCTAGATGGAAGGTCCAACGCTCACGTTAGACACTCATACATTGA\nTCTCCAAAGAGCTGGAAGGAACGGAAGTAATGATGCCAGTTTGGACTCTGGTGTGGATAT\nGAATGAACCAAAATCTGCCCGGAAGGGAAGGGGAGACCCTTTGTCTCTCCAGCAGAGCCA\nCACACCTCTGCAGGAGCACCAGCAAAAAGATCCCAGAGCTCCCGACAGCACTGCCTGCAC\nGCAGCTCCTGTACCTTGAGGACATGGACCCGAGCGGCAGTGAGTGTGCAGCCACGGTCTG\nCACCCCCGAGGACAGTGCACTGCGATGCTTGTTGGAAGGGTCAGGTCGGAGGAGTGGCGG\nGCAGCTGCCCAGCCTGCAGGAAGAGACAACCAAACGAACTTCAGACGTTCCCCTGGAGCC\nATTAGCCAGTCCCAACCAGAGAAGATCCGCCAATGATGAAGATGAAGATGACGATGACGA\nTGACGATGACCAAGGAGAAGATAAGAAAAGCCCCTGGCAGAAACGAGAGGAAAGGCCCTT\nGATGGCCTTCAACATCAAATGAGCCATCGATAAGCCCCTAAAATGCGGATTATAAAATTG\nCCAAATATCCTTTCTCATGGAAGTGCATACCTGCGTGTGGAGAAGCTGAGGAGTGAAAAC\nCATGCAAGTAGATGCTTACTGCCTTGACATGGGAATTACGGTTATGACAGAACGAAAGGT\nGACTGACAGGTGCTGCCCCTCCGAGAAGGTGGCTGCGAGACATGTCATTCTACGGACCTG\nACTTGTCACAGTAGAGATGCTGACAAACCACATGTGGGATTGCTATGCTCCAAGGATCAC\nCTCAGTTCTCTCTCAGATTCTGGAAACAGATGAAATGCTCTTTGCATTGTCTGAACCCTC\nTCTAATTCTATCATGATAACGCTACTGTGACGCTCTCACTGGGAAGCTGGGTGGCGAGAA\nCTTTCTGGACGTCGATGTTATCTCAAAGGAAAGCTATGCATTGCTGCTTCTTTGTTACCT\nTGCTTATGCTTTGCTTTAATTAGGCCTCTCTCTCTCCCTCTCTCTCTCTCTCTTTCTCTC\nTCTCTCTCTCTCTCTCTCTCTTTCTCTCTCCACACACACACATAGGGTGTTGGGTTTTTT\nCTCTTTCTTTAAAGTATGATTCAGTTTCAGTTGTAAACGTTTTGCTTCCTTCAGTTCTAC\nTTCTCTGTGGTTGGTTTCGGTGTCGCCCTTCAGGAACTCAGAACCCGGGTGTCAGCTCTT\nAACATCTCTAAGCCTTTTAATAAAACTGTACTGAAGTTTTTATCAGCTAAGAGTCAGTTC\nTTCAATTCTGGTCCCATTATCTCCAAGTGCCTTTTTTACAGTGACAACAGACAGTCCCTC\nGGTTTCATGTCTTTTCGTAACCCTTTCAATTGAACTGCCTGGATTTTATATAAAGTTACT\nAAACGATACCTTGTTCTTGGAACTGCATGCTGCCAAGTGCCATTCGTACTGAGCATCCTC\nATTTCAACGCAGTATACGCTCTAGTTATCATGTGTAACGTGGGTCTGTTTAGCTGAGATA\nGACTAGAGGAGGACACTAGAGATGCCCATTCCTACTCCCTCCCTTTGGTCACTAGCCACC\nATTATGGTTCCACTGGCTGTTTGTATATAGGGTTATGTATTAACTCTAGAATCCCGTGTG\nCCCTTCTTGCTCACCGAACGTGAGAGTATGGGCTGAGCAGGGGGATTGAATGTGACTGTT\nAAAAACACTCATGTACTGTCCAAAAGTGCCAGAATGACTCTTCTGCGCATTCTCCTTTAA\nGAGCTGCTTGGTTGTCCAAAAATGAAAACTCAAAATAAACTTGGAAGAAGGAAAAAAATA\nTGTGTTTATTCTGATTCATTCTTTGTTGGGAAATTGTCAATAAGACGTTGCTGTTCTTTG\nACTTTGGCATTGAAGGGAGACTTCAATGTTGGGGGGTTATGGATGCATAAATACCAGGAA\nTTAATAGTAGGATTAAAAAACCCACCTTTGTCTTTAGTCTCACTCAAGAATGAATGGTAA\nCATCCTCGTGATGTTTTAGGTAAGGAGAGATAGCTGAATTTTATGAGAAACCACTGGGGG\nTTTTTTGGTTTGGTTTTTGTTTCTTATGCTGGAAATCAGTTTGTCTTGCAACAGTTTCAA\nGAAGAGTTTGTTAAATAGACAGAACTATCCCAGATATATAACCTTGTTTATCAGATTTAT\nTAATGGAGGGCCCAGGATGTGGCTCAGTTGGTAAAGTGTTTGCCTGGCACATGTGAAGTC\nCTCAGTACCACATAAAAGCAAGTGGGTTAGTGCCCACCTATAATACCAGCACACAGCATG\nGGAGAGGTGGGGGCAGCCTCAGATACAGAAGTTCAAGGGCAGCCCCATCTCAAAGGAAGT\nTAATAGACATGATGTCAGAATGTGAGAAAGACTGGCAGGGAAAAATTACAGCAGCTGTGT\nTTGATTACATACCAAACCTTCACTTGCAGATTCCACAAGTATAAAACTAATGGAACTGGT\nTTTTATTTTCTGAATTTTTAGATGAGGATTCTTTTTAATATTTTACTTTAAAAGGAGAAA\nATAGTTGAGACAGTCCTGACCGTTGGACAGCTAAGTGGATGGGAGACAATGCTTTAACCA\nGCAAGGCTGGCAGGGCTTGTGTAGGAAACAGTGTCACCCATAGGTGGCAGGTGAGTCCTT\nGCTGACTTTCCTATAACTCCAATGGGGGCTCCTTTGTCAATCCCACAGAAGCAAAAAGTT\nGCCTCTTCAGGAACACCCAAGGCCTGGCATTAGTCATGGGGGTGAAAGGAGAACACTGGG\nAGGTCTCCCTGCTGCAGCCGGTTCCCAGGCCTTCACAGCCGTGTCTGTGCTTCCTGCCAA\nTGGAACTGTGTCAGCATCCCGAAGAGCCTTCCATGTAACCTGTAGAAACATGCAACATGC\nTAACTATTCTCTCTGGTTCTAGAGATAGGACAGGAATATCTTACACAGTGTAATCCAGTG\nGTGGCAAGTACTGATCTGGTAGCAGTTGTCACAGCACACCTGGGTTTGCCAAAAGGGAAT\nTGCTTCTGCCAAAGAGACCTTCATTTCCCATTAGAGTTGTCCACAGTGAGGTCCAGACAT\nTATTTTTTTTTCCTCAGAAAGCACTAATGGCGACACTAGAATCCTCTAAACAAACCACCA\nCAGCTGCAGTCTTTCAACAATGCATTTACCTTCCCTCTAGCCCAGTGAGGGCCATGAGAG\nAGAAATATGCCTCAATGCTTCCCATGAATATCAGACAACCCAAGCAATGAAAGGCACCCA\nGCTCCTGCCACCTAGTGGTCAGTTCTCAGCGCCCTGGAGAAGAGCAGGGCCAACCCAGAC\nACTCAGGGTGGACTGTGGGAAGGTGGGAAACAGCTCTGGTCCTGTCTTCCAGGTAAGGTG\nGGAAATGGAAGAAGGCTGACAAGGTCCATGTTGTTCCTGCCTGGAAACAAAAGTACTGGA\nGCAATAATGAGGTTGGTTTGCAGTTTGGGGGAAGATTGCATAGCATTCTTTTTTGTTTTA\nCACCTAAGTAACTAAATGGGGGCTTGGTGGCAAAATAAATAAAAGTTGCTCAGCTGAGAG\nAAGTTGTGCTGCTAATAGAGAGAGCTCTCTAGGAAAGAATTTAAGTTATAGATGCTCCTG\nATAATAATATACAGAATACTTTATGGGAAGCTCTTGGACAGTTGACTCTGCCTTTGATCG\nTGATTGTCATGGGTAGTCTGGCATGGACAATTGTCACTCCTTGAATTAATGATTAAGATG\nATGAATGTCAGCACATCTCTTAGCCACCGCCATGGAGTGCCATGTCTGCTGAACCAGTTT\nTAGCACTCTGGACGAATATACCCTCAACTCTTCAGTGCCGACCATCCATAATGAACCCAG\nACATAATGCCGCTGTAAGATCACTCCAGAAAAAAGTCAGCATGCTCTCCTCTGCTCTCCT\nTAGTGAACAGATCAAGCTCTGCTGGTAGTCTTTGCTCCTGCGGTAGAAAACTTCCACTGT\nGGACAATTTTAAGCAATTAGTGCGATACTCCAGGACCCACAAGTTTGGAATAGACGCTTG\nCTGTCCCAGTTTTGCATTATTTGCCCACAAAACCCACAGTGGGGCATAGGTAATAGCAGA\nATAGCTAATCTACATTGTTCAAGGGTCAAAGATTTGCAAATTTCCCTACTCTGAAGTTTT\nAAATTTTGCTTTACATATATTTGTTTATTGGGTGGGGTGTGCATGCCACAGTATGCCCAT\nGAAGATCAAAGGACAACTTACAGGGGTCAGAAGATTGTCGTCTTCTGCCACATGGGTCCC\nGGTCTTCCTACTTCATCCTCACACATGCTGGGTTAACACATAACTGGGACCACACCCAGC\nTGCACTATCTCCTTTAGATCACTTATAGGCATGAGGAGTATTCAATTCTGAATTGTGAAG\nGCACCTTTGCCAATGAGTAACAAGTTATTGCCTTGTTGACAGCCATCTTGATGTTACAAA\nTGGCATCCAAGCATAATGCTAAAGTCTTGTGTAGAGTTCTTAAGCATGAGAGGGCTGTGC\nTGTGCCTTGCAGAAGCAACACATGTGCTAAAGAGGCTTTGCTCGGGTCTGGACTACACTG\nACAGCAAAGCTAACAAGTCAGGGCCAGGGGTGTAGCTCAGCTAGTTGTGCTTGCCTGACA\nCACATGGGACCCTAGAATCATCCCACAGGATATAACTTCTGTGGACAGTAAGAATTGACC\nATAGGAAAAAATTGGGAATGAGTTTTAAATATGAATGATGTTTATTTTAATATGTTTGAA\nCTGTAGACTTACAACACTAACTCTTATAGTAGCAGTGCCTGACAGCTAACCTGCGAAGTC\nCAAGAAATTCTAAGTGTCTCTTAACTCAATGGTAGGGACAGAAAGCAATAAAAAAATTAA\nCAAAGGTGCCCCTCCCCCAATATGCGCCCTCATGCTTTTGGGGTTATTTTCAGTTATTTA\nCTTAGATTGTTTATGTACATATGATGTGTGTTTGTGCAGATATGTGGAGGTCAAAGGGAA\nCTTCCAGGAGTCAGCTTTTACCTGCTACTTCATTGGAAGAGGATTTGTCTTTTTTCTGTT\nCCTGCGTGCACATTCCAAGCCCGCTGCTCTGCAAGCTTCAGGACAGTTCTCGTATCTCTG\nCCCCTCATCTCTCCCTACACACTGTAGGAGTGCTGTAATCACAGATGCCTGCTAATGGAT\nCCAGCACATACGTTCTTGTAGGCAAAATACACATAAATTAAAAAAAAATAAGGTGGCGAT\nAGTAGAAGATGACCAGAGTCGGCCTCTGGTCTCCACAAATGAACACACATGTATACACAC\nATATCTTACATACACACACATGAACATGTTCTACACATATACTACACTCAAATAAAACTA\nAGACATCAGTGTTTGTACAATAATGTGAGTTAAACTACAAACTCTTCCACTTTTTCCACG\nTTTTCCCCACTAATATCTAAAGGGTATATAGTTGGGTTATATTTTCAGTTATTTGGTTGT\nTATATAAGTCAGTCACTAAAACCTATTATGCAGAGATGACTCCTGCTGGCATTTTGTGGT\nTTTCTCTGAAGTTTTTCACCCACATAAACATGTATTTCCTTAAATACTTTTTATATTGGT\nAGCGAGCTGACTTAGGCCAGTAAAGAACTTGCTGTGCAATCTTGAGGCTCTGACTTCGAT\nCCCCATAACCTATGTAACAATCCAGCTGTTGTAACACACACTTGTGATCCTAGTTCTGGA\nGAGACAGAAACAGGCAGATCCCTGAGTCTTGCTGGCCAGTCAGCCTAGCCTAATCAACAG\nGCTCCAAGATATGAAGCCTTATCTTACAAAAGCAAGCTAAACAGTGCCCAAGGAATGGCA\nCCTGAGGTTGACCTCTGGTCTCCACATGTACACACACCTGCACATACCTGTGAACACACA\nCACACACGTTTTTTTTTCTCTTTCTACCTTTCGAAGCTGCAGATAGAAGCCTTTAAAATG\nGGAAAATGTAGGTGAAGCCATTCATCAGGACTTAGCCGTAACTGGGGGGTCCAAAGTGAG\nTAGTGGGGCTGGAGAAAAGCTGGTGTCATCTCTAGATTCGGGTCCTGCTGCAGGATACGG\nGAGGATACCATGAAAAAATGGGCCTTAGACCATGGCAGGTGATAGGCAACATCACTTGAG\nTAACAAAGACCCATTCAGTAAAAATCAGCAAAATTAAATGTTGAGGTTTGTTCTTGCTGT\nGTATTGTAATGCTAAGTACAGCCCCCAAAACCTGGAGTCTTCATGTAGACCCAAATGACA\nCTATGTGACCTTGTCTCCCAAGTTATTTCTGATTGGTAAATAAAGATGCCCACAGCTAAT\nAGCTGGGCAGAAGAGACATAGATGGGGCTTGGATTCAGAGGCCAAGTAGGAGAAGAAGGT\nGGAGAAAGAAGAGAAAGTCAGTGTGGGTTAGGTGAGCCATGAAAATGTGGCCCTGAGGGT\nTTGCCAATTAGAGTTAAGAGCATCCCCTGAAACACAGTAAGTAATAACTCGGGGTTATTG\nACAAGAAAGTAGATTCTAATTGCATAGAGGGTAGATATCTGTCCAGCTCATTTGCTGCTT\nAAAGCTTATTGTAAATAATAAAAGTTGTGTCTTTTATCAGGGAACTGATTGATCGAAGGT\nGGGATAGAAACCTGGATTGGGATTAAAATTTTCAACAAATAAATGCATAACCCTTAAAGC\nACAGCATTCAAGAAAATGAACCACAGGCTATGGGGTGGTGCCACCTGTATTCAAGAGGAG\nTCTCCCTCACCATTTGTAAAGATATATCCTCTTTTTTCACACCTCAGAATGTTTTCCATC\nATTAAGCATCCCTCATTTCAATCAACTATCACACGAAGAAAAGCAAGTAGGGTTAGAGGA\nTAGAGATCAAAATCCACTATTTCTTAAATTGTCCTCTCTCTCTCTCTCTGTCTCTCTCTC\nTGTCTCTCTCTCTGTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTGTGTGTG\nTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTTTATTTTTCTCCTCTATCTATCTTCTA\nTGTGTATCTCTCTCTTTCTCCTCTCTCTCTGTCTCTCTCTGTCTCTGTCTCTCTCTCTGT\nCTCTCTCTGTGTCTCTGTCTCTCTCTCTCTCTGTCTCTCTCTGTGCTGTTTATATACTTG\nTTAGTGTGGGTATGTGCATATGTACCCACACATGCATACAGAAACCAGAGGTCAATGCCA\nGCCGGCTGCCTTCCTCAATCTCTGTCTGTATATTTTTTTGAGACAATGTCTCCCACTGAG\nCCTGAAGCTCATGTCTTTGGCTAGACTGACTGGCCAATGATCTCCAGGGCTCTGCCTGTC\nTCTGTCTCCCAGCCTGGGGATTAGAGGCATTCCCTACTACACACAACTTTGTACAAAAGT\nTAAGAATCGCAACTCAGGTCTTCATGTTGATGCATTAGGCCCCTTTATCAACTGAGCCAT\nATCTCCAGCCCCATGATTTTTGGGATTTTTATAACAGTCTTTGACATCATGGGAAACTGT\nTGGAAAGGGCCTGTAGGTTGTTATTGTCCATAGACTAGGAGAAGGAAGCAGGTGGTAGAG\nGAGAAGATCAGTTGTCCAACAGATGGCAACACATCCAGCTGAGGATCTTAGGTGAGAAAA\nGCTTCAAACTTCCCCCCTGCCTTCTTGTAACTATTTTTAAAGTTGTGAATATAGACACAC\nACAAAATACCTAGCCAAATGGCTTCTGTCCTTCACAGTGATTGTGACTTATTAGATGTTC\nTGGTGCCTACAAAGAGCTTGACTATTCTTGTAAGACATTTGCACACAGAGAGGATGAACA\nGGGATTGAAGAGCCTATTTATTTGGAACCTGAAAGGTTCTAGAGTGCTATGATATGAGTC\nCTTTTAAAAGTGGAAGGTAGAACAACAGGCTACAGCAAGCTAAAATGGCTAGTGGTGGGA\nTGTGTGTGCTGGGTAACAGTAGACACACCACAGAAGAACGGTGGTGTCAGATGTGGAACT\nGTGACTTGGAAAAACCCATTGGCTCAACATGCACCAGAGAGCAGCCACATTTTTCCCACT\nCCAACGGGCAAAGTGAGAGAAATATAAAAGTGAGAGAAAGCAAGAAGGTCTTTTTCAAGA\nAGAAATTTGCCTTTTTTCTTTGCTGAAGAGAGGATGCAAGTTGGAAATGGAGCTTCGGAA\nGGGGCAACGGAGACCAGATATGGTTCTGGGTTGGAGAGAGCCTTGAGAGGCTTGTTTGGT\nGCTTTCATTTGGCAGGGCTATTATGCTGGATTTGAGGTTTCTTTTCATTGCTAGAGAGCA\nAACTTACAGCCTTGTGCACGCTAGATGAGCATGTCAGTAATGCTTCATCTTCAGCCCAGA\nGAGCAGCTAGCTCCCTTGGATAATTATTGTAATAATTTCATGAAGAGATAAATATTCAAG\nGATATTGTGGTGAGCAACTATAAAATATTGTTATATGAGCACTAGTTTCTCTATATAGCA\nGTGTTCCTCATCATGTTCCCTACATAGCAGTTCATCCTGTTGTAGTGGCTCCCCATTCAT\nAACATTATTTCATTGCTACTTCATAACTGTAATTTTTGCTGCTGTTGTAAATCGTAATGT\nAAATAATTTTGAAGATAGATATTTGCCATAGAAGTTGCGACCCATAGGTTGAGAACTGCT\nGTAGAACAAACTTAAAACTATGGTTATTTTCTAATGTGTCAACAAAAGTAATATTACATG\nGTGCTGCTGTTGCTAGTGGCTAATGTATGGTTTCTGCACTCTCAAAAAATCATGTTATTA\nAATAAAGCCCAACAGGTATAGGGTTTGTGTTTGGTCCCTAGTACATTAGAGGAATCATAC\nTGAGCCCAGAGGACCATGACAATCATCAGAAAACTGTCTGAAGGCACACATCCCACGTGG\nAGGACATGGGTTCCAGCTCTCCACTGTGTTGTTTTAAAGTTGAACTTTATGGAGTTAACT\nGAATCAATTCTGAATCTTCAGGAAGTCTTAGGATTGGAAAACTAGTAAAACGTAGAAACT\nTCCAGAAATATTTGTTGAAATAGTAATCTGGGCTAGTCATCCCACTAGCACATTGAAGGT\nGAAAAGCTAGGATCTGAAACTTCTTCTTTCACTCATTTTGGACCCTGAGAGTCTCTCCAT\nTGGTATAAGGGTAAGTATGCGCACATGCACACGTGCACACACACACACACACACACACAC\nACACACACACACACATACACACACACACAAGAAGTTGGGACACAGAGAAATGACAATGTA\nCTCATAAACTAATGGGAAACACTAGCTGAGGGCTGGGGATGTAGCGCAGTTGGTGCATTG\nCTTGCCTGGTAGGCAGAGAGGCCTGGATTCCATCCCCAGCATCACAAACTGGGTATGGTG\nATGCACATCTGCAGTCTCAGCACCTGGGAGGTGAAGACAAGAAGACTTCGATTTTACGTG\nAGTTTGAGGCCAGTCTTGGGCAACATGAGCCCTTGTTGTAGTAGTAGTAGTAATAACAAT\nAATAATTATTATTATTTATTATATTTTTAAACCATATTATCCGGTAAATAAATTTGCAAA\nGCAATTGTAGCACTAAGTTACTAACCTGTCTTCAAATAATAAAACAAGTTTGTTGTTAAC\nTTCAGTGAAAAACTACTCACTAAATTCTCTCAGTAATCCCTGTTCCCTTACATTTTTAGA\nCAGAGTACCAAATGGCATGCCTTCTCCTGTGCTTAAAGAGATACTTGCTATTCCTTGCCT\nTAGATCCTTCCTATGAATAATACCCAGCAAACAAAGTCAAACCCCAACAGCTATGTTGTC\nAACATGACACTCCAGCCAACTTGATGGGTCAAAGTGCAGCCAACTAGAGTTGTTCTCTGA\nCATTAGTTTCTTCAAAACTGGAATGGGGGTCAGTAAGCTTAGGTAGCACTATAATATAGG\nAAACTCTGAAATTAACAGTTGCACTGGTTTTGTTATCCGACCCAGCAACCTTCCAGGGGA\nATCCTCATGTTGTCTAGGGCAGACCACAGTAAGGAAGTTTGATCCTGCCCACTCTGAGAA\nGTGCCAAGAGGGATGTGTTGGCAGTGTTCAAGATGCTGGTTCTAGTTACAATCACCCCTG\nTTGTTTTAGTATCTATCCCAGCCCTTCTATTCATTAAACCACCCCAGCTATTTTCCAATA\nATGTTCCATACACAGTTCATGCAAGTTTGTTTAACACTAGTACTTACTAATACAGCCCAG\nAAATAAAATGTTCTGCTAACCAACACAACCCAGTAAGCTGAAGTCCTGCTCTTGGTTAAG\nGACCTCTGTATGATGTTTTTTTCAGGCCCAGATACAGAGGATTTCAAAGGCTTTCCCCTC\nAGGCTCATAGGACAGGGGATCGAGTTTCCCATGTCCCATAGAACTGAGTGTACAACAAGG\nACATGACAATCTTGGAAGACAATTGCAATCAGGGACTCAAGGACACCCTGCTCCTGGGTC\nTCTAAAATGACAAAGTCTCACTGATTGGGGATGTAAGATGATCCCTCCCAACTAGGCTGA\nTCTACCTGACCCTCCTCTGGTGTCATTCACCAGGAAAGGGAAACACGGGGAGAGTAGGTA\nTTTATTTCTGTATAGCCTCTTTCTTATTCCAGCCAAATCCAGCCCCTTGACACTGCAGAA\nTGACACAGTTGCTTACAGAGTTAATGCACCAGAACCCTGAAATCAAGTTACAAATGAGAC\nAGACAGAGGCAGAGAGAGAATCAATGTCTTAAGTGGATGATTTTTGTATTGAGCTACGTT\nCATAACTATCTTGTATCACATGTATCCTCATGTTTTAAGTTGGACCTGCCTGGGAGGCAT\nAGAAAACACTTTATTTGGATGAACTGATAGCTCAGTGTTAAAGAGTACTTGCGGTAGAAG\nCATTAGGACCTAGGTTCAAATCCCTAGCACCTACATAAAAGGCTAGAGGTAGCCTCAAAT\nACCTTATCCCTGGTGCTGGAGAAGTTGGCTAGAAAGATGGGTGGTGTTTGTTGTCCAGAT\nTAGTTCCAGGTTCAGTAAGAGGCTTTATCTTATAAGAATACGGCCAAGAGTGATAGAGCA\nGGTCACCCCATGTCCTCTCCCATAGACATACACATGCAGATGCATACTCGTGAGCATAAA\nCACACACACAGGAACATTAGAAATAAAGAAAACAACTTGATTGGCTGCAGCCTTATCTAC\nCAACCAGACGCTTGGCTACATATAACTTAAGTAGTGACATGATTTTACATGATTGGCTAT\nTGGCACCTTCCATCACCTGAAGTTAAGAGACTGGAATTAAACCCCACATTGGTGTAGTCT\nTTGGAACATGACTTTTTCTTTGCAGTCATCTTCAAAGACCTCAGTACCTGATGGCTCAAT\nCCCTCTAGTTCAACTCCACAAATAAACCAGTCAATGAAAATGAGGCATCTACTGGCATTC\nCATTTAGCAAAGCATGGTAAAATGCAGGCATGTAGAGACAAGCTGATGCTTCCCAAGGTT\nAATAAACTGCGGGATATGCTCCCTGGAGAGTTGCATTGGGCTCTTATGGGAATGATGCAA\nTTCTCATCATATGGCCTGTATAATTCACACTACCCAATTATGCCGTCTCTTACCTACCAT\nGACAAGACAACAGACTCTTATCCTGCTGCCTTTTACCTGTCCTCCATTCAATAAGCCGAA\nCTAAAGAACTGTCTTCACTCACCTAAGTTACAGTGTTTCTACACACTAGCTACAGAGAAA\nGTTCCTACAAATCCTAAATTTTGTGATTGTTAAGCATAGCCTTTTTCTAACTCCACTCAC\nCAGAAAAACCTTAGCCCTCAGTAGTAAGAAGGAAATGTAAATTTTCATTAAAGCTAAGAT\nACAGAAATTGTATCTGAAAGATGTTTAAACGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT\nGTGTGTGTGTGTGTAAGCCAATTCGTCTCAACCTTTGGGAGACAGGTAGATCTCTGGGAG\nTTTGAGGACAGCCTGCTCTACATAGTGAGTTCTAGGACAGCCAGAGCTACATAGTGAGAC\nCCTGTTTCAATGTGTGTGTGTGTGTATGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG\nTGTGTGTGTGTGTGTATACACAAATTATAGATGTTAGATGGATGGATAGATAGATAGATA\nGATAGATAGATAGATAGATAGATAGATAGATAGATAGATAAATGATCCCAACAGAAAAAC\nCCAGAGAATTGAATTACAGTTACCAAATGCCTTATGGCCAAGTACACAAGCTGTAACAAC\nTAAGCAATTAAACTTTAACCACCTGATTGACTGATTAGGCTGTAGCAAATCCAGTTGCTT\nTCTCAACCCCACATCCCCACCCCTTTCATGTCATGTGATTGTGATGCTTTGAGTTCTAAG\nAACCTGCTCTGACTCTGGGAGTTGCCTAATTTAAGCTTTTATCAAAAAAATTTTTTTCTT\nATATTTCATTCCAAGAAATTCTACTAAATTGGATTAATCTAAGGAACTTTCATCAACTAG\nAAAAATGAGCTTTTAAATTAAGTTGTCATTTAAATTTTTATTTTTAAATTTTTTCTTTGT\nCTTATCTAACTCAACCTCTTTGAAACTTTTTATATATACTTCTCAGGGGCATCTATACAT\nTTACATAGGAGCCAGTCCATCTGCAACTTGATATTTTGATTGCTTTATTCTTCAGTAATA\nATATGAGCCCAAAGAACAAAGTAAACATACAACCAACTATCCTGGCTTAGATATCTGGGA\nATGTCAACCACAGCTCTCCACGTAGAGATGGGTATCCACTGCTGAGACCTGGCCCCATAT\nGGATAATCTAGGGGTCAATAGATGACAGCTGAGGTGGTACCTAGTGACTGGAGAACTAGC\nTACTTCCAAGGACAAGTGAGTCTCAGATCTCATTCACAATGTCAAGTCAGAGATTTTTTT\nTTAAGATGAGTAGGGAGGAGTCAATTGGAACCAAGGGCAGGGTGAGGCTATCTGTCAATA\nTTCCTGGCTAGAAGGACTCTGTAGCAAAGACCCACGCTGAATTCTTCTGCTATTTCTTCT\nGCTTACAACTCTAGCTAGGTGTGCTAGAAGTTGTAGAGATAGAGCAACCCCCACAGAACA\nTTTTGAGTTTTCTATCTGAGTGTTAATTGTTTTAACTGAATTAATTTTATATAAAAGTTA\nTCCTTGGGGACATTAGCTATGTGATGACAGCATCTACTTTGTGAATCAGATCTCTCCATT\nTTCAGGAAGCAGAGAGTAATATTGTTTTCTTCTCATTTTCTCATTGACCTTTGAGCTAAT\nTAGGAAAATGCTATTTCATGAAATTTTTCATGCCTCTCTCCTCTGAGACCTGGAACAGGG\nACCTGACCGGAGAATTCAGGATTCCAGAAATTTCTGGTGTATGAAGTCACCACATCCTGT\nGAAATTACTCACAAGTACCCTTATTCCTTTATCTGCTTCCGTTAGCACAGTCACCTAATG\nGTTTCAGCATGGATACAATCACATCGCCAAGCATTCATTATTACTCATACTCTTAGCACG\nCTGATAAGCAAGATGGTAACAGGGTGTTATTCCACAGTGGGTCCAAGTATTGTAAGTTGC\nAATATAGAGTTTTTTAAGTTGCATAAGATGGGTCTGATCAGAACAATCTGTCAGTAAAAT\nTCCCTATTCCTATTCCCTCGTTTCTAGGTTGGAGCTTCACACTGGCCCTTGTAACTAGCT\nACTACTGCTCCAACTTGTGCCTCTGAGGGACGTATTGGAACCATTTTACAAATGAAGCTG\nCTGAAACACAAAGCAAGCTAGCTCCTTCCCGTACCTTCTTCCCATACCAAGGAGGTTTAT\nCTATCTGTCTTGGTTCTGCTAATGAGATGAGGTTCAAGAGGGATGGCAGTTCCTGGGAAG\nTCCAGTGTAGTGAATGACCAGTGTGTACAAAGACCAGCAAATGAAGCTGAGTCCTCCAGG\nATGATTAGAGCTGGAGACTAGAAGCCTACAGAGACTCCTGCAGAGCTACCGGACACTTCC\nTCCCCTGTGCTGTATCTGAACAATACAGGGAGGCTCCAGGTTGCTAGGGATAGGAGGTGG\nACCCCAGATTTCCTTTACGTGTGTCTGTATGTCTATCCTTCCACATCCCCTCACTGCCCC\nAATCAGGGTTCCAGGACCTTTAGTCTTAGAGCTGCCTGAGAATTTCCAAGTGAGACTTAA\nAGCCAGTGCCTTTGAGACAGGGGTGAGAGGAAAAATGAGGAGGAACTATTCAAAGTGGGA\nCATTGCTACCTCCATGTGACATGTGGAAGAGGCCATGTTGGAGCAGCAATGGCAACGGAG\nAGGGAGGCTAAATGCAGTTTTAATTACAAGCATTCCCCCCCACCCCCACTCCATGGTCTT\nGAATACCTCAGGGTAGTGTATGAACTCAATGAGCCTCCTCCCTCCACCTGTGTTAAGATT\nAGAGGTGTACACCCCCATGCCTGGTGCTTTCTTTTTTAATGAGGTGCTAGGGTTCAAACC\nTAGCACTTTGTGTAACCTTGTCAAACATTATATTAACTGGGGAGCTATATCCCCAGAGCC\nAGCTTTCTTTCTCTCCTTTTATTTTTACTTGTATGTATACATATACAGTGTTTAATATGT\nGTGCCTGTGTGCATATTAGCAAGTGTGATTATAGAGACGCAGGAACATTGTTAGCATGTG\nGCAGTAGGAGGACAGCATTAGGTGGCTATACTGGCTAGTTTTGTGTCAACTTGACACAGG\nCTGGAGTTATCACAGAGAAAGGAGCTTCAGTTGGGGAAATGCCTCCACAAGATCCAGCTG\nTAAGGCATTTTCTCAATTAGTGATCAAGTGGGGGAGGTTCCCTTTGTGGGTGGGACCATC\nTCTGGGCTGGTAGTCTTGGGTTCTATAAGAGAGCAGACTGAGCAAGCCAGGTGAAGCAAG\nCCAGTAAAGAACATCCCTCCATGGCCTCTGTATCAGTTTGTTTCCTGACCTGCTTGAGTT\nCTAGTCCTGACTTCCTTTGGTGATGAACAGCAATGTGGATGTGTAAGCTGAATAAACCCT\nTTCCTCCCCAACTGCTTCTTGGTCATGATGTTTGTGCAGGAATAGAAACCCTGACTAAGA\nCAAATTGGTACCAGAATAGTGGGGTATTCCTGTGACAACTTGACCATGTTTTGGGGAGGA\nCTGTGGAAGGACTTTGGAACTTTGGGCTAGAAGATTGGTATTAGAGCTCTGTGGGATGTT\nGTGTAGGAGCTTGGAAGATAATGTTGAAAACAGTGCAGAAGATGTGAAATTTCAGAGGGA\nAAATTAAAAACTCTTTTCAGGGCCATTGTTACTTTGATTGTGAAGATTCTGTGGTTCTGG\nTTAGCTGGGGCTGAAGAATCAGCTGTGATTAACAAGATACCAGAACTAGTAAAGTGAAAC\nTTTTATATTACTGGGACTATTGATGCTGGTTATCTGGAGCTAAGAAGTTAGCAGTGATTA\nAGAAGAGACCAGCATCACTGAGGTGACATCTTCTGGGAAGTGTTTTTCTGAAAGCACAGA\nAGCTGTGTTACAGAGATAGCCAAGGTTGTACCTTGTGCTGTGGCTGAACTTGGTAATGTG\nTAAGAGTTACCCAGGTGGTACTGTTTTTGAAGGCATAAAGGGGTCATGCAGAGCAGCTGA\nGGCTCGGCACTGTGAGAGGCCATGGAAGGCCATTGGTGAAGGTGCAGCCTCAGTTGCAAT\nTGATGGCCCAGGACTAAAGGGGTCATGCCAAGGAGTTGAGGCTTGGCACCATGAAGAGAG\nCCTATGAGAGGCTATTGTTGAAGCCAAGTTACAGTGGAAGACAGCAGTGTTTTGGAGATG\nCCAGTACCATGAGATGACCACCAAGAACAGCAGCAGCAGTGGAGTACAGGCAGCTGGAGC\nCTAGAAGACAAGCTGTGTGCTACAAAGGACAGGGCTGGAGAAGTGACCTAAGCCCTTGGA\nGGAGCCAGAAGATCATGAATTGGATCCCAGACATTGGACAGTTGGAGTTTAATTTTTGCT\nTTTGATTGTGACTGTGCCCTGATATTTTTCCCTCTTGAAGCAAGAAAATATTTTAGTGGA\nTCCCACAGTTAAGAACTTTTAATATGTAAAAACTGTGGGACTTTTAAAGTTGTTTAGATC\nTTAGGGATGAATAAGAAACTAAGGTTGAGGCTTACTAGTGATGTGTTTGTGTGTCAAGTT\nGACAAGGAGTCAATTGTACTGGCTAGTTTTGTGTCAACTTGACACAGGCTGGAGTTAACA\nCAGAGAAAGGAGCTTCAGTTGGGGAAATGCCTCCACAAGATCCAGCTGTAAGGCATTTTC\nTCAATTAGTGATCAAGGGGGGAGGTTCCCTTGTGGGTGGTGCCATTTCTGGGATGGTAGT\nATTGGTTCTATAAGAGAGCAGGCTGAGCAAGCCAGGGGAAGCAAGCCAGTAAAGAGCATC\nCCTCCCATAGCCAGGATAATTCCTATTTGCATGACTAGTCATTTTGCTAAAGATCTCAAT\nCTTTACCCCTGTGAAACGGGAGAATAATAGTAAGTCTCTTCTAAGGCTTCAGAAAGGATG\nAAATGAGCCAATACATGGAAAGCATACAATAAACTGCCTGGCTTGGGTTAAGGAGCAGAG\nGTGGGTCCCTGCTACTTTTAGCATGTGTGTTCCATGCCATAATTTATTTGAGACATGGAG\nGAAATATGGAACCCTGCTATGCCAACCAGAGCTTTTCTGGGGGCAAACTATCATGTCTGT\nTCTCAAAGGGGCTTCTGACCCACCATCCTCCAGCTGCCACCTGAACCAGCCATAGGATTG\nTTGTGTACCTTCCGGTGAGCTGGTGGAGTGGGTCGTCCACAGGAGGGGAAATGATTCTTG\nGAACATCCTGGACCCAAGAAATGTCAGATGAGAATGCTTGGCTGCTGTAAACCAGGGATC\nAGGGTTTACCCTGGGATTCTGCCTGAGCCAACCCATGGTGTGTAATCCAAGAGGAAGAGG\nGGGCACCCCAACACCATCAGTCTCAGTGCATCAAGTTCTCTTACCGTCATTGTCTCTTGG\nCTAAAGGGGCTTCTTTGCCGAGATTACCCATCTAGTATTAGAATAGTACAGGCCGTGCTG\nAGCCCTTCAGTGTTTTCCAGTGGTGATTTTATCCGTTTGTTTGTGTGTCTGCTTGGAGTG\nTACAGAAGGGTCTGCGTGGCATGAGTGGGATGAAAAAGCCCAGTGTGTAGCCCACGATTC\nCCTGTGCTGTGCTGTCCCAAGGAGAGTCATGAGGCCAACTAAGAGGACAGGTTCCAGGCA\nGACATCTGTACAGAGTACAGAAATTGGTTTGGAGGAGCTGTCCTCTGAGGGAGCGTTCAC\nAGTAGAGGAATCCTTTCCTTAAGTATATCAGAAAAGGGAAGGGCTCCCCCAGAACTGGAC\nAGTGGTATATGTCAGTGTGTAGGATGTACAGTCCGTGTCTGAAATTGCTCCTACAGCACA\nTAGCTCACTTAAAATGGGGGCAGGGCAGCTTTTCTGAATGATCTCTCTGAACAAAGCTGG\nGCTGTGAACTCCGTCTCTGAACACTCTCTCCATTGATTCTGTCACTGTCAAGCTCTGGCT\nAAAGGGATGAAACGTCTATGAGTAAAGAAACTAGAGACACAGAGGAAGGACACTGACCAC\nAACTGGCCCTCTCACTACAGGTTCTCCATTAATGATGACAAGGAGGAGTAGGGAGAGAGG\nAAGAGGAGGAGGGAGGGGAGGAGGAGCAGCAGCAACAACAGCAGGAGCGGCAGCAGCAGC\nAGCAGCAGCAGCAGCAGCATGGACTGTTCAGAGGACTGAATATTTGTTGTTCCCTGTGAC\nCAGAAGCATCAACAACCTACTTGAGACAGGATCTAGCTATGTGGCCTGTCTAGCTTCAGT\nCTTCCTGCCTCTACCTTCCAGCTACTGACCTTACAGCCGTGCACCACCTCAGAAACTACA\nACATAATTTTCAATTAATAGACAAAGAAACGCTGCCCTGCCCCACTAAAGAACTGAGGGA\nGATAAAACAAAATCCATGGTGTGTTTGACTCTAAGTTATATTTATCAAACATCATGGTTA\nCAGTGGCTGAAGTACCTGAAGCAGTGAGCTACCAGGTCAGGGACAGACTTTGTCTCTAAA\nACCAAGGCAAAAAATAAGTGACATCTACCTCTGACTGTCATACTCACACATGCACAAACA\nCATGTACAACACAAACACACATACACACACACACACACACACACACACACACACACACAC\nACACGCGCGCGCACATGTCCAAAGGTTGAACAGCAAGCAGTAAAGTCAAAATTAACAGTA\nCAAAAGTGCTCTCTGGTTCTGGTTTCAAAGTGGTGAAAATGTCTTTATCTTTGGTATACT\nGGGGGAGAATTGGTTCTTTGAGTGTTGGCCACTTGCTGTGACGCTGGATACTCCTGTTCA\nTCCATCTTTTATTTGGCTCTAGTTCTGGTTAAAGATCCCGTTCCCTATGACTCATCCTCT\nGGTTTCCTATTCCACTTTCTTTCCCTTTTTCTCCACCCCTCCCCTGCCCCACTCCACAGC\nTTGGCCCAGATCCTAATGCCTCCATAATTATGACTTAGGAACATGAAAGATCAAAACCAG\nAGAGCTGTCTTAGGAGCAGGTCTAAGCTTTCTTGTTTCCGTTTACCCCTCATTTGTAATA\nTCTATGGGTAAGGCAGACAGTTTCCCTTAATGTTTATGTCTCCCATAATTCCCCTCTCTT\nAGCACAATCCATTTTAAATTTATTCTGAAGCACAGCAGAGTTCCCTGAGGAGGCAAGTCA\nAGAAGGCTAGCTTTCTCCCAATCTCATTTAGTTAATTCATTTTGCATGTTTGTTTTGTTT\nGAAAATGTGTGTACACATGCATGCATGCATGAGTGCACCCATGTGTCTCTCATACATACA\nCTTAAAAGTCTGTGGACAGCTTATTGGAGTTGTTTTCTTGCTTCCACCATTTGGGACCAC\nACTGAACTTAGGCTGTAAGACTTGATGGGAGATGCCTCCACCCATCAAACTCTCTTTCTG\nGTCCTATTATGTATTTTAAATTTTATTTTATTTATTGTGTATTATGTGTCTTGGGGGGGG\nTAGGATACCTGCCCCAGATTACATGTGGAGCTCAGAGAACAACTTTATAGAGTTAGTTCT\nCTCTTGTCACCTTTATATGGGTTGTGAGCACAGAACTTAAGTCATTAGGTTACCTCTGCA\nGCTGCCTTTCCCCACTAAGCCACCTTACTAGATTGTCTGTCTGTCTGTCTGTCTAGAGAC\nAATATCCTTCTATATAGTCCAGGCTGGTCTTGAGCTTTCCATTTTTCTGTGTCTGTCCCC\nCAACTGTGCCATTCTTTATGATTTTATATGCTCAGGACTATGTGTAACTAACATCTCAAA\nAATATTTTTGTTGTTTAAATAGCACTTGAAAGCTATTTTCCTAGACAGTGACAAACTGGT\nCTTGTCTTTAGATACTTATTCAATGAAGGAATTTTTTTGGTTTTGGTGTTTTGGTTAGAG\nAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGGTGAGGGGAACA\nGAGTCTGAGTGTGGAATGGAGGGTATTAATAGCTGAGCTTCTAAAGCCGGGGTGTAGACT\nTACATCTGGAGGGAAAGAAGTGAAGAGACTGAGTCTGATCCCACCTTCCAGAACAACCGC\nAGCATGTCACCTCAGCTCTTAAGGTAAAAAGCAGAACTGTTCCCTTAAGCTGAGCCATTT\nAGTGGCCTCTACAAAACTAATCCCTCCCTCAGAGGTATAACCCAATCCCAGTGAGGCAAG\nCACATATTGTAGTTACAATACTCTGGAGGCAGAGACTACTGAATCATGAGTTTGAGTCCA\nGGGTGAGCTAGATAGTAGAACCATATTTCAAAAGACAGGCACACATGCATGCACTTTTTT\nAAAAATGTAAATTTTAAACTATAATCCAGAACAGAAGAAAAGCATTCAGATAGAGAGAAA\nGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAAAGGGAGAGAGAGAATATCTGC\nTTCTAGACCAGCATTTTTCAACCTGTGGGTTTTGATTCCTTTTTTTGTGGAAAAGAGTGT\nCAAACAACCCTTTTAAACGGGTTGCCTAAGACCATCTGCATATCAGATATTTATTTAACA\nACTCATAACTATCAAAATTACAGTTATGAAATAGCAACAAAAATAATTATATGGTTGGGG\nGATCACCACAACACAAGGAAGTATATTAAGGGATCCCAGCATTAGGAAGGTTAAGAACCA\nCTGTTTTAGATATAGGTTTCATGTTGCGATACTGTCACAGAACACAGGCAAAAGCCCCTC\nCAAGGTCACCTTGCCCAGTCTCATTTACAGACATAAGAAAAGGACACAAAGGTGTTGAGT\nTCACTGTCTATATATGGGTCACCTACATCTGCTAATGGAGTGTTGCCTACCCCAACTTGA\nGTCATTTCAAAATGGATATTCTACCATAAAAAGAATTACTTTAGGACCTTCAAAGATAAT\nGCGCCAGGAACATGATATCCCTGGTTGTTTTTCCTCGCTGAGATTTTTGCCCTACATATG\nGAATCTTTGGCATTGTCTATCCAAATCACTCAACACTGAAGCGATTTGGTAGGATCCATG\nGCTGAAAAATATCCACGCATAAATTATCCATTGCTATTTTTAATTTGGATTTGCATTAAC\nTATTCCCTGTTTGCCTCTTTATTGGAGAAGGTGGGTGAATTTTGTTAAGCTATACTTGTC\nTGCTAAGTAAGAGTTAATTCATGTGTCTTTATCTTTTCAGTTTGACCATTCTTATTCATA\nTCCAGTTCTTTGAAGGCTGAAATGGGAGAGGATAAATCATCTAATAATAGCACATGCTCC\nTTTAATTCATTCAATATCATTTGCTGCTTCACTGTCATTTTTTAAAGTACAGACTATGTG\nATAAGCACCAAGTCTTGGTTACACAGAGCTCAATGAGGCTCTCTCTGTCCTCAGCTCACG\nCTTGCTGGCAGCTACTGTCACCAGGATAATGCATAGATTTTAGGTCTGCCTGTGATTCCT\nTGTGAAGAGAATGAAAGATTAAACAGTGGGCCTTTGCTGCTGGGCCTTTTATGTGGTATA\nTTACTATGGCCCTGCTGACCTTCAGGGTTCAGTTAGGAAACTTTAAACCTTCTGGCTAGG\nTTGTGTGGCATGTAGCTATGGTCCTAGCTACTTGGAAAGCTAAGCAGTTAAGCCTAAGGG\nCTTGGGGCCAGCCTGAGAACTAGAGACCCTGTCTCAACAAGAGAAAAGAGAGTAAAGGGA\nGGAGGCAGAAAGAAGAGTGTTCTGGGGATTGTACCAACCAACAATATACAGAGAAATAAA\nTATAAAGATGATACTCTTCAGCAAAAATGAATAAGGTGATACAAGATAAGCCATTTCTGC\nTGTGACATCTTGAAGAGAGAAGGGCCAGCTGGGGTTTCTGAAGAACATGGGAAGGGAATA\nGAGCTGTGTGTTAGGGCTGAGGCATCAGTGAGAACTCTGTGGCCAACGTCTTCTTCATTC\nCAGTGACATCTGGAGATCCAGCTTGGCCATTCTTCATCTTCCATAAAAAAGAAAGAGCAA\nTTGAGACAGGTCCAGGTTTAAGAAAGACTTTAGCATTGTTATATCTCTCTCCCTAAAATC\nTTTTCTGGAATGACAGAGCTTATGAAAGCACAACTGGTGGGTGTTAAGAGTCTTCGGTAT\nCCCAGGCTAGCCTGGAACTCAGTATGTACCAAGGAGTGGCTTGAACGCCTGGTTTTCCTG\nCCTCTGTCTCCCAAGGGCTGCCATGGCCAGTGCTGCCACGGTCAGTGCTATGGATTGAAC\nCAAGGGATTCATTCATGCTAGAAAAGCACCCTACCAAACTACCAAACTGAGCCACATTCC\nTATCTTTCATTCGTAATATATATGTTAGTGTACTCAATGAATACTTTCTAATTTTATAAA\nGGTTGCTGTTCAACATTTTGTTGAGGTTTGGACTGTTGCTATATATTGTAATATTAAATA\nTTGGCCCTGATTACCTCAGGGAGGAGGAGATCCTTATTTAGAACAAATAAAGTTGTGTAA\nCCTTGCCCCTCAAGTTATTCCTGATTGGTCAATAAAGATGCCTATAGCCTATACCTTGGT\nGGAAGAGAGATAGGTAGAGTTTCAGTTCCTGGGCTTGGGGTCTGACGTAGGAAACCATGA\nAGGATGAGAAGAAAGAAGATGGAAAGAGGAGAAGATGCCATGGGGTAGGTGAGTCATGAA\nAATATGGCCATGAGGGCTGGCCAATTGGAGTTAAGAGTTGCCCAGGTGGAACATAGCAAG\nTTATAACTCAGGATTATTCACAGGGAAGATACTAATAGCTTAGAGGATAGATATCTGCCC\nAGCTCTAGTGCTGATTAAGGATTATTATAAATATAAAAGTTTTATCTCCTATCTGAGAAC\nCAAATGATCAAAGGCATGGTTGGAACCCCTGGTTGAGATTAAATACTTGTAACAATATTG\nCACTAGACTTAACTACTTTGGATGTAAAAGAAAATGTCAAAATGATTACATACACACACA\nCACACACACTCAGTCACTTCTGAGGAATGTCACAACAGAAGAGTGTGGCTGGTTGCTGGG\nCAGTGGTGGTGCAACCTTTAATTCCAGCACTTGGGAGGCAGAGACAGGCAGATTTCTGAG\nTTCGAGGCCAGCCTGGTCTGCAGAGTGAGTTCCAGGACAGCCAGAGATATACAGAGAAAC\nCCTGTCTCAAAGAAAAAAAAAGTGTGTCTGGCTGATGGCTATGCTGTCATGATTATAAAG\nAAAATGAGATGGAACTGTTATGCCCAAGTTGCAGGTACCAAAGACCCCACCGAGGAGCCA\nATTCCGACATGTAAGGTGTAGCCTCCAACGAGCCTGAAGCAGGCTGAGCCAGACCTTGAC\nTTTGTTGCCACTAAGGAGATTACTTAGGGTGGAGCCTGCCTCCCTGGATCATTCTATTGT\nTTAGCCACTGCTGCTTGCTATCTGCTGGGAGTCGGCCTAGCTATTCGGGAGACTACACTT\nGGCCACCTGCAGCTGGGCTCCAAGGATGATTTGGTGGGAATGGGCTTTCCCCTCTCCTTT\nATAAAGCGTGCCCGCCATTAAAAATCTGAACCTTGATCAGAATATTGTCTTGGTTCCATT\nTCTCTCTATACCCGCCTAGATTCCCTCTTTTCTTTCAGTTCCAAGATGCATCCCAGGCTC\nGAACCCAGACATGAGAGCCACAGGCCGGCCCCAACAGTAAGGGTCTTATTACAAGCTCTA\nGAGCAAGGTCTCCCAATGCCCGCATAACAGTGGGTCAGAGTGAGAGTCCTGAGTCTAGGG\nGCTCAGGGTTTTTATTGTTACAGCAAACTTGGGGAATTTCCATATAGGTCAGCAAGTTAA\nTATTTTTTAAAACTGCATTTTTTGGTATAATCTGCAGGAACCAGACATGAGGGCTGAACC\nACCTGACAAATAGGATGGTCAGGTTATCTATTCTCTGAAGGATGTCTTAGGTTATCTCTG\nTGTACCTTGGTCCTGCTGTTGCAGCCTGACTGGCTGTTGCTAAGGGCGGGTGGGAGGTGT\nTGCCATTGGATGTTTGTTCATGGGAACTTTGTGATTTTCTTCCTGGACTTGGAGTTTAGC\nCCCTGGTCTCACACAAAATGGGGTTTCTTCAAAAACTGAGTTGGTTGAGCTTTCCAGAAC\nCCTGCTATCAGTAAGATAGGTATGGTGGTTGAAATGATAATGACCCCCATAGGCTAGTAC\nATGGGAATACTTGGTTCCCAGTTGATGAACTCTTTGGAAGCTCTAAGAGGCATGGCCTTG\nTTAGAGTAGTCATGTCTTTGTTGGAGGAGGTGTGTTGTTGGGCTCTGTTTTGACATTTCA\nAAAGCCCACACCAGGCCCAGCTCTCTCTTCTCCAACTCCATGCCGGTCTGCTTCCTGCCA\nTGATTATGGACTGATCCTCTGGAGCTGTATACAAGCTCCTAATAAAAAACTTTCTTTTAT\nAATACTTGCCTTGGTCATGGTGTCTCTTTCCAGCAATAGAACAGTGACGAAGACAACAGT\nCTGCATGGAAATTTTTGATGAGAGTAAACTGTTTCTCATCTCTAATTGCAAACTGCAGAA\nAGGGGTTAATTCGACTCACAGCCAGCTATAAACAACAATTTACATGTAAAAGAAAAGAAG\nGCAGGGCTACAGAGTTCACTTTGGCTATCAACAGAAGGGACAATATACAGACCTGCAGAG\nGTGCCTGAGGACCTGAGCCCAGACTTTTATAAAAGTAAATGCTGTTATCGTCTTTACTGT\nAATGACTGGAGGTAAAGACCTGCATGGTAAAACGTTCTTTAATTTCTGTAAGAATTATCC\nATGCTGCCTGGCATGGTGAAATTCCTAGCCAAATGGATGGACCTGGAGAGCATCATCCTG\nAGTGAGGTAACACAATCACAAAGGAACTCACACAATATGTACTCACTGATAAGTGGATAC\nTAGCCCAAAACCTAGGATACCCACGATATAAGATACAATTTCCCTAAACACATGAAACTC\nAAGAAAAATGAAGACTGAAGTGTGGACACTATGCCCCTCCTTAGAAGTGGGAACAAAACA\nCCCATGGAAGGAGTTACAGAAACAAAGTTTGGAGCTGAGATGAAAGGATGGACCATGTAG\nAGACTGCCATATCCAGGGATCCACCCCATAATCAGCATCCAAACGCTGACACCATTGCAT\nACACTAGCAAGATTTTGCTGAAAGGACCCAGATATAGCTGTCTCTTGTGAGGCTATGCCC\nCGGCCTAGCAAACACAGAAGTGGATGCTCACAGTCAGCTAATGGATGGATCACAGGGCTC\nCCAATGGAGGAGCTAGAGAAAGTACCCAAGGAGCTAAAGGGATCTTCAACCCTATAGGTG\nGAACAACATTATGAACTAACCAGTACCCCTGAGCTCTTGACTCTAGCTGCATATGTATCA\nAAAGATGGCCTAGTCGGCCATCACTGGAAAGAGAGGCCCATTGGACACGCAGACTTTGTG\nTGCCCCGGTACAGGGGAACGCCAGGGCCAAGGGGGGGGAGTGGGTGGGTAGGGGAGTGGG\nGGTGGGTGGGTAAGGGGGACTTTTGGTATAGCATTGGAAATGTAAATGAGCTAAATACCT\nAATAAAAAATGGAAAAAAAAAAAAAAAAAGAATTATCCATGCTGCCTGGCATGGTGACAC\nACACCTTTGATCCCAGCATCCAGGATGCAGAGGCAGACGGATCTCTGAGCTTGAGGCCAT\nCCTGGTCTACAGAGAGAGTTCCAGGACAGCCAAGTTTGTACAGAGAATCCCTGTCTTGAG\nAAACAAAAAGGCTAAATATAAATAAATAAAATATCATCCATGTTGCATGAGTGTCAGGTA\nTGGAATATACTGGTCAACAGATAAAAACATCAAGATCAGATGTGAACAAATATGGTACTT\nCTGTATAAAGTTAATAGGATGAGATAGGACAAGTCATTTTAATTCCTGAAAGAGTCATTT\nATGGTATATGTGTGTCACATGAGCAGCAAGTATCAGCCTGGGAGGAAAATCTACGAAGAC\nTCTGACCTTTGACTTGGAAAAGAAAGTCTTGATAGACAGTGGTCTTTGGACTCCTCGGGT\nTGGTTTGAGCAGAGACCCATATCTCAGGCCCTTCTCTTCAGTTTTTCAAATGAGAGAACA\nTCTAGAGAAGTGGTTCTCACAGGGGTTCTCTAAGATCATTGGCAAACACAAGATTTACAT\nTACAATTTATAACAGCAGCAAACTTATAGCTATGAAGTAGCAATGAAGATAATTTTATGG\nTTGGGGGTCAGTACAACTTGAGGAACCATATTAAAGAGTTGCAACATCAGGAAGGTTGAG\nACCCACTAGTCTAGAGGTATCTGTTAACTAAACAAACAAGGCAAAACCTTGGGACTGGAG\nAGGTGGCTCAGTGGTTTAGGAGCACATGCTCTTGCAGAGGACCTGGGTTCATTCCCCAGC\nATCCAGACAGCAACTTACAACTTTCTGTAAGTCCAATTCCAGGGAGATCTGATGCCCTCT\nGTGGGCCTTTTCAGGCTCCTATGCACACATAGGGCACATACATGCAGGTACTCACACATA\nTACATAAAATAAGAATACATCTTCTTTAAGAACAAAATAACCATATAGCAAGAGGGAATT\nATAAAATCCTTGGATTGTAAATGAACATCATAATAATAAGCATTGAAAGAAATGAATCCA\nAAGTATTGTTTTCACGTAGCTGTGACCAAGATAAGGGAGTAAACAATTTGAAAGAGGCAA\nAGATTTATTTCACTCAAGATTTCAGAAGATTTCAGATCAGTCCACAGCCACTTGGTTTCA\nTCACATAGACAGAACATCATGGTTGTGGGGATATTTGGCACATATAAGATCACCTCATGG\nTAGCTAGTAAGCAGAGAAGTCAGGCCTGGGAGATTAGACCTTCAAAAAGATGCCTTCAGT\nGACTCACTTCCTCCATCTAATCCTCACTTCTGAAAGTTTCTAGAATCTTCTAAAACAGTG\nCTACTATCTGGAAACCAAGCATTTAAACACACGACCTTGTGGGGGAGCACTTCCTACTAA\nAAGGTATGATCAGGTTACAGGCCCCCTGCACTGAGACAGAGGGCAAAGCCAGGTATAAAT\nGACTCCCAGTAAAATGGCGAAAGCTCTGCAGAAAGAAGAACTCAGGAAGAAGCTGTGTGA\nGGCAGTCCCAGGTACACCTCCTTCAGATGGACAAGAATCATAAAGAAATTGCCCAAGGCA\nGGTGTGACACTGGGTCTCTGTCCTGGGGATTACAGATGTCTGTGCTAAAGGTCCAGATGT\nCCACGAGGTGTTGACAAATTGACTAGCTTCCTTGTTCAAGCTGTCTTGGCTACATGATAA\nAGACAGGCAGGCAACTCCAGGCCTGACTTCTCTGCTTCCTAGCTACCATGAGGTGATCTT\nATATCTGCCAAATATCCCCACAACCATGAAGTTCTGTCTATGTGATGAAACCAAGTGGCT\nGTGGACTGATCTACCTTCAGGACTGAGAGGAGCAGGTCAGGCTTGTTCCTGCTTCTCATG\nTCATGAGTAGGGGCTGACCATGGGAGCACTATGGGAGTTCAGGGGCATCATTTTGTAAAA\nCTGAGCCAAAATAAAAGTCTTGAGTAGCTTAGGATATAGAGATGCTACACAGCCTCAAGG\nGAACTCATAGGTGGAAATTTGGAGCAGGAAGAAGGGAATGCTAGCTCAAGCCTTTCCCTT\nCTTTGCATAAACCTAGAGCCTGGAACAGCACACACAGAGAGCAGCACACGAAGGGAGGGT\nCTGCTCAAGACTCTTCATACAAACATGGAAACAGAAAGAGGGTATGATAGTTACTTTGTG\nTGTTGTTACAACCAAATCCCCGATGGCAAGCAGCTTAACAGAAGAGACCTCCATTTTGCC\nTCATGGCATGGAAGGCAGAAGCAACCCCATCTGTGGTGATAGAAGCTTGCAGAACTGCTT\nACTCATATCTCAGCGGGTCAAAAGCAGAGAGGTCAGGCTGGATCCAGAGCTATGACCCAT\nAAGCACCATTTTACAGCCCTACATTTACCCAGTAGTTCCAGTGTTCGAAATGCCCCACAC\nTCTCCCCAAAATGCACCACCAGCTGAGGACCAACTGTTCAAATCCATGAGCCTGTGGGGG\nACATTTCACACTCTGGCCACAGCAGATGGTGTTTACAGGCTGATGTCAGAGACAAGCAAT\nCAGCCTCTGTGGTATATTTTAGTCTTTCTGTCCAGGCATCTACTGATGATGCTAGATCTT\nTGAGGACCTCACTACATGCTCATTTGCAACCTTGTACACCCTGTGGCCAAGTACAGACAT\nATGTGAGGTGAGTTGCTTGTGGAGCTGACGGAACAAGATACTCTGAGGCTAATTATATCC\nACTTGGCTAGCGTTCAGTAGTCAGTGGTGCAGTGCTCCAAGGATGCTCATACTTGCATTG\nTTTCTTAGACCTGGTCAAGTCTGAGAGTCCAGAACAACAAAGGGCAAAATTCTAGGCTAG\nAAAATAGAAGGAACGAATCAGTATCAAGTTCCTGAAGTCTAGGATGAAAGCCAGATGCAA\nGCTGCCAGAGAGGAGTAAACTAAGAAATAAGAGTTTAGAACCAGGAACCCAACTTTACAG\nTTTTGATCCAAGGTATCAAATCAGAGCCTAGTTTGGTTGGGTGGGAACAGAGTCCCCAAA\nCCAGCCATCTGTTGTCACCAAATGAATCTTCCAGTAGTGGGACTGGGTTACATCCAATTG\nAGCTGTTGGCAAAAGGGGTCACATGGAAGTACCCAAACAACCCAGGCTGTTGCGAAGACT\nACAGATTACTTGCCACAAACTGACAGCAAGGGCCCATTGCTGAAAACAACACCCATACAA\nCTCATGATCATGGAGAGGTCAAGCTGGTGCCTACATAGAATCCTTTGCCCCTATGTTCTA\nGTGTCTTTGATACAGGCAAGGTACTCTGCAGGCTATCAAAACAGAAACATGTACACTAAT\nCCAGACAAAAAGACCTTTGCTCCACACTGCTGTCCTGCCTGCAGAATATATATGTCAACA\nGTGGCAGAAAGCTTGTGGGAGTAACCAACCAATGCCTGATTTGACTTAAGACTTATTTAT\nAAGAAATTTTGGCTTCTTCAAAAACCCAGTTATGTTATACGACTATGTTTTTGTTTTAAT\nCACAGGTGTGGGATAAGAGGCTGCTTCACAGCAGGTGATTATGATTTATCGCTTGCACTA\nAGATGGCATGATTTTTGCCCAGCTGCAGATACTTTATGTTTGGAATTCTGGGAACTTTTC\nAGAGATTACGAATGCCAGAGTCCCTAGAGGGGCCAAGCTCAGGCACTCTGAGGACACACT\nGGTTCCAGCTGCTGCAGCTTCTCAAGTAGTCATGAGCAAAGAGATGAGAAGAAGAAATTG\nGAAATATCCTGACAGTGAAGATTGGACTTGCCTCTAAGGAACTCTTTGCCCCTAATCAGT\nAGGAAGTAGTCTGAAAAGGTCTATGCCCCCTTTGCCCTCTGACCTTCTTCCCAACCTACT\nGTTCTGGGGTTGGAAGGGGTCAGGGTGGAATAAGGGTTGGAAGAATGGCAGATTTAAGAA\nCCCAATAAAGTAGTGCAAACAAACAAACCAAAACAAGTGCCTACACTCACTCTGCTACAT\nTGAGCTCATATCTGAAACTTCTTAGGGGATCAAGAAGCAGAGATGAAAGAGCCTAAAGAC\nCTAGGGTAAAACCAAATAATTTGGGCCTGAAAAATAAAATTAAAAGGTAATGATAGAATG\nACTTCTAATGATATTCTACTATACTCATAGATCAGTTTCTTCCTTAGCCATCATCAGAGA\nGGCTTCCTCCTACAGCAGTTGGGAGCCAATACAGAGACCCACAGCCAGCATTATGCAGAG\nAGAGGGACTTTGGAGCACTTAGTTCTAAATTGTATGTTTCCTAGAAATCCCTCTCCTCGT\nGACTCAAAAAACCCTGAGGAAGAGACTTCAGAAAGAGTGGAATAGAGGGAATGACGGCCA\nCCAAGAAAATAAGGCTCTTCAAATCGACTGAACAAAGTTCATATGAACTCACTGAAGCAC\nCCACTCTCCAACACCGTTCCCTCTCTCCATCCACCTTTGATGACTGTTTTGTTTCCCCTT\nCTGAGTGAGATTTACACACCCTCCCTTGGGCCCACCTTATTACCCAGCTTTTTTGGGTCT\nGTGGATTGTAGCTTGGTTACCCTGAACTTTATGGCTAATGTACAATTTTAAGGGAGTATA\nTACCATGTGCATCTTTCTGGACCTGGGTTACCTTACTCAGAATGATATAATCAAGTTCCA\nTCCATTTGCCTGCAAAATTTATGATGTCTTTGTTTTTAATAGCCAAATAGTATTCCATTG\nTGTAGATGTACCACATTTCCTTTATCCATTCTTCAGTTGAGAAACATCTAGGTCGTTTCC\nCATTTCTAGCTATTACACATAAAGCCTCTAGGAACATAGTTGAGCAAGTGTCCCTGTAGA\nATAGTGTGGCATCTTTTGGGTATATTCCTAAGAGTGGTGCAGCTGGGTCTTAAGGTAGAA\nCTATTCCCAATTTTCTCAGACCCTGCCAAATTGATTTGCAAAGAGGTTGTACAAATTTAC\nACTCTGACCAGCAATGGAGGAGTATTCCCCTTGTTCCATATCCTCTCCAGCATGTGCTGT\nCCCTTGAATTTTTGAGGACAGCTATAGGGATGAAGATCAGGTGTTGGAGAGGGGTGGGAG\nAGGACTGAGAGTGAGAACAGAAATCAGTGGGGGCATCACTGGGACAAACTGGAGACCTAG\nGATTGGGGAGTCTATGGTGGTGGCCCTAAGCTGAGATTCCTACAAGTGGAGGATATAGAG\nACTGAAGTGACCACCTCCTGTAGCCAGGCACAACTTCCAGTGGAAGGAAGGGGTCCTCAA\nCTCACTCACAAAACCTTCAACCTAAAATTTGTCCTGCCTAAAAGATGTGCAGGGATAAAG\nATGGAGCAGAGACTGAGGGAATGCTCAACCAATGACTGGCCCAACATAAGACCCATCCCA\nTGTGAGAGTCAACCCCTGACACTATTAATCACACTTTGCTGTGCTTGCAGACAGACAACA\nAGCATAATTGTCTCCTAAGAGGCTTCTTGCAGCAGCAGATGGAAAACGGTGCAAAGATTC\nACAGTCAAATATCAGGTGGAAACTGGGAGTCTTGTGAAAAGGGGGGAAATAGAATTGAGA\nTATCCAGAGGGGTCAAGGACACCACAAAAAGACCTACAGAGTCAACTAACCTGAGTCCAT\nGGGGGCTCACAGGGACTGAGCCACCAATAAAAGAGTGTGCTTGATCTGGATCTAGCCACC\nCTCCACAATTGTCACAGATGTGCAGCTTGGACTTCATATGGGTTCCCTAACAATTGGAAC\nAGGGGCTATCTCTGACTCTGTTGCCTGCCATTGGATCCCTTCCCCTACCTGGACTGCCTG\nGTTGGGCCTCAGTGGAAGAGGACATGCCAAGTCCTGCTGGGACTAGATGTTCCAGGGTAG\nGGCAATACTCAAGAGGTGTGTGGAGGGCTCCTCTTTCTCTGAAGAGACTAGAGGGGGGAA\nATAAGATTTGTAAGGGTGGCTGCGATTGGGATGTAATATGAATTTGAAAAACAAATTATA\nGGGGAAAACACATTATATGAAATGCTCAAAGAATCAATAAAATGGTCTCAGCACTCAGGA\nGGCAGAAGCAGGTGGATTTCTGAGTTCGAAGACAGCCTGGTCTACAGAGTGAGTTCCAGG\nACAGCCAAGAGTACACAAAGAAACCCTGTCTTGAAAAACCAAAAAAAAAAAAAAAAAAAA\nAAAAAAAAAAAAAAAAAAAAGCTCTTTTCATTCCCTTGGTTTGCCTTGTCCCTTGTCCAA\nCTTCTATTTGGTATCATTTGTTTTACATTATTATATTTTGTTGTGTTATGTTTGATTGTT\nTTCTCCTGGAAGCCTGTTCTGTTCTAATGAGGGACAGAAAGGGAGTGGATCTGCATGGGA\nGGAGAGGTTGGGGAGGAACTGGGAGGAGTGGGGGGGGACTGTAATCAGGATATATTGTAT\nGAGAAAAGAATCTATATCAATAAAAGGTAGGGGTGGAGAATGTCCTTCTCCAGTGATTGT\nACTCCCTAAATCTCTGCCTCACTGGAATTTCATAAAAATTCTAAATGTCTCAGCAATAAT\nTTTCAAACATCACTGTTCCCATGGGCAAACCCAAAAGGGGGTGTCAGATGCTGACTGTAG\nGACATGCAACAGATAGTGAGGGAAGGGAGTAGAGTGGCCTTTAAGATTTGAATATCTTTT\nTTTTCTTTTTTTTTGGTTAGGTATTTTCTTCATTTACATTTCCAATGCTATCCCAAAAGT\nCCCCCAATACCCTCCACCCAACCCCCTACCCACCCACTCCCACTTCTTGGCCCTGGCATT\nCCCCTGTACTGGGGCATATAAAGTTTGCAAGACCAATGGGCCTTTCTTTCTAATCCTGGC\nCAACTAGGCCATCTTCTGATTCATATGCAGCTAGAGACACGAGCTTCAGGGAGGGAGGGT\nTACTGGTTAGTTCATATTGTTGTTCCACCTATAGGGTTGCAGATCCCTTTAGCTCCTTGG\nGTTCTTTCTCTAGCTCCTCCATTGGGGGCCCTGTGATCCATCCAATAGCTGTCAATGAGC\nAACCACTTCTGTGTTTGCTAGGCCGGGGCATAGCCTCACAAGAGACAGCTATATCTGGGT\nCCTTTCAGCAAAATCTTGCTAGTGTATGCAATGGTGTCAGCATTTGGAGGCTGATTATGG\nGATGGATCCCCCAGTATGGCAGTCTCTAGATGGTCCATCCTTTCATCTCAGCTCCAAACT\nTTGTCTCTGTAACTCCATCCATGGGTGTTTTGTTCCCAATTCTAAGGGGCAAAGTGTCCA\nCACTTTGGTCTTCATTCTTCTTGAGTTTCATGTGTTTTGCAAATTGTATCTTGTATCTTG\nGGTATTCTAAGTTTCTGGACTAATATCCACTTATCAGTGAGTACATATCATGTGAGTTCT\nTTTGTGATTGGGTTACCTCACTCAGGATGATGCCCTCCAGGTCCATCCATTTGCCTAGGA\nATTTCATAAAATCATTCTTATTAATAGCTGAGTAGTACTCCATTGTGTAAATGTACCACA\nTTTTCTGTATCCATTCCTCTGTTGAGGGACATCTGGGTTCTTTCCATCTTCTGGCTATTA\nTAAATAAGGCTACTATGAACATAGTGGTGCATGTGTCCTTCTTACCAGTTGGAACATCTT\nCTGGATATATGCCCAGGAGAGGTATTGCAGGATCCTCCTGTAGTACTATGTCCAATTTTC\nTGAGGAACACCAGACTGACTTCCAGAGTGGTTATACAAGCTTGAAATCCCACCAACAGTG\nGAGGAGTGTTCCTCTTTCTCCACATCCTCTCCAGCATCTGCTGTCACCTGAATTTTTGTT\nCTTAGCCATTCTGACTGGTATGAGGTGGAATCTCTGTTTAGCTCTGAGCCCCATTTTTTT\nTTTCGAGACAGGGTTTCTCTGTGTAGCCCTGGCTGTCCTGGAACTCACTTTGTAGACCAG\nGCTGGCCTCGACTCAGAAATCCGCCTGCCTCTGCCTCCCGAGTGCTGGGATTAAAGGCGT\nGTGCCACCACACCCAGCTGAGCCCCATATTTTAATGGGGTTATTAGATTTTCTGTAGTCC\nACCTTCTTAAGTTTTTTATATATATTGGATATTATTCCCCTATTTGATTTAGGATAGGTA\nAAGATCCTTTTCCAATGTGTTGGTGTCCTTTTTGTCTTATTGATGGTGTCTTTTGTCTTA\nCAGAAGTTTTACAATTTTATGAGGTCCCATTTGTCGATTCTTGATCTTAAATCACAAGCC\nATTGCTGTTCTATTCAGGAATTTTTACCCTGTGCTCATATCTTCGAGGCTTCTCCCCATT\nTTCTCCTCTACAAGTTTCATTGTCTCGGTTTTATGTGGAGTTGCTTGATCCACTTAGATT\nTGACCTTAGTACAAGGAGATAGTAATGGACCAATTTGCATTCTTCTACATGATAACCGCC\nAGTTGTGCCAGCACCATTTGTTGAAAATGCTGTCTTTTCTCCACTGGATGGTTTTAGCTC\nCCTTGTCAAAGATCAAGTGACCATAGGTATGGGTTCATTTCTGGGTCTTCAATTCTATTC\nCATTGGTCTACTTATCTGTCGCTATACCATGCAGTTTTTATGACAATTGCTCTGTAGTAC\nAGATTTAGGTCAGGCATGATGATTCCACCAGAGGTTCTTTTATCCTTGAGAAGAGTTTTC\nGCTATCCTAGGTTTTTTGTTATTCCAGATGAATTTACAGATTGCTCTTTCTAATTTGTTG\nAAGAATTGAGTTGGAATTTTGATGGGGATTGCATTGAATCTGTAGATTGCTTTTGGCAAG\nATAGCCATTTTTACTATATTGATCCTGCCAATCCATGAGCATGGGAGATCTTTCCATCTT\nCTGAGATCTTCTTTAATTTCTTTCTTCAGAGACTTGAAGTTCTTATCATACAGATCTTTC\nACTTTCTTAGTTGGAGTCACACCAAGGTATTTTATATTGTTTGTGAATATTGTGAAGGGT\nGTTGTTCCTCTAATTTCTTTCTCAGCCTGTTTATCCTTTGTGTAGAGAAAGGCCATTGAC\nTTGTTTGAGTTAATTTTATATCCAGCTACTTCACTGAAGCTGTTTATCAGGCTTAGGAGT\nTCTCTGGTGGAATTTTTAGGGTCACTTATATATACTATCATATCATCTGCAAAAAGTGAT\nATTTTGACTTCTTCCTTTCCAATTTGTATCCCCTTGATCTCCTTTTGTTGTCGACTTGCT\nCTGGATAGGACTTCAAATACTATGTTGAATAGGTATGGAGAAACTGGGCAGCCTTGTCTA\nGTCCCTGATTTTAGTGGGATTGCTTCTAGCTTCTTACCATTTACTTTGATATTGGCTACT\nGGTTTGCTGTAGATTGCTTTTATCGTGTTTATGTATGGGCCTCGAATTCCTGATCTTTCC\nAAGACTTTTATCATGAATGGGTGTTGGATTTTGTCAAATGCTTTCTCTGCATCTAACGAG\nATGATCATGTGGTTTTTGTCTTTGAGGTTTGTTTATATAGTGAATTTCATTGATGGATTT\nCCATATATTAAACCATCCCTGCATCCCTGGAATGAAACCTACTTGGTCAGGATGGATGAT\nTGCTTTAATGTGTTCTTGGATTCGGTTAGGGAGAATTTTATTGAGTATTTTTGTATCGAT\nATTCATAAGGGAAATTGGTCTGAAGATCTCTATCTTTGTTGGGTCTTTCCGTGGTTTAAG\nTATCAGAGTAATTGTGGCTTCATGGAATGAATTGGGTAGAGTACCTTCTGCTTCTATTTT\nGTGGAATAGTTTGTGAAGAACTGGAATTAGATCTTTTTTGAAGGTCTGATAGAACTCTGC\nACTAAACCCATCTGGTCCTGGGCTTTTTTTGGTTGGGAGACTATTAATAACTGCTTCTAT\nTTCTTTAGGGGTTGTAGGACTCTTTAGATCATTAACCTGATCCTGATTTAACTTTGGTAC\nCTAGTATCTGTTTAGAAATTTGTCCATTTCATCCAGGTTTTCCAGTTTTGTTGAGTATAG\nCCTTTTGTAAAAGGATCAGTGTTTTGGATTTCTTCAGGATCTGTTGTTATGTCTCCCTTT\nTCATTTCTGATTTTGTTAATTAGGATGCTGTCCCTGTGCCCTCTAGTGAGTCTGGCTAAG\nGGTTTATCTATCTTGTTGATTTTCTCAGAGAACCAGCTCCTCATTTGTTTTATTCTTTGA\nATAGTTCTTCTTGTTTCCACTTGGTTGATTTCGTCCCTGAGTTTGATTATTTTCTGCCTT\nCTACTCCTCTTGGGTGAATTTGTTTCCTTTTGTTCTAGAGCTTTTAGGTGTGTGGTCAAG\nCTGCTAGAGTGTGCTCTCTCTAGTTTCTTTTTGGAGGCACTCAGAGCTATGAGTTTCCCT\nCTTATGCTTTCATTGTGTCCCATAAGTTTGGGTATGTTGTGTCTCCATTTTCATTAAATT\nCTAAAAAGTCCTTAACTTCTTCCTTTATTTCAATCAAGGTATCATTGAGAAGAGTGTTGT\nTCAGTTTCCACATGAACGCTGGCTTTCTATTATTTATGTTGTTATTGAAGATTAGCCTTA\nGTCCATGGTGATCTGATAGGATGCATGGGACAATTTCAATATTTTTCTATCTGTTGAGGC\nCTGTTTTGTGACCAATTATATGGTCAATTTTAGAGAAGGTACCATGAGGTGCTGAGAAGA\nAGCTATATCCTTTTGTTTTAGGATAAAATGTTCTGTAGATATTTGTTAAATCCATTTGTT\nTCATAACTTCTGTTAGTTTCACTGTATCTAGTTTAGTTTCTGTTTCCATGATCTGTCCAT\nTGGTGAAAGTGGTGTGTTGAAGTCTCCCACTATTATTGTGTGAGGTGCAATCTGTGCTTT\nAAGCTTTACTAAAGTTTCTTTAATGAATGTGGCTGCCCTTGCATTTGGAGCATAGATATT\nCAGAATTGAGAGTTCCTCTTGCAAGATTTTACCTTTGATGAGTATAAAGTGCCCCTCCTT\nGTCTTTTTTAATAACTTTGGGTTGGAAGTCGATTTTATTCAATGTTAGAATGGCTACTCC\nAGCTTGTTTCTTCAGACCATTTGCTTGGAAAATTGTTTTCCAGCCTTTCATTCTGAGGTA\nGTCTCTGTCTTTTTCCCTGAGGTGGGTTTCCTGTAAGCAGCAAAATGTTGGGTCCTTTTT\nGTGTAGCCAGTCTGTTAGTCTATTTCTTTTTATTGGTGCATTAGTACCATTGATATTAAG\nAGATATCCTATTATTTTTGTTGTTAGAGTTGGCATTCTTTTCTTGTGGCTGTCTTCTTTT\nAGGTTTGTTGAAGGATTACTTTCTTGCTTTTTCTAGGGTGTGGTTTCCGTCCTTGTATTG\nTTTTTTTTTTTTTCTGTTATTATCCTTTGAAGGTCTGGATTCGTAGAAAGATAATGTGTG\nAATTTGGTTTTGTAGTGGAATGCTTTGGTTTCTCCATCTATGGTAATTGAAAGTTTGGCT\nGGCTATAGTAGCCTGGGCTGGCATTTGTGTTCTCTTAGTGTCTGTATAACATCTGTCCAG\nGATCTTCTGACTTTCATAGTCTCTGGTGAAAAATCTGGTGTAATTCTGATAGGTCTGCCT\nTTATATGTTACTTGACCTTTTTCCCTTACTGCTTTTAATATTCTATTTTTATTTAGTGCA\nTTTGTTGTTCTGATTATTATGTGTTGGGAGGAATTTCTTTTCTGGACCAGTCTATTTGGA\nGTTCTGTAGGCTTCTTGTATGTTCATGGGCATCTCTTTCTTTAGGTTTGGGAAGTTTTCT\nTCTATAATTTTGTTGAAGATATTTGCTGGCCCTTTAAGTTGAAAATCTTCATTCTCATCT\nACTCCTATTATCCTTAGGTTTGGTCTTCTCATAGTGTCCTGGATTTCCTGGACGTTTTGA\nGTTAGGATCTTTTTGCATTTTGCATTTTCTTTGATTGTTGTGCCGATGTTCTCTATGGAA\nTCTTCTGCACCTGAGATTCTCTCTTCCATCTCTTGTATTCTGTTGCTGATGCTCACATCT\nATGGTTCCAGATTTCTTTCTTAGGGTTTCTATCTCCAGCGTTGCCTCACTTTGGGTTTTC\nTTTATTGTGTCTACTTCCCTTTTTAGGTCTAGTATGGTTTTGTTCATTTCCATCACCTGT\nTTGGATGTGTTTTCCTGTTTTTCTTTAAGGACTTCTACCTGTTTGGTTGTGTTTTCCGTT\nTTTCTTTAAGGACTTGTAACTCTTTAGCAGTGTTCTCCTGTATTTCTTTAAGTGAGTTAT\nTAAAGTCCTTCTTGATGTCCTCTACCATCATCATGAAATATGCTTTTAAATCCGGGTCTA\nTCTTTTCGGGTATGTTGGGGTGCCCAGGTCTAGGTGAGGTGGGAGTGCTGCGTTCTGATG\nATGGTCAATTGTCTTGGTTTCTGTTAATAAGATTCTTACATTTGCCTTTCGCCATCTGGT\nAATCTCTGGAGTTAGTTGTTATAGTTGTCTCTGATTAGAGCTTGTTCCTCTCGTGATTCT\nGTTAGCCACTATCAGCAGACCTGGGAGACTAGATCTCTCCTGAGTTTCAGTAGTCTGAGC\nACTCTTTGCAGGCAAGGTCTCCTCTTACAGGAAAGGTGCACAGATATCTGGCATTCTGAC\nCTGCCTCCTGGCAGAAGATGAAGACCCGAAACAGGGCCTGTCCCAGGAGCTGTGTCACTT\nTGGCCTGTTCCAGTAGCTGTTAGCTTCTGTAGTCCACACTGTCACCTGGGCAAACTAGAC\nTTGGAGGGCTCCGGGAACCAAGATGGCTCCCCAGGTGCTCTGGCAAAGCCCTCCCGGGCG\nGGGCAAACATCTCTCCTCTGGTGGGGAAGATGCCCAGATGTCTGGAGCCCGAAACGGGGT\nCTGCCTCAGAAACTGTCCTCTAGGGACCTTGGGGGTGTCTGCTGACTCCACGCCCAAGGT\nGACCCCTTGCTGGCACCGACCAGAAGGGACTTGGAACCTGGTCAGGCTGGGTTTTCTGCT\nTCCCTAATCCTGTCTCAGATCCTGCGTGATTGGAATGGAATAGAAGTTGTGTTCCACTCA\nCCAGTGGTCCTAAGACAGCGTGGAGAGTCCTCTAGGGACCTTGGGAGTATCTGCAAACTC\nTGCGCCCAGGTGACCCCAAGGTTTGAATTTCTTAACATTTAGAGAGCATCATGTTTTATC\nATACTGTCTGAATATTTTTGCAAGAGTGAGTCTAGTTTTCAATAGTTTTACTAAAGTGTT\nACATGGGATATAACAGTGAGACCTTCATATTATTCTTTTTGAGGGGTTGTTTTGGGAGAA\nATATATATATATATATATATATATATATATATATATATATATATATACACACACATATAT\nATGGCTTGTTTGATTTCTAAAAGACATTTGGCTTTTTCGAACAATAAATAACTCTAAGAA\nAATTAAGTACAGTTGACTCATAAGCCATAACTGTAGGTGTTATGCAATCCAATACAAGGG\nATGAAAAAGACATTCAGTTGTATAAACAATTATAAACAATTCACTTTAAATGTCATTCTG\nGATACTAAATGCAATCCTAAATCCCTGCATGACCACATCAATGATTTATAGTGCTAAAAA\nCTTAATGTCTCTAAAGAAAATGATTCTGTTCTTCCTTCCCTCACCTCTTTCTTTCTTTTT\nCATTCTAGTTAACAAATTATTCTCTGTGTTTTAAAATCAAGGTACATATACATATATGAA\nGTGCATATATATGTATGCATACAAAGGGCTGTGCTTGTAGGTGTGTGACGCTCTGTCCAG\nATTTTCCTGTCTGTCTTAAATGGCTGGTTAAAAGGTCAGCACTATTGACCAATGAGAAAG\nTTACTTTCTATGTCACCCTCTAGTGCAGATTTTGCTGAGTGTCTAAGAAATGCATCTTCT\nCATGTGGTTCCTTTGCCTAATAACCTTCTATTCCTTTTCTAAGTTTCCAGTCTTGACCCT\nACCCATCTTCTCAGTCCACCCTAAACCACTGTGGTGATTAGTTTTGCCAACTTGACAACC\nTAGGAACCTGGGGAGAGACTTTCTGTAAGGGATTTTCTATGTTGTGTTGGTCTGTGGACA\nTGATGAGGGGACAGTCTTAATTAAGCTAATTTGTGCAGAAAGACACAGCCCACAGCACCA\nTTCCCAAGTCAGGACACCCTGAACTGGATAAGAGCAGATAGTTCAAGTTGAGTAGAAGCA\nAGCAAGCAATTGTGCATGCATGCATTAATATTTCTCTGCATGTGTCTATGGATGATATAA\nCAAATTACCTTAATTTCCCCCCATAGTGGCAAACTATAACTGGAAATTGTGAGCTAAAAT\nAAATCCTTTTACTGAAAGTTGCTTTGTTTTTAGGTATTTTATGCATAAAACAGAAATAAA\nACTAAAACATTCTAATTCTGGAAGCTCAGTATTACATTTCAAACTCTGACATTTTCTGGC\nTGGGGCACACTTCCCTCCCTATACTTCTTGCCCACCGACACCCTTCCTCCTCAAGAAACC\nTCCAGCTACTTAAGACTAACTCATGTGTCATTTCTTCTCACATCTCTTATGTATTTCTTT\nGCTGGCCCATACACCATGACAGATGCTTCAAAACACAATGTATCTCCATTCTGTATCCTG\nCCACTATAATCATGCTCACATAGGGAAGGCAACATCTTATCCCTCCTCTAGTGTCTTATT\nAGGTGAGCAACTGTGACTTTCAGTAGGCAAGCCAGTTAAACACAGCCTAGCTTTTCAACA\nTGAAGGAGCACACATAGAAACACATGTATCCCGGCAGAGATCTCAGCTCCCTCTCTCCTC\nAGCCAGGCTCCTAAGAAACTAGAAATAAAGTTCAGAGCTGGGCCAACTGGCTCATTTCTG\nTAATCCCAGAACTAGGCACAGTGCAGAAGCACTGTGCTTCAGAGTAAGACCATTTTAGGC\nTACACACTGAGTTCCAGGCGAGCCGGAGGAAACAGATGAATGGATCTCAGAACAGTAGAT\nCATTACCTGCAATTCAGATGGCGATGCCTCAGAAGGTCCTTTCTACAACAAGCTTACAAT\nTGGTGGAATGAACAAGGCCAACCAAAGGCACACCATGCTCAGTGACTGCTGACTTTTTCA\nCTGGGGTCTCACTCCTTTTGACTCTGCTTTTCTCTCAGCCTCTGTTTCTATTTTCTTCCT\nCAGCTAAATGAACAACCACCCCACATGTATCATAAGCTCAGCTTTCCAAGAGAGAATCTA\nTCGTGACTTTCAAACTTTCCTTGGTGTCATGTTTTTGTTCAGGACTACATGATGGTGTGA\nGCTTATAGAAAATCTCTCTTTCCCTGTCTTCCAAGAAGTGGCACGTGAGGTGGCCCTTTC\nCATCCAAGAGGGTGGTGAGAAACTGGGTAGACTGAGGCATGGCCCTGCCAGCACTGATCA\nGTGTTCTCAGCTGTGTGTGACAGAACACAATGCATAATGGACCTAAACCAAATGCTCAGT\nTTCCTAGAGAATGACAAACCTGAAGGTGGATGGGTTAGATCTCAATGGCTCTGTTACCCT\nACCAGGGGCGTCTTTTGCCTGTGCCCAGTTGCTGGACAGGGGGGTTAGCGGTTGAGTGAA\nCACATCATTAACACTTCTGCAGATGCCTTCCGGAGGATATCACTCTGTATTCACAGCAAA\nGTGAGTCACAGTCCTACTTCCAGCTGCAAGGGAGAGTGAGTAACTAGTTTTAGCAATGTC\nACTAGGGGAAAATGGGCTCTAATGACAAGGCAGAGGTGGCACATTGTGTAAGCAAGTCCC\nTGCCCAAATAGACACACTATGAAAAAGGCTACAGTCACTTGCTAAAGCACAGCTTTGGAT\nAAGTTACATGACCTCTTTGAGACTCAGATTCCTACAAAGGAAAGTGAAGACTTAGGATAT\nTTACAGCTCAGCGCTGTTAACCTACTGATATTAAACAATATATTCTACAGCTTGACTTTT\nATACATATATATAATATTGTAATTTAATATAAAATATATTAGAAGATATTATTTATCGCA\nTATGTAATACATAACCAAAGCTATAATAATATATAATATATATTACTGACTGATTAGATA\nACTGACATTTGATTATATGAATAATAGTAAATGATATATTTTAAAGCTCAGCTTATATTT\nGATACATAATATAATATATTATATATGTTATGCAATATAATATACCATATGTTATATAGT\nATTCATATTAGATCATATTATATGGAATATGGCATGTATTATGTGTTATATATTATATAT\nATGTGGAAGGGTTTGGAGAGTCCATTTATATGTAATATATATCATATATTATATATCAAA\nTATAATATATAGCTTATAATGTTATATAGTAGGTAGGCTATATTTACATAATAATTTATT\nATGTTACTATATACAGTGATTGCTTCCTTCTCATTACCACTGACTCCTCAAGGCATAATA\nAATATGTGGCAACCTTCAACATTGTTTATCTGGAATATTATCTTTTTGACTTTTGTTGTG\nTGTAAAAAGATATAGGAAAGGGTCAATTTGACATGCATAGCAAAAGTAAACATGGGGAAA\nTTTTAAGGCAGGCGTGATAGGAATTTTTTTTATAATGCAACCATATTCCATTGTACTTAG\nCAAGAAGCTCACAACTGCATTTCAGTATCTAACACATCCTCCTCTGAATTTGTCTGATTC\nAGCCATCATTAACCACTCTGGGGCTGGGCACTGTGAACAATCTTCCCTTCCTGCCTGGAA\nTGGTAGCAACTTCCATTCGGTGCACTCTCCCAACCCTTCTGCCCAGAGCCCCACGAACAA\nCAGTTAGGGTCATTTTTCATTTGACACAGAACACATTAACTCCAACTTTGCCTCTAGCCT\nTGCCTTTGTCCAAATGGTCCAAAACAGTTTAAGATGCACTTCTCACACCTGCATCTTTGA\nCAAGATAACTTGGTGAATGTTTCTGTAATGGGCTCAACTTATTCACATTTGATTATAAAA\nAGCTCTATCAGATTATCCCTGAATATATCACATTCCAGCTCCATTTATGGATCCTTTCCC\nTGCCAATTATGCAAACGACCTTTCAGTTCCTTCTCTCTCCTACAACTTGCCATCACAGAC\nTCCTGCTGTCTACCCAGGAGCCAAGAATTCTTCCTGTGATTAAAAATCCCTCTCAGAGCC\nCACCTCCTCCAGGAAACTCGAATCAGCAGGGTGTGAATTTGTTTCTGATTCATAAAAAAA\nGACCAGATGAATGTTTGGTCTTGAACAAGGCTGAAAACGAACAGACAATAAGAGTAAAAG\nGCTCTTTTCAATGAACTAGAACCCCTTTCAGCCTTGCTATGAAGCCTAGACTACAGTGCT\nTACTCGCTCGCTCGCCCCCCCACCCGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG\nTGTGTGTGTGTGTTATGCTTGAGGACATCTAAAGTCTTTCTCTTGTACAGCTTCTTGTTT\nGAACTGGACAGCTTTGCAGCCATCATGTGATAAAAGGAAAACATTTCATGTTACAGCTAA\nGATAACTTTAACCCTTGTGAGAACACTTTATAAGTTACTGCACATGGCATAACACCCTTG\nACCTTATACTGTGGTCCAGTGCCTTAGCTGCCCCATGCAATATGTGTGCAGTTCTAAAAA\nTTGTCTGCCAGTCTTTGTGTCTACGGAGGTGTTGGTTCCTCTTCTCATAAAGGCTCATCA\nGCTATGAGAGAGTGAAGATTATTTTTTTTCTTTTCTGTAGAGCCCACTGTGGTGATTTGC\nACTCCCACATAAATATGGAATAGTACCATGTAAAGTATCACATGCATCGTATATATCATA\nTCATCTAGAGCCCACATGTATCAGTATAAACTCAGTGGCTTTAAATGGTAAATACTCACT\nCTCTTAGTTCTGGAGACTGGCAATCCCAGAGTAGAGTACTGTGGGCCTGCGGGCCTTCTG\nAAGGTCCTGAGATAGTTTCCTTGTTTCTCCCCTCTGGTGTTCTCTTGGTTTAGCATTCCT\nGGGCTTGGAGCTGTATGAATTCAGTCTCACGTCATCTCACAAGCTTCTCTCCTGTGTGTC\nTGTGGCTCCTCTTCATCTGTCTAACCCAGTTTCATTCTTATTAAGACCTATCATTGGACT\nCAGGGCATCCCCAGGTCATTTAGCATGACCTCAACCCAAAACTCAAGTGTACCCCCGCGC\nGCACACACACACAGGGTTGGGGGGGGGCACCACTCCTCAATCAGCTTGTGGATAATGAGG\nATGATGATAGAAGTGGTATAACCTGATTGTTGGCCCTAAAATGATATCATATATAGCTCA\nTATATGTTATATAGTATGTAGGCTACAGAATATATAATAATTTATGTTATTATATACAGT\nGGCTGGAGAAGTAGACTAGTTATCTTTTCTTTCTCTGCATGAACCATATCCCTGACATAA\nACAACTTAGGAAAGATTTTCCTGGCTCACAGTTTCAGACAGTGGCTTATCATGACAGAGA\nAGGCCTAGTGGCTACAGTGAGCCATGGAGCGCCTCACATCATGGCCACATAGGAGAAACA\nGAGAGCCCCAGCTGGGGTCAGAAGAGGATGCAACACGCAAAGGTCCGTCTCTATTCACCT\nAGTCCCCCCATCTCAGAGGTTCCATATCTCTAAAACCCACGAGTAGCTGGAGCCTGAGTG\nGGGAAAACATTTCACATTCATGCACTGGTGGAGGTAATCCTTGTGGGTTATTCATATTTC\nTATGTGTTCCGAAAGCATATTTGTATCCCTTTGTTCTGGGCCCTGGCTATTTGTATTTGG\nGTTGCTATTTTTGTCCTCCTCATGGATATTTATGTAACAAAACAACCTTAAAACACAGAG\nATAGTGTCTCCTTCCAAGGTAGTCACTGACATGTTCATATCCCCTTCAAAAGATTTGGTT\nCCACATAAAGTCTGCCTTGCTATAGGGATGTAAGATGGTACAGTCATTATGAAAAACAAT\nGTGGTGAGCCTTCGAAATTTTAAATATAGTATTGTCGTAGAACCCAGCGATTCCATCTAA\nAGGAACTGAGATGGGCTCTAAAGAAATATTTACTCAACATTCATGGTGCCATTTTTAACG\nATGGCCAAGAGGTCTGTAAGACCACCCAAATGCCCACTAAAAGTGTATGTGGATAAATAG\nAACTGCTGTATAACTACAGGTGCTAGAACTTATTCAACATGGAAAAGAAATGAACTTCCA\nACATGTTACAATATAGATGGAATTTAATAATATTACACTAAGAGAAATGCCTCAAGCACA\nACTGTACCACCCTCTCACATGAAGCACATGAAGTGCTCAGTAGTCAAATTGACAGACACA\nGAAAGCAGACTGGTAGTTTTCAGTAAAAGGAGGGGCGGGGCAGTGTACAATTATCAGCTG\nTCGTAATTGATACATAGCTTTGGTTTTGCACCAGGAAGAGAGCTCTAAAGATGGATGATA\nGTAATGGCTGTATTACACTGTGGACATTCCTAATGCCACTTAGCTCTACACTTTAAAATT\nATTAAGGGAGTTGGGAGACAGCTCAGCAGACAAGAGAATTTGCTGTGCAAACATGAAGAA\nCAGAGTTCAAACCTCCAACACCCATATGAAAAACCGGATATGAAGCCAGGCAGTGGTGGC\nACATGCCTTTAATCCCATCACTTGGGAGGCAGAGACAGGCGGATTTCTGAGTTTGAGGCC\nAGCCTGGTCTACAGAGTGAGTTCCATGACAGCCAGGGCTACACAGAGAAACCCTGTCTTC\nAAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGA\nGAGAGAGAGAGGAAAAAGAAAAGGAAAAGGGAAGGGAAGAGAAGGGAAGGGAAGGGAAGG\nGAAGGGAAGGGAAGGGAAGGGAAGGGAAGGGAAGGGAAGGGAAGGGAAGGGAAGGGAAGG\nGAAGGGAAAGAAGAGAAGAGGGAAAGAGGGAAGGGAAGAAGGGAAGAAGGGAAGAAGGAA\nGGGGAGGGGAGGGGAGGGGAGGGGAGGGAAGGGAAGGGAAGCTGGATATGGTCATGGATG\nTGCCTAATAACTCTGGAACTGTGGGAGTAGAGACAGGAGGATTGCTGTGGCTTGTTAGCT\nGCCAGCTTACCAGCTGGTGTGCCAAATAACCAGGTTTGTTAGCTGCCAGTTTCAGTGAGA\nGACCTTGTCTCAAAAGAATGAGGTAGGGAGGGATAGAGAAGACCCTGCCATTCTCCTCTG\nGATTCCACGAGGCACCAGTGTGTGCATTGGAACACACACCCAAAAATTTTTTAAGAAGCC\nATATTTTATGTTCACTTAATCACAATTACTATGACTCTTTAAGCCCAAACATCCAGAGCT\nAATCAGAGACCTCTAATCATCTTCCTTGGGTGATCTCCACTTTCATTCAAACATCCTTGG\nTCACTTGGGTTTTTTTCAGTCTCACTGGCTAGCTGGTCTTTTGCTATTTAAAGATCTGTT\nTGCTACAGATGGACTCTGACAGTACAGTGAGTGTCAGGGACAAGCCTATCTAATCTTGTA\nTATGGATTAGGCAGTGCTATGCAAGAAGAAAAGGGAAAAAAGACTATACCCTTGCCTGTG\nTGCTTTAATATGGTGACCAAACCCGATTCACATAAACTTTTTCCATTCATTTAAAGACTG\nCCAACCAAAAATGAAGCTCAAAAGATTCCAGTAGGAGTAAAGAACAGAGACAGGAGTGTA\nTAAACAACTTTATTATGGAGTCAGGTGGCTTTTATGCAAACATACTCCTAATATATACAT\nTAGACTATGGGGGATAAACCAGTTCATTGTAGATTAGCCTGTCTCTATGATCAAGAAAGG\nTTTCATAACCACCAAGTCTCCAACAGGCATGCTTCCTGTTACATGAAGGAGGAAAAGCAC\nAAATGTGAATGTGAGGTGGTGGGTGAGACAGCCCCAACCCATGCCCACTTTGGAGTAACT\nGACAGGAGTGGCTGTCCTCCATAGTGTTGGCACAGGCCTGCAATCCTAGCTACTCACAAC\nTGGAAGAATGTAAGATAAAGGTCTGTTTGAGCTCCAGTGTGGGTTCAGGGTGCGCTTGAG\nCTACTTATGAGACCCCATCTCAAAAGCTGAAAACATAGAACTAAGTGAGGAATCACAGAC\nATACCTAGCATGCACAAGAAAGACCCTGGCTTCAATCCCCAGTACTACAGAGGAAAGAAA\nAGAGAAACAGGACATTAAGAAATGAATGTGGCTGAGTGGTGGTGGCACACGCCTTTAATC\nCCACCATTAAGGAGACAGAGGCAGGTGGATGTCTGAGTTCACGGCCATCCTGGTATACAG\nAGTGAGTTGTAGGATAGCCAGGGCTACACAGAGAAAGAAAGGAGAAAGAGAGAGAGAGAG\nAGAAAGAGAGAGAGAGGGCTTCGACTTCTTTACAATAAAATTAAATGATGGAGTTGAAAG\nCTTTGGGGAGTCAGCTGTAGTCAGTTCTTTTCTTCTGCTACAATATCTGGGGAACCAACT\nCAGGTTATTGGGCCCCCATGAAAGGTGTGTCTACCCAATGAGTCCTCTCACCAGCCCTCT\nATTGCTTTATTTAAAAACAAAAAAGCAAAGACAAAAACAAAAAAACAGAGACTGGAGAGA\nTGGTTCAATGGTTAAGAGCACTAGCTGCTCTTCCAGAGGACTTGGGTTCAATTCCCAGCA\nCCCACATGGCAGTTCACAACTGTCTGTAACTCCAGTTCCAGGGGATCTGACACCCTCACA\nCCGACAGACATGCAGGTCATAATGCACATGAAATAAAATAAAAATAAATAAGTTTTTAAA\nACCCATAGTAGTATTTTGGCAGGTTATTTCTGTTTATAAATAAATCAAATACCGTGGTTT\nTCTTTGCTACTTGATTTAATAAAATAGAATGGCTGAGTTAGGCATAGTGGGAAAAGCCTA\nTACTCCAGGACTTGGAAACTGATACAGAAAAATCCAAATTTCAGGCCAGCCTAGGACTAT\nGTAGCAAGACCTTTTCTCAGAATTAATTAATTAGTTAGCTAACTAAGTTAAATGGCTATA\nTTTTTTAAAAAGATTTATTTATTTATTATATGTAAGTACACTGTAGCTGTCTTCAGACAC\nTCCAGAAGAGGGCATCAGATTTCGTTACGGATGGTTGTGAGCCCCATGTGGTTGCTGGGA\nTTTGAACTCACGACCTTCGGAAGAGCAGTCGACGCTCTTAACCACTGAGCCATCTCGCCA\nGCCCCAAATGGCTATATTTTTAAGTCACTGATTTTAATCATGATCTCTCAAGCCTCTCTG\nACCTTACCCTTAGTGAAATTTTGGACAGATTCTGGGGTTATATTCATGAACAAGATTCTA\nCATCTTAGCAAGCATCTCCCTCAGGACTAAGCATTGGTCTCTGAAGTTCTCCTGTGTGTG\nAATGTGTGTGTAAGTGAGTGTGTGTGTGATATATATGTGCAAGTGTGTGTGGTGTGTACA\nTATATGTCAGATTTCTTCCCCAATGGTTTTCTATCTTTTTTGTTTTTGACAAGGTTTCTT\nCACTGTATCTGGAACACATTGCTTCATTTGGGTTGTCTAGCCACGAATCCCCTGGGATCC\nATATTTCCACCCCTTGGTTCTGGGGTGGAAAATGTGATCACAACTAGATTTTTCCATGGG\nTTCTGAGCATCTGAACTCAGGTCCTCATGCTTGTAGAAAGCACTTCCCCCACTGAACCAT\nCTCCCTAGCCCCTGATGCTCTTAAAGTCCCACTCATGGGGACTCGGAGGCAGGAAGGGAT\nAACTCTTACCTCCAACCTTAGTGGTCTTCTAGTGGGTGTTTGGAACTCTAAGCTGGGTGG\nGAGAGTTGACTATCAGTCTCTGAGTCCTGTCACCTTTTATGGTCACTGGTCTTGATCAGC\nTTTGGGGGTGGAGCCTCAAATTCCATTAATATCTTGTTCTTCAAATACGGTTGCAGTGCA\nTGTCTCTGCAGATCTTTCAGAGTATTATCCCTCTCAGCAAGTGACACTGGTCCTGGGACA\nGCATCCTGATCACCTGTAAATACTAAAATCCATGGATGCTCAAATCTCATGTATCAGTAG\nTTCTCAAACTTCCTAGAGTCTCGATCCTTTAAATACAGTTTCTTTTGTTGTGGTGACCCC\nCCCAACCACAAAATTATTTCATTACTATTTCATATCTGTAATTTTTCTAGTTATGAATCA\nTAATGTAAATGAGGATATCTGTGACACCCAAAAGGGGTGTGACCCACATGTTGTGAGCCA\nCTGCCTTACATGAAGTGATGTAGTATTTGTATATAACCTATGAATATCTGCACCTAGACT\nTTAAGTCATTTCTATATGACTCATAATGTCCAATACAATGTAACCAGTTGTTATTTCATA\nTTATTCTAAGAATAGGAAGTCTGTTCATGTTCAGTACAGACTTAATCATAATAAATATTT\nTCCACCTTTAGTTGATTTAATTAATAGATGTAGAACTTTCAAATTCAGAGTGCTGACTTA\nTATCCAGAATTGTTCTTCAGAGAGGCTGTACTAATTTCTACATTGGCCAGCAGGGCAGAA\nGCCCATTCATTTCCCTGAATGCTCACTAGCCCCAGCTGTTCATTCTTCAGCCTTAGCCAC\nAGCTCAGAGCTCTGCTTAGAAAAACCAACTTGCTTAGTCAAAAGGCTGAATGAAAACATC\nATTCCAGAGCTAAAGCTGCAGGTCCCTAGCTGTTCTGGGGAAGGGAATAGTGAAAGAAGG\nAAAGAAGAGCCAGGAGAAAGGATGAGGGGTATAATGGAGGGTGATAGGGATGAAGTGAGC\nAAGGCACAGTGATACACAGGTAAAAAAAAATATTATAATGAAAAGTATCATCTTGTATGA\nTCACTAAAAAATATAATTATAGCTGCTGTGTTGGAACAAGCTTTTAATACCAGCACTAGG\nAAGGCAGAGACAGGCAGATGTCTGTGAGTTCAAGGCCAGCCTGGTCTACAGAGTGAGTTT\nCAGAATAGTCAAGGGAACATAAAGAGAGCCTGTATCAAACAAACGAACACAGCGACATAG\nTGATGATAAAGTAGAGAGAATGTGGCCCTGACATCAGGGTCAAAGTCTATATCTCCTTTT\nAACAATAATGGATCTATTTTTATCTTAAGGAAGGGATGTAATTTCCCCTAGTTTTATTTG\nTCACCTATCATAGGAAATGCTAATAACCACATGAGGTATAAGAAGAGAGGCTGTAGAAAT\nAAAACAAGAGCAGAAGCACTTTGGAGGAAAAAAAAGGCAGTGGTAATATATGATCATGAT\nAGAGAGTAACCTCATAATTACATATAATTTAATTACCAAAGTAATAATTGTACAGCTATA\nCTTTATTCACTGTGCTATGTAATAATGTATATTAACATAATATGTTATCGGGGTATAATA\nATTATACATAGAATAGAATGTAAAACTCTTATTAGAAGAGTTCTGCTTAATAACATTGAA\nAGAAACATCTTCTATGGAAGTAGAAAATACTGAGCAGACAGAAGATGGTAAGGCTTTAGG\nGATACACAAATGTGGTTTTAAATCCTGCTTCATGCATATCTTGAGTATGGGTCCATTATT\nTTTATTTTCAAATCAAAGTTTTTCCCCTTTTATTGAAGTATGAGTTTTTTCCCATACAAT\nATATCCCGATTACAATCCCCCCCCACTCCTCCCAGTTCCTCCCCAACCTCTCCTCCCATG\nCAGATCCACTCCCTTTCCGTCCCTCATTAGAACAGAACAAGCTTCCAGGAGAAAACAATC\nAAACATAACACAGCAAAATATAATGAGGTAAAACAAAAGCCATCACATCGGAGTTGGACA\nAGGCAGACCAACGGAAGGAAAAGAACCCAACAAGAATCAGAGACCCACTTGTTCACACAC\nTTGGGAATCCCATAAAAAACACTAAACTGGAGCCATAATATATGTGCAGAGGACATGGGG\nCAGACATGTGCAGGCCCTGTGGGTGCTCCTTCAGTCTCCATGAGTTTATAGTTGATTTGG\nGGGGCCTTGCTCTCCTGTGTCCTTTATCCCTACTGACTCTCATGCTCTGCCTCCTCTTCC\nTCAGGGTTTCCTGAGCCATGAAGTGAGGAATCTGAAGGAGATGTCCCATGTAGAGCTGTG\nTGTTCCATGGTCTCTCTCTCCATCTCTGTCCCTCTCTGTCCCTCTCTGACTCTCTCTGTC\nTCTTTCTCCCTCCCTCCTTTCCTCTCCCTCCCCTCTTCTCTCCCTCCTTCCCTCTCTCCC\nTCCTTCCCTCTCTCCCTCCTTCCCTCTCTCCCTCCTTCCCTCTCTCCCTCCTCCCCTCTC\nTCCCTCTCTGAAGAATGTCTGGCTGTGGGTTTTTGCATTTGTTCCCATCTGCTGCAAGAG\nGAAGTGTCTCCTGTGGTGGCTGACTAAGGCCATTAGGAGTCACTTTATCATTACTTTTTT\nTAAAAAGTATTTGGTTTTGCCCCAGGTCTCTGAGCTCTCTAATTTCTAGTTCTTGATTAC\nCCAAGCAACATCAGGTATGAGTTTCATTGTGTGGCGTGGGCCTTAAATCAAATCAGACAT\nTAGTTGGTTATTCCCACGAGCTTTGTGCACCACTGCCCTAGTATATTTTGCAGGCAGAAC\nAGCACTGTAGATCACAGGTTCTGCTGGCTGAGCTAGTGTGTATGATTCTCTTTTGGTAGC\nCTGGGGAGTACCTGCCTGTACCAAAGACACTAGAACAGAGGAGTCAACTGTTCCATATTT\nAATGAGTTGTGTGGGTATTATCTGCAGCAATGGGGGTCTTGCTGTCAGCTTGTGGAGAGC\nAACCTATCGTCTTGACAACAGCCTGGGTTATTTGGGGATTTCCATGGGACCCCTTTGGCG\nAACAACTCAATTGGATGAATCCAGTATATAGTCCCAGTACTGGAAGGTTCATTTGGTGAT\nAAAAGATGGCCAGTTTGGGGACTCTGTTTTGGATTGAAGACTTTGTTATGATTGCCTTCA\nTATATTTTAGGAAGTTCCCACTACACTGTTTCTATCCCCCTGTCAAATTCCACTCAATTC\nTGTCTCTCCCCTTCTCTACCCTCCCATTCTAGTAGCTCCTACCCCCAGTTCATGCATACA\nTTTTCTTTATTCATTCTCCTGTGGAACGACATGTAGGTTGTTTCCAATTTCTGGCTAGTG\nAACATGGTTGAGCAAGTGTATCTTTTGGGGTGTATGCCTAGAAGTGGTATAACTGCATCT\nATGAGGTATATCGAGTCACATCTTTCTGAGGAACTGCCTGCCTTACTGATTTCTATAATA\nGCTGTACAAGTTTGCACTCGAGTGTAAGTAAATTCTTTTAACTTCTCTTATTCTCCATCT\nTCTCACTGGAAAATAGTGCTTGCAAAGTAAACACAAAACGTATTTTCCAACCTGTTTAAA\nGGAAGTTCTAGAGGATATGTTATCCAACACTGCACTTAGAGTAAATGGTACCTTACTGGG\nTACTTTAAGACTGAGGAAGTGGGCAATCTTGTACTGCTCTCATCACAAATTAAAATTTAA\nAATAGTAATGTACAAAATACATGGCTGAATCACTGAGGATTTTAAAAGTGAACAGTAGTT\nAGATATTGTTACTGCTAAATTTTGGTTTTATGGGCCGAGGATGTAGCTGAATCGGTAAAG\nTGCTTGCTAGTATGCACAACATCCTGGATTTAATACTCCAGCGTGGCACAGAACCTGCGT\nTGGTGGTACACACATGCAATCATTAGATGGGTGGAGGCTCAGAGTTAGTCATCCTTGGCC\nACAAAGCAAACATCAAGGTCAGTCTGCAATATGTGAGATTCTGACTCTGGAACAAAACAA\nCCGCAAAGAAAGGGTTTGTTTCTTTTTGGTTTGCTTATCTTTCAATAGAAAGCAAGGTCG\nTGATTAGCAAATAACTTCGTTTGCAAGGGTTCTGTTATAAAGGGACACACCAGGAGCTAA\nTGCTTGTTTCAGGGTCTGTAAATGGCTGTTCTGACTGCAGATGGCAGACCCTTCTAGATT\nACAGACTACCAGCTCAACGAAGTTTAGTTGTGAAGTTTGGCCCAAAGGTCCAAGCTGGAG\nAACTTCTTCTTGCTTACCGTCTGGAAGCTGGATACTGTAAAGTCTGATTCTGGAGTCAGC\nACCAGTGAGCATGCAACCTCAATTGCTAAGTTCAGACAAAGGACATTGTTTACACCTTTG\nTGAGTTCAGGATTTGATTAGCTGTCTTTTATGCCTTTAGAAACACTTTATTAAGGGAAAA\nGTTCTAATATAGGGAAATTAACTGCTTTGTGCAGTGGGCCTCCCTATATCCACTCATTAC\nATTCTGCAAGAAACACTTTGGCGCCGGGCAATGGTGGCGCACACCTTTAATTCCAGCACT\nTGGGAGGCAGAGGCAGGCGGATTTCTGAGTTCAAGGCCAGCCTGGTCTACAAAGTGAGTT\nCCAGACAGCCAGGGCTACACAGAGAAACCCTATCTCGAAAACAAACAAACAAACAAAACA\nAAAAAAGAAACACTTTGGCTCTGTTTGCTTTGTCACATGACTACTCACAGCTGCCCCCCA\nCTCCTCATCTATCTGGGATCAGTAGATTTTAAAGCACAAAAGAAGCAATGTGCTGTTAAA\nTGATGGAAATCAGGCTTCCCTTGGGTGAGAGTCTTGGTTTCTAGCAACAATTGATCTGTT\nATTGTAGATTGTCAATATCAAGCTAACAAACCACATCACTGAGCCCACAGTTGGGAAGAG\nAGTGGTGTATTTGAGCTTTGTGTGAGTCAGCTTTGGTACACCATGTGTGTGCTTTTTTTT\nTTGTCCTTACTCCCTCCCCATTTTTTTTTTTTTTTTTTGAGGACAGGGAGGGGTCAGAGC\nCTGGCCCTATACTTGCTAGAAAATGCTTTATGACTGAGAGGCACCTTGACTCCCTTTAAC\nTACTCTTGGTTTTACTGATGTTAGTGTCTCAAATAACGGTAGCTGAGTGTCTTCCACACC\nTCCTCCTTCCTTCATGGCATCTTCACCTTTAAGACCATCACCTTTAAGACCATCTTTTTG\nGAATTACTCTATTTACTCAGAGTAATTCAAGTGAATACCTTACTGAATCTTCCTCCCTGG\nGAATAGCCCACCTTATCATTTGCTTCAGAGCTACCAAGATGGCATTCTATTACACATCAA\nTTAAAGGTTTTTGGCTCTATGGCTTCTCCTCTATGCCTTCTTAGACAAGTTTCTCCCTTC\nCACTCCTCCCATCTCTTCTTGCTCTTGGAGGACTAGGCAGGAGAACAGGGTGCTCACATG\nGAATCCCTGGAAGAAATCTCTATTTCTAGGAGAATTTAGTCAAACTGCGTCTCTCTTTCC\nTAGCACTGTTACCTTGAGCTCACAGGAAACCCATGGTAGGAGAAATGGCACCTCAGTGCT\nTTTGCAACTGGACTAGGGAGAAAGCGTTGGGGCTTACAAACCAGGAGAAATGAGGTATGA\nGGTAGAGTGACCCATTCGCTGGCTTTCTAGAAGTTATAGCAAGAAGCTATAATAACACGA\nCTCAGGCATATTCCATCTGTATGTATTTTGAGAAATGAGCATGGGAAGCACAGTACCCTG\nGGATGTGCTGGTAGACAGTGCCTGTGCTTTCCAGAGTTCAGAAAGCAGTGTTGTTTCAAA\nGAGGCCCTCTTTACCAAAGGAAGGAGCCTCTCAGCTCCAAAAGAAAACCTTGCTTCTTCC\nTCCATGGCAACATCTCTGCATCTTTCAGGAAAATCAGTGAGGTTATACTTAGGCTTGTCC\nTGTGCAGTCCAGATAGACTCACAACATTGGGATATATATAATACAATACTGTGGCACCTT\nCTTACTCATTCACACAATAAGAAAAATATACACAAAATAATTAGCAATAGGGGTGAAAGA\nCTTTGAATTGCTCTCAAAATGTATTTCAAATGTACAGCTTTTTTTTTTCTTTCTTCATTT\nCTTTTTTCTTTTTTGAACAGGGTTTTCTAGCTATTTAGCCCAGGCTGTCCTGGAACTAAT\nAATCTTGCCTCGGTCTTTCTAGTATTGGGCTTACAGGTCTGTTCTCCAAGGCTCAGGTCA\nAACATAATTTGCCTGACACCCAAGATACTGGCCTTGAACTCTCAAGCACAATTCTCCCCC\nAGCCTCCTAAGCTACTGGGACTATAGGCATGTGCCATCACTTCAAAAACTTGCTTAGTGG\nGCAGGGTAGATACCCCAGTCAGGAAAATGCTTGCCTTCCAAGCATGAGTGTGATCCTCCA\nAAGCTACATTTGAAAAAATATTTGGAGTGATAACACATTTTTGTAACCCGAGGTCAAGAA\nAAGCAAAGATTACAAGATCCCTGGGGCTCCCAGGCCATCCAGCCTAGCCTACATGGTTGA\nATTTCAAGCCAGTTTAAAAAACAAGACAAAACAAAACAAAACCATAAACAAAAACAAAAA\nTACTGATGGATTGCACCTGAGGAATGAGACCCAAGGTTGTTCTCTGGCCTCCAAACACAC\nAGACATACCTATATGTACATTTGCACACACAAACATGGAAACATAATATTTATTATTGGC\nTTTAAAATGTGCTTTATATCTAAGCATGCTATGTGTCCCTGGTTATATTGAATTATGTCA\nTCCCCACCCAGTCGGACTGCTGTTGTTGGACAAAAGAAAGGAAAGAAGTGTAGTAGGAGG\nGACAAGCATTGGAGTCTCCAGACAAGTCTTACAGATAAGTAAGAACCCTTGTGTATTCAC\nAGGAATGGACACAGAGCAGCCGTGTATAGACACCATTGTCTGTTTCTCAAAAACTTAAAT\nAGCATATGATTCAGCCACTTTACTTCTGTTTGAATTGTTCACCAGAACTGAAAGCAAGGT\nCTTGCTTTCATAGTACCCAAAGAATGGAAAAAAATTCAATGCCCACTGATGAATGGACTC\nATAACACATACAGGCAATGGAATAGTATTTAGCTTTCAAAGGAAAGGAAGCGCCAACACA\nTGCTTTAACATAAAGGATGTTGAGACCATTATATTATGTGAAATAAATCAATCTTAAAAA\nAAAAAGGTGAAGAGTTTATATGACTTTCTACAGTAGTCAGATTTACATACACAAAAGTAG\nACCGGTATTTCCCACAGTCTGACCAGAAGATGTAACCAAGGAGTTGCTTAATGGGTATAG\nAGGTGTAGTTCAGCAAGGGGAAATGTTCTACGTATTGGTGGTGTGAAATGAAACCAACCT\nATATGCTTACAAAATGTTTGACAGTAAGTTCTACACTGCATATTTTATGACGCTTAAAAA\nTATACTTTAAGCCGGGCGTGGTGGCGCATGCCTTTAATCCCAGCACTCGGGAGGCAGAGG\nCAGGTGAATTTCTGAGTTCGAGGCCAGCCTGGTCTACAGAGTGAGTTCCAGGACAGCCAG\nGGCTATACAGAGAAACCCTGTCTCGAAAAACCAAAAAAAAAAAATATATATATATATATA\nTATATATATATATACTTTAAAAAGAAGTGAACAAGATCAACAACACAATCTTGTACTTGT\nATTCCATAAAAAGATAAGCCAAGCAGAAGGAGAAAGTCCCACGGGACACTTTTAACACAC\nTGGCAAACACTCTGCACAAGTGTTTTCCCCTCAACTTGGATTTCATCTTCCCGACACTGC\nCACTTGGCTCTGACTCCTGGATGAAGCCAGAGAGAGACAGAAAGCCCTTTGGAGGCGAGG\nTGAGTTTCTGCACATGATGATAGAATTTAGGACTCCTCCGGGGCTGGCCACAAACTTCTC\nTCTCCTGTAAAAGATTAATATTCTGCAGAGAAGCATTTGGATTATATAAGGCTTCAATCT\nAACACTGTGCAAATGTCTGGCCCTGTTCCTTTGCATTCTGCAGAACAATGTTCCCTGCTT\nGTCATTATTTTCTGATGTTTACTGAATTCTAATGTCCTCTCTTCAATTTCTCCAGAATTA\nTTTGCTTTCTTGATTTTTTTTTTTTTTTTGGTTTCTTAGGTAATGTTTGTTGAAAGTTAA\nAATAAATAAATGTGTGCTGTATTTCCTTTGCCTTGGGAGTTTGAAAAATGCTTGAACATG\nTTATAGACATGGGTTGCTCTGAGCTCAGAGAGCACCTGACTCTTGTGTCTCAGGATAAGA\nAACTGCACTGGGGAACACACGGTTAGAAATAGTTACTTTACTAAGAAAGAAATGGCACTC\nCTGAGAAACAGAGTGGGTTAGTGGGCTGAGGGAAGGGCCTCAAAAGACTATGCCATAAGA\nCACAGGAACCTTCACAGGACATTCAGAAAGCACCAGTCTCTCACACATTTGAATACAATG\nTGCTTATAATGTGTTTTTCTATTCTGTGCTATGTGGACTGAGGGTAGGGGGTGGGAGGGA\nAGGCTTCCATGTTTTCTTTGCCTATTGGCTTCCTTTATATGTTAATCTTGATATTGATTT\nCCCCAGTCTCTATTGTCTTGCCACCAAGCCCTCTGACAGGTTAAAATGACTGACTTCATA\nCCTCCTGGTTAGGTCTCTGTTGACAGGTTAATTATTCAGCTATATTCAGTTTATGAAGAT\nGAGGGTCAGGAACCTTAGTCATCTCTGCCTGCCTTTATCCTAAAGTCTGAACCTAGAGGC\nCACATTTGACCTTGTCTGAGAAATAGTTGCAATTGTTAAGCACAGAAGTGCATTTTCTCC\nATCTTTGGGTCCCACTTACACTTCCTCCAAGAAGGTCAGACAAATGTTGGGCTTTGAAAT\nTGCTCTGCAAGTTTTGTCTCTAGGTCATTCGAGCTCATTGCATGTTAACCACATAGTCAT\nGTGTGTGTGTGTGTGTGTGCACTTGTGTGCGTGTTTGGGGGGAGATTTGCTTTACACTAA\nAATTTTCAGGTGGCTTTTAGGGAGTTTTCCCCTCGTTACAGAGTTTGGGTAACTTTCTCA\nGCAACTGCCTTTGTAAAACCGCCTCACAGTCTTCTGGTGGTCTGGCAGGATCTTTGAAAA\nATCCCTGTCTCTGGAATGCAACCGAGTGCCTGCTGTGGGAAGTATTTAACAGCAATATGG\nATTTCACCTTTGCCTTATCTGGTACACCCAGGAGATTCTCTTTCCTCTATCCCCCAGTCC\nTTTATTTTCCCTGAGAGGAGTCTGTTGTTGCTCAAGATGTCCTTGAACTCTGTATGCAGT\nGGATGCTGGCCTCAAAGAACTCCTCATTTTGACCTCCGGGACTTTTTACATCCAGGACTG\nCTGGGATAACAGGCATGGGCCACCATGCTTGGCTTTCTTCCTCTCCTGTTTCCTGATGGA\nGGACGATTTCAACACTGCCCATACAGGTTTCCTTGGTGGTCTAGGTCATGACCTTCACTT\nAGGAGAGAGCCGACAGACTTGCCTAAAACGACCCAATCCCCCTAATCTGGGTGTCTTCAT\nGTTTCACAAAATGTTCATTCTGTTCTCAGCCGAACCCATCTAGACAAAAACATGCAAGCA\nAAAGAAAAAAACCAACCAAACAAACAAAAACCCCAGTCAACCAAACAAAAACCAACTCCA\nGTCATTTTCTGTTGAGGACTCTGAGGCTGCTTGCAGCGGGGAGGTGGGGAGGGCGGAGCT\nTTGGCTCGATAAGCATTAGATACTAAAATGTGAAATGGAAAATTTTGAAGAACATGTGGA\nAGAGGAGGCAGGGAGAGCTTTAGGGAATCGCAGGCCTGAGTGAAAAAAAAAATCCCTGCA\nGAAGTCGAGAGCGCTGAGGCACACAGACATATAGAATCTGTAGGCAGTGGTCGCAAAGGC\nTGCCGCGCAGCCCTGCAATCCAGCCTGCAGTGACCAGGTCTAGCCTTGGAGCCACAAACG\nCATCCTCATTCAGGCCACGCCCCAAGCCCAAAAGCCTCGGCCTCCGGCTCCCGCTCCGGC\nTCCACCATTCCCCCACCGCCCCACCTCACAGCTTTAGACTGAGGAAGGGCCGGCCTCGTG\nCTTTCGCCCTTCTGCTGGCTGAGGTGGGCGGGGCCGTGCCCGCTGAGGAGGCCCGAGCGG\nGCGAGCGAGGTGGGCGGGGCAGTGCTGGCGGAGTGGAGCCGAAGCGGAAGGCGAGGTGGG\nCGGAGCCTCGCTAGCCCAGGCGGAAACGGGACCACGAGAGGAGCCGGTCTTCACCCGCTA\nAAATAGGCGGAAGTGGGAAGGCGAGGTAGGCGGGGCCTCGACTGCCTAAGTGGGAGAACT\nGATGAAGTGGGCGGGTGTAGGCACGCAATGTGGGCGGGGCCCGCCCTGACTGAGGCGGGC\nGGGACTGCATAGACAGGCGGGAGCCTCAAGGGAGTGGGCGGGGCCGGGCCGGCTGTGATG\nGGCGTGACCGGGGGGTGGGCGGGGCCGCAGACTCGAGACTCGGTGCCCGAGGGTGGGCGG\nCACTAGAGGGAGCTGCGGCCGCGCCCGCCCTGTCGCGCCTTGCTTGCTGCTCGGAGCGCC\nGCCTCCCCAGCCGTTCGGAGCCGCCGCGATGGCGGAGGACAGCGAGTCTGCGGCCAGCCA\nGCAGAGCCTAGAGCTGGACGACCAGGACACGTGCGGAATAGACGGAGACAATGAGGAGGA\nGACCGAACACGCCAAAGGGTAGGAGGTGGCGCGCGGGCGCGACAGGGCGGGGACCGCGCG\nCACCTCAGGGCTCCCGCGCCCGCTCGTGGCGTGCGGGAGCCCCTAGACCGGAGGCTCCGT\nTTGGCGGTGTCCTCATCCCGAGACCATTGTGAGGTGCAGGTCTCCCAGCTCTCGGGGAGC\nACGCAGTGGTGGGCGAGGGCTGAGGTGGGCGGGGAGACTGCGACTCGGGCCCGGGAACCC\nGCGACGCGACAGTCACCTGCCGCGCGCCCCCGCTGGCTTGGCCTCACCCTACCACGGCGA\nGTGGTTCGGGTGGGAACTTAGCAAGGACGCAAGGCCCTTCCCTTTGCGGTGGCGGCGTCT\nTGGACCGGCGAGGCGAGGGAGATGCAAGTCGTTCCACTTGTGCCTTGGCATCCTTCTAGT\nTCTTTCGCGCCCCCCCCCCCCAGCCGCCACTAACCCCCTGTAGAGAGGAAACCCGCAGAG\nCCGGCGGTGGGGGTGGGATAGGGATGCGCCTCTGGCGGTCTCGGCTGCTGGCGACGAACT\nGCGCAAAGTTCTGCCTCCCAGGCCGGGAAAGGGGCGCCGAGACCGGGAGAGGGGGAGGGA\nGACAGGTCTCAGCCGACGCCTGAGGGCGTTCAGCTTTGCGGCCTCTGAGCGTGCCCTCAG\nAGCTTTCTAGAGCAGAGCTGACGGGTGAACGGAGTTCCCGCGGCCCCGACCTTGCCCCTC\nCTGCAAAACTGGTGTCTGATCTCCAAAGCCAAATGCACCAAGTACTTTAACATTTGATCG\nGTTTCTCAATCTATGCTGCCCTCTTTTCTCCCCTACAGACTTGATTTTTTTTTCTTCGAG\nAAAAGACTGCTTCTGGTTAAGGCTGGTATTGAAGTTCTGTTTTAGAGGCGGGGTTTGGAG\nGATCATTTTAAATAAAGACCGGTGTCCCTTTGTAGGTGCTGTTTGCCTCAGCCTTTTACC\nCTGTTGGATTCAAACTATGCGCTGGCACAGACTGTTACTGCTGCCCCTTAGAAGTGAGAT\nTCTGCGAACCATGGTGACTGGAGAAGTGGGTCAGCCTAAAAACACGATAGGGAAGCCTGA\nGTCACAGATGGCTTATTTATTCAGTTCATGGAGAGTCTTTAAAGTATTTGTATTTTATTT\nCAACGTTTACTTTAAGCTTTAAGAAAGGAGGCTGTATTGATCTTGAATACGTTATCAGAT\nATTAAATGACAAATGTCAAAAAAGAAAAGCTGACTACATATATCTCCCTTTGGCATGTTG\nCTTTTTAAGGTTTTCAGCGAACAGTTCAGTGGCAGCTGCAAGTACTGAATGTTATCATTC\nAAGTCTAGATTTTTTTTAAGCCCAGAGAGGCAATTCTTCAGAAATCTTAGCCTGAGTTCT\nGTTTATGAGTAATAGAAATTTGCCTGTGATAGCTAAATATGAGTGTATTTTTGAAACACT\nAGCCGTCTTGCCAGAAGTGGGTCCATATGCACGCCAGTGGATAGATAACTCAAGGAACTT\nCAGCACCCGTAGGTTATCTTTCTGGGGAGACCCTGGACTTATCTCTCTTCAAGTTATATT\nGTTCTGTGTGATTGGTATGCTAGGGTGGGGGTTTAAATCAAGCTTCCTTCCTTACAAAGT\nCCAGGATACCCTTGGTACAAAGACATACTCTTCTCTGCAACCACTGATCTGGAATTGTTT\nGATGCCTTGCTATAGGTAGGCTGTTTGAAGTTCCCATAAGAGCATCCACAGGCATTTTGG\nGCCCAGTTAAGAGGTTTCCAGATTTATTACACATCAGCACATTAATTATATATTAGGATG\nCTTAATCAAAATTTAGAGCTGCCCAGTAGATTGGGCTGTTTTAACCAAGAGTAGGCAACA\nTGATAACTTATAGTTTAAAAAATTAATATAATGGAGTAATTGTTATATATTAAAGTATAG\nAGAGATTAGCAAAACCGAAGTAACTGTTCTGCTCTGTTGAACTGCTTTCCTCTTTTGATT\nTCAATTTAGACAGTACAATTTAAGGAAGTCGTTCTGTTTTATTTGGCTCATGAATTGATA\nGTGCTCCATAGAAACCCAAGTTTTCTTTAAGTAGCTAAAGTTTATCAGTGTTAAAATATA\nGAAAACTTTTCCTTCCTTACTTGGCCTCTTCATTCTCCACTAGTTTAAATAAACAACAAA\nTAAAGAGCCTCTGGAGAATGAACAGATAATGTTTTACCTCTAATAGGCAAAGTATTACTT\nCTGAGCCAATAGGCCATGGTCAGTACATGGAGCTGTAATTTGTTCAATAGCTCCCCTGTG\nGCTTGAAAGGATTAATATACACCCAACATTCAGTATAATGCATCTAGGAGTTATTCTAGC\nTTACTGTGTTGAAACTGTAGATACAAATAAAGGAAAAATACACAGTGAGATACCACTATG\nCTTTTGTTTTTGCAGAATTTTCTTCATTAGCTTTATATTTTATTTTATGGGTAATATTGA\nATGCCCATAAACAGAAGATGAGGTTTTGTGTTTAATTTAAAGCAATAGCATAAGTATTAT\nAAAATACTTGAGTGTCATCTTTGTCATGGGAAGTGTGTACATCAACTCTTTGGTCCACCC\nAAGTATGGTAGCAGTATACCACTCTAAAAGTTACATGCATTCTCAAAGCATTGATGAACA\nAGGAGATTGGCAGTTTTAAGTAGTGAGATGATAGCTCAGACAATGTAGTTTTATTATTTT\nCAAATAAAATATGGACAATTAGAAGTAAGATAATTGAGGATTTCCTAAAAAGATCCCTTC\nAGTGACTTGCCTTACCACCTGATTCGTGGAGCTTGAGGAAACTTGAAAACTTTGAGGCCA\nATGAAAAGTCCAAATGACTGAAGCTATCATTCCTTTGCTGGGTGGCAGTGGGGAGAGGTT\nGTCTCCAGGATGACTCTGCTAGGAACTTGCCTACCCCAGTGTGAGGCTGCAGAGGTAATT\nCAGGGTCTTTAATATGGACTATTCTACTCAGTCTTGATTTGTTCTGCCTTCTCAGTTTCT\nGAAGGGATTTGGAAAAACTGTTGAAGATGGCCACAATGTTAAGTCTACTTAAACCCAAGG\nTCTTCTTGCCCTATTAAGGAATGTTTTCTCCACTTGTAAACTACATCCTAGAGGACTCCT\nTAGCTTCATCCTATGAAAATCAGCTTTTTAATCACTGTGACAATTACATGGGAAAAACAG\nTTTAAAGAATGAAAGATTGATTTTTTTTTTTTTTTGGACACACAATTTCAGGGCTTTCTG\nGCTGTGGTCCGTTAGTTCAGTTTTGTGACTGGTGGGGCAGAAGCCCAGCATAGAATGACT\nTAAGGAATACGATTGCTCACCTTGTGGCAATCAGAAATTGGGGGTGGAGGTGGTACAGGA\nATGTACTTTCCTGGTAGAGGAGTTGCCCACTATGCATATCTATCTGGCTTTATTTAATCC\nCTGATACCACAAAAAATTTAGTTAAATGTGGTGGCTGTAATCCTGGCCTTTGGAAGCTGA\nGGAAAACCTTGCGTTTAAGTCATAGCCAGCATTGTCTCAAAAAAAAAAAAAAAAAAAGCT\nTGAGACAAGAGGCCCATTGGACACGCAAAATTTATATGCCCCAGTACAGGGGAACGCCAG\nGGCCAAAAAGGGGGAGTGGGTAGGTAGGGGAGTGGGGGTGGGTGGGTATGGGGGACTTTT\nGGTATAGCATTGGAAATGTAAATGAGCTAAATACCTAATAAAAAATTAAAAAAAAAAGCT\nTGAGACAAAATAATAAAAGGTTTTATATTGATTTAGAGTTCTTTGGGTATATTCCCAAGA\nGTGGCATAACTGATTCATAAAATAGTTGTTACTGGTTGTTGTTGTTGTTACTGTTACTGT\nTGTTATTATTATTGACCCTCTATACTGATTTCCATACTGGTTAGGATAATTTACATTTCT\nTCCACCAACAGACAACGGCTGCCTTTCCCCCACCATCCTAGTTACCATTTGTTGTGTTTA\nCTCAGTAATATTATTAGGTAGTCTCTCAGACTGGGGATGAGATGGAATTTCAATGTTTTA\nATTGCTGTTTCCTAGTGGCCAAGAATGCTGAGCTGTATTTTTTGAATATTTATTAGCTGT\nTTGTATTTCATCTCTTGACAGCTGCCTGTTCATTTCCTTTGACCCTTTACTGACTAGATT\nGTTTGGTTCCTTGGTAATCTTTACAGAATCTAGATACTTCTGTCATATGTATAACTGGCA\nAAGAGTTTTCTTCCACCATGAGCTATCACTTCACTTGTGCAGAAGCCTTTTAATTCCATC\nAGTTCCGTTTGCCAACTCTTTCTAACATTTCCTGATACGTCTAGAAAGCATCTTCACCGG\nTATCTAAGTGCTTTCCTTATGCTTCCCTGTAGCAATTTTAAAGTTGCAGTCTCATATTAG\nGATTTGAATCGATCTCTTTTCCTGTAAAGTGAGAAGTACAGATCTAGTTTTGTTCTTTTA\nTACTTGGATATCCAGTTTTGTAGCAACATTTGTTGACAAGGCTTGCTTTTGTTCAAAATA\nGGCTTTTGGCATCTTTGTTAAAAATTAGGTCTGACTGTCATTGTGGTGTTTATTCCATAG\nCCTCTATCTGTTCTACTGGCCTACAAGTTGGTTTCTGTGCCAGTACCATGCTGTTTCTGT\nTGTGGCCGGTAGTGCATCTTGAAATGAGGTACCTCCAGTATTGTTCCTTTTGCTCAGTCT\nTGCTTTGACTATTCAGTGTCTTTTGTGCCTCCATATGAATTTTTGGATCTTTGTTGTTTC\nTAGGAAAAATGTTGGAATTTTGACAGTAATTGCAGTCAGTCTATAGATTGCTTTTGGCAA\nTGCACATTAAGAATTCTTAGGAAAACAAAAAGGCTCAATATGTCACAAAAAGTAACCCTT\nAGATGTTCTTTTGTTGTTTGTTTTATTTTGAGATAGTCTTAATCTCAATCCAAGCTGGTC\nTAACCTGAGCCACTGTGTCGCCTGGACTGAACTCCTTGTCTCTCTCTTCCTGTGCCAGGA\nTTACAGGTGCAAGGTATGAGAATTAAGAAACAAAAAATAATAAAACAACCCTTCTTGTAC\nTACCCTCAATTGAGGGGAAAGATTTGAAGAAAATGCAGTGTATCTAGCTATTTGTTGTTG\nGGATTGACTATGGCCACTTCCCTTAGTTGGCTGCATAGAGTCAGAGAGAAAATGCAGAAA\nCTTAGAGTAACTCTGATTTCTCATCATGCAAAATTTAAGGGATAGCTCAAAGCTGCTCTT\nTCTAAAATTTGATCTCCTGTCAAATATATAAATCTAAATGGAAAGATATATTAACAGCCC\nTAGCCCAAGGGCTTCCCTCATTCAAAAAATACTTAAAACAGTGATCAGATGTCAATTGAG\nACTTGCCTCTGAGATGGTGACCTCACCTTTGGCCCAGAGCAGGACTTTCCCCAGAGACTG\nGCTGAAATTCAGAGTTTTTAAGGACAACAAACACACTCTGCTGTCTTTGTTACTCGACAC\nCAATATATATCATTAAAGAGAACCAATTTGTCTGTCATTGTTCCATTTGAAAATAGTTTT\nATTACTTTTACTGGTTATATGAGTGAATCATGCAGAATAAAATTGAAAGATAAAATAGAG\nAGCAAAATTCCTTGGCTATTCTATTTCTTTATATCCTAGCTTAATTAACCGTGTAACTGA\nTTCACATTTTAGTATGTGCCCAATCAACATAAAGATGATCAGACTTCAGATTAGGTTCAT\nTGGCAACTGTGTGTTTTTCCACCATGGCCATTGGCTAGCAAGTAGACATTACTCACATAG\nAGCTAGCTGCTGGACTCCCGAATGTGGATAGAGTGTGATTGAGGAACTAAAATTTCAATT\nTAATTGTATTTAAATTCTTTAAAAAACCCTTTCACAGATGGTGACTATCATATTAGACAA\nCTCAGATATATGTGCCTTTGAATTTTCTGTTTTTATGTACTTAGGTAGCCAGACTTTTGC\nTACTTTGTGGGTTCTTTCTTCCACCCTTCTCCACCTGTTTAGCAGCCTAACACTAGGTAG\nGAGAGAAAGAGATCACTGAATCTTAAGTTTTTTTCTTTTTGTTTCTTTTTAACCAGGACT\nACTATTAAACAGCAACCAACCTTCCCAAATGACCAACCCATCTCTTGGGACCCTAGCATT\nTATATACCCTATGAAAAGTTCCCAGAATTTCAAATGTTACAGATTCACAGAAGCTATCTG\nGCAAAATCTTGCCTCTGCTAGAACACGAGGCAAATCATAGTTGCTGGACACAGTCTGAAG\nCAGCCTCCTGTGGTTAAAATGAATACCTTTTTTTAAAGAAACCAAAATTCTCACAACATA\nATATATTATAAATTAAACATTTATTTTTCCTTTCTTTTGCAGAGTATAGTGTTCCCATTT\nTTTTTTCCTTCTAGGAATTGTCTTTAAATTTTGAACATGCATGTTTTAAACAAGTTTCTC\nTGTCAATGCCACATTTTTCACTACTATCTGCTAGGCATAGCAACCCATGCCTGCAAGCTC\nAGCACTTGGGAGATGGAGGCAGAAGGATCAGGAATGAAAGTTCATCCTCACCATAGAAGG\nTTGGAGGCCAGCCTGAGCTCCATGAAACCTTGTCTTAGAAAAACAAAAACAAAATTGTAA\nCCACTTTCCCAAACATTCTACAATTTCACAAGACAAAAAATGTGTAGTCTCTGAAATAAC\nTGGTATCTTCATTAGTTTCATGAGCTTTCATTTTTGCTCTTGTGTCCTTAAAAACATTTG\nTCCGAACCATGACACTGTTTCACAACTGTGTTTTCAGGAACATCACACTTACTGCCTTTG\nTCTCCTGGTGTGTTTTAGAAAGATCTTTTCCTTTTTATCTTCAATTATTTTTCCCCGTTT\nCTTTCTTTCTTTTTTTCTAAAAAGTAACTTTATTAAAAGGAAAAGGAAGTGTGGAGAGAG\nGAAACGCAGGCGTGAGAACTTGCAAACACCAAATAGACAATAAGGAAAGGTTAGTCATTA\nAAAGGCAAAGACAGTTTTCTTTTGAACAGTCTCCATAAAGACTGTCAGAAATTGCCAATG\nCTGACTGTACTGCAGGTAGTCATGACAGGGTATTGGGGAAAGTTTTCAATTAGCAATAAT\nCATGCCTCAGATAAACCTCACTGGCTACAATACTGCCACTACGCAAAGCTTTTAATTACT\nTTCTTATTTCATATTTTTTATAGTGTGTGGATGATTCTGTTTTCTAGTTTCTTGAATGTC\nTGATGAGTCTTGCTGTCAAAGATAACTATAATTCAACAAGCATCCCTTACCCCACTGAGC\nCATCTCCCCAGCCCCGTAAACCATGAGTGAGATGTACATGTACCGTCTCCTTTTAATTTT\nATGGGTACCCCTATTATCATTCTTTAATTTGGCTTGTTTTTAGCCTGGAACCTTGTAGGA\nTCTTTTCCTTATACTGTAATTGAGAGGTTTGCATAGTCTGTCACTTAAAAAAAAAGACTA\nAACAAAATATCACACACTGATACTTTAAGATGAGAATTCTTGGGTATTTACATTTCTATA\nGTTCTCAAGTCTGTCCAGGCTGCTGCCATTTTCCCCTCTAATGGGATCCTAGTGTTTTCA\nGTTTATCAGTATCAAACTCCATGTGAAACCGTTCTCTTAAATTTTTTTTTTCACCATCAA\nGGACAGCCTAATATTGGCTACTGTACACAACATTTACTGAAGGTCTTATGCATAATAACA\nCGGAGGGCTATAACATAGGACAGCAAACAACTCCCAGACTCATTGCAGATATCATTGCTA\nAGCCAAAGGAATTTCTCTGTGTCTGTGACTCCCCATAAACCCTCATTGCAGCTTTCCCTC\nCACGTTATCTCCTTCTCCAGGCTCAAAGTCATTGCAAATTTACATTGTTTCATGAAGATT\nTAAGTGGTCATGGTGACCTCAGGTCATGGTCCTTATCAAGGCCCTGGAGCCCTACAGGAT\nTTGGCCTTCCAAATCTGTGCCACCATTCTTTTCCATGCTGCCATCTCCCCAGTAGTCTGC\nTCAGCCAGACCCTTGTTTTACACCAAGGTAGTCATGACTCCTAAAGATAAGTGACTTGAC\nTAGGGTCACATAGCTGGTAAGTGAGGAGCACATTCTCCTACTGTGTGTCTAAAATACATA\nTCTAAACTAACTCAAGTAAAAGATAACTTTATTTAAACATAGCAATGTGTGGTCTGAAAG\nTAAGGCAAGTCTTGATTAGAATTGAGGACCTGGGGTTTATTTATCTGTTTTTCTTCTCTT\nCTGCCTCAATTAAGTCCACACTGTCCAAAGGGTGTTTCTTAACTCAGATTCTCTAGAAGA\nCCCCTAACTGGTTTCTGGGCAACAGGAAGATTTATTCCGGCTCAGTCAGTCAGCTGTGGT\nGGAGAATGGGCAGATAATGGGGAGGGGATTGTTGGATGGTATAGCGTGGCTATTGAGAAG\nCACCTTTGGTGAGGTCTATGCTTATTATAATTGGAATCATGAACAACCCAAAGGCCTATG\nTGTTAAAGGGCTGGTGACACTCGGGGTGATACTACTGGGAAGTTGTAGAAGCCTACAGGA\nAGACCTTTAGATCATCAGAGGGTGCTTGTAAAGAGGGTTTGGGGAACCAGGTCTCATTCC\nCATTTGCTCCTTGGCTTGTGATCTAAGCAGTCTTCCTCATATACGTATTATGATGTGTTT\nTGTTGCCACAAGCTCAAAACAACTGAGTTACTTGATCATGAGCTGCACTTCCAACAATAT\nGAGGTAAAATAATCCTTTCCTCTTTAACAGTTAATTTTATGAGGAGGTGTTGTTGTTGTG\nGCAATGAAAAACTTAATGTAGTGGTCAGAGGTAGTTTTTAGAGTGATAGAAGCAAGACTG\nGCAACTAGCTGTGGATCAGTTTGTCTCTTCCAAAATATTCTATGGAATCCTAAATCTCTG\nTTGCCATAGTAATAGTAAGGAGGGTCTTTGGAAGGCAATTACATAATAAGGAGGGGAGCT\nGTCACTGTAGGTTTAGTGATGAAGACAAAAAGAACTGTTTACTGGAACCCAAACATGCTG\nGCACCCTGGTCCATCCTGATCATGGACTTCAGCTCCTAAAACTATAAGAAACAATATACT\nGTTTAAACAATGTACTGATAGGTCTTGATACTTTAGTAGCAGCCAGGGTGATTAGGAAGC\nACTCGATGTGTACCTACAAAGCATGAACACAAATCTGCCTGTGGAGTCATAGGCAGATTG\nTAAGCATGAAGATAGCACTTTGCATCTTTAAGTCTTAGACTATCTGGTACGTCAGATACA\nTCAAAAGCTTAATAAAAATCTGTTGACTGGAGTTCAGTATTCTTTTAAACAAATTTGTGT\nGTGAAAGAGAGAATGAATGAATGAATGAATGAATGAATATGTGTGATGGGGGGAGGAGAA\nGGCCTATGTGTAATAGCTAATGTGCAGAGGTCAGTAGGCATCCATGTATTCATGTGGATT\nCTGGAGAATGGAGTAAGGTTGCCAGGCTTCATGGGGAATCACCATTTCACACAAAACCAT\nCTCCACAGCCTTCCAGTATGTCTTTAACCCCAAATGTCAAATTCATTTTGGGTTGGAAAA\nTATTTACATTTGAATAATGGATATGGGTAGCTGTGGACATGTAGCCTTCTAGAATTAGGG\nTTTATCATGCTTGTTGCTTTGTCCACAGATAGTGAGGCTTTAATGATATTTACTCCATCA\nGTCCCCAGAGGAAATAGAACTCCATGGTGTCTAAAATCTCACTGTAGAGAGGCCATCATC\nTAGCTAGCCCAATGAGAACAGTGGGGCTTCCTGCAGTAGATTGTGGGTCACCTAGGAGAA\nCAGGATGAAGAAATTAATATTAGAATTGGACAGGTGAACCACTGACAAAAATAAACCCAC\nATGACTTCTTGAGGAATCTGAAGTTCCTGCAAGTAAAATCCATTACTGAACTTGGTAGCC\nGTAAGATAACTTGCATGAGATGTCCCTGACTCAGGATGTGTACATATTAGTAGCCAGAAC\nAGCTAATTATTTGTTTTAGCCTTAGCCAACTTGCCCAGCTGAGTTTCAGTTCTTTTTTAA\nCACCAGAGCATTGTGATATGGCTACCTTTACTGCTTGTCTAAGCTGATCAAGAACCTTGG\nGTTTTCTGCCTTTTCTTCTATTCATTATCCTAAGGAGGGCACCAGAGCTTATGTACACAT\nATGAGCACTGAAGATTTATAGTAACCTGATCAAAGATACAGATTCATAAAAAGATCATGA\nATGGGATTGTGAAGAAGATCCAAAAGTCAGCAATAAATACCTTAAGAGATGGTCAAAAGA\nAATGCACAAATAAGGGACAATACAGCATAGTAAGGGTGAGGATTCTGGGTGAAGACTGGC\nTAGATTTGAATGCTGGCTTTGTTACTACTAAACATGTTACTTTCAATGAGTTCCTTAATG\nACCCCATATTTCAGTTTCCTTCCTATCGAGTGGAAATAATGTGTTGTTATGACAGTTTAC\nAAGATCAGATCTAAGGTGCTTAGTACAGTGTCTACTGTGCATTAAGTTCTGTACATTGTT\nAGCTGAGGTGACAGTGACAGGTGGCTGTTGTTGATATAATGGTAATGGAAAAATTGATGG\nTAATGGTGATAATTGCAGATAGTGATGTGGAGTTGTGTTGCTGGGGGTTATAATAATGAT\nGCTGATGATGTAGGTGATGGTCATGTGCTATGATGATAATAAAAGCTGGTGGTAATAATT\nTTGGTTGAGGTAAAGATGTGTGATATTGGTAACAGTAATAGTTACTACATTTTATCAAAT\nTACTTTAACGTTGATGACTGTGGTGATGGTGATGATTATGATGATTATGACAAACATGAT\nGTGTGATGTTGGTGATAACAGTGTTGATGCTGGTGGTGGTGATAGTGACAATGAGTTGCT\nATGCCAACTTTTTCTTGTTAGTGGCTGTGCCAGCTTACCAAAGGTATGTGAGAGATGTCT\nTTTTGTGGCATACTTCAGATATTCTTAGACTTTAAAATACTTGCCAGACCAGGGGACCAA\nGTAGAGCATTTTTTTTTCAAGATTATTAGCTGCCAAGGCTTTTTCTTGGTGAAGTGCTTA\nTTCATACACTCAGCCCATGATTCTGTCAGACTTTTGTCTTTTTCTTAATGATTTTTAAAA\nTTGATTTTTCATTCATCTAGAAAATACTTACTAAAGATCTTTTGTATGCTAGATACTGTT\nTTGATAGGTCCTGATACCAAGGGGGAGATTGTTTATTTTATATTCATGTGCACGCACGCG\nCATACACACACACACACACACAATCCCAGGCTGGTGTTCAGAAGAGCTCTTGTTTCTTCT\nGCCATTTAAGAGCTGTGCATCTCCCAATGTGTGGCTTTTCTGTCTTCTGTTTTCTAATCC\nTACATCTCCTCAGCCCTGGGAAAGAAAGAACATGGACATGCAGTGGCCAACAAGAAAAGG\nCAGACATCATTTCCACTGGTGCCTCTTTTCTCAGTCAGTGGTCCTATCTGACTGCCAGGG\nGCTGGGAGCTAGCACATCAGAGAGAAGCAGGGTAGGCTTTTGTGGGCATTCTCCAGAACG\nCACTGAAATATTTCCGAGGCTCTTCTAGTAAATCCTGCCTATAGATTTCATGGACTCTGA\nCAATTTGCCTTTGTAGCAAGTTCAATATTTGATCTTTCCATGGCAGAAATGGAGTGGACT\nGGTTCCAGTGGCCTGTTCAAACAAGGCCCTGAGTCCCATTTCCAACTCAAAATAGCAAAC\nTTCAGAATTTGTTTGGAACTCTCATGCGTAATCTCGGGAAGAAGGGCGTGGAACTCTTAA\nAGTTGGATACGGTTTTATAAAGAGGCAACGTGATTTCCACAGTTGAATTTCTGGATGTGG\nTGATCTGCCTCAAACAGGAGTCTGAATCAGGCTTCACTGAATTCCATGTGGAAGCTCGTT\nTTGAAAAACTTCTCCTACTGTCCAGGTTCCTACTCAGCACCTTGCCTACTCAGGCTTGTG\nACATCTCTTTCTACCATCCATGTTCTTTCAGAACCTGTGATTTCTGTGGGAAGCAGATGC\nCAGTTAGCTGCTCTTACAGTTCTGGGTTAGTTCTGGGTCTGTTCAGGCCACTCTCTCCTG\nCCACCCTAGGCATAGCAGGTCACTAGTTAGTATTTTTAACAAGTCTTATTGACATATACT\nTTATGTTATGTAATTTAGTGGCTTTTATAACATCCACAGAGTTGTACAGCCATCGCCACA\nGTCCTGTTTTAGAAGTGATTTTTATCCCAGCATGAAACCCACATCCCTAAGCAGTCCACT\nCCCTAAATGCTCTCTACTAGTCACTCACTTTTTTCTCATGACAGAATACTTAACAGAAGC\nAATTCAAGACAGAGAGTGTATCTTTTCAAAGTTCGTGGGAATATAGCCTGTTGTAGTGAG\nGAAGGTGGAGGCTGCGCACACTGCAACCAGTTAGAAGAAATTTGCATGCTGGTGCTCAGT\nATGCTTTGCCTTCTTAGGCAGTCTAGGACCCCAGGCCAGTCATAGAGCCAAACTTACATA\nATCCTTCACAGAACGGCTCAGAGGTTTGTCTCTGTGGTTCTAGGCTGTTTCAAGGTAACA\nATCACAATAAACACCTAGTAATAAGCTCCTAACAACTACAAATCTATCTTGACTTTCTTT\nGGTCTGGTTGTTTGGATATTTTGTAAAAATTCAGGGGGCTGGAGAGATGGCTCAGCAGTT\nAAGGTTAAAAATACTGACTGCTCTTCCCAAGGTCCTGAGTTCAATTCCCAGCAACCACAT\nGATGGCTCACAGCCATGAGTAATGAGATCTGATGACCTCTTTTGATGTGTCTGAAGACAG\nCTACAGTGTACTCATATATAATAAATCTTTCCTTCTTCTTTCTTTTTTTTTTTTTTTATA\nACTCATCTGTAGACCAGGCTGTCCTGGAACTCAGAAGTCTGCCTGCCTCTACCTCCCAAG\nTGCTGGGATTAAAAACAAAAAACAAAAAAAACTTAACCATATAATATGTGGGCTTTACAA\nCACCAGCCTCTTACACTGAATTTATCCTGCTTATGTATAAGTGGTACTTTTTAAATTTTT\nTTTTGAATAGCTATCTTTATATGCATATTCCACATTTTCTGTACCCATCAGTTGATAGGC\nATTTGGATTATTTCTGTTTGAGAGTTGTTATGAATAAGGTTGCTGTGAATGTTCACATGC\nTAATTTTTGTATAGATATCTTATTTTTATTTGTTTAGAAACCTGAGAGTATAATTCCTGA\nATTACATTAGAAATTATTGTTGAAAGTTCTGAGGAGATGCTAAAGAGATGGCTCTGTGGT\nTAAAAGTGCCTGCTGCTGAGCAGCCATATAAAAATCCGGGTGTACCGTGCACACCTTAAC\nCACAGGTCCCAAGGGAAACAGAAACAGGATGGTTTGAGGCTTTGTTGGCTTATAGCTTCG\nAGTAGAAAATCTGTGTCCCAGGGACAGGGAGAGACCCTGGCCTGAAAGGAATGGGTAAAG\nAATGATAAAGAAGGACACCTGACACCCTCTTCTGGTTTGTGCTTGTTTACACAAGAGCAC\nACAGTCATAAACATGGGGGTACGTACTCACACAAACCTGGGTCCTCTATAGGAGCTCTTA\nCATGCTAAGCTATCTTTTAACTTCTATGTATTGTCAGTGCAGTAGTCCTATTTTGAGCAG\nCAGGTTGGCCTCAAATTCAAATTTTTTCTGCCTTGTTCTCCAGATTGATGGCATTACAGA\nTATGTCATACCATTTCAAGCTCTTCTCTGTATTTTTTTTATTGTGGTTGACCTAGTATTA\nTGAGGATGTGCCAGTAACATCTCTTATTCCCCATCCTAGTGTCTTTAAGGCTTCTGAAAT\nGGAAAAAGTAACTTATACTCATTTAAGGGCTGGGAAGGTTGAAATATTTGTGCAAATTTG\nGAAGGATAGATAATGCATTTGGTGCCAGTTTTTGTAGTTCCTTGCCAATTTCTGGTTTTC\nAGATGAGCAAGAAGACAGGAGAGTTTATAAACTAGCCCTAATAAAAGTTGAGAATAGGCC\nGGGTGTGGTGGCACATGCCTTTAATCCCAGCACTCGGGAGGCAGAGGCAGGCAGATTTCT\nGAGTTCCAGGACAGCCTGGTCTACAAAGTGAGTTCCAGGACAACCAGGGCTATACAGGGA\nAACCCTGTCTCAAAAAAACAAAAACAAAAAACAAACAAACAAACAAAAAACACAAGAAGT\nTGAGAATATATTTTTATTATACATTCTTCATTATACCAAAATTTAAAAGTATAATTTTAA\nGCTGGGCATGATGGCACATTCCTTTACATCTCAGCACTCAGGATGAGTGTGGTAACCAAG\nGCAGATGTGTCTTTGTAATTTGAGGCCAGTTTGGTCTACATCATGAGGTTTTGGCCAGCC\nAGTGCTAAACAATGGAGACCTTGTCTTTTTGAAAAAAAATAATAATTTCAGCAATACAGT\nATATTAACATAGTAGTAGTAATTAACTCAGAATTTAATTAATAAAAAATTTTATCTTATA\nGCTGTCCTAGTTTATACTGTAGATGGTATAATGTTATTTAAAGAACTTTGGTGAAATAAA\nCTGGTGCTTTTAATGTCTCTGGATTGTACACTGAAGATAATTTCATGTGGTTTAAGCATG\nCACGCCAGTCATAGTTGCTCTTCCACTGCCCTGCTGTAAGAAGGTGCTTTAGGGGTCTAT\nTTGAACTGGCTTTCCGGGATGTTTGTGGGGTTTGTTTGGGATTTGGGGGGCGGGGTGATT\nGGGATTTGTTTGTTTGTTTGAAGTTTCTCTGCACAACCCTGGCTGTCCTAGGACTCACTG\nTGTAGACCAGGCTGGCCTCAAACTCAGATCCACCTAACTCTGCCTCCCAAGTGCTGGGAT\nGAAGGAAGGACTAGTAGTTTCTAGAAAAGGGTTCTAGCAGAAGAGAGGTGCAACCATTTG\nACTTCAGCCTCCCTATGGACCCAACACAGTGCTGAACATGGTAGAAGTAAAAGTTTAGAG\nAACATTTGGATTAGGATTAATAATCTTTACCACCTAGGTAGGAAAAATTGTTATTTTTCA\nGAGGTGTTTTTCTTTCTAGCAATACATAACTGGAGCTACCTTAATAGCCAGAATAATACA\nACAGTCACTCATTCAAAAGGTATTTGTTATTACATCTTCTAATGAACGGTGTTAGAAGCC\nAGGCGTGGTGGCACATGCCTTTAATCCCAGCACTTGGGAGGCAGAGGCAGGTGGATTTCT\nGAGTTCAAGGAAAGCCTGGTTTACAGAGTGAGTTCCAGGACAGCCAGGGATACACAGAGA\nAACCCTGTCTCGAAAAACCAAAAAAAAAAAAAAAAAAGAAAGAAAGAAAAGAAAGGTATT\nCGAGACATTCAGGATGCCAGTATAAACTGATTTCTTGAATCCCCTGCATATACACATGCA\nTCTGCATGAGACTCCACATCAGCATAGCACTGTCACTTCATAAGGTGCCAGCTTGAACAC\nATCTAGGAGGATACACCTAATCAGAATTCCCCAAACAAGGTGCATCACCCATGTTTCTAG\nCTCCAGTACCTGGCTGTGATAAACTTGTTTCTGCTCAGTTGCCAATCAGATATTTATGGG\nCACCCTTAGTTGCCAGATGATTTTAAATATAAACATGGTGATTGTACAGTTTGATTCTGC\nTGATGAAAATAAACTGCTAATTTTGGGGTGGGAATGCATTACTATTTTTAGGCCTCTAGG\nGTATCACTTGACAAGGTTTTAATGGATCTTCAGCAATAAGCACTGCTTTCTATTTTAGGG\nTTAGGAACAGGGAAATGTGAGCCTATGTTTTTGTATTTTTTTTGACTTATTGAAGAATGA\nATTGTCCATTTAAAATGTAATATATATATTTATTTAACACATGAATAACCGATAAAAGAA\nGGAATCCCTCTATAACCTTGTTGTTGGGCATAAAGATTAAGGCTTTTGTTTTAGGGAGCA\nTGGGGGAATGAATTAGTAATGGACAACCTCATAGTTCTTTTGGTTAAGCCAGTGGAGATG\nTATATCTCTCCATACTGTACAAAGGCAGAGCTCTTCAGCCTCTTAATTCACCCAGATGTT\nGGCTCCAGGACACAGGGCTGTTTGGCTTGAAAAGTCAGAACAGACAAAAGAGAGTGTATA\nGCCGTTAGTAAGGCACAAGCTGGAAGGCCAGCCTGGGATACATAGCAAATTTTAGCTCAG\nCCCCAGCCTGGATACTGAGATCTTATCTTTGAAACAAAATGAAAGGAAAGAAAACAAAGT\nAGGAAAGTAAAGTACATTTAAGGCTCTGACCTACTGGTTGAGCCTTTGACTGCTTCATAG\nATGATTCCTGTATTGGATGTGCTGAAAGGTAGGGGTTGGGACTTGGTTGGAGTTGGTTTT\nGTGGACTGGGGGTATTCCTGTGGGTAGTATCTTGCCCTAGCCCCTTTCCCATATTCTCCT\nTTCTGTGTATCCTGGTGGACCATTATAATGTTGTCCAGACGTTTTCATGCTGACCTGTAT\nGGTGCCAAACAGCAGTGAGTTGAACCCTCTGAAACCATAAGCCCAACCAAGTATTTACTC\nCTTTGTATTGTCCCTTATGTTGTTTTGGTCAACCACAAAAGTAACTATTATAGAGTCACA\nTTTGGAGTCTAACTTTGGGGCTTCCTGAGCTGGATTTATGTGATTCACTTATGTGGCTGG\nTAATTGATGTTGGAGCTGAGCCAGGAGCTCAGTTTTCAACTCAACCAAGAGTCCACATTG\nGCCTCACCATTATGGCAGGTTCTTATGTTATAAGAAAAGTAAAGGTGTATGGCCTTTTAT\nAACCTGGAAGTCACATAGTGTCACTTTCACTGTGGACAGAGCGTGTCAGAGAAAGTCAAA\nGGCCACCTAGATCCAAAGGGAGGGAAAACAGACTCCAGTTGAACATGAAAGATGATGTCA\nAAGAATTTGTGGGCTTGCTCTAACTGTGCTCACAGTGCAGCAGCATCAGGGACACATGGA\nCATCACTGTGCAGTTGTGGAAGGTGTGAATTAGTGTCTATTAAGGAGAGATGTCAGATTC\nTTTGTCCCTATGTTACTAGACTTTGGATATGACAGTTTGGTCCCTGACTAACATGTTCTA\nTTATATGAGGGCCTCTTGTGTTTATAATTTTCCCTGCTTAGAGCACTAAACTTTAAACCC\nATAGCTATGTGCATGCTAGACCAGTACTATACATTGAGATACATTGTGTATTTCTTCTAT\nGGGTTCTCACTGACTTGCCTGTGTTGGCCTTGAACTTGGGCTGTAGCTCAGGCTGGTATC\nCAACTTGCCATCTTCTTGCCTTATCTCCCTGTATGTATTTTGGAATGTTGAAGGCTCAGT\nATTTCATAAATGTACATTTGGTCCCAAATGGGTTAGAAAGCAAACATCTCAAAAGCCATA\nGAAAGGACAGGGTAAAAATGTAGAATATTTGTGTCATTTTGACACAATATGTGAGCAAAA\nTTTAAAAGCAATCCACGGGGGAAAGCATTTATACTTTAGATTACATAATACTTTCTAAAA\nAGATACCATCAAGTGAAATTTTAAACAAACTGAGTAAAATATGATCTAAACAACTGACAG\nATGCTAGATGATACAAAGTCTGGCTCTAGGCTCTAGATTAGCTTCTGGAGAGATGGCCCA\nGTGGATAAAGTGCTTATCATAGAAGTATGAGGATACTCCAGAACCAAAAAAACCAAGCAG\nATATGGACATCAGCTGTAATTCCAACAGTTTGGAGGCAGACTGGGGGGGATCACCTAAGT\nAAGCAGACTACCTAGACTAAGTAAAAATGAATGAACGTTAGGTTCAGGGAGAGACCCTGC\nCTCAGTAAGCCAGGAGGAAAGCAATCAGGGAAGACATCCAATATCAGCTTTGGCCTGACA\nCATGTGCACATGTATACATGCATACACATGTATATACACCATATACATATACTTAAGAGA\nAATGAGAACGTGTTGAGTATAAATGATAGGTGTTAATACTTTTTCATAAATGATGCCTAT\nAAATTATTTTTAGGAATGGCTAATAGAAAGGGGACATAGAGGAACAGTTGTTGAAACAAC\nATAACCAACAGGAAAAAAATATCTACCCAAGTCTTGATTAAATGTGTAAATGAAGTCTAT\nGGTGAGTTTTCCTCAGCCCCATATATAAGATTATTTCATATAAGAAAAAAAAATGATACA\nCGTACATTACTGCTGACAGTGGAGAATATTTTTCATGCTAGAGAGAATGGAAATCAGTAC\nATTATTTAGAGAAGAGTCCTCATTACTTACCCACACTCGAAGTCTGGTCTTTGACCTAGC\nATTGCTACCTGTGGACAAACCAGCCTGAAAGTAGGACGATAGATATACTGAAACACTTGT\nGCACCAACAGCCTTTCTTGTATAGGAGTGTGTCAGCAAACCCTGGCCAGTCTCCATGGTA\nGATTACCTGCAGCTGGTGAGCAGTGAGGTAGCTTAGAATCCTAGGAAACACTGGAAGTGC\nAAGGATAGAATAGAGCAGGTTTCACAACTTTGTTTCTGACCGTGTTTTTGTTAGAAAATA\nTTATGAAAATGAAAATATGATTAGAAAGACACTTTTGTAAGCAAATAACCAGAAAAACAG\nTATCTTAAGGCCGTGAGTATGCATTAATGAGATCTGAGTCTTGGTGGAAGACTACAGTAT\nATATGCTAATTAGATATAAACTAAGAAAGCAAATAAGCGGGGGCAGATTGATTTACAACA\nGTGGAGCAGAACCATTTGCTTTCATTACTTTCCCTGCATAGGCAAAAAGAAGCTAATTTC\nTGTGTTAAATTTTAATTTACCTTCTAGGAAAATTATAGTAGAGTAAGCCTCAGTAAGTGA\nAAATTTTTAATCCTGTGTCTCTCTCTTTTGTATTCTTTTTCTTTTCCAGAATATAGCAGT\nATAAAGGGTTCCAAACAAAAATGTCTTACCCAATAATGTTTTAATACTTAGGAGTTTTTG\nTTAAATTTTGCATCTGTGCATGTGTGTATGTGTGTGAGAGCACATACACACATACATTAA\nTGTGCCTGTGAAGGTCAGGACAACTTGAGGGAAATCAGTTCCATTTTCTATCCTATGGGC\nCCCAGGGTTTGAATTCAGTCTGTCAGGTACCTTTACCTACTAAGACAATAAACCTTGGAG\nGGTTTTATTGGTTGAGGTAAAAAAATTTTAATCAAAAGAAATTTCCTCCTGTGGAAAATG\nAGTTTCTTTTGTTTCTATTGCTTCAGGGTAAGTATTTTGATGGACTAGTGACATAAATCA\nCTAGCAAGTAGAGTACTGGTCTAGTATGTGCAAAGCCAAATAAATGAAGATGGATAGTGT\nCGTACCAAAGAGGTATCTATAACACCTATTTTTAGTGCATATAAGTCTTTTTAAAAATAT\nATTTCACCCATGGAAGGAGTTACAGAGACAAAGTTTGGAGCTGAGACAAAAGGATGGACC\nATCTAGAGACTGCCATATCCAGGGATCCATCCCATAATCAGCATCCAAACGCTGACACCA\nTTGTATACACTAGCAAGATTTTGCTGAAAGGACCCTGATATAGCTATCTCTTGTGAGACT\nATGCCGGGGCCTAGCAAACACAGAAGTGGATGCTCACAGTCAGCTATTGGATGGATCACA\nGGGCCCCCAATGGAGGAGCTAGAGAAAGTATCCAAGGAGCTAAAGAGATCTGCAACCCTG\nTAGGTGCAACAACATTATGAACTAACCAGTACCCCGTAGCTCTTAACTCTAGCTGCATAT\nGTATCAAAAGATGGCCTAGTCGGCCATCACTGCAAAGAGAGGCCCATTGGACTTGAAAAC\nTTTATATGCCCCAGTACAGGGGAATGCCAGGGCCAAAAAGTGGGAATGGGTGGGTAGGGG\nAGTGGGGGGGAGGGTATGGGGGACTTTTGGGATAGCATTGTAAATGTAAATGAGGAAAAT\nACCTAATTAAAAAAGAAAGAAAGGAAAGAATATATATTTTTTTTTCAGTGCCTATGAATG\nGCATGTGTGCATGTATGTATACCACATGCATGCCTGGTACCCTTACTGGCCAGAGAGTTA\nGATCATTGGATCCTCTGAAACTTGAGTTACAGGCAGTTCTGAGTGCCATGTGGCTTATTG\nGAACCAAACCCAGTTTTTCTACAGGAGTAGCCAATGTGCTTAACCTCAGGACCATCTCTC\nTAGCCTTAGGTATATGTCTAGGGGCTACTACTGAGTTGTAGAGAAGGAGTAACTCTGAAT\nGTTCTTTGGCTTCAGTTATGAATGTGGCTTGTATCTAGTTTTTTATGTTTAGAAGATACC\nTGAGCACCTGCCATGTAACATAGGAAGAAACAGCGTTTGCTCATGTAAAACTCACCCTGA\nCACTGTCATATCCACACATCCTAACGTAGCTGTCCTTCACTGTGCAGATCACGTGTTTTC\nTAAGTAATGGTGTTTATGCAACTCAGTTTTATATAATGATGGTTTCCCTTTCATTTCTTT\nTACTTTCCTTGAATTTCCTACAGAAGCCCTGGAGGGGATTTGGGAGCAAAAAAGAAAAAG\nAAGAAACAAAAGAGAAAAAAGGAGAAGCCAAATTCTGGGGGTACCAAGTCCGACTCTGCA\nTCTGACTCCCAGGAGATTAAGATTCAGCAGTCTTCTAAAGTGAGAGCCTGTTTCCTTGCC\nACAGCTGTTTCTCCCCAATGAAGAAGAGATGGGGTCTGGGTGGGGTAGATGTGTAGCTAG\nTGTTTTCTTTGACTGTGTGTTGAATGACAGGACTAACTGGAGGGTGTTTACAGCCTCCCT\nGAAGTTGTGGCATCCACATAACCAAGAGGTGCATACTCTGTGTGTGTGTGTGTGTGTGTG\nTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTAGCATCTCATTTCTCCTTCTCTTTGTAGT\nAGTATGTAGATCGTAGTCATAAAAGTCTCTGGGAGCCTGGTAGTAGAAAGTTTGTTTTTT\nTGTTGTTGTTGTTTAGTTTTTGCTTTTGTTTTTGTTGCTTTGAAGTTACACTTAATCTGT\nGATTACTTTTGGTTCAGAAGATATTCACATTTTAATTTTTCTGGGTGTCTGTCTAATTAC\nCTGCATAGCACAACGCCATCTGGCAGCAGATTTCAGCAGGAGCAGCCATGGGTAAGTCTT\nCTGTTGACTTTGAATCGGCCTGGTCTGCAGTGGTCATCCATCATGCCATTGCAAGGGTGG\nGGAACACCTTCTCATGTTCTTCTCCCTTAGGATATACCTATTTTAATCCAAACTAGTTGT\nCCTTCTGGTCCTATGTTGGCAGATAGCCTGCTGAACAGAAGGCTAGTAGTGCTGTATGTG\nGGTCTGGTGATGCTGTTGGCAGTCACCCCCATTTGTGGAGATTCCTTCTTCCTACCACAC\nAGGACAACACAGGCTTGGTAGTTCAGGAAACCAGAGCCAAAGGAGCTGAGTTAGAAACAT\nAACAAGAAAGATGGCTTTGATGGTTATAGCTTCAAGAACATCGTTCTGGTCAGGGTAGCC\nCTGGGACCTGGCACTTGGCCCAGGCTCCATTACTCATCTCCAGACTGCATCTCTTTGAGC\nTGATCCTTATCCTGGAAAGCCCATTTCCTTCCCCAAGTCTATAAGGCTGTAATGAAGTTA\nAAATGAGATTGCTCTTATGAAGATTGCTTCGTACAGTGCACTCCACAGAAGGCAGTACCT\nGCAAATTTTGTGGATTTCAGATTTTTTCATATGAAGTTTTTATTATGTCATATAAGTCAG\nTCTGTGGGTAGTTTTGTCATTGGTGGTACCTGCTTTATATGAAACAACCAGCGTCTCTGA\nGAAGGATAATTACTCGCCTCAGTGACTGAGGGAGAGAACAAAGTCGATGGAGCCTTCCTC\nCCCAGCTTCCCTCTGGGTCTCACGTGATCAGTGTTCCACTAAACATAACTTCCAAGATAA\nATTGGGAAATCGCCATCAGCTTGCAAATATTTTTCTCATTTCTTGGTGTTGCTTCAGCAG\nATAAACGCATCACTTACCTGCAGTGTGGGTGGCTCTTTGCTTCTACCATGCCATTGGCTT\nTACCCATCCCTTTACCCTCAGGGATTCTAAGCACTTCCTTTCCACTCTGGTCACTGAAGA\nAACTGCAGCCAATTGAGTGGGAGGAACTACTGTTAGCATATATGGTAGAGAGGGAGTTTT\nCTTTGGTTGGTTTTGTTTTGTTAATTAGAAGCTAGCCAACAGTGTTTTAGTGGGGGCTTT\nTGTCCATTGTATTTTCTTTTTAAACTGGGGCACCCTCCTCCCATAAATTTATGGCAGTAG\nTAGTAGATAATGTCATACTATTACAGTGGACTACACTTAGAAAATAATTGGTCTGTAGTC\nAAAGATTAAAATTAAAATATTTGTCTGGATTCTTAACATTGGTATACGTGGTACTGGGTA\nTTGAACCCAGAGCTTTATGCATGCCAGGCAAGCACTTTACCTGCCTGACCCATACATAGC\nCCCAACCCTTTCTTACAGACTTTTTAGTAGCAGAAGACTTGGACAAATTTTTCCTAAGGT\nCTTCAGTTTAGAAAGTAATGGGCACAGGATGTAGTTGGTATTTAGTATTCTTTAGGAAGC\nAGCTTTACCAAGAAGGAATTCCTGCTGCTTCGGTAAGAACGTAGTAGTGGGCAGTTAACT\nGGGGGCTAATGCACATTCTCGCCTTTCTCCCCAGGTGGTGATACTATGGAAGGTGAATGG\nATAGATTTAAGAATGTATCATAAGGTGAGCGTGGTGGCGCCCGCCTATAATCCCAGCACC\nCAGGAGGCGTAGGCAGGATGATTGTGAGTTCGAGGCCAGCCAGAGCTACATAGGGAGACC\nTTGTCTCAAAAAAGAAAAATAAAATTAATCCTCTGGCCCAGTGGTTGAGCATAATGTGCA\nAGGTTTGCATTTAATCTCCAGCACCTCAGAAATAATCAGAGGTTCCAAAAAAAAAAAGAG\nATGAACTGAATTTCCTTAATTCGACATTATAGGTTTGAAAATTATTCTTATTTGCACCTA\nTTTTTAGAACACATTTAAATAGTGAGCATTAGGATATAAATGTGTCACAGATGGCTGTTA\nCTTGTAGCACAGCCTGGTGATAGGTAACACTATAAACTACTTTAGGGTCTTCCTGGAGCT\nGGGATATCATTTGCTCCTTCAGGACCAAGATACTGCTTCATGATTACTGCAAAGGAATTT\nGCTTTTAATGTGTCTTGAAAAATTTCACTCCGCTATCAGAAAAGAAAATTACTGAAACAA\nACTAGGCTCTATAACCAGGTATATATATATTTTTTTAAGCCTGGATTCTGCTTTGCATTT\nTCAAGCCAGGTTAAATGTATCTTCAAGCATTGTTATTGAACTGTGTTGTAAAGCTTGGTT\nTCTGTTGTAGGTCTCATAGTAGACTGTGCTAGAAGTTCAAGAGGCTATTAATTTATCAGT\nTTAAAGTATTGGAGAGTGAAACAGACCCAAGATTTTAAAAAAAAGTTGTTGTTTTTTTTT\nAAATTAAAGCTAAACACTTCACATGAAGTTATGGATATGAAATCAGCAGGCCAAAAGAAC\nAACTGGAATTAAAACAATTTACATATATGAGCTAAAATTTCCGAGATACAAACTGTTGTA\nTTCAGTGAAATGAACAATGTGGCTGAAAAAACTGCAGAGCCAAGTGCTGTGGTTCATGCC\nTGTAACAGTTCCTATGGGAGAGGCCAATCTAAGAGGATCTCAAAGTCAGGGTCAGCCTGG\nGCAGTGAGTGAAACCCTGTCTCAGCTTCTTAAAAAGCTGAGACTATAGCTCAGTGGTAGA\nGCATTGCCTTTCTAGCATGTATGCGGCTCTAGGTCTAATTCCTAGTACCACTCCCAAAAG\nTGAGAGGAGAGAAGAGAGAGAAAGAAGTGCAGTGTTTAGAACAGGAGCATTTTATCTTTA\nACTTGTATATGTCATTAAGGTATGGCTTCATGGGTTTCGTCCTGATTAGTGTAAGATTGC\nTGAGTGGAGGCTGTGTGCCATTGGCCTGCTGCAGCGTAGTAAACAGGGAGAGCCCAGGAG\nAGCCAGCCCATGCTTTGCACTTCACATGGAGACATTTCCCAGGTTATAATAGACTTATCT\nAGAACACAGATTTCAAACTCAGAATTGAGCAGAAAGCCAAAGTTGCTGCTTTACCATGGA\nGGGTTCATGGTCCCTTTGCTACATACTCAGAGTGCTGATAACACAGCAAAACATAAGGGC\nTCTGAGATGTCTTCTAACCACTTCTAAATCACAATGGGAAGGGATTATTTGAGCAGTATC\nAAAATCCTTAAACTCACTTATTTTGTTGGAAAAAAAAAGCCACTGATTTCTGTATCCAGT\nCCCATGTGCAGTGTCTTATTTCGAATGTAGTCTCAGTTTCTGTGTATTATTTATTACACT\nTGCAGAATTCAATACCTGGGAAATCTGCAAGGGAAAAAGCAAATACTAGCCTTCTTACAA\nTTTAAAACTATCGCCCACTTTATCGATAAGAATCTGTTTTCCCTAAAAATGAGGCTAGAT\nTTGCACACTTGTGTTGGGAGAACAAGCCGTGGGTGCCGAGGATCAGGATTTGCAGGAGGC\nTTCTTATCTGCCTTCTGTCTCAGGGTTCCTCCAGTGAGAGAAAGGCTGGTGTGGTCCAGG\nAGGGAGCAGCAGAAGGGTTCAGTGGGTTCTTCTTAACCATTTCCTTCCCAGCATAGCCCT\nAAGGTTCTCTTTCTTTCTCTTCCCTTCCTTCCCTTCTAATCATCTCTTGTCTGTCTAGTT\nTCTGTTCTAGAACTTGTTTCCTCTGCCCTTCCATTGCTGCCGCAGAGCATTAACGCTAAC\nAGCACAACCGAGGCTCCTGGCTGCCTGGCTGCTGTGTGACAGTAATGCATGCCTGCATGT\nCACCCTTTGCCTTCTTTTCCCAAAGGAACAGTGGGAGCAGCACAGATGGGCGGGATCCTG\nAAGCAGAGGGTGCTTCTGTGTACTTAGCATTCCCAAACTGGCAGAGCCCCCGTTGAAACG\nGCAGCCCACTGGTAACCTGCAACAGTACCGCTGTTTCATCTCAGTATACCCACAGCTAGC\nCTTTAGCAGGCTTCCAGGAGGTGGGGCAGTGTTGGAGGCCAATACACACAGTTGCCCTGT\nGTTCAAAGGCAGTGGAAGCTTCCTTATGTCGTGTGTCTCTTTATGTCTGCCCTTCTAGAA\nTCCCACCATCCCTATTCAGAAGCTACAAGACATCCAGAGAGCAATGGAGCTGCTGTCTGC\nATGCCAAGGCCCAGCCAGGAACATTGATGAGGCCACAAAACGCAGATACCAGTTTTGGGA\nCACACAGCCAGTGCCCAAATTGAGTAAGCTCATATGTGTGTTTCCACAAGTCAGAGTTAA\nGAGACTTCAGTCTTGTGTCACTCAAAATTAACACAAAAGCTAGTATATGTCTTCTTAAAG\nTATATATATACTAGGTAGGGATATTGGTTTTCAGTATCGTTGATTGTAGCCTAATTGCTC\nTTCCTGTTACATTATCCAATTTTTCCATATTTGAAATGTATATTGTATATATTATAATTT\nCCTATTAAACATTCCTATGTGTATGCATATAATATGCTATATAATACATTGTATAGTAAA\nAAATATGCTATACATGATGTATAATATATAGCATATATATACTGCACAGAAGCAAAGTGT\nTTTTTCTCTTCATTCTTATTCTTCTCTTCTGAGCTTCATGAAGTTGATTTTTTTTTTCCT\nATATGTTATATTTTTAAGATTTTTGTATTTCCATTGGAATAAAATGACCATTTTGCTTGT\nTCACACCATATGTATGCTTGGTGTCCATAGAGGCCAGAAGAAGTCTGGATTCCCTGAAAT\nTGTTAAAAATAATTTTGAGGGGGCTGGAGCGATGGCTCAAGCTCTTAAGAGCACTGACTG\nCTCTTCCAGAAATCCTGAGTTCAGTTCCCAGCAACCACATGGTGACTCACAACCATCCTT\nTTAGGTGATCTGATGCCCTCTTATGGCATGCAGGTATATATGCAGATACTTTTTTTTTTA\nAAGTTTTGAAGTACCATGTGGATGCTAAGAACCAAACTTGGGTCCTCTGCTAGAGCAGTG\nAGTGTTCTTAATCACTGAGCCATTGCTCTAGCAACCCTCTCCTCACTACATTAGTTTTTA\nGGTTTTTCCATGCCTCAGGTATTCTAAAGGATTCAGAAAAGAACTTTCCTATAATAGCTT\nACTAACTGGATAATTGCATACTTCTAACCAGGATTCTGAACACACTGTAGTGACATATCA\nATCACATATCATAGGGAAGTTAGGGTCCTCTTTGAAAGTAAAGACTCTTGTTGGCTCTGC\nTCATGTAAAGAATTATAACTGGGTCTTGTTCCTGGAATCAGGCCTGCTCTATCAAATACC\nATTTAAGACTTCTCCCAATTAACTTGCTATAGACATAATTTCTCTCTCATTCTGCATAGG\nTCATACAGTTGTCATGAAAGTGTTCAAATTACATGGCAGTATGAATGTCCTACTTTGACT\nTAGAACTGTGCGTACTTAGGTTTTGGTTATTTAGGTTCCAAATAGCATAGGAAGGGTCAT\nTTGTCACCCAAAACTCTGAAGCAGCCCAATAATATACAGATAATCCATTTTGTCGTTATA\nACTCAAAGAGTAACATTTTTCTGAGCATTGAAGTATCAGTTTTATGCTTCCCAATCCTTT\nCCTATACATAACTACCCCAACAGCTTAAAAAGAGTAAGAGTCTAAGTAGGGGAGGAAGGA\nAGAAGAAGGGAGCGTTAGAAGCATACCTCAGTGGAAAGCACTGGCTTAGAGCGTGGGAAG\nCCCTGGAGGAGTCATCCCTTGCTCTAGAGGGGAAAGTATGCTTTTTATCTTTCAACTTCT\nAGAAATGTGTCTGCTAATGAAAGAATATTCTTTAGAATACGTTTACAAAGTCTTTAATGA\nCACTGAATTAAATGAGTATTAAGTGAAGCATCTAGGTTTAGTGATCTGATGAACGAGGTG\nTAGCTGAGTGGTTCACCAGATACTTTCTGCCCTCCAGAGAAGAAAACAGCTAACCTCAGG\nCTTCCTTTTGGGAAGGATTGCTTGGTGCTCATCCTGCTTTTCTCCTTGCCCTAATTCTTT\nGCAAGGCTCTTGGAATGCTGGAGCTCTTGGTGCACCTTGGTTGAGTCAGAGGCCATATCT\nGGTTGTAAAACCTTATTGTTAGGGAAAGGAAGGACTGACTGAGATGCACATGTAATAGAG\nGTGTCTCTAGTCCCATCTGTCTGAGGATTGCACAAACACACAGCTGTTCTGAACTGCCTG\nCATGGGTTCATCTTGTAAGCCAAGCCTTAAACAGTCTTCATGGGAACACTGTCAGGGAAT\nGGCCAGGAGTTGGGCCATGTGGACTTCCCTGAGGCTATCTGAGGAGCTGATATAGGTTAT\nACACATCTCATAGAAGGATTCTGTAACAGATGGACTAGACCCTGAGGGTCCTTACTCAGC\nAGATAGAAAATGCCAGACACAGCATGGGTGCAGGTCAAGAAATGCTGATGGGAAGTGGAC\nCGAAGTAGAAGAGACATATTAGGTGGCCACGCAGAGCAGGTTTAGATATCTTTCATAGGA\nAAAAGCTTTAGTTGTTGAAAGATGCTGGGAGAAAATGACTTGTGAGCTTCTGAGAAAATC\nCCAGGGACTGATATCTTGATGACCAGAGGACAAGGTTCAGGAAAAAAAGGAATACCCTGA\nGCCACGGCAAGCTCTTAAGGTCAAATGCTACCAAACTGGCAAAGGAACGTAGAGGATATG\nAGAGGCCATTTCTAAGGCTGTTTTATCAAGCCTGTATCACTTACAGTGTGACAGTATACT\nGTAACCTAGGACTGAGGCTGAGAAATTATTACCATTTTTATAATGTCATCAGGTGACGTG\nACATACAGTTCCCCCTTGATTTAACTGATAAAATAACATTCCAAAGGAATCCACAAGGAT\nTGTTAATTATTACTATATAGGATTATTAATAATATTATTTAATACCATTGTTATATAATA\nAAGCATGTACTAATACAGCTGCTATTAAGATTACTATTATTAATTGGATTATTCTGAGCC\nCAAGAATCCTAAATCTGAAAGTATTCTTTCACTTCTATTGCTAACTATTTGGGATTAACA\nGACTTCTGTGAAATGTAATATCCTCTTTTTTTTCTCTATTTCTCCAGATGAAGTCATAAC\nATCTCATGGTGCAATTGAACCAGACAAAGACAATATCCGCCAGGAACCATATTCTTTGCC\nGCAAGGTTTTATGTGGGACACTTTAGACTTGAGTAATGCCGAAGTGGTAAGACTTTAACT\nCAACACCTGCATTCAAACACATTGTGTCTAAGGTGCAGAGCGCCTTAAATAGGACATTTG\nCTTTGTCTTGTAGCTGAAGGAGCTGTATACGTTGCTGAATGAGAATTATGTGGAAGACGA\nTGACAATATGTTCCGCTTTGACTATTCACCTGAGTTTCTGCTGTGGTATGCCTGGCTGGT\nCATGGGCCATTGGTGGATTGCTGAATCAGGAGGTCTCCTTTTGTTCCTATGGTCTTAGAT\nATTAACTAGTGTGTTTCTCTTCTCTACTTCAGGGCTCTGCGCCCCCCAGGATGGCTTCTG\nCAGTGGCACTGTGGAGTCCGAGTGTCTTCAAATAAAAAGTTAGTAGGTTTCATAAGTGCC\nATTCCAGCAAACATCCGAATTTATGATAGGTATGTGTTAAAGCTTGTGCATGTTTGTGTG\nTCCTCCAAATTATAATTAAACCAGGTTTTTAAAAATTACAGTCCAGAGCTAGGTGACAGC\nTTAGCAAAAAGTACACACTGTGCAAGCATGAAGACCTGAATTTGTATCCCTAGCACTCAC\nTCCTATCCAACGCCAGGGGCTGGGATGCACGCCTGTAATCCTGGAGTTAGTGGGGCACAG\nACAGGAGGGTATGGGGGGTCCAAACTACCCAAATCAGCAAGCTCCAGGTTCAGTGTTCCA\nTCCTGTCTCAAAGAAAAAATTATGGTGAGCTGTTGAGGAGATACTAGATAATGACCTTTG\nGTGTTGTCGGCTTGTGTTATGTAGTACAATTCTGACTCAGGAAACCAAAGGACAGGAAAT\nATAATTTATTGTAGAGTGGCTGCCTAGTGTGTTTGAGGCTTTGGGTTTCTAGTGCCAAAC\nTAAGTCAATGAATGGTAGATAGCTCAGTAGGACTACTGGGAGTAAGGTTGCTCAGAAGAG\nCTGTTTAGGAGTGCGTTGTACTTAACAGTTGGAGAAGAGATGAGAGAGCAGTGCAGTCTG\nTCTGTCCTTCTATTATCCTCCACTTTCCTACCCATCATCCTTTCCTGTCTTTTTTTTTTC\nTTATTTTTCTTCCACTTTCTGCCTCTCAGTCTCCTACATGTACACACATGTATATATGTC\nTGTATGTATGCATGCATGTATGTATGTACTATGTATAGAATAAAGCCATCAATAAGTACT\nTCTTTAAAAATTAGCAATTTTAGAGGGAATTATAAACTCTCTGCATGATGACTGTGTTAC\nATTTTAGCTTTGGATTGCCAACCCTGATAGTCAGATACTCATTTGTGAAGAGGTCTAATA\nGTGAATGTCTATTTATCATAGTGAACTGCCTAGCTGACTGATATGAACATGTGCTTTTAG\nAATCTTACTCCCAGTAGTTTGGATCTGTTCTTTGGTTTCCTGAGTCAGAACTGTACTACA\nTAACACAAGCCGACAACACCAAAGGTCATTATCTAGTATCTCCTCAACAGCTCGCCATAA\nTTTTTTCTTTGAGACAGGATGGAACACTGAACCTGGAGCTTGCTGATTTGGGTAGTTTGG\nACACCCCCATACCCTCCTGTCTGTGCCCCACTAACTCCAGGATTACAGGCGTGATTTAAA\nTAAAATACATGCATACCCGAAGTCAGGACTGAGCTTTGAAGCTCTGGGAGGCTTATAGTA\nGCTTGGAAAAGTGTCAGCTCTATCTAATCATGGCCCTTCTTGGGTCTTGGGAAATCTGTG\nTTATGTTCTGGCACATTACCTTGCCATTTCTACACTGGGCAGGCCCGGAGTGCTGGGTGG\nGGTGGGAGTTTGTGTTTAGTTGTGGATTTTTCACCCCCTGCATTTATGTATGTTGCAGGA\nAAAATAAAGGAACCTTCTGAGGCATATCTGATCCAACATCCAATTTAGACCATCTAAAAT\nTGACCAAAGTTTTAAATTCTGATTAAGATCTTGGAGGCCAAGTCTCCCTGGCCTAGAGTT\nGATCATTTTGGCAATGGATATGGAAAATGGTATCCGGTCTGAGCTTGCAAAGTGCCTACA\nCAATGTGGTTTTTTTCTTGAATGTTATGTTACAGGATGTCTTTCATGGTCTTATTCTTTG\nGAACTTTATGAGAGTGTTGCCTTGCTTTTTTTAAGTGTGAGCTGATTGTCCCATCTGTTT\nGTCAGTGTGAAGAGGATGGTAGAAATCAACTTTCTTTGTGTCCATAAGAAACTGAGATCA\nAAACGGGTAGCCCCAGTGTTGATTCGAGAAATAACCAGAAGAGTGAACCTGGAAGGCATC\nTTTCAGGCTGTGTATACTGCGGGAGTAGTTCTTCCTAAGCCTGTGGCCACTTGCAGGTAA\nTAGCATCACGTAGACATCAGTTGCGGGGGGGTGGGAGGGGTGGGATGGGGTGGGATGGGG\nTGTTGCTTACTACCATCTTGCTAGATACATTGCTCTCCTGATACAATCCACAGGAATTTG\nGGCTTGCTGGGGATAGTAGTTTGCTGGTAACTGAGGAGACAAAACTAGAACCATTGAGCT\nTAATATTCAGTGTATCATATTTTAAAAGTAAACTTTACCCAATAATGCTGCGTAAATTTG\nTCTCCATTTCTACTTCACTGAACGATGAGACCATCTGTGCATGAGAAATCTATGCATTGC\nAGTCTTAGAATATGTCTAGCTGTTTTCTGTCAGCATCTAAACTCAGTTTTCTGCTGCTCT\nGCGGTTGGTCTGAACTGTTGTGAGAACCTTACAATATCATATCAGTTCAGATCTGCAGAT\nGGGCCTGTTGGCTAAGAAAGAAGGTTTGTGCTGTTTTATAAGACTTTTTAACTAGCCAGG\nCTCTCAGAGTTACTGGAGTACTCTGAGAGCCTCCAGTTAGACTGTTCTTTGACTAACCTG\nCTTTTAAGACATCAAAAATTATCTCCTTCCACAGTATCTCTTGATTCAAGTAGGACTAAC\nCTTGGAATCAATATAGTACAAAACTATAAAATTGCTATAACTTACTAAATTATTACATTT\nGTAAATAGAAAAATGGGCATCACATGTTTATTTTAGTACAAATAATATATATCAAAACTA\nGAGTCAGCCAGGCGAGGTGGCGCATGCCTTTAGTCCCAGCACTCGGGAGGCAGAGGCAGG\nCAGATTTCTGAGTTCTAGGCCAGCCTGGTCTACAGAGTGAGTTCTAGGACAGCCAGGACT\nACACAGAGAATCCCTGTCTCGAAAAACCAAAAAAACAAAAACAAAAACAAAACTAAAGTC\nACATAAATTTAAGGACTTCTTCAGAATTATTTTCTTCAGTGAGTACCCTATAACATACTA\nTTTTATTTTGCAGGAATATTTTCATGATCTTAAACTTACTGATTCACTTCACATAAAATC\nATGAGGCTCATTAAGAATTTGCATATCTCTTTTATTAAGTAAAATGCAAAATATTAAAAA\nTGCAGTATTCTTCTTTAGGGAAAGAGATGAAAGGCCAAGATTCCAAAGGAGCATAACTCG\nCAATGCAAATCAATTTTATGAGTCAGTTTTGTTTTGCTTTTTAATCTTCAAGCCCATCAC\nTGTGCTGGGTACAGTATTAGTAGATGCTTCTGAAACAGCTAAGACAAAGTGGAACCTTGG\nTTGTCTTCCAGGTATTGGCACCGATCCCTAAACCCCAGGAAACTGGTGGAAGTGAAATTT\nTCTCACCTGAGTAGAAACATGACCTTACAGAGAACGATGAAGCTTTACAGACTTCCAGAT\nGTAAGTAAGGGGCATGTGCGACTTTCTGAGTTGGCAACCACCGAAACTGTTGATGCAGAA\nGAGCAGTACTGGCCTCAGACCGAAGCTGTGCTTGTGGGAAAGGAGGCTGCTGCAACAGGA\nATGAACGCTGTGGGGCTCGATCAAGCTAGGAAAAGGGGGATTTCAGTCTTTTAAGTTCAT\nGGGTTCAGAGTTGTATGAGATTAACTGCAAGTCAAGGGAGTTTTGCATTTTGGGGTAATT\nTTTCATTTGGGGGTATTGCTTCTTAAGTAATGAAGAAGAAAAATCCAAGCCGCCCCTGAC\nATCTTACCACCATAGAACTCAGGGTTTGGATTTAAAGAAGAAGGTAAGGAGGTGGAAATA\nATGTTATATTCAGTTGTCACCTTAAAAGTTTAACTCCTGTATTGCTCATAGTGACTTAGA\nACTGACTGTGTAGCCTAGACTGGCCTCAAAAGCTCAAAATATACATGCCTTCGTGTCCCA\nGAGGGTGTGATTATAGGCCTATGCACCAGTCTTGGAGGTTGTCTTGTGGTTTTTTTGTTT\nGTTTGTATGATGTATGTAGTGTATGTTCATGTTAATATGTGTATGGGTGCCCACGAGGTA\nAATCTGCATGTGAAGTCAGTGACATGTCAGCATCTTTCTCTGTCACTTTCCATTTTACTG\nATTGAGTCGGGGTCTTTCTCGCTGAACTGGGATTCAGTTAGCCTAGCTAGCAAGCTTACC\nCTAGGGTTCCTATCTCTGCCTTCTGAAAGCTGGGATTACAGTTAGGCCACCAGACCCATG\nTGCGTGCTGGAAGTTAAAACTCGGAGTTCTCAGGTTTGTGCAGCCAGTGCTATATCCACT\nAAGTCACTACCCTTCCCCTTCATCTTTGTAAACTACTATGTTCACAATGGAAAGGACTGT\nCTTAGTTTTAAATTTTTAAACTTTAAAGTATAGTTAAACAATGTATTGTGTGTCTCTTGG\nTGATTTTCACAACTGAGCAGCTTCAAACAGTATGTTTAGGCCAGTCATATTAGCACATTC\nCTGTGATCCTAGCACTTATAAGACTGAAATAGAATAGAGAGTTCAGGGCCAGTCTGCGCT\nACATGACTCAGCAGTTAATAGCACTGGTCCCCACATGGTAGCTCATACCATCTGTAATTA\nCAGTCCCAGGGAACTTGACACCCTTTTCTGGCCTCTGAACTATATACATGGAGTGCATGA\nATGTACATGCAGATTTGTTGATTCCAACAGCTTCTTTCTCCTGGACTGGTTCCACTCTCT\nGTTAGCAGCTTTCCTCAGCAGGTATGCCATGGCTAATATCTTGGGGTCTCCAAGGCAACT\nTCAGTGTTAAAACTTCTTGTTCCAATGTCTACAATCCACACATGACTTTCTGGGCTCCTC\nTAAAGGGCTTGTGTCACGTCTCCAGCTCTGCCCTCTGTAGCACTCTAAGATCAGGTTGAC\nTCTACTTCACTGCTCCTACTGTTCTTGGTAGTCATTCTATGGTACTGGCATCTCCAACAC\nACTAGGGTCTTCTGCTGTAACTAGGCTTCATCAATAGCCTCTCATAGATAGACTCCCTTC\nATGGTGCCAAGCCTAAACTTCTTTGCATGACCCCTTCAGTCCTGGGCCATCAACTCAAAA\nGCATTTCCCAGATTTCACCTCAGTGATGCTGGTCTCTTAATTACTGCTAATTTTTTAGCT\nCAGGCTAATCAGCATTAATTGTCCCAGTAGTCTCTTTCTACTCTATAGCCAGCTTTCTGT\nTTTCCAACTCCTTCACTGCCTAAGCTTGGCTGTCCTGGAACTTGCTCTGTAGATTGACCT\nTGAACTTGGAGATTTTCATGGCTCTGTCACCTGAATGCTGGGATTAAAGGCGTGTACAAC\nCATGCCTGGATCTAAGCTTTCTCTACTTGGAACTTGATTTGTACCAGGCTGGTCTTGAAC\nTCAGAGATCTGCATATCTCTGTCTCCTTCATGGCCACTATTCTTCAAGATCCAGATCAAA\nAGCCTGTGTCCTCCATTTCTGGATTGTATTTATTCCAGACTAAATATCCAAATGAAAGCA\nATAGCCAGGTAATAATAACACCTAGATAAAACAATTACTTGTTCAATGACAAATACATAA\nGTAATAAGTTTAAGTGGGTGGGATCTTGTCACTACTCCCTCAATGTGTTTATCTCCTCAA\nACACAGGATTTAGCTCCATTGCACTTCCTGTTGCCCTTTTATTACTAGAACCACACATTT\nTGTATTTGTTTTTTCTTTCTAAGCTTGCTATGGCTCATCAACATGTTCTTGAGACTAAAC\nCACAGCACAGAGTCTAAACTGGATTTTTTTTGAGACCTCCTTTGCCAATGGAATTAATTT\nGACTCTCTCTACTTAAACCTCAGGCAGTCTTTGAACAAGGGCAAAAAATAGCCACATTCC\nTCACCAAAATATAACAGTTTCTCTTGGACACATATTAAAATTCTTCTCCTCTGAAACCTC\nTAGAGCCAGGCTTCCATAGTTAAAATCACTCTCAGCAACAAAGTCTTCCACATTCCTACT\nAGGATAGCCCATTAAGCCCCACTTTAAGCATTCCACTGCTTTCTAAATCCAGAGTCCCGA\nAATCCACATTCTTCCAAACAAAAGCATGGTCAGGCCTATCACAGCAATACCCCAGTCTCT\nGGTACCAACTTCTGTCTTAGTTAGGGTTTCCATCTCTGAAGAGATGCCACGACCAAGACA\nACTCTTAAAAAGGAAAACATTTAATTGAGGCTGGCTTACAGGTTCTGAAGTTAAGTCCAT\nTATTGTCATGGTGGGAAAGATGGCAGCTTCCAGGCAAGCATGGCACTTTAGGAGCTGAGC\nGTTCTGCATCTTGTCCTGAAGGCAGACAGAACAAGACTCTAGACAAGCAGCTAGGAGGAG\nGATCTCAAAGCCCACCCCCACAGTGACGCACTTTCTCCAACAAGGCCACGCCTCCTAATA\nATGCCACTCCCTGGACCAAGGACATTCAAACAGCCAAGGTGTTCTACTGTGCAGTCATTA\nCTATACAATTAGGAATAGAAAACAGTTATCAAGGTCCAGGCAGATCTCTTTGGCATGTTC\nTAGGTGTCTTCCTTCTTTTTCAGGTATAAGAAAGGGATGTGAAGAGTAGCCTAGTTAAAT\nTCTGTTGCTGGGGGCCGGGGGGTGAGGGGGTACACTCTGAACAACCAGCTTTGGAAGGAA\nAGGTCTTAATTCACTCCAACTTTGGAGTCACAGTCCATCACAGTCCATCCTTGGGAAAGT\nCAGGCCTAGAACTTGAAGCAGGAATTGCTGAAGCAAGAATCCTAGAGGAACTCTGCTTAC\nTGGCTCACTTTCTGTCTCATGCTCAGCGTTCTTACACAGCCCAGGCCAGCCTACCTAGGG\nATGGTGCTGCCCATAGTGGGCTGGTCCTTCTCACATCAGTCATTAATCAAGATAATACTC\nACAGTGATAGGTAAAAGCCAATGTGATCTAGGCAATCCCTTGGTTGAGGTTTCCTCTTCG\nAGGTCACTCTGGGTTGTCATGCTGACCATATAAATTAATTAGCATAATAGCTGGTTAGAA\nAAAGAGACAAGAGAGCAAAAGAAATAAAAGTGCAGATAATAGAAAATTGAGGGCTGGTGA\nGATGGCTCAGTGGGCAAGAGCACCCGACTGCTCTTCCAAAGGTCAGGTGTTCAAATCCCA\nGCAACCACATGGTGGCTCATAACCATCCGTAATGAGATCTGACTCTCTCTTCTGGAGTGT\nCTAAGGACAGCTACAGTGTACTTACATATAATAAATAAATAAATCTTTAAAAAAAAAAAA\nAAAGAAAAGAAAATTGAAAGACGCCAACAGTAGTTACCCTGGCACCTCTTGATGAAAGGT\nAGATGGTACAGCTGCTAACAGTCATGATACTTAATATTTTTGTACCACTCAGCATAAAAG\nGAGCCTTCTAGGATAAAACATTTGTTCCAGGGCTCTGTCTCATTTTTTTTCTGGGTCAAC\nATTAGCATTTTATTTAGTTATTTAGTTATTTATTTTTTTTTACAGCTCTTGTTCTTGTGT\nCTTAGGCACGGACTCCTGAATTTGGGTGCTAGCATTTATTAGGCTAACATTGTGCCATAG\nAGTAAACATTTATAATCTCATGCACTAGATTGAGCAGTCAGAGGATATACTCACCCTATC\nACAGAGTTGACATGGAAACACAAGCTTGGCATATGGAGCCGAGCTGGCCTGACACTCACC\nATGGGTCCCAAGACTAGGCTTCCACAAGAAATACATCTTCCTATGTCTCCCTACCCTTCA\nGTATGCTTGTGTATTCCATGTTGAATGTTTCCAAGCAAAACTGAAAGGAGGGGGCTTAAA\nAGTAAAGGAATTTGAGTTAGATTAAAAAGCAGGATTAGTTAAGCAGCGTGCCTGAGCCTT\nGTGCTGTTAAAAGGGATACGCTGGCTAGGGCATGAGAAAGTATGTGGCATAGTCTGTTTA\nATAACACTTGATGAGTTTAGTGTTTAGGAACCCCCTTCTAAGTCATGTAAGTAACATAAC\nTAGTGCTCCCAGCTCTGCTCTGGAATGCCTGTGCTCTCAGTTAGCTTATGCTGTGTAGCT\nTGACAGATAATACTTGCTTTTCAGTGGAGTTCTTAAGTTTAACTTAAACATTTACACAAA\nCTTCAGATTACATGGGCTGAGATTTCTCGTTGAGGCTGGGTAAGTATCTTGTATCAGAAG\nCAGAATTTACTTAGAAAATGTCACATGCTCCCATTAACTAGGAAAGTTTCTTTGCTTCAT\nGTCGAACCCCCAGAAAACATGACTATTTTATTCAGTTCTGCAAAAGCATCCTATTTTCAG\nCTATAAAGCTTCATAGCTGTAAATAATCTTGTCTTTTGTGCCACTGTTGTTGAAGTGTTC\nTACACTGAGCTACATAACCCCCAGAGAAAGTAATTTTTACGTGACTTAGGTATACAGACA\nCATTTTAGATGGTTTGGGTCTTCAGCATTCAGAAATGCATTTGTATTTTACTTATTTCCA\nGGTGGGACTGGACGTTTCTTTTTGCAATACTAAGAGTTAATCCCGGGTCTTGTGCACACT\nAGGCAGGCACTTTACCACTGAGCTACATCCTCAGTAGGAGTGGATGATTCTAATCTTTTG\nAGAGCCACAGAAAGATTAATAAAAGTGTGAGTTGCATATTTAGTGCCAGGGATTTAGTTC\nTCCAACTTTAGATAATTGAATGGTATTTTAATTGAAGTTCTGCATCTTTATAAAGACTAT\nGCACCCCATCCTTTAATAGCTTGTTGTGAATGTTCGTCAGAGAACTGGGTCTGTCAGTGT\nAAAGCATGCCTTACCAGCTTTCCTGTCATCGCCAACACTAATCAGCAATCAGTCAGTACT\nTGGTCACAGAACCCTGGAAACCTCTGGTAACAGGTGATCACAGCTGCCACTGAAGATAAA\nACTGCTCTTCCTTCTTGGACATTATATAGGGTCCTTCAGAAATTATAATGATTTGATTGT\nTTGGGTTTTTAAAATCTATTTAGTTGTTTCTGTGTGCATGCATGGTGCATGTGTGAAGGT\nCAGAGGACAACTTTGTAGAGCTGGTTACAGATGCACATTACAGCATCTGACTTTTATAAA\nCATGTGGATTCTGAGGACCAAGTCCAGGTTGTCAGGCTCACTTGGCAAATGATTTTATTT\nGCTAAGTCTTTTCCTAGGATATAGGGATTTTTAATATAGAAATATTTACAAGAAATTGAG\nAACGAAAAGTATATTAGCAATATTTGCGCTACCTCTAAAATTATCCAGTATTTCTCCAAG\nGGGAAAAAGCATAAAATTTGATATTTCTCATATCAGTTAAATTCTTGGTATATAAATCAG\nCTGATAATGTTCCATTTGATTTGTTTGGATAAGAAGGTGGGACACATGGCTTAGTAGCAT\nTATCTTTGTGGGAGTGTATATCATGCATTTGCCAAGTGCATGAGTGGAGATGAGTTCCTT\nGGACATGTGGGTCCTGGGATTGGAACTGAAGTGCTCAGAGTTGGCAGTGGGCTTCCCTGA\nACCATCTCACCCGCCCTCATCATCTTACTTTTTATTCTGAGAGTCAATTTCAGTAAGTTG\nACCAGACTGGCCTTGAACTCACTGTGTAACCCATGCCTTATCCTCTCCAATAGCTGGGAT\nTTTGGAGGCCCAGCCACTAGAGGCAACTTCGGGCTTCAGTAAAATCGTGATTCTAATTGA\nCAAAGCAAGTCTAGAGCCAAGAGTTTCAGTTCTAACAGGTTTCCTTAGGCAGGGCTGTGG\nGGCCACACTTTGAGCACAAAGTAATTTCATTTACTCCTCTTCTGTTTAACTAATGGCTTT\nGCTTGGTTTTTCTTCTAACAAGGTTACAAAGACTTCAGGTTTGAGACCAATGGAACCAAA\nAGACATCAAAGCAGTCCGAGAGCTAATCAACATCTACTTGAAGCAGTTTCATCTAGCTCC\nAGTGATGGATGACGCAGAAGTGGCCCACTGGTTCCTGCCCAGGGAGCACATCATTGACAC\nGTTTGTAGTGGAGGTAAAATGATGAGCTGATAAGCTAGTCCTGAGAACAGGTTAAAGCTC\nCTTTGAGGAGGATCATGGTGTGCCCATAGCTTTCCTCCATAGCTCTCTGCTTCTGCTAGC\nCCTCCCACAGCTTCGGACAGTCCTGGACTAGAGTGTCTTCACTGGTTATTAAAGGGAAGT\nTAGGCTGCATTTGTTTATTGTGCATTTGCTCTTCTCACTGTGAAAAGCTAATTAGTCACC\nCTAGACAACTGTGTTTCAGAGTTTAATATTTTCGCTTTTGTGTAACTGGCTGGATATGAA\nCTGCCATTAGCTTCAGATGACAAGCCACAGACTCGGCCCCTTGACTCTTGTTTAAGGGAG\nGGAAGGAAAAGGAGCTATCTAGATACTCTGACCAGTGCTTACTAGATGGATTTAACATCG\nTTGTTTGTTTTGTTTTGTTTTTCAACTTTGTTTTACAAATCTGAATTGGTTGTTCAGATG\nTTGTCATGCTTGGAAGCTCAGTGGGTTGAAGTAAGGTTAGACTGAGAAAGTGGAACTGAC\nTTTGGCAAGCAATTGAAGACAGAGGAGAAGGCTAGTGAGAAGTGACTGGGGTTTGTTTAC\nATCACTTTTGCACGGAACTGTTACTTGGCACTGTCAAGTATTGTTGGCCATGTGATCACA\nGAACCAACAGTTAGGGCAGTTATGGAGAGACTGACCCATTGTAAGGATGACTCACAAGAC\nATTTCTAGTGACAAGTAAGCAGGCAGGCTCAAAATTTGTACTTCTAAAACCTCTTTGTAC\nACAAATCTTTACACACCTGTGTGTCTCCAGAGCCTTGTAAGTTGTCCACTCTAAAGAATT\nGCTAAGAACCCCAGAGAGTTTCCACTCTGATAGGATAGATCAGTAGCTATTTACAGTGCT\nCAAAATGTAATAAGATCTTGGTATTTGCCCCCACGTTATAATATAACAAAAGAAAGTCCA\nTTGCATGTTACCTAAAGAACATCCTGTATATAAAAACTATTTTTTCTCCCAAAAATTAGT\nGAATGAATAATTTCACATTTTTTAAAATCAGGGTCCTTTCCTTGGTTTTGCTTTTAATTA\nGTTGTGACATACTGCCTTGATTTAAGTATATGAAGAAGATACCTCCCATGAAATATTGAA\nGATTTGAAAGTGATTGCATAATTTAACCTTATTTCAGATCATTGTTGGTTTCTTCCCCTT\nTTGAGATGGGATCTCAATATGTAGCCCAAGGAATATTCAGGCCTACCATGCCGCTCAGAC\nTGGCTTCTGGCTTCTTTTTATTTTTACCTTACATGTATGGGTGTTCTACCTATATCTCTG\nTCTGTCTGTGTCCTCAGAGGCCAGAAGAGGGCATCAGATCTCCTGGAACTATAGTTATAG\nGCAGTTGAGATCGTTTGTGTGGATGGTAGGACTCTCCCTGGGTCATCTCCAGCCTCTGGC\nTTTAAACCTAATGATCCCCCTGCCCGAGCTTCCTGAGAGTTGGAATGACTAATGTACACC\nGCCACATACAGTTATTTTCAGATAATTATGAATAATGTTAACTGACGTTTTCTCAGTTTT\nCTGTTGAACTAAAACATTATTGGCAAACAAATCTCGTCTGGTTTTCTTGTTTGGTTGGTT\nGGTTGGTTTTGTTTGTTTGTTTTTTGTTTTTTTGTTTTTCCTGAAGTAACTAGCTCTCAT\nTCACTTTTAAGAATATGTTCCAGACACCAAGACTGGATGGCCATGTTCTTTGAAATAGCG\nTTCTGTTCACCACTCGGTAGCTAGCTCCACGTACTTCCGTTTCCTCATGACAGCAACCCA\nGATATATGCTTCAGTGTGGATGAGAAAGGCAGCCTCTGGGCCTCAGCCTGGATGGCTTCT\nGTCACTGTGGAGGAACTTCCCACTTAGGGCCAGCTTTGAAAGAGCTTGCAATCTCCCTAG\nCCCTCCAGCTAAACTTCCAACTGTTTGCTTCTTAGTCTCCACCCAGCATAAAGGGCTCAA\nGCTGGGTTACAGAGAGGGTGGACTCAGTTGTTTGGAAAGAAAGTTGGGTAGAGGTCAGTA\nTCAGTTGATCAAATGCTTGTTCAAGGAAACATTCACTACTGTTGCTTCCCTCTGTCCCCC\nAGAACCCCAGTGGGAAGCTGACTGACTTCCTGAGCTTCTACACTCTCCCCTCCACGGTTA\nTGCACCACCCAGCTCACAAAAGCCTCAAGGCTGCCTATTCCTTCTACAACATTCACACAG\nAGACACCCCTGCTGGACCTCATGAATGATGCGCTCATTATAGCCAAATTGGTGAGTGTTG\nAGCCGCTTTTTTTACTACTTGGATTTCCTTAAGTGAACCAACTTACAGAAAGGTCTCCAG\nCTCCCTCCCCAACTGTCTTTATAATACAGTCTTCTAAGATGGTGCTTAGTCAGTGGCTTT\nGTATCATAGGTACTTAGCCTTATTATAAGTACCTACTTAAATTACTGTAGAGGAATTGAA\nTGTTATACAGAATATATACTACAAAGAACACATTAAGCCCTTGGTGTGATAAACTTTTAA\nATTTTGTATTGGCAGAAAGGATTTGATGTGTTCAATGCACTAGATTTGATGGAAAATAAG\nACCTTCTTGGAAAAACTAAAGTTTGGTATAGGAGATGGCAACTTACAGTATTATTTGTAC\nAACTGGAGGTGTCCAGGGACAGACTCTGAAAAGGTGAGTGAGCATGATACAGCAATTCAT\nGCTGACTGCTGTCAGGATAAAGGGGCTTTATCTGTTTCTACTGTTGGTAATTCCTGTGTG\nAGAGAGGGTCAGAGGGAGAGAGGAATTGTAAATGGACTCAATTAACCCAGACAGCCCCAT\nACAGACCCCATAGGATGAAGGCAGCTTTTTATTTCTTTACTTTTATTATGTGTGTATGGG\nGATGGGAGGAGAGATAGAGGGATGGGTATACACATGCCACAGCATATACGGAGGTCAGAG\nGACAGCTTTGAGTAGTCAAGTATTCTTCTCCCAGGACTCCAAGGACTGAACTCAGGTCAT\nCAGCCTTGTGTGGCCGATGCCTTTGCCCTCTTAGCCAGCTTGGAAGGTCAAGGGGACTTT\nTTTTGTAATTACTTATTTTTATTGTATGTACATTGGTGTTTTGCCTGCATGTGTGAGGGA\nGTTGGAGCCCCTGGAACAGGAGTTACAGACAGTTGTGAGCTGCCATGTGGGTGCTGGGAA\nCCGAACCTCAGTCCTCTGGAAGAGCAGCCTGTGCTATTTCCTGCTGAGTCATCTCTCCAG\nACCTCAGAGAGACTTTTTAAAACCCCAGTCGATAGACTGCCCAGTGTTATAATTCGATTT\nTCTCCTCAGTTTGGTCTTACTGTCCCATTTTTCTTTCTTTAGGTTGGACTTGTTCTACAG\nTAGATGAAGATGTTATTTCTAGAAGGCAACATTCTCATTTGTTAATATTCTATTTAGTGA\nTGCCTGGAAATGTCATTCCAAAGAAGAATAAAAGCACAAGTTGAGTGAAATTGAAGTAGT\nTGTTAACAATCAGAATAGATGGCCAACTGTATACATTTCTAGTTAGGGTGTTGGGAGCCA\nGTCTCCGCTGTTGACTAATGTGGGAGGGATTAAAGGTGTCCATAGAGCTCTCACTGCAAA\nGAGAAAAGTGGGACTGTCTCTGTGATCCAAACAGAAATGGCAGCATCATGTTAAGAAAAC\nCTTTGCTGTTAGGAGAGTCACTGCTGCTTTTCTGTTTATTAAATGGTGATATACTTGTAA\nAACAGAACAAGGATCCATATGTGTATCACCTTACATGATGCCACTGGAATGTTTATAGAA\nTTGACATGTGGTAGATACTTAAGGAGCAATATGAAAATGTACCAGTGACTTAGCACATTT\nATTATTCCATAAGCAAATACACAGGTCTGTCCCATAAGCATAGTAGCCAAATCAGTACAT\nTACAGGTTTGTCTTCTGCTCTTCAGCAGGCTAGTGGATTGTTTCAAAGGCAGAGTTTGGG\nGCAGTTGTTCAGTGTGCTCACTAGAGAGTACACAGCTGACTGATGAGACCTTGCGGCTGC\nTGTGCAATCTCATTCCTCAGCAATGTGAAGGATGTGTGAGGGAAAGGAAGTCACAGCTCT\nAAGGTCAGATTAAATGCCCAGAGGAGTGGAGTCAGCACACAGATGGTCTGAATGTTTTTA\nTTATGCAAAATTGCACATGTTCCTTTATGCTGACTTTAATTTATCATGAAAATTGTCATG\nCTAATGGAAAATGTCTTACTTGTAAATAATAAGTATTCATAATTTTGTTACTGATGTTGT\nTTTTACCTAGAATTTGAAAACCAAGTTTCACAGTGTACATATATGTGTATATGCTGCCAC\nTAATCCAAGGGAAAATAAAATACTAAACAAGGCCATTGTATAGACTGGGCCTTTAAGTCA\nGATGCCACAAAGTAGATACTTCCTGCCTTTACTACAGTGCCTCCGCTCCAGTCCAGACAA\nCATGGCATTTCCTTCCCTACTAGAAAGGAGTCACCAAATGTGACTGTAGGCTGTCTCACC\nTGTTGGCTGTTCTATACAGCTCACAAACTGAGAATGGTCTTTTTTTTTTTTTTTTTTTTT\nTTTTTAAATCGTTGGGGGAAATAGTCCAAAGAATTGACGTTTTGTAGCATGCAAATCTTA\nGGAAATCCAAACATTTTATCAGAATACAGACATATCTTCATTATGTCCTAACTATGGTTG\nTCTCATGCTACAAAGGGAAATCAAGTAGTTGTGACAGACTGGACTGTATGTATTGCCTGC\nAAAGTTAAAATGTTTGCTCTCTGGCCTCTTGTGGACAGGTCCTAAATAGGCCACAAATTG\nTGCCATTCCTGATATTACCACGAGAGGGGGCACCTGGGCCCCACAAGTGGTGCAGAAGTG\nGGACCAGTGCTGGACACAGGACAGATTTCTCATTATACATGTCCAACTGTCACATTTCTA\nACAGAACACCTTCAGGAAATGAAACTACCTATTCATTACAGCACTGTGTGGAAAGTCAAG\nCAGTAGGTGAGTGAGTCAGTCAATCTGGATCTACAGCTCTTTGGCAATTATTGCACTCAT\nTTTTATGTCTTATACAAATTGAATTTTCAGGTTAGAATTTTGTCATGGGCTTATTTATTA\nTTTACCTCATGAGGAAACTGTTAAAACCATTCCTTTAGAGATTTGTTTATTGCACATTGC\nAGTTGTTATAGAACTTTAAATACACTAATAGTTAACGGTGATGTCTTCATAAGTTAAGCA\nCATGAGCAGTTGGTATTTTAGAGAATTAGTAGCCAGAGCAACTGCTTGGATATAAAATAA\nCTGTTAAAACCAAATGTAAAAGCAACAATCTCAAGTTACACTGCCCTATGCTCTCTGTAT\nCCATATTGTGCTGTAAGGTTTCTTCCCTTCAGAAACAGGAAATTTGTCAGCAAGTGGAAC\nAAAGTGGTACAGTCCATAAGTTCATCCAAAACTTGGGATGAAAAAGTTTTGCTATCCCAC\nTCACCTCCTAAATTCCACAATGACTTCCAGACAGAGTGGATTAGTAAAGTCCTGACAGCT\nCCACTCCCAGCCAGAAAGACCCATCACTGTCTTGTCTGTCCTCGTGCCACATGTCAGCTA\nAGTACTGCTGTAATAAGTTCTGGCTTAGGTTTTGTTTTTAGAGTTGTTAGCTTTGATTTT\nTGTTTGTTTTTGGTGCTGGGGATCAAGCCAGGGATAGTATGTGCTGGTAAGCACATATTC\nTGCCATAGAGCTCTGCCCCTAATGTACTCTTGATAGATGTTATATATTACAAGGAAACTG\nATGATGCGCAGGGAGAGAATTCTTATGAAACAACCTTATCAGGCTTTTGTTCTGTATCAA\nTTAAGCCTTTCTCCCAAGCCTGCCTTGATGCTTACCTACAAAGAAAGCCAAATTACCACA\nAAGTAAAAATGACATGCCGCTCTGAAGGCAGTGTACTGCTTAACATTTAGTGTCTCTCTC\nTCTCTCCGTTGCAACTGAGGACTTTCTTCAGTTGCTTCACCCACCTTGCTAGACCATGTC\nTGTGGCCCATTTTCCAAGTTCGGTAGAGAAATGTTAAGTGCTGTAGGAAACTGATGTTCT\nTGCAAGCAAGCATTGTACCAGCCTTTAAAGCAGTGAATTTATATGCGCATGGACATTAGT\nCTTAATAAACTTTGGTTTTGTTAATCATTGTTTTGAGTGTTTTCTGTACTTCATCTGCCC\nCACCCAAAGAGAAAAGCACCTCCATGCAGGATCCTAAGAATATATGTAAGTTTTGATTTT\nATTTCTTTCAGTGCTCATTTAGACATTAGACATAGTGACAAGTCATACAAAACTACTTGG\nAAATGGACTTTTTACTTTTGGGTGGTTTTCTTATCTTACTAGGGTTGGGAATGAGCTTTT\nTTATTTTAAGGGGTTGTAATGTTGCAGCTGAAGCTTGTCCACCTTCAGCAAGCTTCCTCT\nTACTAAGTTTTGTAAGGTCATCAAATGACGTGTCCAAAATCTCGTTGTCCTGGCTTTCCG\nAGGGTTCAGTCTCTAAACTGTCTGTGGGACCTTGGGTTCTGTCTGGAAGCCATGGCACGT\nTTAAGCTGGGCACCCTGGGAATGATGGCTTCTACTTCATCAGCAAAGTCCCTGGTGTTCT\nTTCTGAAACCCAAGGCTAGCACACATTTTAAGCCAATGACAGGAGCAATTCTCTCGCTGA\nGCTGAGGTACCTGACAGGCAGGAACAGTTCTGCTTAGACTCAGCTGAATCAGGTGTGAGG\nTGATGATGGCAGGCTTGACTGACTTACACACTAGAACCAGGAGCAGTTCATTCCTCTCCA\nGAGCTCTGGTGACTTCATTAACACCAATGACCAGCTGTTTCCTGACGTGTACAGGTGTCC\nACCCTGACACCAGCACATCCCCATCAGGCTCTTTTGGATCCTCGCTAATCTCAATATCTG\nGCCGGCAACTTTGCTTTTTCATAAGAGCTGTTTTTTTCCTTTTCTTCTTATCTTCAATTT\nTCTGAAGTCCAATCAATTTAAACTTGGCTTCGAGAGTCTGTAATATAAAGTGTATGTCTT\nCTCTCTCCAAGGTGCTCCAGGAAATAACATAAGGGTTGTTTAGTGATGTTTTTACAACCA\nGAGGTCTAGTCTTCCGAATAGATCCCCTCTTTGGTGCCTGAGGGGCTGCAGCCATCTTGA\nAAACCCTTTGGAAAGAAACAAAATGATGAAACTCCTGTCAGCAATGCATGTCTTGAGAAC\nATTTTGGTTATAGTCTCCAGTCTCTGTTGTTTTGTTTTTTATTCCAGGCTGATATGCTAC\nAGCAAGTCTAATTATATGGGCCCAACTAGATAACCAGTCAGAGAATTTCTGTGGCACAAG\nGAAGACTTAATTCTCCCTATTTTTTCATGATGCTCAACAGGCAATGTGAGAGTGACTGGT\nGTTAATCTTACAGATTTGTGAGCATCTTCCAAACTCTAATTGGAATTCCACTCATTTATT\nTTAAAAATGTTAAAGACATTTATTAGGTTTGGGGTCATAGCACATGTGGTCAGAGGACAG\nCTCTATTAAAATGGTTTTCTCCATGTGAGTCTCAAGGGAATGAACTCAAGTCACAGGCTT\nGGTAGTAAATGCCTCTTCCCTCTGAAACATCTTGCCAACCCCTCATTCATTCATTTATAA\nGCATACTTACTGAGTTACTGCAGTGGGCAGATGGTGTTCCAGACACAGATGCTGGTGGGC\nTCTGAAGCCCCTGTGTCTGCCCACACAGAGCTTAACCTTCTGTAGTCTCTGAAGTTCATA\nATGAACCAGGTCAGATTTTAAGAAGCAAAACCGTAGTAATCTGTCCATGGCTAAAACTTT\nAAGTCTCCCTCCTCTCATGATTCCCAAGTCCCTAAAACATTTGAAACATGCAGGCCCATA\nTTTTCCCTCTCACATGATTATAAGATGACTGCTTTGGCGGGCAATTTCATGAAAAATAAA\nAAAAATATGAAATTCAGAGATTAATCCATTAGGGAGAAGTAAATGGGCTGCGCTCCTTCC\nAAAAGCAAATCCGAAACAAAACACTGTTATTTGTTCTTCCTATAATAATTAACCTTACAG\nACAAGTTAGGACGTTAACTGCTCTCTTGTCGGGCATTCATTCATTTAAACCCTGTTTATC\nCTTCCCAAAGGCAACTGTATACCTCTGCTCTCAGTTGTCTCCTTCTTAGAGTTCATCTGA\nGAACTATGAAGACCCAGTTGACAAACTTCAAATAAGTCCCCCCTGCTTAAGGTTCCTCTA\nATTCAGGGCACTTTCTCCACGCATCTTGTTCCTAACAAACTTACAGAGTTCCCTGGCATG\nGATTAGGAAGCAGACTCACTGTACAACTCACAGCTAGTTTTTCTAAAGACTTCTTTTAAT\nCATGGATCTATCTTAGAAATAACCTGTGGTTTTTAAGAACCATCAGATGGCTGACTCACC\nCTAGAGCTTACTGAGCTGGAATTTCTGGGAGTCAACTGTGCCACAGGTGCTGGTAAAAAG\nCTGCCCAACATTTGGAGATGTTGATGTGAGGCAGGTGGCATCTCCAGACTGCACGGCCTT\nTGGAGATGGTGTTGCACTCACTCCCAGTAAGAGCTGCAATCTTGATTCTGTCAGTGCTGC\nCCACTGCTACAGACACTGGCTATAGCTGCTTCCATAATAACTGCTTCCATCAATCCCCAT\nGAGCTGCATGCTCCTCACAAGCTAAGAGATTCAAGAACAGGTCGTCCAAATCTATCGAGG\nTGACCAGCAGCTGGTAGCTAGCTTTGAGTAAAATGACCAGGAAGCAAGGGACAAATGGTC\nCCACCACAACGCTTGCCAAACTGCAAGTCAGCTACTGTCCCTGCCTAGCATGGGGGACAC\nTCACAGATGCTCTGCAACCAAGGGATTGCAAGATTGGGATGTATGTCTCTGATTCACAAA\nAACCTGGAAGGGGAGATGAAAAAAAGAACCAAGCCTACATAAGATGACCGCCATGCAATA\nCTAATTTTTAAAATGCTGAATATTAACAGGTTCACAGAGCTTGATCAAGTACCTTGCCAA\nCTATGTCTGCAAGCTGCTACTGCCTACAGGACCAATTACAAACTCAAAATGTTTACTCCC\nATTTCTCAAGCATTTCTCCTTTCACTCATCACCCATATTACAGATTCTGGCTATTTAATG\nAGGCCTCTGGTTTCTCATGTCCTTATTCAACGTACACTGTGCCTGGTAGAGCACTTACAT\nACATTTTTTTCTATCAAATTATTATGAATTATCCTTGCTGTTGCAGGCCATTAGGCATTG\nGGCAAAGCAAAAAGCTTCTGCGAGTAATAAAAACGGCTCACTCTAAAGCCAGAGTAGTGA\nGGTTATCTTGAGGAACAGGCCTTAGTTGAAGTCTCTGGAGAAAACGACCATTAACCAACC\nGCAATCTAAAATATTCCTCCTTTGAAGGAATTCTTTAGATAGCCCAAGAAGGAAGCGGGC\nAGTGAGGGATTACAGAAGAACATTAAAGTTCAGTATCGCCCGAACAGAGATGCTGGAGTT\nGAAGATACTGGGTAAGGACAAGATGGTGACTCTAGAGCCTTTCAAGAAGGGCGGCGCGAT\nTAGAATCGCGTCACAGAGACCTTGATTTGGGAAGAGACCCTAGAAAGGCTGTCAGCAGCA\nGAGAAGCTCCCGCGGTCTCGGGAGGACGAAGGGGTACCCGCATCACACAACACGACGGAA\nGGAAACCCCCGAAGGCAGGGATCGGCTGAGACCAGCCGGAAAGAACCTCAGGGAGAGCGG\nGCTCTGGATGACCCCCACCCCGCGGTGACCCGGGTGCCCACGGGCCGGGACTCGAGCCAC\nAGGCACGCACGCGCCCACCTGAGCAGAAGCGCCCCGCGGAGACCACGTGACGGATCGCTT\nCACTACAGCAACTCGGTCACTACCAGGAACCACTGCGCCCGCTCCACGTGCGCCTGCACT\nGAGCGTGCGCAGAACACGAGCTCCGCCTACCTGCCTCTGCATTACGTCACTCCCAGTCAG\nGGACGTCAGGCGTGGTGTGTGGACTAAACCTGGCACAGCACTGCGCAGGCGTGTATTCTG\nTCTCGCGAGAGTCTGTGGTTGCTGTAGTAACCAGCCTCTCCCTTCTGACTGGTCGTCCAA\nAATGACGATGCGGAACAGCTCGGTTCTGTGAGAGGTTCGTCTCTCCTTTTGGCTCTCCAT\nTTTTAGCCCAGTTGCTTCTGCCTTGCTGTCTCTTTTTGTTCTGGGGATACAAAACTCCAG\nCCCTTATAGCCACCCATTCCCCTGCACGCGTCCCTGGGAGAGGCTGGTTACTACAGCAAC\nCACAGACTCTCGCGAGACAGAATACACGCCTGCGCAGTGCTGTGCCAGGTTTAGTCCACA\nCACCACGCCTGACGCCCCTGACTGGGAGTGACGTAATGCAGAGGCAGGTAGGCGGAGCTC\nGTGTTCTGCCACGAAAATCAAATAAATAGGGGTTATAGGGTTGCATGTACTTAGAGATTA\nTGTGTAGAATCTTGGGCACACTGAAAGGAAAATAGGGGCTGCATTTAGTTCCACAGCAGT\nACTCCAGAGTACTCCGGCAATAGCTGTTGTGCCTTCTGACAAACGGAGACAAAAAATAAG\nAAAGGTTATGAAACAAAATCACTGGAAAGTTACAACTGGTAAGCAGTGGAATAATGTACT\nAAAGATTAAAAATTACGCACGCCTTTAATCCCAGTACTCGGGAGGCAGGCGGATTTCTGA\nGTTCGAGGCCAGCCTGGTCTACAAAGTGAGTTCCAGGACATCCAGGACTATACAGAGAAA\nCCCTGTCTCAAAAAAACAAAAAACAAAACAAAACAAACAAAAAAAAAAGGCAGGAGAGAT\nGGCTCAGCGGGTAAGAGCACTGACTGCTCTTTCAGAGGTCCTGAGTTCAAGTCCCAGCTC\nACAACCATCTGTAATGGGATCCAATGCCCTCTTCTGGTGTGTCTGAAGACAGCAACAATG\nTACTCACATACATTAAATAAATAAATAAATAAATAAATAAATAAATAAATAAAAATTACT\nTGACAGGAATTACTTTCTGTTCTTATGAATTTGGGAGGATTCAGGTCCTTCTCTTTATCT\nTCCTCTTTTTTCTCGGTGTTTTCATTGCTCATTTTAGACTAACATATAGGATCTAGCTTC\nTACGTTTCCATTATTCACCACCTATTGAACATTTAAACAGAACAAACACTGTTGCTTGTG\nGTCAAAGATTGTTGAAGTTTTTACAGGAAAAGCGTGCTGTGGTTTCTATCACAAGTAGAT\nGAACTAGATTAAGTTCGGTCGAGTTTTGACTGTGCCATATAAGACGTCCTTTACTATTAC\nCCGCAGTCATGTAGCGCTAAAGACAAATCGCGATGGTAGAATTGAAATACTAAAGGTTCA\nCATAAAATCCTGGCTCGTGGAAGACTGAGACAGGAGGCTGCAGACTGGGCCTTCGGGGCC\nAGAACTTGCACACACCATAACAGAAAAATAAATAAATAAATAAATAAATAAATAAATAAA\nAATAAAAAAAGGCAGAAAGAGGGGCAAGATAAAGAAGTAAAAAGGTAATGGCTATGAGTG\nTTGTCCCACCAAAGTTCCAGCTCTTACATTACAAGCCTCTGCCGCCAGGCTGCTATGTTG\nACACCCTAGCCTTCCCACTAACTAGTGTCCCTACACCTCAGGCAAGTTAATTAGCCAACT\nATGAAATGATAAAAATAGTGCCTATTCTGAGGATTAGAAGAATATTCTGTGTAAGATGCT\nTACCACAGTGCCTGCCACATGGTACATGTCTGACAAATGGAACCACTATGACCCAGTGAC\nAGCTGTGGCAGAATTAAGTTAATACAAATTATATATAGCCGCTACTATTTTGGGCCTTGT\nTTTCTATTTGAGAATTTAGCAATCTTTCCACAAGGATTTTACCCAAAAGAATATATCTCA\nAAGGTAATTTCTTTCCATTTGTGTAGCACAACTTTAGTTTATGTTCATATTTTTTTCTGC\nAAACATATGCTTCCTGTAGTTTCCTAAGTAGTATATGTGTATATGTATGTATATATATAT\nATATATATATATATATATATACACACACACACCAAACCAAATGGTCAATTTACTTTTCAA\nTTATAGCTCTTATTTTACATCAATTCAGTTTTTAATTTTTATTTTATTATTTTTATTTTA\nTTATTTTTATTTTATTATTTATTTATTTATTTTATTTTTATTTACATCAATTTATGTTTA\nTGATTATGTTTAATCAGTTTATGTTCAGGTTTTTTTTTTTAACAAATATATGCTTCCCAT\nAGTTCCCTAAATTACTATGCATTTGGTAGTCTATATATACACTAAATGGTCAATTTACTT\nTTCAATGATAGCTTTTATTTTACATTGTAAATAAGTTATGTTTGTGAATAAACAGTTTAT\nAAATGTACCATTTATGATCATAGTTAATTTTATAAATATCTCAAAATATTTTAATAACTT\nAGAAGGTTTATGAAAGTATTCTTTTTGTCTTAATTCTTGAACTGCTGGATTTAAAGGATA\nCAACAATATAACATTAGCTTAAGAGTCTGAGTCAGAAATCGTAGCATTAGAGCTGACAAT\nACAGTCTGTCAACAAAATGTTCAAGAATTGAACACTAGATTCTTCTTGCTTGCATGGAAT\nTCTGAGCTTTGCCCAGCATTGTATGCTATTGTGGTTTTGTGGAGTCTACAAACATACTGT\nTAATAACGATTATTTTTAGTTTTTTAATTAGTGTATAGTAATTGTCCAAAATATCCACTT\nCATTATGGCCTTTCCTGCATGTCTACAATCAGTCCAACATTTAAAAGTCACTTAACTGGG\nAATGGACTTTAGTAACGAGATACCAAGTCAAAGCACAGGCTTCGAGTCTGTGCCATTGGA\nGTGTCTATAGCCACATCTGTGTCCAGGGCAGCAATATGAATGGGAGGTGTCTTGAGCACT\nCGGGCCACCCCAGGCAACAGTGGGTAGCAGTGCCACCCTTCCATAGATCAGATCAGTAAG\nGAGAAAAGGCGCCTGGTAAGGTTCAGAACATTTGTGTATAGTCATGTAAGCACAAAACCA\nACACCATGTCTCGAATTCCCGAGAGACGCTATCGGCCATCCCTGAGGTCAGGTGACAGGT\nGTTATGTGTATTCTCTCTGGGTTAAGGAACAACTCTGAAGAACTTCAGCACATACAGTGC\nTATAGTTAACACCGCTACACCCAGAGGTAGAATGGAGAGGCAAGGAAAAGGGAAGGAAAC\nAGCCACAGTCTCAACTGAGGAGAGGCAGCGGAGGCATGCGTGCACCTGCAAGTTCGCCTT\nAGTAAAAGAAGAGAGAGGAGATTAAATGAGCTCCGAGACACTGGGCTGAGTTACCTCCCA\nGACACTCCCTCCCGCTCCTGTGGCCAATTAGTCCTCCATGCCCAGAGAGCAACCAATAGG\nAGAGACCGGAGGAGGAGCACTGCTCTTTAAGCAGCGGAGCCCGCTCCCCGGGGACTCTCA\nCTCTGAGCTGGGAGAGTCACAGCATTCCGTGTCTCATCATTATGTCCTTGCAGGTAAGCC\nAGATCTGGGAAGGCCATGCCAAAGCAATTATCCGAAGCGCTCTGATGGGGCGAGAGGAGG\nTGTGGTAGCCCTGGGACAGGACAGGGGCAGGTAACCCCCAGGAGCCTTCTGCTGCTGCGA\nCCCTGCAGTGACTCCCACACCTGCCTAAGCAGTGTGGGGCAGTATATTTCACAATATATT\nGTACTTCACCATCTGTTGACAAGGACCCAGGATCTCTATAGCAACCTGTTTGGCCCTCTG\nGGAAAATTACCCAGATCTGAAGAATTGACAAGCTCCTGGGGGCGGGGGCTTCTTCACCTC\nTCTCTCTTAACAACTCCAGGAAGCAAGTGACATCCATTGGGGTCTCCACATCCCCTTGCT\nCTTGGGGACCTCGGGAGATTTTCATAGATGTGTTTTGTTGAATAACAGGGCTAGATTATA\nAAGCTCTGACTTTACTGTTTTATTGATAAGAGTGAAAAGAGAATAAATAGGAATTAAAAA\nCCAGGAAGCCCTTTTCTCAGATAAACACATATAGGTTGCTTTTATATATAAATGCCCTCT\nTTCTATGTGTGTATAATGAAAGGTGTGCGCGCGCACGAGTTCTATCTGCTGGCAAGCCTG\nGAGATCAGAACCTTCAGAATGCACATGGTAGAGAGAGAGAAGTGTCCCTTGCAATTGTTC\nCCTGACCTCCAAATGCATGCCATGGTACATGTGCACCCGCATATATGCCGTAATAAACAT\nAGAGCAAATAAAAGAGGAGAGAGGCAGTTAAATGAGCTACCTCCATGGGCAGCATTTAAA\nGCAGCATTGGAGAAGGGAATCTTTAGGATTTAAAAGTTAAAGAATATCACGAAGGGACAA\nTGAGCTAAGGCATATGAATGCCACCCTGACAATAGGGCAGCATTGAAGGCTAGCCTTAGT\nTCAATAATTAAAATTGATACAGGGTGTGGGTTTCTATTACTATCAGTGTTGAATGTATTA\nAATCTATTATTGCTGTAATGAAAATGTTCTTTCATTTCGATAAAATAAGATTCTAGTTTT\nAAAAAATATATACTTGCTAGATATCAGCATCAGTATGATCAAAGAAAACTGGAATTGCAG\nTCACTGAAAGTTTAAGTCACTTTGTTTATGCTTAAAGAATAAATTGTTACAAATGAAAAG\nTTCTTAAAACATATGTGTATTATTTCAATTTGAAATTCTTACCAATGTAGTAATATAACA\nAAACATGCATTATATTCTAGATGTGGGAGTGTTAGTTCAAGTCAGGAGTGACAGTACACA\nCCTGTCATCCCAGCACTCAGGACTCGGAGACAGGAGAATCAGGAGTCCTAGGCCATCCTT\nAGCTAGGTGGCAGACTCAAAGCAGTGTGCTACATGAGACCCTGTTTCGGAAAACCACAAA\nGTACTTCAAGCAGAAGAGAAAGATAAAGGCAGGTTAGAAACCCATTAAGAGAAGGGATGA\nGGCATGTGTGGATCAGTCTGCAGGTTACCTAGCATTCGGGAGTCCCTGGGTTCAATAGAA\nACGTAGGGTGATCATTTAAGTGTGATGTTCCAGGATAGACAAGGCAACATATGCAAATCC\nTAACACACCCACGCTCTCTCAGACACACACTCATTGCTCACACACACACACCCTCACACA\nAACTCATGCTCACACACATACACACACAGACTCATGCACACTGACACACCCTCACACACA\nCTCATGCTCACACACATACATACACAGACTCACACACACTGACACACACATCTTCACACA\nGACTCATGGGTACTCACACATGCTCACACAGACTCATGAGTACTCACACATGCTCACACA\nGACTCATGAGTACTCACACAAGCTCACACAGACTCATGCACACTGACATACACACTCACA\nCACCTCATGCTCATACATATACACACACAGACTCACATTGACTCATGCACACTGATGCAC\nACACACACACTCACACATATACTGGCAGTTCATCAGCACACTGAGAGAACTGGTAAGTAC\nTTGTTACAAACACCGTAACCTTGGGAACCCGGTAGATACCAAAGATGTGGTATTTTGATA\nACTTGTTCCTGGGTCTAAAATGATTTCGAAAATCCAAGTTTAAAATTATAATAAAAGTAA\nAAAACATATTGGCAAGCCAGCAGCTAGTGCTGGCTAGGGTATTCAAATGCCTTTTCTCTT\nCAGAATGGAAATGGCGTTAGGATAGACATTATGTACCTTCTGGGTGTTGTTAATGGCTCA\nCTAATGGAAACGAAAGTGAGGGCATGTTCTTTGTTGTTGTTGTTGTTGTTGTTGTTGTTG\nTTGTTGTTGTTGTTGTTTTAATACTGGTATAAATGTTGGCAGATTGTTCTGGAAGTGAAA\nACAGAATTCCTTCTTTAGTTACAATCTCCCAATTTTATTTATAAATTATAACACAGATCC\nTTTTTGTGTGGGGGGGTGGGAGGGTTAATTTTTCAAAAAAGAATCTTGCTATGTAGCCCA\nAGCTAGCCTCCAGTTTCAGCTGATCCTACTGCCTCAGCTTCTCTAGTGTTAGTATTGCAG\nGTGTTTACTTTCACACCTGGTCTGACGGACATTTTACTTAGACTCGTTTCCTTCCTAGAT\nTATGAAGATGAAGCAGGGGGCTGGGGCTGGGGATGTGGATGTATCTCTCCTGGCCTGGAG\nATGTAGCAGTGGTAAAATGTTTGCAGGAAACCCTGACCTTGACCCCAAACACCACAGAAA\nTGGGGGAGGGGAACATGCCTTTAATTCCAGCACTTGGGAAGCAGAGGCAGGTGGACCTCT\nGAGATCAAGGCCAGTCTGGTCTATAGATCGAGTTCCAGGAGAGCCAGGGCTAAACAGAGA\nAACCCTACCTTGAAAAACCAACCAGCCAACCAAACAAGAGTAGTGGTGTATGTGGAGAGG\nTGATTTTATAATCAGAAGACACACACATACACACACACATGCACACACACAGTGTGTGTG\nATTCAAATAACTTAAGTTCTTTGACTGAGAAAATTATCTTCCTAGTTCAGTGTTCAGCAA\nGGGAGAGCTGCTCAAAGGGCTTTATGAAGCTCATGTGTGGGCTGACTGCTCTCACTTTCT\nATAGGAGGTGACGTAAGTCAACTGTGCGTCACCTTCAGGGGCTGTCTTCAGAAGGGAGAG\nATTTGATCAGAAGTGTCCAGAAGTCCCATGCGGTCCTTTGATATGGTGTCCTGTGCTCAT\nTGTGAATGTCATTCCTGACACAGGATGGGAACAGGAGGGCCTTAAAGCACACTCATGAAC\nATTCCATGGGCAGATGAAGGTCATACCCAACAAAGACGCTGTAATCTTACTCAGCAGAGA\nCAGAATTGCCTGCCATAGAGCCCAGCTCCCAGAGCACAGGAATATAGGGAAGGTGGCATT\nCTTTTGGCCCAGAATGCTTTGAGAGTCACTGTCAACTGCCACATATGTAAAGATGTTTCA\nACTGTGATAACTCTCTGATCCACTCACCAAGGATGTACATAATGGTCTCTGACTTGACTC\nCTGCCCTAGGTCAGCAGATGAGGGCTTGAGAGTAGATACAAAGGTGAATGTAAAGTAATT\nACATAATTTAAGATAGTAACATAAATTAAATTACGCCTGCCCTTTATTCTGGGTATCTTG\nGGGAACACACGATGGAATTCGACCCAGCCTTTATGTTCAGCCCTAGTGATTTCCATCCAG\nAATGTCAGGAGCAGCTTTTCCAGTCTGTGCTGCACACTGGATGCCTGCATACCCTTACCC\nAAGATTCACTGCAAGCACGGCTTCTGAAGCAGCCACTTTCCTGCAGCCACTCCCATTCCC\nACTTCTGTTGTCAGAACAATGGCTGCTCACCCACTCTTCTCTGTAAAGAGATTTCTCTCC\nAGCATTTGTTATAGAGCAGGGAGGAGAGGGGAGGGAAGGGGAGGGGAGAAGAGGGGAGGA\nGAAATTACCAAAAAAACTTTTGTTCAGGATGAGACACATTTTCTAATCAACTCAAAGTAA\nGATAACCAACTTCATTTTCCTGGAAATCAGTTGACATGAGACATAATTTTAAAAAAATTA\nGATTTTATGTGTGAACCTGTCTTGCAGGTGTGTATGTGCACCACACGTGTGCCGTTGGCA\nTGTCCTTGCTATCTTTTACCCTAGGCTGATTTTGACCAGGCCGCACAAGACGTGAGGAAG\nCTGAAAAGCAGACCGGAAGATGAAGAACTCAAGGAACTCTACGGGCTCTACAAGCAGTCA\nGTCATTGGAGACATCAACATTGGTGGTACCCGATCTTTGTTTCAAACAGACAGATGTTCT\nGGATTGCAAGCTATTCATAGAAGTGCAGTGAAAAGTAACACTGTAACTCTCCCCTTTTCT\nTCACAGCATGCCCAGCAATGTTAGATCTAAAGGGTAAGGCCAAATGGGAAGCTTGGAACC\nTCCAAAAAGGTTTGTGACTCTTAAACAAGGTTAAAACAAAACTTCACTTCTGCCCACACC\nGGTTGGTGAGATAACATCTGTCTCTCTAGGGTTGTCGAAGGAAGATGCCATGTGTGCCTA\nTATTTCTAAAGCGAGAGAGCTGATTGAGAAATATGGAATTTAGAAGGTGACGGAGAAATC\nAGATCTCCTTTGGAAGCCTTCATATGCATCAATAATTCTCTAAACAAAATCATGGATCTT\nTTCTATTAGGATGAGTTATGATACTTAGGACTGTCAGCATGGTTACCTGATTTTACTCAC\nTTGAGCAAGATGACATTAAAAAGTTCCTTCCCAAATATTGTTTTGTAGTATGCACATGCG\nCTTTAATAAATATACTTTCTTTTGCATTTATGTCTGTGTATGGATATTTATATGTGTGTG\nTTGAGCATGTGTGAATGTGGAGGCCAGAGGACAGTCTGGGGTAAATTTTCCCTGGTACGC\nTATTTACTTCCTGTGATGTGAGGTCTCATTGGTTTGGAGCTCAACAAGCATGCTAGACTG\nACTAGCCCAGGTGTCCTCTTATCTCTTCCTCTTCAGCACTGAGATTACAGAGGTGGCCCA\nGCATTCCAGACATGTTATGTGAGACCTGGGGCTTGAACTCAAGTCTTTATGCTTACAAGG\nCAAGCTCTTTACTGACTGAGCCATCTGCCCAGCCCCAGCACTTTTCTTGACTTTATCTGT\nTACTCTACAATGAGTTAGTGCTACTGGTCCAATCAAAGAAGTTTATTCAAAATTAACAGA\nAGTCAGACTCTTTCCCAGTGCTTCAGGAAAAGGAGCCCAAAGGGTCACAAGTTAGGACAG\nCCTGGGCTACATGGTGAGCCCCTATCTCAAAAATACAGAAAACCCTAAAACTGAAGGGAA\nAGGTACAGAGATCAGATAAATCGATGAGTCCCTGTGCTGCACCACATAGCTTCAGGCTCC\nCACATCCGTGAGCACTATGGAGTGACAGGTAGACTTGGCTCCAGGCTGCTAGTTGATATG\nGAAAAGTTACCTAACCGGGCTTTGGCTTGGCTACTCATGGAAGAGCTTTGAGTTCCAGCC\nAATCACTGAGGTCTTCCTATCACCGTGAACAGTAATCCCTAAGAGCTGTTTTGATAAACC\nAGCAATTACTCTTTCTGGTGAAATAGGTCTAATGTGTATCTTTAAAGATTAAACTTTGAG\nCTACAGTGTACTATAAGAGAAGTCATGATTTCTCTCTGTCAATCACTCTTGCCACTAAAA\nTTCTTCAAGAGGCTGCAGGTATAACTCTGTTTGGAGGCACTTTGCTGATAAAATGTTATA\nTAAATGGCAATCAAATTAGATTCTAATGAAATACTGAAGGATTCTACTAGACATTTTCTT\nTCTTTAGCAATATTTTTATTTATTCTTTGAAATTTTCCTAAGTGTAAACTGTGCATTTTG\nATCATACCCACTTCCCGCTGGCCTTTCCAACCCCTGTGACAGACATCCCCGCCCCCCAGC\nTTCCCACGGAGTCCAATTAGAGCTGCCTGCATGTGCTACACGGTGTGGTGTCATTTACTG\nGAGGCTGGGTAACCTATTGGTGGCAAAGTCTCCCAAAGAAAACCCACCCCTCTTCCCTCT\nGCAACTGTCAACGCCCAACAATGCCGCTGCTCCACTTCAGCCCGTGTCCTTTCCCCAGAG\nATAAATGTTCCATGAAGAAATTCATTAATATGCATCTTTCCGACCTCTAAGAACTAAAAG\nCTGGACTTGGAGGAACAGCCTGTGATCAGTTTGCATATTAGAAACCCCAGAGAAAACTCA\nTCTAGAAGTAGTCAAGTGAGGAGAGCTCCAAACACTTGACTATGTAGTTCTTGATAAAGT\nCCTCGTTGTTCGGTTCCATCAGATAAAAGTGGTCACCTGGCAGCTTGAGGACATCAAACT\nTCCCACTGGTTATGTCTTTCCAGCCTGAGAAGTACACAACATTGTATTCAGTGATTAACA\nGCATCGGCCAAAGACAACAGAAAATCTGCTTCCAGGTAATAAGAGCACCTGGTGAAGTAG\nTTCACTGAGAGCTGACTCTCGATGATTGAGTTACATCCAGGGTCTCGGGTTCTGTGCATC\nCTCTATTTTTAATCACTTGAAACCCTATCAGTATTCAGTGGTGTGACCTGGATCCTCATT\nGTGCAGGAGACCAACATGTCTTTGTCTCTAGCCAGTAAGATTTGGGCAGATTTCCTATCT\nGTTTCAGTGACTACTAGTTGGCATTTGCTCAGAACCGTCCAACACATATATTTCAATTAA\nATTCCCCCGAAATTATAAAAGTGGTTTCACCTTCTATATCCTTTACTACATCTTCAGATC\nCAATAAAGCACGTGATGTCCCGAGAAAGGAGAGCTTTGGAGGGTTTGTCAAAGCTGTAAA\nCCAGAAAGAGCTTGTTAGGAGTTTTCATCTTTACCACCCCAGAATCCTTTCCTCTTCCTT\nGACTTCACTGAAATGAAGCCTTACTTCTTACCCTTTCTTCCACTAGTCCTAACAAGAAAG\nACAGGCCCAGGGGCTGCCTCTCTCCATCAGAACCGACCTGAGGTTCACGCAACCCAGGCT\nATTTTCCCATCATGAGCTAAGCGCTAGAGTCGAATGGACCTTCTAGAAATAGAGAATGAG\nGGCTGGAGAGATGGCTCAGTTGTTAAAGGCAAGGCTCACAACCACAAATGTAAGAAATAG\nAGAATAGCCTTGTCACAGTAGACTTGACCCAGCTGGAGAAAGAACCAGGGAACTTGGAAA\nTGATCATTAGAAGTGACCTAAGCAAGGAAACCTTACAAAGACAAGACAAAATGTTTCAGA\nGGTTGGGACACATCTGTAAGCAAGAGGTTAGTAAGTGTGGAATCCGTGGCAGACGGAAGC\nTGGAACTGCACAAGGAGAGATGAGAGGGACCCTCAGGCATGTCATGAACATGGTACGCAT\nCCACACATGCAGGCAAAACGCTCGTGCACATAAAGTAAATGCTTAAAGTGACTTCAGGTG\nGGAAATGGGCTAAGCTGAAACATGACGTCATCCAGTCATCACAACCCCATGAGCTGTTAC\nTAATGTTTTACTGCATAGACTTAAACACACATGATCAGAGCATCATAACTACTAAACACG\nCAGGCAGAACATTTTGATCTTAAAGGATGGACTCTGGAGAAGACATGTTTATCCACTGAG\nCACACCTTGATTATGACAAGCCTTCTCGCACACCATCTCACTGAATGTACATAGTGATGT\nTAGTGGGCATAGTAATTCATGGGCATAATCCCAGGGACCAGGATGCTAAGGCAAGAGGAT\nAGCAAGTTCAAGACGCATCTTGCCTACAGAATAAATCCACTGGTAACCTGGGCTATATAA\nTGGGATCATATTTCAAAAAATGCAAGGGCTATCGAGCATCTCAGGGGCACAATGTTTGCT\nTAGGCTGAACAGAGCCCTGGGTTCCCTCCCACCAAATCAACAAAACTTTTAAGTTGACAA\nTTATAATTATGTGCGTGATGTTTTGACAACTATGTGCATTAAAGCCACTAAGCCAAACTA\nTATGGCATCTCCCTTCTTGTTCCTTTTGATGGTGTGAACATTTAAAAGCCACTACTTGGG\nTAACTGCACTCACCATGGTGTTCAGTGGATTTCCAAACTGTATTCTCCTTGTCCACTGAA\nACTCTCTGCTCTGCCTAGCATCTCCTGGCAATAGTCAAATAGTAAGCTGCATTGGACTCT\nGGGTCTGTATGTTGATGTTTATCGGTTCCACATGTGGGAGGCTGTGGTTCACATTTATTG\nTTATCATATATAATTTGTAAATATTTTCTCCAAGCCTCTGGCCTCATTGCTGATCCATTT\nTCTTTGCTGTGCTTTAGGATCACAGTTTTTTTTTTAAAAAAGTCATCACCTAAAATAACA\nTCATAAAAATTTTTCTGTATGTTTTTTTCCAGAACTTTTATTGTATTGGATATCTTGTTT\nCTACAGTTGCCTTTTAATTCAATTTGAATTGATTTTTGCACACATATAAACCCACACACA\nTATATTATTGACTAATGTATGTGTGAAGTAAAATTCCAATTTTCTTCTTTTACAATGGAT\nATCACTTTTCTAAAACTGTTTATTAATTAAAGAAACTGTGTCCTGGGCCAGCAAGGTGGC\nTCAGTGGGCAAAGATGCTTGCCAATCCTCACTGCCTGAGTTCAATTCCTGAGACCCGCAC\nTGTGGAAGGAAAGAACCAAGGCACAAAAATTGTCATGTGACCTCTGCATGTGCACTTTAG\nCATGCACACACATTCACCCACACACAGGTAAGTAAATAAAACATGCTAAAGAGCATGTCC\nTTTCCCCATAGCATATTCATAGAAATACATTTTGACACAGCGTAAATATATGGATTTATT\nTGTGGGCTCTCTAATGCTGTACATCGGTTGGTGTGTCTCTTAATAAGCCAGTATGCTACT\nGCTTCAATCCCTAAAGCTTATTTTTTAATTAATAAATTTTAAAAAGAATTTGTAGATTAT\nGGAGAAAAGCAGATGCCATACCACTGTCTCAGGTGTCCCTGCTCTTGGCAGCCCCCTGTT\nATCCCAGCGGTTGTACATCACTGCTTCAACCAACAAATAAAAAGCGGCTAAATGGAGACA\nGCTGCACACAAACTGATCCCTTTTGAACACTTTGAAACCCAGCTCTTAGTGACCCTCAAG\nACTGCAATACGTCAATACTGACTATAGCCACCATTGCCACCATGTACACAGAGCTCCTGA\nGCTTGTTTGTCCCCAACATTAAGGTCTTTGACCCGTCTTTTGTTGATTTGTCTTTTTAAG\nGATGTAAGGAGAATCTAGTTTCATTCATCCACATATGAATATGCAACTTGTCGAAACTCC\nGACCCCCACAGCAGTGAAGGTTCATTTCTGTGCTCTCTCCCATTCCAGGAGTCTGCATGT\nCAGGCTACGTGTTGCTTTCTTTCCTATGGCTCTGTACCATGATTTGAAATTAGGTATGAT\nGATACCACCTTGACTATTTTTTATTTGTTTGTTTTGTTGGTTGGTTGGTTTTCTCGGAAT\nTTCTTTAGCAATTTAGTCTTTTGTGCATCCACATGAATTTTAAGGATTTTGCCCCTATTC\nTTATGAAGACTATTATTAGAATGTAAATGGACACTAAATTGATTTTTTTAAAGATTGTTA\nCTGCATATTAGCTCTTCAAAATGTATTCTTTCCCTCCTCCCTTTCTCTCTGTCATTCATT\nCAATGGATAGGTCTTAAATCTTGACTCTGGGCCTAATTCAGGAACACAAAATAGCTTACC\nTTGGTGAGGAGATGGGTCAGATAGAAACAAAGAGAAGGGGGTGAACCTGGAGCACGTAGG\nGTGTCGGGAAGAACTTTGTGAGTGAAGATGGGTGATGAATGGAGAGGCAGAGAAAGGATG\nAGATTGTCTCAGTTCTCAGGATGCCTGTGTCAATTTACATACCAACACCCACTCACAGAG\nAGACACACAGACATGCACACTCACAGAGAAAGACACACACAGAGACACACTTAGAGAGAC\nACACACTCACAGAGACAAACATACACAGGGTGCGTGTGCATACATCTCAGTTACTTACAT\nGAATTTTTTCACAATGTCAACATCTGCCTTCAGCAAAGGAATGCATTGCTTCAGAAAATC\nCTGGTCTTCGATGAGATGCTTGGGAGTGCCTCCAAAAATCAGAAGGTGATCTCTTATTTG\nTTCTTCTGACAATTTGTTAATATCAGGAACTTGAGGCCGGAATTCTGACTTGAAACACCA\nACAAACACCAGGCTGAATGTTCATGAAACCCACTAACACAAAACCTCAAGCTACCTCCTT\nAAATCAAGGAGGGTGAAGAAAATGTCATAGTAACCTTAGATTCATAGTGACACCCAAATG\nGCACTCCTGATTTAGAATGCTAGGTCAGTCCCAGCCTGTATGGAGGGAATGGAGATGCAA\nGTGCCAGGGACAGAAAGCAGAGAGAGGCAGCATCACCTCAGAGGGACAGGGACAAAGAGA\nAAACAGTCTCGGAAAAGGCTGAAGTTCGTTTCGAGGAGGATGGAGAGAAACACGTTGAAA\nGACCTGAGGGGGATTCACTAGTGCCCAGGATTGCTCGCCTGCCAGCCTGGACCAAAGGAG\nAGCAACAGCCCAATCATTAGTACTCCACTCCCCTCTTCATTCCCCATCCCGGGAAAACCA\nGAACTTACGTGAGGGGCAGAGGCACTGGACACAAAGATATGCAGCGGCTCCATTTTATAT\nTTCTCCTTTAGGTGCAGTGCAGTAATAAAAGCAATGTAGGATCCGAAACTAAACCAGGAA\nAGAGGCAAACATGATAACAGTGTTGGGAAAACTCACGGTAACCCTGTATCACAAACACAG\nCGGTAACTGTTGGGTGGGCAGAAGCTAAACTGGATGTTATCTGGTTTGCAGAAAGCATAT\nTACAGATGATGCTTGTAAGCAGTGTTTCAAGCCTGAGAGGTGGTTTTGTCTGTGAAGCAC\nTTGCCTCACACTTGTGAGGAGGACCTGAGTTCCAATCCCCAGAACCAATGTAAAAAGCTG\nAGTTCAGCTGCTCGGGCCTGAAATCTCAACAGTGCAAAAATGAGGGACAGAGATAGGAGG\nACCCCTGAAAAATCGTGGTCCTGCTAGCTTGGCCTCCGTGGTAAAATCTCAGGCCATTGA\nGAGATCCCATCTTAAATAAAAGTTAGCCAATAAAGCAAGGACCAACACCCATGGTCACCC\nCCCACCTCCCCATATATTTTAGGCTCATGCACACATCACACATACACTCACATATAACAC\nACATACACACAGAGAGAGAGAGAGAGAGAGAGACAGAGACAGAGATGGAGACAGAGACAG\nAGCAAGCAAGGGTGGAGTGGGGAAGAGGAGGGAGAGAGAGGAGAAGGGGGGTAGAAGGTG\nAAGAAGGGAAAGAGAGAGAGAGGGAAAGGGAGAGAGAGAGAGAGTCTTGAAGTTAGTTTA\nTATTTCTGTTGGCATAGGTGATTGCATACTGTGTAAAGATTATTCTTTTATTATCCAAAT\nATGCTGGTTTCTTTATGATTACTATTAATTTAATATTTTATATGATTTTAATTATGTGTG\nTGCATACATGTCTGTGTGTGGGTGTGTTCACATGAGTGCAGCTGCCTATGGAGACCAGAA\nGCATCAGATCCCTAGGAGCTGGAGTTACAGGCAGATGTGAGCAAGTGATTGGTGGGAATC\nAAACTAAGGTCCTAAGCAAGAGCAGAACACACTGTTAACCTCTGAACGTTCTCTCCAGTC\nCTGCCTTCACTGGTCATTTAATCTCCATAGATAAGAACTACTCCCTCCAGCTAATTTAAA\nGGCCTAAGAAATTTGTCCAAGACTGTGGCCTGAAATTAGGTCTTGGTAAATACATATTAT\nTTCCATACATATTTTAATTTGAAAAATAAATAGAAGGTTCTGATAGAGTCTTCCTTCTAG\nGTGTATCTCCTAACAAATGGAGAACTGTAACACCTGTGGTTGGTGATAACTATCCAATGT\nTCTGTTTTAATAGAAGAAAAAGCTGTGTCTCAAAAACACAAAGTAGGAACTTGCCTAAGT\nGTACTAGGAGAGTGCTTTAGCATTGAGCACCTATCCTAAGACTCACGCAGGTTGCTTACA\nAGATCTAAATACCTGTGGCCAAAAAATGCAAAAGCTTTGTCACGGATGATGGGCAACAGG\nGCAGTCACAACTTCCTCAGCTATCTGGTAGATGTCATTTGAGAAAGGTTCTTCAAATCGG\nGTTTCTCTCCCAGCCAGTCTTACAGCATGCACTGGAAGTTAACAGACAGGTTACACACAA\nACAGAGAAGATGGTTAACAGGTTAACTCAGACAAATGGATGGAAAAGCCTTAGCCCTATA\nTTACACAATGCGACCAATTTCAAAGAAGCAAATCGTAGTGCTCTAACTTGGCATGGGGTC\nTGTGAGGCCAAGCTTGCTTGTCAGCTGGATTGGATCTGGGGTCCAGTAAGAGACACACTT\nCTGACATCTATGAGAGCATCAGATGCTACATCCCTGTTTCACTTCCTGCTCTGACTTTGT\nTCAACAGTGGTCTGTGATCAGAAAGTGTAAGCCAGATAAACTCTCCCGCCCCCTCAGTTG\nCTTTGGGTCATGTGTTTTATCACATAAACAGAAATCAAACTAAACAGGCTCCATCTCAAG\nTAAACAAAAGTATAACAATAATGTCTTTAAGATCCACTCGTACACAAATCATAGGGCTTT\nCTTCTTTTAGTGAATGGACAATTTGAGGTCTGCAGTAAGTACTGGGGGAGCCATAAGTAA\nAGGATTTAGAATTCTTGAGGGGACAGAGGCAAGCTGAGAAGACACTTCCAAGAAGACACC\nTTCCTTATAAGGGTAAAATGTCAGAAGAAAGAAATGGCTGGGGCAGAAATTCTATAGAAA\nCGAAATATCAAACCATTAAGAAGACTATAGAACCAGCAACCTACAGAAACAAGGTGCCAA\nTGTTTTCTCTAAACTGCACTTCACTGTATCAACACAAGAGGACACTCCTGAACTAAGAAA\nCGGAGCTAGCAACTGGTTCCATCCCGAGGATGCAGAAGTGGCAGATCAGAGTCTCTGGCC\nAGTGAAAATACTCAATAAAGCTCTCATGGAGGAGGCAGGAGGGACAGGGGAGCAATGCCC\nCAAAGCAAATTAACTCCAAAAAGAAATGAAAAAATAATCACAGTAATCTGGAAATTTAAA\nGTTCTGACTAGGGGCTGGAGAGATGGCTCAGTGGTTAAGAGCACCGACTGCTCTTCCAGA\nGGTCCCGAGTTCAAATCCCAGCAACCACATGGTGGCTCACAACCATCCGTAATGGGATCT\nGATGGCCTCTTCTGGTGGGTCTGAAGACAATGACAATGAAATAATAAATAAATAATGAAT\nAAAATCTTTAAAAAAAAAACAAGATAGAATAAAATTCTGACTAGAAACATCCAAATGATT\nGGATGAAGACTGCCAGGAAATAAAATGAATAAAAATACAAAAGTTATTTCAAAACTGAAA\nAAAAAAAAACCAAACCTAACCTCTCCCTGTGATAAACAGGGCAAAGTATGTATGGACCCA\nGAAAAGAGAAAGGAAAGGACTCGGAAAAGAAAACAAGGCTGCAAAGGGCCTGGAGCGCTG\nGCTGCCTGGATTCCCAGCACCCACACAATGGCTCACAACCATCAGTAACTCCTGTCCAAC\nAACTTCTTCAGCTCTCCACCGGCATCTCACAGACATGGTGCCCAGATAAAACACTAACAT\nTCAAAAAATAAAAACAGAAAAGAAACCTTAAACAACAACAATCAGAAAACATCTAAGAAA\nAGTAAGAGAACTTCCCTGTGAAAGAACTCAGATGCTCAGAGGGTAAGGGCCCCTTCTGTC\nTGATGACTTGACTGTGATGACTCCTGAAAGGTGTTCTCTGACCTCCACATAGGCTCTGCA\nTCCACCACCCCCAAATAGTATTAAAAGTTAAAACAAACAAAATGAGCCTTCTTCAATAAC\nTGCATCTCATCCAAAATCAGGTTTCTAGTGACTGGGAAAACTGACTCATGATAATTAAGT\nTAAAACATTAGAATCTAGGAGCTAGGGATATAGTTCAGTTAGCAAGGTGCTTGATGTGTT\nGTGCTAGGGAGGCAGGAAGCGAGAGTCCATGGGACTCGCTGTATACCAACCAGCCTAGCA\nTTATCAGTGAGCTTGAGGTCCTGGTGAGGGACCCTGAGAAAAGAGGCAGACAGTTTCTGA\nGGGATAACCCAGAGGTTGACTTCTGGCCTAAACACACACACACACACACACACACAGAGA\nGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGCACATTTGA\nGAATTAAAGATAGAAAATATTTAAAACTTCAAATGAATACATCGTTTATAAGAGAGAACC\nAATCAGGGTGGTATTGGGCTTGCTGACAAATTTGAAACAAGACAACAGCAAATCAAATCT\nTGGCAGGGGCTCAAGAGGGTACAGACAGTAGTAACCTATGTCCTCTGTGAGAATGGCTCT\nACAGATGCAGAGATTTGTCTAGTCTAAAGTACTGTACTAAACGAAGGGCTCCTGTTCTTT\nTTCATTCTTTCTTTATTTGGGGGTGGTTACGGTTTTGAGAAAAGACATTTAGATGGTGGC\nATGCCACAAAACCAAGTTCTATGTTGTAATAGAAGAGTTTCAGGGAACACCAAGGGATTC\nATAAAAGATTGGGAAAGCTCTACCAAAATATGGTGTGATGGCAAATTTTGGTTGTCAACT\nTGACACACCTAGAAAGAATAATCTGAGTCATGACTTTCATCAGACTGCCCTATGGGGCAT\nTTCAATGAAACATTTTCTTTTCTTTTCTTTTCTTTTCTTTTCTCTTTTCTTTTCTTTTCT\nTTTCTTTCTTTCTTTTCTTTCTTCCTCTTCCTTCCTTCCTTCCTTGTTTCCTTCCTTCCT\nTCCTTCCTTCCTTCCTTCCTTTCCTTCCTTCCTTCCTTCCTTTCCTTCCTTCCTTCCTTC\nCTTCCTTCCTTCCTTTCTTTTTTCTGAGACACGGTTTCTCTGTGTAATCCTGTCTGTCTT\nGGTACTCACTCTAGCCCAGACTGGCCATGAACTCAGAAATCCACCCACCTCTGCCTCCCA\nAGTGCTGGGATTAAAGGCGTATGCCACCACTGCGCAGAGAAACATTTTCTTGATTGCTAA\nTTAGCATAGAACGATTCAGCCCACTCTGGGCAGTTCCATTCTTAGGCAGATGAGCCTGGG\nGTATAGAAGAAAGGTAGCTAAACATGGGCCTTAGAAGAGCTCCATAAGTTTCTGCTTAAA\nATACCTGTCTTGGCTTCCCTCAGTGATAGACTATAGACTCCTGTATGCTAACACAAACCC\nTTTTCTCTTCAAGTTGTCTTTGGTCACTGTGTTTATCACAGCAACAGGAAGCAAACTGGA\nACAGGTGAAAACAAGAAAAAAATCACAGGTTGTATTTAACATCTGACAAGGTACCTTTGG\nAGACAGAAGCTTCAAACATTTCTGAAATGGACTCTTAGTGGTTCTAAAGGCTGAATGCTA\nCATAGCAATTGCCTTTAAACTGAAATGTTCCATCCTGGATAGGAACATCGTGGGGCTCCT\nTAAGTCTAAGGAAGTCAATGGAACTTTCATGGCTAAAAAGGTCAGCAATTCACAAGTCTC\nAGAAAGTTCCTTAAACTTACATGGCCTTTCCCAAAGATTATATAACCATTTCCCATTGCT\nGGAGAGAAGAGACTTTTGAACTAAAAGAGTTGCCTGTAAGCCACACAGGGAGCGCCAGAG\nATGCAGCTATCACAAGCTATAGTCTATGCTGGGATGAGCACCTGGGAATGTGTTGACCTT\nTGAGTCATTCATAATCTGGCAAGGATCCTCTCACTCAGAGTCTTGTAAATAACACCCCCC\nCCAAAACAACTCACTAGCACATTATGTTAGGATTGAGTGGAGTTCTGTGGTGGTCTGACA\nAATCTTGAACAAAAAGACATTTACTGAAATCTTTCCAGAGAAAGTCACAAGCCACCAAGA\nTTCTCAGTTAATAAACAGCCCCAGTTACAAATGTCTATTCACTACATTTCCTTCTGTAAA\nATGGAAACACAGTGTGTGTAAGATGTAAAAAAAAAAAAGAAAAAAAGAAAAGAGAGAGAG\nAGAGAGAGAGAGAGAGATGATAACACTATTAAGAAAGATTTCGCACGCCAAATGGAGAAA\nAAGACAAACTTGATGATGTAGATCTTATAGCTATATAGTAAAATTCACACTCGATACAGA\nGAATGCACATATCACGCTAGCAGTCACAGAATATCTGTGAACACTGATAATGGTTAAAGG\nAAAAGTCACAGACAATTCTACACAGTAAAGGCAGAATCACCAGTCTCTGAGAACAAAGCA\nAACTATCTGGGAACCACCAGTGTGAGCATCACTATGCTTCTAAAGCTCCTCTAGCCAGTT\nTAACAGACAGACAGACAGACAGACAGACAGACAGACAGACAGACCAAACAAACAAACAAA\nCAAACAAACACATCATTGCTCACTTCCAAACAAGCTGTTCACTGTTGGATGAAAAGGGAA\nAGACAAAATAAGCCATAGAGTTTTAAAAAACAAGGATGGGAAAATATTGGGTAATGCTAG\nGGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTAGCTGGGCATGTGCACATGAG\nTGCAGGTCTGTGTGGAGGCCAGGAGAGGGCGCCGGATCTCACAGAACCAGACACAGATTG\nACTGCAGCAGGGCTCTTAACCACTTAGTCTTTCCAGCCCTGTATGGGTGTTTTTGTTTGT\nTTATTCATTGCCACTTAAAAGTTGTTTTAATGGGCTGGAGAGATGGCTCTGACTGCTCAT\nCAAGAGGTCCTGAGTTCAATTCCCAGCAGCCACATGGTGATTCACAACCATCTGTAATGG\nGATCTGATGCCCTCTTCTGGTGTGTCTGAAGATAGCTACAGTGTACTCATGTAAATAAAA\nTAAATAAATCTTTTTTAAGAAATTGTTATAATGAAGATCTCTCTATTGGTTACACATCAG\nTGTATTCTGGAGAACATAGCTGTGGTTTAAGAGAACTGATTTTCAAATGCATCACATGCA\nGTTGCTATAAACTGGAGAATAGTGGAGGTGGTAATGATCATGGAAAAGAAGTCTAGGCCA\nAACACCTCCTGAGGCAGTTCAGACAGTGAAGACTGAGAGCCAATATGTCATTTTCCAAGA\nCTTTCCAGCTTGTTAGAACCAGTTTTATGATTTGGGATAAGCCTGAATTTATAACAGTAA\nATAATTCATCTGCCATTCATTTGAGAAACTATTAATTTGTAAAACTTAAGCCAAGAAAAG\nCAGGTCAGATTATGAAGATAACTCACCTTAAGGGAGGGAAGGAGAGGGAGAGGGAGAGGG\nGACAGGGGAGAGGGGAGAGGGAGAGGGGAGAGAGGAGAGGGGAGAGGGAGAGGGAGAGAG\nGACACATTAGCTGCATTAGAAAGCTACATTAAGGATCTTTAAATGAATTTGTTTTGTGTT\nTTCTCAGAAGTATGGTGAAACTCCTGTGATACCCAAACACAGGAATCTGAGACAGGAGGA\nCCACAAATTGGAAGCGATCTGGCCACCTAGGAAGACTATCTTGCAAGTAACTAATCACGC\nCTGACCATAGATAGCATTTAGTTATCAGTAATGTTTGGATGCTAGCTCATCTTTCGTTTT\nTGTTTTTGTTTTTAAGTAAAGCTTTAAATAATTTATATGGCTACCCCATCTTTAAAGAGA\nCAGAGCTTAGGTGGGCACAGCAGTGTATCCCTATGACCCAAGTACTTGGGAGACTGAAAG\nAAGAAGATCTTGAGTTTGAGGCCAGTCTAGGCTACATAGCAAGACCCCTTTTTATTTTTT\nTTAAATAAAATAAAATAGTAGAATTTAACTCCTTATCTTTAGTGTCTTTTTCTCCAAAGA\nGCATGGAAAGATGAGGGAAAGTAACTTTTCAGAGTCTCCGTGCTGAGCAATCAAGTTCAT\nACCACCTGTAATAGTCCTTGTCAGCCCAAGTGCATTCACTAAAGAGCAATAAGAGTGTCC\nTTCTTTCTAAAAATCCTACAGTCTTAGTCTATTAAAATAACGTCAGAAAAACCCAAACAC\nAAGACATTCTACAAAACATGCAACTGGAACTGGTCAAAACTTGCCTAGGGCCTTGGGCAA\nTGGAAGCAAAATAATCCTAAGTTCAAAACCAGCTCGATCTTTTGAGATCTGTCAAGATAA\nTCAAAAACAAGGGACCCCTGAGGGCTGGCCATAGACTAAAGATGGCTGAGGAGGGGTGAG\nAGCTAAGTAATGCGGTAGCCTGTATGAGACAGAAAGAGAACATGGCGGGCGGTATTTGCT\nGCTCTCTGATTCTGTGATAAAATGCCACGAGGAAACATGACTTATGGAAGAGGGAGTTTA\nTCATGGTTTACAGTTCTCGAGGAATAAGAATCCACCATGGCGAGGAAGCATGGCAGGAAG\nCTGAGATGACATTTTTAACTGTAAGCTTGAAGCAGGGATAGCAATGTGGAAGGTAGCCTA\nGGCTTTAAACTCTCAAACCCCACATCCAGTGCCTTGTTCCGCTCAGCAAGGCCACACCTC\nCTATACTTCCCCCAACAGTGCCAACCAACTTCGGACCAAGTGTTCAAGTGCTCCAGTCTA\nTGGGAACATCTGTCATTTAAACCACCACAGGGGAAGCCAATCAAATCTGAACTCACCTGA\nCCATGGCATTTAGTTACAGTGATGTTTGCATGTTAGCTCATTAGTTGTAATGGAAGTACT\nGTAATAATAGTACACACTGTTCAGAAGTGGGGGAACAAGGTGAGGAGCTAAGAGGACACA\nCCGCACTGCTTCTGCAGCTTTTATTCTCTGGAGCAGGAGAGATGACTTACAGTCAAAAGC\nACTTGCTGCTCTTGCAGACGACCCAGGTTTAGTTCCTAACACCACATTGTGGCTCACAAC\nAGTCTGTAACTCTGCTTCCAGAGACCTGATGCCCTCTTTTAGGTTCCATGAGAACTGTAT\nGCACATGGTGTACATACATACATGCAGGCAAACACTTATACGCATTAAAGATAAAAAGGT\nCTTCTGAAAGTTACATTTGAAATAAAAATTAGAGTTCCTAGTCAAAAATATTTTTTAAAA\nAAACTAAACATGTCAAAATGTAATATGTGAATTGCCTGATAATTTGTCTAGTGATTCCCT\nGTGACCATCTTCTGCTTGCGGCCATTAAGGACTTTCTAACAAGTCCTTGCTGATTTCTGA\nACTGACAAGACTAGTTTACATCCCACCGTCTGTGCAAATGTGGTCCAGCCATTCCACTCT\nCCTATATTTACCTAATGGGCTCCAAGTTTACCCATCACAGAGATATTCACACAGCAATGT\nATTTTTTGGCACCAATCACAACGCATGGGGATTCTAAGTGTTCACCAAACGAACAGATAA\nTCAAACGTGGTCTCTTCACGCCATGGAAACATTTTCAGCCATAAAGGAGGAAGTCATAGT\nGTTTGGAAAAATGGATATAACTAGAGATAATCATATTAAATGAATGAAGCTAACCTTTGT\nTTTATACAGATACATAAAGTCATATATACATGACTAGAAAGCAGAAGTAAAATTGCCAAC\nCAGGACAGAAGTGACCAATGAGGGCAGAAAAAGAAGGATCGAGGATATAAAAAAGAATAT\nGCATGACATACAAAATAAACTTGTATGACAATGTGAAAAGTAAGTTACTTAGGAAGAAAA\nAAGTGTGTAGTAGATCAACATGTATTTTTTTAAAAAGGAAACACAGGATGAATTATGCAG\nCTGCACACAGATGAGCAGCTGAGGACATGAGGACTTACTCAGAAGGAGGGGAAGTACGTG\nAGTCTGTGGGAAGTCCAGTTTCCTCCTCTATTTATGCTGCATCAGTGGTTTAATACAATG\nCAGAATTGTGCATGCATGTGCGTATGCATGGGTGTCTCTGTGCGCATGCGTGTGTGTGTG\nTGTGTGTGTGTGTGTGTGTGTGTGTGCGTGTGTGCGCGTGCGTGTGAGCATGCATGCACA\nGGTGGATGTGTTCATGTGAGTGCATGTAGGCCAGAGGACAATTTCTAATGTTATCCTCAG\nTAATGTGGCTTACCTCCTCTGAGACAGGCTCTCATTGACCTGGAGCTGAGCAATTAGCCT\nAGACTTGCTGTTGACCTCAGGGGTCCCCATACTTCTTCTGCCTCAGCACCGGGATTACCA\nGTGTGCACTGGCATTTTTATGTATGTTCTGGGGATAAGACACAGGTCCTCTGCTTGCAAG\nGCAAGCACTCTAACTCAGCAGTCTGCCTAACTCTGAGATCTACTTTTGCTAGAACAAACA\nGCCAGGAGTGTTGGCAACTTTCACAGAGCAAGAGTACAAAATTGCATAGCACTGTAAACA\nGTCATAAATTAAAAGTCCAAGATTGCAGCAAGAATTTATGGCTCGCTCTTAGGACATTCA\nGCTGTCTCTTAGGACAGTTGACTGAATTATACATGTCAAGATCTTAAGAAGATAGAGATA\nATTGCCGGCCTGGTAGAGGCACATGAATCTCAAGGAGTTTGAGGCCATCCTGGTCTACAT\nAGTGAATTCCAGGCCAGCCAAGGCTACATGGTGAGACACTGTCTCAAAAATAGCAATAAC\nAGAAAGGACAAAATATAGGTAAGATAGGCATGGTGACTCATGCCTGCATTTCCCAGAACT\nCAGAGGGATGAAAAGGAGGGTCACAAGTTAGAAGCCATCCAGAGTAACATAAGACTCCTA\nTCTGTCTGTCTGTCTGTCTTTTATTTATCCATATCTAATCCCTTTATCTCTTTTAAAAAG\nGAATATACAGAAAGGGAAGATGTCAGATTCTAGACATTCAGAACACTCCTGCATCTCCAC\nAAATCTGAACATGCATAGCTACAGGGAGGCGTGGGTAGCACGGAACGGCTTAGGTGTACA\nATAAAAACACTACAGACGAAATGAAACCCAGAAACCTTAGATCCGTACTAACATCAGCAA\nACATGGCAAGGAGGGATGGGCTATCAGCAAATGAGAAAAGGAAAACTTCACAGGTGCGCA\nCAGCCTTATTTACTGACACCCACTGGGGAGGTGACCTGCACAGCAAGAAGGAGTTGCAAA\nGGCTCCCTGAGCTTCCCACTGGGCACAGTGACACTGCCGTGAAGAACATCTTAAGAAACT\nTTTCCTCAGGGCGTGGTTGTGCACACCTGTAGTCCCAGTCTGGAGAGGCAGAGGCAAGCA\nGATCTCTCAGTTTGAGGATGGCCTGGACTACAGAGTGAGTTCTAGGGCAGCAAAGGCTAT\nACAGAGAATTTTTTTAAAAAGGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGGAGGG\nAGGGAGGGAGGGAAGGAAGGAAAGAAGGAAGGAAGGGAGGGAGGGAGGGAGGGAAGGAAA\nGAAGGGAGGAAGGGAGGGAGGAAGGGAGGGAGGGAGGGAAGGAGGGAGGAAGGGAGGGAG\nGGAGGGAAGGAGGAAAAAAAAAGAAGGAAATAAAGTCTTCCTGGAAAATTCTTCAGTAAG\nAGCCCCTGGATTCCAAAAGCCACTGTCCTTGACTAGCTAAGCTGTTGATCACCCCAAGCA\nTCAGGAAACTGGATGTGACTTAGACATTGAGTTGTAGACCCTGTCTGCTTGGAGAAGTGT\nGGGCTGAGCTGGGAGGATATGGAGTGTGCTTAGACTTGGTAACTGGGACCCTACCTCGGG\nGAAGAGTCTCAAGCCTACCTGAGCAGGAACGGAGCAAGGGTTGGATCTGAGAACAGCATG\nGCACAGCATAGGAGCCTGTACCCTGCTCTATCAGCAGAAACTGGTTAGACCTGACTGCTT\nCCAATTGTCAGAACTCCAGAGGTTCCTGGTGGCAACACCCTGCTCAAGGCCTTTCTCACT\nCCCATGTTCAAAATGGCAGAGTGACGTTGTGAGGCAAAACCCAAGCAATTGGTCTTCCAT\nATTGGCTAATGACAAAAGCCCAAGGCAGCTCCTACACTTACCACATAGCTCTTAGAATAA\nATGTGGAAGGAAGTCAGCCAAGCTCTCCTCCTAGTACACGCCTCAGCAGTTAAGACAGGG\nTGGAGTCCAGCCTGCAACAGTGCTTTGGTCTAACTTGTATGTCCCCTGAACTAAGTAAGT\nGTCAAAGAGACGTGGATGTGAGGACATAACAGCCACATCTTGTTTCTCCTAAGCCAGGGT\nAGCACTGAGTTTTATTGCTCTCTGTTGGTTTTCTTGTCTTTTCCCTTCACGGTTATGCCT\nGATACTCCCAGTTTGTAATCTCTCCCATCTTGTTCCTTTTTGTTCCTTTCCCCTAGTTGC\nGCTTCTTTTTTAATTTAATTATTAATGTTTTTAATTTTATTTTTACTATTTTTTAAACTC\nCCTGTTCATCTGATTAATATCCTCACCCCTTTTCCCTATTTCTTATTGGGGAGGTAGCTG\nATGTATTCAGTTATTTTTCTATCACCTTTAGTTATCTGACTTGTTTTTTAATTGTCATTC\nGTGAGATCTACATTCACCCCTTCTGAAGGATAGTGAGGACTGAGATGTAAAACTGCACAC\nATGCCAAGCGAGGACCAACTGCAATGGAGAAAGAGAATAACTATGAAAGGCAATCTGATT\nCTTAAAAAGGCTCATATCCACTCAGCAGTTGAATCAAGCTCCATTAACATGGCAGACAAA\nTGCTTCAAAGTCTACATAAGGGAAAGGCCCAATGTCTCAAAGATGACACTCATAAATGCA\nTGAATGGAGCAAGGAAGACAGCTCAGAAGAATGCTGAACTGGAAGAGAGCTTCAGCATGA\nATGAAAACCTTCATTGGAAAGAGTCACCAAGGAGCGAAACAAAGTAGGCAAGGGGACATG\nAGTGATGGTGGAAGGAGTGACCTCATTCAGAAAGCATAAAAAGTAAGCAATCAGGACCAG\nAACATAAGAACTGCTGCACACAAATCAAAACAACCCTGAGATTCCACCTCACACCAGCCA\nGAATGGCTAGGATCAAAAGTTCAGGTGACAGCAGATGCTGGCGAGGATGTGGAGAAAGAG\nGAACACTCCTCCATTGCTGGTGGGATTGCAAGCTGGTACAACCACTCTGGAAATCAGTCT\nGGCAGTTCTTCAGAAAACCGGACATAGTACTACCGATGCCCCTCAACAGAGGAATAGATG\nCAGAAAATGTGGTACATTTACACAATGGAGTACTACTCAGCTATTAAAAAGAATGAATTT\nATGAAATTCTTGAGCAAATGGATGTATCTGGAGGATATTATCCTGAGTGAGGTAACCCAA\nTCAGAAAAGATGTCACTTGATATGCACTCACTGATAAGTGGATATTAGCCCAGAAACCTA\nGAATACCCAAGATACAACTTCCAAAACACAAGAAAATCAAGAAGGAAGACCAAGGCGTGG\nATATTTCATTCCACCCGAGAATAGTGAATAAAATATCCATGGAAGGAGTTGCAGAGACAA\nAGTTTGGAGATAAGACAAAAAGAAGGACCATCCAGAGACTGCCCCACCCGGGGGCCCATC\nCCATAATCAGCCACCAAATGCAGACACTATTGCATACACCAGCAAGATTTTGCTGAAAGG\nACCCTGATATAGCTGTCTGCTGTGAGACTATACCAGTGTCTGGCAAATACAGAAGTGGAT\nGCTCACAGTCATCTATAGGATGAAACATAGGGCCCCCAATGTAGGAGCTAGAGAAAGTAC\nCCAAGAGCTGAAGGGGTCTGCAACCCTATAGGTGGAACAACAATATGAACTAACCAGTAC\nCCCCAGAGCTCGTGTCTCTAGCTGTATATGTAACAGAAGATGGCCTAGTCGGCCATCATT\nGGGAAGAGAGGCAAACTTTATATGCCTCAGTACAGGGGAACATCAGGGCCAAGAAGTGGG\nAGTGAGTGGGTAGGGGAGCAGGGTGGGGAGAGGGTATAGGGGACTTTTGGGATAGCATGT\nGAAATGTAAATGAAGAAAATATCTTTTTTTTTCTTTAAAAAAAAAAGAAAAAAGAACTGC\nTGCACACAAATAGGAGACCTCACGCAAGAAGCCGTGGCGTAGAACACTGGGCTAAAGTAC\nAAACTAATGGCATGAAAACCTGTTCAGTAAAATTAGAGCAGATTTTTTTTCTCCTTCTAG\nGGAAAGACATGTGCATCCACGTAGAGGAGGAATTTAAGCCCCTAAACTGGCATGACTGAA\nAAGGAACCCCTTCATGTCATGTTATAATTTAAGAGTTAAGAGTTGGGGCCAGAGAGATAG\nGGGGCTCTGTGGTTAACTGTGCCTTCTGCTCTTTCAGAGGACCCAAGTTTGATTGCCAGC\nACCCATGTTAGGGTGCTCATAATGCTCTGTAACATCAGTTACAGAGGAACCAATACCTTC\nTTTTGGCCTCCTTGGGTACTATATGCACATGCTCAAAACCATATGCAGACATACACATAT\nACATATAATTAATTTTTAATGTAAATTTAAAAAATTAAGACTACAGAACAAAAAAAAAGT\nTTGAAAGCTGAAAGAGAGCCAAGTACTTTACAATGACCAACTCATGCATGTGTGGGTGGA\nGACCACTTGTAAGACTCAGTTCTCTCCTACCATGTGAATCTCAGGGATTGAACTCAGGGC\nATCAGACATGGATGCAGGTGCCCTGACCTGCCAAGCTGTCATTCTGACCTGAATGTTATC\nATTTATAGGAAAAATGGATGGAGCTTGAGACTCTTATGTTCAGTGAAACAAGTATCTTAT\nGTTTCCTCTAATATGTGAGATTTAGGAGGAGAAAACCCCTACAAAAGTTAAGGGAACTGT\nTATGGGATGTGAGAAGGAAAAGGGGTAAAGAACTAAGAAAGGATGAGAAAAGGGACAGGA\nATCAAAGAATACTGTTTGTATAGGAGGAGACACTGCAACAGAACCCCTTTGTAATTAAAT\nATAGAGTGATTTTAAAAAGAAAGTGACATTATTGTTCAGGAAAGGAATCATGGGAGAGAA\nAATATAATTGGGAAGTCACTGAGAAGATGGGTTTATCTCATGATGCTGCGAGATAAAGCC\nTACTGACAGGAACACTGAGAAGCCAAGTCAGTGGCTGAGAACAGAAGCAGAAATGCACAG\nAGAGGTAGCTCAAGATGTTGACTCAGCAACCAGTGGCACAGTATCCATGACGTAAAAAAA\nTGACAGGGGAAGGGCTGGAGAGGTGGCTCAGTGGTTAAGAGCACTGACTGCTCTTCCTGA\nGGTCCTGAGTTCAAGCCCCAGCACCACAGGGTGGCTCACAACCATCTGTAATGAATCACG\nATGCCCTCTGCTGGTGTGTCTGGAAGACAGCTACAGTGTACTCATATGCATAAAATAAAT\nAAATAAATCTTTTTTAAAAAAAAGAAAAAGAAAAAATAACAGGGTAAAAATTATATTGAA\nAAAACAATGACTTGAAAACATTTCCAGTTTGATAAGGGTTAGAAATCCACAAATCTAGGA\nAACTCAATGAACTTGAGTTTCTCTGTGAAGCAGTTATCTAAGCTTCTTTATTGACTTAGG\nATGAAAGTCAACATACCTTCCAATAAGCCATTAATCTTTCGGCCCCACTTGGCAAAATGA\nGTGGAGCCGCCTCCTGCCCAGGGAAAGCAGATCAGCTTGAAAAGTGCATCCGGCTTTTGA\nCACAAACAGTTCAAAACCTTCTCATTCCTAGAAATAAAATTCAAATACATTTAGCATTAT\nATAACACGATTGGAAAAAGTTCAAAATTGCATTAGGTGAGTTTTAATAACAAGTCTCATT\nAACTACTAGGTGCATGTGCTCAGATATGAGTTAATTGCCTTTCTTTCTCCAAGAATCCAG\nTTTCCAAAGGTTTGAATGGTCTGTTTTATGATTTCAACCCATAAACTCTTAGAGACTTAG\nATGGCATAGTGAATTATCTATGTACTTTGTATGTCCAATAAGAGAGATGTAACTATTGAT\nGCAGACGCCTGTTCTTTCACAGCAAAGGAGATAGTTTATCCAAAAAGGCTTTAGTCCTCA\nGGGTCATCAGCAACATCCAGTGACACTGTCTCCTTAGACAGCCATCCTATATGGATATGT\nTTGTATTCTCCACAATATAAGTGTCTCTAGGAAAGTTTCCAAGTCTGTCTTTAAATTTCT\nTACAAAGATATCTAAGCCTTCCAAATGAGAAACCATCGCCATACAATCATGATTTTAAGT\nCTGTTTTGCCATTTTCAAAAGTATCAGTTTTATAGTTTAGATTGTATTGGAAGTGAGGAA\nCCTTTAAGAAGTAGTCCTGGTGGAAGAAAGAGAGGTGACTAGGGTACATGATTGGAGCTT\nTGGCCTGCTCTTTCTCTCTGTGTCTCTGTCTCTCTCTGTCTCTCTGTCTCTCTCTGTCTC\nTCTGTCTCTCTCTGTCTCTCTCTGTCTCTCTCTCTTTTCTTCTTCTTCTTCTTCTTCTTC\nTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCCTCTTCCTCTTGCTCTTG\nCTCTTGCTCTTCTTCCCTTTTCTTCCCTCCTAGGGGTCTTTAACTAAGTGCCTTCAGTCT\nGCTATGCATTCCCTAGAACGTACACTTCTCTACAGGACCAACATAGCAGGGCTCAAGGAC\nTATGGATTGAAAAGCCATGATTTTGATATAACTGAATGTTTTTCTGCACACATGCATGCC\nCCTTGCATACAGTCTCCACAGAGGCCAAAAGAAGACATCAGAAGCATTAGAGCTGGGGTC\nACAGGTGGTGAGCACCATGTGAGTGCTGGGAACCAAATCTGGCCTCTTGGCAAGAGCAGC\nAAGGGCCCGAAACTGCTGAGCCATCCTCTGGGCCCCCAATCAAATCTTCTCTCCTTCATG\nGTTATGTTTTGTCATTTGACCAAAAGGAACAGATTGAGATCTTTTTAGATACTCTGTTCT\nCATAAGGGGACTTTGTACTTTATAGTAAAATAACTGAGAACATGCATGAAGTGAGATGGC\nAGGTCTCAGATTGCTGAGTCTAGACCACAGAAGCTCTCCCTCCCTGGCATCTGTTTGTGT\nCCTGCACATCCACCCTATCTTCCCACTCTAAAAAGGGAATCAAAGACCCACAGCTAGCTA\nAACACATCTTCTCTTTCTCTTCCCTCAATGTTTGGTATTGAAATCATCTATAACTTCAGA\nGTTGAGGGTAAGCAGACAAATTTTTTAATCCATTTGTACTGTGTAGTGATGAAGGCTGCA\nGAGGAAAAGTTAAGTGTCCAGTGTAAAGCCTAGCTAGAGCTCTTACCATGGGACACTAGG\nCAAACTGCTCAGGTGCTTCACATTCTCAGTGGCCTCGATGTAAACAGAGGGCAAGACTTG\nGGTCTTCCTCATTAGCAAAAGTGAGACCCAGAGACATCGTCACCAATCTAGTTAGTCATA\nAATCAGAATCAGGGTGCAAATCCTGCTCACCATTGAAACTATTTGACTATTGACCCTTTC\nCCCATAGTCTCAGCATCAATGTCACTAAGACGCAGGACGTAGAGGACATTCTGAGATGCT\nTTGGGTTAGAGTTGAGGCAAGAAGGGGTTCTCCAAGATAGTGTGCTCTTCCAAACCATGT\nAAGGATTTTAGACAAGCCAGAGATATAAAATTTAACTTTAAAATAGTACCAAAGGGGATG\nGCAAGGTGGCTCAGTGCATAAAGGGAACATGATGTCGAGCCTAATGGCATAGGTCATATG\nACAATCACTGCTGCTAGACCAAGGTCCAGCATACAACATTATGGCTCATAATTCTCCAGC\nACCTTTTACTTTCAGCTTCTCACTATGTTATGAGAGGTCCCTTGTGTGTCTCCCCCCGCC\nCCCGCCCCTTGGGAAATTCTGTATGGGCTTTGATGGTGGATGTGAAGGTATATAATGGCA\nGACCCTCAAAACAAAATAAATCTTTGGAAAGGTCTCCTCCACTGTGGAACTGTATATCAT\nAACAACTCTGCTTACTCCTCCTACACAAGAATCCTCACTTTGCACCCCTTATTGTACTGA\nGAATAGAGACGTTAAGGAGTTATGGTTCCGGGAACTTCACACCTGGCCCCAGGGATGAAA\nGCACACAACTGGGAGAAATAATGGGTCCAGAACCGGAGTCTGAGGCCCAGGTAGCCGAGG\nGCAAGAGTTCAGTTAATAAGCACAGAACAGTATCCACAGCTGATTCCCTGGGTACATGAC\nTTACAGGAAGCACAGCAAGACCTGGTATGCCCCCACAAGGAGCAGAGTCTATTAAGAGTT\nAGTCATATACAAGAGCATACATTGAAGGAATTAGAATTTTCTGGTATACTGGAAGAAGAC\nTAAGATATTCGGAACTTCCCTTTGGAAAGTATATAAGGCGAACAGGTCCATATCGTAAGG\nCTGAGGGACACAGGAATGAAATTAGGAAACTACTCAATGCTTCTTATGCGACATGGTACA\nCACGCTGCATCATGCCCCTTAAGGAGTGAAAATTGTTCTTATGGCTTGTTTCTCAGGACT\nCAATATCTGCCACCTTCTGACCACAAAGGGCCACCACAAAGGCTAAGAATGTTCAGGAGG\nGCACCTGGTGGGCTTGCTGAGCCTTAGAGAGCAACAGCGACTTAGATGTTTGCTGAACTT\nACTGCCTTTGCTTTGAAGAAAAATGCTGTAAAAAGTTGATTACCTCTTTCATTCTGGATA\nTTGAAAACTAGGGCCAAAATAGGTTAAAAATGGTCTTTGAAAAGATCATACACATCTTGG\nATTCATTAAGTCTGCTTTCTATTTACCCGTGCAAATATGGAGTATAAAAGGTGTAACCTC\nTTTTCAATAAACATCCTGATTTGCCCTCAGATTCTGTCAGTCTCCTTTCCTCGCCAAGCC\nCACATCTCTTCTTTGGGACCTAAACCCCCTCTGGAGCTGGACTCTGGTACCTAACAGCTG\nACATTTGATCACCCATGTGATCCAAAGAGAAAGCCAACTCCTGCAGGTTATCCTGTGTCT\nCCACATGTTCGCAGTGACACACACAATAATCAATCAGATGATTAAATATTAGCTTAGAAC\nTCCAAGCTAGTAGCATTTTATATACAAGTAATTCGTACCACCTTTCACCAGAGGCAGTGG\nAAGCAAATTCAATTTCAGAGATGGGCCCCTTTAAATGTAACAAGGCAATCCAACAAATTT\nAGGGTGCTGAAGCACCAGAGATGGGGAGCGAGGAGTTCCCGGAAGCAGCCTACCTGGTAC\nTCTTAGCATAGACTGCTGTCTCCATCCTGTGAGTTGATTAGGAATTGCTGCTCTCAGAGA\nTCTTCTGCGACTGTGTTGAAATTAATTCCCCTCTGGGCACAAAAATCTCCAATAAGCCTT\nTTGTACACCAAGTGGCCAGATTTCTTTTTAATCCGTTGATTATGGCTGTCAGTCAGAATC\nCTGCTTTTGAAAGGCAGTGAAGCAGAGGAGAAGAGCAGGAAGAAAAAGAAGGAAAAGTAC\nAAGGAGGAGGAAATGGATGGGGGAAAGAGGAAGAAAGGGAAAACAGGTCAGACTCATACA\nGCGCATAGCATCTGGGTGTTAGTGGCCTCCGTGTATAGATGGCTGTCACTGTGCACATCA\nGCAGAACTTCCAGATAATGCCCATAAAGAGAGAAATGCAGCCTTTGTACTACTTACACCT\nCAGCTGAGTAGTGCCCAGGTCACAAGACAGAAAACACCTGATACCTACTGCGAAGTTAGA\nCAGAGATATGTGTTTTGAAAACACATCTTAGCTTTCTAGGTATTTATAGAGTTTTGTTCT\nTTTAAATATTAAGAGAGAATTAGGAAATGTTTAAAAAAGGAGTGGGGAGGAATTTATTAC\nTAGAACAGGTGATTAGAAACGACTTTGGCTAAAACAAAAAGAAAAAAAGAAACAAACAAA\nCAAACAAAACCAAATACAAACACACACACACACACAAAACAAAAAACAAAAAACAAAAAA\nCAAAAAACAAAAAACAAAAAACAAAAAACAAAAAACAAAAACCTTCTGCCTGGAAGAACC\nAGAACCGAGACAATGATCAAACAGACAGCGCTCTGACCAGAACTCCTCCTTAAGTCTCTG\nTCCTGCCTCAATTCTTCCTTGCTTAAACCTAAAACTCCATCAACACCACGCAGAGGGACA\nGGGGGAGAGTCACTGGACCTCTTCAGTCCACAGGAATGGAATTTCCCTCCTCTTCCTTAC\nACGTTCATCCATCTCACTAACTGGCACAATCGTACAGCCTAACCTGTCTGGGCATCTGAA\nACCCGGGGTTTTAACCTTAAGACTTTAGTAATGCTAGCGTTATCAAGCTACTAATCTTGT\nAAGCTTCTAACATTCAATAAAGCAAGTAAAAATTACTATAGTTTATAAATGTATAAAGGA\nTGCATAACATAAAGATTTTAAACTCTCTTACCACCTAGAAGTCCCCTGAATCCCTGGCAG\nTCATGCTAAGACCAAGGTTTAATTCACGAACTCGATGGTGAATCTCAGGAGTGTTCTGGA\nGAAGCGAGGCTCAACTTTCAGCGATGCTCCTTCCAGAGGAGAGACCACAGCACACCGAGA\nGGCACGGAAAGCCTGCTCAAATAGGAGAGGGTGGAGAAACAGCCTTTTATCTGTTCAATC\nAGTGGCTCGGAGCCATCCTGTGCCTCAGATGATTCACCTTGACAATTTACTAGGCGGTCA\nCTGACTCTGTGAGCAAGGTTTTGCTTCTTAGATAATGATACAAAATGCAGCAGAGCACGG\nTGGTACCTGCCTACAATCCCAGAACACAGGAAACTGAAGCAGGATGCTTGGAAGTTGGAA\nGTTATCCAGGGCTAGGGAGAAAGACTATCTCAACATAAAAGCTAAAACACAAAGTAATGA\nCATAAAATGCAGAAAAATATGTTTACTTCTTCCAAGGAATATGGGCAGGCAGAGGTGGGG\nTACAGACATATATCACAACATCTGAGGCTTGCTGACTACAAAGCCTCAATAAAAGTAGGT\nTGCATTTCTCCATCTCTTTTATTTATTTATTTATTTATTTATTTATTTATTTATTTATTT\nATTTATTTATTTATTTTTACGTGACAGAGCCTGTGGCCAATTATGTTTGGGGAGATCAAG\nCATTCCTAGGGCTCAAATGTATTAATCAACAAATATTCTCTTAAGGTCAAGGGTATCTGC\nATCATTTGTCAAGAGCATCAGGACCTAGCTGTAAAGCAGTAAGGATTCTCCTGAAGGGAA\nACCACAGGGAGCAGGATTTTTTACTGGTGCAGCAGAGGCACAAAGGCAAATGAGCTATAT\nTCAGGAAGCAAGGGCTCAGATTTTATCAGAACTAACACAAGACACCAGGCTCAAAGTAAA\nACATGTCCAGCAGAATTCCGAGAATAGATGATAAAGAAAACCTGCATACAGCCGCACAGC\nAAGGAAACTGAAGAAAAACAAAAATACAATAATAATAGTAACAATGACAGATAAAATAAA\nCAGAGGAGCCAGCTGGTGCGAATGAAGACACGGGATGTAGTCGAAGAAGTTAGACTGCTG\nGCAACGTAGACAAGCCACAGAAATAAAATAGTAGAATTTACTTTCAAGCAAAGTAAAGAA\nCCACACAGGAAGGGGTGTGTGTGTGTGTGTGTGTGTATAAATCCAGGGCCATGCAAATGT\nTAAGTGTGTGCTTTAGCACTCAGCGACAAAAGCATCTCAGACCCAGCAAAAATGCCTCAT\nAAGAACCCAAGCATCTAGAAGGATTTCCTTGCTCTTCCTCCCATAGACGGGCCCACAGTC\nAGGCACCTATGGAAACATTGACATCAACAATAACCTGCCATTGGTGGGTCACAATAAAAA\nAGACAAGAGAACATATGGGCTATGGAGAAAGTTGGAGAAGGCAAAGGCAGATGTGTTCAT\nATTTTCATTGTATATCTATATGAAAATTTTAATAATAAAGAAAAATTAGGGCTGGAGAGA\nTGGCTCAGTGGTTAAGACCACTGACAGCTCTTTCAAAGGTCCTGAGTTCAATTCCCAGCA\nACCACATGGTGGCTCTCAACTATCTGTAATGGTATCTAATGCCATCTTCTGCTGTGTCTG\nAAGATAGCTACAATGTACTCATATACATAAAATAAATAAACAAATCTTTTTTTAAAAGGA\nAAAATTGATTTTAATTTTAATTAACATGTGGAAGAAGAAGCCATTATCTACATAAAATAA\nTGCTGGTTGAAATATGATTTACAACACTGTTTTTGCTACATTTGCAGTATATTTTTAGTA\nTTTTACAATTTCTTCTATATTCCTAGGAAAACTGTAAATCATTAAAAGGATAAACAAACA\nAACCAAAAAATAACTATGTACAAACATCTTCACAGTGGTGAAAACATAGACTGTCCCCAA\nGTTCTAAGTGGAAGACTTTGGCCAGAGACAAAGTAACCCACAGGAACAATATGGGATGCC\nTGAAGTGACAAAAGGCATGAACAGGGGGAAATAACTGAGTGAACAGAGACACTGATATAA\nTAAAATATAATTGTAACGTGTCTCATATGAACTTACCGTACCAGATCAAACAAGAGTCAG\nTCAGCAGTATGTGAAGAAAGAGCCCTCCCCACATTATAAAATATTTAGACTCTGTAAGTT\nTGTAAGTTCCAATTTCTAAGCAAGAGACAACCAGTCACCAAGAGTTGAAGGGGAAAATGT\nTTAGTCAGTCAAAAAGGAAGGAAGATGAAAACACATAGGAAGCCCAAGCCAAGATTCCAG\nGTTTAAAACTGAGTTCTGTCCCTAGGTAAGAGAGGGATCACTTCACAAATCTATCCTCTG\nGCCTTTTCACGGCCTCCGTGGCACATAAGCACCTGTATGTGTTTCCACATGCATGTGTAT\nACGTGCATGTGTGTACAAACACAAGAATAATAATAACAATAACAATAATAATAAATTAGA\nAGATGCTAATATCAGAAACACCTTTCATTTAAAATTTTAAATCACGTTAATTTATGTGTG\nCATGAGTGTTTTGAGGGGAGGTGTTCTAGTGCCACAGTGTTTGTGGGCTTCACCTTGGTT\nTGGTCTCTATTGCTAATATGCCTACTCAGACCACCGCCTCTTTGTCTGTCTGGTGTGGTC\nCTGCATTGCACCCCCATAGTCCTATGGACCAGCACCCTGTATCTGTAGACTCCAAAGTTC\nTACACCTTGCCTTTCCAGCTCGTTTCAAACTTGCAGCCTCCTGGCTTGGCTCTATAATAG\nCAGATTTCTAGCTGGGTTTGCTACCAACCTTCCCAGCCTCAGCTATCTCCCTCTGCCTCC\nAGTAAAGCCTCTTGGATTTCTGCTATGGCCTTAATCCATGTGTAGCCATTCTCTGATCTA\nCTTGCATACATAAGTTACTGTGTGTTGTGGACTGTGTATCCCAAGAGTTAAAAGTTCCTG\nCATTTGTCTCTATCTCCAGATATTGCACTATAAGTAGGTACTTTATGAATTTCTTCTTAA\nAATAAATGTTTTTATTATTTCTTTGATGATTTTATACATTTGTATCACTTTTACCCGTGA\nCTCTTCCCCTTAAGTACTTTCAGGTACACTACCATATCCCTTCCCACCCAACTTCCTGTC\nTTCTTTTTCTTTTCAAATCTAACAACGCAACAACTCCAATTACTGTTGTCTATATATTTC\nTGTGTGGGGTAATTTCCTGGAGTATGGTTAACTTACCAGGAGCTATAATTGTAATAAAAT\nCTGACTCTTGCGGCTCTCAAGCCATCAACAGTGCATAGCACCTCAGTTAGGACTGGGTTC\nTTGAACTCCTTCCCATTCCACACTCCAATGTTGCCTGGCTTGATCTTGTGCGGGTCTTAC\nATAGGCAACCAGTTGCCGTGAATTTGTGAATGTAACAGTCCCACCTTGCCCATAAGAGCA\nACAGCATCAGCTTGTATTGCTTTGCAGCTAGTGAAAATAACATAGCTTATTGTTAATCAA\nTTCTGACATTTTGGAAAGATTAAAAATATCCATCTACATTTCTAACATAGAGAACTCATG\nACAGTCGAGAAGTTCCACATCTTGCCTTGATGATTTTGTGTATAACTCTCTGTGAAGATA\nGGCAGGGAAAAGCAATCACTTATCCAAGCAATTATCACTCAAAATAGCTACGGACATACC\nAAGCTGAATCCTTGTAATAACTTTGTAAGCAAATAATGTTAATATTGCCAATGTGGAGGT\nACAGTGTAAACTTCTGAAATGTTTCCAAGTTATTGAATTCTGGAATAAGAAATTGAGTAG\nAGATACACGCTTACAGCAGAAGCAAGGACAGTTTAGTAAGAAAAATTGCACTTTCTAGTC\nAGGAAACAGGCAGAGGGAGTGAGTTTAGATGTCTCTGATACAAAGAATTAGGGCTTTTAA\nGCCACCTCAGCATAAGCTTTTGGGTCATTTGTATAGTATATACTTTTGCCTCCTTTGCAT\nAGATTTTTTTTTCTGTGCAAACAAGTAGTAGTTCTACATTCAATTTCATGAATCACATGA\nCTCATTAGCATCTTAAATCTACACCGTGGTTTGCACAATTGGCTTTGGATGAGTGGGTAT\nCCATATTTCTTCTTCCACTTTGCTAACTTGATTTTTTTTTGTACACTAATTTTGTAAGGA\nTTTACACAAAGCTTCCCAGATCTCACTCTCTGCCTCTTTCTCCTCCCTTAGTATTAAGGG\nGTTTAGACTTGATTCTAAGAATGACAACTCAAGATGTCAGATTAGTGTCACAACCAACTG\nCTGCTGTCCTGTAAGATGGGTAGGTGTGGGCAGGCATTGAGGTTTTGTTAGGAAGAAGAT\nAGACGTAAGATTAGCTACAAGGTCAGCTACAAAACCATGACTGGTCTCCAAAAGAAATAA\nACAATTTCCAGTTCAATTTATGCTAAGTCCACACATGGAGAGGGAAGTGTGTATCATGCC\nCATCCATCAGGAGGCAGGAAGAGATGATGTAAACAAGACCAAGTAGAAGAGATAAGAGTT\nGAACCCAGGACCCTGTGGGACAATGCTTAGTCAGATAGGTGGCTTGTGTCTAAGTGAATG\nTATCTACCCATCCTGAATTTAATATATTTTGCTTACTGCATTTTTTTTCTTCCTTCCTTC\nCTTTTTTCTTTCTTTCTTTTTCTTTCTTCCCTTTGCATCTTGTTGAATTAATCTTGACAA\nACATGTAAGCATCAAGGTAATCCCATGGCACCCTGGTGCCTTGACTCAAATCACTTAAAA\nGCAATTCTGTCTTTGGTGAATAAGGGTCTGTTTGAAATAAGGCTCACTTTTGCTCCTTTT\nTCTCCTCTCCCCTCTCTCTTTCTACTCCAAGAATCTTTACTGCCTCTTTCTTTTCACTCT\nTCTTGCCTCTCCTCATGAAACCCTTTAGTGTCCCCCCGAGTGCACAGGCAAGATATACTT\nGGAACCAAAGTTCAACGGGGATGCTGATCTTGCTCCTACTGTTCCTGAGTCATTAGCTCA\nCATTTTTTGCCTTTTCTCTCCCTGTTGTGGCCAAGAGTGGCTGCCCCAGACTACTTCCTA\nCAACTGGTATTTCCCATTTTCTCTCCCATAGTCCACTTTCCCTACTCTCCTCCAGCCTTG\nGGCTCTGGTTCACTCAAGTCCCACCAAGGCCAACTCTCACTTTGTGGGAGCCTCCCCCTC\nTTCTAGAAGCTGCCTCTGCTACAAGCATGTCAGACAAAAGTTTGGAATGTTATCTTTCCT\nTTAGAAGTTAAGATGAACTGTTTTGCTTTCTGAAACATCTTTAGGCATAACACATACTCA\nGCAGGAGCAAGTCTTCCTCTGGTTGTCCTGTTGGTACTGGGTGTGTCCCAAGATCCTGTA\nACACTTGATTATATAAATTTTAGGAACCTCAGGGGCATCCCTTTTTACTTTGTATCAACC\nTGGCAGTGCCTCTATGGGACCAGAACACCAACTAAATTACTAAATTAAGGGGAAGAGCCC\nATTTGTATGGATTAGCAGAGAGAATAGGGGAGCTGCTGACTTTGGGGGCTTCATCTTAAG\nTCACCTGTCCTCTCCTCCACCATTTTCCTTAATACTCTTCTTTATCAGCTTATTAATTTA\nTTTACTTATCAAAGTGAAAGTACTTTTATTAAGGAAAAGTGAAAAAGAGCCCTGAGGGTG\nGGAGGGGCTCCAAGAGGAGAATTCTGGCAGCTCATTTTAAGCCCTGAGATCCAAACTTCA\nTTTTCAGACTCCTCCCTTGGTTCAAATACATGATTAATAAGATTTACTTGGGAATGGAGC\nTTGTTTGTGGAACTGCCCAACCTCTGGATGCTGAACACAGAACATAAAGTTGCTTCTAAG\nCTACACACATCTTCCAAGTAATAGAGGAGACACAGGAAGAGATGGGGGCCAGACAGACTG\nAGTACTCCTCATCTTCGGGATCCCACAAGTATCTCACTTATCACAGTTTGTTTTGGAGGA\nACCCAAACTGCAGTGGGAGCTAGAGTCAACCTAAAAGACAAATACTTCACTCAAAGGTAG\nCTATGATGGTAATTTCTTGTGTTCTTCCAGATGGGAAAGCAGTTCTTTGTATCAGTGCAT\nACCCCTTTGTGGAGCAGTGCAAGGATTTGAGACCTATGTGGTTCTCAACCCACTGCCTCC\nGTTCTCAGAAAAATCTTACGTTTCTTTTGTAACACCTGAGTCTCTGTACCATCTAGAGGA\nTGGTGAAGCCATTCCCACAAAGGAAACTTGATCTATAACACTGTTCTCCAATGAGATCTT\nTTCTATGAGATGGTACATGGCCTGAAGTTGCTCACATAGAATAATTCTATTTGAAGGCAT\nCAACAAGCATGACTGTAGGAAACAAAATGAAGCTTTCTATTTTAGCCTTAATAGGGTCTG\nCCCCATGAACTCCCTTCAAAGCTTCAGGAAGCTTTCTTCTTTTGACGTACCCTACAGGGA\nATAAATAAATATGTCTTTCACCTCTCCAGATGCTCCTTCCTACCCACCACTACCCGCTCT\nCTACCTAGATTCATAGTCACTTTCCCAAGCCACCAACCACCTTATCCGAAGTCCTCTACT\nGGACCCTGGAAGCCACTTTAGGCATGCTTCCTCACAGGACCACCCAAAGAGATGCTTCCT\nCATAGGACCACCCAAAGAGAGGAACATTGATGGAAAACATTTTCCTTTCAAGATTTAAAG\nGAAATAAGAAAAGACTTAGAGAAGTTTTTCTGATGACTAATAAAAATATCTAGATGAATT\nCTAACAAAAACCTCAGGCCTTTGAATTCTCCTGAACAGACATTACTTTGGTAATTGGCAA\nACCATTACTCAGAGTGAGAACCAGACTCACAGAGAACTCTTAGATCCTTTGTGTCAACAG\nCTGACTATCCGTCTAGATCACAGGTATCACTGTCATGAGTCCTGATTGGGATCTTAAGAA\nCCTAGTAGAGCGATGACAGCAGCATCACAGATTGTCAATCTGATGGTGAGAGTTAGAGCT\nGGTAGAGATAAGCCTTTCAATTGTGATAAAGTATCTACCACTGAGATAGCCAATGAAAAT\nACTGCTGCCTTCTATGAGAAGCTCAAGGAAAACTTACTGAGGCACATATATTTGATACCA\nGAGTCCTCAGAAGGAGGATTAAAAAAATGAGTGTATCATTCAATCTGGCCTAGATATTAG\nAAAACAATTACAAAATATCTTGCAGAAACCTGAGATTTTCATCGATGACCTCATGAAGGT\nTAGCTTCTGTTTTCAATGTTTGAGATCAGAAGGAAGATAGGCAAGTCGGAGAAGATCTTA\nTGCTTGATGGTTTGTTGAAACCTGTCTTAGAGATTAGCAGAAAACTTGGCTATCATGGGG\nGAAGGCCTTCAATGACATATGATAACAAACTCATAGATGGTTACCGTTCTCAAGAATGAA\nTGAGCCTTAGACATATTAACTGCTGCTCCAGAAAGAACGTGCTTGATGTTCCAAGAGGAA\nTTCTGCTACTGCATTAATAGACCATGACAGGTTCTCTCTCTTCCTCCTCTTCCTCCTCCT\nCCTCCTCCTCCTTCTTATTTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCT\nCTCTCTCTCTCTCTCGTGTGTGTGTGTGTGTGCATGAGAGTACATGTGCATGTGTGCATA\nGGTATGCATGTATAAAACAGAATAGTCCTTTGAATTCTAAGAACAAACAACCTAAGCTTC\nCTTGGACTGAGAGTTTTAGATGCCATAGTTATTCTCATTTCAAGAGTTCTAGTCTTGATC\nCTCTTACGATTTATAGGACCACACCCCTTAGCCTCTTTATCAAGACATGTCTTCTAGACT\nCTAGGCTGTAAAACTGTAGTGATGATGACTTCAGGGTATGAGTCACTGTCGCTACTACCT\nCCTTTAAAAAAAAATCTAACTCGGAAGGCAGAGGCAGACGGATTTCTGAGTTCGAGGCCA\nGCCTGGTCTACAAAGTGAGCTCCAGGACAGCCAGGACTATACAGAGAAACCCTGTCTCGA\nAAAACCAAAAAAAAAAAAAAAAAAAATCTAGACTCCACTAACAGGCATTGAGAACTGGGA\nAGTCACACTCCCCAAGCCTATGTCCCATTTCAAGAGAAAAGAGGCACAGAAGATGTTATT\nTTGTGGCTCCTAAAGAGTTTAGAGTCTCAAGTTCTACAGGTTAAACATGAAGTAGAAAAT\nATACATGAGATAAGCTGTCAGGAGCCCAACCATGAGGTTAATTAAAGACACTAAGTATCT\nTAGAAGAGGGTGACTGATGTCTAGGGATGAGAAGGGCTGAGACGGAAGCTTCAGGGGCTC\nACATGATAGTCTCAGTCACAAAGAGATCTTTTCCTAATTAAAAAGAAATGTCTAGAATCT\nTTCCACCCATTGTAGTTTTTTCAATTTATTGGAATATAAGTTTTAAAAATATTTTTACTA\nAGTTGCTTAGCAGAGAGATTTCAAGAGAGCATACCATACCATCCAAGCTACGGTACTGTT\nAGTACTTACTGCTCTTAATCAGAGCCATGGAAGAGTGGGAGAAGGAGGAGGAGGAGGAAG\nACATTACAATATGTCATTTAGCAAGGAAAAGGCTGAATCTAAAGTTGTAGACAAGGGGGT\nTCTGAGAAAGCAGCTGCATTATTAGTGAGAATGGCACAATTATGGAGAAATCTTTCACTC\nTATAATGAGAGCATATTCAGAGGTATCCTGAGGGCAAGATCCTACCTACCTATCAAATGC\nTCTAGTTTTTACCAACATAAATTTATCAGAGAGGGAACACTGAACTGAGAACTCAACCCC\nAGAGATTCCCTGCTCTAAATGCCTATTTCTCAGGGTAAATCTCAGAGCTCACAGTATCCC\nACAGATGAGGTCCACATGACCAGCATGCATCCTGACTGGCAGCAGAACTTGGCAACTGTC\nGCCTCCGATTCCGTCGAGCAGAAATAAGCGACGACACCGCGTTCTTCTCAAAGCAGTTTA\nTTCAGGAACCTTTCAACATGCATGCGTGAATCTCTCTCTTGGAATAGTCTCTTGTGTATA\nTCTCTTGTGTATTTCTCCACCCCCAATTGCAATCCCTTATATAACCCCTCAACCACGCCC\nCATCAGCCCAGTCCATGTAACAGCAGTCCATTGGCCAGAATCATCACTCGTCATATGGTC\nCGATCTTGCATCATGGTGCACCTGCGCAGTTCTCACAATGGTTGTGACTTATTTTCAGGT\nGTATGAGGAAGTCAGGTGCAAGTCATAAGACTTGGCTGCAATCCCGGGTGCCATCTTGGG\nACTGCTGCCACACCCGCTCCTCACAGGCAACATCATCCACACGATACTGGTATTTCAGGT\nATTGGTAAGAGTGAGGGAGTCCTCAAGGCATACATGAAGATTCCAGATTGCCACGGAGGC\nTAGTCACTATGTGGCAAGGTTGAATGCCCTGCAATGAGGCCCAGAGAGGGGAAGGGGCTG\nGCAAGATGGTTCAGCGGCTAAGAGCACTGACTGCTCTTCCAGAGGTCCTGAGTTAAATTC\nCTAGCAACTACATGGTGGCTCGCAACTGTCTTTAATGGAATCCCATGCTCTCTTCTGGTG\nTATCTGAAGAGAGAGACAGAGCACTCACATACATAAATATTTATTAATTAATTAATAAGG\nAAGCCCAGAGGGGTCTCTGTATGAAGCAGTGAAGTGAAGTAAGAGCTACAATAGAGACTC\nAGGATTGTGAAGATGGTAGGACCATAGGATGTCTTTCATGAAAGCTGCAAACCTGGAGTA\nGACAATAGAGTCACTTATGATATCCATGGGGCTGCACGAAGCTAATAAAGCCCAGGTGAT\nTCCAACACAAGTCTTTAATGCCAGACATGGCAATTGGGGATCGTTGTTTGCCCTTCTGGG\nTTTCAGTGTTCTTCTATTTGATCTTTCCTTGGTTATCTTCCTATCCCTTCCTTTCAGAAC\nAGGAATGCTTAGTCTGTGCCCTTGTACAGTGGAAGTGTACAACATGGGTTTTCATTTTAT\nAGAGGTCCCCAGCTAGGAGTTTACCATGAGTCTCAGATGAGACTTTGGACTTTTGGGGAG\nAAACTATTTTTTTATTTTATTTTGTTTTTTTATTAGGTATTTATTTCATTTACATTTCCA\nATGCTATCCCAAAAGTCCCCCACCCGCTACCCCACTAACTCCCCCACCCATCCATTCACA\nCTTCTTGGCCCTGGCGTTCCCCTGTACTGAGGCAGATAAAGTTTGCACGACCAATGGGCC\nTCTCTTTCCACTGATGGCCAACTAGGCCATCATCTAATACATATGCAGCTAGAGACACGA\nGCTCCGGGGGGTACTGGTTAGTTCATATTGTTGTTCCTCCAACAGGGTTGCAGATCCCTT\nTAGCTCCTTGATTACTTTCTCTAGCTCCTCCATTGGGGGCCCTGTGATCCATCCAATAGC\nTGACTGTGAACATCCACTTCTGTGCTTGCTAGGCCCCGGCATAGTCTCACAAGAGACAGC\nTATATCTGGATCCTTTCAGCAAAATCTTGCTAGTGTATGCAATGGTGTCAGCATTTGGAG\nGCTGATTTTGGGATGGATCCCCGGATATGACAGTCTCTAGATGGTCCATCCTTTCATCTC\nAACTCCAAACTGTGTCTCTGTAACTTCTTCTATGGGTGTTTTGTTCCCAATTATAAGAAG\nGGGCAAAGTATCCACACTTTGGTCTTTGTTCTTCTTGAGTTTCATGTGATTAGCAAATTG\nTATCTTATATCTTGGGTTTCTGGGCTAATATCCACTTATCAGTGAGTACATATTGTGTGA\nGTTCTTTTGTGATTGGGTTACCTCACTCAGGATGATGCCCTCCAGGTCCATCCATTTGCC\nTAGGAATTTCATAAATTCCTTCTTTTTAATAGCTGAGTAGTACGCCATTGTGCAAATGTA\nCCACATTTTCTGTATCCATTCCTCTGTTGAGGGGCATCTGGGTTCTTTCCAGCTTCTGGC\nTATTATAAATAAGGCTGCTATGAACATAGTGGAGCATGTGTCCTTCTTACCGGTTGGAAC\nATCTTCTGGATATATGCCCAGGAGAGATATTGCGGATCCTCCGGTAGTACTATGTCCAAT\nTTTCTGAGGAACCGCCAGACTGATTTCCACAGTGGTTGGACCAGCTTGCAATCCCACCAA\nCAATGGAGGAGTGTTCCTCTTTCTCCACATCCTCACCAGCATCTGATGTCACCTGAATTT\nTTGATCTTTGCCATTCTGACTGGTGTGAGGTGGAATCTCAGGAGTGTTTTGATTTGCATT\nTCCCTGATGATTAAGGATGTTGAACATTTTTTCAGGTGCTTCTCAGCCATTCAGTATTCC\nTCAGGTGAGAATTCTTTGTTTAACTCTGAGCCCCATTTTTAATGGGGTTATTTGATTTTC\nTAGAGTCCACCTTATGAGTTCTTTTTATATATTGGATATTAGTCCCCTATCTGATTTAGG\nATAGGTAAAGATCCTTCCCCAATCTGTTGGTGGCCTTTTTGTCTTATTGACAGTATCTTT\nTGCCTTGCAGAAGCTTTGCAATTTTATGAGGTCCCATTTGTCGATTCTTGATCTTACATC\nACAAGCCATTGCTGTTCTATTCAAGAATTTTTCCCCTGTCCCCATATCTTCGAGGCTTTT\nCCCTACTTTCTCATCTATAAGTTTCAGTGTCTCTGGTTTTATGTGGAGTTCCTTAATCCA\nTTTGGATTTGACCTTAGTACAAGGAGATAGGAATGGATCAATTCTCATTCTTCTACATGA\nTAACCGCCAGTTGTGCCAGCACCATTTGTTGAAAATGCTGTTGCTCCCTTGTCAAAGACC\nAAGTGACCATAGGTGTGTGGGTCTTCAATTCTATTCCATTGCTCTACTTGTCTGTCACTA\nTACCAGTACCATGCAGTTTTTATCACAATTGCTCTGTAGTACAGCTTTAGGTCAGGCATG\nGTGATTCCACCAGAGGTTCTTTTATCCTTGAGAAGAGTGTTTGCTATCCTAGGTTTTTTG\nTCGTTCCAGATGAATTTGCACATTGCCCTTTCTAATTTGTTGAAGAATTGAGTTGGAATT\nTTGATGGGGATTGCATTGAATCTGTAGATTGCTTTTGGCAAGATAGCCATTTTACTATTG\nATCCTGCCAATCCATGAGCATGGGAGATCTTTCCATCTTCTGAGATCTTCTTTCTTTCTT\nCAGAGACTTGAAGTTCTTATCATACAGATCTTTCACTTCCTTAGTTAGAGTCACGCCAAG\nGTATTTTATATTATTTGTGACTATTGAGAAGGGTGTTGTTCCTCTAATTTCTTTCTCAGC\nCTGTTTATCCTTTGTGTAGAGAAAGGCCATTGACTTGTTTGAGTTAATTTTATATCCAGC\nTACTTCATTGAAGCTGTTTATCAGGTTTAGGAGTTCTCTGGTGGAATTTTTAGGGTCACT\nTATATATACTATCATATCATCTGCAAGAAGTGATATTTTGACTTCTTCCTTTCCAATTTG\nTATCCCCTTGATCTCCTTTTGTTGTCGAATTGCTCTGGCTAGGACTTCAAGTACAATTTG\nAATAGGTAGGGAGAGAGTAGGAAGCCTTCTCTAGTCCCTGATTTTAGTGGGATTGCTTCC\nAGCTTCTCACCATTTACTTTGATGTTGGCTACTGATTTGCTGTAGATTGCTTTTATCATG\nTTTAGGTATGGGCCTTGAATTCCTGATCTTTCCAAGACTTTTATCACGAATGGGTGTTGG\nATTTTGTCGAATGCTTTCTCTGCATCTAACGAGATGATCATGTGGTTTTTGTCTTTGAGT\nTTGTTTATATACTGGATTACGTTGATGGGTTTTCGTATATTGAACCATCCCTGCATCCCT\nGGGATGAAACCTACTTGGTCAGGATGGATGATTGTTTTGATGTGTTCTTGGATTTGGTTA\nGCGAGAACTTTATTGAGGAATTTTGCATCGATATTCATAAGGGAAATTGGTCTGAAGTTC\nTCTATCTTTGTTGGGTCTTTTGTGGTTTAGGTATCAGAGTAATTGTGACTTCATAGAATG\nAGTTGGTAGAGTACCTTCTGCTTCTATTTTGTGGAATAGTTTGTGATGAACTGGGATTAG\nATCATCTTTGAAGGTCTGATAGAACTCTGCACTAAACCCATCTGGTCCTGGGCTTTTTTT\nGGTTGGGAGACTGTTAATGACTGCTTCTATCTCTTTAGGGGATATAGGACGGTTTAGATC\nATTAACCTGATCTTGATTTAACTTTGGTACCTGGTATCTGTCTAGAAACTTGTCCATTTC\nATCCAAGTTCTCCAGTTTTGTTGAGTATAGCCTTTTGTAGAAGGATCTGATGGTGTTTTG\nGATTTCTTCAGGATCTGTTGTTATGTCTCCCTTTTCATTTCTGATTTTGTTAATTACAAT\nGCTTTCCCTGTGCCCTCTAGTGAGTCTGGCCAAGGGCTTATCTATCTTGTTGATTTTCTC\nAAAGAACCAGATCCTTGATTGGTAGATTCTTTGCATAGTTCTTCTTGTTTCCACTTGGTT\nGATTTCACCCCTGAGTTTGATTATTTCCTGCCTTCTACTCCTCTTGGGTGAATTTGCTTC\nCTTTTGTTCTAGAGCTTTTAGGTGTGTTGTCAAGCTGCTAATGTGTGCTCTCTCTAGTTT\nCTTTTTGGAGGCACTCAGAGCTATGAGTTTTCCTCTTAGGAATGCTTTCATTGTGTCCCA\nTAGGGTTGGGTATGTTGTGGCTTCATTTTCATTAAACTCCAAAAAGTCCTTAATTTCTTT\nCTTTATTCTTTCCTTGACCAAGGTATCATTGAGAAGAGTGTTGTTTAGTTTCCACGTGAA\nTGTTAGCTTTCTATTATTTATGTTGTTATTGAAGATCAGCCTTAGTCCATGGTGATCTGA\nTTAAGATGCATGGGACAATTTCAATATTTTTGTATATGTTGAGGCTTGTTTTGTGACCAA\nTTATGTGGTCAATTTTGGAGAAGGTACCATGAGGTGCTGAGAAGAAGGTATATCCTTTTG\nTTTTAGGATAACATGTTCTGTAGATATCTGTTAGATCCATTTGTTTCATAACTTCTGTTA\nGTTTCACTGTGTCCCTGTTTAGTTTCTGTTTCCATGATCTGTCCATTGGTGAAAGTGGTG\nTGTTGAAATCTCCCACTATTATTGTGTGAGGTGCAATGTGTGCTTTGAGCTTTACTAAAG\nTTTCTTTAATGAATGTGGCTGCCCTTGTATTTGGAGCATGGATATTCAGAATTGAGAGTT\nCGTCTTGGAAGATTTTACCTTTGATGAGTATGAAGTGCCCCTCCTTGTCTTTTTTGATGA\nCTTTGGGTTGGAAGTCGATTTTGTTAGATATTAGAATGGCTACTCCAACTTGTTTCTTCA\nGACCATTTGCCTGAAAAATTGTTATCCAGCCTTTCATTCTGAGGTAGTGTCTGTCTTTTT\nCCCTGAGATGGGTTTCCTGTAAGCAGCAAAATGTTGGGTCCTGTTTGTGTAGCCAGTCTG\nTTAGTTTATGTCTTTTTATTGGGGAGTTGATTCTATTAAGAGATTTTAAGGAAAAGTAAT\nTGTTGCTTCCTATTATTTTTGTTGTTAACGTTGGCATTCTGTTCTTGTGGCTGTCTTCTT\nTTAGGTTAGTTGAGGGATTACCTTTTTGCTTTTTCTAGGACGTGGTTTCCATCCTTGTAT\nTGTTTTTTTTTTTTCTGTTATTATCCTTTGAAGGTCTGGATTCATGTAAAGATAATGTGT\nGAATTTTGTTTGGTCATAGAATACTTTGGTTTCTCCATCTACAGTAATTGAAAGTTTGGT\nTGGGTATAGTAGCCTGTGCTGGCATTTGTGTTCTCTTAGTTTCTGTATAACATCTGTCCA\nGTATCTTCTGGCTTTCATAGTCTCTGGTGAAAAATCTGGTGTAATTCTGATAGGCTTGCC\nTTTATATGTTACTTGACCTTTCTCCCTTACTGCTTTTAATATTCTATCTTTATTTAGTGC\nATTTGTTGTTCTGATTATTATGTGTCTGGAGGAATTTCTTTTCTGGACCAGTCTATTTGG\nAGTTCTGTAGGCTTCTTGTATGTTCATGGACATCTCTTTCTTTATGTTTGGGAAGCTTTC\nTTCTATAATTTTGTTGAAGACATTTGCTGGCCCTTTGAGTTGAAAATCTTCATTCTCATC\nTACTCCTATTATCCATAGGTTTGGTCTTCTCATTGTGTCCTGGATTTCCTGAATGTTTTG\nAGTTAGGATCTTTTTGCATTTTGTATTTTCTTTGATTGTTTTGCCGATGTTCTCTATGGA\nATCTTCTGTGCCTGAGAGTCTCTCTTCCATCTCTTCTATTCAGTTGCTGATGCTCACATC\nTTTGGTTCCAGATTTCTTTCCTAGGGTTTCTATCTCCACTGTTGCCTCACTTTTGGGTTT\nTCTTTATTGTGTCTACTTCTCTTTTTAGGTCTAGTATGGTTTTGTTCATTTCCATCATGT\nGTTTGGATGTGTTTTCCTGTTTTTCTATAAGGACTTGCAACTCTTTAGCAGTGTTCTCCT\nGTATTTCTTTAAGTGAGTTATTAAAGACCTTCTTGATGTCTTCTACCATCATCATGAGAT\nATGCCTTTAAATCCAGGTCTAGGTTTTCGGGTGTGTTGGGGTGCCCTGGACTGGCTGAGG\nTGGGAGTACTGGGTTCTGAAGATGGTGAGTGGTCTCGGTTTTTGTTAGTAAGATTCTTAC\nATCTGCCTTTCACCATCTGGTAAACTCTGGAGTCAGTTGTTATAGTTGTCTCTGGTTAGA\nGCTTGTTCCTCTCTTGATTCTGTTATTCTCTACCAGCAGACCAGGGAGACTAGCTCTCTC\nCGGAGTTTCAGTGATCAGAGCACTCTCTGCAGGCAAGCTCTCCTCTTTCAGGGAAGGTGC\nACAGATATCTGGCATTCAGACTTGCCTCCTGGCAGAAGATGAAGGCCCGAAACAGGACCT\nGTCCCAGAAGCTGTTAGCTTCTGTAGTGCACACTCTCACCTGTGCAGACTAGTCTCAGTG\nGAGTCCGGGAGCCAAGATGTCTCCCTCAGATGCTCAGGCAAAGCCCTTCTGGGCCGGTGG\nACACCTATCCTCTGGCAGGGAAGGTGCCCGGATGTCTGGAGCCCGAAAAGGGGGCTGCCT\nCAGAAGCTCTGTGGCTCCCACCTGTCCCAGAAGCTGTTAGCTTCTGTAGTCCACACTCTC\nACCTATGCAGAGTAGTCTCTGTGGAGTCCGGGATCCAAGATGTCTTGGGGAGAAACTATT\nAAGAAACTCCAAAGACTTTTGCAGTTGGGCTGGATAGGTTTTTGCATTATGAGATAACCA\nTAACCTATGGATGTCAAGGTGACAAGGGGTGGACTTGTGATGGTTAATCTTGATTGTCAG\nTTTGATGGGACTCAGAATTACCAAGGAGACACAAATGTGGAAATGTCTGTGAGGGCATCT\nCCAGTAAGGTTTAATTGAAGTAGAAAGATAAAGCCTCCCTGTGGGTGGCATTAGTCCATG\nAGGTGGAGTCCTAGACTGAATACAAAGGAGAAATCAAGCCGAGTACTAGAATTCACATTT\nCTTTGTTTCCTGACTCTGACACAATGTATCCATTACCTCACATCCCTGTTGTCATGCCTT\nTTCAGCCGTGATTGACTGTACCCTCCAACTTCCATCCAAAAATAAAACCTCTCAATCCTT\nACTTTAGTTGAAATTTTCAGGTACTTGCAGTGAAAATTAGCCAACATGAGTTCCAAGTCA\nTGAGGAAATGTTTAACGTATTTGGCCAGTATGGAAATGTAAATCAAAGTTGTGCTTACTT\nTACTGAGAATGGTTGTCATCAAGGGGGAAAAATGCTGGTTGGAGGCTTCTCAGAAAATTA\nAAAATAGAACCTTCCTATGGTCATCTATACCCAGAAGAATAAAAACGTCAAGAGATACCT\nACATACCCATGTTTATCATGGCACTCTTCATGATAGCTAAATTATAGAATTATCATTGGT\nGTTCATTAATTAAAGGTGACGAGCACACACATACACACACGCACACGATGGAGCGTTACT\nCAGACATACAGGAAAAATAAACAAATCTTGTTAGTTATAGGAGCAATGGTTGGAACGTGG\nATATCACTATGTTTCATGAAATGAAGCAGTCATGAAAGACACGTATTTGTGTATTTTTTT\nTCTGTGTGTTCTTTAGGGAAAGCAGTGAAAGTAAACATAGTCATACTAGAGATGTGGGAG\nAAGGTGAGGAAGGAAGGGTATGAAAGAGTAGTCAGGGGGCTGCTCTTCCAAAGGAGCAAG\nGCTCAAATCCCAGCACCCATATGGCAGTTCACAACTGTCTGTAATCCCAGTGCCAGGTGA\nTCTGACATCCTCACACAGACATACATAGAGCCAGAATACCAATGTAAATAAAAGTAGAGA\nAAAAGGAAAGAAAAAGAAAAGGAACACTAGCCAGGGGACTGGCTATAGTCAACCCATATT\nTTGTACATGTATGGAACTGTCACAATAAGATATCTTACTTCATAAAATTAATATACACTA\nACTAAAACATGTACTAAACACACCTACAAAAAAAGTGAGGAGAATCCAGGAGCTAAGGAA\nTATACTTCTGTGGTAGCATCCTCACCCAGCAACAGAGTCCCTGGATTTTACCCTAACAAT\nGGGAGTTGGGGGAACAATCATCCAGAGATTAGTGACAAATAACCAAGAAGTAGAAGCAGG\nTCTGATTTGGTAAGCTTGCTTTGTAGGACTGGAGCAGAAAAACAGAATCCAGAGTAAAAA\nACAATGTCAGCCAATTTACCATCATTTCTTTTGAAAACATTAAAACAAAGGCACAGCACG\nAATTCCTAACTGAAACTCCTGCATGACCATATGCGGTGGTGCATACCTGTAATCTCAGCA\nTGTAAGGAATTCTCAGCTTCAACCCGGCCTGCTCAACAAAAGGACGCTGTCTTTAAAAAT\nAAAAGAAGAAAGAAAAAGGAGAAAAGGAAGAGAGAAAAAAGAAACAGAAGCAAAGGTGAA\nAGAAGCTGAGGAGTTAGGAGAAAGAGGAAGACATATCTCTGTCTCCTGATACAGAAGCTC\nAAATAACAAATTGATTTTTATTTGGGAACTTAGAGCCTTAGCATAAGTGACTCCAATTTA\nACCTTTAATTCAGTTGGTTGAGGCCCGGTGCAGAAGCCTAATTGCAAACAATGGCCTTCT\nATAACACATCTAAGAAATCAGATAGGGCAATCAGTGTCCCATTGTGGCCTGAGATGGAAG\nGTTGTAAGCAATTGTCTTTTGCACATGGGCAAAGCTCCAGGAAGGGTCCTCAACACACCC\nTCATGCCACAAACACACATGGAGATGGGGAAGAAGGGGTTTGGGTAGAGCACCAATAGCT\nATGTTTAAAAGGGACACTTTAGGAGAGTAAGAAAGATTGATAGACACTAAGTGATCAAGT\nTAAAAAAAAAAAAGCCTGCAGTTAGATGATGGCCAAGGGTCAAGGAAAGGAGAGGGTACT\nTAAAAAGGAGGCAGAATTTAAAAAACAAAACAAAACATCATTTGAGACCAAGAGGAATGA\nATCGATGAAGTAAAGTCTCTGAATAAAGAGAGGATTTTGTAATGTCTATTACTATTCCTC\nCCAACCCTGGCAGATGGGAAACTTTGAAAGTAGGGGCCTCTGTGAACCTGTTCATTGTGG\nTATTTCTCTGCTGTCTTCTACTACCCAGTTGTTTGGTAAATTGAATGGACAATGAAAAGT\nAGGTTAGAAGATAGGCTGGGTAGTTGTCATTAGAAAAGCACAGAGAGGCCAGGTGGTGGT\nGGTACCAGGTGGTGGTGGTACTAGGTGGTATGGTACCAGATAGTGTGGCACCAGATGGTG\nTGGCAACAGGTGGTATGGTACCAGGTGGTGAGATACCAGGTGGTGATGCACCAGGTGGTG\nTGGTATCAGGTGGTTTGGCACCAACCACATCACAGCACTCAGGAGGCAGAGGCAAGTAGA\nTCTCCACTGAGGCCAGCCTAGTCTACAGAGTTCCAGGACAGGTAGCTAAGACTACACAAA\nGAAGCCAGGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGATTCCTAAGAGAAGAGA\nGAAGGGAAGATGGAGAGCATAAGAAGAAAGCTAGAGGTTAGACTTACAGGCCTTTCCCCA\nCTGAAGCTGAAGAACACATGGGGGCAGGGAAGAAGCTGATGATTGACTAGGGTGACAGCT\nTTGGCAGGGTTCCTCCTTAGAGACTGTGACTTGGTGAAGCCAGGCCCTGAACTACAAGAA\nAGAAAAGAATTTCTGGTTGTATAAAACTAAGCAAAGTTAATGAGTTTATAAAACAGAAAC\nAGGAGATAGAATGTGTGTCTGTGTGCATGTGTCGTGTGTGTGTGTGTGTGTGTGTGTGTG\nTGTGTGTGTGTGTGTGTGTTTATGTGTTTGCATGTGTATATGTATGTCTGTGTGTATGTG\nTATATGCATGTATATGTATGTGTGTGTTTGTATATGTGTGTTTACATGTGTGTGTGTGTA\nGATGTGGATGTGTGTGTTCGCATATGTGTGTTTGTGGATGTGTGTGTTTGTGCATGTGTG\nTGTACATGCGCATGTTTGTGTATGTGCCTGTTTGTGTGTGTATGTGTGTTTGCATGTGTA\nTGTTTGTGTGTGTGTGTATACACATGATGTGGAGGAGGCAGTGGTCAAAGACAACTGTGT\nGGAGTCAACTCTCTTCTCTCCTCTTTCTATGGGTTTCAGGAATGGAGCTCAGGTCATGAG\nGTTTGCACCAGGAGAGAGTTTACCAGCTAAACTATCTTGCCAAGGCCACTTGCCATCTTT\nATCATCCTTACTTAGCTTTAGAAAACTGAGCATTGTCCCTACACAGGCTTTCTTTACTGG\nCCTTATCGGTTGTGTTGGAATTTTCTTTTTTTTTTTTTTTTTTTTAACAGTACTTGAGCA\nTTGACGTTAAGGACTAGGAAAGATGCACCATTGAACTAACCCACAACAGGTGCTGAATTC\nCTTGGTTCTCGGCCAGCTCTGAACATAACCGGGCTCTAGAATAAGAGACTCTTCCTTTTC\nATGCCCCCTAAGATTTCCTAAGATTCTTCATTGAGGGGGATTTGAATGGCTAAGTTCAGA\nGTTGCCAATACCTGAACTACAAGTCTGCATCTTTTAACACTAGCCAAGACTCCAGAGTTT\nCTGAAGTAAAAGGCAGTCTAAGCCTGAAAACAGTCAGGGTGGAAGGCCAGAGAGCCAAAG\nAAGAGCAAGACTTAAGGATGCCCATGAGGACAGAATGTATCACGGGGAGCATAACTAGAC\nAGTGTGAAATGAGAGCAAGTGGAGTCTGACCACAAAGGCAAAGACCTCAGAACTGGAACC\nTGCATAAAAATGAGTAGCAAGTTTCAATGGGAAGGGAGGGAGGGAGGGAGGGAGGGAGGG\nAGGGAGGGAGGGAGGGAGGGAGGGAGGGAGGGAGGGAAAGAGTGAAGAAATCTGTCACCT\nGCAATAGGAAGATAAAGTCGCAGGCTTTGAGACATATAGGTGAGCTCCTTCCAAGTATTG\nATCAATGAATGGAACCTTGTGAACCTTTGAGGCTTAAGCTTTGATAGTGAGTTAAAGACA\nACCGACAGCACCCAAAGCCCTGCAGACTCGCAGTGTCTCAGAGCTAAGGAGTAAATCTAA\nCTGCACCATCCTAAGGGGCGTGCTTTTTTTTTTTTACAACTCAATGCAAACTTAGCTTTA\nAGGCCATGCTCATCACTGCATAGCCAGGGGTGGGGGTAGGGCATTCTCATTTTGAGGCAA\nTGTCTCCCTCACTGACTTACTGTCCTGTATTGTTCTTGGCCAGCTTCAGAATCATTGCCT\nTTGGACAAAATACATGCAGGCCCTGTCTCAGGCCATTTTCCATTTGCTAAAACAAAGCAG\nTGCCTTGGGCTGAGTGATTTACAAAGAATAGAGGCTTATTTAGTTCATAGATTTGAAAGA\nGGCTCATAAGTCAACCCAGGTTACTCTCAAGACCAATCCTGACCAATCTACTAATGCCAA\nAAATCTCAGCAAGCCCTAACCTTGAAAGTGATCAGTTTATGAGCTTAGAGATTCAGTTTC\nGTTTAAGGCAACGGTAATGTAAGAACTTGGCTTTGTGCTCTGCCATTCGAGACAATGGGA\nGGAGGAGGAGATGCTGAAGTTAATACCATGCACTTAGAACAATTGTTTTACCACCCCCTG\nAATATTAGTGACTCATTAGTAGGCCACAGCCTCCATTCGCTCCATTTCCCACATCCCTCC\nCCAGTGAGTTTTAATACACCCCACCTTTTCACCTGATATCTCCTACATCTCACCCGTTGC\nCTAAGACTTCTGACAATGCTCTTCCTCATCCATCTGGCAAAGTCCCTGGGCTTTGGCTTT\nCCGTCTTGCCAACACAGAGGACATACTCTGCTATATTTGTTTCTGGGCCAAAATTGCTCC\nAAAAGATATAAAGATCAGTGTGTCCAGTGTCCAATGTCCAATGATGAGACTTCAATGTCC\nTCAGGGCTCCAAATGTAGGGAATCTGGGCCAAGGAGCAAATGTCAGCGTAGGACATTTAG\nGAGATGTCTCAACTACCCCTTGCCTTTCTCAGATACTGTCACATGTGGGTAGCTCATGAA\nAAAGGCTGTGTACAGTCTAAGAAGACATTAAGCGTATCAGCTCAGTCCATGTCTGTGCCT\nTGACCCCATGTGCAGTTGGACCCACAATAACTAACTAATACTTGTTATTCTGAAAGAGTC\nATAGAGGGGGCTGGAGAGATGGGTCACTGGTTAAGAGCACGTATGACTTTTGCAAAGGAC\nTCCAGTTTGAATCACAGTGCTCAGGCTGGGTGGCTCATGACTACCTGTCTTTCCAGCTCT\nGGATATATTCAGCATCCTCTCCAGATCTCTGAAAGTGCTTGCACATGTGTACACAGACAG\nCCCCGCCCCTCCCCAGCTTAAGCATAATTGAAAATAAAAATAAATCCTATGAAAAGAGGA\nCTGAGCTTCCCCGGAAATCAGTGTCATCAGAACATAATGGAAAGGCACTGGTGTGATTTA\nCCTGTGTCCTTGAACTTTGGGCTAGGGTCTCCCTAGAGCTCATGTGTCATCCTTTCTTAG\nATGATTTCTCATTGCAGACAGACAGCACTGTGCAGGACAGAAGGATTCTGGGTTGGTTTC\nTAGCATGACTCCATCGCTTTAAAGAACAAACCACGCATCCCTCAAAGCTTGGATTCACAT\nGGCTTCTTTCCAGGATCGCTGCGAGACCAGAAGGTGTCAGGCCACAAGAACTCTGCAATG\nTGCTTTATATACCCTGTGGTTATAAACACAGAGACTGAGCCTGGCTTGAACAGCTAAAAC\nCTCAAATCCCACCCCAAGTGACACACTTCCTCCAACAAGGCAATAACCTCATGCTCCAAT\nAGCACACCTGCCCCTCCTCTACTGCTTTCTCTCCTAGGAGGTACAACTAGGTCTCTCATC\nCCATCTACCTTTAAATAGATTTATTACATTTAAACTTACTGGGTGGAAGATGGAGGTCAG\nAAGGCAGTATGCAGGAGTTGGTTCTTTCCATCTATCTTGTTATCCTGGGTGTCAAACTCA\nGGTTGTCAGGATTGGCAGCAGGGGCCTTTACCCACTGGGCAATCTCACTAGTCCACATCC\nCCAGCTATGACTGCCTAGTTTGGGATGTGAACGATGCAGAAGCTTCCTCCAAAACTGATT\nTGTCCACTCCTAGGGAACAATGGGCTCTGAATTCTGAAAGACCAGAATCTTCACTAAAAA\nGTGTTAATGCCTAGGTAACTGTTACCTGTCTAGCCTGCCATTTTGTGCTGTGACTAATGT\nCATAAGGAAACTTTCCCATGAGCTGTTACTGGGGTTACTAGGATGTTCTGTGCTTTGGTG\nTTCTTGGAAACCAATCACAACAGAAGTCAGTCAGACCTGCTCTGTATAGTTAGTCACAAG\nAAGCTTGGACCCGCACCAACCACCCAGCAGCACTTCCTGCACTTTTGTATGAGCTTTTGT\nGGGTTTTGCCTTTAGAAGTTGCTCCTGGGATGGACCCCAGCATAAGAGAATTCTGTACCA\nATATAAGAAGCTATTTGGAAAAGGACTTCCATTTTGAGTAAAGGTCAGGTAAAGTTTAAA\nTTCCCAAGACCTCCCTGGAAACAGATATTTTCCTTGGCAGAAAGAGACATATACATGGAT\nAACTGACCTCCTGGATAGCAAGATAAGACATGAATATTAGGCAAGGCAGGTCCCCTGCCA\nCAGCTGAATACCCCAGCCAGTGGGAAACAGGGTAAGTGTATTACAGAGACATGTTCCTAA\nGGAACTCCCCTATCTCTAAACTGATTGGTGGAATAATGTGGCACAGATGTTTGTGAATTT\nTAGACTTAAATGCCCTATAAGATTTTAACTCAAGGTCCCAGACAGCTGGGAGTCTGTTCT\nATGGTCCTGACGGATCAGTCTTAGGATGTGGCATTCAAGAAGCCATCTCTGTTTGACTGA\nGATCAGTGTCTGAGTGTTTTGTGCCTCGACCCCAAGACCCCAGCAAGAAGATCCCCAAAG\nAGAACCACAAGTGCTGCCTAGTGTGCAGACACACAAAGTGTCACACAAAGAAACATGGGA\nAATATGGAAAATAAGGCACCATTAAGGAAGGGAAATATATTGATTAACATATGAAAGAAA\nCTGATGGGAGAGAAAGATGGATTGCAACAAGCCACCCAAACGTCGCCACCGCCGCCACCA\nCCTACATGAAACAAAATAGAGAATATGCAGAAAAAGTTTACATACATAAATGACTCACAG\nAAAGCTTTCAGGGCCCTTGGCTCTTTCCTTTGGAAACCTTGACCTGGCCCACAGTTAAGC\nTCAGACATCTTCTCTTTAATAAACTGTCTCCTTTCCTGTTACAATATATGCGCCTCTGCA\nAAAAATCTTTTCCTAGGACACGAGGAACCTAGTAACCAGTGCAGGTGCCTCCAAACTCAG\nATCCATGCCTATAACAGTTACCAGGCTGCCAGCCATGTGGTAAGACTTGCATCTAAATGC\nTTTCCAATTTCGCCATCTTCCTCAACAAAGACACCCATGTCACCAGGCAATATTGTTTTT\nTGTCCCTTCTCTTCCTTCTTTCATTTTCTCCCATGGCATTTGTAAATGGTGGGCAAGCTC\nCCATGGAAGTTGTCCTAGATGGCTTTGTCAACCTGGCAGATCCTAGAGTCATCTGAAAGT\nTCTATTAAAGAGTTGCCTAGATCAGATTAGCCTGTGTGCTTGGGTGTGTGTGTGTGCGCG\nCGCGCACACGCGCGTAGGGTTGTTGATGACTAATTGATGTAGGAGGACCCATCCCCCTGT\nGGGTGGCACCATCCCCTGAGGTGAGTGGCCCTGTATATAATATCTAGTAATAAGTGTGTC\nAAATAGAGGACCCATGATTGAGCCAGCAAGTGTCATTCCTCAAGTTCTTGCTTGACTCTC\nTGCTCTGACTTTTTAAATCACTATGACCTGGAAATGTGAGCCAAATAAATGCTTTCCCCA\nTTTAAGTTGGTTTTGGTCAGGGTGTTTTATCAAAGCAACAGAAAAGTAAATATAGCAAGA\nATCCAGATGCCAGCCTGTGGACACCGGATCCAGGCTGTGCGTTCCCCCTTCTTTTGCCTC\nCTCAGCTTATGGTGCCCTATGACTCAGACACTTCCATATGCATTACTGCGACGAGGGCTG\nGGCTTATGCTGGTGCAAAGAAGCGTGTGCACCAGCAGCTACGATGTCTGCATTAAACCCC\nGAGGCTCAAGTAGAGCCACAGCTGCTGGACCCCTACAAGCCTAGCCGACAAGATGTGTGG\nATCCTGCTAGGGACTTCTCTCTGCAAACTGAGTAAAGGAAAGAATGACTAACTGTGTAAA\nTGGAGGTAGCGTGGAGCACCATACAGTAGGGAATGAGAGTTCATCTAGTTCCTACTGCCT\nACTGTGAGTTAGGTACAGACAGGGCTCATTGATACATCAGAGCTGTCCCCCTTTGCCATT\nTCTTCACATTGTCCTATCTATCTTTGTAGGAAATCATGAAGGGATGAGCATAGGTGCTTC\nAGACCATTTTCTTTGAATCTTAAAGAAGTCCAGCTGCATGATGTTCCTTCCAGCTTCTGA\nCCAACATCCTTGTCTTCCAGCTTGTACTGAGGCCAGATTGTGTTACAGTAAAACCCTGGC\nATCTTTCTTTAAGATTTCCGGATTGAATCTGTTCCAGTTCTGGTGGGTACAGCACAGCAG\nGAGTCCAAGGGAACTGAAGTTGAAATTTCCAGCTTGAATTGCTACTCTCCTGGGACCAAG\nTCCTATAATACTGAGATGTAAGTACTCGCTGTCAGCATATCTGAGGTAATTTCCTCTACA\nTCTGTGAACCTGGGCTTCTTCTAAAAAATAGGTCCAACATTTTGGGTTGGTAAGTTCAGA\nGATGAGGTTACTTGTAGAAACGGTTCTAGTTTTGTTTAGATTACCACTCAAGTTAAAAGT\nGTATATGGATGAATGGTTTCACTATTTGTTGGCTTGTCTTCTGGAACCATGCTCAAGGAA\nATTAAATGACTTACTACCAAGGGAACTAAGCCCATATTCTCAGAAATGGCACTAAGTACA\nGTAAACAAACAGGAAGAATTTGTGAGCAAGTAGGATATGGTGAAGCCTAAATAAATAGCA\nTATAGCAATAGAGCAAAGTTAACCAGAGAACTGAGGGGAAGAGAAGCTGTTGACGAAGCC\nTGATCCTTAGCCCTTTCACCCAATGGGCTGCTTGTCATTTAGGCCATGGGCCATGTTCTT\nTGTGGCTTTGGATGCCCATCCTGTCGGGTTGAACTGGTACTGGTGGCTTCACTCTTGAAC\nTCCCTAGTAATACAAGGCCCCAGGTATAACATAATCCCTGTGTCCCCAGATGTTAGTCCT\nGTAGGACAGATGGGAGCCTGGAAGCAACTGGTTGGATGAGTATGTAGAACTGGTGGTGTT\nGGGAAGCTGTAGGTGGCAGTAGAGCTGACCTCAACACCCACCCAGCCCTCCCCTTGAACT\nTCAGAGCAGGCAGGGGTGAGGCTCTAAAGAATTACTTCTGATACGAGTTGGGAGAACTAC\nCATTGCTGTCCTTTTTAAGAAAGCCCTAATCTCAGGGTCCTTGCAGATCTCCAGGAAGGT\nGAATAGAAAGAAAAGAAAGGAGAGGTGTGTGGTAGGCAAGCAGATGTTTTCTGTGTAAAA\nAGGTGTGGTGGTTTGAATTTGCTTGATCTAGGGAGTGGTACTATTAAGAGGTGTTGTCTT\nGTTGGAGGAACTGTATTACTGTGGTGGTGGGCTTAGAGACCCTCCTCCTAGCCATGTGGG\nAGTCATTCTTCCCCTGGCTGCCTTTCAATCAAGATATAGAACTCTTGGATCCTCTGGCAC\nCATGACTACCTAGACACTGCCATGCTTCCTGCCTTGATTATAATAGACTGAATCTCTGAA\nCCTGTAAGCCAGCCCCAATTAAATGTTATCCCTTATAAGATTTGCCTTGGTCATGGTATC\nTCTTCATAGCAATGGAGACCCTAATTAAGACAGAAAGTATAAGGTTATTGTGGTGTTTGG\nGTGAACATGTTATCTGGATGCAGTGTAGACCCAGAAGAGCAATATGGACATCATTATCCT\nTTTTTTTTTTGGGGGGGGGGGGACATTGTGGTCATCCCTATATAGACTCTGCCATCTTAG\nTTATCCTCATAACTACTGTTGCTATAGTTGATTAATCTGCTCTATTTGCCCAGTGGTGGC\nAGCATGAGTTCCTTGCTACTGTTCCAATGTTGTAGATTCTCCAATGAAACACACACACAC\nACAAACACACACACAGCCTTACTTTTAATATGCCCTAAGCAGATCAGTGGTTGGGCCACT\nCCCTAACTGCTACACGGCTAGCACACTCTCCCCTCTGATATTCCTGAATTATTATTTAAT\nAAAACGTATATTCCATCCTGGCTGCCCTAGTCTGCAGCCCTCCTGGGCCACAATCCCCAG\nTTCTTACATTATGACTGTCTCTCTTGCACTTCTCGGGCCTGATCTTTTTGCTTCTCCAGC\nATCGTGATTCTAAATCCTCCTTCTTCCCTGGGTTTTCTTGCCTGAGAAAACCTAAGTCCT\nATCCCTGCCCCACCATTGGCTGCTAGCAACTTTATTGGCCAATTAGAACCAGCTTGGGGC\nAGGGACCCTCAGTGTCTCACATGCAGAATTCTCGTGCAATTTTGGAACCCATAATGCAAG\nCATTAAACCAAATCCAGAAATAAACTACTGAGAGGGTTCAAGAATTGCTGGAAGAAGACC\nCCAGACTCTAAGAGAATGCAAAGAATGTTTATTCTGCAGAAATTACCAGCATGCAGGGGT\nCAACCATTGATCAAAATGGTGTCCCTAGACAAAGGCACACAAGCAAAGGTTAGGTAGTCT\nAGAACTTCATTGGTGGGTGCAGGGGAAGTTACATGAGTCGGTTTCTGATTGATTGCTATG\nTTAGTTTTGCTACATTTGGTGAGGCCTTGAGGAAATTCCAGGAACCAGCTCAGCTCTGAG\nCTCATCCTCCCTTTGTCAGAGCCATCAATGATTGCCTGTTTTCGGTAAATCCCTCCAAGG\nGGAGAGAGGAGAGAGAGAGGAGAGAGAGAGGAGAGAGAGAGAGAGAATGAGAGAGAGAGT\nGAGAGAGAGAATGAGAGAGAGAGGTTTCTCTACGTAGTCCTGGCTGTCCTGGAACTCACT\nCTGTAGACCAGGCTGGCCTTGAACTCAGAAATCCACCTGCCTCTGCCTCCCAAGTGCTAG\nGATTAAAGGTATGTGCCACCACTGCCCGGCCCAAGACTTTTCTATTCCCAAGGTTTCATT\nACTATCTTTGCTGTCCTTACAGTGTCTGCATATTTTGTTGGTGTCTTCCACTTTCTGTGT\nAGCTGCTATCTTGGAGGTTCATCTTGTCAGTGGGGAGCTACACACTGATGACTGATGTGT\nTAGTGTTTGTCAACTTACAGCAAACTAGAGAGAGCCTCAGTTGAGAAATTCCTGTTATCA\nGATTGGCCCATTGGCATGTATGTGGTGCATTTCTATTGATTAAGGACTAATTTGGGAGGG\nCACAGACCACTGTTGGTGGTGTCAGCCCTAAGCAGGTGGTCATGGATTATATAAGAAAGC\nAATTTGACCAAGCCATGAGGAGCAGGACAGTAAGTGGTAGCCCTCAGCAGTCTCTGCTGT\nGGTTCCTGCTTACAGTCCATGCTCCACCCCCACCCCCGTGACAATCTGTAATGTAGAAGG\nCTGAGTATAAAAATGTTTAAAAATTAAAAATAAAAAATAAACCTATCTCACCAAATTGGT\nTTTGGTCAATGATTTATCCCAGGAACAAAACGTAAAAACTAACATGGAAATCAATGTCAG\nAGAGTGAGGTATTGCTGTGAAAGGCCTGATTATGTCTGGTTTTTTCCCCTAGGGTCTGTA\nGATGGATTTTGGAGCTGTGAACTGGAGTTTTCAGAGCTTACTCAACTATTGTGAGATCTT\nGGGAGGTAGGAATGCTGCAGGATAGATAGACTTTGGACGCCTGGCTTGTAAGATCTCAGA\nAGGAAGCAAAGACTCTATTAGGGTCATTTGTATGGTTTGACTTGAATTAAGAATCCCTGG\nAAGTCAAGCCTTTGCTAGGGACAATCAGTGCTATTTAGCTGGGCCTGGAGAATCAGCTAA\nATAGAATCAGAATTAGGAACAGACTGGAACAATTGAGGTGAAATCGTATGGGACATATTC\nTCAGGGTCAGCACATACAAGTTGTGGTTCGTGAAGAGGCCAAGGACACCTTTCAAGCCGA\nTAGCTGAACTTGGTAATGTGTAAGAGAAAGCCTTCCACATGGGACTTGTTTTGAAGGCAT\nAAAAGAGTAATGGTGACAGCGGAGGTTTGTCACTGTGTTACAGTGGAGTCCCTGCAGAGA\nGGCCAGTAGGCCAATGGTGAAAGTACAGCGTTAGTTGTAGTGGAAATCTATTGGTTGAAG\nGGGCCTTGGAGAAAAGCTGTGGCTTGGCACCATAGGGCAGGGTCAGAGACCCTGGACTGA\nACCAAGAGGAGCTATGGTGACCCTGGACAGAACCAAGAGGAGCTATGAATGAAGCCTTGG\nTTACAGTGGAACCCCCTGTATATTGGAAATTCCAGGACTATAGAATGACCACCAAGGACC\nTCAGCAAGTGGGGAGTGGAGTCTGCCTGAATCTGTTAGATAAATTTGTGTGTGTGTGTGT\nGTGTGTGTGTGTGTGTGTTGTGGATAGTAGATCAGGAATCCAGAGATCATACATTGAGCT\nACAGCATTTGGAGCTGCTGGACTTGGCTTAAGTGCGTTGTTTTTATGCCCTGGTACTTTT\nTTCTTGGAATAAAATATATAACTTGTTTTATTTTCAAGAGCCCACAATAAAAGAAAACAC\nTGGATTATTAAAGAGAAAACTTTAACTTTCAAAATGATGAAAAATTTAAAGACTGTGGAA\nCCTTTAAAGTTATATTATATTGTTGTTGGTTGGTTTTTAGTTTTTTTTTTTTAAGATTTA\nTTTATTATATCTAAGTACACTGTTGCTGTCTTCAGATGCACCAGAAGAGGGTGTCAGATC\nTCATTACAGGTGGTTGTGAGCCACCATGTGGTTGCTGGGATTTGAACTCAGGACCTTCGG\nAAGAGCAGTCAGTGCTCTTAACCACTGAGCCATCTCAACAGCCCTGGTTTTTAGTTTTTT\nGAAACATGGTTTTTCTTTGTAGCTCTGGCTGTCCTAGAACTTGCTCTGTTGACCAGGTTG\nGCATCAAACTCACAGAGATCCACCTGCCTCTGAGTCCTGAGTGCTGGGATTAAAGGCATG\nTACCACCATTGCCCGGCTTATACTATGTTTTATATTGTGTTGTTAAAATAAGATCTTGGA\nAATAAACAAGAAAGGAAGGATTATGGTTCAATAGTGATGTGTCTGTATGCCATGTTTAAT\nGGTGCTTGCAATTTTTATTTGTTAATTTAACACAATAGAGAGTTACTTTGGAAGATGGAA\nCCTCAATTGAGAAACTGCCGCCATCAGATTGGCCTGTGGGCATACCTGAAATGTATTTTC\nTTGGTTAATAGTTTGTCGTTGAAAGGCCCAGCTCAAGGCGAAAGGATGGACCATCCAAAG\nTCTACCCCACCCAGGGATCCATCCGATAATCAGCCATCAAATGCAGACACTATTGCATAT\nGCCAGCAAGATTTTGCTGAAAAGATCCTGATATAGCTGTCTCATGTGAGGCTATGCCAGT\nACCTGGCAAATACAGAAGTGGATGCTCACAGTCATCAATTGGATAGAACACAGGGACCCC\nAATGGAGGAGCTAGAGAAAGTGCCCAAGAGCTGAAGGGGTCTGCAACCCTACAGGTGGAA\nCAACAATATGAACTAACCAGTACTTCCAGAGATCATGTCTCTATGTAGCAGAAGATGGCC\nTAGTCGGCCATCATTGGGAAGAGAGGCCCCTTGGTCTTGCAAACTTTATATGCTCCAGTA\nCAGGGGAACGCCAGGGCCAAGGAGTGGGAGTGGGTGGGTAGGGGAGCAGGGCAGGGGGAG\nGGTATAGGGGACGTTCAGGATAGCATTTGAAATGTAAATGAAGAAAATATCTAATAAAAA\nATTGAAAAAAAAAAAAAAAGGCCCAGCTCACTGTCAGTGGTACCATGCCTGGCTAGGTTG\nTATAAGAAAGCAAACAGAAAAAGCCATGAAAAGCAAACCTTTAAGCAGGACTCCTCTGCG\nATCTCTTTTTCAGTCTTTGCCTCCAGGTTCCTTCCTGCTTGCTTCCTGGTGTGACTTGAT\nGCAATGGCTGTGATGTGGAAGTATAAATCTAACAAAACCTTTCCTCCCCAAATTGTTTTC\nATCCGTGGTTTATTACAGCAGCAGAAAGTAACAAATACACTGGCCTGTAGGGCACACAAG\nTGTGAGAAGCGGGTGTGGCGGCAGTCCCAAAGGCGCCAGGGACTGCAGCTAAGTCGTATG\nACTTGCACCTGACTTCCTCATATAAGCCACAAACATCTTGAGAGCTGCGCAGGTGTACCA\nGGATACCGGTGAATCCATTTTGATGGAGATTTGCCCCTGCTGCCCTAATTAGCTGAAGCT\nGCGTGCCTGGTGAGGTGGCGTGGCCTGCTGTGCGTGGATGAGAACTAAGAGTATAAAAGA\nGTGAGAGGCCCAGGGTTTGGGAGAGATATAAACAAGGGAGATATAAACAAGAGAGATATA\nAACAAGGGAGATATAAACAAGAAGAAACAGGACTGAATAAACGTGTGCAGAAGGATCCTG\nTTGTAGCATCGTTCTTCCTGGCCAGTTGGGCACGCGCAACACACAAGGAGCTGGGCTTCC\nTATCAACCATCTACCCCTATGCATAAGCATTCTGTACATGCAAAGTGTATGGACCTTTAG\nGGATAATTAAGAGTCCATTTCTCTTTTTCAATCATGAACCCTCAACAACACAAGGCAAAG\nACAGGGTGCTTCTCTGATTTATACTAGCAGTGAATTGTCCTAATTTAACAGTAACTGTCA\nGACTTCACTTTGGCTTAGAAACTCATCTAGAAAGACATATTTAGTCATGGCTCTGTGCTG\nTACCTCTAAGGAAACACGGGATCTGGGAGGAAGCTAATAGAGATGAAAATGAGGTATTTG\nATCAAAGTCTTAATGACCATTTGCTTAGTGTATGGGTGTTCCCAGATCAGTAACCCAATG\nTTTGGATTATAACAACTCACCAGGAACCCATCTGTGTAGGGCGATGATAGAAATATCGCT\nGCAGGAGTGAAAGTTGCACTAAGAAACTGTCGACTATGATGAGATCATGGTGGCTAACCA\nAGGAAAGAAGAAAAGCCTGTCTTATTTGTCAGTAAAACAATGGAGCTTGTCCTATTGGTC\nAGAAAGACAAAGGAGTCTGAGCTTCCTTTCAATCTCAGCCTGTAGAATGGTGGCATCTAT\nAGGGAAAGGTGAATCTTCCCACCTCAATCAACCTAATCTACATAATCACTCCTAGACATC\nCAAGAGGATCATCTAATCTAGATAATTCTTCACAGTCATACCCTAAAGCTTATTTCTTAG\nGTGATTGTAGATTCTTTTAAGTGGGCAACGAATATTAACCATTATAATGACGATGAACTA\nTCTCCATCAAAAATAACTTCCACTAAAAAGAGGAGCTAAGTGGTTGGAGAGATGGCTCAG\nTGGTTAGGAGCACTGAATGCTCTTCCAGAGATCCTGAGTTCAATTCCCAGCAACCACATG\nATGGCTCACAACCATCTCTAATGGCATCCGATGCCCTCTTCTGGTGTGTCTGAAGACAGT\nGGCAGTGTACTCATATACATGAAATAAATAAATAATTTTAAAAGGGGTGGGAGAATAAAT\nCTTAAATCATGACTTGATGTTTTCTTACCACCCCAACCCTGTTACATCCCAGTCCTTCCA\nGTAGTCAAACCAAGCAGACAGCTATGTAAATCAACTTGCTAACTGGACTTCTTCACCCTA\nGACCAAGCATAATGAAGCTTATTAATGAGATTCTTCCATCGTGGGTGCCTGACAATGTTA\nGACCTGAAAGATATACTTGATTCCTTTACATTCTACTCTTGGTACTCATTTGCTTCTGAG\nGAGAAACACCCAGGTACTAGAGTTAATCAGCAGTATCCTTGCCCATGCCTTCCTCAAGAT\nTTGAGGGGCACATCCCAGACTTTTGCCTGGGCATCAGAAAAGGATCTTAGAGAGCTTGTT\nTTCACACAAGGAGTCATTCTAGGATAATAATGTATTATATATTTATTCCTATTACAGAAA\nTCTCAGATCAAAATACCATCAAAGCCTTCAACTTCCTGGCCTATTAGGGCTCCAAGATTT\nCTCCCCCAAAAGACCCAAGTAACTTAACAGGAAATATAATACTTAGGATATGTCTTGACT\nACTGAGGTATGGTAACTATCCTTGCCTTGGGCATAATTGGCATAATTGAATTTGTTCTAC\nCAAAAACAAACAGCAAAGCTTCAATCAATTCAGGGATGGCCAAATTTTATTGAATTTGTT\nTTTCTCTTTGGGTTAAAAGCGACACCTCTGCCTGTGCCTCAGCACCATCGAGTCTCCAGC\nTCCACCATTCGCAAATGTGTCTGAACCCTGCACCTTCACTTTCTCCTCCATCTCTCCACC\nACACACTCCATCTTTCTCATTTCTACATCACACATTGGTTCCCTGTATTGGCACCCATAG\nTATGCTACTCTAGTGTCTTTTGGGGGGGGCACCCCTGACCCAGCAGGACCCAGGCAGGCA\nCTTGGGTGTCTTTCTTCTGGCCGTCTCAGCCAGCAGAAATACAGTACTATCATCCCAAGC\nCCTACAGTGGAAAATAAGGGAAGACGTGACTCCTTCCATGTGGGAAAAAGATGCTACTCT\nCTACATAATAACTCAACTGTTCTTCCAAGAAGACTGATCGACACAGTGAAAAATATCTAT\nCAGGATAGGATCAATGTTTATTCTGCATACATAACAGCTCCAGCCAGCTTCATCCTCCAT\nTGATCCATGAACCAATCCCAAGGAAAACACCTAGCCACAGGAGAACTGACAAATACATTT\nGACTCGTATGCCCTCCTGTGCCAGGTACAAGTATCTGTTGGCATTTGTAGACACTGTCAC\nTGGCTGGATTGAGGCTGACTATAATGGTAAGGGCTACCCTAAAGAGAGTTGTATCAAGGA\nTTGACCTTGCCTACTGAGGTCTGACCTTGCCTAGTGAGGCTTGACCTTACTGAGATTTGA\nTCTTACCTACTCAACACAGAGTGACAACAGGTCATGGGGTGACAGAGGGTGACAAATGCC\nCATCATTTACATCAATACTTGGTCTATACCTATGGCTCTGGAAATAAAATATTATTTAAA\nTTCTGCTTGGAGATCAGTGTCTTCAGGAAAAAAATTGAAATGACTAACCAAACTATTAGG\nCAGCTTCTAGAAAAGCTTTGACAAGAAAGCTCTGGGGGAAAAACCAACAACAACAAAGTT\nGTTACCCATCCTCTTAAGAGTTAGAACAACTTCAAAGTCTAATGCCTGGTTCAGCCCCTA\nGAGTTACTGGCTAGTAGGCCCTTTCTCATAGGAACAGGTATAGAATAAACTTAAAGCAAA\nTCCAGTAAACCCTATACAAAAATGGAAACTAGGCTGTACTCAGCCAAAAGTGTCTAACCT\nGAAAGACTGTGGACCCTAAACTGGGTCCTCCTTAATATCTAAGAAGACAGACCTATAGAA\nCAGTGGGGTCCTCAATGGAGCAGACATTTCCAAGTGGCCCTAAGTGCTGGGGACAGCACA\nCCATGACAAGGGGCTACCTGCAGCAGGCCACGATAGATCTTAGAAGTCTGCAGCAGCTTT\nTTGTGAAAGAGGATGGTTTCTGGGAGCCTGGAGACATCCCTCCAGGGGATCCACCATCTG\nAAATAAGGGACTGCCTGCAGTAGGCCAGGTTGGAAACATCTCTGTAGTTCACAGCATCTC\nCCATCTCTCCTAACTTTAGCCTGGACTACGGCTGTATAGATTTATTTCATTTGTGCGTGA\nCTGCTTTTCAGTTGGCCTTGGTGTGCATAATTATTCTATTATATCTGACTTTCCTATTTC\nTTTCTCCTTCTGCTCCAGTGAATTCTGTGAAACTAGATCCTCCTTGATGTAATGATTCTT\nAAACAATTAAAAATTGAGGCATGGGCACATTGTTTCCAAGATGAGGCACAGCACAGTCCT\nCATGGTCCAGGTGCATGCCGTGCGTTCTCTTCTTGGAAACAATGCAGTAACTGCACAATG\nGTAGTTCCAGATTAATGTTTGACTTGCAGAGAAAGTTTGAAGAAATGATAAGAAAATTGA\nAATACAGCCAACATTGGGACCCCAAGAAAGAAAAAAGTTATTGAAGTTATGAAATAAGTT\nTTGCATAACATTTGAGAGTGGATCCTGGATAGGCAATTATAGAATGCATAAAATTATATA\nTTAGTAAAACTAATTCAAAACACTAGGACTCTTAGGAGAGTCATTGTGTGCAGTGTACAG\nAATCAGAAAGCTAGAATAACTGCTGAGTTAAGGGTTAACTTGATACTTTCTGGCCATTGC\nCCATGTCATTTATCATTAGAGCTTCACAGGAAAATTCAAGTAGTTGATCTCAGAGCTCTG\nAGCATTGGAGTATAATAAGTTAAAAGTTAAAGTTTAAATAATGATGTTTGCAATTATTAT\nTTTGACCACAGGCCTGGGAATAGGGTAAGCTTGAAACTTTAGGGACCTATTATAATTCTT\nAATTTTTTGTGGGATGTAGTTATTCTTTTGAATTTGATTTGGCAATGATTATACAATGTC\nTTCTTTTCTACCTGTTTTTGGAGTATCAGTGAAAGACTAGGGCAAGAAAAAGGCTAGGAG\nCAAGTGGTGGAGAGCGAGTAAGGTGGCATGAGGTGAGTGAAGAGTGAGTGGAGAGAGTGT\nGAGGAGAAGAGAGTGTGGGGAGGTGTGGGAGAGAGAGGGGACAGAGAGAGAGAGCATGTG\nAAAAGTGAGAGAGGAAAGAATGTGAAGAGTGAATGAAGAGAGAATGTGACGTGTGTATGG\nAGTGTATGTGTGTGTGTGAAAGAAGAGTGCATGTGGTGTGTGTGAGATGTGTGTGAAGAG\nAGTGTGTGAGAAAGGGGAACACACAGAGGTGTGTAGGAGTGTGGGAGTTAGAGAAAAGAA\nAAGTGCACAGGAGAAAAACAGAGTGCATAGGAGAATGCAGAGTGTGTGCAGCCTCAAGCT\nGTGAGCATGTGAAAGAGAGAGAGGAAAGCAACTTTAAGCCTTAAAAAAATTGCCTGTCAG\nTTTGTACCCGAAAAGTAGTTTGTGTCTGTTTATTATGTGCCTTCCAGATATCCCTGCTTC\nTAGTTGGGAACTCTGATCCTGTGTTGAGGCTGGACCCCGACACCTAAGTACTCTCCATGA\nTTGCCAAATTGTTTGCAGTTAACAGCGGGGTTCATATCTCCAGCATGAAACCAAGGGACC\nCCAACCCCAAGACCTAGAAGAGAACACCCGTGAACCATGAAGGCTCTTGAACTTCTCTGG\nACAAACAGTGTAGCATCCTCATGACTGGTCTGGGGCTGTTCTGAAGTACGCCCTGCTCTG\nGATCTTCATGCTTCTCTCAGTAGAGGCTGAATCCTGAACTAACGCATGGAGAGCCATGTA\nCTCGCAGGAGAATGGAGTCATTTCCCCTGCCCAAAGCACAGCTTACCTAAAATTGCCTCT\nCCTGCTTTGGTTTTGGTCTTTGCTTTTCCCAAGAATAAGCTTCCACTGGTTCACATTTTA\nAACAAGGTGGCTGAGTTGCCAAATCCTCTCATTGTTAACACTTTCTTACCCTGCAGGAAC\nCACACAAGGAACAACTTTCCCTGAGTGTCTTTCTTCTCAGTAAGATGTGGGAAATGGTAC\nACACTAAGGCCCCATATAAGGTCATAAATATACTCTATACCATGAGAACTCTGGGAAGGT\nGTGGAGAGGCAGTCCCAGACATAAGGGTCCAAGTTGGAAGGCTGTTTCCTTGGGATGTAT\nCTCCAAGCAAGACAGCTGCATAAACTTACTTGGAAAAAGAAAAGCTAAGGTTTTACTTTT\nCTAGTTTTGATGAAACTGACCCAATTCATAGTTATTCAAAGTTTCTCTGAGCACTTCCAG\nTTTGCAATTTGTTTTTTTGTTTGTTTGTTTGTTTGTTTATTGGGTTATTTTTGTAATTGG\nAAATGCTTTTTTTAAAAAATCTTTCTCTAACAAAATGAATGTCAAAATAGCCCAATCATA\nCTCACAGGAGGTAGAGGATTGGAGGGACTTGGGAGGAAGAGAGGAGGGGAAGGGGACAAA\nAGGGGGGCAGGATTAGGTCTGGGAGGAGGTGGGATGACATACAGAGGGTTAGGAATTTGA\nACAGAGATGTGTAGCAATGGAGGGTTGAGGAACTGGCACCGGAAAGTCCCAGATGCCAGG\nAAAGCAAGAGGCTTCCAGGACTCAACGGGGCATGAGATTATCTGAAATGCCCAACAAAGG\nGGAGGGGAACCTGTCAAGACCATATCCAGAGGTTACTCAAGGCCCCTGTGTAGGGGATGG\nGGCCACCCACTCATCTCCAAATTTTTTAACCCAGAATTGCTCCTGTCTAAAGGAAATCTG\nGGGACAAAGTGTGGAGCAGAGACTGAAGGAAAGGCCATCCAGAGACTGTCCCACCTGGGG\nATCCATCCCATATACAGACATCAAACTCAGATACTATTGCAGATGCCAAGAAGTACTTGC\nAGACAGGAGCCTGATATAGCTGTCTCCTGAGAGGCTCTGCCAATGCCTGACAAATACAGA\nGGCGGATGCTCGCAGTCATCCATTGGGCTGAGCATGGGGACCCCAATGGAAGAGTTGGGG\nAAGTGACTGAAGGAGCTGAAAGGGTTTGCAACCCCATAGAAGAACAACAGTATCAACCAA\nCCAGACTCCCAGAGATCCCAGGGACTAAACCACCCACCAACCAAAGAGTACACATGGTGG\nGACCCATGGCTCCAGCTGCATATGTAGCAGAGGATGGCCTTATCTGGCATCAATGGGAAG\nAGAGGCCCTTGGGGAGGTAGGAGGCAGGAGTGGGTGGGTGGGGAACACCCTCATAGAAGC\nAGGGGGGAGATAGAATAGGGGGGTTGTGGAGGGAAAACTGCGAAAGGGGATAACATTTGA\nAATGTAAATAAATAAAATAGCCAATAGAAAAACAAACAAACAAACAAACAAACAATCCAA\nAGACTGCATGGATACACTCTAAAGTCAACACTTATCTTGTTTGGAACTCAAGGTGGTGCA\nCAGGATTTGCTGGAGGAGGCAGAAGCAGGAGGATCACCAGTGTGCAATTTGTATGCAAAG\nAAGGACCAGACTATCTTGAAGATTGGATACACCAAATGCAAACTCATCCATGGATAGGTA\nCTGCCCATATGAGTACCTCAGTCAAATGGAGAGAGTAACTGCTATGAGAGGTGGATAATA\nCTTCCTCCTCAGTAGAGAACAGTAACAATTTTGGGTTCCATTACATATGAGGGCATAACA\nTGTGGTGGAGTTCTCTGTGAACTACCAGACTGGACACACCTGTAGGTGAAGAGAAAAACC\nCGTTAAAATAGAGGGCAGAAATCTACCTTCCAAAGACAGAGAACTTCTGCGATGCTGAGA\nTTTAGGGCCACAGCAATCACTGAGCCAAATCCCAATCCGTATGGATCCTAGTAACAAGGG\nAAGAAGACCCTAATTAATTCAATGCATTGATAGTTGGGTCATTTTCAAGAGCCCTATACT\nGTAGGTTCCTTGGTAGCAGACTCAACAGTGGGTCCCTTAATAGTTACACTCTGTGGGGGC\nAAGGTTTGTGGAAACTTCATGAGATAACACAAACAACTTGTGTTAGATTCTGTTGCTCAC\nCAGTCTTTATAATCACCTAAAAGTGGCCCTGCTGCTTGGCTTGGCTGGAGGATCCAATGG\nCTTGAAAAAGCCCAGCTGAAGGTGTATATTGCCTTCTGGCTGCAATGCTGAATCTAACAC\nGGAAGCTAGAGAAATATGTGGGCCAGTGCTCTGCACCAGGGGCTCACTTCAGCATGACAG\nACAGTACTCACTCTTGTCAGCAGTGTGTGCTCAGTGGTACCCAAAGTGCTTGGGAGTTAT\nAGAGAGTGACTTTAAGACAGGAAATATGCCCGTGCAGTGGTAGCAGATAAGATCACACCA\nGTCCTTTAAGCTAAGAGAAAGGTCAGCACGCTAGAACTACCTTAAAGAAAGTCAGAACTC\nACTAGGTTGAACTTGATGTATAGACCACCCCCCCATAATAGAAAGTTACCAAAGGACTCA\nTTTCACAAGTCATGAGGGATGACAGTGGGCCTGTGACCAAGACATACTATGGAACTGCTG\nTATAATCATGCAGGAGCAGGGCTCATTCAGTTGCGAATTCCTAAAGCAGGCTTTACAGAC\nCTGTGCACACTGTATGAAGAGTGAACCAAGCCTTGAGATGTCTTAACTGAAAGCCTTCAA\nCAAGACAAGCTAATAGCAACTCCACAACCACCCAACTGCAATTCCAAAACTACAAGTCAA\nAACGGACAGGTTCCTCAAGCAAGGGCAGAGACACGACTGCAATTCATCATGTATGAATAC\nAGCCAATATAATACTAGACACAGAGCTGGGCAGAGGTGGTGCATGCCTTTAATCCCAGCA\nCTTGGGAGGCAGAGGCAGGTAGATTTCTGAGTTTGAGGCTAGCCTGGTCTATAGGGTGAG\nTTCCAGGACAGCTAGGGCTACACAGAGAAACCCTGTCTCAAAAAAACCAAAATAAATAAA\nTAAATACTAGACACCGAATGCCTGATTGTCCCTGGAGGTTTAAACCAGCCCTTGATAGTT\nCACCATATCAGCTCCCTGAGGGGAGGGGGGGATTAGATATGATGTTAACTGCCCTCTAAT\nATGTTGTGAAAATGGTCTATCAGGATTTAGGCATGTTGGAGGGAATTATTCTTAAAGAGA\nTATATACAATATTATGACAGTCACACCTCCCTGAGGTAATCTTTTCCTGTCTGTCACAAC\nTGATTTAACCTTGCTTTTCTAGTGTGAGGAATTACAATTGCTGTGGTATCTAGTAACACA\nGCAACATACCTGGTGCCTTGTGTCAGAGACGCACAAGAGGCATCAACCTTTGAAGGGAAA\nCATGGGACACATGTCCGTGTCTGAAGTAGTCGTGGAGACCTTGTCCTTGTAAAGGTCTCT\nGACTGTAGTAATTGATGCCCATGTGGGAAATAGATTGCTGGCCGCTTCCTTTCTTTGAAG\nATGGTGATATGGAGAAGGAGGCTAAGAGATAAGAGGCAGAGAATGACCATTTGAACTTAG\nTTAATACAGCCTGGAGTATTGAAAGCCTCCTCATTCTGATTATGCCTGTGACTGCATTGT\nAAGTGCTGTGTGGATCCTTTCCTTTCCAGCAGCCATGGCCAAGAACTAAATAAAACATCC\nAAACACCCACAGAGTCTTCCTCATCCTTTCTTTGCTCTTTTGAAACATAGACTCGAAGGT\nTTCTGAAGCCTTAGAATAGTTGATAGCCAGGCAGACAGAAGCCAAGGAGAAATAAGGAAT\nAAGAGATGATACCGGAATAAATTCCGTGATCAGGATGCAAGCTGGGGGGGAGATCTTAGA\nGTCACCTAACTAAACTAATTCTGACTCTAGTTTTTCCTGTGACAATGGGGCCCATGGATT\nTCTGGGGCCTGTTGGGGAAGGCACCAATGTATTCTGGCCTATTTCACAGAGTAGGTGGAA\nGCCTCATACGAGCACTCTTGCAGAGAACATCTTAGGACACGAGGTCAGAGAACGGTTGTT\nCCCCCCACCCCTTTACCTTGGAGCCTGGCACTCCATCCCAAGCTGATTGGGATGGGCATC\nATGGTGTCCAAAAATGAACTGTGTAGCATGGACCAAAAAAAAAAAAAAAAAAAGGCACCT\nATTGGAAGAGCAGGGAGTGAAGCCATTAACTGGTCAGCTCCATCGTGCAACAAGCATGAA\nAACAAAAGCCCCAACTTTCCTATACTCAACTGTCAGTGTGGTAAAACCAAACAGCAGACT\nGAAAAGATATGGAGAGGAGAGAGAGAGGAGAGAGAGGAGAGAGAAGAGAAAGAGAGAGAG\nAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAATGGAATTAGTGTTTTCTCAGATTTAC\nTTTAGGTGTCTAGAAAGTTGACCTGTAAACAGAGTTGGTTTTCTGCAAGTTAAATAATCC\nTGGTTAAAGGCTGCCTGAGTGATTCTAACCTCAGGTCAGAAGTTGAATCCACAGCACTAC\nATCACTATTCATTAGTTCCTTTACGCATACATTAGTCTGCATTTGTTACATTTCCATTGT\nTGTGGTAAAATACCATAAGCAAAAGGAACTTGTGGAATTTATTTCTGATTATGGTTCAGA\nGGAGGAGTTCCCAAGGATGGAAGGAGGAGTGGCAACGGAAATTCGGAGCAGGAAGCTACA\nAGATCGAGTCTTCAAAGCAAACAGAGAGGAGGTAACTGGAAGTTGGGCAAGGCTATAAGC\nTCGCAAAGCCCGTGATTTGCATCCTCCAGCAAGGTTTCACTGCCTAACGTTTTTATAATT\nTCCCCCAAATGGTGCTATCAACTGGAAACCAAGTAATCAAATATCTGTGGTCAGAGGATT\nTTTGTCGTTCTTACTTAAGGGTAAGATGAGGTGTCTTACATCTGCTGCCAGCACTAGATA\nAAAATTATAGTTTGAATATGAAATCCCTCACAGATTTTTATGCACGGGGTTCCGTTGTCT\nCCTGGTGGGATTTTAAAAAGTGGATCCTAAAGGTTCTGCCTAGTCAATGAAGTGATCCCA\nTTCATCATGGAGTCATACATACTATGATGGCATTATTGGGAGAAAGTCACCTTGTCCTTT\nGCTCTTTCCCGGCTTCCCAGTTGTTACAAGGTGAACTGTGTTGCTCCATCCATGATCCCC\nATGGTCCTGCCCAGAAGCAATGAAGCCATTTAACCTCAAAACAAAATCCTGTAAACTATG\nAACCAGAACAAACCTTCCTCCTTTTGGATGACGTGGGTGATGTAATTTCCTAGGGTCACT\nGTGAGCAAATACCACAAATCAAACAGCTTCCACAGCAGAGAACGTCTTCTCCACGCTCTG\nGAAGCTGGTGGGTCATCCAGTCAGTGTGTCTGGAGAGCCAGGCTCATTCTCAATGATCTG\nAGCAACAATTCCCGCCCACTCCCTGTTATTTCTGTTTGCTGGCAATGTATGATTGACCTT\nCACTCGAGATTTCTTCACTCCAACTTGTCTCTCCGTTGATCCTGTGACTTCCTCCCTAGA\nTTTCTTTGTCTTCAGACCTCAATGATAGCAGTGCCAGGGCCCACTCATTAAATGATCTCG\nCTTTAACTTGATTTCTCCCCTGAAGACCTTACTCCAGTTTCCATCACACGCACAGGTGCT\nGAGGGGGTGGAGCGGGGTTTAGATGAATTTGGATATACATAATTCAGCTGAAAGCATGTG\nACAGGATGCTTACTGGGTGCCATCAGCACAAACCTTCAGGCCTAACTGCTGAGAACCTAT\nGGGTTAGAAATTGTAGTGTAACCCAGAGCTTGTGGGGGAGGGGAAGGGTGAAGCAAGAGG\nATCATGAGTTCAGAGACAGCTCGGGGAGCACAGGGAGACCCTGTTTCAGGACTACCTAGC\nCTACTGACTAAGCCAACGCCAGGGCTATAGCTTGGCGGGAGAGTGATTGGCTACAATTTG\nTGAGGTCTTGTATTTTATCCCCAGAACTGGTAAATGCATCATTACATGTTAACTTTAAAA\nGTGTTTTACTCTCTCTGGCTCTTTGGCTCTCTGTGCGTGTGTGTGTGGGGGGGGGGGGGG\nGGGGAGGTCCTGTCTATCTTCTTGTGTTGCTGGGGGCTAATCCTATACACACAGACGCAC\nAGACACACAGAACACACAGACACACACACACAGCGACATGCATGCTTTCTACATTTGTAG\nAAGGCTCCTCCAGGGTGTGCCTCATTCTTGCAATGTAAAATGACATTCTTTGTATTTCCA\nGTATGTCCAGCAAGAGGCAAAGGACCTGAGAGGCAAAACCAAAACCACCAGGCCAAAAAA\nTGCAAGTACTGTTGTAGGCAGGGAAATGCCAGGAGGGGGGTGCTGCCTGGAGCACAAATG\nTGCTCTAAGGAAATACAGTCCTAATTCCAAGCTGCTTCTAAGCGGCTGGTTTCCCAAGAG\nAGTCACCAATGTGCTCCGCAGGAGGTGGAGGGGAGGGCCAGATCCTAAGGTTCTCAGTAA\nTTGCATTTCACAACTAGACAAGATAACTGGACAATTCAAGGTTTCAAGGTGGGTGTTTAT\nGTTGTGTAAGACACCATGAATTAAAGACAGAATTGTGAATTGTTTTGTAAAATGACATTT\nACACGATGGAAGAATGTAAACAACCAATTCTTAAAGGAGCATTGCCAAGCCGAAGAAAGG\nAAAAGGTCAGTAGACGTAAACCTTCACTTTGTGGACCTCCTTGTCCTCGCACTCCCTCTC\nTTTGTTGTAGTAGAAGAAAGTATTGTCCCTCCGCTGAAGTTTCTTCACGTACCCTGTCTC\nTGGCCATCGGTCGACCTGCACCGGGAGGAGGAGAGGACCGATGAATTCCACGCTAGTATG\nATTTTACGTCACGTTTCACCGTCTGACAATTTGCATCAAAAATTAAAATCCGAGATTAAG\nTTTTAAAGTCCTTGCCCTCTTGGAGCGTGGAGTACACGCGTAACACAAACTCAGTTTCCA\nACTTAATCTGGAGAGCTCGTACTAAATTGAGTGCTTCTCTCTAGAGTCGAGATTTAAGGT\nTTTAGTGTCTACGTTATAGCCAAGACTGAGGACATGTGACAAATAAATCAAAATTCATTG\nTTCTTATGTTTCTAAGTGATTCAAAACACTGTCATTTCTAAAATAACAAACCCAAGGAGA\nCACTGGGAGGAGTCCAGGGCCCTTGCTCAAACACCTATGTCGATCACAGGCTTCAGAGGC\nAGGGACTAAATCAGTGGCTCTCTGCCTGTGGGTCGGGACCCCTTTCACAGGGGGTCACAT\nGTCAGATATCCTGAACATCTATATTTACATCACAACCCATAACAGCAAAATTATAGTTAT\nTAAGTAGCAATGAAAATAATTTTATGCTTGGAGTCACCACAGCATGAGGAACTTTTAAAG\nGGTCTCAGCGTTAGCAAGGTTGAGAGCCACTGGACTAGAGGAAGGTACTCTCCTTGAAGA\nGGCAGCAATGCACTTCCAACCAAGCTTCAAGTTCAACACTGAGCCCAATTATTGATGGAC\nACTTGAAACCATAAATACAGTCTTGAACAACCCCTTTCTTCTCCCTGCTACTCTTTGTTG\nTGTTTCTCTGTGTGTTTGATCTCTCACGTGCCGTGATTTGTATGTTCGCTTTACTTTTTC\nTCCAGTTTCAGTGTTCTGCTTTCTCAGCCAGGTCGATGTGTGGTGGCTGTGCTGTGTGGG\nTTTGTTTCGGTGTTTCATGGAATTTGCTGTTGGTGCCACACCGCTCAAGGATGATCTTGA\nACTCCTGACCTTCTTGCCTCTGCCAGGGGATTATAAGACATTGACCGACATGCCTAGTTT\nATGTGATGCTGGGAATAGAACCCAGGGCAGGGCAGGTTCTCGCATGCTAGGAGAGCCCCA\nGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTCTGTGTCTGTGTGT\nGTGTGTCCTTTTAGGAACTTGTCAAGTCTCAAGAAATAACTTTTCTTTGGTTCATGACTT\nACCACAATGTATTCTAGGATCCAATGTGTTCTTATTATTAATAAATTTTTTCTTTCTGAA\nTTTTGTGTGATATAACTTATTATCAAAAGTCCAAACCAGATATTGGAAAATGGAGCCCCT\nTTCTCCAACTACCACTCCAGAGTGGTAGTATTCATTTTCACTTTGCTCTTATAAATCACA\nGCTTGCAATGGAAGAAAAGATGGTGCCTATTGCTTGAGGAACTATGCCTGTTATTTTCTG\nTTAATATTTTTTTTTCCTTTTTCCTCTCTGTTCCTTTCCTCTCTCTTTGAGACAAACTCT\nCCTTATGTAGTGCAAGCCTGAAACCCTCAAACCTAGTATCCTATTTCAGTCTACAGGGAC\nCTCAGGCATGGGCCACTAGGCATGGATTTTACATTTTCTCTTGAATGGCTTATTTCTGTG\nTCACTAGAACCCAGCTCAGTTGATCAGCGTGGCAGGTCCAGCTACATTTACTCCCTAGGA\nAAATAGCAAATGTTTCTGGCTAAATCAAAGCTGTTATCAGCAGGACAGAGGAGTGTCCTC\nAAGTCTCTGGGATAGCTTCTTATACCTTTTCCTTGTTCCAAAGATAATTGTGCTATTTAT\nAAACTGTGCACTAGATCTTCAGAATATTCAAGGCCACCTGATAAGCATCAACTGGAAGGT\nTATTCTGGAGGGAAAAACTCATGGTAGGACAGGTAGATGGTCAAACAGGGAGGTACTCAG\nGGGTGTGAGTTTTCTAGCTTGGTATCCATTAATGAAAGCTAGTTGATTGTAGAGTGTAGC\nTACATCGGACAGAATGCTTGCATCTGTAATCCCACTGCTTGGGAAGAAGAGGCGGGAAGA\nCAGATGCTCTCATCTGTGCACTGAAGTCAAGACCAGCATTGGTCACAAAGTGGGATCTTA\nTCTCAAGAAACAAAACAAAACAAACACAGAACACCTGAAAAGGAAAAGAAGAAAATAATA\nTATGCAACTTCTTTCTAATTCACAGTCCAGATAGTAGAGGGGAAATGACATCTTGCTACA\nAACTGAGCATGTGATAATAGAGCTACCAAAGTAAGAAAAAGGACTGTTTTTGTGGTCTAT\nGGAGAAAGACTCATCCTGTGTGTGAGAACTCTGTAGTTCACTGAGTGTCCAGCCAAGGAA\nCCACATTGTTACCAAGGGGCAGACCACCTGGATAGGCCTGTCTCCCTCTCTTCAAATAGT\nGTCAGAGACGTCCCTTCAGTTACATTTTGTTGCTGTTTTAAAAATATTTCACCATCTGCG\nAATGCTTATCAAAAGCAAAATGTTTATCAAAACAAAGGAGTTTATCAGCTGATATTATAA\nAAAGCAGCAAGTTTACCATGGCAACTTGTTTCACTTGTTTATATTCAATTTCATCCCGAT\nATCCTGCTTGTTGAAATCTGTACAGATTTTCTATTTCCTCTGACCATTTCTTGGCACGAC\nTTATTGATTTTGGTTTCACGTCAGAAGTAGCCATGGCTACAGAGGCCTTATTAGCAATTA\nTTTCTGAAAGAAGTTAGAACAATATTAATAGGCAACATGATGATTACAGTTTTCAAGACC\nTTTGGAATGAACAAAAATGATGAGAGAGTGAGAGAGAGAGATCCTCAGAGTGAACACTTT\nACATTTTTAACATTCATTTCCAATACTGTTATTTTTTGGGAAACAAACTGATACACATTA\nAACTACTTCTAAACCCTGGGAGGTACAGAGAATAGCTAATTTCATCATCAAATAAAATTG\nCATTTGGAGTTATTTAGTAATGTTCTAACATTCCCGTTCTGAGGCTAGGCAGTAGGTAGT\nGTACATTTAAGAAAATATACTGTCATTTCTATCTGCTTAATATATTGTCAAAATATTCCA\nCCACTATTCCATTGATTTATATTCTCACTCTCTTCCCCCTCCTTAAAAAAACAAAAACAA\nACAACAAACAAACAAACAAAAAACCAAACCAAATGTGAAAATAATGATTCTCATCAAGGT\nATGGTGATGGCTTTGGGAGGTCAGGGCAGAAGAATCTGGGGTAAGGCTGTCCTGGGCTGC\nTTAGAAATCAAAAGAATAGACACTCTTCTCTTTCAGTTCACTTTCTTATAAGGTCTATTT\nTTAGGTTTCTGAAGACATCATAACTTATTTTCTTGGGTCACGGTGTCACACCGTCCTCTA\nGCAGAGCAACGTTTGAAGACAACTGCACACGTCCCACACTAGTTGCTTGGCTGTTGTGTT\nAGATCAGTGATTTAATGACTCAGGTGGTTACTGTAGGTCAAGGACATTCAGCTCTTCGAG\nTCCAGTTCACATTAATTATTCTCTTACCAAACTTCTATTGCTTCCTTTTCACCCTGGTTA\nCTGGCATTGAACTTGAGACCTTTTTGAGGGTTAGGCAAATATTCTACCATTGAGCTACAT\nGCCCAACACCACAGCTAGCTTTTCAAAGATATTGTCTTGTATTTGTTTTTCTCATAATAC\nTTATTTTGTTACAAAAAATATTCCACATAAAGTACCCAGAATTTCCCCCATGATTCCTTG\nAATCCATTTTATTAAACCTATATCTTTTGTTTGAAGCATAAAGGAGTTTGTCACTTCATA\nAAGAAGTTCCAGAGGGAATTTATGTATTCTTCACTGACTGTAACAAATTCTCATTAGGTT\nAATTTATTTAAAATGCAATGATAGAAAAGATAAAATCATTCTTGCATCAATTGGAAATAT\nCCCTCCCTGCCACTGGGTGAACATTATCCCAAACATAGGCTAAATCAGGAGTGTATGAGC\nAGATTCACAACAAATGCCTTCATAAATGCCTTTACAAATGCATTAAATTTACTTTTGTGG\nAGGGAAAAATAGGAAAAGGAAAAAATACAGACTTGCCGAATTTCCTTGAATTTCCTCAGT\nGTGAAAAATGTAGCCTCCAAGTTTCTTCTCACAGTTAATGAAAGAGAGAGAGACGGTCAG\nGAGGCCAAGCCCTCCGCTTAGCTCTGAGATCAGTCACACACAAGTATTAACGATGGGCCT\nAGGAAGGACAAACAATTTGCCCAAGCTCCTTCTCTTCCCTCTCGACTTGTTACATTACTT\nACACCATCACATCCCAAATAGAAGGCTGTTTCCATTCTATTTGCAAATCATAGTCTAACC\nTTTTCTAATTTAGCTCCAGATTTAAATTAAATTAAATTAAATGAGTTGTGTAATTTCAGT\nTCTGATGAAATCAGTGACATGTCAGACAAATCACTAGAATTGCTTTTGGCATTTTTTTTC\nCAGTGTGCAAATTGACGCACACTTTGGTTAGACTAGAGAAAATGAAATTTTTGTTAACAT\nGTGGGTTTTAAACTTTTGCCTCTCAGTTCTGTTAGATTCCAGCTCATGTTGTATTTTATT\nCATTTTATTGTTACAGGATTGTAAGGATTTTGGAAAGCGTGACAAAACAACAAACCAGTT\nTCTTGTTTTGTAATTTCCTTCATTTCACTGTGAAGCCCCTCACATCACCAGTACACTACG\nCACTAGCTATGACTAACAAGTGAGTTAGACATACACTTGTAGAGGTTGGTTACCCCCCTT\nATATAGGGGAGATGAATTATATATAAAAATAGAAAATATGATATGAAGAATAACAAGGAA\nAAGTGTGGAGTCACTATATTAAAAATACATTCAAAATGGGTGTAGTGGTGTGCACATTTC\nATCCCAGCACTTGGTGGACAGAGACAAATCTTTGTAAGTTCAAGGCCAGCTGTTCTACAT\nAGGGAGTTCCATCCAGGACAGCCAGAGCTACATAGTAAGATCCTTTGTCTCAAACAAAAA\nCAAAACAAAACAAAATCAGTCAAGTGGCTAGAGAGATGGCTCAGGGCTCAAGTTTTTAAT\nTGTCCTTGCAGAAAATGGAGTTCCTTTCCCTGCACCTAGCAAGCGCTCACAACCACCTTT\nATGTCCAGCTCCAGGAGACAAGATCACCACTGCCCTCTACTGGCCCCTTGGGCACTGCAC\nTCAGTTGTACATGAACTCATAGACACACATGAATACTTCATTGGAAATAATTTTAAATAA\nTAAAGCCTTCTAAAATACTCAGACTTCGTCGTGTCTTTCTATGGAGTTAGTGGCTGAGTG\nGCTTCTGTGCTTCTATAGATAAAGTGGTTTCATCCTCAGGGCAGTGGCTCGGGGCTCAGT\nATTCCTTCCCCCATCATGCCTACTCTAGGCTCAGCTGTTTGATGGATAACAAATATTTTG\nACTTATTTGTATCATTCAAAAATACTCTCCTGAGGGTCATGCCGGGGTCGCCAAATCCCT\nTTGATGTTAAGCAATTACATTAACTATGCATATAAAAATGCCACATGTTATATACGGGTG\nGGAAAGACGTTACCTTTAGTTGAAGTTACAGGAAATTACTGTTTTTCTCAGTAGGAGTAC\nCCACCCATCTTAAAGACACGATCAGACATTTGAAACTTTAATGTGAATCTCACCATAACA\nGAAAAGGCAAATTTAGTACCTGCGGTGACCATGCTATGACTCAAATTCTATTCTTTCTAG\nTTATTAAAAATAATGAAAACCAACAATGACGTGAGCCTTGTGAGCCGAAGCTCCCTGAAG\nCTCCTGTGCTGGAGACCTGCACAGCCAGTCACCTGGGGCCCTCCTCGGGTGCACACATTT\nATGGCTTGGAGGAAAACCTATCAGATTGTAGTATTTAGCTGACTACTACTTTCACCAGTC\nCTGAAGCTAAGAAATTTCACATCAAACATCCGCAGAAGCCACTATCCTGCTCTGTACTAA\nCCTGCCTGTCTCACGTCCTCACAATATAATTGGCAAATGCATCGAGTTATGACTGTTGTA\nCTTACTTATGTCTTCTCATGCTGCACTTAAGATGTCCATGGCTCCAAACAAGTATAAAGG\nCCAGAAAGCAATCAACTTTATCTACCACTCTGACTTTTAAAATATAAACATATGTGTGTG\nTGAAGTGTGTGTATGTGTGTGCTTGTGTGTGTGTGTAATATAAACATTCTATAATGCGTT\nAAAAATAAAAAAGGGGGTGGGGAATGTCAGAACACACTCAAAAGAATGTCACAAGGTGAG\nCCATGCCTTGGGGGAACTGTGTGAGAAGCCCCAGGAAGAAAGACAGAGGGCCTTTTACTT\nCAAGTGCATTGGGTTTCCTGAATTGTCCTTGGACCTGATTTCATGCCTCTTGTGTTAAAT\nATCTGCATTCAATTTATAAGACAACTTACTGGAGGTTGGTACCTAGCTATAGAACCCAGT\nCTGGTGAAAACATACAGCTGAGTTGCTGTCCTTAATCTCCCTGAATCTGAACATGGCCTT\nCTGCATTGCTTTCGTGCTAGATATAATTAATAGCAGGGCCAGGCTATTGTGTTTACATTG\nCTCTGTCCTGAAAGAGTTCTGGGAAAGGGCTACTCTGTTTATTTACATAAACTTTTGTGC\nTTACTCATGTTTCTTTACACAATTTTCTGATCATGATTTTTCTGAACTCAAATGACCTGC\nCTTGAATCACTACTCTCTTTATTACATGTATGAAAAAAAAGGCACACTGAAACTGAAGGT\nATCTACAGCATTGACTCTAGTCCAGTCCCTTCTTTAAGATCTTCAAATCCCAGAAGACAG\nATCTTCACAAGTCAGTGAAAGCCAAACATCCTTAAAGCTGTTACAACTGCAGACACTGTT\nGGCAGAGTTATTGACCAGACACCTAGCATGCTGGGACAGAAGCATATCTTGTTGAAGAAG\nTCCAACTGATAAAAACATATCACAGCCATTTCAGAGGAAACCTTGGGAAGATAACAGGCT\nACAGCACTGCACAGTGAAAGAAGAGAACAAGGTGGCCCTGGGGTAGGTAGCCTATGGTAC\nTAAAATAGTGGACCACAGCACAGGTCTTCATTGCACCCAACATTGCATTCTGGGCAACGA\nAGGAGTTCAGCATGACTGGTGTGCATCCTACTCAACTGGACGCTACAGGGAGTGGTTTTT\nAAGTCTCCACCAAGGTATTTTTATCATATTTTTTTTTCAGTTCAGTGGAATCTTCTGGAA\nCTCCTTCAAAATATCCCATTGGCAGGTTACAAACAGATGAGTAAGAAAATCACAACTGCT\nGAGCCCGTGCAGATGAGCCTCAGCGTCAGTGTAGTCTGCTGCATCCACTCCTGCTAAAGT\nTACAATGTATGCAGGGAGCTAAGGTGCAGAGAGCTCCGGAGGCTTCAGGAGGCAGAGGCT\nCGCCTCGGAATGCGATGCTGGAAACCATGGGCAACTCCGACTGTGGCAGTGCTGCTGCAG\nCTTCTTTCTGACAAGGACGCTCGCTGCTTTTGGACTGGTTGGTGTCGCTGAATTTAAACC\nTAATAGTCTGAACTGGTTGCACAAAAATAGGAAGAATGAAAAACTGTAGTGAAACTTAGC\nTGTGGGCAGTTTTATTATGCTAGAGATATGACTTGTAAAATTCCAGGTAGGAGCTTTGTG\nTGCAGATTTTGACGCAGGGTCTCATGTTGGCTAACCATGGTCTCGAACTCCCTGAGGATG\nAACTGAACTTCTGGTCCTCCCGCTTCCTCCCCTAGAGCTGGAATTTCAGATGTCTGAATC\nACACCTGGTTTAAGGGATGCTGGTATCAATGTATGCCAATAAATTGGGGGCCATTATTTA\nGTTGTCTTCTTCTCTGGCTAATGTTCAGGCATGATGCATCTTTAAAATGGCTATTCCCTC\nAAATTCTTTAGTGAAGTATTTTTTGTTTTTTGGTTTTTGGTTTTTTTTTTGTTGTTGTTG\nTTGTTGTTTTTTTAAGATAGGGTTTCTCTGTATAGCTCTGGCTGTCCTGGATCTCACTCT\nGTAGACCAGGCTGGCCTCGAACTCAGAAATCTGCCTGCCTCTGCCTCCCAAGTGCTGGGA\nGGCATGTGCCACCACGCCGGCTGTGAAGCATTTTTTAAAAGCCATTTATGCTATTGCCTT\nTTATAATGAATGGGTGTATTTGAAGTAGCACAAAATCATTTTAAAATTCATAACTGCAAA\nACAAGACTAACATCCTTAATGGCATAAGATCTAAACAATATAAAAATATTGATACTTTAA\nTAGTTAACTTGTTGCCAGAAAAAAGAATTCTTTTGTGAAAGACATAACTTTTTCATTAAT\nTTTTACTCTTTAAATAGACACTAAATTACAATTACATATTTCTTTCTGTTTTTGTTAAGA\nCTCTGTAAATCAGTTTTCTAATTTTGCTCAGATAAAGTACCCATGCATACTATATGCATA\nGTAAATATAATTATATAATAAAACACACTTAATTTCTATCATACATATGTGTGTGTACCA\nCTATAAACAGGAAGTGGCAAGGCTTGAATGTCTACTTTTTAGAAACTGAATTTCATTAAG\nCACTATTAAGAGTTATGTATGTACTTAGGTCCCTGACATTCAGTTCTAATGTAACCGTAG\nTCACCTATGCTGGAGCCAGCTACTACCTCAAGCCTTCAAACAGCCATTTAGAAACGACTA\nCAAAAACATAACACAGAAACTCTTCATTTAGACCCACAAGGTAACCCAAAAGGAGGCTGA\nAGCCTGGTACCTTCGCCTTGGTTTTGTCTGACCCCTTTACTTTGGGTCAGAGGAATGCCT\nATCTGCACCGGGATGTTAACCATCCAATCATGGTCTGTCTATTTAAACTATCTCACCACC\nCTTCAAAGCTGAAGATCTAGGCGGCCAAGAATTTGAGAAATCTTGGATTTCCACCAGGTG\nCCTTGTAGCATGAGAGTTGACACCACAGGGGTGAAGGACACTACAACCTGGACTCACAAC\nTTAAATGAGACCGTTATGAATACCTTTTATGCCCTGTTTAGTTTCTTCCTCTACTTAACC\nCTTACGCTCATACCAGCCCCCCAAACACAAACCTGGGGCCCCAGGATTTTTTTCCTTATT\nACCCTCGCTAGTGTACCATGTTAATTACATCTTTCTCTACTGTTCACTTTGTGTGTCTCC\nTTAATTGGTGTATTTGGGATGGGTGGCCAAGTCCAGCGTGTTGTCGCTGGAGCTTTTGCC\nTTGTAACCCGTAATTAGATAACATGCCTAATCTTCCAATCCCCATCTCCTCACCTTATAT\nCATGATTTGTGCTCCTAGCAGGTGGCAGGATCCCTCTAACTACGTGTAAACCTTGTTCGA\nGATAACGAACATACTGGGACTGTATTCTGAACTCAGTTCTCACATTGGGTCCGAACATCG\nTTTTCTGAACACAGTCCTCAAAACGGATGTTCATTTTAAAGACGAAAGTACCCCCCACCG\nTCAAGCACTCCCTTCTGGTCTAGGTGTGCCACGTTTGTGTAAAGCCACCCCGTAAGAGTG\nTTCTCACAGCTAGCATGCTGTCTGCCAGAAACCGCTTTCTTCCCCCCATATATCACGATG\nTTTGTAAGGTATAATCTGCTGGAAGAAACTGAACTAGCATCTGAGCCCTGGCATCACATA\nCACATACATACAGTGTGTGTGTGTGTGGGAGGGGGGGGACGGCTCCCGCTATCCGCGATT\nACCCTCGTTCAGCCGGCCTCGCAGGAGGGCGCAGCGGTGTTCGTGTTCTCTACTCGGGAT\nCTTGAGCTGAGACAGCCAGGGGCCAACTGTTACGGCCGGTGTAACCGGCGCGTCTCCTAG\nCAACGCCGTGACGCCGCTCGGCCGGTCCACGTGAGCGAGCCAAGCCCAGTTTCCTCCGAC\nCCCGCCCCCCGCTTCTGGGTCTTTGTGCGCATGCACAAGGGCCAGGCTGGGCGAAGAGTT\nCTCTGCAGAGGGGATTCCCCGGTTGGCGCTGCTCACTAATGCTCGCTGTTGAAAGCGTTT\nGAGAGAATAGACATTTTACAGGTTCAGAATCCTGATAGAAGTGTGTGCTTGGATCACTAA\nATGAAAACGTTACCATCTATAGATTTTTTTCCCATTAGTATCTAAACGGATAGTTAATAT\nATCACCTATTTCGGTGAAAAGTGATTAACGATCCGTATTTTGAGTCGAGAGTCACGATGA\nTTGTCTAATAAATCGAGGGTGAAAGGGAAAAGGTCAACGCCAAGTCATTGAAAAGCCCCG\nGAACCAGTACTTAACAGTGCAGGGATTCTGTGAACTAGTTGTTAAACACAAGCCATATTT\nTTTTACAGATCAAATTCAGCAAGGTCCTAGTTAAAAGTGTCATTTAACACTAAAGAGGTT\nTTAAGTTTAAAAAAAAAAAACGGATCTATAACTCTCTAATTTCCTTAGCCAAGATGTATC\nTCTGAACTTTAGACCTATCTAAACAGTTTATATTCCATATCCAAACAAAGGAAACTCTAC\nTTACACATTTTCCTCTTTGACTAGCTGTTACCTACAATCCTCTGTTTCTATTATTCCATC\nCATCAGCAAGACCTGTTGGCTTTAATAGCTCCCACCCAAGTCCAAAAAGCCATCTCTTGG\nCAGTCTCTGGCCACCACACTAATTCCCAACCTTGATCCCCACCCCCATAGCCTGTTCTCC\nACACAACAGTCAGCACCAGACACTTAAAATCTAAGTAAGATTATGTCAGTCTTGGGCTTG\nGGCTGTGACCCTGTAATAGCTTTCTATTTTATTCACAGTAAACAAACAAAATAAACAACG\nAAAGCTTCAGAGGTTTATAAGGTCAGTAAAGCCTTGAAATTTCCATATGACTCTTATAGG\nTTTGTTGTCTTCCTCGGTAATCCTGGGTCACTTTGCACCAGCCATACCTAGCCGAACAGC\nTCCTAGCATGCAAATGTGTATGCAGCATGCTCAAAGTGAGGAAATATATTTCACCATCAC\nATTGCCGCTGCTGCCACTATGAGCAGGAAAAGCAAGGTAGCTACGAGGAAGGCACTTCAG\nAACACAGGCCTTGAATTTAAGTCTGGACTCTGTTTACTGAGAAGACCTTGTGCAATTTAC\nATAACAATGTAACAACTGAACAATAAGAGCCTGTCTGCTTGGGTTGCTGTGAGACAGAAA\nTACTAAACACAGGACACTTCAGACAGCATCTGGAACTCCCCAAGTGCTGGCAACACATTA\nTGCGGGGTAGTCATTCTGTGAACAAGGGTTCTTTGACTGCTTTACACTGTGCCTTAGTGT\nTCTGCCCAGGAGCTGTAACATTGTAGAGAGCAGATAACTACTTGTTGAACAAATAAATGA\nGTTTTGACCATCAGATTTCCTAGAGTATGGCAGTGGGCTTCTTTGGTTCCTTACCTGAAA\nCCTCCATAGAATCCTATATTCAGATTTCATGCATGTAAACGTTGTAACTTTTTTTTAAAA\nGTCTGTCTCTGTCTCTGTCTCTCTGTCTCTCTGTCTGTCTGTCTGTCTCTCTCTTTGTGT\nGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTTGTGTCTGTACATGCATATACA\nTGTGTATGTCTCAGTGAGTATATGCACCTGTGTACAGATGCTCATGGAGGCCGGGGGTGT\nTGGATCCCCTGGGACTAGAAAGACAGGTGATTTTTGAGCCACCCGATGCAGGTGATGAGA\nACTGAAGGTGGTCTCTCTGCAAGAACAGTACAAAGTCTTAACTACCAAGCTGTGTCTCCA\nGTCCTAAACAATGTCCTTCAATTATAGCCACACCCACCTCTCCCTCTCATTCTCTCCAAA\nCACCCTAGCAGTTCCCCTTCACCCTCCATGACTTGTCTCCCTGTCTTAGTTTGTAAAGAG\nAGTAAACAATTTCTGAACCCAAAATGGCCAAAAATGAACTCAAAAGCAAACACATAATTA\nATCTGAGGAGATCATACCACAGTGTATGTCTGTATCAAACAACACAGAAGTCTCTGTTCT\nAGTGTTTGCTGTAGTTGTTTAGTGATGGGTCTCCCTATGTAGCTCTGGCTGACCGGGATC\nTTGATATGTGAACCAGCCTGGCTTCAAACTCACAGAGATCTACCTGCCTCTGTCTCCCCA\nGTGCTGGGAACAAAGGGTTTGTGCCACCACACCTGCCAGGCTCAATTCTAAACACAAAAC\nACACTCCACATTGCATAAGCTGTCATGGCACACAACACTGACAAACACTGCTTGAAGTAC\nCTCACATTCAAGAACTCCAATTATTTTTGCTGTACATGCATTTTTTTCTTACATAGAAAC\nAATGACTTAATTATGGAAAGCAAAGACTTTTAATATTTTCCTACCATTATCCTTCAGCGT\nGTAAGTATATATGGATGGGTTGTATTGTGTTGAAATGTTCAATTTCCAAAATTATCCTTT\nTAGATGCTGATTTGAGCTTTATAAAAAAGAAAAAATTGCTGGGCATGGTAGTGCATGCTT\nTTGAGTCCAGTACTCGGGAGGCAGAGGCAGGCAGATCTCAGAGTCTGAGGTCAACCTGGT\nCTGCAGAGCAAGGCCCAGGATAGCCAGGGCTACATAGAGAAACCCTACCTCAAAAAAAAA\nAATCAAATTTACTTGGAAATAGAACAGAATTTTCAACAATTTCTGAAATGGTTGTAAATA\nTCCATCTGCCATTTTGTTTGTTGTCTCATTTGTGCAAGGCCATAGTCTCTGCACAGATGA\nTTATAAAATTAGTATCAATTGACTCTAAACAAAATGCTAAAGTTATTCTGCATCCTGAAG\nCACCAGATATTGTCAAGATTTAATTCTTTCTGTAAAAAGAAACAGACCTGCCCATCCATT\nAGTAGACTGATTTGGTTTTTAAATATATGTATACCAAAGACTTGTTTTCAAATAGATCTC\nTTTAGGACTTATTACCAGCAAACTTTTTATTTGCATGCCTGTTTTATATACTTATGTGTC\nCAGTGTTGTGTAAAACTTCTCAAAGGAAAGGGGTCTCGAACGGAAAAAGTTCAGTCATAA\nGAATATAAGCATGCATGTTGCTTACAGTGACAACTTGATTCTCACAACTGTTTCCTACTG\nTGTACGTCGTAACGAGAAAAGCAACGAACAAGTAAGTAAGAGTGAATTTTAGTTTGCCTT\nGCCTCTCAAGGAGCTCCAACTTCTGAGAAATTCTGTCGACGACCAGACTCAGTGCAGAAT\nGTATTGTCCTGTAGAGACAACCCATCCACAGCAATTGTCCTCCGGTAGTCTAGGAAAGAC\nCATCTTATACAAAACCAAGGCTTTACCGGTACTACTGTGTGGAATGTATAAGTTGGTGTG\nTATATCCAGAACACTTCCCTCTACTTCCCTGCTTCCTCCTTATGAATATCTGAATGTGAA\nTAGAACCAGGTATTATGACTGCAAGAGTAACCAGATGTTCTCTGACCCTGGCATTCCGAC\nCCCTCTGCTCAGAGCTTACTCCTGGCATCATCCCATGATCACTTCTGCCTCTGTGAAAAT\nATTCTTGTCATATTCTTCATTTTTGTGGCTTTTCAAATGTGCTGAACTCGGATGGCACAT\nCAGAGTTAGCCATGTAACCACTGTGGATCGAGAAACCTCATCTTAAAGGGAAAAAGAGAG\nTTTATTCTGGGGCCATTTTTAATAACCTTGGGGCTGGAACAGAGATTTGGGTCATCCTAA\nATTCCATGTTCCAACAAGGAAAGAGTTTCACAGTTTTATAGAAGAAAGTCTTAAGTCAGG\nTCATATTTAGTGTACATCGGAGAGCAAAGATGAGAAAGCTTTTCTATAGGCCCGAGATGC\nTATCTGATGACGTTCTTAATTTTTGGGTTAGGTGAAAATAGTGGTCTGCTAAACTAGGAG\nATTCCAAAAGGTTTTCATCTGTTACTCACAAGATGTTAATTCCAACAGAGATAAACAAGG\nGATGGCTATTCCCAAGGGCTAGAACTAGCTCAAGATACGATAATTCGCTTCTGGATCTGC\nAACATTCTAATCTCCCCACAGTACTAAAACCAGTCGCTCAGTTTTTGCAGACACTGCTTC\nTTTTCAGTTTTCCTGTTTACCTCCACAAGGCTTGCCAAAGTGTTCTGCATAGCAGGGTTT\nGGAGGTTCCAGTTGATCAACAGTGCTGAGTATCTGAGGAGAACTTGCTAGGAAGGAGAAA\nATAAATGCCACTGACAAAGTCTTTGGTGGATCTTAGTATGATTACTACACACTTTCCCAC\nCCTGCCCCCCATCCTCTCCCTCTGTCTCTTTATATATCCTTCTGACTTCCTCAAAGTACA\nACTTAAATGATTACTGGAGGCCAGCAGATCAATGGAATCTTTACTCCCCCCACCCCTGCT\nCTAAGAATCTATGTCTGAATTGTAGCCTTCAAAATATAGTTAGCTTATATAATACAGAAG\nAGGGAGCAACTACCAATGGAATCTACTAACCAAGAGTCAGAGGCAATGACTCATCCAATC\nCTCGTGGTTACCCTATAAAATACAAATTGGGATAAGATTTTTAAAAAAGTGAAAAGAACT\nCGATCTTCACTAGATCTGAGGAAATGCAAGGCAATATGGTTAAGAAAAGGGAAGCTCTCT\nGGCCTCCATTCTCAGTTGTGTTTCGTTTCCTGCCTTGGTTCCTCCACAGATGCGGGCAGA\nTCTGCATTGCGCAACAAACACTTCGGTGTCTTTTCTTGCTTTCTGGCAGGAACGTGACTT\nTCCATGACCAGCCAGTGCTACCCACAAACTACGCACAGCTGTTTCTCCGTGCCCAGCTGG\nTGCAGTTATTTAAACCAAGGGACTTGGGAGGCTGGATCAGGATTGGATGCCCATTGGCTC\nCGCCCCTACCTCAAGGGTCCTTTGATTGGATGTGGCTGAGCTCTGCCGGCCTATGGGTAG\nGCGGTGCGCAGGTTCCCGGAAGTGGCGCCCAGGGTCAGTGTGTGCTTCTGTTTCCGAGGT\nGGGCTTTGGGTCTAGTGTTCCCGGGTGCGATGAGCTCCTTCCAGGGACAGATGGCGGAGT\nATCCAACCATCTCCATTGACCGCTTCGACAGGGAGAACCTGAAAGCCCGTGCCTACTTCC\nTTTCGCACTGTCACAAGGGTGAGTGAGCTCCTCTCGTTACCTATTTCAGGGGCGCTATGG\nTCTGAAGAGGCAATGGCAGAGGTCGGCACCTGGTGAGGGGAGGACAGGCTGGGACTCCGC\nGAGGCACTGGGAAGCACTCCTAATGCCAGTTGGCGCTTAACCTCTGGCTTTATTGAGCTC\nCTGGTCTGTACCACCTCTGTAACCCCAGCTCCTAACCCCAGCTCCGGTTGCAATCAGACC\nTGGACGCTGTGGTAAGGCAGAGCTGTTAGAAGTGCTGGTTGCTGTCCCAGCGGAGGGTAT\nGTTTGGTAAGGCTTAATTAATTAGCTCATGCCCAAACTTCCCTAATTCTCGTTTATCTCG\nAGTAAGGAAAACACGTTTCAGAACGTCTACACCCAAAGACATTAGGTAAGAGCGAAATGC\nCCCTCTCTCACACAGGCACGTGTTTCAGAAGTTCTACATCCCGGAGATATTTGGCAAGAG\nCCCAAGATCGATCTGTACATCTATCTCTGTCTCTCTGTCTCTCCTCCTCCCTCTCCCTCC\nCTCCCTCGCTCCCTTTAACCCCCCCCCCCCCACACACACACAAATGTTTCTCACACTATA\nCTCTTGGGTGTGTGTGTGTGTGTGTGTGTGTGTGTACAACCAGTCGATAAGCTTGGCCAA\nGTGTCCCCCATTTTTCTTCTTTATTATTTACTTATTTTAGGTTGTGGGGCAGAGCTTCAC\nGTATCCTAGGTGGAGTCATATCAGCCCACCCAGGTTCTCATACTCGCACTTGATCTTCCT\nGCGTATGTCCCCTGACCCAGGTGGGACTTGAATAGCTTTCATCAGCTCAGGGTCTAACCC\nTTTTTAGTGGTTCCTGTTCCCTACTCTGAAAGGTTCGTCATGTGCAGAAGAGCCAAAGGC\nCTGTGGGAATCTATTTGCTCAGAATGGTGAGCCTTAGGTAGTTTCTCACAGTAGGAAGCT\nTACAAAGACAACCCAGCTGTTGCAGGGAAGAGAAATCCTCTAAAAAACCAAATCAAACAA\nAACATGGTTATGATTTCTAATTCTTTTCCTTGTAGATCACATGAAAGGATTAAGGGCTCC\nTTCCTTGAAAAGAAGGCTGGAATGCAGGTAATTGGCTTTGTTACTTATTTGTATTTAAGT\nAGATATCTTAACTGAGAGATAACACCTAGGCAGAACAGGACATACACCCTAGCAGGGTAG\nCCTGTATAAACTTTATGAGCTTATATAAACATTATGTGGCTTCCACACAGATAAGAAGTT\nGAACACTACCATGTCCCAGACCCCTGTCTAGTCTTACCTGCTTCTTCTCCAAGAAGTATT\nTCCTATTTTGAGTTTTTGTCACAATGAGCTAACTTTGGATATTCTTGAATTTTAATATAA\nACAGGTGGCTTAATATGGTGGTCTAATCACAACATGGAGGAATCAGGAGGATTTGTGAGT\nTCAAGGCCAGCTTGAGTTACATAGTGAGAACTTGTCTTAAACAAATGAAAATAAATAAAC\nAGGATCATATACTGGATAGATTAAGACATCTTCAATATTTTTCAAAGGTTTATTTATTTT\nTTTATTTTACATGTATGCTTGTTTACCTGTGTGTAGCTGTCCTATGAGTGCTAGGAATTA\nAACCTTGGCCTTCTGGAAGAGCAGCCATCTTAACTACTTGAGCTATTTCTCCAGCCCTGT\nCTAGCTCTTACTATTGTATTTCTGTGATCCGTCTGTGTTGCTAGCTGATGTACCTTTGTT\nTTTTTTGTTTGTTTGTTTGGTTTGGTTTGGTTTGGTTTGGTTTGGTTTTTTGAGACAGGG\nTTTCTCTGTATAGCCCTGGCTGTCCTGGAGCTCACTTTGTAGACCAGGCTGGCCTCGAAC\nTCAGAAATCCACCTGCCTCTGCCTCCCGAGTGCTGAGATTAAAGGCGTGCACCACCACAC\nCCGGCTGTACCTTTGTTTTTGTAAGAGTATGTTTATGTGTGTAAATGGTGGTTCTGCTAG\nCAAGAATGCTAGGCCGGAGAGGTGGCTCAGTGGTGAGCGATGGCTGCTGCGATGGGCCAG\nACATGATAGAGGTTGAGAATGTAGTAGTTCACTGTCGGACAGAGTTTTGAGTCAAGGGTC\nAGTCAAAGAGGGTCACTCCAGAGTGTAATCAGGCTCTGATACAACAGGGAGGAGCAGCCT\nTGATGAACAGAACGTCAAACAACCTCACCGGAAGCACGTTACGGATTACTACACAAAAGT\nTCCTCCAACCAAAGCCCCTAATCTAATGTAGATGTTTTGTGAAGGAGATCATCCTGCCCT\nTCGGCTTTTACCCTTAGGGTGCACTATTTGCAGTATTCAATAATGCAAGACACTCCAGGC\nATGCAAAGGATGGAAACTTCCTTCAGAATAATAACTATAGATAACAGAAAACAATCACTG\nTTTTCTACAGTGATTTCTTCTAGGTCAAAGTACTTCTAGGAAACAAGTCTTCATTCTGAT\nGCCCACCCTGGGTATAGGAAAAAACAACTATTTCATTCTAATGTTTACCCTAGATAGAAT\nGATCCTACGAGAATTCTACTGCTGTCTACTTGGAGCTGGTGTCCTCATTAGAACTGCTTG\nGTAACTTTTAAAATACCTGTTCTTATTACTTCTAATTTACAGATGAGGAAACAAAGAAGC\nCAGGCAGGTTAAATTAGTTGCCCAGTGTCACAGAAGCAGGGTGTGGCGAGACCAGGGTTT\nTAACCAGGTCTGAGCCTATGCATCCACTCTATTGCTGTGTGACACATTACCTTGTAACAG\nAGTGTTTTCAAATGATACCCAGCCTCCAGTTTCTCTGGGGAATTATGACAGTGCATAGTG\nGGAATTTCTTGTTTCTGCCTGCCTAGCATCAGGCAAGACTGAAATTATCTGAAGATAATT\nCTGTAACCTGGGAAGACACACATAACAGCAACAAGGCCTAGAATAGCCGGTTTCTTGAGC\nTTGTCTGTCTCTGAAAGGTTTCTTTAACCTGGGACGGTTGGTTTTGTTAATAGAGAATTT\nAGGTTTTAAAACTGTTCGTCCTGGGACAGACATGGAGGAATGTGCTTTCAGTGAAAGTCC\nTCACGAGAAAGATGCACTGACACATCTCTGTGCATTAGGAGCCAGCCTGGTCTACATAGC\nAAGTTCCAAGTTAGGGTGACATAGTGAGTCAGCATTGAAATAAACAAACATACAAGCTAA\nACCCCAAGAGAGTCAGGAGGCAGGCAAATTCCCCTAAGCAAGCTTTAAGACTCTTGCAAT\nTCGCTGGGATGGCAGTGGCTCATGCCTTTAATCCCAACAGTCAGAAGGCAGAGATATAGG\nTAGTTTGAGACCAGCCTAGTCTACAGGGCGCGTTCTAGGATAGAGTGCCATACAGAGAAA\nCTCTGTGGTGAAGAAATCCTACAGCTGCTGGGTGTGCTAGCGCATGCCTTTCATCCCAGC\nATGTGGGAGGCAGAAGCAGGTAGATCTTTATGAGTTAGAGGCCAGCCTGGTCTACAGAGT\nAACAGCCAGGGCTACACTGTCTCAAACCCAAAAAAAAAAAAAAAAAAAAAAAAAAATCCT\nGAACTTACAGAGATCTACCCAGTTCACATGAGGGGATATAAGTCCTCTCTTCCTGTTCCT\nGGGGGAATGTGTGGGTGTATCAGACTTGCTATATAGCTCTGGCTCAATCAAACTTGCCTC\nAAACGTGTAGCATGCATGTGCTTACCACACAGTTTTTTACCTTTTTTTTTTTTTTTTTTG\nGTTTTTTGAGACAAGACAGGGTTTCTTTGTGTAGCCCTGGCTGTCCTGGAACTCACTCTG\nCTGTAGACCAGGCTGGCCTTGAACTGAGAAATTTGCCTGCCTCTGCCTCCCAAGTGCTGG\nGATTAAAGGCATGCGCCACCACGCCTAACACCACACAGTTTTAATGAAGGATTTTGCTGT\nCCATTTTCTAAGAATATAAACAGATGTGTTTATACTGGTGTGGAAATATAATCTACCGTG\nGTGTATTCCTGATCTCCAAACTATACCTTTTTTTTTTTAGAATTTAATGTGAAATTAATT\nCACTGGAAATATGAATACAAGGACTGGATGTATAGCACGGTGGTAGAGTACTTGACCAGA\nCTATGCAAGGCTCTGGCTTTGCTCTTTTGCATACATAAATAAGTAGATTTATGTGAAGCA\nAAAAGCAGACTTTTCTGTTGTCAGCACCCCTTTTCTGTTCTCTAGAAGCAGATTAGCATT\nTGGCGGTATCCTTTCTAGATGTACCTGAACTCACATAAACATTGTTCTTTTTTACTTTCT\nTCTGATGCTACACTTCCAGCCCCCAGTACATATGTGTGCTTACCAGCACGGCATAAGACA\nAGTGGTGGTATTTCTTAGGAAGCAGAAGGCCCCTACGTGTCCCCTACTCCTGAACCATGG\nACAGGGCTGAGAGAAATAGTTGATGCTGTACTGGTACTGTGCTTGTTGTGGCAAAGCACC\nTTAGAAAAGCAATCTAAAAAGGCGATTTACTTTGCCACAACCAGGCTGTGGTTGCCTGGT\nCCCATTGCTCTTAGGCTCCTGGTGAGGTGGGAGCATAGCAATGGGCAAGGCAGATGAAAA\nCTGCTCGCCTCCTGCAGACATGAAGCTGAAAGCCAGAGACAGAAGGGACTGGAGACAGTG\nAAGTTTGTTCATTCCACCTCCAGGAACGCTGTCAGTTCATGGCCTATCACAGGATTAATG\nTATGGATTAGGTCAGAGGCCTCATGTACCTCCAAAGCGCCACCTCTTTCTGAACATTACA\nCTGGAGATCCAAGCCTTAGCACTGGGTTTTGGAGGGGATTTTATTTCCAAATCACGGCAG\nGTGCGTTGGGAGCCACTGTCAGATTGTTGTCAACTGATTGTTATTTGCTGGAGAAAAATG\nACATTCTGCACAGAGCATTGCAGACTCAGCAAAGTGGCTTGTTTTGAATTGTGCTGAGAC\nAAGCTTTTTTTCCCCTCTGTTTCTGTGTTTTGCTTTCAGCTTGAAGGTCTTCCTGTACTG\nTTCTCCAGTCACTAAGGAGCTGTTGTTAACTAGCCCAAAGTACAGATTCTGGGAAAACAG\nAATTGTAAGTCAACTGTAATTCAAAAAGTTGTAAGTTTTGAATAGCACCCCTTTGTTGTA\nTACATGGGGAGTATTTTTAGAGGCATCTTTTGAAAAATCATTGGAATTACTCAAACCACC\nTTTCTTCATGCATGTGAATTCATCATGAATTAGAATAGTGTCTGAGGTGTGACTCAGCAG\nTTTAGGAGGTAGCAGGTTTTCGATACTTGTTCCTCAAGAGTGTGATTTAGGTCTTAATTT\nACTCTCGGGACTTAAAGTACAAACAAGATGTGCTTGATTATAGTTTTTAAATCACAGGTT\nAACTCAGGAAGAAGAAACATATTTTAAAGGTTATAATAAAAAGGGTCGGAGCTGAGAGAT\nGGTTCAATGGTCAAGAGCACTTGATGCTCTCCCAGAGGACCTGTGTTTGGGTACCAGCAC\nCCACGTTAGGCATCTCACAACCCCCTGTAACTCCAGTTACAGAAGATCTGACTTTCTCAG\nTCCTCAACAGGCTCCTACACACAGGTGGCATTCTTACACACATGTGCATGCACAGACACA\nCACACACACACACACACACACACACACACACAAATAAAATTAAATCTTAAAAAAAGGGAA\nAAAGTAACAATACTAAATATTAAATAAAGATAGAATGGAGCCAAACGTGGTACTACAGGC\nCTGTGGTCCCAGTGTTTGGAAGTTTGAGGCAAGAAGATCACAAGTTTCTTTTTCTGTGGT\nTCTGTGGAGTGAACCTAAGGCCTTGTGTGTGGCAGGCAAGTGCTCTACCACTGACCTGTA\nTCCCAGCCCCAAGAACAAAAGTTTCATGTCATCTTGACCTACATAGCAAGAAAGAATGAG\nAAATAGAATGGATAACTTAGAGTGTGTATGTGTGAGTACGTGCGTGCGTGTGTGCATGTG\nTGTGTGAAAAAGAGAGAGAGAGAGAGATGGAGGGAGTAAGAAAGAGAGAGAGGAGAGAGA\nCTCTTACTATATAGCCTTGACTAGTCTGGAACTCACTCTGTAGACCAGGCTGGCCTCAAA\nCTCAGAGATCCACCTGCCTCTGCCTCCCCAGTGCTGGGATTAAATGTGTGTGCCACCATG\nCCTGGTCTAGAATCAATAACTTTTTATTGTGGAAAAATTAAATAGATCTCTCCTCCAGAA\nAGTAGTCAGAAGAAAATTGCTGCAACATATAAAATGCCAATGTGACAGGAAAAGCCCTGT\nTATGATCCTTCCTACTTTAGGTAGGACAGACATCTCAGTTGAGGCGCCTTAAAAACTTTA\nAGAAAGCCCAAAGGAAGACCAGTGCTAATCTAGATATAGATAAAGCAAAAGGATTGATTT\nTAAAAAGAAAGAGGAAAAAAATGAAAGAAAGGGAAGGAAGAACATATACCAAACAGAAGT\nCCAAAGTGCCAGAGTAGCTGTTTTCCCATCATATAGACTAGAACCTAAGGTCACAACCAA\nCCAACAAAATACAACAGCCAAACAACAAAAATAACAGAGCTGCGTAACATCCAAGGAGGA\nTGTTATCTCCTGTTTCGAGAGGGTATGAACATGTATGAACATGGAATCCCTCAACAAAAT\nGCCTCTGACTCCTAACGTACTGACTGCTGCAATCCATCTGTCTGCTGCTCCACCAGAGAA\nGGATTAGAGTTAGGACTTAATAAAAGTCTGCATGAAGGGTATCATCTTGCTGATGTCTGA\nCAGATGACAGCCTAAATCCTTTCTCTTCTGTCCCCTCTGCCCCACATCTGGCCTGCCTCT\nGGAAAAAAAAGAAAGTAAGATCAAAGCAAGCAAGCAAGCCCAAGCGCACTCCTTTACCAC\nAGGCCAGGTGTGCAGCTCGGAGGCGGTGCATGTGAGCCTTGGGCGTCTGATCCCTAGTGC\nTACCAAAGCAATGGAACAGTACGACAGGAGCCTGTACGACAGCTTAGCGGGTAAAGCCAG\nCAAGCCTGATGACCTGCATTTGATCCCGGGGTTCATACAGTAGGAGAGACAGACTCCAGC\nTTTGACCTCAAAGTGCTCACGGGCCCCGCCACTGCACAGTCACGGATTAAATAGGAGGAG\nTCTTTTAAAAATAAAAGACAAAATGACTTTCTGTAGACTGAGTCTACTACAGTCTGTAGT\nGATAATAGAGTCCAAAGGATGACTAGGTAAGGAGGTGAATTCTGATAACTGGACTTGATC\nATGACAGCACAAACCAAAGGTGACTCTGTATCCAATAAGTATATGTGGACATTATGTTTC\nAACAAAAACAGCTGCCAATACCCATCTCTAAAGCCACAGAAGCCCCCTCATTCTGCTTGG\nGTGCTGCTCCCAGAGGATCCTGTGCTAGGAGGAGCATTTCATCATGCATGTTTGGTCTCC\nATATCCCATCTGCCAACTGAAGGATGTCTGTCCAAACCTGTCATGGCAGCTAGGCTGCTC\nTTCCTTTGCCTCTGGGATTGGCCCCGTAGTTGCCATAAATTAATCTGTCTGGGGCAGTCA\nAGGAGTGAGGAAGACCAGACACAAGCTGGAATTCAGACATCTAGAGTCTGGGGGAGCTGC\nCCTGTCAGAGTCTCCCTCGAGCCTCGATGCCGATTGTCTGCTTTGACCCTGCGTATGAGT\nTATACTTACATTGGCCCCTGGCTGGGGAAGTGCAATCCCAGTACTGGGGGACTGGAGACA\nGGGGGATTTCTGGTGCTCACTGGCCAGCACCAGGTTCACTGAGAGAGGCTGTCTCAGAGA\nAGAAAAAGATCATCAAGAAAGACACCTGACATGAACCACTGGCTTCCATAGCACAGGCAC\nACGCACAGGCACACGCACAGGCACACGTACAACCCAGGAGTTCTAGCTAGTTCTGCTGCT\nTTAGCTCAGTGGCAGAGTTCTTAACATGCCCATGCGTGTCACCACACACATATTCATGCA\nAATAGAAAAAGTAGAGAAAATTAAAGTTATCAAAAATCTCTTCAAACCACATCTGAACAT\nTAGTCCCCTTTCACCTCCTATATAGTCAAGATTTTTACTAGGCTGTCACTGAAAGTCAAC\nCAATAAAAATCTCTAAACACCTCAAAAAAAAAAAAAATCACTTCAAAACCAGTCTCAAGC\nCCGGGTGGTTTCATGGTGCATCATGAACTCAATGCTTTTCATGTATAAGTGTGATATGTT\nACTAGTGCGTGTGTGTGTGTGTGTGTGTGTTTACTGATTGTGTTTGTATGCAACTCACTG\nGATATGTGTGTGCTGAGTATGTGTGCTAAGTGTGTGTATGCACCAAGTATGTGTGTGCTA\nAGAGTGTATGAGTACTGAGGATATGTATGCTCTTTGTGTGTGTGCTGAACCTGGAACCTA\nTGGCCTTGTGCATGCTAAGTGCTCCAACCCTGAGCTGCAACCCCACTGTAATAAGTGTGT\nGTCTTATTACAGCATTTTTCACTGTGAATTCTACTGAGATCAGGAATGGTTATATGAAAT\nCAGAGTGTATACATGGAATCAGAGCGTATGCATGGAATCAGAGCGTATGCATGGAATCAG\nAGCATATACATGGAATCAGAGTGTATACATGGAATCAGAGTGTATACATGGAATCAGAGT\nGTATGCATGGAATCAGAGTGTATATATGGAATCAGAGTGTATGCATGGAATCAGAGCATA\nTACATGGAATCAGAGTGTATGCATGGAATCAGAGCATATACATGGAATCAGAATGTATGC\nATGGAATCAGAGTGTATGCATGGAATCAGAGCGTATGCATGGAATCAGAGCATATACATG\nGAATCAGAGTGTATGCATGGAATCAGAGCATATACATGGAATCAGAATGTATGCATGGAA\nTCAGAGTGTATGCATGGAATCAGAGCATATACATGGAATCAGAATGTATGCATGGAATCA\nGAGTGTATGCATGGAATCAGAGCGTATGCATGGAATCAGAGCATATACATGGAATCAGAG\nTGTATGCATGGAATCAGAGCATATACATGGAATCAGAGTGTATGCATGGAATCAGAGTGT\nATACGTGGAATCAGAGTGTATGCATGGAATCAGAGTGTATGCATGGAATCAGAGTGTATA\nCATGGAATCAGAGTATATGCATGGAATCAGTGTATGCATGGAATCAGAGCATATACATGG\nAATCAGAGCGTATGCATGGAATCAGAGTGTATGCATGGAATCAGAGTGTATGCATGGAAT\nCAGAGTGTATACATGGAATCAGAGTGTATGCATGGAATCAGAGTGTATGCATGGAATCAG\nAGTGTATGCATGGAATCAGTGTATGCATGGAATCAGAGCATATACATGGAATCAGAGCGT\nATGCATGGAATCAGAGCATATACATGGAATCAGAGTGTATGCATGGAATCAGAGTGTATG\nCATGGAATCAGAGTGTATACATGGAATCAGAGCGTATGCGTGGAATCAGAAGTGCTTCTC\nTGCTTACTCTCTTTTCAGATAACAATTGAAATTGAAACTCCTACGCAGATATCTTTAGTT\nGATGAGGCTTCGGGTGAGGTAACTGTATAATAAATATTTTGTATTTTCTTCTTAGTGTTG\nATATGATTAACTTTCTCTTTAATTTAGAGTGCTTGTTTATTCATAAGGAATGATTTATGA\nGTGAAGTACATTTTAGAAAAATAACTACAACATTTGGGAGTGTTTTGATCCCTATATACT\nGGGTTCTCTCACTGTGAGCTGGGGTTCTCTGACAGTGGCCTGGGGTTCTCTCACTGTGAG\nCTGGGGTTCTCTGACAGTGGCCTGGGGTTCTCTCACTGTGAGCCGGGGTTCTCTGACAGT\nGGCCTGGGGTTCTCTGACAGTGGCCTGGGGTTCTCTCACTGTGAGCTGGGGTTCTCTGAC\nAGTGGCCTGGGGTTCTCTCACTGTCTCTCACTGTACGTTCTTAGCTATCATTTCCTGGTG\nTCTTCACACAGTGGTTAAAGTGAAACCCTTAAGGGAACTAAGCAGTAGGAACACCAATCA\nCAGTCAACAGCTTCTTCATCAACCCCAGGCTTCAGGGGATGGAGTCATTCAGCCATAGAG\nTGCTATAGTTATTTCCAACATTACAAGGATTAAACATGGTGTATCTATTTTTTAATTTTT\nTGCCTTTTTTATTTTTAGTTTTACATGCTCATGATGAGAATGCTATTTGTTAATAGTACA\nCAAAGTCACTGTCACATTTATTAAGTTTCTTATATCTCAGATATAAAGTAGTGGTTAGTT\nAATGTTTCTTGAAGCAAATTCAAGTATAATGGTTATCTCCTTCTAAAATAATTTCCTTAT\nTCTAAAATATAGTCTTGGGCTGCAGAGTTGGCTCAGTGGCTAAGAGCACTCACTGGCTGC\nTCTTTCAGAGTCCTGAGTTCAATTCTCAGCAACCACATGGTGGCTCACAGTTATGAGATC\nTGGGGCCCTCTTCCAGCACACGGGTGTACTTGCAGATACTCATACATTAAATAAATATTC\nTTTAATAAATAAAGTCTCTGCCCAAGTCAATAAAATTTATTTTTCAACTTTAAATTTAGT\nACTAGAACTTTTTAAAAAAGATTTATTTTATGCATATGAGTACACCGTAGCTGTCTTCAG\nACACACCAGAAGAGGGCATCAGATCCCATTACAGATGGTTGTGAGCCACCATGTGGTTGC\nGGGGATTTGAACTCAGGACCTTTAGAAGAGTAATCAGTGCTCTTAACTGCTGAGCCATCT\nCTCCAGCCCCCGTACTAGTACTTTTTTAATGTATTGTTTTAATAGTAAATAAGACTGCAG\nATCTACCTTAAACAAAAGGCCCCCACCCCCACCCCCGGAGATGACACTGAAGTGTAAAAG\nGGATTTTCTGTTTTCTGGCAGCTGACTTAGCATTTGCTCTGTAGTCTCATAGCACCGCCA\nTGTGTGGCTTTACTGTGTGCAACTCTGTGGGTGATTCATGCTTGTGACCATCATCAGAAG\nAGAGGTGACCTTTTGGATGCTTCTCCTTCGGAGAAGGTCACAAGTATTTGTCAGAATTTC\nATCCTGATAGAGCCAGGTCTAATAGGGAGTGGGGATGAAATGTGAAACAAGGAGGGAAAG\nAGAGAGGGGGGAGGGAGGGAGGAAGGGAGGACAGGCAGACAGGCAGGGGAACAGGCCTGA\nATCTTTGTGGCTTGGGAGGGATATTTTTATTGGCCTTGTCACCTTCAGATGGTTCCTCCA\nAACCCAGCAGTGAGTGGTAAGGCAAACTCTTGTGAGCAGTCTTGTGCCAGTGGTTACGTA\nCCTTGTCCTGAGCCTGGCTTTTGTGCAGTGTGTCCTGCCCCAGCTGGAAGACCTCTGTGG\nAAAGGGCCTGCAGGATGAGTAATGGGAGTGGAGGGTGAGGGGTTATTATTGGGCAGTGAA\nCTGTTACAGACAGAGCTCTGTCCCCTTCTTGGAGGGCTGGAGAGTCCAGGCTCTGTCCTA\nAAGGGACAATGCCATGTACCGGGTGACTGGAATCAGGCTGTGTCTACTCCCGTAGTCAAT\nAATAGCACCATTGCAGTATTTATCGTCATACAGTTCACCCATTTGAAGTCTTGATGGCTT\nCAGTACATTCACAGAGCTATCTCTACAGCACCACAGTCAATTTTAGAGTAATCTCATCAC\nTCAGGACCCCTGGACCTAATCCAAGCACTCCTACCCCTCCTGTCCCAGCTCCTGGTAACT\nGCCATTTCCTCTCTGTCTCTTTGGACTAGCCTATCTGGGGAATTATTCTCCACCATGCGA\nCTTCTTTCTCTGAGTGTTTTTCAAGAGGCATTCGTGTATATGGGTGGCATACTTGTATAG\nATTTATCTTTATGGCCAAATGGTATTGCATGGTGTGAACAAAGCTCATGCTGTTTATCTG\nTTTATTGGCTGCTAGACATTTTGAAGTGTTTCTGCTTTGGGGCTGGTGTGGGTAATCATG\nCAATGGACATCTGTAAAGAAATGTCTGTATGGGCATTCTCCTGAGTGCATACCTAGAAAG\nAGACCCGGTCCTGTCATAGCTCTGTTACGGGAGTAGACAAGGGTTCCACTTTCTCTGGGT\nTTGGATCATGAGGGAGTAAGAAAGAGGTATGTTCTTGTGATACGTTGTGAATTTAGCCAC\nTTCCTAATGATAACTTCCATTCCTGTTTTGTTTTGTTTTTTTGTTTTTTGTTTTTTGTTT\nTCTTTTTAGAAGGAAGAGGTTGTTGTGACTCTCTTACCAGCTGGTCACTGCCCAGGATCA\nGTTATGTAAGGGGGCCCATCTGTTTTTGTTTCTTTCTATATATATATATATATATACATA\nTCATATTTGTAGAAATAGCTTTTTAGGATTTAAAGGTATTATATGAACAGAAATAGATAC\nTCTTTTTCTGGCAGTGCCTTTAATCTTTATTTCAAAATTGAGCTCAGGAAACTGAGATGA\nAGGCCATATGGAGTGTGGATGCCTTTAATTGATATTTCCCCTGTGACTTTGGCCTGTCTT\nCTCATGGGCATGTCTCTCTCCCTGGAATGCAATGATCTGAGTGTATGTATGAAGTGTTAG\nACTATTACAGGCTACACCTAGTGCTCGCCCACCCTGCCATTTATTGTATTTATCTCATGG\nGGAAAGGTGGCATTACTTGGGCTTAGCTCCACACTGGAAGGGACGTGTTGGGCAAGGAGG\nCCTTTGCTGCGATTTTAGCCTTTGCTTGCTTTCTTAGGACTTTGTAATTTGGAAGTCATT\nGAGATTTACTTATTTTTCAGGTTTTTATTTCAGGGCAGTAATGGAACTGTCTTATACACA\nGGAGACTTCAGACTGGCAAAAGGAGAAGCTTCCAGAATGGAGCTTCTGCACTCTGGAGGC\nAGGTATAGCACTTTCTGTAATTCTTGGCTGTGTACCTTGAGTTGAATAAATATGTGTGGG\nTGCATGTGTGAGCACACAGGCCCCATCATTCCAAGCTTTTGTCGGATTAGATATCAATTT\nGATTGTAAAAGTTGTAGTGAAGCTGGTGTGGTGGTGCATACACACCTTTAATCTCAGCAC\nTTGAGAGGCCGAGGCAGGCAGACAAATCTCTGAGTTCCAGGTCAGCCTGAGTTCCTGGAC\nAACCAGGGCTACGAAGTGTGACCCCATCTTTAAAAAATAAAAATTGTAATAGTAGCACAA\nATTTCCCTCTTTAAAATGAGGTCATGCAGTGTTCTCTACGCAGAATGGAATGATGGCGAC\nATAAATCGATATAAGTCACTGGATCAGGTGTGCAAAAGCCAATATTTTTACGTTTTATTC\nATTTGTGCATGGGTACTTTATTGTATAGAAATTGTTTATCAGTAAAGTTGATGAACAAAA\nTGTTTGCAAGTGAGATGGAACACCTCAAAAATAACTGAGGGTCTATCTCATTTTATACAC\nAATTATGTCCCACAAAATGGTTAACACTATTTTTTTTTTCTTTTCAGAGTAAAAGACATC\nCAAAGTGTGTATTTAGACACGACTTTCTGTGACCCAAGGTTTTATCAGATCCCAAGTCGT\nGTATGTTTCCCTGGGGTGACAGATATGCCTGGGGTGATGAGTCTCCTTGGGGTAGTGGGT\nCTGCCTGGAGTGGTGACCTGGGGTGTGGCCACTGTCTTGTTGGGAGGGTATAGCTGTCCC\nCTGGGGTGTGATTACTTCTGAATGTCACAGAGGAAACAGGTTATGTGCGTTTCTTCACAG\nTATCACATTTTGTTGGTGTCTAGGAGCAGTGTTTGAGGGGCATTTTGGAGCTGGTTCGGA\nGCTGGGTCACTAGGAGTCCGCACCACGTCGTGTGGCTGAACTGTAAAGCAGCTTATGGCT\nACGAGTATTTATTCACCAACCTAAGCGAGGAGCTGGGAGTTCAGGTACCAGTTCTTTTCC\nAGGCCCTTCCCATCCCTTCCTCTCCCCTCCCCCAAATCCCCCGAAACCAGGGATGTGGGA\nGCAGCTTGCCTAGACACAGCTGCAGCAGAGGCTGGCCCCCTGGGGCTCTTCTCATCTTTG\nTAGGGGCCTGTCCTCACAAAAGGATGTCACAGCCCACAAAGGGCAGAACAGGCTTCAGGG\nCCCAAGAGACAAAGTATTTTTTTTTTCCAAAGTGTGGGTTGTGAAATAAATACAATGATT\nTGTGACCAGTATCAAAAGTAAATTTGAACCAATTAATATCTGAGTGTATTGCATACAGTT\nAAGGTATTAGCAGTATTGTCCTTTAAAATTAAAGTCACAGTAGTGATAATATTCACACAT\nCTCTCTCTCTGTCTCTCTGTCTCTCTGTTTCTGTCTCTCTGTCTCTCTCTCTCTCTCTCT\nCTCTCTCTCTCACACACACACACACACTTATCTGAATTACTTGTCTTTTACATTCTTTTT\nTCACACCTTGTCTCTGTAATGTATAAAGGTGGCATTTGCCTCCCCTAAACTTGCGGTGTA\nATTCTAGGGGTGTCTAAAGAGTGGAAGCTACCTCTCTGAACCCTAGGAGAAAGACGCCAA\nGGGCAGAGGAGGGCTTTAGGGAGAGGCGTTTGATGGTGATCCAGAGTTTCCTTAAGTCCC\nTTTGCCAGAGATGGGCACAGTTCTAGATCAGGCAGTCACAAAGAGGAACCCGTGATGTTT\nACAGCTAGGGTAGCTCAGGAATGGCCTGCAGCTGCCTTTCCAGGCATTCCTAGGAGGGTT\nCTCTTGGGCCGCTCACTCTGCCTCCTTCCTCTTCTTTGTAGAGAGTCTGGGAAGTCATAG\nTCACTGTTACTTCTTATTTCATCTTTTTCTGAGAGGAGCGGGTGCATGGCCCAGGCTGGT\nCTGAAAATTCACTCTAGCTACATTGACCCATGATCTTCCTGCCTCAGTCTTCCAAGTGCT\nGGGTTATAGTCCGGTCACTATACCTGGCGTAACTCTTAAATTTTCTCTGTATGTTTGCTC\nTGTGTGTGTATGCGTAAATAATGTGCATGTGACTGTATATATATTAGAGACCAAAAGTTA\nATTTTTTTTTTTAACCTGGCTGGCGAGTGAGGACCAGGGGATCACCTCTCACCTCCTCCC\nTTGGGATCACAAGCACAGGCCACCATAGACAGGATTTTTTTTTTTTTTTTTTTTTTTTTT\nTTTGGGGCATGGATTCTGGGGGTTAAACTTAATTCCTTATGCTTGCAAGGAAGTCTTTAG\nTGGCTATCCCCCCTCCACCTCACCCATTCCTTCCCTTCCCTTCTTATTGGTCATAAGAAA\nGTCAGTTGTAAGCTGAGCGGCCATGTGGTAAGTGAGTGGCTGTGCTGAGTACTTTCTGCA\nCCCTGCCTAGGTATAGGCCAGTGCAGCAATTGGACATGACTTTGTGTGTTTGCTGGCCTC\nACATAACATAGAGCGTGGACATGACTTTGTGTGTTTGCTGGCCTCACATAACATAGAATG\nTGGACATGACTTTGTGTGTTTGCTGGCCTCACATAACATAGAATGTGGACATGACTTTGT\nGTGTTTGCTGGCCTCACATAACATAGAATGTGGACATGACTTTGTGTGTTTGCTGGCCTC\nACATAACATAGAATGTGGACATGACTTTGTGTGTTTGCTGGCCTCACATAACATAGAATG\nTGGACATGACTTTGTGTGTTTGCTGGCCTCACATAACATAGAATGTGGACATGACTTTGT\nGTGTTTGCTGGCCTCACATAACATAGAGCGTGGACATGACTTTGTGTGTTTGCTGGCCTC\nACATAACATAGAATGCTACTATTTTAATTTTGTTTCATGATCCTAGTATCAGTTTAAGCT\nAATATCATTTACTTTGAAAGAACTAGAAGACAAGTTTTTAGTCAAGCTGACATAATTGGT\nTTTAATATTTTAAATTGTTATTAGCCGTAAACTTCTTAGGGGCAGCCCGATTTGGGGGGT\nTTTTGTTTTTTGTTTTTTTCTTACATCTTTCTCTCCTCGCACAGTTAAGTTTTGTGAGAC\nAGGACAGTCCAGGTCCTGCTGTTCTGTGTGGCATGTTGCATGCCATTACAATGGGCTGTA\nCTTTGTTGGGGGTGACATGCACACCAGAGTGCTTGTAGAGGTCAGAGGACAACGTAGTAA\nTAGAGTTTGTCTCCTTCCTCCTTTCTGTGGGTTCTGGGCCTTGAATTCACATCACCCAGC\nTGAACACTCCTCTCTCTACCCGTTGAGCTGCCACACTAGCCCAGTAAGCTATTCGTTACT\nGCTTCTGTCTTCCGTGTTCCCTGCTATATATATTACTAGGCTTTAGAACTGAGTTTGATA\nTCCAGTAGATGCATAATCAATATGAACCAAGTGATTCTTGAAGGCCAGTATTAACACAAC\nCAGATGGGGTTCAAACTTAATTCTTTATACTTACAAGGCAGACTTTTCTGGCTGCCCCGT\nCTCCCCATCCCTTTTCCTAGTGACATCCTGGCAGGATACTACCACTCACTGAAATAGTCC\nAGAACTAAATTGCAAGAGAAAATTGAAGATTTATTCATGCTGGACAGTGCACCTGACTAA\nTGATCTCAGAACTATTTATTCTTAGGAATTCATTTCAGACAACGTGCTTTCCTCTGCTGT\nTATGCACAGGTTCATGTGGACAAGCTGGACATGTTTAAAAACATGCCTGATATCCTGCAC\nCATCTCACAACGGACAGAAACACCCAGATCCACGCCTGCCGCCACCCAAAGGTACTGGGG\nAAACACCCGAGAGATTGACAGCAAGAAGGCAGCCCAGAAATACTCTTCCAAGCCTTTTTG\nTGATCTAGACTGTTAGTTAGAGTCATGCAGCTCTGCGTACCTGTATTCCATGATCATGGA\nCTTCAGAGTGAGGGACGGGCACGGGTTCTTAGATAATTTTTTTTTTTTTACATAAAATTG\nATTCTTCAGCATGAGAAAGACAATTTACTTATAATGAAGTTAGTAATCATCCTAGCTTAT\nAATTTAAGCAAATTATTAATTCTTTGAGAATGTTACACAATGTACTTTGGTCATATTTAC\nCCTTCCCTCCTCCCCAGATCCTCGCAGATCCACCCCCATCTCCCTACTGACCCACCGTCG\nTGTGCCCTGATAGTTTTATTTGTTGGTTTTAATATCCCATAGAGTTCATTTTGCGCTCCC\nCATATATTCCTGGCTGTGGGACCACCCACTGGAGTGCAGTTGACCTGCTAGAGCCTCACC\nTTTAAAGAAAACTGACTTCTCTTAGAAGCCATTGTCTTTTCATAAGCGTCTCAGAGTCGG\nGGCTCGTGAGCACTTCTCCCTCTGTGTTAAAGTGTTGTCTGGCTTGCTCTTGTGCAGAGA\nACCACAGCTGCAGTAAGTGTGCAGCACTTTAGTCATGTCTACACGACACTGCTTGGCCTC\nTGGCTCTCACAGTCCCTCTGTGCCCACTTCTACGATGACCCTGAGCTTCAGGGGTGGGGA\nTGAGATATAGATGTCTCCTGTGTAACAGAACACTACTCCTTCACATCTCCACATTCGGAC\nCAGTTGTCAGTTCTTCTGTTAACCATTGTCCACTGCACAGAGAAACTTCTCTGATGCGGT\nCTGAGAGCTGCCCTGGCCTATGGAGGGAGGTAACTGCTGTGGAGGCCAGTGTGTGCTATG\nTCCAGCTTATCGTTTAAGCATATGTATTCATAGTGGGTTACTGTTTGTCACTGAGACTTG\nAAAAATGTGCATGCTTATAAACTGTATTTTTCTCCTTCTTGCTTAAAATACATGTCTAGA\nCATAACCTCCGTCCAACTTCAAAGGCATTACCTTATTGGTGCAATTCCTAAGCACTTCAG\nTCTCTTGGCTGCTCGCTGGTAATTTCTTTGTAATTCTCCCATAGCCTCTCGAGTTACTGA\nGTGCCAGACTGCCTTTTGAATTTGCCTTTGACATTTTCCCCCTGTTGATAATGCCTTTCA\nTGTATACATTTTCATGTATGTGTACAATGCATTTTTAATCACATTTACTTCCAGTGTCTT\nCTGCCCCTCTCCTACTCCCTCTGATTTGTAGCCTCTTCCCAACTAGAGTCTTTGAGATTT\nAATAAAGGCAGTTAACCTAGTCACCTTCAGATACATTATGAGCCTGTCCACAATTTTCCC\nCTAAAATGGGAAGCGCCTCAGCATAGTCCCCTCAGTGACACGAGCTTACATATGTAGCAC\nTCTCTTGAGATGGCAGCCTTGCTTCATCTATGTCCTGACAGAAGCCTTTGTAAGAGAAGG\nGCCTCAGAAGGGCCAGATGGCTCAGTGGTTAAGAGCTCCCGTTGCTCTCTCAGAGGACCT\nGGGTTTGCTTCCCAGCTCATGACTGCCAATTGATCCAACTCCAGGGATTTAATGCCCTCT\nTCTGGCTTCCTTGGGTACTCACACACATATATGCATATATAGACACACTCATATAAGTAT\nAAATAAAAAGAGATCTTTTATTAGAAATTACTCCTAGTGATAGGTAGACTACATATTCTA\nACATGCATGCTTGTATTTAATCATATGGAGCTACATATCCAGTAGATTCTTGGATGGCTA\nAAAGAATGCAGGTAAAATGTAAACTGAGAGGTCTGGGTATATTCAGGCTATTGGAGCATA\nAGCTAGGCTAAAACTTTCTATCCTCCTGCCTTTGTTTCTCAAGTCACTGTTGGGTTTCAA\nACCCAGGACAACTGGATGAGATGCCTATTTAATGTTATCAAATTGGACCTGGAAGCCAAC\nTTCTCCCAACATCACTCAGACCCTACCTGTTACAGGGCCCTCCTGGCTGGCATATACCAC\nCCCCCACCCTCAACTCTGCAGCCCAGAGCGTGGCATGGGCTGCCCTTCCTATATGATCCA\nTTTGGGTTACCTGCTCTTCTTGTTCCTTTGGGCCTCCTGGCTCCTGCTCTCTCCCCACTT\nGATTCCCTTCCCCTCTCCCCCTTGCGGCCCAGCTTAGTCTGATCATGTCCTGGACTTTCC\nAGGATGTCCCTGCCTCTGGCTCTGCTCTCCCACGGATCTACAGTAAGCCTTCTCCTCTAG\nCATACCTGGGACCCGTCTTCTTTGCTTTCCTTTTTATTTACTTTTTTTTTTTTTCATCCA\nGTCATGTGCCACCTTACCCAGCTCAAAGAGTAGCTTGCTTTTGATTTTCTTTCTTGAGAG\nTCTTCACTCTAGACAGGGTCAGGTTGCTGTAGTCTAGGCTGGGCTCAAACTCATGATCTT\nCCAGCCATGTGCCTCCTCCTTCTTCGCCATGAACCTGAGGATTCTCTTGCTACAAACCTA\nTTCTCCAGCGTTCTGTCTCTCTTCCCTCATGTGGACTATGGTGAAGTGCTCAGGTCCCGT\nGTTCTGTAGGCAAGCTCCCAGGCTCCCAGGCAAGCTGACCTGCTTCTTTTCTTGTCTCTT\nTATTTTTTTAATGTCCAAAACCTCATCTGCAATTGCTTTTAAGATTCATTCTATAGAAGC\nCTTGCTAAAAATATGTAACTGCAAGTTAAAGCAAATATGCTTTGGGGGGTTGTTTGTTTG\nTTTGTTTTGTTTGTTTTGCTTTCAGGCAGAAGAGTGTTTTCAGTGGAATAAACTACCCTG\nTGGTATAACTTCCCAAAACAAAACTGCACTCCACACAATCAGCATCAAGCCATCTACCAT\nGTGGTTTGGAGAGAGGACCAGAAAAACCAACGTGATCGTTAGGTAAGTGCATCGCCCTGG\nTCTTCTGAAACTAGAGGTGAAGTGTTGAGCTGAGTGTGGTTTACACACACATCAGCACAA\nGCCCAAGGAGAGGATGTGTTAGAATTGTGGAAATACCCTTTTCACTTAAACATGACTTAA\nAGTCCAGGGGTGTTTCTTCCAAACTATGGCAGTACATTGGCTGGTATAGCCAGGGGCTTC\nCTCTGTGAGACAAGACGGCTGGACTCTTAGCCAGACCTCCTTGATTTGGGCTCTTCAGAA\nTGCCTGTAGCAAGTTTCTACATCTGAAGAAGCTGACTCCTGTTCAAGCAGCAGTTTCTGA\nAGCCACGCTTCCCAGAGCAGCCCAGTCGAAGTTCAAGCCTGGGCCCCATTTAGTTTTGCT\nCAGCGTCCTTTTGTGTTCTGCTTTCCCCTCAGGACTGGAGAGAGCTCATACAGAGCTTGC\nTTCTCTTTTCACTCCTCCTTCAGTGAGGTAAGTGTTCCTGTCAGCTTCTAACTCGGGCCA\nGGCTATGTGTATGTGCGTGTAGGTGGGTGAGTGGGAGTGGGGGCCAGAGGACAGCCTCAG\nGTGCCATCCTCAGGAAGGCTGTCCCACCGTTCGGCAACAGCTTCTCTCATTGGCTCCAAG\nCCAGCTCACCATATGCTAGGCTCTCTGGGATTACAAATGTGTACTACTGTGCCCCACGTT\nTTTTACACAATCCCGGGTATCAAACTCAAATCCTCATCCCTTTCTGACAGAAGTATCTCC\nCCAGCCCTCTTTTCACTGCTTTTTAATGATGGTTCTTACTGGTCCAGTCCACATTTCTGT\nGTTTGCCTGCTCGCTACTATAGTCATAATGCTAACATCCTGTCTCGTTCAGGAAAACACA\nAATGCCTGGTAAGGTTTGTCAGACTCGAGTTACAGTGGTAGGCACTGGGTCAAATAGTCA\nGCTGAAAGTGAAGTATTTGTATACAGGCAAAATAGAAGGATGGTAGGAGAATCAATAAAA\nCACAACCTCTTGAAAATGTCATAATGATATAGAATAGTTTATATACTAATTTAAAGAGTA\nATTTTGAGCTGGGCAGTGGTGGTGCACGCCTTTAATCCCAGCACTTGGGAGGCAGAGGCA\nGGCAGATTTCTGAGTTCAAGGCCAGCCTGGTCTACAAAGTGAGTTCTGGGACAGTCAGGG\nGGTGTCTTGTAGAAACCACGGCAACAAGGCTTGAGGGTGTTTATGTACGCTGTTTAGGCA\nAGTGTTTGGTGGTAGGTCACCTTGAATGATGGAAAGAGGATGTTTCTCTATTGACTGTCT\nCCTGTCTTCCTGTGGCTCCCTCTTCTCTAAGGTGTACTGAGTCATTCTGACAGAGGCTTG\nCCCTTCCTGTGTCAGTCCTTTAGAAGTCACAGTTTTCTCTAAGTCCAGCAGGAGGTGGGT\nGGGGGCAGGTCATTGTTTTTGTTGACATATCTCCCTAAAGGTATAATTAGGAATTGTGAA\nAAGTGTGTAAAGGATAGATATTCTGCAGTTAGACTGTTTTCTTGGTTACTGGAGATCCCT\nGGCGGTCTGTCTTCGTTTGATCCTTTGAGTTGGAGTTAGATACTGATTCCTTTGTATCCC\nTCACCCCCTCTGCAGCGGATGGAGGTCTTTGCATTGTCACTATCAGCTCTGTTCTGGAGC\nCAGCATTTACATGTATTTATATGTAAGTGAAGAATCTGAGCCTTTGACCTGATTGAGATC\nAGTTTACCAAGATCTACTAAGTGAGCTTTGCCTGAGTTGTAGAACTGACAGGGTCCCTCT\nGCTTAGCATTCTCAACATGGCAAACAAAACAAAACAAAAAAACCAAGATACTTGTGAATA\nTTTTAAACTATCATTGTTGAGAATTGTTAGGAAATGAGATTGTATTTATAGTATTTCAAG\nTCACACATACACACACATTCACACTTACGCGCGCTCGCTCACACACACACACACACACAC\nACACACACACACACACACACACAGACGGTCTTGGACCTGGAACACTTCCAACCAATTGCA\nAGTTTCAGTCAGAATACACATAACCTGCCCTGCTAGCAGCCTTGTGCTTCAGACTAATGG\nTAAGGGGCCCTTTGGCCCTAGGAACGTGCACAGGCAGGTTTGTGCGAAGGCAGGAGAGAC\nCTGCACCCTTTCTGTCTCTGGGCTCTGTATGTAATGTGCTCTTGTATCAATCAACTGTGT\nTGCTTACCTCAATGACTCCAGTCTAAGATTGAAGGGGCAGAAGAGTTTAGTGTCCCCGCT\nGTGTGCTATTTGACTCCAGAAAAATAGGCATTAGAACGAATCTCCAAGATGCAGCTGCCT\nTCGTAATGATTAATGGTCCATGGAAAGAGGTGTGGTTAAAGACCTTGTCGTCTTGTGTGT\nATAGTGGTCACAAAGAGGAGGAGTTGTGGAATAAGTGGACCATGCCACCAGACAGAAAAC\nCTGTTAAGGTTGAGGAGACTCAGGAACCCTGGCAATTCTCATAATGGAGAATGGTAGGTG\nCTTAAATCTACTCCTGACCACCTTCCTGTCCTGGAACAGGGTCTACTGCCCCACAACAAG\nTCAGCTGTTTTCTGACTCACATGGAAGCAGCTTTGCACATGTAGGCAATTGGCCTTGGAC\nAAAAGAAGAAAGGAGTGGACGTCATGGTGTAAAAGACAGAATCTTTAGATCCCATTTACC\nTGGAACCCAGGAACTTTCTGTGGAGCTGGAACCTGAACAAAGTTTCAATGTGCAAGTGTC\nCAGCCCCACCATAGCCCAGTGCTGGGAGGCTCTAGGGAAGGAGGCCTAAGCATTGCATGT\nGTCCCTGGGTGGTCACATACAATAGATATGTTCATATAAATAGGTCTTCATACTTGTTCT\nTATATGCTACCATTACCTTCTCCTCCTCCTCACTGGTCCCCTTGCTCTCCCCCAAACAGT\nCCCCATCGGTTCTCATTATATATGGTTAAATCTAGTTCCCACCGGAGAGAAAACAGACTA\nGACTATCATCTGATTTCCCATCTGATCCTCTCATTCCTCCTTCCCTTCCCCCACATAGTT\nCCTTGTCTGCTTTCCTGTCATGTGTGTGTACATGTATGTGCCTGCCACATATCTGTACAT\nGCATGTGTGTATTTATATAGGATCCCCATGAGACAAAATGCTTTCCTTATAACCAGAGAA\nAATGCCATTGTTTCTGCATGGTGTTTCACCATTCATTCACCCAGAGATAGGCGTCTAGAC\nTGGTTCTGTATGTTGGGATCTGTGAATAGACACACACTTCATTTCCTGTCATATAGGTAA\nCTGGTATGTTCTGTATTCCTTCTAGATTAAAGATTTTTTGAGCTACATCTGCCCAGTGAA\nTGTGTATCCAAATGTCATCCCAGTTGGCCTCACTGTGGATAAGGTCATGGACGTGTGAGT\nAGATTCTAGGTTGGGGGGCTTGTGTTGCTGGTGGTGGTGCTAGGGGGAAGCATGAGAGTG\nCTCTGAAAACTTGTGACCCTAGAGCCCATCTGTGGTAACATTTCTTTGAGCTTCCCTTTA\nTTTCCACTTCTTCCTATCATTTTTAGTGGGCAGAATGTATGGGTACTGTCAGTTTGTCCT\nAGGTGGAATCCTGTTCACCCATCACTTGCAGTGTGAATTTGGTCAGATCACTTCAGAACC\nAGTCATATCTAACCCACAAATCAACAAATATTCAGTGGATCAGATGAATCCAAAAAAAAA\nAAAAAATCAATGGATATTCATTCTTGCCTACTTTTGGAGTTCTCAGGGATCTATAGATAA\nCTATGAGAAGCACCTGGCAGAGAGCCTATAGGTTCAGTCAAGGTATCTGTGGAATGGGAG\nAGCAGGCAATGTAATAGTTAGCTGTCTTTTATTGGTACCACTTTATGTGACTTTTATATT\nTCATGTTACGTGTGTGTGTGTGTGTGTGTGTACATGCATGTGTGTGTACATGCATGTGTG\nTGTGGGGATGCGAGTGCCAGAGCTGTGACGGAAATCATCCTGGTGTTCAGGATTCTCCCT\nGAGACTGAGGAAGACTGTATCACCATGCTTAGATGGAAAACAGGCTCCAGTCTCTGGAGA\nGAGGTCTAGGAGGTGAAGGTGTAAGGGTCTGAAAGTCGAGGAAGGAAGAGCCAGACTTAG\nATAGTACACCAAAGCAAAGGGCATTTATTCTGCAGAACCGTCCAGCATGTGGGGTCATCC\nATTCTCTAAAAGGATGACTCCATGCAGGCCTTCTCACAGGGAACTGGCTGGGGAACCTCC\nCAAGCAGGATTAGGTAATTTAAAATTTCATTGGTGGGTCCTGGGGGTGGGGGGCTGTCCA\nCAGGTGGTCTGCATTCCAATGTCATGAACATTTAACTATATGATAAAATAGGGCTGGCCA\nGCACAGATGGCCCATCCTGAGATAAGGTATTTCCCCATTTTTGTGGTTATCCCCAGGGGG\nTTTTATGGTCTTGTTCTGGAATTTATGGTCTGTTCCTGGAACTGGTGCCTTAAGGTCTTT\nTTCCCAAAATAAGGCCTGGTGCTTTTTTTTTTTCTTTCTTTTATTATTTTCTTTATTTAC\nATTTCGAATGTTATCCCTGTTCCTAGTTTCCCCTCCAAAAATCCCCTATCTCCTCCCCCT\nTCCCACTGCTCCCCAACCCACGCACTCCCGCTTCTTGGCCCTGGCATTCCCCTATACTGG\nGGCATAGACCCTTCACAGGAACAAGGGCCCCTTCTCCCAGGGGGCCCCTTCTCTACTTAG\nTTTGATGACCAAACTAAGGCCTGGTTCTTAAATGGAGACAAATGGGGTTTATGTTGTCCT\nTTCAAATGAAATAGGTGCAGTGAAGAATCCAAAATGCTACTCCATAAGTAAAAAAGAAGT\nTTATTTTGAACAAGCAGGGCTGTCTGTCTCTAGGGAAAATCGAGAGAAGGGACAGGGGGT\nGAGGATACCCAGGATTTTAAAAGGAACCTGGTACCTGGGAGGAAGGGACTGTGACTTGTT\nGACTAGAGACTGAGGAGAGGCCAGAAGCCAGCATGGACCTTGATGTGCTAACAAGCACCC\nAGGTGTGTTAATGGAAGAGCCAGAAGTGCCAAAAATCAGAAAAAAAGCTTCCTTTTAGCA\nAATAGAAGCTATGGCTTTTGTCTAAAAGCCAAACTTTGGGAAAAGGGCTTTCTTGGGACC\nAGACAGGTAGGAAGCACAGATTTAGAGTCAGTACTGAGGGCAGTAACTGAAATCCAAAAG\nACAAATCACCAGGAAAGCATGAAGAATGCTAACCACTCTGAGAGCAGAGCTCCAGTAGGG\nAACCAGAGAAGAGCCAGAAAGTGAGATGCAGGTTCTGACAGTGGGGGGAGGGGAGGGGTA\nGGAGGGGCAGGGAGGAAGGAGGTATTAGTGGCCAATTCTGGTAAGCTGGAGAGATGGCTC\nAGGTTAAAAGCTCTTCCTGAGGACCCAAGTTTGGCTCCCAGCACCCACATCCAGAGGTGT\nACAACTAGCTGTAACTCCAGCTCCAGGGGACCCAGTGCCCTGTTCTGTCCTCCATGGAAC\nACATGAATACAGAAATAAAAACAAAATCTTTAAGAGTAACCTAGTGCAGGGACTGTGATG\nTCTCTGGTTACCTTGGTAATGAGATACTTGTGAATGCTCACAGCAGCTTTAGTAGATTTG\nTGAGTTAGAAGCCAAAACAGCATGGTAGTCCAAAGAAAGCAACATGCTGGCTAGCAAGGC\nAAGAGTTAAGAACTTGATCTGCTAGCTGAGATTTAAGATTGTCTTGTAGATCTAAATGGG\nAATATACTTAGAATCATTTGGAGTGCTTGTTAAAATGTATATCCTCCTATATTGGATTTC\nTACTGGGGCAATCTGTTGTAGGCAGGTGAGTGGGTGGGTGGAGAGTTACCCAAAGAGAAC\nGCATGGAATGGCTCCAGAGAGAAGCAGTACCAGCAGATTCCAGAATCTCATAGACATGGG\nAATAGATGACAAATGGAAAGAAGTCTGGCTGAGTTAGGTGTCAGGATGGGAGCTTCAGGG\nCTGTCATCATCTGCTATGTCAGCTGTGATCCTCGAGGCTTCTGGCAGAAGGAAAGAAGGG\nAATGCAGCCTCAGTGAGGGCAAACCCTTCAGGTCTCATTTCTGTGTCCTAGCCTTCAGCT\nTGTGGCTCTGCAAGTAGGAGATGAAGTTTGTGGGATTCTTCCAAGAGGGAAATAAGCTGT\nGAACAGGGAAGAAGCACCGCCTCTACTCTGCACGCCAGGTGTCACTGGGCACTCAACCCT\nGTCTTGGGGGAGTTCTTTCCTGACCTGTAAGAGCAAACAATCAAGTTTGCCTTTAATCTG\nCTAAGGCAGCCCCCTCCATAGATCCGAGATCTATTTGCTGTCTCTAAGCGCTTCCATGGC\nCCACTTTCCTGTTTTGCAGGCTCTTTATTAAGCAGTGCCCCTGTCTCCTACACGCTCACA\nTGATCCCTATGGCTTTGTTGTCATCTCTATAAGTAATGCGCATGCTTTATCGGCTTTCCC\nCAGTAACTCAGTAGAAAAGTCAACTTTTCAAATGTTCTGATTTATGGCAGTTTAAAGCCT\nCTGTGCCGGTCTCCCCAAAGTGTTGAGCCAAAGTACAAACCGCTTGGAAAATTGAAGAGA\nGCCAGAACAATCCATCTTGACTCGGGTAAGAATGGTTCTGGGCTTCCTGACGTAAGCCCG\nTGATGGGTGTGGGCTGTGAAGTAAGCTGTGTTGTCACCCTGGGGCATTTTTGCTACATTA\nGCAGATGAAGAGAGACCTGGCTGCCTTTAGTTCTGATCAGCCAGAGCAGTGAGGATATAC\nAAGCAGCTCTTCCGTCCATTCCTCCTTTCCTATAATGCTCTTTCACTTGTAGCTGAGAAC\nACAGATAGACCCTGACTAGAAATGAGAACTTCAGACTCTGGACAAAGCTTTGTTGGCTTA\nTAGCAGCCACACTTGGTGGTTACAACTTCAGATTTTCATCCTTTGGTGGAATGCCGTAAG\nTGAATCCTCATTGGAGAAGGATGTTATCTATAGAGCAAGCAACTCTTAAAGCTCCATCTT\nCTCCAGATATTATTTAACCTGTAAACAAACAAGTGACACCAATCTGGCTTTGCCAAAAAG\nAACACTGGACTTTAGATCCCCCAACCCCTCCGCAAGTCTGGCAGGAAGTGATAGGGCTGG\nGATTTAAACCAGGCCCTGTCTTCCAATTTTGCTTTTATATTTGTACTCTAACTTCAAATT\nACCTTGGATATTTTTACGTGTATGACTCTTGCTTGCAAGTGTGTCTGTCCATGTATGCCT\nGGGGCCCTCGAAGGTCAGAAAGCATCAGGCTTTGGAACTGAAGTACAGTGATTGTGAGCC\nACCATGTAGGTGCTAGGAATGAAACCTGGGTCTTCTGCCAGAGCAGGTGCTCTTAACCAC\nTAAGCTACCTCTCCAGTCCAACAGATTTCTTATAGTTCTGGAGCCTGGAAGTCTAAGAAC\nAAAAGACTGGTAATGTAGGTTTCAGTGAGGTGGTTCTCATGGTTTGTAGTTGGCCACCTT\nACATGGCCTTCCCTTTATGGGTGCACACAGTGGAGAGAGGCTCCATGAGAGCTGGAGGCC\nTCTGCTGCTTTATGAAGATTCCACAGGTGTCCGCAGGTCCCACCTGAGGTCTCCAGCAGC\nTCCTAGAGGCGCACTGGACCCAGCAGCCTTCTCCTTAAAAGGAAAGCTGTTCTTTTTAGG\nCACCTGCCGGATCTCTTAATATTTTTTAAAAATTTTGTTTGGAATGAAATACTGGCTTAA\nGTATTTGATTAATGCTCATTTCTAGTTGTGGTTTTTCTTTTCCATGTTTATTGCCTTTGT\nTTCTGCCCGTTCTAGACGCCTATGCTTATCATGCCTTACTACTGTGTAGTACAGTGATAA\nTTCACATCACTTCTTTACAGGTGCTAAACAACCTAGTGGTATTCTCTACTAGACACTTTA\nTAATACATAACAGAAGCAATATGTGTAATTTAGGCCATGCATGCCATTGATTTTATTGAG\nTAGGTTTTAAACTGTATTTTTAAAACATGCTTTTAATTGGAATTGCATCACTCTCCCTCT\nCCTTTCTCCAGCCCTTCACGTATCCCCCTCGAGTTGATAGCCTCTTATTACACATACACA\nACTATGCACAAATATATAGAAATAAAACTTGGTTTTGTTCATAGATATGGTGTCAGGGCT\nGACAACTTTGCACTGGATAATACGGGGGCTGGCTCATCTCTGGAGGCTAATTATCCTTCC\nTAGTAGCCCTTAGTTGTCTGTGGTTCTTTGTCTAAGCATAGGACACCACAAAATCTCCCC\nATCCACATTACCATGGAAACTGATATTGCCATCCCATCTTGCTCACACAGCCATTTCTAG\nGAGAGACTATTTCACAGCAGACTTTCTGGTATTTTGGCTCATTTACAGTCTTTCTGCACC\nCCCTTCCACATACTCCCTGAGCCAGAGCTGCAGAGCTGTGATGTAGGTATCTGATGGGGT\nTGTGCTTTCCATTATCTGTTATTTCTGCATTGTGTCCAGCTGTGGTTTTTCTGGGATGGT\nCTCCATTTGCTGTACAGAGGTTTTTTTGATGGGGTGGGGGAAGCTACACTTACTCAGGAT\nAGGGGGCACATTCACAAAAAGGGCTCAAGAGCAGAAGGACTGGAACTAGACTCGTGGGCT\nTACAGCTCATTCTCTACAAGTTTGTTAACCAGGCCTTCATATCCTTTAGTTCTTAAAATG\nTTCTATGGGTCGGCCACACAGGTGGTCTTAAGTCAGCATGCACACAACAGCCTCTGACCC\nCAACTCCAGGGATATAGCACCGCAAGCCTTCTATACACACATACACATAATTAGAAATAA\nAATCCCTTTTAAATATGTCACCCTGTGAAATCTAGTGGTTACTCAAGTTTGAGAAGTTTG\nGCCTATATTCTCAGCAGATAGCAGCCTCTTTGATTGTTGGCACCTGTGTTTTACACAATT\nCCCAGACTAAAATCCTAGGTAAATGCTACTTCCCTGTTCTGTACATGCATGCCTGTTTCA\nTTTGTTCTTCCCCTCTCCCTGTTCTGTGCATGCATGCCTGTTTCATTTGTTCTTCCCCTC\nTCCCTGTTCTGTACATGCATGCCTGTTTCATTGTTTCAGAGGAAGACGATGATCTCTTTG\nATGACCCTCTACCGACACCTTTAAGGCACAAAGTTCCGTACCAGCTAACTCTTCAGCCTG\nAGCTGTTTTCAATGAAGGCACTGCCACTAGACCAGCCTGAACTGAGACAAAGCCCAGGAG\nGCTGCAAAGCAGAGAGTGTGTGGAGCCCTTCTTTGGCTAACTTCATAGACTGTGAAGAAT\nCCAACAGCGACAGTGGAGAAGAGCTAGAAACCCCACCACCCTCACTGCAGGGAGGTCTGG\nGCCCCTCGACACTCGTCCAGCAAAATGCTGATCCGGATGTGGACATACCACAGTGGGAAG\nTCTTCTTCAAAAGAAGAGATGAAATCACAGGTGAATGTTTGGAACACTTACCTTCCTCCA\nTAGAGACAGGGGGATCTCAGTCACCAAAGCTCTGCAGTGACTCACCAAAGCTCTGCAGTG\nACTCACCAAAGCTCTGCAGTGACTCTGATGGAGACTCCACCCATATCTCTTCCCAGAATT\nCATCTCAGTCAACCCATATAACAGATCAAGGAAGTCAAGGCTGGGACAGCCAGTGTGATA\nCTGTTTTGTTATCTTCCCAAGAGAAAAGTGGTGGGGATAGTACCTCTTTAAACAAGGGTG\nCCTACAAACCAAAACTCAAAGAGAGTATTTCTGCCTCTCAAATAGAACAGGATGCACTGT\nGTCCACAAGATACTCACTGTGATTTGAAAAGCAGAGCTGAAGTAAATGGAGCCCCTTGTC\nTTGTAGAACTAGACACCCTGAGTGGCAGGAAGTCTCCACCTGAGAAGACATTGCTAAGCA\nGCACACGTGCAGACTCACAGAGCTCCTCTGACTTTGAAATCCCCTCAACTCCCGAAGCGG\nAGCTTCCTACGCCAGAGCATTTGCAGTGCTTATACAGGAAACTGGCAACAGGTCAAAGTA\nTAGTTGTCGAAAAAAGAAAATGTTCACTTTTAGATAGTTAACAAATAAAACTCTACACAG\nAGAAACCCTGTCTCGAAAAACCAAAACAACAACAACAACAACAGAAAAAAAAACCCTCTC\nATTCTAGCAAAGATGTCCAGCCTTTCGATGTTGCAATACAATGCTATACATAAAAGTCCT\nGGGCAATATCCATAGCTGTGGATGTATGTGGCCTGGAGGGTAGACACACTTGTTAGATCA\nACCACAAGAAATCTGCAGAGTGACACATCTATATAATAAGATCAACATGAAATATTAAAG\nGATGCTCAAGTGACCTAAAAGAAAGAGAAACAGGCTCAAAACCAGCATTGCATGAGATGG\nTAGAACTAAATCTAAACATATAATCACATTAAATGCAAATGATATAAAAAGATTTATGGT\nGAGATGGCTCAGTGGGTAAGAGCACCCGACTGCTCTTCCGAAGGTCCGGAGTTCAAATCC\nCAGCAACCACATGGTGGCTCACAACCATCCATAACGAGATCTGACTCCCTCTTCTGGAGT\nGTCTGAAGACAGCTACAGTGTACTTACATATAAATAAACAAATCTTAAAAGAAAAAAAAA\nAAGATTTACAAAAAGACAGAGTACAGGAAAAACACTGCCCAACTATGTGCTGTTTTTAGA\nAAACACAACTCAAGTGATGTAAAAGTTGAAGGTAAAGGGCAGACCACATAAATAATGTTA\nAAGCCAGAATGATACAGTAGGAGCAGGCACCTTCCCCAACATAATGTCTACCTCACCAAG\nAAGATGTAATGGTAAGGTTCTTGCCTAGATTGTATGAAGGCCTAGCTGCAGTTTCCAGTA\nCAGTACAGTGCCATGCCCTCCACAAAAGAGCAAATAATACAGATACAAGCCATGGAACAC\nGCTTTCCTAGAGAACCAGTGCACACAGGAAAGCAGTAAGACGAGAACTGACCACCAGTAA\nCTGGATCTGATAGACAAGAGTATTTTACTTCATAGCAGAATACATCTCTTCAAATGTACA\nAGGACCATTCCTCCACCAAGATACACTGTATCTTGAATCACTACAAGCAGTCTAGAAAAA\nTAAAGGTGGGCTCTATTTTAGTAAACTGGTAGCAGGGGGTAAACCAGGACCTTATTAACC\nTCTATCACATAAAGACCTGGGTGGGGGGGCAGGGCTGGAGCAGTTTAGAGCACTTGTCGG\nTTTTGTGGGTTACCCAGATTTGGTTCCCTACACCCATATGGTGGCTCTTAACTGTCTGTA\nACCCCATTCCAGGGGATCCATGCACACATACATACATACAGGCAAAAGACTCATATATAA\nAAATAAACCTTAAAAGCTACCAGCAGGCTAGGCAAGGCTGTGTTCTACAAGCTGAGACTA\nGAGGGACTTGAGTTGGAGGTCAGGCCTGGGCAATGTATGTAGCAAGAGCTTGTTTCAGTA\nCATGAAACTGTTCCCAATGCAATGATGTAAAGGAAAATACTTAAATATTTAACATACATG\nCTCTGTGAATTATTAAAGTGCCTTAAGGTACAATGCTTTTGTATTGATGTGTATGGATTA\nATAAAGCTTTATAAGCATTTTCATAAGTACTTGAGTATGATGACATTTTACAAATCAAGG\nGAAAAGATGTAGGCACACCACATAAGTTTAAAAGGCGTCTAACAATTTGACAGTTAAACT\nGCATGTCACAGATCATAACTGCTACACAATTAGATCCAGAATTACTGGACCCAACCTGCT\nGGGTGATTGGACTTAGAATATCTGTACATATAACTCTCCATTTGTGTAGTCACTAATACT\nCAAAACTTAATTTTAATTTTGTTTCCTTTGACCTGAGCCACACTCAACCCAACTTGGTTT\nTAATAGAATATTTCATGATCCAAGGTAACATGCCTGTAAACATTGTTCTCAATGTATTTC\nTAACATTTTATCATTGTAATGTTCATGTTTTAGATCTTAAGTCTGGCATGAACACTGGCT\nGGCAAAGGTCAAGAGCTAAGAATACATGCTTATCAGCTTAGGTTTCAAATACAGAACAAC\nAGGAAATCTTTACATATGGTGTTTATTCTGTTATTAAAAAAAAAGCCCACTTTATAAAGC\nTTTAATCTATGAAACCATACTTTGAGGTAGGCATGAAACTAAGGCACAAAGGTTAGTTCA\nCATAGCTAGTAAGCAACACACACACACAGACACACACACCCCGAAGCTTTTAGAGTCCAT\nGCTCGAGCACTCTGCTGTATGAGGAAAGCTCTTTACATAAAGCATTAAAACGGGCAGCAT\nTGATTGTAGTGGCTACATCATTCTTCAAGAGTTCTAAATTAGCAAAGTTAAAAACATTTC\nAAAATGCCAAGATACATCACAAAATCCTAAAGGCTAGCCACTTTTACTTCAGAGAAGAAT\nCAAATGCAAACTGATTGTATATACCTTCTCATACAACTTGACAAGCCTAGGGTCACCTGG\nGAAAAAGTAACCTCATTTGAGAAACTGGCTCCATCAAAATTGGCCTGTGGCATGTCTGTG\nGGGATTTCCTTAATTGTAATTGATGTAGCGGGGTCTAGCTCACTGTGGGCAGTACCATTC\nCTAGGCAGAGGGGCCTGGGCTATCTAAGAAACCTAGCTGAGCATGAGTCTGGCTGAGAGT\nAAGCCAAGAAGCAGCGTTAGCTTTCCTACATGGTTCCAGCCTCTGCTCAAGTTCCTGTCA\nTGATTATTTCCAAGGACATGTTGCTGAAGACACTACATACTTGGGACGTGTGACGTGAGG\nAATCAGGCTCCAGCTGAATTGATCACTTTTATCACAACAATGTGCACACACATACACATA\nCCCTGTATAAATAGCTAACATGAGGTGACAGTCTGAGAGGGATGTAATGGGGGAATGTTG\nAGAGGCAGGAAAGAGTAATGGAATAGTGAAGGGAAGCAATGACCATTACATGTGTGGCAC\nTCAGAGTGAAGTCTGTTTGTGTTTAAAGGTAAAAATCTCCAGGCTGGCATGGTGGCACGT\nGTCTGCAATCCCAGCGCTGGGCCGTAGGGGGGCAGAGCTGAGGAGTTCACGATAATACTC\nAGCTACACAGTAAATTCAAGGCTAACCTGGCTACAGATACTCTGTCCAAAGGCCTACCCA\nCTCCCCACAAAATCTTAAGGGCACATTAAATTTCTATTAGTAAGGACAAAACAAAGCCAC\nATATTTATTAAACAGTATTTTCCTTCTTGCCCTCCTAAGTTTCCTTTTAACCTTAACAGT\nAAATAAGACCAAATATCTAGACAGTCAAACACTGGGTTTTGGTTTTGTCTGTCTTTTTTT\nAATCTTTAAACCTGAGAATAATTCAAGGTGAGCTTGGCCAAGGGGTTGTTAGGGGGTGGG\nACGGGGGGATGGGACGGGATACCCGTGTTGCTTTTAAGATTCTCAAAACAAAAGAAATGC\nCATTTAAAATTATACTTTTTTCTTGACAAATTCGGAAATCTTTGGGTAGCAGACATACTA\nCAAGGCCTCAAATATGCACACTGAATACTATGTACTGTGAACAGCAGCCCCATGAAGGCG\nATATTCTGCATGTACTGTTGTGAACAGCAGCCCCATGAAGGTGATTTTGAGTAATACTGT\nAGCTTCTCTCAAACCAGGCCAAGAGTTAGGAAGATAAAGGAAATGCTGAGCTCCTGAATT\nCAGTTCATTTTACTGACGCTTATCATAGTCTATTAAAGCCTGGAGCAGTGAGCCGGGGGA\nACTCTTAGGAAACCAAAAGCTTGCTTTATTTGCTGCATTTGTTTTGTCTTCACAGTGGAC\nACCATGATTAGAACTCCCAGACCCAGAAAGATGAAAGTAAGTTTTTTCTTTATTGGGTTT\nTACTACACAGGGAAAAACCGCATCTAATCCCCAGAAGTTAATAAAAATTCAATCAGACAT\nAACTCTGGCCAAGCTAAGTTTTATCTTATAAAAAAATTCTTGTATAAAACAAGTATCTGT\nTCAAAAGGGCATGCACAAAATACAAAATTATTTAAATGTAGTGGATAGTAATTAAAAGTG\nCCTGCAAGTGACCTGAATTACACTGTCATCGGGGCTTGTGTCCCTCACGGATCTCACTCC\nTGCTCAGATGAGATACTCAGTGCGGACCTCCCACTCGCTGAGTGGCTCACTCTGCCTGGC\nACTCCAATGGGCCCTCCTAGTCACTGTTCTGTGTGTTCAAAGAAGCACAATGGCCAGCCA\nCTATAGACTTCTAGAGAAGGTGATTAGGGGCTTTTCTTCTGTGCAACTAAAAAAAATCTT\nTTAAGAATTTCAGGTTCAGATATACAACCTTTGTAATGGTATCTATTGCTTCAAAATAAG\nATCAAGCTAGAAGTAAGTCTTTCACATTTTTACACCTGAAATATATCATTAAGATGCCAA\nTGTTTTTATGTAAAAGTAGAAAATATAGTAAAAAATTCAGCACTTATTTGTCTCTGATCA\nGTGAGTATTAAACAGAAATAATATAGTAAAAAAATAAAATTTATACATTTGCCTAAATTG\nGATTATCTGTTTGAGTCAAGATAAAAGGTTTCATAGTAACTGTGGTAGCCTCACTTTTCA\nAACACTAAAGGGAATAATTGTCTATTCCGACTTCTCAAGTAAGCAAACAGTGATTTATAC\nATAGTTCACTTTCCATTTAACCACCAAATATCTACCGTTTATGTGCCCCGCAGTCCTTTT\nCAGAATAAACAGTAATATACTTGGCAATGACTTGAGCCATGAACTGTATATTAACATCAT\nATAATACAATATGTAGGTAATAGAAAGGAGTCCCAAATACTTTTTCAATTGTTAGTTTTT\nGTTTTGTTTTTCTTCTAATGAGCTTTTTCTTCATGAGCTCCGTTTCCTGACACTTCAGTT\nGAGGTAACCTCTGCAAGTCTCGGCTCCACATTTACATTGGGTTCTGACCCTTTTTTTGGC\nAGGGCTGTGGTCAATGGAGTCTGAAGATGCTTCTCCAGAACCTGGAAATACAGGAAGAGA\nAACATATATTTGAGAACAGGGGCTGGAAGATGGCTGGGCAGGTAAAGGGTAGCTGTGGTC\nTTTTGGAGGGCCAGAGTTCACTCCCAACATTCAAGCTAGCCACCTCCCTAGCCTCAAACT\nCCAGCTTCTGGCCTCCATGGCACCTGCATTCACATGCGCACACACAAATCTTTACCTTTA\nAAAAAAAAACCAAAACTTTACTTTAGTTGGGCATGATGGCATATGCCTTGAATCTCAGCA\nCTTGGGAGGTAGAGGCAAGGCAGGTGGATCTCTGAGTCTGAGGCCTGCCTGGTCTAGACA\nCTGAGTTCCAGGACAGCCAGGGCTACATAGTCAATGTTGGTTAACTCCCAAGGAAATAGT\nTTTGTATTTCTGTGAATATTCTGAGACATTTCGTTCTGAGCTTTCTTGAAAGATGGTATG\nCACTAGTCAGAATGCCTGCCATGATGACATTCATTGAGAAATCCAGTGCACAAGCGTTCT\nTTTTACACATCACCAAGAGCACAATGATGTGAAATGGTCACAGCAGGAAAAGCACAGTGT\nTTACAGAAGATATTCACGATCACAATCAGCCAACAGAATTAAGAACTTTAAAAAGCCAGA\nTTCAAGAAAAAATAGAATTCATATTGATTGAAATGATACTTCTAATCCTGTCAACATATC\nTTTTAGTAAAAGCTCAAAAACTGTAGTCCATATTTTTATTAGTGTTATTATAAGTCAAGC\nTTCCAAAGTGGAAGTCCTGAGAAAAGTCAGGCTGAGATGACTTGGAAGAAAGACCAAGAG\nCTAGCTTTAGTTGTTGGATGGGCTCTGGACCTTAAATAAGATGACTTATCCCACAATTTC\nTTTCATGTTTAAAAAGATTTTTATCCTCTCCACACATAGTTTGTTTTGTTGATCCGCCTC\nCGTACTGATTTCTTTCATCTTCAATGTTAGTTTGCTCCATGACCCAAAGACTTGCCTGCA\nTTCTTGTACTGAAAGCAACACCAGTAAGATTATTTTTAAAAACCATACCTTTCATTTGAT\nAGTCAAAAGTCAGCTCTTCTCCAGCGTTTATGGTTCTTGTAGAGAACAATGCTATCCTGG\nGCAGCCGAGTATCAAGGTTATCGATGAAAACACTAAACACCTGAAGATTTGGGTCACACT\nAAAAAAGAACAATAAAATCTGGTCAAGTAAAATTGCTAGGAAGGTGCCCGCCTTGCATGA\nACCATATACATCTGTTAACTGCCCACAGGATCATTTTAAATACAATTTTCATGTATAAGA\nAGATCTTAATCATCCATACAAGAACAAAAAGATACAAGAAGTCAGATATCCAATATGTTG\nCTTCCACAATTAATGAGATTTTTGTCTCAGCTTTTTTTCCCCTGGAGAATTTTAATCCAA\nTTTCCATTTATAACATGGGCATTTCACTTATAACTATTTCAATAAGGTATGTGTGTGTAT\nATATACTTTAATTATTAGAATAATTTTTGGTTTTGGAGACAGGGTTTCTCTGTGTACCCC\nTTGTGCTATCCTGAACTCATTCTGTTGAGACCAGGCTGGTGTCAAACCCATAGAGACCTA\nGCTACTTCTGCCTCAAGTGCTGAGGTTAAAGGCTCACCATGGCTAGAATAATTATTTTAA\nAATAAAACTAGCACCATGGAACTCAAATTTTATACTGCATAATTTCATTACTTAAACTTT\nGATTTGGAATCGTTCAGTATTTCAATAACACTACACACGTGCAAGAAACTGTAACAAGTC\nCGGCCAGGTAGGATGACGTGTGTGCTGGGCAGTAGAGCTGCCTTCTATCTAGATTTCAAG\nGATCCCACATCTGGACTCAACCAATTGCAGAGTCAACTAACTATAGATTATAAAAGTATC\nTATTGAAAAGAAAATCACACCAGAGTCCTGACCATGTACAGACAGAGTGTTCGTGCCCTT\nAGTCCAGTATAACTTTGTATTCCATCGGGCATTAGAAGTAATTTATAGATGATTTAAAGT\nATAAAAGAGGCTATGTGGCTATGAGGTCTCAAGTTGAATGTAAGGAACTTGTAAGAATGT\nTGTATCTGCAGCAAGTGCTGGAATGAATCCCTGGGATACAGGAGAAATTACTTAAAACAA\nGCACTTAAATCACACAACCAAAGAGGGAGTCCTGACGGTCTCTTACATTTCACTGTGATT\nCACACACAAACTTTTGGTAAACAATCTACCAGACAGTTAACTTGGCTACATCTTTTAAGA\nTCAGCTTTGTGATATATCCTCTAAGCTATATCTCATTATCTGTCATGTAGATATAAAATG\nATGATAGTACCAACCTCCTGCCCTTATTGCCTGGTACTTGAATGATGAAACTATGCAATA\nTAAAATTTGAATTCCACTGTGCCAATTTTATTTTAAGATAATTACTCTAACCACACATAC\nATCTTTAAAAAGACTGCAGATCTAAGTTTTCCAAACATCAACTAAAAATTAAAGAATATT\nAATTTATAATTTAGGGAAATAATCCTAAATGCTCAAATGATCTAGAAATCCTTACATTTT\nACTTTAAAATGTTAACACAATGACATTAAAAACAAAATCAAACAAACACAAAAGCTCAAC\nCCTGTTACTTTTAAGCTGTATCTATGGGAGGATTGTCCAAGATCTTCAGTAGATGCCTGA\nAACTGTCCTGAGTATCAAACACTATATATGCTAGGGTTTTGTTCTATACATACATACATT\nTTTAAAGATTTATTTATTATTATATCTAAGTACACTGTAGCTGTCTTCAGATGCACCAGA\nAGAGGACGTCAGATCTCATTAAAGATGGTTGTGAGCCACCATGTGGTTGCTGGGATTTGA\nACTCAGGACCTTCAGAAAAGCAGTCAGTGCTCTTAACCACTGAGCCATCTCTCCAGCCCA\nGGGTTTTGTTCTATACATATATATTTATAGTAAGTTAACTTTACTTCAGACACAGTAAGA\nGATTAACTACTAACAAAAACTGAATTATTTAAAGCTATATTAGTGGCCTGACTCTATGAA\nAATATCTTATTGTACTTTCACCTTGTGGCTTCAAGGAAACATCTTGGCAAATCCAAATTG\nCTAGTATTACTAATCTTGTGCTTATGAACAATTACTGAGTAAAACAGGGATACTTGACCA\nCATGTAACTCTCTGATGGTTGGCCTGATAATCCAGAGGCTTGCTAAGTGACTGTCAGGTA\nGCATACCGAGTGAATATACACTAGGGATGGATGGATCATATCTACAGCAGGAGACTTCAA\nCTCCTAATCAGAATAACAAACAACTTAAAACTTAGAGTGAACTATTTCTAGAAGTCTCCA\nCTGGTTATTTTTGGACCAGAGCTAAGTAGGCAAGTGAAACTGTGGAAAGTAAATTGTGGG\nTAAGGTGAAGGACTACTAAAAACTTAAAAATTTTTGTATTAACCTCATTAAGGTAACTTT\nATTAATATTCTTAAAACATTTTACTTAACTCCCTTGCTTATTAATCTCCTTCTTCTGCTA\nTTAAGTTATCTATTTATCCTATAAAGGGCCTGGAAAATGTAACTGAATTGAGATACAAAC\nACTGTTATAGAATGTAGTAATTGTCAATCACCTCAATAAATAAGTTCCTATTACAGCGGA\nAATACCCCAATTTAACAGAAGCCCTATACTAAAATACTGTGAATGGCTGTGTAAGTGATT\nGTCCTTCAGTTGAGGAAAAGAATCATGCAAGCAGCACTAATCTGAACCATCTTATCTCTA\nAGTGCTCCTTACACTATGATTCACAAAATGGGATACGTTTCCATATCGAGCTGCATCCAC\nTGTGAACTCATCAGACTCGTAGTCCAGGTCAAAGAGGTAGGTGATCCCTTTGTTGTCATA\nGAACTGTCCCCGTCTCTCGGCCTCTTCACTTGTGATCACCTAAGGAGAAACAAAACAACA\nGAACAAAACAGGACAACTATAGCTTTACAGTGTCTCTTTTTATGATAGGATCTCTCTAAC\nCTGTGGACTCAAAAGGTCTTTCTCCCTCAGCCTCTCACATAGGACCACAGGTGACCCTGT\nGTTCTCCAAAACCACAGAATAGTACAGTAGTGTGGAACCAAAGAAACAAACTATTAACAC\nTGATACAAATATTTAAAAAGAAATTCAAGTTTCTTTTTAATCTATCTTATATTATTTATC\nTATTTATTATTTAAATATTTAAATAAAAGATATATAGGAAAAAGTATTAAAAATGAGGGA\nAAGTGATAGGATGAGAGATTAAAAGTATAATTTGAGGTAAGTTGAAATATGGTACTTCAT\nTATAATCAGACTGTGCAAGCTCTCCACCTCTGCTATGCAGGACAGAGATGAATAGAAGAC\nCACCTTTATAAGAGTATACACTCTCAATATGCTCTAAAGCACAGGTTCTCAACCTTCCTA\nGTGCTGCGGCCCTATACAGTTCCTCATGATGTGCTTGCCCCCAACCATAACATTATTTGT\nTGCTACTCCATAACTAATTTTGCTACTGTTATGAATTGTAATATAAATATATGATGTGCA\nGGACATTTGATATACGACCCTGTAAAAGATCTGCTCAACTCCTAAAGGGATAACACCGCA\nCAGGCTGAAAACAACTGCTCTAAAGGCATACGGTTCCTATCTGTGGACGAGAATAGATGG\nAGGCTGGTTAGATAAGAGGCGTGCGGTGAACTGTCTGGGAAGCTTTACTGTTCACAAGAG\nAGTCGGGAGCTGCTTCAGCTCAAAACTCACAGCGCAGGAGGACATCCAGGCCCATCCCTG\nTCACCACATTACCCGCGCTGCTGTCCTTATGACCACAGCTTCAGTTCAGCTGAAGACTCC\nAACAGTGCTCAAGTGAAACATAGCAACTAAATCTGGGTGCTGTTTCTGTGCCTCAGTTTC\nTTCATTGGTAATAACGGAGAGAACTGTTCTTCCATAGAGTTGAAGACTAGAAAGTTAATG\nTACTAAGATGTTCAGCTGTGTCCCATCCTGAGTACTACTTTAGTATCTATGCATATAATA\nTTTATCAAAGTAAACATGCTAGTATTTGGTAATTAGAGAATGGTCTGCAGCTCTAAGTGG\nCCAGAGTTTAGCTTAGTGGTTTTTTGATATAATAAATGCTTTTGTACATATTTCACAATA\nTCCATAAAGCATGTTTTACTTAATAATGCCCATCGTGTTGATACCAAATAGGAAAAGAAA\nTTTCATTATATTGGGCTAAGTAATGAAATAAATGTAACTTCTAAGTTTCAATGTCACCAT\nGTATGTAGGTAGCATGTATGACTTCCTTCTTAGGACTTTTGCATAAATATAGTTGTTATA\nTTTTAAAATTATATTTAAAAAATATGCTTTGGTCAGTGGCTATGAATGATAACTATTACT\nATATTATCTATTTGCTCATATAAAGTTTTACATTTCTAACTATGCCAATGAACCCTTCTC\nCTAAACGTGAAAATGGATTTCTACATATCCGCAAATGACAACATCAAAATATATCAAGTA\nTTTACATTAATAAGTTAGAAAGTACAAAGCTCATAAGCATAGGATGAATTTAATGTACCT\nCTCCAACATATTCCATGACAAAACTCATTCTTTTAATCTTCACAAGGGTTTTTACACCCC\nAACCACAGCCATTGCTAGTTCTAAAGATGCACAGTGAATATTGTGTGCCTTTTTGTACAA\nTCCTATTGGGACATTCAGGTCCACATCGACACCTTGAGTTGCATTCGTAGATGGGAGTGC\nCTGGTTGGATTTTAATTTGTTGCTTCTTATTATAAGCCAACACAACTCCAGCTTCAGCAG\nGACAACACTTGTCAAAGAAGCAGTCTGTACATGAACATCCAAAGGTGGCTTCACTGTTTA\nTGCTGATCCCGGGAGCTGGCCTGTACTCGTTAATGTAGTAGAAGTCTAAAGGTGGGCCCT\nCCAAGTCAACAGTGTTTTCAACAAATATCATCCCCTTATGGTTCTTTCTTCTGTTGAGGT\nAATCTTGCCATCTCTGCAGAGCTATTCTTTGCTTAGCTTTCTGTACAATATACTCAGCAA\nTTGCAGGTTGCAAGGATTTTGAATTGACAGCCTTGCATTTCCTTTCCTGAGCTAAGTAAG\nTCTTCTTGTCATCAGAGAACTGCCGCAGGAGCTGTGGACACCTGAGGTTTCTCAAGGGCT\nCCCAGGTGTTTGTAGAATCTGGCCATCCTTTCCATTTTACAAGATAATATTCCACACCCT\nTAAAGTAGAGAAGAAAACACAAATCAGATTATGGCAGTCTCTATAATGGCACTTCTCTTA\nATTCAAACTGCACAGAGTCACAAGTTTCTAAGAGAAAAGTGCGAGTCATACAAAACAAAC\nTTTTGTATGCTATGTGAAACATAGAATTTAGTGGACTGTAACAACTAACAACAGGCCAAC\nGAGTCCTAGCCAGGGAGAGATAAAGGCACTGAAACCTATGACTGTTTTACCAACAGTATT\nAGGTCAAACAAAGTAGTTACCTTGGTCATGGAAACAGGTGGTCCCAGAGCAAACACTAGG\nCTAGTAGCTCATGGCTAGCACAGTTCCATGCATTCTCTAAAGGTGTGGCAACTTCTATCC\nTTCAGTGTCACGGCCAAGTATCCCTTAGCTGTTCTAAAGATAAGCTGGGTAAGTTACTGC\nTAGCCACAGGTAGCTAATGAGAACCTGAAATGTGGCTACTCTCAAATGATAGACTTTGTG\nTATAAATAGTGTACTGAATTTCAAGAAAATAGATGGGTGAGGGCAAACTATCTTTACCTT\nTAAAAATGACTGTATGTTGAAATATTTTATAGATACTGAATCAATTACTGAAACCAATTG\nCTACCATAAATGTGCACTGCAGTACACATGTTTCTACAAGTCATTAATATTCTAGTGAAT\nGCTGACTAGTAAAAGTTATGAGTGGCTTAAGTAGCTAGCAGGCATGAAGGACAGCAAAGA\nTCCACTTTTTATCACCTATGTACTGGCCATTATGGTTTCTGAAATCTCTTTACACACAGT\nGGCTGTTTTCTTTCCTCAAGGTCAGCAGATGCCATTGCTATTTAGAATTCTAAAGTGATG\nTCTTTCAGTAATCAGTTCTTCATCTCAGGATAGCAAGCACATATCCACAGGACCAGAGTA\nAAGCCAGAAATGTTCTTGAAATATCAAAGTGTGTATATGGGGTGGGGGAGGGAAGGCTCA\nGTGGTTAAGAACACTGGCTGTTCTTCCAGAGTACCTTGGGCTCAATTCTCAGCACCCACA\nCTGCAGTTCACTGCAGTTCACAACTGAAACTCCAGTTGCAACACCCTTACATAGACACAC\nATGCAGGCAAAACACCAATGCACATGAAATAAATATCGAAGTGATTGAACATCATTTAGA\nTTTTTTTTTAACATGACATCTATTTCTGTGTATATACTTATGTGGGTGCTCGTGTCCATG\nGTATGGGAGTGCAGGCTGATGGTAAGATGTAGTTCTCTACGTCCACCAGTGGGTCTCAAG\nGATTAAATTCAGGTTGTCCACCTTGGTGGCAAAGGCCATCCAGCTGGTGGCTATTTTCTG\nAACTTGTAGATATTTGTAATACATTTGCCTATGACAATTTCAGTAACTTTTACCATAAAG\nCAGGGATAGACAATAGCTTTTTTACTATTAATTACCCCACCCCCACCCCTACCCAGCATA\nCACTCTATTACTAGAGCTTAAACTCTGGGCCTGACACACATCCATACTGAGGTATAACCC\nCAGCCGTAACCCAAATTGGGTTCACAAATAGTTGCACAGCCGGGCATGGTGGCGCACGCC\nTTTAATCCCAGCACTCGGGAGGCAGAGGCAGGTGGATTTCTGAGTTCGAGGCCAGCCTGG\nTCTACAAAGTGAGTGCCAGGACAGCCAGGGCTACACAGAGAAACCCTGTCTCGAAAAAAC\nAAAACAAAACAAACAAAAAAAAAAACCCAGAAAAACAAAACAAAAAAAAGTTGCACAGAG\nGGCTGGAGAGATGGCTCTTCAGTTAAGAGCTGGCTGCTCTTCCAGACGACTCAGGCTCAA\nTTCCCAGCACCCATATGGCAGTTCACAACTGTCTGTAATTCCAGTTCCAGGGGATCTGAC\nATCCTCACACAGCATGCATGCAGGCAAAACACCACTGCACATGAAATAACAATAAATAAA\nTAAATAAATAAATAAATGTTGCGCATCCACAAGTGAACTTACTTTATCGTCACTATCAAT\nACCTTAATGTTTATTATGTCCTACTCATCCGTCAGTAATTCTTATGAATTGAAAAACTCA\nGTTTTATTTGGGAAACTGTTCATAATATATTGGGTTTTTTTCTGTTAAAATGTGTTTAAG\nATGTGAGTATAATGTAGCATATACATTATATTTACATAAGTATGTATGATCATCTCTGAG\nAGAAGAAATGGAAAGCCTCACTATACAACAGTGTGTCAAGATGAGCCTCACTAAGGCCTA\nAAGAGTTCTTCCTCTAGTCAGGTAATGATAATTTGGAACTGTTGGTACTAGATCTACTTA\nCACGGAAGTAGATATGAGCGCCAACTGGCATTGTCTTAACTCTCTGTAATTCTTAAGGTT\nTGACTTTTGACCTCAGAAGAAGGCAGTGACACACTGGTTCTTTTACTGCAGAAAACAATA\nCAAGTTAAGTGCTGACACCAAGTTCATAACTAAGTCACCACCTGAATCAAACTTACCACC\nACTGAGGCTCACTGCCCAGATGACTTCCTCACTGGTTAATCTTGGATAAGGCACTTGTAT\nTTAAAATGACCAAGGCTTATATATTACCACATTGGTAACTATTCAATTTCTGTACCGTAA\nATATACTTATTTATACTTATACAGAATAGATAAGCATAAGAATACAGAATTGATTTTGAC\nAAACACTTTGGAAATTTTTTTTATCTCTGGTTTGTAGCCTTATTTTATAAGCATATTTTG\nTTTTTAAAATCTGAAAGAGATTTCTAACTTTGAAAAATAAAATTGCTTTATAAAAACCAC\nTCACTTTTAGGCAAATTTAATTAATTCAGTAACCTACAATTCCAAATAAAAGCTAAAAAA\nCTTTGGCTTTTATCAGATCTAGGAGGTCTGATGAACTACAAGGTGTAAAATCCCTCTGGG\nAGGTAAGGCAGTATGTGAAATAGACATTAATGCTTCCGTTTCAATATTAAATACCAAAAT\nAACATAGCCATACCATTAAAACAGTAAGAAGAAAATCTAAGTCACATAATTTTTAAAAAG\nTACAGAGGAAAGTAGTAAAAACTATACTGTCAAAGACTGACGGGTTATTTTTATGAATGG\nAACATAGTAGGCTAGATAAAAGCAAAACCTGTGGCTTGTAAGGAAGCATTAAAAAAAACA\nAAAACCAAAGTTAAGAGATGGTGTGTCTAGTTTTCAGCTGAGAATGTGAAAAGGACAATG\nCTATGCCAACAAGTAACTGTGGACAACCGTAGGCACCTGCCTCAACTTTACTGCTGGCCA\nCGCCAGTACTTCTTACAATTCTTAGAAAGCATGGTCCCTGAGAACCTTAAGTACAAGTGC\nACTTCACTCCGCTTTACAATCTAACTGCCAAGCCAACCAAGTCTTCTGACCTGACCTCTC\nTACAGCAGTAGCCACAACCTCACACTCCTTAGGGGCAATGTATGATTTTTCTCTGTATTT\nTTGTTTTTGTTTTTTTTCTACTTTCTTTATGGCCATGGCTTCTTGGTCCCTCTTTGTATT\nAGATACTTGTTTCTGTTTTTGAGACTCTGAGAAACACTCTAAAGCCATATGTCACACAGG\nCAACTCGGGTAACTCCAGGTCACTGAGATTCCAGCTCTAACACTCCTTCTGGGCAGCCTT\nCTCACCTCACTATGATACAACAATCATATGCTGATGATTCCCAGACTTTACCTGCTGCTC\nAGATAGTCAACAGTCTCCTGACGCCCAACCATGCTCAGGAATTCACCTGCTTTTCCTAAA\nCCCTCTTCTGTATGACTCATCAAGGTGACCCTTATCTACCTATTGACACAAGCTGAGAAG\nCAGGTAGGCTATCTTAATTCCTTCTCTCTAATCTAGTCTATCATCAAGTCTCATTAGAGA\nTGGGCTTCTTCCTACCCATCTCCATTACAGAAGATTAGTTACTTTTGGCTCTCAGTTCTT\nATCTGGATTATCATACTAATCTTCCAGATTGTCTCCCTGCCTCCAAACTGGTAATTCTCC\nAATCTGTCCTTCATGATGAAAACATAAGGTTTATTTTATAAAAACAAAAAATCCATAGAA\nCCACTTACTGCTCTATTGTGCTTTGCTTGCAAATTCCCCTGCTGCCTACATAGAGGTTCA\nACCTTCCATTTATAACAAAGTCTGGCTGCTGGGGCAGGGTAACATCATAGTAGAATGCTT\nGCCCAACATATCCAAGGCCCTGAGTTCTATTCTCAGCAACACAAAACAATCCCAAATACT\nCCCTCAGTTGGGTTTAGTGGTTCACATGTATAGTCTCAGCTACTCCAGAGATAAAGGTGT\nGAGGATTATTTGAGATCATAAGTTCCAGTCTGGACAACACAACATCTATTAAAAAAAGTC\nAGGGCAGGAAGATGCCATAGCAGGTAAAGGCACACCAACTCCAGGCCTGACAACCTGAGT\nTTGATCTCTAGTCCCCACATGGTGCAAGGAGAGAACCAACTCAAAGTTGTCCTCTGAACC\nCTACATATTGCAACTCTAGGTTTGGAAGGGCAGAGAGGCAGATTCTGGGAGCCCAATGGC\nCAGTCAGCATAACCCAAATGGAATTCATCTGGCTCAGTGAGAGATCCTGTCCTAGAGGAA\nTAAGGCTAAGATGGATGGTCTTTCTGTAGCTTCCACGCGTGCTCACAGAACCCCGCCCCC\nCCCAATATAAATAAATATATGAAAATTATCTTTAGAATGAGCAAAGGATCTGAATAATTA\nGTTCATCACAACAGATACAAACGTCCAGTAAGAGAATGATAAGATGTTGAACATCATTAA\nCCTCCAGAGAAATGTAACTAAAGGCCACAATGAGATGTACTTCTCACAACAATCAGCTAC\nAGAGAAACTAATGCCCATACTCTGCTGGGGTACAAGCATAAGGGTGCAGAGCTCTGGAAA\nAGGTTAGCAGTTCCCAAAAAGAGTTCAACAAAAATATCTAAGGACCTAGCAATTCCACTC\nCAAGAGAAATGAAAACTATGTCCATACAGTAGTTTGCATATGAACATCATAACAGCATTG\nTTTATAACAGCCCCCAGATGGAAACAACTCAAAATTTGTCTGTCCCACAATAAATGTGAT\nGCCTCAACACAACTGAACATATCTGGCACAGAAAGGGAAGAAGTAAGATCTTACACTACC\nTGAGAGAGCCTTAAAACATTATTCCAGGCCAGGCCTCTGGAACCAGAGGCAGGTGGACCT\nCTGTGAGTTTGAGGCCAGCCTGATCTTCAGAACAGAAAAGGCTACCTAGAGAAACCCTGT\nCTTGAAAAACCAAAAGAAAAAAGAAATTATTCCAAGGATGAGTCCAGTGGTGCAGACTTG\nTAATCTCAGCTCCTCAGATGGCTAAAATGAAGAGGATTCCATGTTCAAGACTCTTCTGGG\nCTTCAGAGTGAGCTCAAGGCCAACCTGTGCTACTTTAGCAAGGCTTCATTTCAAAATGAA\nAAATTAAGGGCTAGGGACTATAACTCAGTGGTAGGGCACTTACCCAGTTCATGCTCCATC\nAGTGAAACTGGTAACTAAGATGCAGGTATTAGACATACACTGAGAATGACAGGAACACGA\nTGCATCACTGTGGAAGAGCACCTGCTCCAGAAAGATGAGGACCCAAGTTCCAGTCCCAAA\nGGTCATAAGAAGCCAAGGAAAGTCGCATGCACCTCTAATCCCAGTGCTGCTGGACACAGA\nCAGGATTGCTGAGGTCTGCGGTCTCCCAGCCTAGCTCAGGGTTCAACTAAAGACCAGGTC\nTCAAAGCAATCAGGCAGAGTGACAAAGCAGAACAACAGAGGTCCTTCTCTGGAACACAGA\nGCTGGAGGAGAGGAAGAAGGGGATGGGACAGCCCCAAAACTCTACAGAAACAGAAAATAG\nACTTAGCAGTTTCTTAGGGTCAGTAATTGAAATTTGGGCAGCAGTGGTTAGGTTTGGAGA\nTTCTGTTTAGAGTAATGAAAGAATGCTCTAAAATTGACTGACTCTGTGAATAAACCAAGA\nTTTGAACTGTGTACTTTTAAGCAAATTATATCTCAATAAAATACTATTTTTAAATGAATT\nAGAAGTAAAATAAAAGAACTAGCTGTGCGAGTAGAGAAGGAAGGCCAAAGGGACCCAAAG\nGTCAGAAAAGATGTAAATACAGTTTACTGATTCAGAAAGAGCTTAGTATTAAAAAGACAC\nTAGCTGGAAATATACGTTATGCAAATAATGCCCGCACTGACGAGGCTAGAGCATGGTAGC\nTGTGAGTTCAAGGTCAGCCTGGGACTAAATAGAACAGAAACCAGAGGTTTAGGCAAAGCC\nCTAAGGAAGTAGACAGTGAGAAAATGGTGACATTTTTGAGAGACTGAGGACAGGGATAAC\nTAGTGATGGAGGTGAGCTGAATGTTAAAGGTTACACTAATGGAAGGAGGGGTGCCTTCAG\nCTCAGTGTGAGAAAGTAAGGGGAGAGGAAAGAACCAAAATAGTAACAAACACTGGGAAAA\nCCAGGCACAAGAAAAAAGCAACAGGGAAAACCCTGTCCAGTAGAACTGAGCAACATGAGA\nACAGGAGAAATTTGGGGGTTTGCTGTTTTTCTTTTTTCCACGTGTGGACTGAAAGCATGA\nTTGGAGCTTTATGTTTGCTGGGCTCTAACACGGAGCTGTAGTTTCCTTTAAAAACGTTCT\nTAAAACTAAGTTTTAAGGAGCCTAAGTTGCGCAAGATGGGCATGAACTTATGAGCTTCCT\nATTTCAGCCTTGCTAGTCGCTGGGATTCCAGGGCTACCAGGTCCAGCAGGCACAGCTTAA\nTGGAGTTAATGCATATGATCAAACGATACTCTCAGCTGGACTGCTCAGTCTAGGGCTCGT\nAAACCACGATGGCACATGATTAGGCTCTTTTACTTACGAGCAGGATGCTGAGGGTGTTGG\nGAGAGATGCTAGACCAAGATCTCTGTGCTGGGGAAGGCAATGCTACCACAGGAAGACAGC\nATTTCAAAGGATGAAATGCACTTAAGCTCAGCAGAAATGAAAAAAAAAAAAAAATCACAT\nAATTTATGTAGGACTCCTGATTATTTATCTGTAAGATCTTAGATTACTGGCCAGTTCTCA\nGAGGAAGGCTACAAGTAAATGGATTATGGAAACTATAACTATGGGATTTAGGTAAAATAG\nATTCTTGGAAGAACTAATTTGCTCACATTGTAAGCTATGAAACAGTGGACTGAAATGATC\nACACAAGTCAGTCCATCCTATCACACCACACCTGTAGGGCACCGAGTCAGACAGAATGCA\nGGATGCTTGCTGCTTCTCCTAGAGGACATTCAATATTCTAGAGCTGGCTTGAAACCTGGG\nTTCCTGCCAGTGATAGGAAATAGGATTCAGGAACAACACGAATTGCAGGACAAACCAATC\nAGGCCTAACAAATTTGCTCTGGGAATCCATATGCAAACAGTCAAGAGTTGGATGCAGGAT\nATAAACACCCTAAATATTCTAATGCAAAAGCATTTGACGGTTCAGAATCCCCTCAGTGTT\nGACCGAGTAACTCTATATCTTACAACGTTAAACAAGAAGAGCTTCACTTATATTGAGGCT\nCTTTTTATGTTAGAGAAACATGAAACACTGCAGTGTGGACAGGTCTCTGCCAAGGGGCTG\nGACATTGCCTTACCTTTGCTACCTTGTAGTCACACAAGTACTCCACCTCATAATTGTTTA\nGATTCCTTTTGGTGATTCCAATCGATTTACATGTGAGCTTTTCTTTTCTACATAATTCCT\nGGAGAGTATCAAGTGAAACTAGGCAAGGCACACACCAGGCTACAATAAGAAAATAGAATT\nCTTTACCAATAAAATAGCTACTAGGCTGAAACAAAAACTTAAAACCCTCTCAACTGACAA\nTGTTATAGTCTAGAAACACATATAACAAGAAGCTACATATGTGTGTTTAAGAAAAAGTTA\nTAGGATAAAGAACTAGTTTTGGTAAATTGGTTTACTTTCCAGTGGACATCTATCCCACTT\nTTACCCACATTGCCTAATTCTTGCTTGGCTAATTAAAATATTTCACATCTAAAATTTCTT\nAGGGTTACATATAAATGCGAAGGTAAAATGAAGTAAATTTTTTTACACAGAATAAAACTG\nTTCTCCTAATAAACAGCTAAGACATTTTGTTAGAAATATATCTAAAAGATATTCTAAAAT\nGGCCACAACTTAAAAGTAACTTCACTTCTTTTAGTCAGATGATAAGAATTTAAATATGAA\nATCCATATCCTACTTTTTCCATTTTGTAAAAAGTCGAGAGATTTTAGCTTCATTTATTTT\nGTGCATGGTAAAATGTATTTTCATCATGCATAAGCCAGAGAATTCTACTTTAAGTGGAGA\nGCATAGTGAGCTTTGTAATACTTGTTTCCTACAGTTTTCAAGCCAGCAGTTACAAAACAG\nAATACAAGGTGGAAATATTCCATAAGCCAGACTTGAAAATCAGACATACTAAACAATACC\nCGTACGGAGGCCAGAAATGAACTGTATTACATCCTGGATTTAAAAATATAATCACACAAC\nTGATGTCTAGAAAAATGTAACAAACTTCACTACCCCTACTATCAGGATAAATACAAGATG\nATCAAAAGTCCTCTGCTCTACCCGTTGGTGGGTCACCTAGCTACACAACTTTGGGAAAGT\nCCCAATCTTTTTGTGTATGGGATTCACTGGAAAAAAGTGTGTTTTGTTGAGAACAGAGGT\nGACCAAAGAAAATGTATCTCTAACTCATCAAGCTGTCTTTAGTTCTCCGAAGTGGTGGGC\nAAAAACCTTTTTAAGGTAAGTTTCCAGGAAGGGACAGCGTAACCGCTCAAATTTTCCCCG\nCAGTCCTTCCTCATCCTTCCCAGTAAGGACTTCATTGTCAGAAACCAGTGAGGATAGCTT\nCCGAACTCCAGTGACTGCAAACAACTCATATTTCTGGCACCTGCAAAAAGACTTTCCTTC\nAAATTTGCCAGAATACATTTATTTGCTTAGGTGTGGCGGTTTGGAGACAAGAAAGCTGTA\nAAAAACGTCTCATAAATCGCTTCTAAAAATCTTAAGGCTGTTTTGTCTTAATGCTAATCT\nCCTTATGCTAATCATCTGCAAAGGAGAGTCCTCTTGTTTATGTAACCAAGTTGTTTGCTG\nTTTTATTTATCTTTTCAATTTTTACCCCTAGCTGAGAATCTGAAAACACAACACTATAAT\nGGAGGGTGGTGTTGAATCGGAGGATCAACGTACATATATTCGTATGAAAACGTCATAACG\nAAGCGTTACGTGTAATTACAATGCACCGCCCCTCGCAACAGAAATGCTACATTTTGGGGG\nCATCTCGAAATGTTAAAAAGAAAAATTGCCAACACTTGGTTTACAAAATCCCACAGCCAA\nAAATGATGAGAGGAAAACGCCTCATTGTCTAGATTATAACATCCCGTTTATAAAAACCAT\nTCCACCATCCCATCCCCACCACGCTTCAAGGAGGCAAGAGCTACCTACGGGAATAATAGT\nGTCACCATCTGGGTGGAGCGGAGGAAAGAGCTGGAGAACAACCTTTTCATTCCAGAAGGC\nTTTGCACAACCCAGACTTTCAAAGGGCGCGCGACTCGAGCGCACGCACGCGCACTGCGTG\nCCCCGGCTTCAGCATCCACAGAAATAACCTGCAAGTTCCAGCCGGGCCCCCCAAAGTTTC\nCCGGAGCTCAGGGCTGCGTGTGCAGGCGCTTCACGGCGAGGCCAGACCCGCTCGAACGCA\nGGCACCAGGGGATTCCCTTTCTCCAGCACCGCACCTCAGCCCCGCCACCACCCCCAACCC\nCCGGCTCGGAGGTGGCGACCGCTACCGCCGCAGCGCGTGTGCTTTCCTGCTCACCCTTGA\nATAAGGCACCTCGTGCACACTCGTCGCCAAAGACCGCGGCCCGCGGAGCTCCGGACCACG\nCTCGCTGGGAGCCGGCGCGCCTCTCGCCCGCAGACGGCCGCGAGCGTCGCGCCGTCAGGG\nTCTCCGCGCGGCGGCGTCTCGCCGTTCGCCTGGCCTTGGGCCTCGGGGGCGGACCTGGAG\nCCCGGTGACACCGCGCTCCTGCCTCACTGCCCCGTGCCTTGGCCCTGGCCGCCGCCATCT\nTGCGGAGCTTTCATTCAAACTGGCGCGGTCAGCCCGAAGAACTCAGCTGGCCACACGCCC\nCGCCCCGGCCCGCCAGGGACTCCGGAGCGGGGAGGCTGAGAGGAGCGAGGCGTTCTGACG\nTCAGCGGAGACCGACCCCTGCGGTGGTAGCTACCGCGCCTGCGCCGCACGGTGGGGGCGG\nGAAGGGGCGGGGCCTTCCGTGGAAACTGGCCCTGCCCGTCGCTGGCTTGTTACTCGCTTT\nGACTTCGGAGGTCGCTTGCCATGATTCTTCATGCGGTCCCCTGAGTCGCTTCACAAAGAC\nCTGACGTGCCCGCCACAAAACGCAAAATAGGCTGTGCGGGGTTAGTGTGCGCAGGTAGCT\nCCTTTCCCACTCTTGTTCCTCAGCACTTCAACCCAACGAAGCCCCACTACTTTTCCTTTC\nACTCCACACCACCAGGACTCAGGATCTTAAAATTTGACTGCATGTTGGGTTCACCTGGAG\nAGGTGCTGTCTGTTTAAACCACTCAAAGAGATTCTGATGAGTTGATGTGGCCATGTAGCA\nGCTGGACTCAAAGGAAAAGCCTGACAATTGTGAGAATCCAACCAACCCCGCCAAGAACCC\nTCTTAGTTAAGGCAAACGTAAAAGGTACACTTAGGACAAGGACTTACTAACATTAACAGA\nCTTAAGCTGAGGGCAGGTTTTAGCCATATATGCTTGGGGAGAGTCAGGTCGTTCTCGGTT\nTTACCACTGTAAATCTGAAAACTTGTAAGAGGAACCATTATACACAAAAGACCATCGGCA\nATTCTGTAAGCCAGTCATGTCAATGCTATTCACAAGCACATACTGCCTGTCTTCTCTTCA\nGCCAAAACAGCCTAGCTGCCTTGACCTCTCCATTGCTCCCCTTCCAGCCACTTCCCACCC\nAGCTAAGGAGACTTTAAAACAGAAAATGAAACAAGCCTCAGACTTGCTTTGTCTGAGAAG\nCATGTTCAAGTCCTGACCCTTTTGCTTCCACTTTGGTGAGCTGGAATTACAGGTGCTAGC\nCAAAGCTCCCTTCTCCCCCAATAAACACTTTAAACTGGAAATCACGGTCTAGATCAAAGA\nACTGACTGACTCCCCTTCATGTGCTGCTCCCTCTCACGTGACTAGATTTAACTCAAATGT\nTACTTCTTCAGAGGCCACTCAGGCATTCTGTCTGGCTTTGTTCTCTAGCTCTTCTTTAAA\nAGCTTTTGTCAAAAAACGGTCAGGGTAGAGTCTTACAAATATTTTTGGTCTTGCTAAGTT\nTTATTTTAAAAATTGGCAAAGGATGCTGGAAGCAGAGGATAGCTTGGTGGAATAGCAGTT\nGTCTGATAGATCCAAGGCTCTGTGTTTTTTTGTTTGTTTTTTAGACAGGGTTTCTCTGTG\nTAGCCCTGGCTGTCCTGGAACTCACTTTGTAGACCAGGGCTGGCCTCGAACTCAGAAATC\nCACCTGCCTCTGCCTTCCGAGTGCTGGGATTAAAGGTATGTGCCACCACTGCCTGGCTCC\nCTTGTTTTTCTTAATTCTAGGGCATAGAGTAGAGCCAGCCACTCCAACCTTCCTCAGTGT\nCTACTCTCTATTCTCAGAGTGTAGAAGAGTAGGCCCGAAGCCTCTCAGGAAACCCATGAA\nCACAGAACCCCAGTCTTCCCTGTGTAACAACTTTGTCTCCTGGTGACATGGTTAGCAGCT\nCTGCAAGTGTTCTGTGATCTTTACACACTAACCTGCACAAAACACACCTCTCAGAACATG\nTCCTCCTCGCTGAATGGCACCAAGCACTTTCTCCCGGATTCCAGGAATGCCCTGTCATTT\nGATCTCTGTGGTTTTTCTCATGGATGTACTGTAATTTTCCAGAACTCATACAACATGTAT\nCATATCCTAACAGAGGAAAGTATATATTAAAACATAGCTATCTCCTGGTCAAGCAAGATG\nTTAAGAGGCTTGAAAAGAATACACAATACCAAACACTTCCTGCTAGAGCTTCTGTTTCAA\nAAGTTTTTATAAAGATGCTATTCCCATGAAGAACGTGCTCAATTACTTTTTACATTTTAA\nAGTTATTTTAGCCGGGCATAGCGGCGCATGCCTTTAATCCCAGCACTCGCGAGGCAGAGG\nCAGGTGGATTTCTGAGTTCAAGGACAGCCTGGTCTACAGAGTGAGTTCCAGGACAGCCAG\nGGCTACACAGAGAAACCCTGTCTCAAAAAAACAAAACAAAACAAAATAAAATTATTTTAA\nAAATCTATTGAATAACTTGAAAACTCTTTAACTGTCTAAGAAGTTGTATATATTATAAAC\nAAAAGCTCTTTGGATTATCAACTTTACTTTTTTAAGGGACAGGATCACCTCAAGTTTTCC\nAGGCTATTTCTGAATTCCTGGGTTCAAATGACCCTCCTGCCTCAGCTTCCTAAATAACCT\nAGACTGCAGGGCAAGGCCATACTGCTTGGTCAAAAGAATTTGTAAGAAGGTAAAGGTCCT\nGAGATTCAACCGAGGGTCATGGTAAACATCAGCTATCGATTGATTTGGAAGAAGAAAATC\nAGAAGTTGCTGGCGGGGGGTGGGGTGGGGGTGCAGGCAGGCATCATGCTCTTTGGGGTAG\nAAGGAACAGATTAGGATACGCCTCAATTTTCATGACCATTGCTGAAAATGTGATTGAACT\nGCGGAGCCTGTCTTTTCCAACTTGAATGTTCTCTGAGAAATAGAGTACACTGCACACTAG\nATTAAAAAGGTGAATTTAGGGCTGGAGAGATGGCTCAGCGGTTAAGAGCACTGACTGCTC\nTTCCAAAGGTCCTGAGTTCAAATCCCAGCAACCACATGATGGCTCACAACCATCCGTAAT\nGAGATCTGACGCCCTTTACTGGGGTGTCTGAAGACAGCTACAGTGTACTTACATATAATA\nAATAAATAAATCTAATAAGTAAATAAATAAATCTTTTTTTAAAAAATGTGAATTTAGTGG\nGGCGGTAGTGGCGCATTCCTTTAATCCCAGCACTCGGGAGGCAGAGGCAGGCAGATTTCT\nGAGTTCGAGGCCAGCCTGGTCTACAAAGTGAGTTCCAGGACAGCCAGGGCTTATACAGAG\nAAACCCTATCTTGAAAAAGCCAAAAAAAAAAAAAAGTGAATTTAAATAAGCATATAATAT\nACTTAAAATATTAAGTTGACAAAAATATAAGTTCAAAAAAATAATCTGAATATTAGTCTC\nAAATTCACTAAGTGGTCAGTGCTGCATACCCTTAACCTCAGCACTCAGGAGACAGAAACA\nGGGGGATCTCTGTGAGTGAGGCCAGCCTGGTCTACAGAACAAGTTTCAGGACAGCCAGGG\nCTACACACAGAGAAATCCTGTCTCAACAAAACAAACAAAACAAAACAAAGATTCACCAAT\nTATTCAGAACTGAGACTATGTAACACAGAAAAATTTAAACTCTAAAATCTATTTCACTAC\nTAGAAAACAAAAACAATATACATCATATTACTCTCTACCCAGCGTTGCTACTCAGATCTG\nTGGTGAGGCTCATGACGTAATAATGAATTAAAGCAGATGAAGAGTAGCATTTGTTGGATA\nTTGTGCTGGATAGCTTTATGTCAACTTGACACCAGCTAGAGTCATTTGAGAGGACAGAGC\nCTCAATTAAGAAAATGACTCCATAAGATCAGTCTGTAGGCAAGCCTGTAGGACATTTTCT\nCAATGATGTGACTGATGGGCAAGGGCCCAGCCCTTTGCAAGTTGTGCTATCCCATGCTCG\nTGGTCCTTAGATCTATAAGAAAGCAGGCTGAACAAGCTAATAAGCAACATCACTCCACGG\nCCTCTGCACCATCTCCTACCTCCAGGTTCCTGCCTCGTTTGAGTTTTTGTCCTGTCCTGA\nCTTCTTTTGATGATGAACAATGATGTGGAAGTGTAAGCCAAATAAACCCTTTTCTTCCCC\nAGTTGTTTTGGTCATGAGGTTTCATCGCAGCAATAGAAACCCTAAGACAGGTATAGATAT\nTATAATGTTCACTCACTGTCATTTTAGATAACTTGACTTTTTTTCCCAAATAACCTGTTT\nTGATTTTCCTTTTAGCACTTAAGAATTTTTACATATGTCAAAGCTATCAACCTATAATGA\nAATATCGATTGAATGCTTGTATCCTCTCATCTCTTAAATCACATGTTAAAATTCCACTTT\nTCAATATGTATACTTAGGAAGGAGCCTTTGGAGGTAACTGGGTCACAAAAGTAGAGCCCT\nCATTGATGGAGCTGCATCCCCGTAAAAGAGACTCTTGGTTATGATCCCAGGACTTGTGGT\nTCTCCTATTTCTATATTTGGTTATATCCTTTACACACCTTTACATGGGTCATGCATTGGC\nAAACTTATAATTTGATGGGCTGGGGATATGGCTTGAGTAAGTAAAGTGCTTGTTCTACAA\nTTGTGAGGCTCTGAGATCAGATCTTCAGCACACGGGTTTAAGAAAGGAGTCAAGTTTGGT\nGGCTCACACCTGTGTTGTGGTTTGAGTAAGAATGGCCTCCATAGGCTCATATTCTGAATG\nCTTAGTCACTAAGGAGTGGTGGCACCATTTGAAAGGATTAGAAGGATTAGGAGGTGTGGC\nCCTGCCGGAGAAAATGTCACTAGGGGTGGGTTTTGAGGTTTCAAAAGCCCATGTCAGACC\nTCCTTCTCTCTTCCTACACCCACTCCACCCCCACCAATCTGGATGTAGAACTCTCAGCTA\nCTTCTCCAACACCATTCTGCCTACAAACTGCCATGATAATGAATTAACCTCTGAAATTGT\nAAGCAAGGCCCTAATTAAATGCCCCTCCCCCCATCTTTTTAATAAGAGTTGTTCTGGGGG\nCTGAAGAGATGGCTCAGAGGTTAAGAGCACTGACTGCGGGGCTGGAGAGATGGCTCAGCG\nGTTAAGAGCACCAACTGCTCTTCTAAAGATCCTGAGTTCAAATCCCAGCAACCACATGGT\nGGTTCACAACCATCTGTAATGAGATCTGATACCCTCTAATGGTGTGTCTGAAGACAGCTA\nCAGTGTACTTACATATAATAATAATAATAATAATAATAATAATAATAATAATAATAATAA\nTAATAATAAAAGCACTGACTGCTCTTCCAGAGGTCCCGAGATCAAGCATGGTGGCTCACA\nACCATCTTTAATGGGATCCGATGCTCTCTTCTGGTTGGTCTGAAGACACAGTCTACTCAT\nATAAATAAAATAAATAATTCTAAAAAAAAAAAAAAAAAGCCCGGCGGTGGTGGCGCACGA\nCTTTAATCCCAGCAGTTGGGAGGCAGAGGCAGGCAGATTTCTGAGTTCCAGGCCAGCCTG\nGTCTACAAAGTGAGTTCCAGGACAGCCAGGGCTATACAGAGAAACCCTGTCTCGGGGGGG\nAAAAAAAAGTGAAAAGAAAAAGCGTTGTTCTGGTTATGGTGTCTCTTATCAGTAATAGAG\nCAGTGACTAAGACACACCCATCTTCTCAGCACTGAGACCCAGTAACTGGGGGCTCCGTGG\nTCAGCCAGTCAGTGAGCTACAGGTTCACTGAGAGACTTCATTTCAGAAAAGAACATGAAG\nATTAATGAAGGAAAATACCACTGGCCTCACATAGGGGGCACACACTCACACAAGTAAATT\nATAGTTTGACTTAAATGTAAATGAAATTAATATGGAAGAAAGGAAATTTCAAATAAGTCT\nTTATATACTTTATTATAGAAATAATCTACTTTGAATTAACAGACCATTGTTATTATATTT\nATTACTATTTAGTATGTGACTATCTATGCATGTGTTATGATGTAAAGTCAGAGGAAAACT\nTGAAAGGTTTCTTTCCTTCTTCCGTGGGCTCCAGGGATCTAAATCAGATCATTGAGCTTA\nGGAGCAACTGCTTTGCCACACTAAGGCATCTCATAGACCTTCAAACCTACTGTGCAGCGT\nGCTAGACAGTAAATATTTTTTCTTTCTTTTGTTTTTTTTTTTGTTTTTGAGAGGGTTTAT\nCTGAATAGCCCTGGCTGTCCTGGAACTCACTTTATAGACCAGGCTGGCCTCGAGCTCAGA\nAATCCGTCTGTCTCTGCCTCCCAAGTGCTGGGATTAAAGGCGTGCGCCATCACTGCCAGG\nCTGACAGTAAATATTTTAACTTTGTGGATCACACATCCTGTTACATAGCCACAGAGAACA\nCATGACCAAGGCTATGTTCTAATACAGCTTTACTTATAAAAACAGGTATAAGATAGATCT\nGACCTATAAGCTCAAGTTTACCAACCCCTGATTTCTTTTAAAACACTAAAGGCAATAACC\nATAAAATAAAATCCTAAAATATTTTCCAAAGCACAAATATTTTATATTAGGAATTGAACC\nGGTTCACCTGGCATTTTTCTTAGTCCTGAGGTCAGATGTCATATATAGATATCTTTCATA\nTATAGATATCTTTCATATATAGATATAATCTTTCAACATCACATAAGTTTACACAAGAAG\nCAGCAAAGTACTTAGTCAGGAATTTATACTTGAAGTTGTCTCCTTATTTAAAGATATGCT\nTTCTATTCATTTTCTACTGATTTGATACAAAATTATCATGCAAACATTTACCTTTGCCTT\nCTGCATCTTCAGGAACTTCTAAAGGGTACTGCCATCTCCTCAATAAAGATTTCTAATAAT\nAAGCCACATCCATACGGTTTGAAGAAGTTATAGACAATATAGCTTAGAAACTTACTATGG\nAGTTATGGTTTTGTTAGCTTGTTTGAAACAGGTTCTCTCATCATGCTGTCCAGGTAGGTC\nTCTAATCCTGCCTACTTAGCATCCCAACAGCTCCAACTGCGATACGTACTACCATGTCCG\nATGGGAAAGGTTGTAAACTCTTCTCTTGGGGGTACAAATCTAGACATATTGCCCACTGCC\nATGTGGTTAGTAGTCACTTCTCTATAATCCTTTCTGTTATATCTTGGTCTCCCATGAGCT\nCAGAATCCAAGAGCCAAAATACATAATTACTCCCTTACACTCTGTGACTGTTGGTCCTAT\nGAGTAGCCAATAGGAGCTTGTGGCAGACCCTTGGACGGACGGTGCATCTTTCTTTGGCTC\nTTTGCAGAATCCTCTTTGCTTCCTGTCTGTCACGTGACGGCCCTTTCATTGTTCCCAAGG\nAGGATGAACTGAAATCCCTAAAATCATGAGCTAAGTAGATCCTCCTTCATTTTAAAGTGG\nTAATCTCAGGTATTCTGTCACACTGCTGAGAAAACTAAAAGAAAACTAGTACTAAGGTAG\nAGTCATTGTATTGTTACCTAATGATGTAATTCACCTTGGAATTGGAGTACATAAGGAATT\nTGTAAACATGTAGAAATGAAGGCTAGAGTAGCGTAAGCAGTTAGATGGGCAATTCTTCTG\nGGGACTTGGAAGGCCAGAACATAGATTGAATGTGGACAGTAGTGTGGCTCAGGGGGTACA\nGATGGTAATGAACCTCTACTGGGAGGTGTGTTAGATCCTACCTCCTCTCAAAGCGCTTGT\nCTACAGCCTTACTTGTGTCCTAAGATTTTGTATGAGGCTGAATTAAAGAGTGATTTGCTA\nATAAATTTCATCGAAAAAAATTAACGTAGTCTAATACTATGGTGTGATTTTTGCTCAATG\nCCTTTAGTCATATTTATAGTTAAGAATGGGAAGAAAAGTACAGAAAGGTCTGAAAATAAG\nATTTTGATTAAAATAGGAATTGAATCAAAGTAGGGTTGTTAAGAGATTAGATTATTAAAA\nAGAAGCCAAGTATTTTATACAAATAAGAAAAATGACTTGATGCCACCTCAGGAATCGTGA\nCCCATCTACTGCAGCCCCACAGGTGAAAATCTGTTTGCTGAACCCGAGGCACTCTGCTCA\nCATAGGGCTTCCTTGTCCTCCATGGCACCCCATTTTTTTTGAGACAAGGTTTCTGTGTAT\nTTTCTGTATCGTCCTGGCTGTCCTGGAACTCTGTAGTCCAGGAAGGCCTCAAAAGTATTT\nAGTGTTTGTCTTAGTAGGTTTGGTCAGGCTTTCTATGCCTGCATTTCTTTAGGAATAAAT\nAAATATATTACTCAATACCATAGTGTGCTGGAAATATGTAAACTTGTTTTTTTTTTCCTT\nTTCCAAGAGTTTCTCTGTGTAGCCCTGGTTGTCCTGGAAATTGCTCTGTACACCAGGCTG\nGCCTCAAACTCACAGAAATCTGCCTGATTCTGCCTCCTGAATGCTGAGATCAAAGGAGTG\nCCCCCACCCCCATGATGGCACTATAGGGAACTGAGTGGGAAGTAAGGGGTGAGTGAAGCA\nGAGTTAAAGGAAGTATCTTGGGAAATTTATCTTGCTCTGGCTCCTTCCTTGTCTGCTTCC\nAGTCTAAAATGATGTGAGCTGTAGTACCACACCCTCACACTGGAAAGAAATCTCTGAAAC\nCATAAGCAAAATAAATGTGTCCTCTTCTTAAGTTTTTGTTAGGCATTCTGTCACAGTAAG\nGAGGATGCTAATACACTATAGTCTACAACTATTCTCAATTACTATGAAGGGGATTTAAAT\nGCTCGCTCTTATTCATCAAGAAACTAACAGAAGTTATTCAAATTAGAACATTTGAAACTT\nCTAAAATTTTCAGTACATTTTATTTTAATCAAATCAAACTTACACTGTTATTCGACGCGT\nTCTCACGACCGGCCAGGAAGAATACCACAGACCAGAATCTTCTGCGGCAAAGCTTTATTC\nTTACATCTTCAGGAAAAGAGAGCAAGAAGCAAGAGAGAGAAGCAAGAGAGCGAAAAAGCA\nAGAGAGAGAGAGAACGAAAACCCCGTCCCTCTTAAGGAGCATTCTCCTTCGCCTCGGACG\nTGTCACTCCTTGATTGGCTGCAGCCCATCGGCCGAGTTGACGTCACGGGGAAGGCAGAGC\nACAAGTAGTCATAAGATACCCTTGGCACATGCGCAGATTATTTGTTTACCACTTAGAACA\nCAGGATGTCAGCGCCATCTTGTAACGGCGAATGTGGGGGCGGCTCCCAACATCTCCCCCT\nTTTTCTTTTAATAAGAGCAAATAGGCCACCCATATTAATGAGAGTGGAGATAGAGGTCAA\nATCCCCAGTGTGTAGGTAAAGGAGCCATGTACAGGATTAGCTCTTAGGCTTACAGGCTTT\nTACCCAGAGCAACCCTGACCTGCTCCCGTGTCGTTTTGCCTGGGGGAAGGGAACTAGGAC\nACTGAACCTTCATGAAAGATGACATGTCTCCCTAGAATAGGCTCATATATGCCGCAGAGC\nCTTTCCATTGCAGTGCTTAGCCTTGCAACTCTCTCGGGCTGCTGAAGCACACTCACTCTA\nTCCCGTGCAATGAGTCTAGCCTCATGGGATATAAGAGCTGAGTGGCCAGCGACCTATTGC\nCTAAGCATAGATAACCATATATCAGGGGGAGCTCCATGTTCTAGTCCTGCAAGCGCCTGG\nGCAATAACCACCTTGTCTCTCCTAGTTTAGGCCTTAAGCTTACAGACCAATCAAAGAAGC\nAACACTAATCCACAGCAAAGTGTATCTCCAAATAATATTAATCCCACCCATTTTTTAAAG\nAAAGAAAATGCTGAGGAGATCCAATTGGGTAATCCTTTGGTCAGGGACAGGTCCAAGCGC\nGTGGAGTTGACCTGAATGATGGCAAGCCTCGAAGGGTCTGTTCAAATTCAGCCATCCAAT\nTCTGTAACATATACTGAAAAAGACTTTTTGACAAATTAGCTGCCCTAGTAAATTTAACAT\nACTGAATGGAAATAACACACAATCCCGGAAACTTTTGTTCACATCCCTGCTGAGTTATTT\nGTCATAATACATCTAGTTGTTTCTGGACAAGATCTATGAGTTGATTAACCAGCATGAGAC\nCTCTCTGTATCTTGACATTAGCTGAGGCCTGTTTATCTATGACTGTAGTCACTGAGGCTG\nACAAAGTGTTAATGGTGTCAGTTGTCTGGACCTGTCCAGACAGAGCCAAGGCTGTCTGAA\nTTAAGGCCAAACCCAGTTCCTAGTTAGTGGTAAAAAAGCAGGAGAATACTTGAGCATTAT\nACATCACCGTCATTGGGAGTGGAAATGTCGACATTATCCCCCAACGCTGCTCTCTCTTTA\nTTATTGACGCCCTGGACATCACCAAGACGAGGGACATTAGTATTCCCTTGGTCAGTCTGG\nATTTTTCGGGTGAGTCTTTCTGGTACCCAAAATGGGTTGTCTTCATTCTGTGGGAAAACA\nCAGATAGCTCCCCTGGATCTTATCAAGATAGGATCCGGGCCATACCATTTATTATCAAGA\nACATTTTTCCATTTAACCATCTCATTGGGCCTATCTGGCTCTGAACAATGACGTTCAGCC\nGCAGTATGGCCATGAGCATCAATATTTAAAAAATTGAGTGTAAAGAGTGCCAAAGACACC\nGACACTCTTGGTGCTCGGGGTACAGTCTCCTCAAAAGTTCCCCTCTTCTGTTTTATAAGA\nTAGGTTTTGAGGGTGCGATGCGCACGCTCAACAATACCCTGTCCTTGAGGGTTGTATGGA\nAGTCCAGTCAGGTGGGTCACGTCCATCTGACGGCAGAACTGTTGGAATTTTTGAGACGTA\nTAAGCTGGTCCATTATCAGTCTTAAGGAGTCTGGGTTTTCCCCAAGCATTCCATGCCTCA\nAGACAATGTTGAATCACATGTGAGGCTTTTTCTCCAGTTAACGGAGAAGCAAACATGATG\nCCAGAACATGTGTCAATGGACACATGGAGATATTGAAGTTTTCCAAAGGAAGAAACATGT\nGTAACATCCATTTGCCAGACCTGTAGAGGTCGAATACCGCGTGGGTTAATTCCCACATGA\nGGAACTGGCAAGAACTCACAGCAGCTTTGACATTGAGTAACAATGTCACGGGCTTCTTTT\nCTTGTCAAGGAGAAACGACTGCGTAATGTTTCAGCCGTCACATGAAAATTGTTATGAAAA\nTTTCTTGCAGCCTCTACCGGGGATGATAGGGCAGCAGCCACCACTTTAGTGGCCTTATCT\nGCCAAATCATTTCCCAGAGCCATGGGGCCAGGTAGGCCTGAGTGGGCTCTAACATGAGTA\nATATAAACAGGAGATCTTCTAGATAACAAAACTAATTGTATCTGCTGAAAAATATTGGCA\nACTCTACTGGAAGGCTTAATCACTCCAGCCACTTCTAAAAGATTTACTGCATTAACCACA\nTAATAGGAATCTGACACAATATTAAGGGGTTTTAAAAAGGTTTTTAAAACTTCTAAGACC\nACTAAACATTCTACCACTTGAGGTGAATTTTCATTATATTGTTTGGATACCACTTTACCA\nTTAGCCACATAGGCACCTATGCCAGTTTTTGATCCATCAGTATATCCCACAATCCCATTT\nTTAAGTGGGTTTCTTACTGTTATTTGTGGAAACACAACAGATTGATTTTGGGCAAACTGT\nAAGATTGGATGTTTTGGATAATGGTTATCTATTTTTCCTGAAAAGGAGGTAACTAAAACT\nGCCCAATCATTAGATGCGGCTGCCAAGGTTTGAACCTGTGCAGTGGTATAAGGTACAATT\nAAAAGATATGGACTTTGCCCAAAGTGGGTGATTGCTGCTTTTAGACCTTTAAGGGCAAGC\nTGTGCAATTGCATCAGGATACCAATCTATTATTTTAGCTGGGGATACGTTTGGATGGATC\nCACAACAATGGCCCATTCTGCCACAAAACTGCAGTTGGCAATTGTGCTGTCTTAAAGACA\nCACAAACTGAAAGGCTGCGAATCCTCAATACGTTGTAATTGTGCATTCTGTAAGGCCTTT\nTCCACTTTTTGTAAGGCCTGGTTAGCAGCTAGAGTAAGAGTCCTAGGGGAGGAGATATGA\nGGATCTCCTTCTAAAATACTAAACAAAGGCCTTAACTCAGCAGAAGGAATCTTTAAAAAG\nGTCTGAGCCAATTAATATCTCCCAACAGCTTTTGAAAATCATTTAAGGTATGGAGGTGAT\nCTCTTCTTATCTCTACCTTTTGGGGCACAATCTTATCTGGGGACACCACAGAGCCCAAGA\nATTGTCCTGTATCAGAAATTTGGACCTTTTCTGTGGCTATCTGTAAACCCCACTGACTTA\nAAGTTTTAAGTAGAAAAGGATATGCCTTTTGTAGCATGGTAAGGTCTTTATGGCACAGGA\nGGATGTCATCCATGTAAAGGAGCAAAATTAAAGAGGGGAACTGTTCCCTCATTGGCAAAA\nGAGCTTTTTGCACATAAAGCTGGCACATTGTAGGACTATTGGACATCCCCTGTGGTAAGA\nCCTTCCATTGATACCTCTTATCAGGTTTAGCAGAATAAGCTCTCTGACCCGTTAACAAGT\nCAAAAGTCCAATCTCTCTGCTCTGGAGTTAAAGCAGCAGCGTTTGCTCGGTCCTGCGCCT\nGTGCCGCCTCCTGCCACAGAGCTCGCCATTCCACATATTTGGCCATACTAGGGAGAGCGG\nCTTTTGCAATCATTTGCCAGTCGGCAGGAGTTAGTGCCATGCCAGCGAGCCTGTCTAACT\nGCACCAGGGTAAAATTAGCATTGGTTCCGTATTTACGAACCGACTCGGCAATTTCCTCAA\nTCTGTACGTATTCTACCGGAGCGTGGACACGCCCACCCTCGGCTCCTTCAAAGACCGGAA\nATGCCTGTTCTATTTTCCTTTGTTCCTCTCGGGGAATGAATGAGTCTGCGCACTGCCTCT\nCTGCGCACTGCCTCTCTGCGCATTGCTGACGCACTACGGGCTGACGCACTACGCAGGGCG\nGGGACTCCGCATAGGGCGGGAGTGCACCTGGTAGCCGATTGCCCTGAGGCCAATCAGCAA\nACTGGCCTTCGCCAGCCGCTCTTGGCTTTTTTCTTGACCGATTAGCTGGCTGGTAATGGG\nCTGCTTCTTCCTCCCAGTCTGTTTCCTCAGAGGAGGATTCTTCACTTGCTTCAGAGCTAC\nTAAGAGCTGGCTTCCTGAGCTCATCTAGTGACGAGTATCTCCTAGAGACCTCCGCTAATT\nGATCTTTTTTCTTTTCCCTTTTTCCTCTTTTTCTTCTAATCTCTCTCCAGGTATTCCTAC\nCTAACCTTAACTTTTCCTCGGGTTCAAGACCCTTGGAAAGGCCTGTATACTTATTTTGTG\nTACCATACTTCCTCTTTGTTCCTACTCTTTCTTCCCGCTTTACTTCTGATAGACTGTCCT\nGAATTTCCTCTAGAATTTTCAGCCCTGCCTTAAGCACTATATAACATGTGAAAAGGAACA\nAAAGGGCTCCTAACACTAGAAAAAGTTCAAGGCCAAACATACCTGGTAAAGCCATTTCTC\nACTTCCGTTCCCCAGCTGATGAGTTCTGAATTCGGCAGTTGAATCCTTCTCAACAGTCTG\nCTTTACGGGAACCTTTATCACCGTCGTTCCCCAGCTGATGAGTTCTGAATTCGGCAGTTG\nAATCCTTCTCAACAGTCTGTGTTACGGGAACCTTATAACCTTGATTCGCAGTTCTGGTTC\nTGGAATGAAGTATCCCTCCTGCGCCAGTCCGGAGTTTTTTCTCGTCCCGGATTTTCTCGT\nCCCGGAATTCGGCACCAATTGTTATTCGACGCGTTCTCACGACCGGCCAGGAAGAATACC\nACAGACCAGAATCTTCTGCGGCAAAGCTTTATTCTTACATCTTCAGGAAAAGAGAGCAAG\nAAGCAAGAGAGAGAAGCAAGAGAGCGAAAAAGCAAGAGAGAGAGAGAACGAAAACCCCGT\nCCCTCTTAAGGAGCATTCTCCTTCGCCTCGGACGTGTCACTCCTTGATTGGCTGCAGCCC\nATCGGCCGAGTTGACGTCACGGGGAAGGCAGAGCACAAGTAGTCATAAGATACCCTTGGC\nACATGCGCAGATTATTTGTTTACCACTTAGAACACAGGATGTCAGCGCCATCTTGTAACG\nGCGAATGTGGGGGCGGCTCCCAACATTACACTTTAAAGAGCATCCCTATTTTCCATTAAT\nTATGGTTAGTCTTATATGAAAAAGAAAACAAAGACTCCAGTACTTAGTAATAAATTGTAT\nTTTAATAGAAACATAGCTTATACCTTCATTGAAAAAGCAGTTTATTATAAACAACACTTA\nTACACAAAACCAAATTATGTTGATATTATAGTTCTAAAAACCATCTTGGTTTATCTGAAG\nAGTCAGGATGCAACCTCAACAGTAATGGCCTCACACTTGCCGGTGTCTTGGTCTGTGCAC\nGTCACCTGTAAAGATCCATCCCTAAGACAGACAAAAAACCATGTTTCATAAGCTCGTTCC\nTACAAACACCAAGTCCCTGAGGAGGGCTTGGAAATTTTCAAAAGAAGTTTATTAAGATAA\nATTAAACACAAGTTCAGTGTCTTTAAATTTGACATGTGCCTTTTTCTAGGAGGCTCTTAG\nATTTACTTCTAGACCTCTGAGATCATAGCTATATTCCCTGGAAATCCAAGACGATAAACG\nTTTTAAGACTTTACAAAGCTCAAGACAGGTCATGCCAACTTCAAAGCCAGGCTATGGCCA\nGCCCACTCTAAATTCTTTCTAAATATGGTTTACAGACAATAAAGTCAATGAGGAACTTTT\nCCTTGAAATAAACAATGACAAGATGGCCTTGCTAGGAAACAAACGGCGCCAGCTGATTTT\nAACTAGGAACAAATTCCTTGGAGTTTCCCACAGAGACGAAAAGGGACAACAGGAGACCCA\nCAAGGCTGCTAATTATTCAATACACACTTTTCTCAAAAATAGAAACTCTCACTAGGAAAA\nCAACTGCAGCATCTAACAAAGGATTTGCCTAGAATGATAATTTAGCCAAGCTCCAAAAGG\nACCGAGCTTCAGAGAGTCTTCATAATATTGGAAACACTTCATTTTGTACCTTTTCATAGT\nAAGAACAGCTAATATATCACGCAATCCATTTTCTTTTTTATCTAAGTCCTGGAGTACAAC\nCTGTTGGTGCAAAAACAAAACAAACAAACAAAGGTAATTCAGCACTTTTTATTGTAAAGG\nATCAAGGCTCTAACCAAAACAAACCTTTTAAACTAGGGCAGCTTTCAAACTATCTTACCA\nTTTAGGGAGAATTCAGAAATTAAGGAGTTAAGCCTTAAGAGGCTTCTATCTCCTTTGGAA\nGGAGGATATAAGACAATTAAAGCATCTGTCCCTCTTTTATGTCATATCCAATTAACATGA\nTTGTTGCTGAGAAGCACTGCCCTCAAAAACATGGACGATTTTGATGCTAAGTCATTACCA\nTGGTAACATGGATTACCCACAGCACACTCTCCGTGTATACTCGGACTGCTATCCATTTCA\nAAGAAATATACAGAGTTTTTGGGTAACATTTGTCAGCAAGAGGTATTATGAAAGTCTGTA\nATTTCTTAGTTCTGAAAGATAGATGTTCCAATACACCCAGTTAGAAGTTTGGCTTTGTGT\nCTTGGACTCTGCCAAGATCAAGTTTAATGATTTTACAAGTCCCCGTCCTGTGACTCACTT\nGGAAAGGGTGTGTGAACAGACGGGCGCAAAGAAATATTCTCTTCCCAGCTTGGTTCCATG\nTATCTTCTGTGATTTTCTTTTTCTTTCTTTTTCCAAGGCAGGGTTTCTGCATGTAGCCCT\nGGCTGTCCTCAAACTCCCTGAGATCGGCCTGCCTCTGCCTCCTGAGTGCTGGGATTAAAG\nGCATGCGCCACCCACTACTGCCCAGCCTGCAATTTTCTTTTCACAAAATTCTTCTTTCTT\nGTTATTTTGTGTGCACACATGCACAGGCGAGATAGGTGTGTAAAGGTCAGAGGACAACTT\nGAGGCAGGCAGTTCTGTTTGAACATTACCTCATACAGCATCTGGTATTTACCAAACCGAA\nAAATCTTTTCTCCTTCCAGTTGTCAAATTACTAAGATGAGCCCAGAGCACAGAGAAGCAG\nTGTGAACACAAAATGGTTTCATTCTTATTGTTTCAGCAATTATTTCTTCTCACTTTCAAA\nACACGAGTAAGTAGAAGCAACTTAGTGTTAAGAATTACCAGAGTACATGTATTTTGTGTT\nAATGGAGATGTTAACTGAATGGACTTCAGGAGGAAAAGTGAAATATTTGCCTGAGACAAA\nGCTGTAATGTCCAGTTTTATATATTTACCTGTGCAAACTTGGCCTCCTCTTTAGCAGAGT\nTCTTCCCCTCAGACTCATAGAGTTCAAGGCAAACGGAAGACACCCTCCCGGGGGCCTGCA\nGTGTGTGCTGTCTTCGGGCTGGCAGCGGGGTCCCAGAGGGAAACAGTACTGTGAATCTGT\nCGGCACCTGACTCATCCACTCCCTAAGAGTCAGCAAAGCAAGAAGGGCACGGGGGGGGGG\nGGGGGGGTGTTAATCTTTTCAACTGAAAACAGCCCGTTACTCCTGCTGTAATGGAAATAC\nATAGTCCTCGCTGACACTCTGGAAAGTGGCAGAGAGAAAAAACAGGTACAACCCCCAGTC\nCCACCTCCCTGTGTTTAACTACATACTGACACACAGTTCTCTCTGCATATGCTAGAAGCT\nGGTGTTTAAAATTGTATTTTCATAGGAAATCAACATGTTCCATAGATATTAAGTGACACA\nACATAAAGAACCCATAGACATAATTACTAGTTCTTCCTGTACTTGTTACAGGGCTCATTA\nCATGTTACAATATGAATGAAACTTACAGCAATTGTAGTAAATTTATGTAAATGCATGGAA\nAACTAAACACACCTTAACTAAAATATCCTTGGCTGAACACTCTATCATGACAGAGTCATC\nTCCTGACGTGCTCTCTTTCCCAACAAGAATCCCGGCTTCTATGGCTGCACCAATAGGGAT\nGACCTCATCTGGAGGGATAGAGTTGAGGAGGTCCACGGCTGGGAAGAGATCTTTAATCAG\nCTGCTGCAGCTTTGGGATTCTGGAAGATCCACCACACAGCACAACCTAGAACATGCAGGA\nTAGGATGAGCCATCCCTACCACACGAGACCATGTCTGACATAACGTTACAATATACAGTG\nGGCTTCTCAGCTTTTTCTCTCAACAGATATGGAATCACATAATAAATATAGCACAGCAAT\nAGATACCGGGCTTATGACTAATATGGTACAGTTTAATCATATAGTCAATTGAACAGAAGT\nAATTAATATTCTGTATTATTCCAACACTTTTAAAGAAATGTGTATATACATTACATCATT\nTTTATAACCAGTATCGTTAATCTCTTCATAAGAAAACAACACCATAGATTTTTGGTTTTT\nTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTGCCTCTACTATGGAAAACTAGCAAGGG\nCCTTGAGAAGAAAAGATGTTTATGTTTGTATGAAATGTTAAGCTCTTGGTCTGCAATCTG\nAGTAAATCTCATCTCTGAAGAACTTCATATCAAACTACTCTGTAAAGCCCTCGGATTTCT\nCTGACCCATCCAACCATCATCCCAGTCTCTGGCTATGCAGAGTGCTGAACACACACAGCC\nTGGGAAGGGAGATTGGTGTCGGCTGCTTATGTAATCTTTTAATGAAGGCTTCTCCAAATT\nCAACGTCCCTGAAGCCCAGTTAGAACACGGGTGCTCTTGAGTTTGTGGAACGAGACAGGG\nACCACAGCAGTCTGCAGGGGGGGGGGTAAAAAGACCAGTTGTGTTTGATTTTTAGTGTGG\nGTTTGCCAGTGGAGGAGCCAGAGAGAGCACCCAAGGAGCTAAAGGGGTCTGCAACCCTAT\nAGGTGGAACAACAATATGGACTAACCAGTAACCCGCCCCCCCCCCCCCCCAGAGCTCTTG\nTCTCTAGCTGCATATGTATCAGAAGATGGCCTAGTTGGCCATCACTGGAAAGAGAGGCCC\nACTGGTCGTGCAAACTTTATATGCCTCAGTACAGGGGAACGCCAGGGCCAAGAAGTGGGA\nGTGGGTGGGTAGGGGAGTTGGGGCGGGGGAGGGTATGGGGGACTTTTGGGATAGCACTGG\nAAATGTAAATGAAGAAAATACCTAATTAAAAAAAAAGAAAATTTTTCCTAAAATTTTTGA\nTTCTAATAAATACAGTACAAAAATGTAGAATTAAAAAAAAACTCATATTCAACAAAAAGC\nTATATTAGTAAACTGTAAGCTAACATAATTCAACAAAAAATTATTAGTAAGTTCCCCTGC\nGGGCCCCCCCACCCACCCAAAAATAAATCCCTGGAAAATTTTGGCTTTTAATGCTTCATT\nTTCAGATGAAAAGTACCCAGTGGCACGTTGAATGCTGAGAGTAGACAGTCAGCTCCCGAG\nAAACTAGGTTTCACTTCACGGCACACACCACCCTAGCCATGGTGCTAAGTACCTGTTCTT\nACTACTGTAGTGTCAGGGTTTTATAAAATAAAACATCTGCAAGTGTAGACAGTACCTACC\nATGTAGGGCTTCTGTGGGGATTCAACGTTTCCATGCCTATAAAGCCTAATCGTCCATCGC\nCTTCTCTGTAAGAGGAGTGGCCTCACGTCAGGCCTGTCTAGGACCCTAGCTGTATACACT\nGTCATACTACATAGAAACTGAAGCATTAGAGGTAGCAGACGTCCTCAAATGCCCATCCTC\nTTTCAGGAGTCCACGGGGCCAGAACTGCTCATGGCAGTTCCTTTAACCTACATCCTGTGA\nCTGTGAAGCCAGAGGAGCTGCCATGGCAGCAGAGCTCCAGCCACAGTCTGCTAGTCACGC\nGGCCCGGAACCTGCTACAGCAAGGGCAGCGGACGAAAGGCAGGTATGGCTTTCTAAATTC\nTTAAAAGCCTATATCCACAGCAACAGTCTAAGGCTTAAGAATACATCAATTCAAACAATT\nCAGAGTTATACTGCAGTGACTGTTAAATGCCAGTGCCCCAAAGGGAACCGACACTAACTG\nATCACCCACAGTATGTTTCCGAATGTTCCCTGGGTGACAGGAGCCCTCAGAATCAGCTAC\nACCATTTACCTCTACAGTTAAGTATTGCCTCCATCTTCTAAGAGAGAAAGTAAGATGCAC\nACAAGAAAGCCGTCATGGTACAGCTATTTGTTTCCACTGAACTCAAACAGTGCCCCAGAG\nGGACACCAGAACTTGAGGGAGCTGAGGAAACTTTTGAAGCTCCCACGAGGCCTGCCCCTA\nGGTTACAGAAGAGTAACACTTGGCTTGGGGACAGCAGGCAATGTGGTAGGGTTGCCTGTA\nAGTGCACAGGGAGTTCCAGGAGGCAGATGCTGGAGAGCAGATGTCATCTCTGCTGGTGAG\nGGTTTTCCCACGATGCAGCTGCCCTGAGTTGCCTATGTTCCTATAGGTTATCTCCCAAAT\nCCTGCTTCTACACCTCACTAATTTCAAGATCTTCTAGAAATTACTTCATCTCTGCACTTG\nAGTGTCTCTCTTATCAAGCTGGGGCAGATGACAGGACCTACCTCAGAGCTGGTGGTCACT\nGGCCAGCAAGCACACGTGCTGCTGCACAGGACATACTTCAGTATGTGTCTGCCTCACATG\nTAGATAAACACTGGGAGGGAACTAGTCAGGTTCTTATTTGTGTGAGTGTGTGTGAGTGTG\nTGTGTGTGTGTGTGTGTGAAGAAACAGAATATACACATACACATGAGTTCACCAGATCAT\nTAAACATTAACAAAAGTTCTAAAACATAAATATTTTCCTACACCATTATTCCCTAAGTTT\nTAAATCTGAAATTTTTCCTAAAAGAAATAGGGGAGAGATGAAGCCTTACCTTGTTGATAT\nCATCTGCTGTGAATCCAGTCTGGCGCAAGAGCTCCCGGATTGCTTCTGTACATTTGTTAA\nAAAGCGGAGAACAGAGCAGCTCAAATCTTGCTCTGCAGGCAGGCATGAACACGGGATGGA\nGAAGAGGGCAGAGCAAACACTGAGTGCAGTCTGGCTTCTTGGACGACTAACTGATCCCTC\nAAGAACTGGTTTGCATGTTATCAGACACTTTATATGCAACTCTACAGCATGCCCGACAGT\nAAATCCACTAGCATGACTGATGGGCCGCTCCGCTCTCGTGTGCAAGCTTTCACAGGCATT\nCCCAGTTACAAGCCTTTACACCTGAGATCCCGTCACAGCAACATGGAGCCTGCACTAAGA\nAGGCTGCATACTGACATGGAGCATTGACACACATCTATCCACGAAAGCTGGACTGGCTCA\nTTTCACTCAGTCTTTTTAAAGTTACAAGAAAAACTCAGAAATCCCCATTAAACTCATAGC\nAAGTTCTGCAACTGCCAAGAGTGCCGGTTGGCTTCTCATATGCTCGTGTACTATTTACTG\nTTTGTTTGTCCGAGTCCACATGGTGCGTACACACACAGAGGTAGATAAGCACCTTTACCC\nGCTGAGACACCTTGCTGACCCTCACTTGATTTCTTAAATGCAAGTGAGAGTGATTTTAAA\nTTTTCTTACCTACAAATACTAAATACTTTTTTTTTTTTTTTTGGTTTTTCAAGACAGGGT\nTTCTCTGTATAGTCTTGGCTGTCCTGGAACTCACTTTGTAGACCAGGCTGGCCTTGAACT\nCAGAAATCCGCCTGTCTCTGCCTCCCAAGTGCTGGGATTAAAGGCGTGCGCCACCACTGC\nCCGGCTACTAAATACTTTATGGTTGAAAATGTTGATAAATTCCTTTTACACAGATATGAA\nTAAGCAAACACCCAGTGTGTGAACAGACCCAGCACTAAGGCATCCTAGAAATAGAAACAA\nCATGAAGCTTCTCAACCTTTGAAGAGACTTCCATGCACTTCCATACATCTCCTGTCCTTT\nGGGCTACACTAAAGAGCTAGCCACTAGCCACAGAGGCTCCTTGGGAAGTATCTGTAATGT\nTTTCCTTCATCCAACATGACTTTAATTTAAGCATCATGGAGCAGGATTTTCAGAATAGCC\nAAGGGAAGGAAAGAGGCTGTTTTATGAAAAAAGATCAAGGAGAAGGTGCCCAAAACCAGG\nCAAGAGAATCTATGAGAGCAGGTGACTGACTATGCTTCAAAGTGCTGTGTTGTCAGATTT\nGGGGAAATTGCAACAGGCTAACGAGTTGTTGCTAGTAAATGTTCAACGGGAGAGGCGGGG\nAAACAACTAATTATTGGCCCTTGGGTTTAGGGGTAAAGATACAATCACTTGTAAGCCCTG\nTCGGGTCATTTAAAAGACAAGACTATTAAATACAATTTTATTTTAAGTCTGTTTGTTAAA\nTGTCATAAAGATTGTTAAAACATAAAATATTGGTTAGAGACATAGCTCAGTTGGTTGAGG\nGCTTGGTTAGCACGTATGCAGTCCTGGGTTCTCCTACTGCACAAAGTGGCACTGTGGCGC\nATGCCTGCAGTCCCAGGACTGGGGAAGTAAATACAGAAGGCCATCCTCCACTACTGTGAG\nTTTAAGGCTAGCCTGGGCTACATGAGACCCTGTCTCAAAATGCAAAACAAAGGGTTGAAG\nAGATGGCTCAGTGGGCAAGTGCACTTGCCTGGTTAGGGTGAGTCCCCAGCACCCATATAA\nCAAACTGGGCACGGCGGCATGTGCCTGCAGTGCCAGCACTGGGAAGGTAAGGGGGGACCG\nCTGATAGCTTTGACTCCCTGGCCAGCCAGCCTAGCCAGACCAGCAAGCGCAGACAGCTAT\nCAATCTTGAGTGAAGAGTAAAAACTACATAGTAAGAACTTTGGAATCAAACTGCAGCAGC\nTATTGAGTCTTAAAAAATGAGCTCCAAATCTGAAGACAGGGACGTTCCCTCACCACAGAC\nAACCAAGGAAAGAAAGGAAAGCTGTTCACTGGAGAACCACCGCGGAGCAGCTAAACTTCT\nGGGGATCAGTTTTACCTGGACACATTGCAATCAAAGTCTTGACCTTCATACAAGGAATCT\nACAAAGCAGTTGGCACTTCCCAAGGTTGACAGAGAATGCTTGGCCACTTCAGCGCTGTTC\nATCAATTTCATCATGGCTCGGGCATTTCCTCTCACATCATGTTTGAACAACCTAAAAACA\nGAACATTTTAAGTTTAAAGGTCCTAGGGCATTTACAATGTAATGTCACCAAATTCTAAAC\nACCATTATGGCAATAATAATCAAGAAGTAGCAACATGGCTTCAATGCTGTTAAACTTTTC\nTACCCATATTGCCTGGGTCCTTCCAGGGAAAAAGTGTTTTTACACTACTTTGAATGGCTT\nTTCTAAGTAACCATGAGACCCTGGTCTTTGGTCTGAGAGTCTATAGCAGACAAGCCAATC\nAGACCAGAGATGATGGGTCACCACACACACTGTGTGCAGTGGGAGCTCGGTGCTAACACT\nGCTGAGCTCGTGGTGGTTCCTCACACCCCCAAAAATGTGTAAAATTAAAGTCTCTCATCT\nGCAGTGTGGGTTACTTTAAGTAATGACCAACTGTTTTGTTAAGCAATACCTTTATAATAA\nAAAGCAGCACATTTTTATTCCACGTGGGAAATCACCCTTTAAAAATTAAAAATCAAGCTG\nTCCTCAACTTGAGTGTCCCCGAGTGTCCTCTGCCGTGCCTTGCAGGTACTGAGGCTACAA\nATGTCACCGCCATGCCTGGCTTAAAAGGCGCACCGCTGGCACAGCCTCTACTTCTGAGGA\nCACTATAATTTACAGATGAAGACACCTGGCTTCCACAAGAGAAACACATCTTCCTGTGTC\nTCAGAACAGCTCAATACACTGGGACTAAAGAGAAGGCTCAGCTGTTAAAAGTGTCAGAAC\nTGAGTTCAGTTCCTCTATGTCTTAGTCAGGGTTTCTATTCCTGTACAAACATCATGACCA\nAGAAGCAAGTTGGGGAGGAAAGGGTTTATTCAGCTTACACTTCCATACTGCTGTTCATCA\nCCAAAGGAAGTCAGGACTGGAACTCAAGCAGGTCAGGAAGTAGGAGCTGATGCAGAGGCC\nATGGAGGGATGTTCTTTACTGGCTTGCTTCCCCTGGCTTGCTCAGCCTGCTCTCTTATAG\nAACCCAAAGACTATCAGCCCAGAGATGGCACCACCCACAAGGGGCCCTTCCCCCTTGATC\nACTAATTGAGAAAATGCCCCACAGTTGGATCTCATGGAGGCATTTCCTCAACTGAAGCTC\nCTTTCTCTGTGATAACTCCAGCTTGTGTCAAGTTGACACAAAACCAGCCAGTACACTCTA\nTAAGAGGCTGAGCTACCTCCCCAGCCACAGAAATCTTAAACAAAGAAAAGGAAAAGAAAA\nAAAATAAATAAAAGGACAAGTTTAAATTGTCAAAATAAACCAAGGAAGAAACCCTTGAAG\nTGAAATCTTGATCAAACTGGACTGGATACTCACCTCTGGAACTCCGAAGCCAGGTACTGT\nGCTAAGGTGTCTGTGAAATGTGCGCCCCCTATGTTGTCACTGGTGTTTGTGGAAAGGACC\nCGATACATCCCACTGTTAACTTCCATGACACTGAGCGATAAGGACGTTCCTCCAAGCTTA\nAACACCAAAACATTGCTTCAAGAGAGAAAAAAATGGGTAAAGCATCTGAGAATCACATCA\nTCTTAAAGCCAGACTGTACTTTTGAAGCCATTCGTTTGAATTGTTTATGAGGGCTGGAGA\nGGTGGCTCAGCAGGTAAGAGCACTGGCTGCTTTTCCAGAGGACCAGGGTTCAATTCCCAG\nCAACCGCAGTGTGGCTCACAACTATCTGTAATGGGATCAGATGCTATCTTCAGGCATGCA\nGGTGTACATGCAGAAAAAGTGCTCATATACATGAAAAAATAAATTAAATGATAATGAAGA\nAAGTCTACAGCCCAGATGAGTCATCGGCTTGTCTCCAGTCACCCGTGCTGGACCAAGCCT\nTGAACTTACAATCTTCTGAAACTAAATGAAAGCTCCTTTCAGTCAGTTAACTGGAGAATC\nTATTTTTCTGAGTGACTAGGTTTGAAAACACTAAGTTTTCAAAGTAAATCAAACAAGGAT\nTTCATGATTATTATAAATCTGAAAGGAATTAAATACAGCTATCCTGTAAATATTTTATAA\nGTTAATACAACATAGCTTATGGATCCAACCCAGGACAGTAGAAACCAGCTCCCCCATCAT\nGTATTTAAATATATATCAGGACTCATAATTTCTAATATTTTTACATTAATCTGTTTACCT\nCAAAATAATTTCCTAGTGATTTATACACATTAGTTTCTTTGACCATGAGATATTTGGACA\nGGGTCTAACTATTTGGAAAGGTTAACACTGTATCTAAATGAATTTCTCTAACGTGTGGTC\nATCAACTCTGTTAACGTAACACCAGCTGTCTCTAAACAACATGTCTAAACACTGGGAGTG\nAAATCAATGGTGGGAGTACTCCACAATTAGCCAATCTCCACAACGAAATGAGATGACAGG\nAGACACTCAGCCTCTCCTTCCCTGCTTTCCCATCTCCGCTGCTCAGCATGACGGGAGGCG\nAGAATTTCCTGTGTGAAGGTTGGCACCACGTGGCTGGGCTGCCAGAGTCCTACTGAAAGC\nCGGAGATCTGGGGTTTACCTCTTCCCGGTAGGGTGGTCTTGTCCAATCCCATAAGCAAGG\nAGAGCTGCAGACGGCTCATGGATCAGCCGCAGCACGTTAAATCCAGCAGCTCCAGCCGCC\nTCCCTGCAAACAATTTGCTCTCAGTGAATTGTGGGTCACAACATACCCAGCCCTGCACTT\nGTAGCTGTGCTGAAGGGCTCATGCTCTGGCAAACGATCCTCCAGAAGACACAGCTCGGGA\nAAGCAGAACCCGTGGAAAGGAAGTGACTAGAACCGACTTCCTGTCTAAAAATGCACTGTT\nCAGAGCCAGTGTTTTCTATAAAATGGTTTGCATTTATATTGAGTAAGAAAAAAACCCCAA\nCAACCTGTTAGAGCTATGGGTGGTTTAGTCAGTAAATAGGCCTTCTACCCAAGCCTGAGG\nGTCTAGCTTTGAATCTCCAGCACCCACATAAAACAAAGGTGTGGGGGTGCGTGCCTGTAA\nCTTCAGTGCTGGGGCCGGGTGTGTCACACGCACATATGCATTTGCATGATCAAGTCAGGT\nGGCAGGGCAGGATCCTTGATAACCAGACAGCCCAGGAAAGTGGTAAGCGCCAGGATCAGT\nGAGAGAGCCTTTCTCACGAGATAAATAAGGTAGAGTGACAGAGGATACCTGTCGGGCCCT\nCTGGCCTCCCAAGTCCCAGCAGATGCATATGCAACACACATGTGCAGATACACACAAACA\nGAAAGAAATGCAAAACATAGCTCTCCAAAGGATCTTTTTTTTTTTTAAGGTTCACTTCTT\nCTGGGCAGTCTCTAGGCCCTGAAAGTCTAGGAGCAGTACCTGGCCTCCATGTTGCTCAGA\nACATTCTCCTGACTCAATGAGCACACTGTCAGGATTAGAGTTAGCTCTGGGAGGTCAGAG\nCCACACCCATGCACCCCTGTGCACTGTACCTGAATACACTGGACCTTATGAGGTAAAAAA\nCATCAGTAATTTTTGACTGAATAAAGAAATCGAATATACGCCCATGATTATAAAGTTTAG\nGAAGTAATAAAATGTCTGGAACATTATGGAAATGTTCAATTTCTTTCCTTTGGGCACACA\nGCAGTTTTCTGCTTACCAAAGCACAGGTAGAACTGTACAGAGTAGAGTAAGGACCCGCAA\nGCTAAGAATCGCATCGCATGACACCTGTGAGGGCAGAATCTATGTTCTTTGGTTTCGATG\nTTAAACTGAAATAATAGTCTAGTTTCAGAAATCCTTTCCCAAAGTCTGTCATTTAGACAA\nAAGCCAGCATCCGCTCAGGGACTTAGGAAAATAACTTCTACCCAATAAAAAGAAGTGGCT\nCCTTATCTCGGGCTCTTCCATTGACATAGCCCGTAATAGCACATCAAGGTCTACGCTGGC\nTTCTAGGCTCTGTCACACACTTCAAAGCTGGCTCATGGGGTCCCTTCCTCTCAGGCACAC\nGTTTCCCTTAAAGCCTTGGGAATCCCCTCCTTCCCTCTGCTTTTCCCAGGGACAACCTCA\nATGGTTCCGAATAAACTTCCCTCTTACCTATGAAGCTGCTATTTTGGTTTCTTTACAGCA\nCCCATTTCATTCAATAATTATTTTTTTTTTTAAAAAACAACATTCTTATGTATTTCCCAT\nATAAGCCTCAACGACATGAGACAGGCAAAATGATGCCTGAACAACAGTTTAATAACCTGG\nTAGTAAAACAGCTCCCATCATAACAGCAAGAGGGCACACAACATCAATGACATTACCATG\nAGATACTTACAATACCATGAAATAATGTGCTGCCTAAGCTATGTCCAAAGATAGCGTCAT\nATTCTATTACTGAGTGTAATCTGTATTTTAACTAACCATGTTAAGACAGTTACACTTACC\nCCAGAGCAGACTTCTGCTTTTCTCCAAAGTCAAATGGGACAGTGACAACCACGTCATTTG\nCATCTGAGCCCAGGACAGAATGCGCTGTTTCTGTACATTCAAGAGCAAACACAAATACAT\nGTATCGTGATGACACATGCTAAGCAATAAAGCTCTTCCTAGCTTCCTAAGCCTGAGATTT\nTCTCACCAGAGGTCCAGGTTCTGCCGCCCCTCCACTCCCTCCTGTGGCCCTTGGGTTATT\nCAGTGATTCCTGTGGGTCTCATGATGGATGATGGACACGGGCCAGGTACTGTCCAAGAGC\nTTGGCTCTTCAGCTTTGGGCTATCAAAAATCTACATGAGACTGGGTCCAGAGAACTAGTT\nCCAAATTCATTTATGAGACGAGACCCTTTGTAAGGACTACCTTGCCTCTCAAGATTCCTC\nGGGAGGCAGAGGCAGGCAGAGTTCTGAGTTCAAGGCCAGCCTGGTCTACAGAGTGAGTTC\nCAGGACAGCCACGGCTACACAGAGAAACCCTGTCTCAAAACAAAAACAAAAACAAAAAAA\nAAAGTGTTTCTCTGAGTAGCCCTGGCTGTCCTAGAACTTACGGTATAGACCAGGCTGGTC\nTCGAACTCCCACATGAGCCACCACCTGGGAATTAGGACTCTTAACTGGCAGACTCTAGGT\nAAATATCCCCAAGTTTAAAACAAAACTGAGGGGGGCTGGTAAGATAGCTTAGTGGTTAAG\nAGCACTGACTGCTCTTCCAAAGATCCTGAGTTCAAATCCCAGCAACCACATGGTGGCTCA\nCAACCATCTGTAATGAGATCTGATACTCTCTTCTGGAGTGTCTGAAGACAGCTACAGTGT\nACTTACATATAATAAATAAATAAATAAATAAATAAATAAATAAATAAAATTAAAAAACAA\nACAAACAAACAAACAAAAAAAACCCTGAAATTGTATATAGCCCTGATCCCAGGCATTTCA\nGGCATGACCTGTCCTTACAGGGAAGGTTAAGGTCAGACCCAAGCAAAGTCTAACTGCTAA\nCTCGTGGAATCGCTCATTGTTTCTCCTCAAATCTTTGTGTGTGTGTGTATGTGTGTGTGT\nGTGTAACTCAAGTAGGCCAAAATGGGCAGCCAGCAGGCCCCAAGCATACATCTGTCTCCA\nGCTCCTCAGCACTGGGAACTGCTGTCCCCACTCTTTTAAGGGATCATTTAAAGTTATCAG\nTCAGGTGTTGGAGAGGTGGCTCAGTGGTTAAGGACATGCACTGGTTTCCCAGAGGACCTG\nAGTTCAATTCCCAGCACCCACCTCAAGCAGCTCACAACTGCTTCTAATTCCAGTTTCAGG\nGGATGTTTCTAACCTCAGGCAATGCACAGATACAGACACATACACAGGTACATGTAAATA\nAATAATAAATATTTTTAAGAAATTGCAAAACAAAATAAAGTAAGTTATTAACTTCTGTGC\nAGTACCTTTCATTTTACTGAATATCAGTCTGGCAACATCTTCTGGATTAACAAGTTTTGT\nTTCTTCTCCTGTATCTATTTCATACCGCAACTTCCCATTTTTCTCAATGACCTAAAAAAA\nTTATAATTATACCAAATATAGAATAATTTAAATAAAACTTTAGATGAGTCTCAGTTTAAC\nACTCTATGTCATGACTGTTAGTAATTAATCTTTGAATAAGGGGGAGAGAGTAAAGGAACC\nATACTTACTAAGCATTTACTTTCTGAGATGTATTTCTGAGCTTGTGGATCTGCAGAGCTG\nTTCATGGGGAAATATAAAGATATCTCAGCATTAAAAAATTAATATTGTAGACACATAAGG\nTGAAGTCTGTACTTTTCACCCCACTGGACAGATAAAGAATATGCCAACAAAATTATTAAG\nCTGCTCAATAACTCAGAAGCTTGAATTCAATGGAGGGTTTACAACAGCTGTAATTCTTAC\nTCATCATATTTGAAAGTATTAATTTTCTTGTTCAGACCTTGAATTTGAACACAGTCAATG\nATTCTTTTTTTTTTTTTTTTTTTTTTTTTCTTTGAGACAGGGTTTCTCTGTGTAGCCCTG\nGCTGTCCTGGAACTCACTCTGTAGACCAGGCTGGCTTCAAACTCAGAAATCCACCTGCCT\nCTGCCTCCCAAGTGCTGGGATTAAAGGCGTGCGGCACCACGCCCGGCACAGTCAATGATC\nTTATACCCTCCATTTTCATACCTACAATCCTGAAGACCCAACCAACTGAGATACAAAGGA\nATTTTGTAACACTAAACTCACATTTGTTGCTTGGTTTTTAAAATTAATGCCCAACACCAA\nATTGAGCAAAAGTATGAGCACTGTATATAGAAAGCTGTACTCTAGGTATACATACACTAA\nGAATTATAGACTAATGCCTCAAATAAAATACCAAATAACTAAAGGTATGAAATAAAAAAA\nATGGGCATATTACTAAGATGTTAATACCAATGGATGCAACTGTCACTATTTTCCAACTTA\nCCACCCATCTAGACCTTATAATACCGAGTGGGACTGCATTACTAGGCGTGCATCATTTTA\nGACACAGGTACAGAGGGGCTTACACTGGGGTGTGCCAGGAGTCACTTACAGGCTAACAGG\nGACAAAGCCAGGACTGGACCCCAGCTATACCTCAGCAGCCTTCTGCTAACATGGTAAATG\nACCACTCTAATTCTGTTCCCCAAAGAACTCTGATCCTTGGCTTAATTTCACAGTGACTAA\nAATGCAAGTCAGCACCTTTCTAGTAGACTCCCAAGGAGCTGTGGCCTTTCTCTACAGAGT\nCCTAAAAATTTAATAGGAGCTGAAAATTAATAGTGGACAACAGAGGGCCAGGAGTCATTT\nGAGAACCTTGACCTCTGCCATCTAAGAATAGGCTCATTTGGTTTAGAACTCTGGAATCAC\nATGCAGGTTCATCTTACCTTTCTTAGATCACCAAAAAATTAATTTGAGAACAAATTAGTA\nGAGGCCAGAGGTAGGAAGCTTGCCCCAAGCGTCAAAGCTAATTAATGGTGTAATTGGCCA\nACAACCAGACCTACAGTGTAGGGTTTAGGAAATGTTTTTTTTCATGAAATTTCTTGGCCT\nTCATTTTTTCCAAACTATATGGATCTCATCCTAGATATTATAAGGGAGGGTAGAAAAAAA\nAAAAAAGACAAAACATCTCCAGCGTAGGAATTTGTACCATTGCCCTAAGTTCCACATAAT\nTCTCATGTGTTCAGAACAGAATTTAACTGGCCAGGAATATCTACTGACTGTAGAGAGTGT\nAAGTTATTAACTGATAACATAGGGTTATTTTCAAGAAAGGTATTTTCTGGAATTGATTGA\nATTTTAGAAATTCATTTCTTAGCTGTCATGCAGAGAGGGCTTCTTCATCTGGGTATAGGA\nTGCACACATAGGCACAGGAGGGATAACATACATAACTAGCACAGGTAGACACAGAGGAAG\nCAGGACGGAAGTGACAAAGGGTCAGTTACCATGAGAAAGAAGTAGACAAACCCACAACTC\nCACACCAGTCAAAACTTTTATTTGTCTACAGCAGGATTAAGTTACATGACAAAGATGGGC\nAACTGGTCTGCACAGCACCTGGTTCACACCATGCCCTGCAGGAGGAGTCTAGTCTCCCAT\nTGCACCACAAGTTCTTACCAGCAACCCAGCAATGCATGCCCACCTTATCCTCAAGTATCT\nCTTACAGTGGCCCTGGGTTTGGCAACACCCGTGCTCACGTGCTGTGGGTTCTCCTTCCCC\nACTCCTGGTAAACCCCAGTGTCTACAAATCTAACTGAACATTCGTTCATCTGTGCACTGA\nTCCTCACAACACCCCTGTGAAGTAGGTAGGACGGGCGATCGTTAGTTCCCATTTTAAGGA\nAGAACCTGAGTTACAGAATGGTGAAAGGGAGGAGGTAACTTGATGGAGGAGGTACTGGGT\nTAGGGCTAAAGTTCAGGCAGGACTCCAGCCTGCCTTCCTGCACATGGCCTGCACCGTGCA\nCTGTCTCCTCTACCACTTTGCATGTTTTCCTAATAACTCTTCAGGACCTTGAGATTTATT\nTCCTTATTTTGTTTACTCTGCCTATCAGGGTTTTCAAGATACCTCAACTTTAACTCCATC\nTCTGCTCCAGCCTGTCTCTCACGTCAGGTAGAGGCCCAACCACACACTGCCACCGTTAGA\nTCCTTACTAGGTAGTTAAATACTTTTCTGTTGTTTCCAGAATACTATGGTCTACATTAGC\nTTTATTTGGTTACAACAGATATGTACTTTCTACATCATGGCCTCAAACAAAAGACAACAC\nACACTTATATATCCACTTCAAGGAAAGAAAGGCATCAGTGGGTGTCCATCCAGTACAAGG\nCTTAGAGCTCTCACCAGCACAGTGATAAATGTCCACACTACAGAGGGTGCCTTTAAATAC\nAGCCATAAACAGTATTTCAAACGTACATTAACAGCCACTGCCTGAAAATACTATAAATAG\nCTCACCTCATTTTTACCTTTACCATATTATTTAAAATTCTAGAACTGAAAGATACTATAA\nAAATGTAGTAGAAATTCCTCAACTTGGAGATAAAAGAAATCGAGGCACAAAAAGGGTAAG\nTGTTGCCCCCAATGCCAACAGCTGTGGCGGGGACGGGGCTGGAGTTGGGTGGTCTAGCCA\nGATTCCAGCGAAGTCCACAACACACTGCTCAGGCAGTCAGCGCTCACTCTACAGCTTGCC\nCTTTGCCACCTACTCCTGGTTCCATGAGGTCCCACCATTTTTTTGTTTTTGTCCTTTTCT\nTTACTAATTCAAATGTCCAGCTTCCACTAAGCCCCTGACTACAATGTGACACTCCCCCGC\nCCTACTCCAAAATCCCAAAGCTCTCCCAACACCTGTTCATTTTCTCCCCGGCTTCTGAGT\nGGCATTTAAATCCCCAGAGTCTTACCTGTGATTCTAGAGTTCTACAAGACCCACTAAGAA\nCCAGTTCACTGAAGGCCAACAACCTCACAGGGCTGTGGTTTACTGTCACCAACTCCTCTC\nCAGGACGTGTGCCTGGGTCAGGGGAGTGTACTTGCTCGGGGCGTGAGCTTGAAGAGAACC\nATCTCTGGGCAGAGGTCTTTACCACTTCTAGCATTCTCCAGGCTCAAGAGCAAAGGGAGC\nTGCTCTCTATCATCACAGGCACTAACCCTACCAACTCTTGTTTACATCACTTGGAAAAAA\nGTTCCTCTGGATCTAGGCTTGCCCTCAATTACATGGTAGGGCCCAAACAAAACACCCACT\nAACAGAAACAAAGTCAATCAGCCACAAGTAGATTGGAAATGGATTGATGCAAATGCATTA\nATCCAAATTATTTCCATGTTCAAATGCCAACCACAATGTAAACACACAATTTATGCATTT\nAAAGAGCCTCAGATAATACTAAATGCAAAGAATTTACTTACATTTTCTACTTCATAAAAG\nTCACTATTTTACCTCATCAAAATCTATCAATATGAGATATTTACCTCCCACAGTGCTCAA\nATAGCTCATCTCTATAGAGACCAGGAACTAGTAAAATGAAAGAGAGAAACCTGGTTGGAC\nCAAGGGGTGTTTGCTAGTAGGTAGGTCAGGGATACAGCAGTGAAAATGTAAGAGACAAAG\nACACAAATGCAATTGTGCCTAGACTAGGGAGCCACAGAGAGATGTAAGAAGTTGAGACCT\nCTATCTAAGAGGCCAACAAATTAAACAGATAAAGACTCAAGCAATGAGGTCACAGGACAC\nTGCTATACCTGTGTATGTTGTAAACGAATGTGCTTACCCCAGCTCCCCTTAGCCAAGGGC\nAAATGCATTAATAACTTACATTATACAGTGCTTTCAAACTTTCAAACCTTTTCACATCTA\nTAAACTACTTGATCCTCACAACAACCCTGTGAGGTAGGCAGGGCAGGAATGACTACTGAT\nCTGCCTTGACAGATGAGATCGTGGTAGAGGTAAAGAAAATTGCTCCACACTGTGAGGAAG\nCTAGAACAAACTAGCTCTTGGATTTGATTCCTTCTGGTTTCTACCAGGCCACTCTTCATT\nCCTCAAGGGCCTTTCCATTAGTGGAGAATCTTAGGAAAAAGAACTCACTACTCTTCTGCG\nTATTAACAGTTCATCTGTTCCTTTGTCTGAAGACACAGAAAGGAGCCAGGGTTCCAGAAG\nGTGGTTGTTAGAAACAGACTTGTACCAGTTTGGGAAAGGTGTCCATTCAATCAGTTCCTA\nGCTTTTGGTATTTGAAATCAACCTCTGAAGCAACTTCTCAAGCCCTTGCTGGAAAGCCCC\nAGTTGCTTCTTCCACTGCTGTGGCCAAGCGTCTGACTGCGATGACAGCATCCCTGCGCAG\nCTCATTGGCAGTGTCTTGCTGGGCACTGGCCTCCTCACCAATAGCAATCAACCTGTCCAG\nCTTCTCTTCCTCTCTCTTGGAGAGTTCTCGCGCCAACCTCCTGTTTTCTGCCAACTCAGA\nTGAAATGGTTCTGGCCACTGAGCGCCTTCTTCGCCTGGCCCACCTTGGAGAGGGCTCCCT\nGGTCAGAGGTCTATCCCCACCAGAGAGAAAAGCAACTCTTGAGGAAGAGCCTGGAGGCTG\nTGGTGTGGAGGCTGCCCCAGGAGGGTTGCGGCTGGTGCTGGTGCAGGGACTTGACTCCCT\nCGACACACCCAGTCTGGTCATGGGGTTGCTCTGACAGGGGGCAACTGCACCTCTGAAAAG\nGTGGTGGGAGCTGCTGTAGCTGGGGGTCCCTTGAGAGCACCCTGAAAAACAAAGCCACAG\nCGTTGCAGAGAGGACATTCCGCTAAGGGAATGCCTGCAGCCAGCAGCAGAGCTGAGACAC\nAAAAATATGTAATTCTTGGGAAGGCCTCTTTCCACAAGGGGATAAAAGGGAAATGATTCT\nATAATGTGGACATTTTGGCTTCTTTAACCAGTTATAAAAATGGCAGTATATTCCCCAAGA\nCGCTTTTCATGTGGCTGTCCTACTCACAACCCCTCCCCCCATATATTCCTAAGTACCCAT\nTCCAAATAATGCCCAAAGCCAGACAAGTCACTCAGGGTTGTAGCATCTGCCTAGCATGCA\nCAAATAATGCCCAAACTAGGATGCTTTGAAAGACCATGTCTTTACGTGTGAAGAGTTTGA\nCTATATACCAGGGTCATAGGTAAGAAATTGGAGTACTGTATTTAGAGAGGGGGCTCAATG\nAGACAGAAATGAGAGTTATGCTCAAGAGAGCGCTATCCAATCTTTTAACACTATCTAGGA\nCCAAGTGACTCTAAGACCCAGTCCCTCTCATGCTTGGGAGTTACCTGCACCCAAGGAGTC\nATCCCAGGAGCCCTCAAGGTCACTGGCTTCTTGTGTCTGGTCACTGATTCTTAGGTGACA\nATCCTCATTTGATTCCTTAACTGTTTGCAAAATACGATGATGACAAGCTGTCTGTGTCCT\nTTTCATTTCCCGAATGCTGGTGCCCTCTTGCCCTGGCTTGTCAGAGGCTACCAAATTCTG\nATAACAGTGCTTGGCCCAAGCAGCAGCCTCCGTTAAGTTGTCTGGGTCAGTCACTATCTG\nGTTTCGAAGAAGATGATCCAACGTATCATAAAATGGGCAGTGCGGTGGGTCCCCCATACT\nTGTGGCATGGGCAACGTAGGCCTTTAAATACAATGCCTTCAGAACTTTAAACTTGGAGCG\nGCACTGGCGTTCGGTGCGGCAGAAGCCCTCCTGCTGCATTCGCCTAGACACCGCCTGATA\nGATATCTGCATTGTGATGCCTAGTCTGGAGGCGCTGGATGTACTCTGCCTCACCTAGGAT\nGGAGAGAAGAGTTCGTGTCTCCTGTCTGGACCACCGGATGCCCGCACTGCTATTAGTGGT\nTGCCATGGTGGGCAGGGAAGGAAGGCTACTGAAGCAAGCTCCCAGGCAGCAGGGCACAGT\nTTTCGAGGCGTGGGGAAGCTCTGGGTGTTCTCAGCATGTTTCCAGGAGCCTGCTGGTTCT\nTTCCTCCCAGGGCACTCTGCTGAGAAGGCAGGTCTGAGGACCACACTTCTGGCTGGAAGG\nCCACAGGGGAACGAGAGTTACAGGGCAGGTGTGAGGATCATCCTGGCAGCAAGAGAAGCC\nGTGCTACCTGTGTGCAGATTCCGCAGCATATGGTCAAGACTTTGGGAGTTCATCCGCCCA\nTAGGAAGTGATGGACTGTGGGTTTAATGGCTTGATAACAAAAGGACTCGCTCTTCTACAA\nGGGCTAAGCGCATCCATGGCTGAGACCCAAGATAACCATGGCTGGTTAGGTCAAGAAGGA\nAACAACCCGACCATGAGGCAGCTAACTCAAGAGAAGTCTTAGCAGAGCCATGGCCTTGGG\nTCTGTCTGAATGGCACTGGCCTTTTACTGGCTGCATCCATTTAGTGTGGTGTGCCTGTGT\nGTTACCCATTGGACTCACTGCTGCATTCTTACTAAAAGGATTTAACCTTCAAGGCCAGAA\nAAGCAAGCTTAAGCTGGTCTGCTGATACAAAGTACATAATCTGAAAAGTGACAGTTCTGG\nAGGCATAAAGGAAACAAATCCAAACACTACTGGCTTCGAGAGGATCCTACAGAAAGGCTC\nTCTGTCTTGACTGAATCAACATTAGTGTTCTGGTTGCGATGCTCAACTATAGTCTTGTAG\nGACAATATCACTGACAGAAACGGTGAATCTAATAATATACTGGTCACCTTCATTCTCTCA\nCAGGAAACGAAAATTATCTCCAAAGGGGGAAGGTTACTTAACAATTCCTGGCTCCTCAAT\nGACTCTGGCTTTGAGATCTTTCATATACCCCCACTTACAATTCAAAAACATTTTATGCCA\nATTTTTTGTTTTGTTTTGTTTTTTTTAAGACAGGGTTTCTCTGTGTAGCCCTGGCTGTCC\nTGGAACTCACTCTGTAGACCAGGCTGGCCTCGAACTCAGAAATCCACCTGCCTCTGCCTC\nCCGAGTGCTGGGATTAAAGGCGCGCACCACCACGCCTGGCTGCCAATTTATTTTTAATAT\nGCTTACCAGTACATTTTAATACGCTTAATAACACCTACCAACATTAATGAATATAGGATT\nATAATCACACAAAAACATCTGAATTCATTCTTTAATAGAGTGATATCAAGTTTAGTGTAA\nGCAGTCAAGAGCTCATGAAATAAACATGCCTATGTAAATGAAATATTCAATCTAATTAAC\nAATCCCCAAGTTTTAAATTCAATACAAAGAAATGCCTAATATTTACATCCTACTTAAATG\nAAGAAGAAAAGGCAGAGGGAGCTAAGGATTAGAAGTCCCCACCTGCAGGCTTATCTAATT\nCACCACTGTAATTTGGGAAAGTCACAAATTCCGGGTGCCTTGACCTCCTGATACCTGGCC\nAACCAGTTTTTATGGGGATGGAGAGGATTCAATAGCATCATAGATGTGAAAACACTCAAA\nCATCGCCAAGCACCACACTCCAGAGGAAATGAAAGGGCCCTACTTATTAGGATAATCTAT\nGATTCGAACAGACGGAAGTCTGGGGAAGCAAGCCTCTGGAATCTTCTAATTAAAGTCATA\nACAGATAACTGACCTGCTTCTTAAGATATTAATTAAACTGTTTCTCCAGCGATTACATTT\nGTGAGTCAACTGGAAAAGTTAGTTCCCAGAAAGTGTCACAAAGGGCCAAGGAGGAAAATC\nAATAGTAGCTGAAGAAATTATGACCAGTGATAAGAGATTTTACAAAACTCAACCACCATG\nCAGAGAAATCATCCAATTCCAACAAAATAATTCTAGTTCACTCAGTTCAAGGAGATACAA\nGAATGCAAAAGGCCAAAGAACCACTTGTGACTGGCATAAATGACTAGAAGTGAGTGCTGG\nCATTCACTAATACTATGAGACCTGTCAGCAAGAAGCAAACTTCTGAACAACCCCCCTGGG\nGCTCTCCCTAAAGTAACCGCCATTAAACAGTCTGGAGTGTCTCTCGTTTCCTTAGCATTC\nTGCCCAGAATGTGCAAGCATGGTTTGAATGTTTGGCTACCATACCTTAAAGTACTTTATG\nCCATACCTTCTGCCAAGGATCTGTTTCACTTTCACTACTGTGCTTGAAACATGTCTTATT\nCTACTTTGTTTTGCTGCCAGTCCAACCACCTGAAAAAGAACTGCACATTAACAACAAGAC\nTCTGCATTATTTTCAAGAACCACCGATGAGAGTACTCGACCGTACCTGTTCACGTTCCGA\nGTAAGCAACAATGGCTGGTGTGACTCTATCCCCTGCATCATTTGCAACCACATCGGCCCG\nGCCATCCTAAGGAAAGATGTGAGAGGGTTAGTTCTCTCACACTGGAATGCACAATCTCAT\nTGAATATACCTGCAGATTGTAATGGAATTTTAGAAATGCCATTGTATCTGGCATTCACTC\nAGGTGCCTGAGTGACACCCATTCAGGCCTTAAAGTCATCTTCTGTAAATAATCAGTGATG\nGGACTTATGGGGTTGCTCTTCCTTTGGGAATTTCAAACTGAGGAATTGCATAACCTCAGT\nAGCAAGACATTCTTGGCAAACCAGGAATTTTTGCAATGGTTGATAATTGCTTAGGCAATG\nGGTCCTTCAGACAACGAGATCAGAGAAGACATTCTGGTATTCAGTAATTGACTTGCCAAA\nAGGCCTTTTTTTCGTAACAATCAATAAAAGCACAAGGCTACCCGAGTTCAGTCCTCAGAC\nTACTCCACCTTGCAAAACCTTACTAGGTTGGCAGTGTCTCTCTTTCTTAGATTGTCCCTC\nATAAACTGGTCTTTTAACTGCCACTATTTGTTTCTTATAGTTTAATAAAAGGCTTCTTCT\nAGCCCATGCATTTTCCCGTTTAGATCTGTGCAGTAAGCTGGATCAAATGTATACAACATT\nCTATACCTAGCAAGCATGATTACACGACTCTCCCACAAATACAGCTTTTCCACCTGCTTC\nCCTACAAACGAAGTAGCTACTCCCCTGGGACTTTCCTGATAAATCGAATGAGACTTAAAA\nCCGAAGATAGCATCGGTTAAATTCCTTAACATTGTTCCTTCTCCATCGATATTGAGGAGG\nAAAAAGCTATAGTTCCTTGTTAAGTTCTCAGTTCTAGAATCAAGTGTGTACAGCAAGAGT\nCAGTTCTTAACTAGGAACCCTTCTCTCGAGGGCAGTTACACAGTGCTCTGGTTGCTCAGA\nAATTCAAATACCTCCCACCTCCGGGAACCCCGAACCAGTGACGTCACCGTGACCTCTTAG\nGGACTCTGCGGTCAGTTGTCACTAGGACTTCTCTAGCATCCAGGGGGTCCTGACATCCAG\nGTTTGTTCTAGGCGTCTTTACAAGAACGATGTCCCCCGCCCCGAGGACTCCAGGCATCCT\nGGAGCCCTGACGTCTTTTGAACTCTTCTGGGCATCCTATGGCCCGGTCTCCTAAGTGCAC\nCCTGCATGCTTGAGGCCTTTTCGTCCCTAAAACTCCTCAAACAGCCAAGACGTCCAGGAT\nACCCTGGAGTATCCAAGATCCGGCTCTCTGTATCCACCCTCCACACAGCGTGCTTGGCCT\nTGGAGGGAGAGCCGAGAACCCGCAACATTGCCACTTGCTTGCACGCACGGTTCCCGGGCC\nGATGACCCGGAGCCCAGAAAACAGGGTGGCCGCCACGGAACCCGGAGACAGCTTCCCAGG\nCTCACCTTGTAGACAGCCACACAGGCTGATGTGCAGCCCAGGTGCACGCCGATCGCCGCC\nATAAGGCGGCGGAGACCACGGCAGCTCAACGAAGGACCCTTCAGCAGCTTCAGCTAGCTT\nCCTCGGAACAAGCCCATCAGGCACTGCGGAGACTTCACGTTCCCGCCCGCCTACTGCGTC\nCGGTCTGCTGCGCCGGCCTCCCAAGTCGCAGCCAATCAACATAAGGATGCCGCCTTTCAT\nCAGAACGGTTAGCCAATAGTTTTAGCGCATCACTCCGCGCTCCTTGGGAGCCCGGCGTAA\nACGCCGGTCTGCTCAAGCTCAAGCCGGAAAGGCCCGGAAGAGGGTCATTAGCTCCTCCCT\nCTCCTGAGCGCCGTTCATCAGAGCCAATGGGAACGCCTGGTGAGATTGCGTCACTTGTTT\nCCTGCCTCTTTCCGGCTTCACGAGGCAGCCCCCACTACAGTAAGGAAGGTGTGGGTAGTT\nCCGGGTCCCAGGCTCAGCATGCGGTGCATCAGTCCAACTGCTCTGGTGACCTTTTGCGCC\nGGGTTTTGTATCTCGAACCCTGTGCTGGCGCAGGGCCTGGAGGCCGGTGTGGGGCCGAGG\nGCTGACTGTGAAGGTGAGCGGTGTGTGACCTGCTTGCATGGCGGCGACACCGCGCTCAGC\nCTAGCAATTGCCTAAGCAGCTTCTCCCGGCCCAAGCTGTAAATAACATTTCACCCTTCTG\nCTTTTGCTGTCATTATTAAGGTGGCGCAGAAAAAGGAGTGAAATAGGATTCGTATTAGAT\nTTTGTGCAAATGGTCTCCGCTGCCAACTTGATTTTGTTGCTCCTAACCGAGGAGACTTGC\nTTCTCTGCTCAGAAGACATGTTTTGAGGTTCAAACTAATTGCCATTCCTAGGAGGTAAAT\nAAAACATGGCAATACGTTAGGGTTGCTGAAATCAAAGACAAGGGTACGGCTGACTAGGAC\nTTTATAGACAAGCTGCTTTACAAAGGAGCACATTAATTCCTAGAGAACGATAAAATAGAC\nGCCTGTTTTCTTCTGTGGACTTGGCGATCATACCTTCAATTCCACCATCCCACCTGGTTT\nTGAGGGTGTTATAGTACCTAGGTTTTGTAAAAACAAAACAAAACAAAAAAACAGTGTATT\nTTGTAGAGGACTGTTAACAAGAGCCAAGATGAACAGTTTTGATAGTCCCTTTGGGACCAC\nTGTAGCACTTCTTGTTTTATTGAAGTGATGTAAACATATATCTTCTCATCTTGAGAGCAG\nATGTACTGAACAGAAAATGGAGACAAGATTCATGTGGAATGGGCAGTTGAGTCTTATTGT\nAAGTAAATAGTATTAATAGTAGTTGGAGTCCAGCTTTCTATCAGCAATTATCAAACCTTC\nCTCTAGAAATTTAAAATAAGTTTAGATGTTATTTAAAATTTCTGTAGCTAAAGATACTGG\nTTTAACAGTTATAATTTCAGTTAAAGATCTCATCTTGGGCAAGCAGGATTTTATTATAGA\nACTTCAAACTATTTTGAAATCATTATAGATTGATGTATGAAACTACTTTAATAAACAAAA\nAAGGGCTGGAGAGATGGCTCAGTGGTTAAGAGCACTGACTGCTTTTCCAGAGGTCCTGAG\nTGCAATTCCCAGCAACTACATGGTGGCTCACAATCTGTAATGGGGTCTGATGCCCTCTTC\nTGGTGTGGCTGAGGACAGTGACAGTGTACTCACATATATAAAATAAATAAACCTTAAACA\nAAACAAAACAACAAAGAAAACCCTGAACCTTAAATAACAACAATGTAACACACACATTTG\nACATCACACCAATGCACACAAATGGGGACCCTTAAGTTACTAGCTCCATCATCTGTGCTG\nAGGTTATCAGAGACTAATCCAAGGACATCCAAGGGTTGAACTTGGGTTTCTCTGTGACTC\nCCGACAGTATTAGAATTTTTTCTTTCCTGAAGTCCCTGCCTTGATGACTTTGACATTGCC\nGCTGCTCTGTCTTTGCCTCCATCACGGCAAACATTTTCCAGATTTGTTCATGTGCTTCTC\nAACCTTTGGCTATGGCTGGCTTCTGTTTTTTGTTTCTTCCTTTCTTCCTCCCTCCCTCCC\nTCCCTCCCTCCCTCCCTCCCTCCCTCCCTCCCTTCCTTCCTTTTGATACAGGGTCTCACT\nATGTAGCCCTAAATGGCTTGTAACTCACTATGAAGCACACTGTCTTCAAGCTCACAGAGA\nGATCTGCCTGCCTCTGCCTCCCCAGTGTGGGGATTAAAGATGCGTGCCATCAATGCTTGG\nCCTAGCCATGGCTTAGTTGTTGGAATTTTTCTGTGTCATGCCCTCTGTATTTATTATCAG\nTCTGCATACAGTGCAAAAAAAAATCAATCTGCCTGACTGTCCAGTAAATTCTACATCTCT\nGTATCCAAGCCACCTTCTCCCCAGAGTTCCGGACATATTTTCTGTCAGGTGATTATGGAG\nTGACTAAGTATTCAAAAAACGTGATGTAGTTAAAAAGTAATCCTCAAATGGAACTTATTC\nCTATGCTATGAGGTTATGAGGTTAACAAAATTAACTGGTTTGTTCTGTATTTCCTCTTCC\nTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTTC\nTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTGCTGGCC\nAATTGCTTGTCTATTGACTCTACCTTCCTATGGATTCTCTACCTTTCTTTTTCCCCAGGT\nCTACTGCCTTGTCTTGGTGTCTTTCCATCCTGTAGCTTGCCCCATCTCTGGGAGGGTTGT\nCAGGTTCTCCTGGATTTAATGTTTTTCCAGTTTCCACCAGGTAGTGTCTCCCCCTCCCCC\nACGGTTTCTCAGAAGATTCAAAAAATCATTTCACTACACACCACGCAGCTATGTACTTTT\nAAAAAGTCTCTCTAGATGATGTCTCTCATCCCATGGATTTAAAACTCTGTTATTATACTC\nAACAGGCAGAGTACTGATAAAGGATACATATGCACTGTGGCAAAATTTCATGCATGTTTT\nGGTGAGACAAATGTCCATCTTTAAAAACAAAAGTTAGAGTTCTTGAGTTTCCTCATTTGG\nATTGATGATTCCTTGTCAGAATGGCAGAGATGTTTAGAAATCAAATGAGGATATGCTGGG\nGAAGAGATATGAGACCTTTGCAAGACTGGATCTCTCTTATAGGAAGACAAGATGGGAGAT\nTGCTTAGAGACTGATGAATTCCTGCTCACAACAGTGATCATGACAGCAGGTGTCTTCTTT\nGTAGACTTAATGTATTTGATAATTAAGATGAGTAAAAGATACGTCAGAAGACATTTTTCA\nTTCTATTGGTGGCTCATAACACTGGTGATCAGTTAGATGGGTTTTTGTTTGTTTTGTTGT\nTGTTGTTTATTGTCATTGCCTCTGGGGAGAACACTGGGCCTTTATCTTGTCCTACCTCAC\nTGGCTGTTCCTACGAGTCCTTTTCTCATTCTGTCTCACATTCTCCACCTCTAAACGTTGG\nCGTTTCCTGAAGGTGGTCCCCAGGCCTGCTCTTCCTCCAGCTCCCTTTGTTCTGTGGTCT\nCATCGTCTGACTATTGCTTGAATATGATGAATTACACATTTACATACCATCCTGGGCCGC\nATCCTAATTCTCAGATTTATAGTTATGTGTCTCATCAACATTTCAGTCAATGATGGACCA\nTGTGCACTAACATGGTTCTATGGGATTATGAAAACATTCTACTGCTCAATGATATTGAAT\nTCCCTGTTTCTAATCAATCGTTTGTGTTGGTCTGGATCCAACAGACCCAGGAAATGGCCG\nGTCTTATGAATGACAGCAATATAACATGTAGAGCACAGTATTTACTGTTTACCTTCAACA\nATCATTGCTTGGATTCTTCTTAATTGAAAAGGTAAAGTGTCAACTAGCCTCAGGCAGGCA\nCTTGAGAAAATATTCTGGAAGGGAGGGATTTGCTTCAGACCTTTAATCCTATCACTCAGG\nAGGCAGAGGCAGGCTGATCTCTGTGGGTTCGAGGCCAGCCTGTTCTCCACAGGGAGATCC\nTGTCTCAAAGCAAAAATAAACAAACAACCCAAGTATCCCAGAAAAAAAGGAATTTTACTA\nCACAAGCCCAATCCATGTGTGCTGTTGCCTCTGAAAGGGTCATAGTGGGACAAGGTGGGG\nGGCAGTGGTACCGTCATCTGGATCCTGTGTGGGCTTCGGCTAACGCATGTTTTTGTGCCT\nTAGTTCTTTTACAATCAAGTTTTAAAAGTAAATAGATAAGTGACCTAAAGAATAAAGGTT\nTAAAGAAGAAAGGTGCACTGCAGTATGTTTGTGTTTCGAGCTAAGTGTCATAACAAGACA\nGGCAAACAGTTTTTTTAAATTAAACAATTTATATGGTGGAAAACTTATAGTAATCTAAAG\nTTTATTTATCATGGAAGAAATAAGCTATTTTTTCCAAAAAATTCATATAGTCTGTAAATG\nATTGCAGTCTATAGTGACTTCCTCAGTGTGAACTATCCTCTCGGCCTTCATGTTGGCTCC\nCCCAGCTCAGCTCCTAAGTCAACAGGCTCCACTCATAGTAAGGGCCATATGCAGGTACAC\nTGTTTCATTTTAGAACTCTAGTTTGCAGACTTACCTTTATTTATGTATGTGTCTCTGTTT\nGGTATGTATGATACATGTGTGCAGGAACTTTCAGAGGCCAGAAGAGGGAGCTTGATCCCC\nTGAAACTGGAGTTTCCAGGAGTTTGAGAGTCACTGGGCAGGGGTGATGGGGACTGAACTT\nGGTGGAGCAGCAGGTGCTCCTAACCCCTGAGCCAGTGGTCCAGCCCCGATTAGTAATACA\nATCTTTTCACTGCAACTCTCTTATGTTTACATACCTAAAGTTCAGTGAAACTTACCCACA\nGCCCTCAGCATGGTAACATGTTCTACACACAGGCATGATCACCTTGTAGCTGCAGGCTGC\nGTATGGCACAGGATAGCTATGGATGTAAGTCAACACAGAATCATGGGACATTGTAAGATT\nTTGAATGTATGAAGTTTTTATTTCTTGTAACCCAATTACATGGCTCTTAAGCATAAGCTT\nTGTAGATGACAATGTAGCATTATAAAAAGGTTGAACATACCTACCAGGCTTGTAGACTTG\nGAGCAATGAACTGTACCATACGACCTAGGTATATATAGCAGGCGGTAACATCTAAGTTTC\nTGTAAGTAACTCCTTTGATGTTTCCACAACAAAGTCACCTAGCAGCATAACTCAGATGGC\nGTCCCTATTATTAGGAGATGTATGGCTGTACTGAGAGGCTTCCTCACTGTTTCTGCTTGA\nATTATGAATTAGCCAGAATTCGTCACAAAACAGAACCAATATATTAATGCACATGTGTGC\nACACCTGTGCGTTTGTGTTAGTCTTTAGCTTACAATGAAGCTACATCCCATTATAAATCG\nAAAGATGGCCAAGAATGTATCACCGAGAGATGAAAGGAAAAGATGGGAAAGAGAAAGAGA\nAAGAAAACTCCAACATACATTCATTGAATTCTAGGTCAGGAGAGAGGATGTGTGCATTAG\nTGATGTCACATTTGCTGTGACCAAATTCCTGACTAAAACTCAAAGAAGGAAAGATTTATT\nCTTCCTCCCACAGTTGGGGAGAACGTGGACCAGGGGCCACGCCTGGAGGATCAAATTCTC\nTACCGCTGACCCTGCAGGTCAGGTGATGTTTCTTTGGCTCAGTCTCTCTATCTGTAAAGA\nGAGGATAATAAAGTATCTATGTCATAGCTTTGTTGTGAAACTTGAATGAGTTAAAATATA\nTGAAATGCTTGCATCATAGCCAGCCCCTGCCAGCTCCTGCCAGCTCCTGCCAAATGTTAA\nCATGGTGGTTGCTCATGCCTTGCCTATCCTGAGTCCTGTCTCCCAGCTCAAAAGAATTGG\nGACTGAGTATGGTTCTTCAAGTTAGGATTTAACTACTGATATGCATAAAGTATGGTTTAA\nAAAAAAAAACCCAACAGTTAAGGTTTCCACCAAACCCAGTCTCATGATGGTGGAACATAA\nTACTTGTGCATGATAAAGAGCTTCATTCAAGGTATTGTAGTTATTCAGATTTTTCTCTAT\nGCCTGAAGCAAAGCTATACCCAAGACCATATTCTATAAAAAAGCTATCTTACCTTTTAGG\nCTTTGCCAATGTCTATACAAAGGTTTTCATTACAGGTGAAACTTAGTTCTAAAGACTGAC\nCGGTGGATTCTGTAAGCTCATATTAAATGTCTAATGAATTGATGGCTTTAGGAACAGAAC\nCCCAAAGAATGCTTAGGGTTTGAATCCATGGCCATAATGCATTGAATCACATCTAGATAT\nTTTAAATTTTTATTCTGATTTTATGCATATAAGTGTTTGCCTGAATGTAATGCATTTGTA\nCCACAAGTGTGCCTGGTGCCAACGGAGGCCAAAAGAGGGTATCAGCTCCTTAGAGCTGAA\nGTTACATATGCTTTGTAAGTTGTAGGTGCTGGGAACTGAACCTGGGTCTTCTATAAGAGC\nAGCATGTGCTCTTAATTGCTGAGCCACCTCTCCTGAATTATATCTGTATTTTTTTCACTC\nGGTGGATGAGTTATGAGCACAAATGTGGTCGAGGTAGAATGTGTAACAGACTCAACTCTC\nTCTTCCTTCTAGTATGTAAAGAATTCTTAGACCGATTCTACAACTCCCTGCTAAGCAGAG\nGCATAGACTTTTCTGCGGACACCATAGAGAAAGAGCTGCTCAACTTTTGCTCAGATGCCA\nAAGGAAAAGAAAACCGCCTGGTATGACACATTTCATTTTCCTTTTTTTCGTTGTGCTTCA\nAGAAAACAACTAATAGTTCCCCTTTGCACTTGGAGCTGGTGCTTTCCTCCCTCCATGCTT\nGCTCTGAACATGCGTGGTGTAGACAGCGAGCAGAAGCCAGTTCTGGAAAACAAGGTCCTG\nTGTGTTACGTCTCAAACCCTGAGACAAATGGCTGAGGTGCCTGTTTAACAAATCAAAGCA\nGACCTGGCTGCCAGGTTCTCCCAGCATCCCTCAGTCCCTACCTGTTATAGAGTCCTCCTG\nGCTGGCATACCCTACCTCTACCCCTCTCCAGCCCAGGGTCTGGGTTGCCCTTCCTCCAGA\nTGTCCTTCCTTATATAATCCAGCAGTTTTGGTTCTCTCCTCTTTTGGGCTTCCTTTCTCC\nCCTTTCTGCCCAACCCCCCACTGCCTGACTCAGGGTCCCATCTACTCTGGACTCTCCCAG\nACGATGTCCTTACCCCTGGCCATGTTCTCCCTTTTACAGTAAACCTTCTCCTACATTGCA\nTCTTGGAGCAGCCATGTCCTTCCTGTTTTACTTCTTTTTCCATTCACTGTGAATTCTTAT\nTATAAGTTGTCCAGTTTTCCTTTCTAAGTAAATCATGTGCAAGCAATTTCCCACTTCCTT\nAAACAGAGTCGTCAAGCTGACAAGGATTAACTATTATGTGAATGGGTAGGCTTTTGCATC\nTGCTACCAAGACACTTACTAGAACCCATCAATCATCTCAGTATCATTTACATGTAATGAT\nTGAAGCTTTTATATTTTCTTTTTAAGATTATGTTTCCTGAATTTAATGTATGTCTTATTT\nCAATATTTTTATATTAATAAAGACAATGTCTTTTTCTGAATTTTACTTTTTTTGTAATAT\nATTTTTATTAGATATTTTCTTTATTTACATTTCCAACATTATCCCCTTTCCTAGTTTTCC\nCTCTGAAAATCCCCTATTCTCTCCCACCATAAAGACAATTTCAAATCAAATCCTCTTTTG\nTTCCATCTTGGTATTGAACCCATAACCTTGTTCATGCTAAGCATGTGTTTTGCCACTGAG\nCTATCCTTCAGGAACCAGTCCACCAGTTCTCTTTTTTTGCCTAAAGTGGTCATCTTTCTG\nTGTACCACTGGACTCTGACTGGCTGAGGCACCAGAAGACCAATGACTCCAGCCTTGTCAT\nCAGGCTAATTAGATGCACCCAATAATCCCCATGATGATGAGAGACAAGCGCATCTAATTA\nGCCTGATGATAAGGCTGGAGTCACTGTTCTTGCTGTGTCTCAGCCTGCTGGGGCTAAAAT\nTAAATATCTGGTCTATGAGAACAAGGGTAACCTCTTTCTCCCTTCTTTATACTGTTTTGC\nTTGCTTTTATTCATTGTCAGGAACACTGTCTTAACCACATTCCACTTAGTTATTTTGTGT\nCCATGTGTATGGCGTGCATAGAGAGCTCAGAGGACAACTCGCCAGAGTCGGTGCTCTCCT\nTCTTCCATGTGGGTCTCAGGAGTTACACTAAAGTGGGTCTTGACGGCAGGTGCCTATGCA\nGTTAGATTGTCTCACCAGCCCCGTATTTCCTACCATTCTCTTCTCAGTGCTATTATCTGG\nGGGCCACCACAGATGCAGCCACCAAGATCCTAGGAGAAGTCACTCGTCCCATGAGTGTAC\nACATACCTGCCGTGAAGATTTGTGAGAAGCTAAAGAAGATGGACAGCCAGATCTGTGAGC\nTGAAATACGGTACGAGAGACCCAACTGTCTTTCCCAGAATGTCACATGTGTTGTCAAGCT\nTTGAAAACCTGGGCCATGTTATCTACAGAGCCAACATTGGAGGGAAGGGGTTCTCCATTC\nACTGATGGAATGCCAGGCTGGTGTTTTCCTGTCAGCTGAGCTCCTTCCTATAAAGGAAGG\nGAAATGAATAAACTAATAAGAACCTGATACTAACTACTGGATAATAATGGATAATCAGTA\nTTAAGTTGGAACCCCCAGCCTAAAGCTTAAGTTCCTAATTTACTAAGGTGATGTCAACCG\nTGAGTGTCTGGAAGTTTTCTGAAAATGAATCTTGGAGGTCCTCTCAGTGAGCTACAAAGA\nCTCAAGGTGCGTCTGCCCAATGGCAGCAGGACCTTGAAGTCGTGATATGACTTTGTTTCC\nCTCCTTGGCAAGTTTACCCTTCTGCCAGATGTCTCTCTTAGGAGCTGGGCTTTTCCATCA\nATCAGGCTTTGCCCCGTGATGTAGCTTATCAGAGGTGCCTAAAATAATCAGTAAGGAAAG\nAAGGTGATGTCCTATTTAATGCTCTGTCCTTGGCCTTATAAATTTCACATGGTTAAACCT\nATTCTTACACTGAAGGGTTGTATCTGGGCCAGCCTCTTGCGTAGGTGGAATCAGTGTGAT\nTAAAGGCTGGGAAAGTTTCCCTCAGCTATCCTTCACGTCTGAAATTCCTCTAAGACATAA\nGTTTTTGTTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCAC\nACACACACACACACACACACACACACACATTGTAAATGACCTAAGGAATAATTTTGGCTC\nACTTTCCCCACAACCTTGTAATGAGTCCATCTACCACAGCTACATAGCAGATGTGAAACA\nGGCTTAAGGTTGAAAGGTCCCAACAACAACCTAGTTCTTTGTTCAGCACAGGCCCTGACT\nTGCAGTGTAGTGATTATGGGCAAATGGCCTCCCCCCCCCCCTTTTTTTCTGGTATTTTCG\nAGACAGGCTTTCTCTGTAGCCCTGGCTGTCCTGGAACTCTCTCTGTAGACCAGGCTGGCC\nTCGAACTCAGAAATCTGCCTGCCTCCGCCTCCGAGTGCTGGGATTAAAGGCGTGTGCCAC\nCACTGCCAGGCTTAAATGCCCCTTCTTATAGGCTTCAAAGGAGCAATGATGTCCTGAGTC\nCATACAAACCATGCGCACAGAGGGGAAACTGTGTACTGAGTCTTTCATTCAACAAAGACG\nTGTACATGCAATGACTCTTTAAATATTGGAACAAGTATCGGATATTATAGAGGAAATTAA\nTATTTATTTGTACATGGGAACACTGGTCATCAGGGAACCTTTGGAAGCCACAAACTCATT\nTTTATTTTTGACTTCCTTCTTGTACTTTTAAGAGTATTGTGGCACTCCCCCTTTCAAATT\nTAGTGTCAGATGCCATTTTTCCCCCTAGAAAAATACCAAGGAAACTGCTGTCATTTAAGT\nTATGTTTCTCTTGACTTTCTCAGTAGTTATAAATTCTTCTCGGCTTATTATCAGACTCCC\nTGCAGCTGGAGTTGTAGGTGGTTATGAGCTGCCTGGTGTGGGTGCTGACTCTGATTCGGT\nCCCTCTGCAGGAGCAGTGCATGCTCTTAACCACAGAGCCAACTCTCCAGCTCTCATTTCT\nTTACCTTATTACGGAGCCTCTATAACGTACATATACATTGTTGAAGATGTATTTTCTTTT\nAGAACTACACTATAACCTGCTGGTTAGTTATGACCTGTGTCTTTTTGTTAGCCACAATAA\nAGGCCCTGCCAACGACACTGGCTTTTGTTTATAAATTTCTGTCTTCGACCTTTGGAGAAG\nAGTTTAAGTTTGTTTCAGGAATGCAGATTTGAGAACTCTGCGAAGTATCCAGCCCCTTGT\nTTTAAAGCCTGAATAGGCCTTTAGAGGGATGGCTGGAGGCAGATGTCCTCCTAGTAGCTT\nTATACAGTTGAGGATAACAGAAGCCTCAGGTAGTCAAGTTCCTAATATAAAACGCCATAA\nATTTTGCATAGAATTCCCACACATCCTCTTCTGAACTGTAAATCATCTCCAGATAGCGAT\nCATTATATCATACAATGTAAATGTTATGTAAATAGTTTTCCATTACACATTGTGTGTGTG\nTACATGTACATGTGTGCCCACACTCTTGTGCATGTATATGTATGTGAGTGCATTTGTGCC\nCCAGCATAGCATGTGAAGGTCAGGGAACAATCTTGGGAGTCAGTCCCTTCTTTCCAGTGT\nGTGGAATCACTGAAGATTCAACTAAGAATCCTTGGGCTTGGTAGCAAGTGCCTTCGCCCA\nCTGAGCCAGCCATCTTGCCAGCCAGCAAATGGTTGTTATACTGTGTTGTTAAGTGGTTTA\nTGACAAAAAGATAAAGAAAAAAGAAAAACCTCTGTCTATGCTTAACACAGATTTGGCATT\nTTCATCCCTGAATATTGTTGGTCTATGGTTGGTAGCCTTTAAGCACTGAGAACCCAGGGT\nGCAGGCTGACTGGTGATATCACATTCTCATTGGGTATGTCTTGGTCCCCATGGGAAAGGG\nAGTTGTCTCACACTGAAGGGGAATGGAGTTTTATGAGATTTTGGGTTTGTCATTCAACTG\nTGTGTTCTTTTTTGGCATTTAGGGAAGAAGCTGGACTTGGCGTCGGTGGACCTGTGGAAG\nATGAGAGTGGCAGAGCTAAAGCAGATCCTTCAGAGATGGGGGGAAGAGTGCAGGGCATGT\nGCGGAGAAAAGTGACTACGTGAACCTCATTAGAGAGCTGGCCCCCAAATATGTAGAGATA\nTACCCCCAAACGGAGCTCTGACCCCGTCGGCTGTCAGGAAGCATGGACTGCAGTTAGAAG\nAAAATGACTGTCTAAGATGAGAGTGTGCTGGTTAGGGCTAACCAGGGACTGCCCAGTTGG\nCCGTCAGTTTTGCTGTTGTATTGTGGAGTTGTGTTGTTTAGGCATATGATCAACCCGTGC\nTTCCTCATGGTCGCTAAAATTGCAGAGCACAGAGACCTCAAGGTGCTTTTCTCATCCTTC\nTTGGAGGATGCAGTGGTTGCCTTTGCATTGCTATGACAATAATGCTTATTGAGAGAGGCT\nGGCCATGGCCACATGGAGAGAGGGGGAAGGGAGTGAGAGAAAGAGGGCTAGAGATGAGAG\nTAAGAAAGGTGAGGGCTTAAAGAGAGAGAGGAAGGGCCAAGCAGCCCCCTTTATAGTGGG\nCTGGGCTACCTTGCTGTTGCCAGGTAACTGAAACAAGTGTGGGGAGGGAAGAGTCACTTG\nGGCTCAGGGATTTGGTCCATCACAGCAGGGTAGCTAAGGGCAGCACAGCTCAGAGCAGGG\nCGACAAGAGCTTGTCATAGAGGCTGTTGTGATTATAGAGAGGCAGAAAGTGATGTCCAAA\nTAATGATAAGGCTGTAACCTTCAAAGGGATAGCCCTATTCATCCACTTCTGTCAGTCAGA\nCACCCACCTCACAGTTTCCCCAAATTACCACTAGCTAGGGAACAAACCTTCAAATCAAAC\nCGATGCCAGGTGTGGTGGTGAATGCCTTTAATGCCAGCACTCTGTCTGGAGGCAGATCTC\nTGTGAGTCTGAGGCCAGCCTGGTCTACAAAGTGAGTCTAGGACAGCCAGGGTCACACAGA\nGAAACACTGTTTTGAAAAACAAACAAACAAACAAACAAACAGACAAACACTAAAATAAAA\nTCCAACCAATGAACCAACCAAACAACCAAACAACCCAAACCAAACAAAAAACTGAGCTGG\nAGGAGGACAGTTCAGATCCAAGGCACAGCAGAAGGACAATGTAGTTTATCACTACTGACT\nCAAGTGTGCTATGGATATGATGGGATAATACATTTTAAGGAAGGAAAGAGACAAGAGGCA\nTCTCTTTGGTCAAGGTTTTTAAAAAGAGTGCATAACAGAAACTATAGCTTATCTAATGTG\nCGACTTCAATCTCAATAACCACCTAACATAGTTCAGAAGGTTCTTGTTTCATTTTGCTTT\nTTAAAAATAGATTTTTTAAAAAACTTCATTCACTCTAAATATTTTCTCTCTTTTGCACAG\nCAAGGAGGGAAGCATTCATTACTTTATAGGCTCTTGAGACAAAATACCTAAAAAAACAAT\nCGAGAAAGGAGTTAATTTAGTTCATGGTTTGAGATTACAGTTCATCACGGCAGCAGGAGT\nGTGAGGCCATTGGTCAAACTCATCCATGTCCTAGAAGCAGAGATGGAAGTAGATGCTCTG\nCTAGCTGTCAGTCTGACCCCAGCACGGGAATGCCACTGCTCACATTCAGGATGGGGTCTT\nCCTTCCACAGTTAAACTCTCTCTAGCAACGCCCTCCCACTCGTGCCCAGAGGTATGTGTC\nACCTAGGCAATTCTAAATTCCACCAAGTTAACAATGGCGATTAAGCATTGCACAGCACGA\nATGGAAGTTTCCGTTTCTCATATAAAGAAAACTGATCGGAAGAATACAAATCAGCAATCC\nATAAAAAGTCTGTGCTTGGCCTATTTATAACTACCTTTTTTTGTTGTTGTTTTTTGTTTT\nTTGTTTTTTTGTTTTTTTGTTTTCTTGAAGCAGGATTTCTCTGTATAGTTCTGGCTGTCC\nTGGAACTCACTCTGTAGACCAGGCTGGCCTCAAACTCAGAAATCCGCCTGCCTCTGCTGG\nGATTAAAGGCGTGCGCCACCACGCCCGGCTTGTAACCACCTTGAATTGCCACGTGACCCA\nAGCTCAGAGTCTTCTTCACTGCCCCGTGTCAGGCAGGATGAAAGCATGCTCCCCACGTGC\nAGGCAGCAGGGGCGCTTGTGGTTTCTAATGCTAGCCTATCAGTCTTAAGAAGCAGGCAAT\nGTTTCAGCTCCATTCTCTGTCCATAGATCAATAAGAAGCACATGGTTAAATGGTTGCCTT\nTGGGAAATAGGTCAGGGTGTGGCTACTCAAGAAAGCATTCTCTTTAAAGTTTCTGGGGTG\nATGGGACTGTACTTTATCAAGGCAGGAGGTGAGAGATATGATCATCATATTGATATAGAG\nGTACAATTAAGATGTGGGTATTCTATTGTACATCAATTCTATTTCATAAAAAGTTGTAGG\nAGCTATTTGAAAATTACCCAAAATTAATTGATTAAAAGCAACTGTTCTTTTAAATAATCA\nAATGTACTCATAGCCATCTTTTTTGTAGAGTAGAGAATAACTTAAATTCAGATAATAAAT\nATACATTGACAGAATAAGGTTTATTTTTAAATGGTGCAAGGGAATGCATTTTCAGCTAAG\nCAATTGGGGTAAACGTGAGTTTGTTAGAGAAGTAGTGGTTCCCAAGGAGATATGGAGGTT\nGCGCAAACGCAAAATGAAACTAAAAATACTAATAGAACAGACGGTCCACGGTGGTTATTG\nTCTCTGGAATTCAGTTTTCTCACCAGGTGGGAATAGTCTCCTTCATTTTGAATTGTACAT\nAAGAAATAACCAACGTTGGACTGTAGAAATGGTTCAGTGTTTAAGAGCACTGGCTCTTCC\nACATGACCCAGGTTCAATTCCCAGCCACCTACAAGGCAGCTCACAACCATCTCTAACACC\nATTTCCATGGGACTCCAACACCTTCTGACCTCCAGAGGATCCAGCAATACACATGCAGGC\nAACACATATATGCACAAACTAAAAACAAAACTACCAAAGCTAAAAAGTAAAACCTTTTAT\nAAAAACACTACATTTGTGTCTTAGGGTTACTATTGCTGTGAAGAGATACCATGGCTACAG\nCAACTCTTAAAAAGGAAAACATTTAATTAGGGCTGGCTTTACAGGTTCAGAGGTTTAGTT\nCATTATCATCATGGTGTGGAGCTTGCAGGCAGACATGGTGCTGGAGAGCTAGCTGAGAGT\nTCTACATCTGGATCTGCAGGCAGAAGGAAGAGGAGACCCTAGACTTGGTGTGAGATTTTA\nAAACCGTGCAACCTACCCACGGTGACACAGTTCCTCCAACAGGGCCATACCTCCTCCAAC\nACTGCCACATCTCCAAATTCTTCTCAAATAGAGTCACTCCCTGGTGACTAGGCATCCAAG\nTATATAAGCTTAGGAGGTCATTCTTACTCAAACCTCTACAATCTGTTTCTATTTTGTACT\nTTGAACTTATTTATCATGGATCTTGCCATTTGGAAATAATCTAGCTCTTTGATTTCAAAA\nTGAGATCAAATTTTTGTGTCATAGCCCCCCCCCCCCACCCCCAGGAATCTAGGTAATGGG\nAACACTGCTTAGTAGGCCATTCAAATCACTGAAGTCGCCTCCCCCGTCTCAAGTGATGGC\nCTTAGTCTGTTTTGCTCAAAGAGATTTTATAGAAATGCTTCCCAAACTTCTGAAGTTGCT\nTCTGTTGAGCAGTAGGAACATTTACTACACTGCATGTTCTTATCCTGTGAGTCTGAGGCA\nGGGTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTGTGC\nGCGCGTGTGTGTGCACGCGCGCACATGCTGGATATGCACATATGCATGCTGGTGCTTATG\nCATGCCGTGGGTAGAGGAGGATGTCAAGAGTCCTGTGCAGTAACTTTCCACCTTATCCCC\nTGAGGCAGAGCCTCTCACTGATCCTGAAGCTTGTACTTTGCAGCTAGGCTGGCTGACCTC\nTACTTTCCAGCGCTGAAACTGTAGGCATGCATAGCCAATGCTTGGCTGTATGTAAGTTTT\nGGAGATCTGAACTCAGGCCCTCAAAGTTGTGTGTCAAGATCTTTACTCACCGAGCTGTTC\nCTTAATCCTCAATCAGTTAGGTTTTCAATAAAATTTCAATATATCAAGAACATCAGAAAT\nGCAGAAAGTTTATTCTTTGGTGTGAAAATAGTCCAGTAGTAGGAAATTCAGAGTAAATTT\nAGTGGCTACAATGCTCCGAGGGGCTCAAAGTTGATTCCTTGTATCCTAGTGATGGTTGAT\nTTCATTGCTGACCCCAGGTCTAAGTTGACTGCTAGACTCCCTCACTACAGAAGGCGATCT\nGCCTCTGACCTGACCCCAGTCCCACCCCCATCCCATGTGCTGCTTCTACACCATTGACCA\nGAACTGAATCATTGAACTCAGCTGTAAGGGATCTGGGGAAATCATGTCTCTTGGTGCAGA\nGCCTGGCTGTCCAAATCAAATCAGGTTTCTACTGAGACGAGAGGGAGAAATAGTTTGTGA\nGCACAGAGCCTGTGTGCGGAGTGGCATAAATCCTTCCTCGTTTCCTAGGCTGTAATTCTG\nCGTTATGTACTCTGAGTAAGCCTTCTCCTGGCCATTTCAATCGCTCATATGTGTAAGTGG\nCAATAGCTCTGCTTCTTTTATAGTTTTTGGCTTGAGAAGACGTATTCTCTTTCTGTTTCT\nCCTTCATTTTAACTTGCTGCTTCTCTCATTGTGTGTGTGTTTGTGTGTGCACTACTCTCA\nTTGTGGATGTATGTGTTTGTGTGTGAACTTCTCTCATTGTGTGTGTGTTTGTGTGTGCAT\nGTCTCTCATTGTGTGTGTGTTTGTGTGTGTACTTCTCTCATTGTGGATGTATGTGTTTGT\nGTGTGCACTTCTCTCATTGTGTGTGTGTGTGCACTTCTCTCATTGTGGATGTATGTGTTT\nGTGTGTGTACTTCTCTCATTGTGTGTGTGTTTGTGTGTGCACTTCTCTCATTGTGGATGT\nATGTGTTTGTGTGTGTACTTCTCTCATTGTGTGTGTGTTTGTGTGTGCACTACTCTCATT\nGTGGATGTATGTGTTTGTGTGTGCACTTCTCTCATTGTGTGTGTACTTCTCTGATTGTGG\nATGTATATGTTTGTGTGTGCACTTCTTTCATTGTGTGTGTGTTTGTGTGTGCACTTCTCT\nCATTGTGGATGTATGTGTTTGTGTGTGCACTTCTCTCATTGTGTGTGTACTCCTCTGATT\nGTGGATGTATATGTTTGTGTGTGCACTTCTTTCATTGTGTGTGTGTTTGTGTGTGCACTT\nCTCTCATTGTGGATGTATGTGTTTGTGTGTGCACTTCTCTCATTGTGTGTATACTCCTCT\nGATTGTGGATGTATATGTTTGTGTGTGCACTTCTCTCATTGTGTGTGTGTTTGTGTGTGC\nACTTCTCTCATTGTGGATGTATGTGTTTGTGTGTGCACTTCTCTCATTGTGTGTGTACTT\nCTCTCATTGTGGATGTATGTGTTTGTGTGTGCACTTCTCTCATTGTGTGTGTGTTTGTGT\nGTGCACTTCTCTCATTGTGGATGTGTTTGTGTGTGCACTTCTCTCATTGTGTGTGTGTTT\nGCATGTGCATTTCCCACGTGTGTCAATGAAAAATTCATAAGCACAGAAGATGTAGAAGGT\nATACAATCTGAAAAAAAGCAATACAATTCTGAACTAAAAAATGAGTGGAGGCTAGGGCAT\nTGGCTCAGTGGGCAAAGTACTTGTCCTACAATGTAAGAACCCGAGTTCGGATCCCCAGAA\nCCCACGTGAAGCTGTGTATGTTGATGTATGTATGTATGTGTTATTCAAGTTGTGCTATGA\nCGAGATGAGAGCTGAAAACAGGAGAGTTCTGGGAAGCTCCAGGCAGAGTTAACCTGGAGT\nAATCAGTGATGAACTACAAAGAGACCCTGCCTCAGAAATGAGGTGAGAGGGAAGGACAGA\nCACCCAAATTTGTGACTTTTCAAGACTCCCATCTGAAAGAGAGGATAGCTGGTGGCTATC\nCTCTCAAAATATATTTGAAAAAAAATTCCACCTAAGAAAAATCTTCTTGGGCATATGACC\nATTCTGAATATAGAAATATTTTTTCTGACTACCTATAAATTTTCTTTTATAGTGTGGGTA\nTCAAATTTGTAATATCAAATATACTAGGTGATTAGCTGCATCAAGCTATTATTTCACACA\nCACACACACACACACACACACACACACACACACACACACACACATTCTGACAACCTAAAA\nTAAAGATCAGTAGAAAATGGAATGTATATATATATATATATGCTCCTCCTCCCTTTCCCC\nCTCCTCCTCCTCTTCTGTCAACTTGACATAAGCTAGGGTCATCTGAGAAAAGGGAAACTT\nGATGGAGGAAATGCCTATATAAGTCTGACCCAGTTGTAAGATTGTGGGGGCATTTTCTTG\nATTAATGATTGATGTCTGAGGGTCCAGCCCAATGTAGCTGGCAACAGCCCTGGGCAGGTG\nTTCCTGGAGTGTATAAAAGAGCAGGTTGAGCAAGCCAGAGGGGATGATCCAGTAAGCAGC\nACTCCTCCATGTCTCTGCTTCAGTTCCTGCCTCTAAGTTCCTGCTCAAGTTCCTGCCTTG\nACTTCCCTCAATGGTAACTGTAAACTGTAAGCCAAAATAAGCTCACATTGCTTTCATTTA\nGCATTTTATCACAGCAATAGAAACCCAATTAAGACAGCTGATACTGTTAAAAGGTGTTTG\nCTATTCTTATCACTGATAAAAATGTGGAGAATTGTGGTTGGGTAGGCCTGGCTAGACCTT\nGGTTTACCATTCTTTCTAGTAGACTGTGGGACTGATTTAATAAGTTAGAAGAAAGATTGA\nAGATAATTCTTGCCACCAACTTGGATTTTCATATGCATCCTCATACACATGCACATATGT\nCCACACTATGCAAATGAGCATATACTCAAATGCACACCACAGACATATAAAAGTGGAAAA\nAACCAAATATAGTAGTTGACAGTGGCAGACCATTAATTGTAAGTGAAAGTATTGACCTAA\nGGCATGTGCTCTAAATGCGAATCTTTTTTTTTTTTAAAACCTTCTGCTCTGTATTAGAGG\nCACCTGGAGATAATTTAGCAATCCCCAATATTGGCTGCATCCTAGAGTAGTTCCTTTCAG\nTCTTTGGATGAAGAAAGAGAGAATCTCAAAAGTGTCACTCCTAGGTGACTCCAGTGTGAT\nGCTGAGCTTGGGGAGTCACTGTCCTAAGTACTCTGCCTGAAATGGTGGCAGCTGCCTTCC\nAGGGAGGAGGAGACCCGATGTGTGAAGCTCACCTGGGCAGCTTGGCTTTCCTAAAGTTTG\nATGGTTGACCTTGAGAGCTAACACACATGGACAGTGTGTGGTGTACTTTCTGCGGACAAA\nCACCCAGTCATTAAGATACTTGGTTTATCAGGGGTGGGAACTGCAGTCTTGCTAGTATGT\nCTGCGCTGACCCGCTTGGTACCTTTTGGTCCCGTCGGAGGCCTCCTGCTCTGGGGCTGCC\nGCCTGTGGGGAGCTGGAGACCATGGAGTCCGTCATGCTGGCGGTGGTGTACATATTCAGC\nCCTGGTACAGGGAGTTTCCCCAGCTTACCTGGTCCCAGGTGATCCACGGTGAGTTCTTAA\nGCTCACTCATGTGGTTCTGGATTCTTTGGTGATTTTGGCATGAGTCAGATGCTGTGCTGG\nGTCACCTTTCATATCCAGATCCTTCACAGTGGACAGATGAAGAACTGGGAATCCCTCCCG\nATGATGAGGACTGACACTGTAAACTCTCTGAACAAGAGCAAGGGGAGACATTTCAAGAAA\nTTACAGACTTCATTAAAGGTGTAAAGTAAAGTGGCTTGCCAAAAAAACCCAAACCAACCA\nACCAACCAACCAACGAACCAAACAAACAAACAACTTGGTTTAGTTGTCTACACCCTGACA\nGTTACCCATCATAGCTGTGATGAATTTCTTGGCAAGGCAACTTAAGCAAGGATCTATTTT\nGGCTACAGTTTAAGGGTATAGTCCATCTGGATGGGGAAGGCGTGGTGGAAGGACTATAAG\nGCGACTGGTCACATTGCACTGCTGTCTGGAAGCAGCGAGAGATGGAAGCTGGCGCTCAGC\nTGACTTGCTCCTTTTTCCGTCTGAGACCCTGGCCCATAGGATGGTACCACTCACATTCAA\nGGTGCGTCTTCTTTGTCCTGCTAAACCTTTCTGGGAACTCCCTATGGATGCTCCCAGAGG\nTGTCTCTCCACGGTGATTCTAAGCAAAGACCACCACTCTGGGTAACAGACTGATTCACCC\nCATTGAGACGCAAGATGAAAAAGCACATATTGGTAACATACAGTCTCACATCCCGGCACT\nGAAATCTCTGCAGAAACATGCATGTTCTAGGAACTCAAAAATATTTCTAAGTTTATAAAT\nAATATGTTTCACAGAAGTACTGATATATAACTTCAAGAAATGGAACTCAGAGGCTCACTC\nTGCTAGGTAAATGCTGTAACGCCAGTACATGTACTACTACTACTGACAATTTCTCCTCTG\nTTAGTGGCTTGAAGCACCATCTTGTAACACCTTTTGTAAGTCCAGGCCAGACAGTGTCAC\nTAGAATTCACGTCAGGCTTTGCTGTCCAATGAGATCGACAAAGGGACTTATGATTATCAG\nAACTTTTTGGAACAAGCGACTAGGATAATAAGTGAGTGACAGATGGTGTTTCTATGGTAA\nCTCTGGTCTAGGTGAGACTCAATCCTTAAATAGCATACTGGGCACTCCTCTATAAAAACT\nCCCACATTCCATGGCTTCTAGAAGTTTAAAGGTATTTGAGGCCACCAGAAAAGCAGGGAT\nTGGGGTATCTATCTGCTTTCGTTGCTTATTTTCATAGCACTCTGAGAAGCTTAAGTATCA\nGATAGCTCCAGAGGAAATACATTCACCAATCCACTTTCCCTCTCCCAACAATGTCATCAG\nGGATGGTTTTCTGTACTAGTTATGAGAGCCAAGAAGGGAGCAGCCACTCCCCCTTCTTGC\nAGCCTCCACCCTCAGAATGTCACTCTCATTACAAGTCAGGCTCTCTGGTCAGCCTTTGGT\nACCCATCCTCAGATAGTCTTTCAGGCTGCCCCGTGTACAGCCAGCTGCAGAAGATGCTGC\nTCACTGGGCTCCTACTCATTTTCCTCTTGCATTTTTAAAAACCCATTTTGGAAAGAACAG\nATCAAATGTTGGCTTCTTAGTCACAGGGCAGCTATAAATACACTGCAAAAAGGCTCTTGA\nGCTGTGCAATTTCTACTAGGACATAACCTCACCTCTCTGCTGGGTACCATCTCAGAATGC\nCTAGTATCTGGGGAATTCAGATCTTCTCCCAGTAGCTAAGGCTGTATTTACGTCTCTCCC\nATCTTTGTATGTGTGCATGTGTAAAGTATATGATGCAAGTGCATATGTGTGTGTTTGGAT\nGTGGAAGCCAGAAGATGATCTCAAGTGTCCTGGTTTGTCTCTCATCACTGCATTACCTTG\nAGACAGACTCTCTCATTGAACCTGGAGATAGCCTGGCAGCTATCAAGCCCCAGAAGTCTG\nCCTGTTTTCTCCCTCACAGTGCTGTAGTTGCACACAGTCATGTTTTCCTTTCATGTGGTT\nACTGGAGATTTGAATTCAGGCCCTCATGCTAGCTTAGCAAGCACTTTTACCCAGGGAGCT\nGTTTCCCCAGCTCCAGAGCTGTGATCCCATCCCCTCCAGTCTTCTCTGATCTATAATAGG\nAGGTTCTTTGTTTTCTCCTTCACAGGTTATATCTGCTCCACCCCAAGCCCCCAGAATGTT\nCACAGTGCCATTGTACCTTGACCTTGTACAGAAAACACTCCACGTCCAGCTCAGACTCAG\nACAGTAGGTTTTCTGATTGTTAGTGATCTGATCCCTAGACTTTTCATTCTGTGAGGGAAA\nCCGTATAGTGATCACAGCCTCCAGAATATCTGAAGATGCTGATGAAAAGAGGAAGTTGAA\nAAAAAAAAGGTGAATTAAAATTTAAATTCTAGGTTTGCATATGGCTGGTTGCACCAGCTG\nAGGAGAAAAAATAGCCAACTTTTCTAGGCTTTGGTGTTGCATCTTAAGAATGTAGTCATT\nATGTACAATATGGGCTTATTATGAAAACTAAATGAAAGATATAAGCAAAATGAACAATTG\nAGTACATAGCATCAATCAGATATCTCAGTATCTCAGTAGATATCATTTGAGTCTGCACCC\nTCTTCTCTCCCCTCTCTTACCTTCCCTCCCTTCTTTTTCCTTGTGATTTTACTGTGTAAT\nTCAGGCTAGGTTTGGATTCACCATCCTCCTGTCTCAGCCTCCCAAGTGCTAAGATTGCAA\nGTGTGCACCACGACACTAACTCTGCATGGTATGTTTCTTTAGAAGATTTTGCTTGCCCTG\nAGAGAATATGATATGAAAGCATGGTGAGTTCTGGCCAACTTATTTTATAGATGAGGAAGA\nTGGGCACAGAGATGTTCAGAGGTTTGCCAACAGATGTCCAGCAATGAATTTGGTCCAGCT\nGATGCCTAAACTGGAAATGTTTAGATTGAGAAATTCAAGGCTGACAGTTTGACGGCATAG\nAAATCAGCTTTTAAAAGTGATCCTTGAGAAGCAAGAATGCTCCAGCCTTGTGTTGTTATG\nACCTAATGAGGCAGGAACTCAATAGATAGCCAGTACAGTGTGTTCTGGGTTGCAGCTATG\nAACTATTAGGGAATCTCTCTTTTTTTGGGGGTGGCAAGAGGGTGGGTGACACGATGTTTC\nTGGAACATTCTTTAGTTCTGTTCAACACACCTCTGTAACACTATTGCATCAGGTAGCTTC\nGGGATAATTTAGGTAAACTGTTGGTTCAACAACATAGAGAATCATTCTTTATGTTTATGG\nATCTCTTTATTGCACACAGACCAGTTCTCTAGCAACACCAGAGAAATGGCCTCACTGGCA\nCATATCTCCATTAACACTCTTGAGATTCAATTAGTAGAACTAGTTTTTCCATCTCTCTTC\nCTGTTTTTTTTTTTGGGGGGGGGTTGGTTTTTTGGTTTTTTGAGACAGGGTTTCTCTGTG\nTAGCCCTGGCTATCCTGGAACTCACTCTGTAGACCAGGCTGGCCTCAAACTCAGAAATCC\nACCTGGCTCTGCCTCCCAAGCGCTGAGATTAAAGGCGTACACCACCACTGCCAGGCCAAG\nTTGAGCTACTTCCTTTTTATTCCCTTACATATTTATACTTATTTTTAACTGTGTGTATAG\nGTGAGTGCAGTGCCCCTGGAGGTCAGAAGAGAACACTGGGTCTCCTGGTGCTGAGCTACA\nGGTGGCTGTGAGCTGTCCCCCATGAGCGCTGGGGACTGAACTCTGATCTTCTCCCAGAGC\nAGCAAGTGTTTCTAACCACCTAAGCACTCCCCACCCCCTCTTTCTTCTTTTTTCTATGAG\nGCAGTGAAGGTAGTAAGTACTAGGGCAGGTGTGGTGTACCCCTGTGTGGGAGCTGAGGCA\nGGAGGATCCTGAGTGGAAGATCAGCCAGAGCTGCAAAGCACGGCTCTATTTAAAAGAAAA\nACAAGTCAATTGTTTCAACTTGAAGATTTTTCTCCTATTTGCTTACATTGCTAGAAAATA\nAATGAATTGTCTTTCTTTCTTTTTTAAAATAGTAGCACCAATTATTTCTATCTAACTATA\nCTTACTGGTGTCCACCTGAAATTATGTCTCTTTTGGAAGAAAGAAAAATGCTCAATATAG\nTGATTGGAACAAACAAGGAGTATCTGCAGTATGATTCGTCTTGGTCAAATGCCTTTTTAA\nCATCTTGGTTTTAAGTCCAAGCCTTCCTGAGTAAGTTCATTGACTAAATAAAATTGCTTT\nGGCTGGTCATTGAAGTTGACTCACATGGAGTATTTGAGGGGTATATAATTTTACTTTAAA\nAAACATTTCTTATCAGTTCTTTGAGAGTTTCATACAGGATAACATGATCATATTTACCCC\nAACTCCTCCCATAGCCTCCCTTCCCACCTCACCTTCTGGTAACACAACCCTGAGCTTTCC\nCACTTCTTCTCACAATCCAGTTTGTGCTGTCCAGCTACTGTGGGGAGTAGGGGATAGTTT\nGGTATTTTAAGGTGGCCATCGTGTATGGCTTAAGCACCAGGGTTGTGGCTGTAACATTCA\nCACAATCCAACTCCAGTGAGCTTGACTCTTTGATGATGGCATCCTCAATGATCCTAGGGC\nACCTCTTCACCCAGAAGCCTCATAAAACACACAAACTTATTTTCTCTTGGCGTCTATAAC\nTTGTACCATGTATTTCTGGTGGTTCTCAGGAGCAGTCAGTTTTGCAAGAGAGGCACCTAA\nGCTTTGGGTGCTTGCCTGCCTCAGCACCGGTCCTGCTGTGGCTCAGGTCTGTTTTAGCTC\nGGGCCAGGGTGATAGGGCTGCTTCCACGACTGGCTCAGCCTCAATTCCTTTAGAATGTTA\nGATTCTTTGATAAGTGATCTCTTCCAGTCCCAGAAGAGTTGGGGAATAACATGGTACAAT\nGCTGTGTCTGCAGAAACTTTGCTATTCCCAATATGGCAACCATGCTGTATTACATACTTA\nAAAATTCTGTCGCGTGGAGATGTCAGAGCTCAACTGTTCTTTAGCAACAGGCACAATGAA\nCTTGTTTCCCTGGATTCTAGTCTTGCTGATTTTGAGTATGGTTGGATAGTTTTGCACATG\nTTTGCCTTCTGTAATAGAGCCACAATCAGTCCCAGGTTTATAAAGGCAGATAGGTGCCAA\nTCCTCATTCCTTGTGAGGCTAACAAAGATTTCCCAGTCTAAATCAGATAGAGTCCAGAGA\nGATGGCTAGATAGTGAAGAACACATGCTGACTGCTATTACCGAGGACCCAAGGTCAGTCC\nCCAGTGGCCCCAGCCCACTCGCCCCTATAACCCCAGCTCCAGGGGATCCTGTACCTCGGG\nCCTTCATAAGCACTTGCAGATAAATACACACAGAGACTCATAATTAAAAAACAGAAACAG\nACTTGGGGAAAAAGACAGAGTCTTGAACTTGAGTAGATTTCTAAAAAGAAATAAGGTGGA\nGACACACATTGAGATTTGCCAATTTCCGTGCTGGGGAGTAGATGTATGGGATCATAGGCT\nCCATTTACCTTGGATTTCTCATTACTTGTGAATCCTTTAGTAATTCAAGTGTGAAGAACT\nTCCTTTCTCTGGCATTTGGTGGTTTCTATCCTGATTTTGAGTCCGTCATATAATATAGCA\nGGATTCATTTAGGTGTTCTAGAGAATGTTGACTAGCAGAGAGAGGAGGTGGCCTAGTGAG\nTAAAGTGCCTGATATGCAATCATGGGGACATGATTTTTGGGTCCCCAATACCCACGTAAC\nAGCCAGGCACAGGAGCACTTTGTAACCTCAAAACTGGGAGTGGGTGGAAATGGGAAATAG\nAGACTGGAGGATTCCTGGAGTTTGTTGCCCAGCCAAATATATGAGCTCCAGATTCAGAGA\nGTTAGAGACTGAGACAGAGACTGATAGAGACAGAGACAAAGAGAGATAGAGATAGAGATG\nATGGAGATGATAGAGAGACAGATATATCTCTATCTGTCTATCTATCTATCTATCTATCTA\nTCTATCTATCTATCTATCTATCATCTATCTATAGAGAGAGACAGGCAGACAGACAGACAG\nACAGACAGAGACAGAGACACACAGAAAAAAACAGAGAGACAGAGAGAAACAGAGAGAAAC\nAGCAAGAGACAGGCAGAGACAGAGTGAGACAGAGAGACACATACAGAGCGAGACCTTATC\nTCAAAAAAGAACGTAGAAAGCAATTAAGGAAAACAGCTGACACCAGCCTCTGTCCTACAC\nGTGCAACACACTTGAACATATACATACATATTGTGTGCACACACACTTGAACATATACAT\nAATACTGTGTCCATACACAAATGAACATATACATTTTGCACATTCACATGTAAGGAATAT\nTAAAGAACAATGTAAATATCTTTTGATTGGGAATTGGCTTAAAAGTGATAGGTTATCAGT\nTGGTGTCAATTCTATGCAGCAGATAAAAACAGTGTAGATTGATCTATACCAACGTGGAAA\nGATCTCTATGACTTATTTTAAGCTAAAAAGAAAGCCACATTGATTTAGTGTGGTGGTGTA\nGGTCTTAAATCCCTACACTTGGTGAGCAGAGGCAAAAGGGAAGGTACATCTCTGTGAGTT\nTGAGGCCAGCCTGGTTTATATAGTGAGTTCCATGCTAGGGAGGGCTACATGGTGAGACCC\nTCTCTTTAAAAACAAAACAAAACAAAACAAAACAAAACAAAACAAAACAAAACAAAGAAA\nAAATAAAGAAAAAAAAGGAAAGAAAAAGCAAGCCACACAGAATAGTTTGATTTAATTTTT\nATTTTTATTAATTGTTTGTGTGTATCTGTGTATGTCTGACTTGTCTATGCAGGTGATCAT\nAGAGGCTAGAAGGAGGCACTGGAACTCTTGGGGTTGGAATTATAGGGTTTGAGAGCCATC\nTAACATGGGTGATGGAATCAGTATTGGTTTGTCTGATAGAGCAGCAAATATTCTAAACCA\nTTGAGTGGTCTCTCTAGCCCCTGATTCTTTGTCTTTTAAACAACAGCAACAAAGTACTTG\nTATTTGTACATAACTATAGAAAAGTGTATCTCAATAATGTTCTTTTGTTTTTTCCATAAT\nGTACATTATTCATTTTGATAAAAGTTGGTGTTGACTGTTTTTGTTTGTTTGTTTGTTTTG\nTTTTGTAGCCCTGGCAGATCTGGAATTAGCTTTGTAGGCCAGGCTGGCCTCAAAGTCACA\nGACACACTTCTGCTTCGTGAGATTAAATGTATGCAGCACCACCTCCCCAGTGGTGTTGAC\nTTTTAATATATGTTTTTCAAATAATGTATCTTAAAATAACTTGGCTTATTCATGATTTCA\nTTAATGTAATTTTAATATTTAAGTTAAAATTCAACATTTGCAATTTCATGAATAGTACCC\nAGAAATCTTATAAACCCTTCCCCAGATTTGCTAATGCTTGAATGCTCATATATCGCTTGG\nCTCTTCCTCTACCTTTATCTATATTTCCCTACCTGCTTGAGAAACTGCTAAAGGCACAGT\nGCTTCATTTTCTTTAAGTAAGGAAGCATCCTGCATAGCTACTGCATAGCCACAAAATCAG\nGAAGTTAACATTGATATCACACTACCTTCTTATCAACATATCTCCATTCAGATTTCACTA\nATGATCTCAGTGATGATACTATGGTCTGGACCTCCAAATGGGTCCCGTGTTAAGAGACTG\nATCCTGATGATGGTGCTGTTTGGAAGAGATGAAACCTTTATTAGGAGGGCATGTTGAAGA\nGGCTTAGGCCCTTAGGTCACTAAGGGTGTGCCCCTGAGGGGGATTTGGGAGCTGTACACA\nACTCACTTCCTGGTTGTGGGGTGAGCTGTACTGTGTCATTTTCCCTCACCCCAACACATA\nTCAATGTCGTCCTTCATGGACATCAGAGGTCTAAAGCATCTACCCCAACTGATGCTGAAG\nTTAAAGCTCCCAAAGTAGATCATACAACAAAATAAAACATAGCTCTATGTAATTTTGTAA\nTTTCAGATGCCTGGTTACAGGAGTGTAAAGCTGACTAATTGGCATCATTGGTTTTTATAG\nGATCAAGATCCAGGTTAGGACCACACATTGCACTTCATTGGCTGGCTTGTACCCGTGTGG\nGCTCTCAGACACTGAAACACTAACCAAAGAGCATACACAGGCAGGACCTAGTGGCTCCCC\nTCCCCCACACATATGTAGTGACTTTACAGCTCCATCTTCATGAGGGTACAGAATATAGCC\nCACCCTTATTTCCGCCCGCACATACATAGCAGATGTGCAGTTCCATCTTCATAATGAGTC\nAGGAACAATAGGAGCGGGGGTTATCCCTAAAGCTGTTACCTATTGGTGGAATACATTCCC\nCTGCCTGGACTGCCTCATCTGGTCTCAGTGGGAGAGGATGCTCCTGGCCCTGCAGAGACT\nAGATGTGCCTGTGTAGGGAGATGCTTGGGGCTGAGGGCAAGGGGTCTCTACCTTCCCAAA\nGGAAAGGAAGATGGGGAATGGGGGATGGGGGAAGGAACAGGGTGGAGGGAACAGGAGAGG\nAGGGGTAGCAATCGGGGTGTAAAGTGAATGAAAGAAAGGAAGGAAGGAGGGAAGAAAAAG\nAAAAAAAAGTCTCTTTAGTCACCTTCAATCTGAAACAGGAATTTAGTCTTGCTATGTTTC\nATGGCTTTGCTGTTCTTGAAGTTCATCCTTGTTAGCAGGACGAATGTGTTTCAGTTCGAG\nGTTGTCTGAGGTTCCGTCATTAGCTTATGTGTGTTCCATGCATGTCATCGGAATGTCACA\nGGAAGGACAATGTGTTCATCTTAATACATAGTATCAAAGGCACATGATGATGATGATGAA\nACCTATTTCTTCTCATGTAAACTTTTCTCATGTGGTACAGAGGGTAGCTGGCCAGTTTCT\nCCACAGAGATGCTCATTAAAGTCTCTGTGAAGGTATTTTAATAAGCATCTAATAAGCATT\nGGCATATGTTCATAACAATTCACTAGGATGTGATTAGTGTTCTGTGGGGAAGACTGGGAG\nACTGTGTCCATGTCTATTGTCTCAGTGAGCCATCACCTGTTAATTTTTCATCTACCTAGG\nCCAATTATTAATATTGATGAATAATTATAAAATGCAACCCATTCCTTCTAAAATGATCAC\nTTAGCATTCTACTTCAAAGTGTAGTTATTTATTTAAGCCATTGTTGATTGGTGGGTTCTT\nACTTTGTAGAATGAATCACAGTCTGTTTCAACATTACTTCCTTTAATTCTCGAGCTGTCT\nTAGATTTGGCCAGCAGGAGCCTCCTGACATTGGCTTTGGTGCTTCTTGCTGGACCCCATC\nAGAAAAAGAAACAAAGAAAAAGTCCTAATTTTGTTACCAGAAATTCTATAACTTATCTTG\nTTATGTTTCTTGCTTCAGTCAGTTATTTCTATAGAACGTTATAGTAATTTTTTTTTTCGG\nACAGAGTTTCATGTAGCCCAGGCTGACCTCAAATTCATTACATAGCCAAGGCTAGTCCTG\nGACTCTTAGGTTCTCCCTCCCCCATCTCCTGAGTGCTGCAGTTACAGAAATTCACCATCA\nTGCCTAGTTTTATGTGGCACTGGAGTTGAATTCAGGCCTTCTTTCATGACAGGCAACTGA\nGCTGTATCTTCAGCTATGTTCAGTAAGTTTTAATTAAAAATGGTATTGAGAAACTGAGAT\nTTAGGCATTAACAGTACTCTGTCTAGGGTCACACTGACCCCAGCAGTGGGGATAGGGCTA\nCACACATCCTCATATACACACATACTTTATCAGTTTCTGTATCTAAATCTTTTGACATCA\nCTGCATTCATTCTAATGCCCCTTATCATATAAATTATTAAAGAATATTGTGCTTTTTTTG\nTCAGCAGAGAATGCTAGCCTCCATTATCAATACTTTTGATTAATTCTTTTGCACACAGTC\nAATATTACAGTCATTGAAGCTTCTTCTCAATGCCAGTGCCTCTAACACACATTAGCCAGT\nGTTAGACCAGGTACAGAGAGATTCACCACAGCTCTGGAGCTGAGACCGCCACATCCATGC\nTGTCTTCAGGGAGTCCTGACTACTTCATCGAGGTGGCTTTAACTCACAGTTAAGTGTGAG\nGATTCTACAAGCACATGGTCTAGCTTATGCAACATCCCTGCCACGTTATGACTGGGCAGT\nCTTAAGCAAATTACTTAATGTCTTCTAGTATCTAAACTTTCTCTGTTCAAAGAAAAGCCA\nTAACAGGGACAAAGCAGTTATCAGCCCCCCCTTCTCCTGATTTGAGTATGAATCTTTGTC\nTCAGAAGAATAGTCATTAGCTGGAGGTTGTGAGGGAACTTCAGGGCAGACATCTCAGCCA\nAGCGAGAGGGAAACACCCAGCAGGAAAACTATAAGCCATCACAGAGTGATGTAAGTCCGG\nGTCTCCACTCTCCTTCCTCTCAACTTGATGGGGCCGTGCGTGGGCTTGCCTGTTGCAGAG\nAACTAAGTGAGGACCAGATGAGGTGAGGCTCCCCAGTGCACGGAGTAGGAGATAATTTAA\nTGAATGCCTTCCACTCTGCTTTCATATGCCTCTTCAAATGCAGGTCTTGTTCACTGAAGA\nGAGTGTATAAAACTCAGCTAAGCAAAGCTAACAGCCATTACTGGCAGCTCCATTAGGCAA\nGAATAACTGCTGTTTACATTTTGAAATCGCTCTTTCCAGACTGATTTCTTTGCACATTGA\nATGTAAACTTTATGTGATGGCATTCCTTCCCTGTTCTCTCCGTTCTGTGTGAAGAAAGAA\nCCAGGTTCCCCATGGGGTGTCTTCCCTGCCCCTCCTGTCCATTGGCTGGCTGAACTCAGT\nACAACAATATCCCCTCCAAAGCACTGGTGACAGCAGAGCTTGTGTGGACACTGTGTAGTG\nTATAAACATGCACCCCTCCTGATGGGTGCTTCTGTCTGGGGCACCTTCTTCCCATGGGAC\nCTATCTTCCAGGTGGAGAAGGCCAGGGAGCATGTTTGTCACTCTGTGGTATTTCCTGTGG\nAAGCTGGCTAGAGTCCAGATCCCTGAGGAAACACAGCACAGGCCTTTTCTATAAGCACAG\nCTCTTAAATAGACTGGGAGGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG\nTGTGTGTGTATGTGTACTCTAGGCAGGAGGAGACCACTGTACTTGAGCTATAGACACACC\nAACTCATGGGCATCCCAGGTCTCTGGCTTTCCTTTGACACTGAGTCAGTTGGTCAGCAGG\nGAGAATAGCCTTATCTTGGAATTTTTACTGCACCACCAATGAAGAAAATACTACTCCAAG\nGTCAAGTTTACTCTAAGATCTGTGGATGTACCCATCACGTATGTCTGTCAAAAGTCACTG\nGATCAGCCAGGCATCATGACATAGGATTATAAAGGTAGTGTTTGGGATCACGGAGCAATA\nAAGTCATGAATTGGGCTATACAGTAAGATACAATCTCCAAAAGGGACATAAAACAAACAA\nACAAACAAACAAACAAAAAAAAAACCCACTCCATCAGTAGGACTCTCTTCTGGCACTGCC\nTAAATTTTCATTTCATTCAGAAACCATATTAGTGTGTGGTAAATATCCTGCCCAAATTTT\nGTGATTTGCTATTTGCAAATGATTCAAAATTTTACCTTGAAATATTTGAGACCCCTATCC\nAGAAAGTTTAATTCATCAAGATGAAAGTATCTAATCACCCCTAACTCCTAGGAAACACCA\nTGGAGAAAGAGACAGAAGGACTCTAAGAACTGCAGTGGGGGAGGGGCATGGTGCAGAATG\nCCAACATAAAGGTCTAATGTGTCCATACACTCTTCAAAAAAGTGACCAATAAAAACAACC\nCTTGGGATTTTCCTGCGAAATTGTTGTTGTGTATCAGTTGATACCAGCTCAGTGCTAACA\nACTGGATGGCAGCAAGGACAAGAGGAACACAGGAGGGAGATGGTAGAAGTGACCTAGAAA\nGTAAAACCAAACATCACTGCAGTGTGGTGGTTTGAATAGGTCTGGCTCCCATAGTGGCAC\nCATTAGGAGGTGTGGCCTTGATGGAGGAGGTGTGGCCTTGTTGGAGGAGGTGTGGCCTTG\nTTGGAGGAGGTGTGGCCTTGTTGGAGGAGGTGTGGCCTTGTTGGAGGAGGTGTGGCCTTG\nTTGGAGGAGGTGTGGCCTTGTTGGAAGACGTGTCTCAATATGTAGGTAAGCTTTGTGGTC\nTCCTACACATAGGTTCTGCCCAGTTTAGAAGATAGTCTCCTGGCTGCCTTCAAATCAAAG\nTGTAGAATTCTTGGCTCCTCCAGCATCAAGTCTGCCAGGATTCAGCCATGCTTCCTGCCA\nTGATGATAATGGACTAAACCTTGGAAACTATACTCCAGCCCTAATTAAATGTTTTTCTTT\nATAAGAGTTGCCTTGGTCATGTTGTCTCTTTACAGCAAAGAAACCCTAAGACACAAAGCC\nACTTTGTGAAGCATGTTGATCTCATCGTTTAGCTAGCATTTGGATGTGGGCACCTAGTAT\nTTTTATAACACACCAACCCATCTATCCCATGCCCTTACTTCCTTCTCACTATGACTAGCA\nATATTAAAGTCATTGCAACCTCTGGCACCAGGCTTTGGCCCTGTACTTCCCTACTGAATT\nATTGTAGAATCTACCTTTTGCCTAGACTTCCCTGACACCCAGACAACTGGCCATGGATGG\nAGAAAAGCTCCCACTCATGAGAACTGTCTGTAACCAACTCTGTGCCTCATCCTAGGGAGT\nCTTCAGTGAGTCTGGTAGTCCTTCCTTGTTTTCTGAGTTATTTAGCTCTCCTATACTCAG\nAGAAGACTGTTCTGTTTTATTAAAGGCGATGGTGTAGTGGCAGAAGGGAGCCTGGGTGGG\nCCCATGCCTAAGCATTCCCTCTGAGAAATCAGCTTTAGGATAGGCTTAGTATAAAAGGGA\nGTTTGTTTGGAACATAAGGAAGAGGGTAGAGGCAGAGAATGGGGCACAGAGAAGAACAGA\nGAGAGGAGAAAGAGGGAAAAGACCAGCTGGGGACAGGTGAAGAAGAGAGAGAATAGGAGG\nGGGAGAGAGAGGGGGGGGAAGGGAAGGGAAGGGAAGGGAAGGGAAGGGAAGGGAAGGGAA\nGGGAAGGGAAGGGAAGGGAAGGGAAAGCAGTCCTTATATGTCTGGCTCTTAGTACCTACC\nTGGCCATTGTTAGTTAACTGTTGGGCAGAGCCTAGAGGAAATGCTAACAAGGACCTTGTC\nCATATTCTGCTTTTTCCTGGAAGTCCAGTAGCTTCTGATTGGTTTGTCTCATTGATGATG\nTTTAGCTGATGGCCTTGACTCTAATTTAAAAACCAGAAGTCATCACAAAAGAACACCTTT\nGACTACTCCCACTAACTTCTCCCAGTGTTATGAGTGTGAGCTGTTTTCCTCTTATTACAT\nAGCTGTGTTCAGTGATTTTTATTTTCTCTAAAACTTGTCTCAATCCTTCCCTCTCCTACA\nACTTGGGTCTTCTTCATTCTTTTTAATTCTTCTCATAAACATCTGAATATGCTCTATTTC\nTCCTTACCTATAGATAGGAAGAAAACAAAATCTAAGATAGATTCACCAATTCACTAACCA\nTGGCCCCATGTCGCTACCTCACAGCAAAATATCTTGAATACTATCTGTATTCCCAGACTC\nCCACACTTGGAGGCAATGCTACCTTATTTAAGTATATGTGCCTATATATGATATAGAATG\nTATATTTTAACTATGTAGATATTTTAAAGTCTCAACAAGAAGCCATATACTGTCTTCTTC\nTTCCCCTTCCCCTTCCTCTTCTCTTTCTCTTCCTCTTATTTTTTTCTTCTTCTAACACTA\nTCATGTTACTTTTAGAAATTTTGGAGTGTTTTACTTGTTGAAGTGTGAGCTTTGATGAAT\nTCTATGTAAATGGCTGACTGGAGAGTATCTAGAGAAAACAGAATCTCAGGGAGAAGTGCT\nTGGATATTCACCCATTCTAAGCTGATCTGTCTAGTGGAACCAGATGTTCAGACTGGCCAC\nTCTTTATTCATACAATGTTGGCCTTGGCCTTCACAATATCTTCTAGTATTTAGGCTGCTT\nTATTTCTCCAGTGCATCCCAAGAGCCTTCAGGATGAAGCTCATCTTTTTAGTGTGGCAGA\nGAAGGACCACTTTCCCCTCCCCTGAGGCTTACAGCCAGGATGCAACCTCTCACCTCTATA\nCCTTTTAGCCATATGAAGGACTGGTATGTCTTAAGGGAACTGCACTTTCTTTGGCTTCTA\nGATTTCACTGTGTACTTCTACTTCTACATAGAATGTCCCTTCCCATCTCCATGTGTCCCT\nCTGTTTCTGTATAATTCATTCCTATGCATATCTTAGGACTCAGAATAAATGCCACGTAGT\nTTAGGAAGCTAAATGCTTCAGGGGCTATAGAAGAAGTTTTCCCAGTGTTCTCAGTGACAC\nTGCTTCTAAAGTATACAAGCATCTGAGCCCATGCATTACCTAGCCTAAAGCCATTGATGC\nATCCCCTTAGGTAAGCATTTTGTCTTGTGTTGACTCCTTTGCTACCATAACCTAGATAAG\nCGATGTTATTAAGTTGGTATAATAACCTTCCCAATGCACAGATGGGAACATCTACTTTCA\nGGAAGATGGTGATGAAGGGGTTTGGGAGACAGTGAAGAGGAACTAAGAGGAATCTAATAG\nGTGTGGGGTACATCCTCTTGTGGCCTGTTAGCTTCTTGCTATGTGAGTCTTGAAGATCTC\nAGAGTAATCTCTGGTTATAACTAATTTAGATAAAGGAAGGGAAACACACAGGGAGGTTTC\nTGTCATCATTCTGAGCCCAGCTGTTGAAGGTGATAAGAAAGTAGTTTTAGTGAGACTGAC\nTGATTAGTTACAATGTGTTCTAAGGGTGACTTAGAATCTCCCTAAGCCTTCATAGAGGGA\nAGCTCATGGAACCGCTAAGAACTGCCCCTTATGAGCTGTCCTTCAGTGATCTGACACACA\nCAGCATGGACTGCTGGCCATTCTGAGTCACTCGTTAAACAACTGATAATTTGTATATACA\nCTAGCATTCCACAACTTACACACACACACACACACACACACACACACACACACACACACA\nCACACAACAATTGAGGGATGCATGTTTAAAATGAAATCATTTCATTAAGTTAATGAAATA\nTTGGAACTCATTGATACTAGAAAAGCTTTTAGACATGTCTGATAGTAAAGATACAGCTTT\nAGATTTTTTGCTTTTCCTCTGAAGACACAGAAGCCAAGAGAGCAACACAGTTTGCTCAAG\nGACATTTTGTCATTTGGTGACAGAGCTGACACTAGAACACAAGGTCTCTGACTTTTAGCC\nCCCTGCATGTTTGAACACATCACCAAATCCAAGGAACAGCGCATAGTACATAGCCACCAG\nCAGGTGGCGGTCTGTCGAGCGGGCCAGCTGGTTTTCCCAGGTTTAGTTTCTTACTCTGTA\nGAAGCAGCAGGTGCAGTCTCAGTTGCTTTAGACATCTCTACAGATTTTCTCCTCTCTGAA\nTTATCAGGGAGTACAGGACAATGCAGACAAAGAAACATCTTATCAGATAAAGGATAAGGA\nGAACAGATATAACAAAACAATATTTTCATCTTCTGGTTCACTGTGAATAAACATAAAAAA\nCTGTTTTAGCTTAGTTGCTGACAAATTTTTTCTTACTTTTTTTTTTTCTTTTGGCACTAC\nTGGGAACTGAACCTAGGATCTCATGCATTCTGGTCAAGCCCTCTCCCTGAGCTCCATCCT\nCAGGTGCAGTTGTGAATATCTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTGTGAA\nTATCCTTAATACAGCACCAGCCAATTTCTTGCATAAATGAATAAGACACACAAAGCCCAT\nTCTCTCTGAATGTGCGGCACATGCCAAAACCTGAGAGATTGATTATATGGTTTCAGTTTC\nTTAAAATTGCATGATTTTAAGATGCTCCTGCCTAAGGTGAAATAACAGCCTACCAGGACA\nATGATGAGTTTCATCAGTTCATTTTCCCCTATGTGACAGAAATTAAAATTTGCCATCTTG\nCCATAATGTAGGCAGTCATACATGCTGTTTGCCCCTCTGGAACAGTTTTATGTGACTCTT\nGCTCCACTGTGCATCTCAGGAAGCTGACCTTTGCGGGCTGTACCTACTGGATTCCTTTAT\nCTGGTTCCTTGTTTGGCTTGAGCAATGAGGGGGCAGCAGTTGACCAGTAAGCAGCCAGTC\nAGTCAGCAGCCTGCTTCCAGAGTTCCAGCTTTCTGTCTCTCTCTTTGTACCCTGCTCTTT\nCCTCTCTCTTTCTGCATAATGTACATGTATGTATTTATGCATGTGTGCATAGTCATGTGC\nTATGGCATACAAGTGGGTATCAAAAGACAACCTCCAGTGTCAACTTCTGCCTTGTTTGTG\nGCAGGGTCTCTTCTTCACAGCTGGCAATGTTAGGTGGCTCACAGGTTCTGGGGCTCCTCC\nTGTCCCCACCTCCTATCTTGCCGTAGGAATGGTAGGATTATGGACACACACCATTGCATC\nTAAATATTCCTGGGCTCTTGTGATCTAAACTCAGATCCCCACATTTGTGCAGCAGATGCC\nATCTCCCTGACCCCAAGTTCCAGCTTTGTGTACCTGGGTTCATGCCACCCTCCCCACGGA\nGTTCCCATGGATAGGAATGCCTTGCCTACTAGTTTTGGTTCCCTTATTCTGCCTATATTT\nATGGGTATAGGCCTTCACTATGCTTTATTTATTTTAAATTATATATATGCACATGCATTT\nGGATATGAGTATGTATATGGGAGTGCAGGTACATGCAGCAGACAGATATGAGTGAGGGAT\nCCCATGAAGCTGAAGTTACAGCCAGGCATGACAAGTGAGTTCTGGGATCTGAACTCAGCT\nTGCTTGGATACCAAAGCAGTATGTACTTTTAATCCCTAAGTCATCTCTTCAGCCCCATCA\nTGTCATCTTTAATACAAACCTGTAGTGTGTAATCCATCACCTGATGCCAATGGCCTCAGA\nAGATATTAATGTTATAATGGCTGATCTTTCTCCCAGGAGAATTAAAACCCATTATTTTGA\nAGTAAATCTCAGATGACATGGGCATCTAATATTAGTTTTCTATAAATTCCATCTCAATCT\nGCATTTCTCTGTAAGAAGTATTTGTTTCTCTTCCCCATTTTATATTAGTATGTTCTATTG\nTTATAGTTTGGATGGCAATTCAGTTTTAATTGTATCATTGCTATTTTGTTCTCCTATTTT\nGTTCTGGAATGGCCACAGTAGACCCTTTCATGTTGACTCTTAGCAAGTCACAACTCCCTG\nTGTTCACATTGTAGTGTTGTTGCAAAATGATTCTAAGTTCATCCTGAAACTTTTTTTTCA\nAAGATTTTATCTATCTATCTATCTATCTATCTATCTATCTATCTATCTATCTACCTATCT\nATCTATCTGATGAGTACACTGTATGTGACTTCAGAGACACCAGAAGAAGGCATCCGATCC\nCATTACAGATGGTTGTGAGCCACCATGTGGTTGCTGGGAATTGAACTCAGGAACTCTGAA\nAGAGCAGTCAATGCTCTTAACCGCTGAGCCATCTCTCCAGCCCCAAAACTTTTTTTTTTG\nTCCTGAAGAAATTGGTTTCATCTCATTGGAGGGCAGTATTTAGAAATTCAGATATAAAAA\nTTAAGTGTTCTTGGCCACAATGCTCCATACACAAATACCACCAGGAGAGAGTGGGTCTCT\nCAGGAGTACTGACAAGCTTGTGAACGCAGGTAAGACCACCACTCCTGCTCCAAGGGACCC\nACCCAGAGACCCCAGGACAAAGGAACCGAGGAGCAGCCTGGGATAGGATCTTCCCAGTTT\nCCATCTGCACCCAGAGCTGATCCTGTGCCACAGTGCTCCATACCCAAATATCTCCGGGAG\nAGAGCTGGTCTTCTAGGAGTGCCAACACACCAGTGAGCACAGGTGAGACCTCCACTTCTG\nTTCAAATTCTTGGCCCAAGAGGGACCTACCCAGAACCATCAGAACACAGGACCAAGAAAC\nAGCCAGGGAAAAGAGCATTACAGTTTCCATCTGCACCCTGAAGCTGACCCTGTGCCATAG\nCTCTCCATACCCAAACTCCTCCTGGAGAGAGCTGGTCTCCCAGGAGTATTGACATATAGG\nCTTACAGGAGGAACAAGCCACAGTCAGAGACAGCAAGACCAGCTAACACCAGAGATAACC\nAGACGAGGAGAGGCAAGGGCAAGAACATAAGCAACAGAAACTAAGGCTACTTGGCATCAT\nCAGAACCCAGTTCTCCCACCATAGAGAGCCCTGGATACACCAACACACAAGAAAAGAAAG\nATTCTGATTTAAAATCACATCTCATGATGATGATAGAGGACTTTAAGAAGGACATAAATA\nACTCCCTTAAAGAAATACAGGAGAACAAAGGTAAACAGCTAGAAGTCCTTAAAGAGGAAA\nCACAAAAATCCCTTTTAAAGAATCACGGGAAAACACAACCAAACAGGTAAAGGAATTGAA\nCAAGACCATCCAGGATCTAAAAATGGAAATAGGAACAATAAAGAAATCACAAAGGGAGTC\nAACGCTGGAGATTGAAAACCTAGGAAAAAGATCAGGAATAATAGATGCAAGCATCACCAA\nAAGAATACAAGAGATAGAAGAGAGAATCTCAGGTGCAGATGATTCTATAGAAAACATTGA\nCACAACAGTCAAAGAAAACGCAAAATGGGTAAAGCTCCTAACCCAAAACATCCAGGAAAT\nCCAGGACACAATGAGAAAACCAAACCTAAGGATAATAGGTATAAAAGAGAGTAAAGATTC\nCCAACTTAAAGGGCCAGTAAATATCTTCAACAAAATTACAGAAGAAAACTTCCCTAACCT\nAAAGAAGGAGATGCCCGCAAACATACAAGAAGCCTACAGAACTCCAAATAGATTGGACCA\nGAAAAGAAATTCCTCCTGTCACCTAATAGTTAAAATACCAAATGCATAAATATTAAAAGC\nAGTAAGGGAAAAAGGTCAAATAAAATATAAAGGCAGACCTATCAGAATTACACCAGACTT\nCTCACCAGAGACTATGAAAGCCAGAAGATCCTGGACAGACCCTAAGAGAACACAAATGCC\nAGCACAGGCTACTATACCCAGCAAAACTCTCAATTACCATAGATGGGGAAACCAAGGTAT\nTCCATGACAAAACCAAATTCACACAATATCTTTCCATGAATCCTGCCCTTCAAAAGATAA\nTAAAGGGAAAATGCCAACATAAGGATGGAAATTATGCCCTAGAAAAAGCAAGAAAGTAAT\nCTTCTTTCAACAAACCCAAAAGAATTTAGCCACACAAACATAAAAATAACATTAAAAAAA\nAACCAGGAAGCGGACGCGAGGCGACAAGATGGCGGACAAAGAGAAAAAGAAGAAAGAAAG\nCATCTTGGACCTTTCCAAGTACATCGATAAGACCATTCGGGTGAAGTTCCAGGGTGGCTG\nGGAAACCAGCGGTATCCTGAAGGGCTTTGACCCACTGCTCAACCTGGTGCTGGATGGGAC\nCATGGAGTACATGAGAGACCCTGATGACCAGTACAAGCTGACGGAGGACACTCGGCAGCT\nGGGGCTTGTCGTATGTCGTGGCACCTCGGTGGTGCTCATCTGCCCGCAGGACGGCATGGA\nGGCCATCCCCAACCCCTTCGTGCAGCAGCAGGACACTTAGCAGCAAAGGAGAGCGGTCCA\nGCCCCAGGGATCTTCCTTCTATGGGGTGAACTTCTGTGTGATGTTTTGGTCTTTTGTTCT\nTGTTTTGTTTTGTTTTGTTTTGTTTTTTAATAAAATTGCCCATGTGAGCAAAAAAAAAAA\nAAAAAAAAAAAAAAAAAAAAAAAAAAACAAACAAAACCAGGAAGCAACAATCACTATTCT\nTTAATATTTTTTAACATCAGTGGGCTTAATTCTCCAATAAAAAGACATAGAATGACAGAC\nTGGATACAATAAACAGGACCCAACATTTTGCTGCATACAGGAAACACACCTCAGTGTCAA\nAAACAAATGCTACCTTACAGTAAAAGCCTGAGAAAAAAACTTCCAAGCAAATGGCCCCAA\nGAAACAAGCTGAAGTAGCCATTCTAGTAATGAATATACGCAACTTTCAACCAAATGTTAT\nCAATAAGGATAAGGAAGGACACTTCATACTCATCAAAGGAAAAAATCTACCAAGAAAACC\nTCTCAATTCTGAATACCTATGCTCCAAATGCTAGGGCACCCACATTCATTAAAGAAACTA\nGTAAAGTTCAAGCACATATTGTACCTCACACAATAGTAGTGGGAGACTTCGACACCCTAT\nTCTCAGTAATGGACAGATCATGGAAACAGAAACTAAACAGAGACACATTGAAACTAACAG\nAAGTTATGGACCAAATGGATTTAATAGATATCGATAGAACATTTCATCCTAAAACAAAAG\nAATACACCTTCTTCTCAGCACCTCATGGTACCTTCTCCAAAATTGACCATATAATTGGTC\nACAAAACAGGCCCTCAACAGATACAAGAAGATTGAAATTATCCCATGCATCCTATCAGAT\nCACCACAGATTAAGGCTGATCTTCAACAGCAACAAAAACAACAGAAAGCCCACATACACA\nTGGAAGCTGTACAACACCTTACTCAATGATAATTTGGTCAAGGAAGAAATAAAGAAAGAA\nATTAAAGACTTTTTAAAATTTAATGAAAATGAAGGCACAACATACCCAAACTTATGGGAC\nACAATAAAACAGTGCTAAGAGGAAAACTCAGCTCTGAGTGCCGCCAAAAAGAAACTGGAG\nAGAGCACACACTACCAAGCTTAACAACACACGTGAAAGCTCTAGAACAAAAAGAAGCAAA\nTACACCCAAGAGGAGTAGATGGCAAGAAATAATCAAACTCAGAGCTGAAATCAACCAAGT\nAGAAACAAATAGAACTATACAAAGAATCAACAAAACCAGGAGCTGATTCTTTGAGAAAAT\nAAACAAGATAGATAAATCCTTAGCTAGACTAACTAGAGGGCACAGAGACAGTGTCCAAAT\nTAACAAAATCAGAAATGAAAAGGGAGATATAACAACAGAAACTGGGGAAATTAAAAAATA\nAAATCAGATCCTACTATAAAAGCCTATATTCAAGAAAACTGGAATATCTGGATGAAATAG\nACAATTTTCTAGACAGATACCAAATACCAAAGTTAAATCAGGCTCAGATAAACCATCTAA\nACAATGCCATAACCCCTAAAGAAATAGAAACAGTCATTAAACATTTCCCAACCAGACTGG\nCGAGATGGCTCAGAGGGTAAGAGCACTGACTACTCTTCCCAAAGGTCCTAAACTTCAATT\nACTAGCAACCACATGGTGGCTCACAACCATCCGTAATGAGATCTGACCCCCTCTTCTGGT\nGCATCTGAAGACCACTACATTGTACTTATGTACATAATAAAAAAAATTCTTTGGGCTGAA\nGTGACCAGGGACTGAGTGAGTGGAGTTGACAGGAGCGAGCCGGGCCAACTGGACCAAGCA\nGAGGACCTAAAATTCAATTCCCAACAACCACATGAAGGCTCACAACCATCTGCACAGCTA\nCAGTGTACCCATATACATAAAATAAATAAATAAATCTTTTTTAAAAAGCTTCCCAACCCC\nCTCCCCCCAAAAAAAGCCCAGGACTAGATGGGTTTAGTACAGAATTCTATCAGACCTTCA\nAATAAAATCTTATACCAATACTCTTCAAATTTAACTATCAATAACTATTAACTATTATAA\nATTATTTTGATGACTTAAAAATGTCTGTTGACTGCCGGTGGCTCCCCATTCCATAAAGCG\nAGAAGACTGACCTGCGCGGATGGAAGAGACGGGGTGTGAGGTTATGGGTGCCGCTCAGCA\nGACCATCTCTCCTGGAATTGTGGGGAGCAAGGGGAAACAGATCCCACACTTAGGACTTCA\nGAGTTGTTTATTCTAGTGACAAAGCCTTCAGCCACTCAGCACTCCCTAGTCTTAAAACCT\nTGCCTTCATTCATCCACGGGACACTTGGATAACTGAACAAGGCCTAGGAGTGTAGCTCAG\nTGGCGTGTGTGTGCCTGGCTCTGTAAAGCCCTGGCTTCAGTCCTCTACAGGGAAGGGTTG\nGGGGAAAAGCTAAAATGTCTTAAGCTAAATCATCCAAGGGTTGTCCTTCTCACCCTCACA\nTCCTGGGACTGGGATTGCCCGACAATACTGTGATGTATTTCTCAATGAGGTGCCTTTCAT\nAACTGACCAAATGTTGCCATGTTTGGCCCCTGTCAATAAAATATGTTGAAACTTTGAAAA\nAAATTGTCAATACTGAGTTGTACATTTTAAAATAAATTTGATTAGTTTAACAAAAAAATG\nTAAAAAAAAAGAAAATTAAGTTTGTTCATTATCATCAAATGTTACTGGCTTTATGGTTTA\nTGTTTTTTCAATGGTGCAATTATGAAGTATATAGACACATGTATACATTTACACTCATAT\nGCAAAACTCTTTATGTATATGTATATAAAATTACACACACATACATATATTACATAGCTG\nTGTGAAGGTAGCCAAAGACATCATACTTTTAACTTTGGAAACAATGTTAGTATCTACTAT\nGATATTAAAGGTAAAAGTACCTTAAGGAACAAAGATTGTTATATACAGATAATAGGAGCA\nAATACAGAACATTAAGAACATAAATAGACCTAACAACATATGCTCAAAGTATATGAAGCA\nGTAGAGAGTGTAAGTAGAAATGTGTATGCCAAAAGTATAACTGGAGGGTTAAATGTGATT\nATTTTAGTAGTAAGAAGAAACCAAACTGAAGCCATTTTGAATAAAACTTTCATTTTGAGT\nAGAGGGTCAAATAAAGGTAACTGACATCCTGCTTGGCAGAAAGACACATGTACATGGGTA\nAGTGGCATCCTGGTTGGCAGATTGAGATATGAAAGCTAGGCAAGTGGCCCTGCCGAAGCT\nGCAAAACCTAACCAAAGGGAACAGGAATAAGTGTACCACTGAAGTCATGTTCCAGAGGAA\nGTCCCCTATCCCTAAAATCAGATTGATGGGAAAATGTACCTGTAACTTGGCACAAATGTT\nGTGGATTTCAGGATTTAAAACTCTGTACCATTCTGGCTCAGGGTGGTGTGGTTTAGCTCC\nAGAATCTGCTCTGTAGCCCTGATCGATCAGTAGCAGCCTTTGTACAATAAAATTTTGTCA\nTCTTCTTAAATACTAAGGTGAACGTTCAGAAATGAAGTGAGCTGCTGAGTGCTGCTGTCC\nCTGACTGATCAGTTTTTGCTGGCTAATTCAGAAAAAAATTGTGCTTTAATGGGCTCTTGT\nGACTGCTTGGGTTGTTTTGGATTTTTTAGACCCCCAACATAGAAATCAATAAACAGATTA\nAAATAAGCAAAAATATAGATCAGAATTGTGCCATTAGGAAACTTAAGCTTGTAGCTGCTG\nTAGTAATTTTTTTCTTGTTGCTATAAACTGCTACAAATCTGTGACTGAAATCAACACAGA\nTTTATTTCCTCACAGTTCTAGAAAAACTCCAAATGAATTTTTGAAGATATAGCCAAGCAT\nTTAGAAAATTAGTTATTTTTTAAAATTTCATGTGTGTGAGTGTTTGTGTACCTGTGTATA\nTGTGTACCATGTACATGCCTGATGTCTGCAGAGGCCAGAAGGGGGCATCAGATCCCTTAG\nACCTGGAGTTATAGATGGTTAGAAGCTGCCGTGTGGATGCTGGGAGCTGAACCTGAGTTC\nCTTACAATACAACAAGCACTCTTAACTGCTGCACCATCTTCTCAGGACTCAAAGCCAAGC\nTCTTGATTTTGTCTTTGTTCCTTTTGAGAGCTTGAATGGAGAACTGTCTCCTTTACCCTG\nGCTTTCTGTGACACTACTCAACTTTCACATGGCCAGCAACTTCTCTGTGTCCACATCTCG\nCTTGCCTCCCTCTTAGAAGGATGCTTAAGGTTTCATTTATGATTCATCTAGAATAACCTG\nTCCCCTTTAAGATTCTTGATAGGCTTAACTCTTGACTAAGCCTACTAAGAGCTTTGGTTT\nTATATAAACCATTCATAACTTTTAGGTATTAGGGCAAAGGTATCTTTGGGGAATATCATT\nTGATATTGATTCTAATTTCACACACACTTTTCTCAACCACACATAAAACATATACAAAAA\nCAGAACACAAACCAGGCCAGGTGAGAAAACCTAACAGATTCTAAATCTAATGATTTGATC\nATTGTGAAAAATTGTTGTAAATTAGTAACAAAAGGATATGTAAACAAACTTTCTATATTA\nGGTACTTGTTTCATAGCTAACAAACTCTCAACAAAAGAAATGTAAAAATTTGGCTTACAA\nTTCAGGAGACACAGTCTATCATGTCAGGGAAGGGATGATGGCTAGTCACATCGTATCCAC\nAGTCAGAGTGAGGGATACAGGAGTTAAACTCACTTTCTCTCTCTTTTTTTTTTTCATATT\nCTTTTTTTTAATTAGGTATTTTCCTCATTTACATTTCCAATGCTATCCCAAAAGTCCCCC\nATGCCCTCCACCCCCACTCCCCCACCCACCCACTCCCACTTTTTGGCCCTGGTGTTCCCC\nTGTACTGGGGCATATAAAGTTTTCAAGTCCAATGGGCCTCTCTTTCCAGTGATGGCTGAC\nTAGGCCATCTTTTGATACATATGCAGCTAGAGTCAAGAGCTCCAGGGTACTGCTTAGTTC\nATAATGTTGTTCCACCTATAGGGTTGCAGATCCCTTTAGCTCCTTGGGTATTTTCTCTAG\nCTCCTCCATTGGGGGCCCTGTGATCCATCCAATAACTGACTGTGAGCATCCACTTATGTG\nTTTGCTAGGCCCGGGTGTAGTCTTACAAGAGTCAGCTATATCAGGGTCCTTTCAGCAAAA\nTCTTGCTAGTGTATGCAATGGTGTCATCACTTTCTCTTTTTAATTCATGTCTGAAACACA\nGATGATCTCATGGAACATTGTTGCCCACAGTTAAGGTGGGTTTTTCTACCTTAGATGACC\nAAATCTGGAGACTCTCCAATAAGATCAACCCATAAGTTATTTTAAATGCCATTCTAAATC\nCTGAATCCCATCAAGTTGACAACCAAGATTAACCATTATAACTCCAACCTTTGTCATCTT\nGACACTCAAATATGTCACCTTTAAGCTGCAGCCTTATGCCTCTTGTCCCCATAAGTTAAC\nAGGGTTCTTTTATAATACAAAATGCATTCATTGAAATTTCAAAAATTCCCACAGTGTTAA\nAACCTTTATCTCACAGAGACAAAAATCAGAATCAAGGAACTAAAGAACGGAAGTCATAGA\nGAAGATCAACATAGTCAGAGTGAGTTACTTGACTGGAGTAGTAAAATGGAAAGGAGATAA\nATAAGACCAAGATTAAAACAGGATGTAGGACATGGGAAGTGACTTAGTGATCAAAGCCAT\nTGCAGCACAAGCTTATGAACAGTAGCTACATTCCCAGAACACAAGTTAAAAACTGTGAGT\nATGGTGACCAGCCTGTAATTCTGGCTTTGGAAGATGCAGCCAATTCTCAGAGAAAGCAGC\nCTAACAAGACTGGACATATCAGTGAACTCTGGGTTTGATTGAAAGATCCTACCTCAAAGA\nAGGCAGAAGAGAAATTAAGGATAATTTGGGACTACACATGCATGCTCATCTCACCCCCAT\nGCATGCACCCACATGTAAGCTTAGATTTTTCAAAACCTGATTAAAAAGAGTTCTTAAACA\nCTTCAAGCTCCCATCTAGCCCACTGACCAAAGGTAGGGAGAAAAATGGTTAATAGGACAA\nAGGGAAGGTGGACCTGTTTAGAAGTAGTTTTTTGGGGGTGACTCTAAACATGAATTAGTA\nGCAGCAGTCTAGTCTAATTGGCAAACACCAAACATAACTCATTAGTGGCTCTATCCAGAA\nGAGACCTCAAGGCTCCGCTGAATCAACATGAGTCCTCAGAAGTGGCAAGAGACAGCTGGA\nATACCACAAGAAGTTCTTTGGCGCTTTTCTCTCTATGAAGTCATGGACAAGTGAAGACCA\nGTGAAGAACAACAGAGTGTTGCAAGGCAAACCAATGCAAGAGTGTCATTCACTGTCTATT\nAGGTTATACTAACACTGTTTCTAAACATCACTTGCCCTCTCAAGTGTCTGCTTCAGCAAA\nACATCCCATGCCCTTTCACAAGACAGCTTCCAGAAAAACACCACATGATACAACAGAGTC\nTCCAAAGAAACCAGAAATTTCCACTTTACCTGTCCAAATGCAAACATAAACACACATATA\nCATTTGACATAGATGTGAAAATAGAAAAAAAAAGTTGTAAATCAGCAACGTACAGAGCTG\nTGGGAATAAAGAACCATGAGAAGCCGTGGCTGCATGCATGTTGATGGTGTAAGCTAATGG\nATGGGTTGTTCCTCAGGATGTCCACATGTAGTCATGGGGAGGATATGAGGACATTTTAAT\nGTTATTTATAACAGCATAATCTTTTGATTTTCTTGCTTTTTAGAGAAGTCATGAGCAAAT\nAACACCTTTAAACATTTTAAGCCAGGTTTATTAAAGTATGCATTTTAAATACATAAAATG\nCACCCTTTAAAATATATATAATTCTGTGAGTTTTAAAAAAATGAATATAGAACATTTGCA\nTCAACCCTAAAATCTTCTGATGCTTTTTTGGCAAACTTTTTGAGTCTTCTACGTCCCTTC\nCTACAACCCGTGGTTCTGGGTAACCTCTGATAGTAAATTTGGTTCTTTAGGATACAGGAC\nTAAAAATGTTACATCTTTAAAAAACAAACTCATGGCCTGAGCATCAGCAGCAGACATCTT\nGGTTCCGGGACTCTGCCAAGAGTATTCTGCATAGGTGAGAGTGCGGAATACAGAAGCTAA\nCAGCTTCTGGGACAGGCGAGAGCCACAGAGCTTCTAAGGCAGCCCCCTTTTCGGGCCCTA\nGACATCCGGCTTCTTTCCCGGCCAGAGGATAGGGGTCCACCCGGCCTGGGAGCTCTTGGC\nCTGAGCATCTGCTGCAGACATCTTGGTTCCAGGACTCCTCCGAGAGTATTCTGCACAGGT\nAAGAGTGTAGAATACAGAAGCTAAGAGCTTCTGGGACAGGCCAAAGCAACTCAGCTTCGG\nGACAGGTCCTATTTTGGGCCTTCATCTTCGGCCAGGAGGGAGGTCCTAACGCCAGATGTA\nCACCTCCCCTGTAAGAGGAGAGCTTGCCTGCAGAGAGTGCTCTGACCACTGACACTCAGA\nGGAGAGAGCTAGTCTCCCAGGTCTGCTGATAGAAGCTAACAGAATCACCTGAGGAACAAG\nCTCTAACCAGAGACAACTAAATCAACTAACTCCAGAGATTACCAGATGGCGAAAGGTAAA\nCGTAAGAATCTTACTAACAGAAACCAAGACCACTCACCATCACCAGAACCCAGCACTCCC\nACCTCGTCCAGTCCAGGGCACCCCAACACACCCAAAAAGCTAGACCTGGATCTAAAAGCA\nTATCTCATGATGATGGTAGAGGACATCAAGAAGGACCTTCATAACTCACTCAAAGAAATA\nCAGGAGAACACTGCTAAACAGGTAGAAGATCTTAAAGAGGAAGCACAAAAATCCCTTAAA\nGAATTACAGGAAAACACGACCAAACAGGTGATGGAATTGAATAAAGCCATCCAAGACCTA\nAAAAGGGAAGTAGACACAATAAAGAAAACCAAAAGTGAGGTAACGCTGGAGATAGAAACC\nATAGGAAAGAAATTTGGAACCATAGATGCGAGCATCAGCAACAGTATACAAGAGATGGAA\nGAGAGAATCTCAGGTGCAGAAGATTCCATTAGAGAACATTGGCACAACAATTAAAGAAAA\nTACAAAATGCAAAAAGATCCTAACTCAAAACATCCAGGAAATCCAGGACACAATGAGAAG\nACCAAACCTACGCATAATAGGAGTAGATGAGAATGAAGATTTTCAACTCAAAGGACCAGC\nAAATATCTTCAACAAAATTATAGAAGAAAACTTCCCAAACCTAAAGAAAGAGATGCCCAT\nGAACATACAAGAAGCCTACAGAACTCCAAATAGACTGGACCAAAAAAGAAATTCCTCCAG\nACACATAATAATCAGAACAACAAATGTGCTAAATAAAGATAGAATATTAAAAGCAGTAAG\nGGAAAAGGGTCAAGTAACATATAAAGGCAAGCCTATCAGAATTACACCAGATTTTTCATC\nAGAGTCTATGAAAGCAAGATGTTATACAGACACTAAGAGAACACAAATGCCAACCCAGGA\nTACTATACCCAGCCAAACTTTCAATAACCTTAGATGGAGAAACAAAAGTATTCCATGACA\nGAACCAAATTCACACAATATCTTTCCACGAATCCAGCCCTTCAAAGGATAATAACAGAAA\nAAAAAACCCAATACAAGAATGGAAACCACATCCTAGAAAAAGCAAGAAGGTAATCCCTCA\nACAAACCTAAAAGAAGACAGCCACAAAAACAGAATGCCAACATTAACAACAAAAATAATA\nGGAAGCAACAATTACTTTTCCTTAATATCTCTAAATATCAATGGACTCAACTCCCCAATA\nAAAAGACATAGACTAATAGACTGGCCACACAAAAAAGGACCCAACATTTTGCTGTTTACA\nGGAAACCCATCTCAGGGAAAAAGATAGACACTACCTCAGAATGAAAGGCTGGAAAACAAT\nTTTCCAAGCAAATGGTTTGAAGAAACAAGCTGGAGTAGCCATTCTAATATCTAAAAAGAT\nCGATTTCCAACCCAAAGTCATCAAAAAAGACAAGGAGGGACACTTCATACTCATCAAAGG\nTAAAATCTTCCAAGAGGAACTCTCAATTCTGAATATCTATGCTCCAAATACAAGGGCAGC\nCACATTCATTAAAGAAACTAGTAAAGCTCAAAGCACACATTGCACCTCACACAATAATAG\nCGGGGGACTTCAACACACCCCTTTCACCAATGGACAGATCATGGAAACAGAAACTAAACA\nGGGACACAGCAAAACTAACAGAAGTTATGAAACAAATGGATCTAACAGATATCTACAGAA\nCATTTTATCCTAAAACAAAAGGATATACCTTCTTCTCAGCACCTCATGGTACCTTCTCCA\nAAACTGACCACATAATTGGACACAAAACAAGCCTCAACATATACAAAAATATTGAAAGTG\nTCCCATGTATTCTATCAGATCACGATGGACTAAGGCTGATCTTCAATAACATAATTAAAT\nAATAGAAAGCCAACATTCACGTGGAAACTGAACAACACTCTCCTCAATGATACCTTGGTC\nAAGGAAGGAATAAAGAAAGAAATTAAGGACTTTTTGGAGTTTAATGAAAATGAAGCCACA\nACATACCCAAACTTATGGGACACAATGAAAGCATTTCTAAGAGGAAAACTCATAGCTCTG\nAGTGCCTCCAAAAAGAAACTAGAGAGAACACACATTAGCAGCTTGACCACACACCTAAAA\nCCTCTAGAACAAAAGGAAGCAAATTCACCCAAGAGGAATAGAAGGCAGGAAATAATCAAA\nCTCAGGGGCGAAATCAACCAAGTGGAAACAAGAAGAACTATTCAAAGAATCAACCAATCA\nAGGAGCTGGTTCTTTGAGAAAATCAACAAGATAGACAAACCCTTAGCCAGACTCACTAGA\nGGGTACAGGGAAAGCATTCTAATTAACAAAATCAGAAATGAAAAGGGAGACATAACAACA\nGATCCTGAAGAAATCCAAAACACCATCAGATCCTCCTACAAAAGGCTATACTCAACAAAA\nCTGGAGAACCTGGATGAAATGGACAAGTTTCTAGACAGATACCAGGTACCAAAGTTAAAT\nCAAGATCAGGTTAATGATATAAACACTCCTATATCCCCTAAAGAAATAGAAGCAGTCATT\nAATAGTCTCCCAACCCCCCCCCCCCCAAAAAAAAAAACAAAAAAAAAAACACAAAAAAAA\nAACCCCAGGACCAGATGGGTTTAGTGCAGAGTCCTATCAGACCTTCAAAGAAGATCTAAT\nCCCAGTTCTTCACAAACTATTCCACAAAATACAAACCGAAGGTACTCTACCCAATTCATT\nCTATGAAGCCACAATTACTCTGATACCTAAGCCACAAAAAGACCCAAGAAAGATAGAGAA\nCTTCAGACCAATTTCACTTATGAATATCGATGCAAAAATCCTCAATAAAGTTCTCGCTAA\nCCAAATCCAAGAACACATCAAAACAATCATCCATCCTGACCAAGTAGGTTTCATCCCAGG\nGTTGCAGGGATGGTTCAATATACAGAAATCCAGCAACGTAATCCAGTATATAAACAAACT\nCAAAGACAAAAACCACATGATCATTTCGTTAGATGCAGAGAAAGCATTTGACAAAATCTA\nACACCCATTCATGATAAAAGTCTTCGAAAGATCAGGAATTCAAGGCCCATACCTAAACAT\nGATAAAAGCAATCTACAGCAAACCAGTAGCCAACATCAAAGTAAATGGTGAGAAGCTGGA\nAGCAATCCCACTAAAATCAGGGACTAGACAAGGCTGCCCACTTTCTCCCTACCTATTCAA\nCATTGTACTTGAAGTCCTAGCCAGAGCAATTAGGCAACACAAGGAGATAGATCAAGGGGA\nTACAAATTGGAAAGGAAGAAGTCAAAATATCACTTTTTTCAGATGATATGATAGTATATA\nTAAGTGACCTTAAAAATTCCACCAGAGAACTCCTAAACCTGTTAAACAGCTTCAATGAAG\nTAGCTGGATATAAAATTAACTCAAACAAGTCAATGGCCTTCCTGTACACAAAGGATAAAC\nAGGCTGAGGAAGAAATTAGGGAAACAACACCCTTCTCAATAGTCACAAACAATATAAAAT\nACCTTGGTGTTACTCTAACTAATGAAGTGAAAGATCTGTATGATAAGAACTTCAAGTCTC\nTGAAGAAAGAAATTAAAGAAGATCTCAGAAGATGGAAAGATCTCCCATTCTCATGGATTG\nGCAGGATCAACATTGTAAAAATGGCTATCTTGCCAAAACCATTCTACAGATTCAATGCAA\nTCCCCATCAAAATCCCAACTCAATTCTTCAACGAATTAGAAAGGGCAATGTGCAAATTCA\nTCTGGAATAACAAAAACCTAGGATAGCAAAAACTCTACTCAAGGATAAAAGAACCTCTGG\nTGGAATCACCATGCCTGACCTAAAACTGTACTACAGAGCAATGTGATAAAAACTGCATGG\nTACTGGTATAGCGACAGACAAGTAGACCAATGGAATAGAATTGAAGACCCAGAAATGAAC\nCCACACACTTATGGTCACTTGATCTTTGACAAGGGAGCAAAAACCATCTAGTGGAAAAAA\nGACAGCATTTTCAACAAATGGTGCTGGCACAACTGGCGGTTATCACGTAGAAGTATGAGA\nATTGATCCATTCCTATCTCCTTGTACTAAGGTCAAATCTAAATGGATTAAGGAACTCCAC\nATAAAACCAGAGACACTGAAACTTATAGAGGAGAAAGTAGGGAAAAGCCTCGAAGATATG\nAGGACAGGGGAAAAGTTCCTGAATAGAACAGCAATGGCTTGTGATGTAAGATTGAGAATC\nGACAAATGGGACCTCAATAAAATTGCAAAGCTTCTGCAAGGCAAAAGACACCGTCAATAA\nGACAAAAAGGCCACCAGCAGATTGGGAAAGGATCTTTACCTATCCTAAATCAGATAGGGG\nACTAATATCCAATATATATAAAGAACTCAAGAAGGTGGACTCCAGAAAATCAAATAACCC\nCATTAAAAATGGGGCTCAGAGCTGAAGAAAGAATTCTCACCTCAGGAATACCGAATGGCT\nGAGAAGCACCTGAAAAAATGTTCAACTTCCTTAATCATCAGGGAAATGCAAATCAAAACA\nACCCTGAGATTCCACCTTACACCTGACACGAGTCAGAATGGCTAAGATCAAAAATTCAGG\nTGACAGCAGATGCTGGCGAGGATGTGGAGAAAGAGGAACACTCCTCCATTGTTGGTGGGT\nTTGCAAGCTTGTACAACCACTCTGGAAATCAGTCTGGCGGTTCCTCAGAAAACTGGATAT\nAGTACTACCAGAGGATCCTGCAATACCTCTCCTGGGCATATATCCAGAAGATGTTCCAAC\nCGATAAGAAGGACACATGCTCTACTATGTTCATAGCAGCCTTATTTATAATAGCCAGAAG\nCTGGAAAGAACCCAGATGCCCCTCAACAGAGGAATGGATTCAGAAAATGTGGTACATTTA\nCACAATGGAGTACTACTCAGCTATTAAAAAGAATGAATTTATGAAATTCCTAGGCAAATG\nGATTGACCTGGCGGGCATCATCCTCAGTGAGGTAACACATTCACAAAGGAACTCACACAA\nTATGTACTCACTGATAAGTCGATATTAGCCCAGAAACTTAGGATACCCAAGATATAAGAT\nACAACTTGCTAAAGGCATGAAACTCAAGAAGAACGAAGACCAAAGTGTGAACACTTTGCC\nCCTTCTTAGAATTGGGATCAAAACACCCATGGAAGGAGTTACAGAGACAAAGTTTGGAGC\nTGTGTCGAAAGGATGGACCATCTAGAGCTTGCCATATCCAGGGTTCCATCCCATAATCAG\nCTTCCAAACGCTAACACCATTGCATACACTAGCAAGATTTTGCTGAAAGGACCCAGATAA\nAGCTGTCTCTTGTGAGACTATGCCAGGGCCTAGCAAACACAGAAGTGGATGCTCACAGTC\nAGCTATTGGATGGATCACAGGGCCCCCAATGGAGGAGCTAGAGAAAGTACCCAAGGAGCT\nAAAGGGATCTGCAACCCTAAAGGTAGAACAACAATATGAACTAACCAGTACCCCTGAGCT\nCTTGTCTCTAGCTGCATATGTATCAAAAGATGGCCTAGTTGGCCATCACTGGAGAGGCCC\nATTGGACTTGTAAACTTTATATGCCCCAGTACAGGGGAACGCCAGGGCCAAAAAGTGGGA\nGTGGGTGGGTAGGGGATTGGGTGGGAGGGTATGGGGGACTTTTGGGATAGCATTGGAAAT\nGTAAAAGAGGAAAATACCTAATAAAAAGTATTAAAACAAACAAACAAACAAACAAACTCA\nCTTTGTTTCTTGTGGTAAAGTTAATGGTATGTGTCCATCCTATTTCATTTCCTAGGGTGC\nACAGCTCTGGATTTCCCCAGACTCTGCTGTAATGGTTTGGGGGTTATGAATTTATGTTCT\nACACAATGCATAGCAGAAGTGATGGAAGGCACATGTAAACTTAGTTTTTGATGAATCCTA\nGGTGACCCTCCATCCCTGTCTTCTATTTTTGTCACCATGTTAGGCATGTATCAGACAGTA\nCTTTTCTTTTCTAGACAGGGTTTCTCTGTGTAACCTTGGCTGTCCTGGAATTCTCTCTGT\nAGACCAGGCTGGCCTAGAACTCACAGAGATCCTCTTGCCTCTGCTTCCTAGTGCTGGGAT\nTAAAGGTGTGTTCTATCACAGCCTGGCCTTTGGACAGTACTTTTAATAGACGAAACCTAT\nGGGTGCCATTGAGTCCTTCCTAGGAACAGAACATAGCAGATGTATGTGGAACATGGACAG\nTGAATGGGGCCATGAAAAACAAACAAGCCTTTGAGGGAGGGGGACAGGTAGACACAGAGG\nCAAAGAAAGGCAGAGACAGAGAGGGGAGTGTTTACATGTATAGTGGTACATAAGGGCATT\nTCCCTGTGCATGTGGAGGCCAGACGCCAACTCCAAATATCTTCCTGTTTTTTGTTTGTTT\nGTTTGTTTGTTTTGTGTGACAGGGCTCTCACTGAAACTGGAGCTTAATATTATGGCTAGA\nCTGGCTGGTTATTAAGTGTCCTGGAATTTGCCTGTGTCCAACCCCTCAGTGCTAAGGTTA\nCAGACCACACCACTGCATCCTGCTTTTGTGGGGCGCTTGGGGATCCAAACTCAGGGCCTC\nATGTCTGTGTAACAAGGGTTTACTTCCTGAATGATCTTTCTAGTCCCAAATAAACCTTTG\nTGAGTTAAACTATTGAACTTTATCAGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG\nTGTGTGTGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAG\nAGAGAGAGCCCACTCCTGGTTCCACAGCTCTCTACCTTATTTTTTTGAGACATGGTCTCT\nCACTGCGTGAAACTTGCTCGCTGCCTGGACAAGATGGCCAGTAAGCCCCATGCAATCTCC\nTGTCTCTGCCTTCCTGGGCTCTGAAATTGCAGGCATATTTTACTATATATTTCCATGGGT\nACTGGGGATTCAAACTCAGATCTTCACAATTGCATTGTAAGTACTTCACCGAGTGAGCTA\nTCTCCTAGCACTAATAAACATAATTTTAGCATGGGTAGATAGGTTCGTTCTGTTTAAGAA\nAAAAAACTGAGCACTCCTCAAATCTAGTTTTGTAACAAATTAAAATGTTTTCCCATCTTC\nTCAAAAATGGTTGAGGAATTCTTGCCAAAACATTTTAAATAAAAAGTATAATATCATTTT\nAATTCACTTTGAATTATAATTACTTACAAGAAAAGAGGGATATAAAACCAAACAGCAGCA\nAAACATTACCTACAACTATGGAGATCTGATTCTTGACGGTTCTTGATGGGTTCCTGGCAC\nCCATCTGCCCTCCTGTCTTGGGTGACCTTCCTTTCTTCTTTCACACTTAGAAGGAAATGG\nCCTTTCCTGCCATTCTCAGCAGCTTATGCTGGGCTCCTAAATACAGCTGTGCATGTCTTA\nCAGGATATAATCTAAGTTTTGGTGACAAAGAGGTCTTTCTTAGGGCAGAGGATATCCAGT\nATCCACAACTGTGGAGTAGGAAATGACAAGAAAGGAGGGGGAGAGTTGAAAGTCTTATCT\nCTGAGCTCTCAATGGTCAGGAGTCCAGATGGGCCTGAGAAGGCAGGATAGTCAATTCTTC\nTTGGAGATGGCATGGGAAACAGGCAGGGAGAAGGAGAAGGAGGAGGAGGGAGAGGAGGAG\nGAGGAGGAGGAGGAAGAGGAGGAGGAGGAAGAGGAGGAGGAGGAAGAGGAGGAGGAGGAA\nGAGGAGGAGGAAGAAGAGGAGGAGGAGGAAGAGGAAGAAGAGGAAGAGGAAGAAGAGGAG\nGAGGAAGTTACATTCTCCTTTCTATTCAATGATGCCTGCTCAAACATCATGGATAATTTA\nTTATCAGCTGAAGTGGGGAGGAGAAGGAGAAGTTATACATGTACATGGGTGGACTCCTGA\nAGTATAGGGTAGTGCAGCCAAAGGCCATTGTGGCAGGACAGTGATTAGCAGAATATCCAA\nGGAGAGAGTGAAACTAGGGATGTGAGGTCAGCCCACTTTCCCTTCTGGGAGTCACCCTGC\nTTCCCTTACAACACACTCCCTTCCAAGATGCCCCACTGGCTGAGGCACTGAGATGGGAGC\nCTGCTTGTCCTATTGTGGGCTCTCATAAGTTGTTTGCAGAAATGAGTGAAGTGTTAGAGC\nATCAACTCTGAGTGCTCTGTGGAAGATGCGTAATCTTAAGACCTGATGATGTTTTGGAGT\nGACACCCCTTATTTTAGGTTGCTGTGGCCATCCCTAGTAAGTCTTTTTTAGTGAGCTTGT\nGTTGATTAGGACTGAGTAGCAAGTTTTAAAACTTCCACTCAAAGCACATGGAGAAGCAAA\nGGAAAAGGACTTGCTTTCATGGTGAACAGGGAAGTTGGCCATAGATGTATTGCAGGTAAC\nGCTTGATCTAGAAGTGTTGTTGTGAGCCTTCTTTCACAGTCCTTAAGTTCTGCTCTATGT\nTGGTTCAACTGGGTGAACTCTCCCTTCAAAGATGCTAGCAGCTATTCCACCTTTCACCAC\nCTTTTTCATTGTTGTCTTCCTCCCCCTTTCCTTTCCCCTCCTTCTTCTTTTAGATTTAAA\nCCTCAGATTTTAAATGTGCTGGTTTAAATCTAGTAAATCAATTGTATTTGGGGTTTCATC\nATGACTTTATGTGTATGTTATCTTCAGATAGATAGATGTAGGCAACTCTGACTTTCATAC\nTTAGAAGGGTTTGCCTTTCATACTTAGAACAGTTAATCCTGTTCTTAGACCTACTATTAA\nGATCTGATGCTTAGGGCCCAGATCAAGGGCACCCACATGATCCTGGAAGCACTCAGGCTG\nCTTTCTTTCTTTCTTTTTTTTTCATACTTTTTTTTAAAAAGATGTATTTATTACATGTAA\nGTACACTGTAGCTGTCTTCAAACAAACCAGAAGAGGGCGTCAGATCTCGTTGCAGATGGT\nTGTGAGCCACCATGTGGTTGCTGGGATTTGAACTCTGGACCTTCGGAAGAGCAGTCGGTG\nCTCTTACCCACTGAGCCATCTCACCAGCCCCCCGGCTGCTTTCATTAATAACAATTAGTT\nAATTCATTTCATGAATAATCATTCATTAACAATGTTACATACAGGTTTTTTTGTTTTGTT\nTTGTTTTGTTTTTTTGTAGGAGGTTGTTTGTTGGGAGCCGCCCCCACATTCGCCGTTACA\nAGATGGCGCTGACATCCTGTGTTCTAAGTGGTAAACAAATAATCTGCGCATGTGCCAAGG\nGTATCTTATGACTACTTGTGCTCTGCCTTCCCCGTGACGTCAACTCGGCCGATGGGCTGC\nAGCCAATCAGGGAGTGACACGTCCGAGGCGAAGGAGAATGCTCCTTAAGAGGGACGGGGT\nTTCGTTTTCTCTCGCTCTTGCTTCTTGCTCTCTTGCTTCTTGCTCTCTTGTTTCTCTCTC\nTCTTGCCTCTCTCTCTTGCTTCTTGCTCTCTTGCTTCCTGCACCCTGGCTCCTGAAGATG\nTAAGAAATAAAGCTTTGCCGCAGAAGATTCTGGTCTGTGGTGTTCTTCCTGGCCGGTCGT\nGAGAACGCGTCTAATAACAGTTGTTGAGTTTTCTGGTATATTGATGACCATCTTCTCATG\nCTTTTTAGTGTTTAAACTTGAAGAGAATTCCATTAATGTGGTTGTATTGATTTCTTACAC\nAGCAGAGTTTGTATATACACATGCCTAATTAGTACACTACATTATACCAGAAATTACTGC\nATCCTTATTTTTGATTACAGTGTAATATTTTTGTGTGGATGGCTACACACACACACACAC\nACACACACACACACACACACACACACACATTGGTTTTTTTTTGTTGTTGTTTTTTGCAGG\nGGGGGCAGTTTCTCTGTGTAGCCCTGGATGTCCTGAATCTTATTCTGTAGACCAGGCTGC\nCCTCAAGCTCACAGAGATCTGCCTGTCTCTGTCTTCTGAGAGCTGAAGTTAAAGGCATGT\nGATACCCAGATGGCTTCTTATATAGTAACTTGTCTTCTGCCAACTAGCATCGGGTTCTAT\nGTCTTTAAACTTTGTTATTATGAACACTTTCCTTTTGCACACGCACACATGCACACATGC\nTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCACACACACACACACAC\nATGTGAAATAAAGTCTTAGAGGTAAGATAAAGATGGAAGAGCATTGGAAAGTTTCCCTTT\nAAAGTGTGTGTGTGGGGTGTATGGGGGGACTAGCATTACACACTAATTAGGAGTGTACAC\nTCTGGAACAGGCTGCCTGGGTTTGTGATTTGCCTTTCCTCTTTATTAGTTTAGTGGCCTT\nGGACAAGTTACTTACATTTCTATGTCTTGTTTGCTAATGGGTAGGTAGGATGGGAACCAT\nATCTTTCTGCTAGGGTTATAAGAATTAAATGAGCGAATCTGCTGAGCTTCACGTGTGTGG\nATGGTATTCTAGTTCAGACTCAGCAACTACTCTAGTGGGATGTTCATATTCCAAATGGGC\nCAAGACGGGGACGCTGGCTTACTCGGATGTGCTTCTGTGCAGACTCAGCACTCGGGAGAT\nGGAAGCAGGATGACCAAGGGCTTGAGGTCAGCTGGGTGTACCAGAGAGGCCCCTTTTCCA\nAAGGAAAGAGAGAAAGTGGCGTTGTTAATCCTGAATCTGCCACTTAGGCACTGATTCCCG\nTGCACCTGAATGAACAAGTGAATAAAGCTAGACTTAAGAATTGTCTCAAGCCGGGCAGTG\nGTGGCGCACGCCTTTAATCCCAGCAATTGAGAGGCAGAGGCAGGTGAATTTCTGAGTTCG\nAGGCCAGCCTGGTCTACAGAGTGAGTTCCAGGACAGCCAGGACTACACAGAGAAACCCTG\nTCTCGAAAAAACCAAAAAAGAAAACAAAAAAGAAAAAGAATTGTCTCAGTGTCTTCCTGT\nTACTGCCTAGCTTCCGGGATCCGTGCTAAGTAAACATCAGAGCCGCCCTTACCTAGAAGT\nACTTTGAAGGCAGCATGGAGTGATGCTGCCCAAACTGGCTGTAGCAAAGGGGCAAGTGAG\nAAATGAAACACTTTTCCAGGCTCCCCAGGCATCTGCCACCACACCCAGCTCCATCCCCAT\nACAAATGGCTTGAAAAGTGGAACAGAAATTGATTTTTAAAAATTAGACAACACCTATGTG\nTCAATTGAATAACACTCCACACATACACAGTATCTTCAGTAGCATAGTCTACTACAAAAT\nTGTAATTGTTAGTATGCTCTATTTTTGTATTGTGTAAAAAACAATTAGGAAGTTGGTGGA\nAAGGAAACAGATTAATAAACACCCATTTATAGTTACCAGATCCAACATGGACCCTGAAGC\nCAGGCCACTGTATTGGGGGAAGATTCAGGAATGATCCAGAGAAGCCTTCATGACCTTAGG\nTACAAACATGGATCTCTCTGGATGAAATATCCAGTGTGCCTTCTATTTTAATAATGAAGC\nAGGTGCCAGGGTTGTGGCCTCTCACAGGGGTCTTCGTTTGCCACACTTAACTGGGTGGTT\nTCTGTTTTGTTTGGGGGAATAAATATTTGAAAGGGGAAACTGTAGAAGGTTTTGCGGCGG\nTTATGATGTTATTGATACACAGGCTGATGCTGTTATGGCGGGTGCTAACAGGCTACATTA\nTCTTTATGCCTCCAAGGTAACCTGAAGCAGCTGTCTATTGCCTTGGCACTACCTTACCCT\nGAAGCGTCTGCCCTGCTGGGGACTGTAACCCGAGCCAACTGCCTGCCTTACAGAGGCTTC\nTTTAGCTACTGACAGCAAGAAAGGAAGGGAGAGCGTGAAGTCCCCCAGATGGATCCTTCC\nAAGCGGCCCGATGCTGAGCGACTCTCTGAGAGGATGGCCCTGCCATCTCCACTTCTACGT\nAAGGGCAACAGTCACTAGTGTGTTCTCTTCAGGCACGGAAACAAATACTCGAAGGAAACC\nTCTGGAAGATTTCTTTTTCTCTTTTGAACTCTGCCATGTATTGCCGCAGGCCATGTCCAC\nGTGGAAATCGAGGCTCACCAAAAGCCTGAAGCTCCCGTCTCGAAGGATGCACTCCTTCCC\nATGCTCGGCTTTGCTGTCCTGTTTTGGCAATACCAGGGAAAATGCTACCTTTGATCAGTC\nCAGCTCGGCGGATACTCACTCTGCCATCTATGTCCAGCCCATGGCCAAAGCAGGCACACA\nTCCAAGTCACCCAAAGGTGGAAGAAAGAGCTGCAGAGAAAAGGCGAGATTCTGGTATACA\nCTTGGAGCAAAATGGCACCGCAAATGGCAATAACAGCAAACACACTGCTGTCCAGCCTGT\nAGAGACCCCTGAGGATTTTGCCAGGTCCCTGAATGAGGAAGTAGACTGTGAAGCCGTTAC\nTTTCCAGACGTCCATCCCTAGACCATCAATTATTGACATGCCAAAGGTGAGTGAGCTTTC\nCCACTGCTGTTACAGATAAGGCTGTGTTAGGGAACGTTCTATCATTTTTTGGAAAAACTC\nTGGCAAACATCCTTGTTTAAATTCATTACTGTATATGACACACAGAATTCTCTCTTGCTA\nGTGAGAGGAACTGTGGAAAGCCTTTTAAATTTTCAGCGTGTTCGCTGAAGATATATATAG\nAGAAATGACAAAGAATTCAGGAGCTGTCACAATGGCAAACCAGACTTTAGTGAACTGGTT\nATAATGCCTCCAAACAAACAAAAGATCAGAAGATGTATATATTATTCACACACACACACA\nCACACACACACACACACACACACACACACACACACGTATATGTGTGTGCATGTAACACTT\nGCATATAGTTAAAAAAACTGATCTATAACTTTCTATCTACTAAAATCCACAATATGAAGT\nCTGACCATGGAATTTCAGAAATTGTCTTTAGCAGTTAGAATGTATCCTGTCTGGACAATT\nGGGAATGATGGGGGAAGTTGGAAATGATAAGCAGCCCCATGTACAGAGCAGAAAGGAACT\nGGCAGAAAATGGTATTCATAAATAAGGGATGATGCCTGTCTAACTTTTAAGATTTAAAGA\nCAGGAAGAGGAGGGATTTGAAAGCTGGCGTCCCTGCTCTCCTGGGGCTTGGTCTTGAGTT\nACTGCTTTCTTGCCTTTGTTTCGGCATTACTGGATTTTAGTTTCTGAATGTTCTGAATTG\nTTTGAGATGTACACACCATTTCATAGTCCTTGTCAATCCTGATTAAGAGGGGCAGTTGAG\nAAAGAGACTTCTAAAGGATATAACCCCCAAAATGTTATTGCCCAGTTTGTTGTTGGTGGT\nGGTAATTTCTTGCCCAAGTAATTTAGGACCAGAGCTAAAGAGCCTGAACGTTTTTCAGTA\nTTCATTAATATGGTGTTCTGATTTAAAGCCTTTTTTCTCAGCTAGTTTATTAAATAAAAG\nGTTTGTTTGTTTGTTTGTTTGTTTGTTTGTTTGTTTGATTTGCTTACTTGGACTAAGTCT\nTTTTAGCAATAAAAACTACAACTTGCCTGATAGCAAAGATAGAGTTAAGACATAATTTAA\nAACATAGTTCAGTTTGGCAGTCTGTAGCAATGGTTCTCAGCTTTCCTAATGCTGTGCCCT\nCTTAGTACAGTTCCTCACGGTGTGGTGACCCCAACCATAATATTATTTTCACTGCTACTT\nCATAACTGAAATTTTTCTACTAGTATGAATTGTAATGTAAATGTGTTTTCTGATGGTCTT\nAGATTACCCCTGTGAAAGGGTCATTTGACCTTGAAAAGCGATTGTGACCCACAGGTTAGA\nACCACTGGTCTACAACACTCTGTTAAGTGAGTGTATTTAATATAGCACTATGCTAAGTGC\nTCTAGGAGCATAGCTCAGTGGCAGGGCATTTGCTTAGCATGCACCAGAACCTGGATTCCA\nTCCCTAGAACTGCCAGGGAATGAAACTTTATTGTTTGAATTCTGGTATTCTGAAATTGAT\nCAGAAGATTTCACCAAACCCTGTCTTAATAGCATTAATTTTTTTTTTGTTAGTATTGTTA\nAGTCGACCCTCAAACAAGCAATAAAACCCAATATACTTGTTTAGTTTTCCGTGCATATCC\nATGTATAAATTGAGATATTTTTAGCGAATCTGAGTACACATCATGGCCAAGTTCATATAA\nGCTACATGGCCAAAAGATGAATCTACATTACCTTGATGAGGCTAGAAGCATACATTCTGT\nCAAGGAGGGAGGGCAGCAAGCCAGCCTCCACCCTCCACTGCTGAGCTTAGGAGCAATGAG\nAAGGGCTTGGTCTGATTTTCTGTTTTAATGGTTCCTGTGACACAAGGGACCAGTGTAACA\nCAGTGGGAGTCCCAGGAATCAACCTTGGGTCATCAGGGTTAGTAGCAAGTAGCAAGTCCC\nTTCACTTACCTAGGCATCTTGCCTGCTCCAGCCTTAGTTGTTAAAACATAAGGGAAGGAC\nCGTGTGATTAAGGAGTCATGTGACCAAGACTACAGACCACCCATAGACATTCAATACCGC\nCTAGGAATAGGTATATCAGAGTGATTGAAAACGAGGCTGTAAGTTGGAGAAGCGCCCGGA\nAAGATCCAAAGGCCCACAGAGGAGCATCTGGGATGCTACAGGGAGATGTGCAGCAGCAGG\nAGCTTTGGGGATTTTGTGCAGAACTATGTCGTGGACAGGGCTATGATTCTGGGGCGGGCT\nAGAGTTGAGAAGCTGGTTCAGTACCTCGGTTCTGGGTCAGTCATAAAAGGACGAGTAGGG\nGATGCTACAGGCAGAAGTAGATGCAGCCGCTGACCTTGGGAAGGCTGAAAGCAAATGAAA\nTTAAGGGGCAGAGAGTGTGCAAAGAGGAGGCGAGTGGGCTTCTGTTGTGGTTCCAAAGCC\nCAGGGCTCACCTGCACAGAGCACCTACCTTCTGCCAGCCTTTCTCAACGCATTAAACGGA\nGGCTCTCGTCTAACCCTAGAGACGGTCCCAAGTCCACAGAGGGAGGAAATGACAGACTCA\nGGGTTAGAGTCGAGTTCTCCCCAACTCCCAAGTCCACCCTTGGAAATAGAAGGTGCTTCT\nATTCCTGATGCTTGAGACTTAGAACCAGATAGTCCTATACGAGGTCATTTCCTTTTCAAG\nTCAATTAGAGCTCCACATAACGCATATATGGAGTGTATTTATAAAACTGTGCAGCACATG\nGAAATGTAGCAGCTGGGCTAGATAGCCTTGGGTTCAATCCCCAGCACCGTAATGTATATT\nTATAAATGCATATATGTGTATGATTATAATTATTAGTTTAAAAAATAATTTGCATAACTT\nTTTTTTCTGCCACAGTGGCAGGCGTGTATCACCATGGAAAGAGATATTTTTCATTTTTTG\nTCAGAGACAAAGCTTTGCTGATGGCCGTGGGGGAACTTCTGATTAAAAGTGCCAGCAGCT\nTCTTTGTGACCTGGCACGTCTTCAGCGACGTGTTCCCCTAGGTGGATGGTGAATGAGCTA\nGCTTTCCTACAGCCTTGCCCGGTGGCTCATGTACTTCCCCTTTAGGTGTACTGATCCTCT\nTTCTGGAAGCTGCTTTGTTAGCAACCATAAATAATACTTACACTCTTTCTGAAGTTCAGC\nTTCAGAGCAACCTGAAATGAAGACAGACACCCCTGGGGTGTCTTTCGTTACCCTGGTGAT\nCAGAAGGGAAGGAGGATCATTTCAATCTGACACAGACTCTAGTCTGAGTGGAAAGCTGAA\nAGTCATAAATATATAAACTAAGTTGAGGCAAAAGCATTTATCTGGGTTGCAGAAAGGCAT\nATGCTTGTCTAGCGAAAAGGTGCTTGTTGCTCAAGGCTGACAGCCTGAGTTTATCCCCTA\nCATTATACACACAGCACACAAGCATAAACCATTTTTTTTAATTTAAAAAGTTATCTGACC\nACTGGACATGGTTGGTTGTCTATGCCTTAAATCCCAGCACTCGGGAGGCAAAGGCAGGTG\nGATCTCTGTGAGTTCCAGGCCAGCCTGGTCTCCAAAGTGGGTTCCAGGACAGCTAATGAA\nGGCAGCTACACAGAGAAACCCTGTCTCAAAACCAAAAATAAAAACCCAAAACTTAACCAA\nCCAATCAAAAAACAAAAAAATGAAAGAAAAAGAAAAGTTATCTGAAAACTATAAGTGATA\nTTAACTAGACTTCAACTCTTCTTCCCCCTCCTCTTCCTTCTTTTTTGAACTAGTGTCTCA\nCTATGTAGATCTGGCTTAGAGTTCACTATGTAGACCAGAATGGCTTTGAACTCATGGAGA\nTCTCTCTGCCTTTACCTCTGCCTCCCAAGTACTGGAATTAAAGGCATGCACTACCATGCT\nTGGTTTCAACATCTTTTGTGTGTGTCCCTTTCCTGTTTCATGCTTGAAATCAAGGTAAAA\nAGCTTACAATTGGAACATGTTGTAGAGTTGGGAGTCATGATGTTCCATTAGTGGTTGTCT\nGTCTCACAGGTGAAGCCTCTCATAATTGGTGGAATCACAGACAGATCATGGAGTGAGGAA\nATGCTTCTGTTTATTGCTTTAGCTGAACGTTGCTGAGATGTCCCTCTGTGGAAACTCAGC\nACTGGCCCTAGGACCTGCAGATGAATGGACAACCCCTTAAATTGTTTGCATTCTAGAGGG\nAGAGACAGATGTAGAAGCTGGCAATATCAGCAGAGCATGAGAAGGCTAAGGTCTGGAGGC\nCTTACAAACTCAGGAGGGGCCTTGGGAAGATTGGGAGATAGGGCAGCTGGTAGAAGATTG\nACAGACAGGTTTCCACCCCACACTGCATCCTTCCCATATGGCAGGGAGTGCTTTATCCTG\nCGTCATCTTGGCACTGTAGACAGAATAAGAAAAGAAAGGCTGCAAGTGGCTAAGGTCTTT\nAGAGTACTTTTCATGTTTGAGAGAGTATATAGCAATGTTTTTTTTTTTAAAATCTAGTTC\nTCCATGTGTGTGTGTGGGGGGGGTGGGGTGGGGGGTGGTGAACCAGTCTGACACAGAAGA\nGGGAATAATTGTGGCTAGGAAATCATGCCTTCGTGTATTGAAACTAAAAAAAGTCAATGA\nTATAAAAATGCAGGATAATAGGGTCCACCTTAGAATGACCATGGCATTTTGGAACAAGCT\nTGTTTTGCAGTCAGACATAGAACAGCAACCAAGCCAGGCCTGCAGTCTCACAATGGCCCA\nAGGAAGGATGCCGAGACTTGGGCAGTCATCGTTTCTCAGGGCATAGACCTTGGCTTTGCT\nGCCTTTGAGACAGCTATCTTCCTTTGTCCTCTTTATCCAAAACACAGTCTTGATAAAAGT\nTTTGAAGAGCCAAGTGTGTAAGTTAGAATGTCTGTCTCATCATAGACTCTGGGAATTAAT\nTGTCAGAGTTGGACAGACCAAGCCAGATGCTCTCTATTAAAACATTATAAGTAGGGACCA\nGGGGAATGCCTTAGTAAAGTGGTGGCTGCTTCAGCATGAAGAGTTGAGCTTAATTCACAG\nGCATGGTGGTGCTCACAGACATGGTGGTGCTCACAGGAGTGGTGGTGCTCACAGGCGTGG\nTGGTGCTCACAGGCATGGTGGTGCTCACAGACATGGTGGTGCTCACTTATAATCCCAGTG\nATGGAAAGGGAGAGACAGGTGGGTCCCTGGGGTTAGTGTGGTCATCATGTTCCAGGCTAG\nTGAGAGAGCCTGTCTCAAAAAGCAAAGTAGATGCCTTGGGATGACGCCTGAGGTTTGCTT\nCTGGCTTTCACATACATGTTCTCACACATGTGTATGCTCTCATATATACATACATACACA\nCCAGCATTCACGTGTGCACCCACATGTGCAGAAACACACACACACCACACATAAAGATCA\nGGTTGGCATGTGGGCATGTCAGCAGAGCATTTTCTTTCTGCTAATTGAAGTAGGTGGGGG\nGGCTCAGCCCACTCTGGGCAGTGAACCTGGGCTGTAGCAAAGATAGCTGAATGTGGGCCA\nGGAAACAAGCCAGCAAGTGATGTTTTCCACAGTCTCTGCTTCACTTCCTGCCTCCAGGTC\nCCTGACTTGAGTTATTGCCCTGAATTTCCTCAGTGATAAACTGTTACATGGAACTGTAAG\nCTGAAGCACACCCTTTCCTCCCCTAGTTGCTTTTTTGTTAGAGTCTTTTTATCTTAGTAA\nCAAAATCCAACAAAGGCAGTGCCATTGGGAGAAACTCTGTTAGGCTACATATTGCTTTTT\nTTTTTTTTTTTTTTGTACAAACTAATTTGCTTGCATTCTTTTTAGAATGAGAACTGCATC\nTTTTTCTAATGGGTCTAAAGAACCTTAAGCTAGCTATAAAAGCGAGTGCGCTGTCAGGGA\nTGCTTCCTGCTGAACATATGATTTGATGTGATCTTTAATAAACGTCCCAGTTCACACACT\nGAGTCATGACAGCATTTTAAATATATGTATATGCCATGGTGACTTCTTATCTGCCTTCCT\nTCCCCAGCTCTTCTATGTCATTCCTGCTGGGTTCTTTCTCTCTTCCTGAACCACACCCTC\nTTCTGCTTACATGTTACATATACTTCTTCGCTCCATTTCTATTTCTTTCCTCCCTTTCTC\nTTTGTTTAGTTAACTAAATGTTTTATTAACTAATTTTGAGTTTCTTACAATGTATTTTGA\nTCATATTTATCCCCAAGTTTTCCTCTACCTCCAACTGAGATCCACCCTCATTTCTTCTGG\nATTTCATGTACTACTATATAAAAATTTATCAACTCTGATTTGTGTTGTCTTTGTATTTCT\nGTGCCCCTGTGGGGCACAGGCCATGTGGTATCTCCCATGAGCCACTCCCTTAACAAACTA\nCTTTCTTTTCTCCACACCATGAATTGTACACAGCTTCTCAGATGGGAAGGTGGGGTGGTG\nAGGCTTATGAAGCCCTTGACACTCCATACTAGAATGCTGACAAGCTTGATCTTGCACAGG\nTTGTGGCCAGGCAGCCTCAGGTGCTGTGAGTTCGTGAGTGTAGTGGTCCTTCCTGCTTTC\nTCTTCTCTCCTCTTTCCTTAAAGCCTCTGCTTTCCCTACCTCACCCCTATTTCTACTTTC\nATAACACACACACACACACATGCACATACATGCACACACATGCACACACATGCATACTTA\nAAACTAAGAGCCTGAATGTGAGGGAAAACATATAGTATTTGTCTTTGTGAATCTTATTTT\nGCTTAATACAATGATCTCCAGTTCCATCTGCATTGCTGCAAAGGTCATGATTTTGTTCCT\nTCTCATGACTGATAAAACCCCAATGTGTGCATGTCCACCATGCTTTTTTATCTACTCATC\nCACTGATGGACATTTCAGCTGCTTCCTTTTGCTAGTGATCATGAATTTTCAGTGTGGCAA\nTAAACACAAATGTCTGTGTGCTATGTTGATTTAGTGACTTTCAGACAGTATATCCAGAAA\nTATTGCAGTTGGGTCATATGGTAGTCTTGCTTTTAGTTTTCTAAGGAATCTGCACAGTAG\nTTTCATCCGACATCCTCTTTTATCTACATCCTGGCCAGCATTACCATTTGTTTTCAGGAT\nAGCCATCTGGACTGGGGTGAGATGGATGCTCAAAGCAACTTCAGTGTGCATTTCTGTGGT\nGGTTAAGGGTGTCAAGCACTTTTTCAAGTACTTATTTTTCATTTGTGTTTCTTCTTTTGA\nAAACTGTCTCTTCAGCTCATTGGCTAATTTGTTGATTGGAACTTAATTTTTATGATTATT\nTATATATTCTAGGTATGAACTCTCCTGACATATTGTTTGAATCGAAAGCAAATTAGAAAC\nTCACACAATCACTGTAAGTTGTCTAGTTTCATTTTATGTACTGAGCAAGACAACCATCTT\nTCACTTCCTCAGACACAGAAGATGTTTGAACGAGATAGAGCAGGTCCCATCCCGTTCCAT\nTTAAGCACTGGTAATTTTTCATGCCAGGCATCTCCTTTCAAAAGCTGTTGAGCATAGCAT\nGGGCTTGTGCACGAAACACCTATACACTCAGTCAGGAATTTTCTAAGTCAGATATTCAGT\nTGAATGCCAACTGGAAAAAAAGAGAAACAGCTCCTTGGCTCCTCTCAGGATGAAGTAAAA\nTGAATGGTCCTCATAAAACCGTGAAATTTACACTGCACAGCTTTGGCTCTTGGAAATCTT\nCCATAGAAGACTCCAGAGGCCAGCAAATCTGCAGAACTCTCAGACCCTGTAGAGCTGAAG\nGGAATGCACACTTCAAACCAGGAAAGAAGGCACACGTGTATGATTTAATAAAAACTGAAA\nGCGCTGCTTTCAAGCAAGGTTACCGCTGCTTAACAACTCAGTTTAAAATAATACCCATTC\nCAACCAAGATTGGCATGTCAGAGGGAGAGAGGTATAGAGGAAGAGGTTTTCCCATGTTTG\nAGTAGCACCTATTTCCAGTTATACAGTGAGAATCTAGTATCTCTTTGTGACTCATTAGTA\nCTCTTTCTTCATTATTTTTTAAAGACAGGATCTTGTGTAGCCCCATGCTGGTCTTGAACT\nCCTATCTTAGCCAAGGATGACCTTGAACTCCCGATTCGCCTTCCTGCACCTCTATGGTAC\nTAAGCTCTCAGCTTTGTGCTTCCAGACCAGGTTTATGAGCTATTGGGCACTGGCCTTCAT\nGCATGCTGGGAAAGTACTCTGACAACTGAGCCATGTCCTTGACGTACTCTAACCCCAACT\nTTTACAGAGTAAGTATAAGTTTTATAGGCAATGCTCTTGACCATCTAACCAAAGGAGATT\nGTAATTGACAAGACTCTGACCCAAGAATATCTGCATCTGTTTAGCTGGCATTCCTGTCTT\nCTTCATTATATAACCTGGGGTCATGCATGCTTCAGCTGAAACCCTCTTTGTTCCACCACC\nACACTTGCTGAATATGCTGGAAACTTGAACATGTCTTATGCTCCAGGAGCCACAGGGGGC\nAGCTGAATGAATGTGCTGTATCCATCATGGGAAACTGGAGAGGATTTTTTCCAGCTAAGG\nACTCTGTTAACCTGATCTGAACTGTTGTTCATTTTCCACTCGCTGCTCTTCCTTTCCAAA\nGAAAATATAACTTGTTGACTTAACGCTTTTTCCAATATGCTCTCAATGCAGTTGGTTTTG\nTAATTCTGCACCAGGGGAAGTGAGAGGCTGGAAAGAGGAGGCAGTTAGAGGAAGGGAAGC\nCTCCACCAGAGCCACTAAGGCTGAGACAGGAGGTGTGGACAGTCTCATTCTGAAAATCCA\nGTATGTGTCTACCATGTTTAGTTAAATGGAGAATGACAGTTCAGTTGGAACCTAAGCCAC\nAGGTGTTATTTGATTGTCTGTTGTAAGGAGAAATTCCTCTTTAGATGCTGCCTGCCTGGG\nGGGAAAATCAGGCCATGTAACTTAAAGTTTCAAATCTTGGGCTGAGGATATAGGTCAGTT\nGGTATAGTGATAACCTTGCAAGCACGAGGACTTGAGTTCAATCCCCAAGACCCACTTAAA\nAATGCTGAGTATGGTTGTGCAAGTGAAATCCCAGGCTGGGAGGTGGAAACAGGAGGATCC\nCTGTGGCTTGCTAGCAGTCCTGTCAAAAATGTTGGTGAGCCCCAGGTACAGTGAGAGACT\nCTGACTCAACGGAGATAGGCTCTGTTCCTAAGCATGAGCACAGATACGTGTATACATATA\nCTAATGAATGAATATATAGGGAAACACATCAAATCCTCAAAAAACCAAACCAACCAACCA\nACCAACCAAACAAACAAAAAACAGTAGGAGGAATCTGGGTCCCCTTTAACTTATTGCCAA\nTCAAGAGTCATGCACTCTATCCATGTGACAAGGCACCATGACCAAGGCAACTTGTTAAAA\nGAAAACCTTTGACTGGGGGGTTGCTTACAGTTTCAGAGGGCAAGCCCATGATCATCAGGG\nTTGGGAGCATGGCATTAGGCAGGAATGGTGCTGGAACAGTAGTTGGCAGCTAACTCTGAT\nCTACAGCCACAGGGGAGAGACAGAGCTAACTGGAAGTGAAATCTCAAAGCTAGCTCTCAG\nTGACACACCTCCCCCTATAAGGCCATGCTGTTTGTGTACACACACACACACACACACACA\nCACACACACACACACACACACACACACACAGCCTATATTTAAGGCCTCCTAATCCTCCTC\nAAGCAGTACCACTAACTGTGGACCAAACATTCAAACGTATGAGCCCATGGGGACCTTCTT\nATTCCAACCACCACAAACTACAATTTGCAAGTCACAAACTGACTTTACAAGGAGGTTCTA\nTTTTTGACAAAACCAATGCATACCTTTATGAATATGATAGTTTACTTTATGTTCCATATG\nTATGCACATGGGATAAGCATTTGTATGTGTGTGCTCATATGCGTCATTGCACATGTATGC\nATGAGCATTAGGAGGCCCTAGGGTCACATCAGGAATCTTTCCTGTTGCTCTGTGCCTTAT\nTCCTTGAGGCAGGTCTATTAGTCAAACCCAGAACTTGCTCACACAGGCTGGTCCAACTAG\nCCAGTTTGTTCTGTGGGTCCCCTACTTTGTGGGATTCTGTTTTGTGAGTGTTATAAGTGG\nGCTATCATGTTCACCCAATATTTTCATGGGTTCCGGGGATGCAAACCCCAGTCTTATGGT\nTCTGGGGATCAAACTCATGCCTCAAACATGCTAGACAAATATTCTATCTCTGAGTCCCAC\nCTCCAGCATCTTAATAATATATATTTAAATTTATTTTTATTTTATGTGTATATATTAGTC\nTTTTGTTTTTGTTTGTGCACTATGTATGTATACACATTGCTTTTGGAGGCCAGAAGAGGG\nCATTGGATTCCCAGGAAATGGAGTTACATATAGCTGTTAGCTGCCATGTTGGTGCTGAGA\nGTCAAACCCAGCTCTTAACTGCTGTGCCATCTCTCTAGTGCTTTTATAATATTTTTGAAT\nATATGAAAAGACGAATCAGCCAATAAACCAATATCAAGGGGCAGACTTATGATACAGAGC\nTTATTTGTATATATTCTTATTATTTAGTCTTTGTTCAATACTGCCAATGTCTTTGTGATT\nTATTCCCTTTTCTAGAAATTCATGGAAATTATTTAAGCTTGTGTAGAAGGGGTAGAAGTC\nAAGATATTTTTTCTCTGGAAGAATCAACTGCATGTCCACCAGGCTTAAGATGGAAGACTA\nAGAAAATTTCCTTCTCAAGTGAACTTAGCCAGAGGGAAATGTGCTTTTCAACTCCCTAGT\nTAATTTGTATATTCCGTTGCAATTTGTTGCCTGATATAAACTAAACTCTTTATGCTTTGG\nTTTTTCTGTATGCGTATAGTAGCTTGTAGGATCCCAAGATTGTTTCAGAAAGAGCAACTA\nCTTGCGTAGAACTTTAAACATTTTAGGAAAAACACACAACAGAAACAGAAGAAAACAGGG\nGCCATGTTTTCCTCATGATTTTAATAGCAGACCAAGAAGCATAGGCAGCTACTGATCACA\nTTAGCAAGGCTCTGAGCTATTTGAGGGACACAGGGTCAATTCCAGGAGTGCTTTTACCAT\nTTTCTCACATAATTCTGGACTTCCAACATTCTGAATTCCCTGCCCCCTGATTTTAAGAGA\nACTTGATGCCCATAAGATGTTTTTGGCTAATCTGATTGAAGTATGAAATAAATACTCTTG\nTACTTACACATACTACTTTCTAAAATTGAAGACTAGTCAGTCAAGGGCTTCTGTTTAGCT\nAAGGTCAGTATTCAGAACCCATAATACTGCAACTATTTATTGGCCAACTAAGGATCATTT\nAGTGTATACTGAAGTCCATGATGTTTGCATCTGCCCTGAACAGGTAGAGAGGTTTGTCCT\nTCTTGTTATCCCCTAAGAGTAAATACAGCAACTATTTATATAGCTTTCCTTTCCTTTTAT\nTTCCATTATTTTTCTGTTGCTTTCTTTTTCTTTATTCCTTTGTTTATTTTTCTCTTTCCA\nTCTTCTTTTTCCCTCCTTCCTTTATTCCCCTCCTCTGCTTTTTCTATTTCCTCTCCCCCA\nAATTTGTCTCTTCTTTCTTTTTGTGACAGAGTCTGGCTATGTAATCTGGGCTGCCTTCAA\nACTTGGTCTCCTCTTCTCTCAACTTCTAAAGTGCTGAGACTACAGGTATGTGCTACCACA\nCTAGACTTTCATAGATCTACACTATGCTTAGTAAAAAGTAACCAAATAAGACTTGAAATC\nATCTTTATGGGTGAATTGGGTAGATTATGTGCACATATTACGTCCATTAAATAAAGCACT\nTGAACATCTTGGGCTTTGGTGTCTATGGATGCAGAAGGATGCCTGTAATAGGAAAAAGTG\nGTTTGACTCAGCAAAAACAAATAGTTTCAAACAAAACTATCAATATGTCATTTCTTCTGT\nGCTTTCAGTAATTGGTGTCAAGTCTAAGTTTGAAGTTTTAAAGTTTGTGTTCCCCACGTC\nCTTGGAATGAGCAGGGGCAGTACTTAGTGTTAGGCACTAGGACACTGACTCTGAAGAACA\nAAGGGTGGCTTTGCCTTTGAGTTGTTGTTACCAGGCCAGCAATCAGGCAAAGAACAGCCA\nCAATAAAAAGCAGTCAAATGGCACTTATCTCTGCAGTTGGGGCAAAAGGCATTTATATGG\nTTTTAAGCATTTTTTTCCCTTCTCTTCCAGTGAATTTTCCATGACCTTGAGTTTGATTAT\nACATCGGAGTCTTATCACAGCCTCACTTTATTACTCTCACCTCTTTTTTTCCCAACTTCT\nTGTTTTGGTTAGTATCAAAAATCCATGTTTTCTTGCAACATTCACAACACAGTTACTATA\nACCAGTGCTCCAATCTAAAGAGACTTTCTGCCCTAATCCACATTCAGTTGCTGCAAACTA\nCCACCTAAGACTGAGTAGTTTATTTTAAACTGCATTTATTTCTTGTAGTGCTAGAGACTG\nGAAAGCCAAGGGTCAAGGGAACACATAGATGACACCCTGCTCATTCACGGGGACTTCATT\nTGGAGTTCTGAGGTGCTGTTGTGTATCACATGGCAAACAGAACACACACAAATGCCAAAT\nTAGTTTGTATAACTGTCCCAGTTTGAAAATAACACATGAATATATCTATCAGGGGGATGG\nATAGTAGAGCCCAGGTGAATCAACAACGTCTCAAAGGCCTTACCATTCTGAATGCATGTG\nTGTGTGTGTTCACACATGTGTGGATATAGGTGTGTGGCATTGGATATCCTCATCAAACAT\nGCTCCACCTTACATGTTGACACAGGGTTTTCTCACATGAATCCATACCACTGATTTAGCT\nAGTCTAGCTAGCCACCCTGCTCTAGGGATACCCCGTATTTAATTCCCAAGTGTCTGGGAT\nCACAGACAAGCTACCATATCCACCTGGCACTTATGTGGCTGCTGCAGATGGAAATTCCAG\nTCCTTGTGCTTGTGAGGTAAGCACTTTACTCATTGAGCAATTTCCTGACCCCATCTCTTA\nGTACCTCAACTTCAATATGACTTTTGGTGGCAGCAGTCAAATCGTAGAAGATCCTTTTGT\nTTTTCAGTTCTGCATGGTCTGGATAGACCTGCTTGTCATGTACCATTAGTGCCAGGAAAA\nCTCGCTATTGCAAGTTTTAAAGACTATCTGTTGAATGACCCACTAAGGGAGCTTTGAACT\nTGACTTATTTTCAAGAACACACAACTGGCAAGTCTCTGGCCTTTTCTCTCCAGCATCTTA\nGTAGTACTGATACCCACTGCAGGGATTCTCATGAATGGTGGGGATGCTCATGGAGCCATC\nTCTACGCAGTTGATTGCTGTTTTCACAGTAAAACTTGGCATTACTTGGGTAGGCCTCAAG\nTCAGAAAATTTTCCACCTAATCATTCTTTTATCCAACAAATACTTAATAGTATTCAACAT\nGTTCTCTTGAGTGGCCACATATTCTCATTGACTTAATAGGTTAGTGTTTGTAACTCAGGA\nTTCTCTTAAGAAACAAAATCAATAGAATGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT\nGTGTACAGAGAAAGGGATGTAGAGGTGTTTTAAAGGTTTGACTCATGTACTCATTGACAC\nTAACAAAGTCAAAATCTACAGTGCAGTTCTGCCCCCTACAAAATACCTAGCCCCTGCTGC\nCTAGACACAGAGTGCTTTCTTCTTCTTTCAGAACCTTACTAATTGCTCTGAAGGCCTATA\nATTGATTAGATGATATCCACTTAGTTTATTGACTGCAGTCTTTCTTCAAGTCAATTGATG\nGTAGATTTTACCCTCCTCAAAAATGACCTCCCTAGCAATCCAGGATTACTGTTTGATTAA\nATACCTTGGTAGTATAGCCTGCCCAAGTTGACACTCAAGGAACTTGATAAAGGAAAAAGA\nGTCTTGGATTTTGTATCCAGAACTCCTGAGCTCTAGTCCCAAATTGCTAAATGGTTCTTA\nAGACCATTTCTTAAACATTCAGAACCCAATTTTACCTTTTCTGAAAATTATTAGGGGAGG\nGACAATAGACAGGAACTTTCCAAGGTAGTAACATCCCATTTGGCTTTATAGTTCTGAGTC\nTTTTAAGTTAATTCAGTTTTCGGAATGATTTTCTTCCTATCTTAAAGAGAAAGTGCCCCC\nTGCTATAGATGTGGTGCTAGGAAATTGTAACTCAGTGAGGAAGTGTTCACTGGAGAGAAG\nCAGATGAAAAATGAACTTTTAAGATGGCTCCCAGTGGCAGCCATCTTGAGGGGACTGAAG\nGAGGGGTTGAAGCTGAGGACAATGCTGTAGCTTTCTTGTCATAGAGCAACAAAGATCCTT\nGTGCTTGGATCTGCCAGTCACTGGATCTGACTCTGTTCCTGAGAACTCTAATCTGAGACC\nCAACCCAGAGTGGTTACCACCATGACAGCCAGTTTTTTCTCAAGGATTTCTCTCATATAA\nTCTAATTTTAGCTTAGAGATAAGCTGGCGGTGAACACAACTTTGAGAAGGTCAAGCCACA\nGAGTCTATACATTTGTTGACTTGGTTCAGATGGTTGGTTTCCTTTGAAATGTGTTTCCCT\nTCCCTTGGCAGTGAGAATGTTGTCAGATATATTAAACTGTCACTAAACTGGCTCCGAATT\nCATGCCTGGCCTCTGAGAGCAGAGTTGTCTCAAATCTGTAGCTAGGGATCACATCCAAGC\nCCTTGTGTTAAGAAACATTTTTCATGCTCCCCAGGCCTGTGTATTATCTTTGACTAAATA\nACCTTAAGAGAGGATAGCTCGTGAATTGTTCCAGATATGATGGGTTGTAAGAAAAATAAA\nGTATCCATATGGTTATTACAGACACACAGCAGTTGTGATGTCTGGCAAAACTCAGATGCT\nTGTATCTCAGATGCTCCAATTCAGATGAAATGTGATTGTTATTCAATTATAAAAAATTAA\nATTATACAACTCTTATTGGTTAAAAAGCCCATTGTTGAGGCTAGCTTTATGGCATCTTCT\nCACAGTGGCCCCAAGATAACACCCAGAGCTTGCTTTCTTTCTTTCTTTCTTTCTTTCTTT\nCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTTCCATATTTTATTAGGTATT\nTATTTCATTTACATTTTAAATGCTATCCCGAAAGTCCCCTATTACCCCCCACACACACCC\nTGCCCCCCTTACTCACCCACTCCCACTTCTTGGCCCTGGTGTTTCCCCTGTACTGGGGCA\nTATAAAGTTTGCAAGACCAAGGGGCCTCTCTTCCCAATGATGGCCGACTAGGCCATCTTT\nTGCTACATATGCAGCTAGAGACACGAGCTCTTGGGGGTACTGGTTAGTTCATATTGTTGT\nTCCACCTATAGGGTTGCAGACCCCTTCAGCTCCTTGGATACTTTCTCTAGCTCCTCCATT\nGGGGGCCTTGTGTTCCATCCAATAGCTGACAGTGAGCATCTACTTCTGTGTTTGCCAGGC\nACTGGCATAGCCTCACAAGAGACAGCTATATCAGGGTCCTTTCAGCAAATTCTTCGTGGC\nATATGCAATAGTGTTTGCATTTGGTGGCTGATTATGGGATGGACCCCCGGGTGGGGCAGT\nCCCAGAGCTCTTTCTGTTTTGTAACAGGTTCAACTGCTTTTAGGTTCCCTTCAACATGTG\nTGTACATGAAGAGCCTACTCTGTATATATGTGCATGTGTGTGTTCATATATTTGTGTACG\nCACAAGTTGATGTGTGTATAAATTGACATCTATTATTCATTACCTTTTTTACCACCTTTA\nTGATAATGTCATACCTCTCTTTTGAATTAGATACTTTACAGGGTCAGCTTTGTACTTCCG\nGGATAACATTGTGTTATATAATATTTGATTTGCATGGCTAAGTTTTCTCTCATATGTGAA\nTGAGAGAATTTATATATACATATGAATATATAAATGTATTTGTGTGTGTGTGCGCATGTG\nTGTGTGTGTCAGAGAGAGAGACAGACAGATATATATATATATATATATATATATATATAT\nATATATATAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAAGAAAAGAAAGTGTAAT\nGGAATATATATGTCCTGAAAATAGAAAGGGAGCTACTTAGAGGAAAGGGCCCAGCAACAG\nTGGTGGTAATGGTCATGGTGGTGAAGGACATGGGGGAGGGGCAAATAAGAGCAAAGTATA\nGCATGTATGTATGGAACGGTCACAATTAAATCAATTTTTTGTATGCTAATAAAAATTTAC\nTTAATGCAAGAGTGGGGCTGGGAAGATGGCTCAGTGGATAAAGAGTTTGTTGCAAAACCA\nTGAGGACCTGAGTTCAAATCCCCAGAACCCACATAAAAGCCAGGCATGGTAGTGTGTGTG\nTCCATAGCCTCAGGTCTGGGGGAAGGGGTTGGAGACGGTGAGTTCCTGGAGCTTGATGAT\nCTGACATTCTAGCATGACATTCTAGCCGTATGCTCAGTGAGAGACCTTGTCTGAGAAGAC\nAAGGTAGAGAGCAATTGAGGAAGACTCTTGACGTCAACCTCTGACCTCTATGTGCATGCC\nCACATGTGAGAGCATACCTGTGTTCACATATACACACAAATATAATGCTTAGACATTGCC\nAAACACATTGATCAGATCATACACAGTAACGTAGATCACAGCACAAATTTGCTCCCATTA\nGTGTGGGTTGTTATCATATACAAAAGTAAGTGGTGTGTATATATCTGATACAAAACTCCT\nCTTATTCACAGGCAATAGCTGTTAAAACTGGTATGGTTCTATTTGTTCAAAGCTTTGAAG\nAAGCCTTGACACTTTGGTCTGAAACTTGGTTTTTGGTTATTTTGCTGTATTTTATTTAGA\nCAGGGTCTTGCTATATAGCCCATGCTGGCATAAAATTCACAATCCTCCTGCCTCAGCCTC\nCTAAGTGGTGGAATTACAGGTATGTCCCACCATTCTGGGCTATGGTGTGTACTTTCTGGT\nGGATGAAAGTACAACAGATACATTTGAGTATAGAGGAGCTAAAGCTGGGCTTCCTTTCTG\nTCTTCTCCCAGCTGAATGAACTTGAAGGCCACCTTTGTAAAGCTGAGTGAGGGAGACAGT\nGGATGAGACTCCAAAGCCAGGCAGATGAGACAGGAAAGGGGTCATAACCCTTTGTCAAGT\nCCCCCTCCCCTCAGGTTGCAATAAAACCAGGAAAGATAGATAGACGTCTAGCTGCTCAGA\nCCAGAGCAATGGTCAGTCTCTCTGTAAAAGCCTGTGTGTAATGGGATGGCTGGAAAACTG\nCAGGCTGGAAGTGATATTAATCTGAAATGGAAATTCCTCCCTCACCTAGCAAGTCTAGCA\nGGAGTATTTGGAAATCTTGAAACTAGTTTAAAAAACATTGGGAATGCAGAGGGAGAGTCT\nCTGGGATGAATGTCCTCTGGACACTGGGGTCTCTCCAGTCCTGCTAACCACCTTGACTGT\nCTTTGGAAGTGGGCTCAGGGCAGCCTTAGGATTCATCCTGGGTGACTTACAGTCTTCTCC\nTAAGAATGGATCATCTTTGTCCTCTTGTCCTCTAACTCTAATAGCCTGAGGCCAGGGCCT\nTGATACCCAGGACCATGTCTGTAGGCAGCTGGTCATGGCCTTGAGGACTGGGGATACCCT\nGGGATTTCTCACTCTCCAAAGACTTCACATACAAACTCACTTCCGTACCCTTCTGTCTGG\nAGCCATGTCCAGTGTTGGTCATTCTTCATTGATGCCATTTCCCAGCCTTAGCTGCTCAGC\nTCCCAAAGGGGTGGAGAGGACCAGCCATGATGTTAGAGGGTGTTCAGTCAACTCCTTGCT\nGTAGTACCAGAACCCTATATGGGAGAAATTACACAAATACTTAATGGTTTCCTAAGAATG\nCCTCCTATCCTTCATAGCTAAAGAAATTTCTTTAGAAATTCACATTTGAGGGTTTGTTTT\nGGAGCATCATCTTGTTTGGGAAGGCTGGGATGAGGTCTCTGTGTTTGGATTCCATCTCTT\nTCTGGGGACAATAATACAGAAGTGAAGAAGCAGATGTGTGAGACCCTTCCGTACAGATGG\nTGCTGTTATCCTCTTCCTCCCTCTTATTACCTAGTTTGTGCCAGCAGCAGATGGGACCAG\nGCCCTCCCTTCACAATGTGCTGACATAGTGGTAGTGCTGGAGGCAAGACAGCAACAAATA\nTCTGCAGAGCTCGTGTAGGCATGATGAAGCTGAGTCTAAGCCTTCTTCCTGTGCTGTCCC\nTGATTTCTCATTATACCCTGTGGGGCCACTAGTACACACTCAGGTATCTTTCCACCTTCA\nGGCCCTGCCTCTACCTATCACATGCCTCCAAAGAGCCAGGATGCCTTTCTGGACATGTGT\nACATACTCTGTGTGAGGTCCATCAGGAGCACAGTGCTAAGGAAGAGGGTGCAACTCTGGT\nGGCTTGAGCAAGGAACTTCTGGGTACCAAGTATGAGGATCATCATCTGGCAAGGGTAGGG\nAGGTTGAAGGAGTACTGCCTTGAAGTCTTCTGAAGTGCGGTTCTCTCCAGCAAAGTGTTG\nGAGAGACACAGATGGTCTGGGTCTTAGGGCTAGATTCCAGGTCTTCAGTTGCAGTCTCCC\nCAGTGCACCATGAGTAAGGGTGTCCCACTGCTCTTTTGTATGCTGTGTTTTACACAGACC\nTGGATGCTCTTATGTTTGGTATGTTTGCACTACTCTGCAATGGGTTTCAAGAGAATTCTA\nTTTTCATGTCTTTCCATGCTGATGAAGCTTTTAGTTTTCACTGATGTCCCAAGTCCTGGG\nAACTGGCTTTGGCTATACTGAGTACTTGTCTGGGAAAGAAGTACTCAGAAGGCTTTACTT\nTGTGAAAGAGTACAGTTCTACTTTGACAAGAAGGGCCTCGGGGATCCTATCAATGGCTTT\nTCCTTCTGGTTTTGCCCCTATGTGCTTTTTCTACATACTTTGTCTTTATTGGGGCACTTC\nACATCTGTATCTTGGAGTGTCTAGTCTGTGTGTCATGTTCCATGCCCTGGCTGTTAAACG\nTATCCAGGCATGAGTCCATAATTGTGTGATCCCCTCCCCAATACGATCTGTGGTATCATA\nGAGGTAGTTTTGGAATCATGTCCTATTGTAGAAAGAACAAATAGGTCTCGGGGGTTAGCT\nCCATCTGCAGAGTGCTTTCCTTGGAAACAGGAACATTTCTTTGATTCCACAGAACCCACA\nCTAGAAAATGGGATATAGTGGCATGTGCCTATGATCCCAACACTGGAAAGGCAGAAATAG\nGCAGATCCTGCGGCTTGCTGGACAGCCAGCCAGGCCTATTTGGAGCATTCTAGGCCAGTG\nAGAGACTGGTATCTCCTATGCTGCTGACTTGAACATCTCTGGAGCACACTACCAGGAGCA\nGAGAGTGGCCTTTGATTGTGCCTTAGTTTCCAAAAAGCCCTCCTGTCACTCACTGGACAG\nGGAAACAATGACACGTAGTATGTGGGTTTACTAAATAGATGACCTCATAGTCTAGCTTTC\nATCTGCAGAGTAGAATTGAACCAGGTCAAGGGATGAGGCACTGGAAGCTCAGATGCCAGG\nTAGCTTGAGAAGAATGGGGACCACAGGGAAAGGTCAGGATGTTGTTGTCAGAGGAGGTGG\nCAAGCAAGCAGTCCATTTGGTCACATGGGCAGGGAAAGAACTTTTCACATCAGCCACTAT\nCCCTCTGTGTCACTCAACTTCAGCATCCTCTGACAAGCTAGCTTTCAAGCTAGCAGGCAA\nGGTCTGGGCTTCTGTTTCTCTCTCGTGGCATCGTTCCCTGGCTTACAACCCAAGCCATTT\nCACCTCAGTGATTCCTCCTTTCCTGAAGACCGGCTGGACCCAACCTTTCTCTATTTGTTT\nCGTCTGGTGCTAATCTCACAGTGTACTAGATAATACATGGACCTTGACCATGACACACAC\nTTGGGATCTTTTTTTTTATTATTATTTTAAAAGAAAGTCACACTAGGCCCCCAAGGCATA\nATCAGATCTATTATTACATCCTGTTTCAAGAAAGGACAGGGGTAAAATCCAGGCCAGATG\nGCACTTGAGCAAGCAGGCCACCTGCTCCCACTGGGACTGTTCAGGTTTTGAGGGCCCTGG\nAAAGTTACCTAGGTTGCTTTGCGCTAAATCATAGTTAAAAGCTGTCCATTTGGAAGTCTG\nAGTCTCAGTCAGGTGTTGTAGTCATAAGAAACAAGGACAGAACCATCAGGATGCTAGAGA\nATTGGGTTTGGGGGTAGTATCTGGGGACACCACTTCAAACCAGGCTGCAGAATGAGCCTA\nGGAAGATAGCTATGTTGCCACTGAAAGTGCACACACTGCCGCTGAATCCTTGGACTCTGC\nTGCCTATTATACAAGCATCTCTATTGCTGCTGGCATGGGAATACAAACTTGCTTAATGTA\nCAGAGTTCCCGATTCTATTTACCTTAAACTGGTAGCTTCTCATTCAGTGCCAATTGATAA\nTGGGCTAAGAATCTTACTTAGGAGTTCCAGTTAGGGCCAATGACATAGACGTGGGAAAGA\nATGGAATGTTGAACTACTATTTCTTCAGCATGCTTGACCTGAGTAGGCTTTGTTGCCTTC\nCTGAAACCCCAAATGAGAAATCCTCTAGGCAGTGGAGAAAGGTATAAATAATAGGTCTCT\nCAAAAGAATCACAGATCCCACCTTCCTCCAATAGATCCGTCCTCGACCTCTGTGTACTGA\nTTCCAAGCTTAAGGACTCTCATTCAGTGTATACTTGAGTACTTGAGAATCAGTCATTATT\nATTTCTTCTGAGAATGACCTCTTTCCCATGAAGCCAATAATCTAGTTGGGAAGTTCAACA\nAAATGAAGTATGGGGCAGTGAGTGTATGGAAGGACTGTACCCTGAGATATGTCATCAGGA\nGAGGTGACATGGAATCCAGATGGATAAGTAGGAACTAATTGTCAGGGTATTGGAGGGGTA\nGGGGCATAAGAGGAAGAGCTAAAGCTAAATATTGTTGCAAAATGGGATCTGGTAGAGCTT\nGAAGTGAAGGGACAGGCACATCATGAGAGCTTTTCATGCCTTTCTGAGGAGTTTGGATTT\nTATGTCTAAGATTATGGAAAAATCATTAACAGAAATTTAAGGCAAATCATTTTATATATA\nATGCCTCATTATGGAAAATAAATGGCATAGGGCCGACAGCTGAGCAGAGAAGTCAGTCGT\nTGATAGTAGAGAGTTGGAGGAGAAAGATTCAAGAATGATGATTTCACATGGTAACTGGCT\nAATTGTGGGATGTAAAAGACAGAAAGTCACAGATGATAGCTAATTCATTGCTTGAGCACC\nTATGTGAAGAATAACATTAAACTTAGGGGAGAGAAGCTATATTGGGTGTGAGATGCTTAT\nGAGGCACTGAATAGAGATAAATTACAGGCAGGTGGAGCTGTGGGTCAGAACATCAGGGAG\nTAGACTACATTGGGAATAGGAGTGGTGGCTAACTGGAATAGATTGGGAACATTAGTAAAG\nCACACCTCTGGGTGTGTCTATGAGGGCATTCTCAGAGATGATTGGCATGAGAACTGATAG\nGGAAAGACCCACTCTGAGTATGGGCAGGCTTGTGTGGAACAGAAGAAGAAAGAAGGAAAC\nGTAAGAACAAACATTGGTTGGCGCTCTCTGCTTCCTGGTTGCTGGGTGGTGAGCAGCTAG\nGATTCACCAAACCCTTCTGACATTCCCCCAACCCAGTTCTATCTGCTTTCCCTACCCTAC\nCCAACGTTGTGTTCTCTTTTACATTCTTCAAGACCAATTCACATTACCTGACTATTCTTG\nGATGTATGACCTTCCATTGAAAAATGGTCCTACCCTTATATAGGCATAGAGACAATATAG\nCTAGTCAACAACAGATTTTACGGTCCAAAACTATGAGCCAAGAAAAAGCTTTCTTTTAAA\nTTCTTTAAAGTTCTGTCTCTCAGATACTTGCCACGGTTGCAAAAAGTAGTAAACACAGAG\nAAGATTAGCATGTAGTCTCTGATAAAGTCATAGACAGACCCAGAATGAGAAGACAGGAGA\nCAGAGCTGTGCTCCATAGTTCTAAGTAATTTGCAAGTACAGAGAAATTACAATGTTTAGG\nCAGCTTATGAGGGAACTTGAAAGAGTCTAACTTAGAAGCAGGAAGAAAAGCCAAGGAGAA\nAAATTTAAAGAGTGAGTATAAAGTCCAAGAAACATAAGCACTAAAAAACTATCTGGTGTT\nGGTAGAATGATGTCCATGGTGACCTTAAGAGAGTTGTTAACATGGAGGAATATCCCCGAG\nGTGTGTAGGAAACTGAAGAGAAAGTCACTACAGTGGAAGGAGAAGGAAGGGGATGCTTTG\nCATGGGCTTTGATTACCAAGGACAAGAATGAGATAGGATTGGAGCTAAGGGAGACAGGGC\nTAAAATCTGGTCATTACTATCTTGCCAACCTTAAATGATTTCTTGGAGAGTTTCATGAAA\nTGTGTTTTGATCATATCCACCCCTCCCCCAACCCACTTCTATCTGCTTTCCCTACCCTAC\nCCAACGTTGTGTTCTCTTTTACATTCTTCAAGACCAATTCCCATTACCTGACTATTCTTG\nGATGTATGACCTTCCATTGGAGAATGGTTGACTACCAATACTCTGGCAGCCTTTTCTTAC\nATGGTGTACTGGCTAATTTTGTGTCAACTTGACACAGCTGGAGTTATCACAGAGAAAGGA\nGCTTCCGTTGAGGAAATGCCTCCGTGAGATCCAACTGTAAGGCATTTTCTCAATTAGTGA\nTCAAGGGGGAAAGGCCCCTTGTGGGTGGGACCATCTCTGGGCTGGTAGTCTTGGGTTCTA\nTAAGAGAGCAGGCTGAGCAAGCCAGGTGAGGCAAGCTAGTAAAGAACATCCCTCCATGGT\nCTCTGCATCAGCTCCTGCTTCCTGACCTGTTTGAGTTCCAGTCCTGACTTCCTTTGGTGA\nTGAACAGCAGCATGGAAGTGTAAGCTGAATAAACCCTTTCTTCCCCAACTTGCTTCTTGG\nTCATGATGTTTGTGCAGGAATAGAGACACATGGCAAATACCAGTCTTTGCATGCATAAAA\nTCTAATCTACTGTCTCCCCTACCCACTTCCAACCCCATTACCTTGGCCAATGAGGGAAAG\nAGAAACAATTCATCCAACATTTAGCAGTTATCTCGTGAGCAACTTCCATATTCTAGGTAC\nTGTTTTGGGGATTATTAGTGAATGAACTAGACAATGATGGCTGATCTCATGAAATTCAGG\nTTCTCTGTGTGAGTCTAATAGCTAGACAGACAGAGATTTATAAAGTGCCCAGAAAAAAAA\nAAAACAGGTAGGACAAGATAAGAGAAATTCCTATTGCATGGGAATCCCTATTGTATGACA\nGGCTATTGACATATTAGATGCTGTGTGTGTGTGGGTGAGTGGGTGGGTGTGGGTGTGGGT\nGCGAGCGCACGCTGTGTGTATGTGTAGGGAGGCTCTACACTAGTTTTCTAAATATTACCC\nCCAGCTTATTGAACCAAAGTCACTAGTGAGAAAGAAAAGAAGACATGTTAGGTTCCCTAA\nAGAGAGTGTTTAATGACAATAAGGATCAATCACATACATCGTTAAGCTATCTGACATCAG\nAGCAGGCCTAGTGCTTACTGCCAGCTTCTGTTTGCTGCCTGTGCCTCACTGAGCAGTTAT\nTTCATGGCTTCCGGATGGTTCTGTGGCCCTTAATTCCTGGACAATATGTATTTAGGAAGG\nTAAGGAATCATTTGGGGAAATGAAAAAAAAAAAAGGAAAAATACTGTCTTTTAAAATGCA\nACCCTGAACTAAGCAAAATGCTGACTGTTGTGGTGCAGGCCAGAATCCCAGCTACTTAGG\nAAGCCGAGGCAAGAGGACTCCAATCCCCAGGCCTCGTGGTGAGACCCTGTCTCCTGAAAC\nAAAACTGCTGGGTGGAGTGCTAGCCTATCAAACAGGAAACACTAGGTGCAATTCTCAGAA\nTTACAAACTGACAAGAACTAGTTCTGGGACCAGGGGTTGATAAGTTCATAAGATTGTATT\nTAAATTGGTTTCCATGGAACCCAGACCTAGCATCTGTATTTTGGGTAGAAAAGGGTGTCC\nTTGGTCCCTCTTGGAGATACTGAGATCTCTACTTAGTATTTCTTCCCCTCCCACTTCCTT\nGAGGGCTATTCCAACACTGTCTAGCCTAAAACATGGCTTTGTGCCTGTTCCACTTCTTGC\nTCCCTGGGATGACAGGCTATCCATCTGTCATCTGTCTCTGTCTCAGCTTCTCTCTCTCTC\nTTTCTTTCCCCAGGAGCCTATAGTTATTGCTAATTTACAACAGTAGGACATACCCATTTC\nTTGTACCTTGCTTTTGCCTTGTTCCCTGACCAGGCTGTTCTGGTGGTCTGCTTGGTGCCT\nCAGCTCCTGCCCTGGTCTTCTCTTTCCTCTTTTTCCCAGCCCACTGTTATAACCTAAGCC\nCTCACTGAATACCTCATTCTGACTGTCACATTGCCTACCACATCTCTGACTGCCACCATA\nATGGAGATTTCCATTCTTGTGCTGTTTGCTTGTTGGGAAGCCCTACTATCCTTTGCTGAT\nTATTCTTGGGACTCAGTTGAATGCTCTTAAGAGTTTCATGTATCATTTTTCAGCCACTTT\nGGAAGTTTGAGTAAAAATGCCCCCCATAGGCTCATAGGGAGTGGCCTAATTAGGAGGTGT\nGGCCTTGTTGGAAGAAGTATGTCACTGGGGTGGGCATTGAGGTTTCAGATGCTCAAGCCA\nGGCCCAGTGTCACTCTCTCTTCCTGCTGCCTTTGGGTCAAGATGTAGAACTCTCAGCTGC\nTTCTCCAGTACCATGTCTGCCTGCATGCTGCCATACTTCCCACCATGATGACAACGGACT\nAAACCTCATCACTGTACGACAGCCCACAATTAAATGGTTTTTTCTTAGTAAGAGTTGCCT\nTGGTCATGGTGTCTCTGCACAACATTAGATATCCTAAGTAAGATAGCCACCACATGGAAT\nTTTCTCTTAAGACCTCTGAGGATATCTCCTCTTCCTCTTCCTCCTTCTCTTCCTCTTCTC\nTATCTCTTCTTCATCTTGTTGTTGTTGTTCTTCTTCTTGTTGTTGTTTTTCTTCTTGTTC\nTTTTTCTCGTTCTTGTTCTTCTTGTTTCTTGTTGTTGTTGTTCTCCTCCTCCTTCTTCTT\nGTTCTCCTTCTTGTTCTTCTTTTTGTTCTTTTTCTTCTTGTTCTTCTTGTTCTTGTTCTT\nCTTGTTCTTGTTCTTCTTGTTCTTGTTCTTCTTGTTCTTGTTCTCGTTCTCATTCTCCTC\nCTCCTCCTTCCCCCCTCTGTCTCTCAGAATAAAGCTCACTTACACTAAAAAGATAGACTT\nTGTCCAATTGTCTTTAGTTATGATCAAATTGTCCTGAGACAGACTAACTCTGGCATGTGA\nGAAATAGTATCCTCAGGATCCCATCTAATTGTTGAAAAATAGATTTAATAGTTTACAGTG\nGTGTTAGGTTTATAGAAAAGTTGATTGAAACTATGGCAAGTTTTTATTTTTCCATCTTCT\nCAGTTCTCTCCCTCCTTCAGTTTCCCCTACTAGTTTTCTGCATTAGCATGGTTATAATTA\nAGTTGATCCTATCATTATTGATTGAAGTCTATAATTTAGATCAGGGTTAAGGCTCCTTAT\nTGTGTGAATCTACAGTTTTGGGAAAATGTATCAATGTGTTTACTCTATCAATATAGATAT\nATACTGTAGAGATAATATATAGTATATATGATATATATGATGTATACATACACACACACA\nCACACACACACACACACACACACACACACATATATATATATATATATTGTATCTACTCTA\nACAGTAGTGTAAACAACATTTAAACTGCCCTAGAAATATGCAGTGTCCCTCGTTAACCTC\nTGGAAGTTCTACTGTTTTGCTTCTGAAGCTCAATGTTTTCCAGAATGCCACATAGTGGTA\nACTGCTTAGTGTGATACTTTTACTTATCTTGTCTACCTTGCTTCCTCTCCCTCTTCTCCT\nTTTGCTCTCTCTTTCTCTTGCCCTCCTTTTTCCTAGGGCCTTGCACTCACTAGGCAAGAA\nCTCTCATGCTGAGCTACACCCCAGGTCTTTTTATTTTCTCCATTGTATAATGAGGTGGGT\nGCCAGGGGCTGGACTCAGTCAGTCCCTGAACCCGTGGGAGAATCAGGATCCCGGTGCTCA\nGGTGGTCAAGGAGTCGACAATGACAAACAGACATGACACAAGGGAGTGTTGTATCTGAAT\nGTAATTTCTCAAAGCGAACATCAGACTTATATTACAGAAGAAAACAAGGAAGTTAGGTGT\nTACATAAACCAAGGTACATTGAAGTTATCCGATGTATGATGATACAAAACAGAGAAACGC\nATACATAAAGGACTAGCAGGAACCAGACAGTGTTTACAACTGAGATAAGATCAGCCCTAT\nCTAAAGTCAGCTATTCTTAGGAGCCAGGTGAAAGGGCTAATAGTCCAGGTGCAATTCTAG\nTCTATTGCTTATCCCACAACCAGGGGGTTTTGCTCTTGCTAACCTTTTCTCTAGTTCCTC\nCTTAAACCACAACCCTCCTTCTTCCTAGACCATTGTAAATTCCTGCATATGGGGGTGACT\nTGGCTGTAATTCTAAGTTTACTTTGTAGAACTTGCCCTGAGATTTCTAGCTCTTATCCAG\nTAAAATACTGAAAGAAAGCATGCAAGACCCTCCACACGATTGCAGGGACAAATCTGGTTA\nTGGGATGCCAGAGACTCTCCAGGAGACAAGTTTCTGTGAAACTTTTTGCCTCAGGACTGC\nAGCCAAGCTTCTGGACTTGTCACTCAAACTTCACTGGAGTGGGTGTGTCAGGTGGGCCTT\nGAACTCACTATGCTGATTCTTCTACTCCAGCTATGTGCTAAGATAGCAAGTGTGTACCAC\nCATACCTGGCAGTAATTTTAAAAAAAAATACTTGAATAATAGCCTATTGATCCACTCAGG\nTATTGGTGGTTATCTTGATTGCTTCCAAATTTTGCAAAGTTCTTGATAAAGCTGCCATCA\nGGATCCAAATGCAGGTTTCGTGTTGGTCTAAGTTGTTGGTTAATTTGGGTAAATCAGCAC\nTATTGATGTGTTGGACAGGAGGCCTTTGTGGACTGTTATAAGAGAGTGCTAAGCTGTGCT\nGAAAAATAATCCTGCTACTCTCCACTCCCAACAGTGATGAACAAGAATTTCATTTGCTCT\nATGTCCTCACTGGAATTTGGTATTCTCAGTGTTCCAGATTTCAGCCATTTGGCTGAGTTT\nTTCCTGAGCCAGCTGGATATCTAGTGATGTCACCAGGACCCTCGCTTAGTCCTTCTAGCT\nCTCACTTGTCCTGTTCTTCCTGGGTTAGCTGTAGCATTCTTTTATAGATATTTATCCCAG\nTGTCTCTGAGTGGCTCTAGGAGTCTTTCTAAATCCCTGACCCGAGACTGTGAATAAAATA\nAATTGCCTTGAGCTGCAGTCTGGAGGTTGCTTGTTAGGATGAAGCTAATGTAATAATCCC\nTGTGGTGGGAACTTAGCACATGCACACAGTAGGTGTGATGAATCTACTCACTTTACCAAG\nCAGACTCCTTGCAACTACTGGTGGTCCTGCAGGTATTTAATCATCTAATCTAATTCTTCA\nGGTGGTGTGTGGCATGCTTCAGGCTCCGTGGAAGTAGGCTATTGCCAAGAATCCTCAGGG\nGATCTTTAAGAACTGAAAAGGTCCCAAGATACCATCTCATTGTGCAGCTAAGATTTAGAG\nACCTAAAGAGGTCAGGGGACTTGGCTGAATTCAAGTAGAAATGCAGGAGGAAAAGCCCAG\nCTGTAACCCAAGAGGGATATCACTTTCCAGCCTACAGTGATGTCTTTGTGTAAGTTGGGT\nGTGGCATGGAGAATCTCTAGTGTTTTGTTTTTAGAGCTGTACTTTATCTTTCTCTTAGTT\nCTTCTCATCTACAACTGAGTTACTGTTCCTATTTCCTTATCTCATCTAATTTAAGGCTAT\nCTGAAGACAGCCTGGCTCTGTGTTTCAATATATTTTCAGGTGTAAATACATTGAACACTT\nGTTACCACTGTAACTTTGGGAAAGTTACTCAAATTTGTTGAGTTTATGTTTTCTTAGCTG\nTAGAACAACTGGAGAACCTTTATTCCTGGTTGTTGCACATCTGAATGTGTAAATACTGTT\nAAATTCAAAAAGTTCATGTATGTGAACTGTGCTTACAGAGTTAGCACAAATTGAGTGTTC\nCACAGGGGGTGGTGTGGCAGGTATTTCTGATGTCAGACATTGAAAAGCACAAGGACAGAA\nTTTTTGTCCATGAGGAATGTTTGTCCCAAGATATTCTACATATTTTATAAGGTTGCTATC\nAGTCAGGAGTTGAATTTATATTTTGTAAGCAGAGGAAGAAAAAATGATCATCAAACTGAT\nACTTGGTCTGAGATTGGCCAGTAAATGTAGAATTTTATTCAGCTGTAAAAAAATTTGAAA\nTCAGGAAATGTGAAGGAAAATGGATAGATCTGGAAAGTATAATATAAAGCCAGACACACA\nCACACACACACACACACATACATACATACACACAGAGGCATATGCACAGACACACACAGA\nCATACATACACATAGAGGCATATGCACAGACACACACAGACATACATACACATTGTGTGT\nATAAGTGTGGGTAAAGCCTAGAAAAGTAGAAAAGAGACCAAGAGGGGTTAATAATAGGTA\nAGGAGAAAAGATGCGAGTGGGGCAAAGGCATATTGGACATGAAAAAGGGAGAGACTTAGC\nTGGGTGGTAGTAGTGAACACCTTTAATCCCAGCACTCAAAAGGCAGAGTTAGGTGGATCT\nCTGAGGTCAGTGTGGTTTACAGAGGGAGTTCCAGGACAGTCAGAGCTGCACAGAAAAACT\nCACCTTGAAAAACCAAAAAGGAAAAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAG\nAAAGAAAGAAAGAAAGGAAGAAAGAAAGAAAGAAAGAAACAAAAGAAGAAAGAGAAAAAG\nGAAGAAATGAAGGAAGGAAGAAGAAAAGAAAGGAAGAAAAAAAGAAAGGAAGAAAGAAAG\nGAAAAGACTTGGGGGATAGACATCTACTATCTTAAATGCTAATTTGAAAAATTAGGTGAC\nAGGAGAGGTGGCTTAGAGGTTGAGAGAGCTTGCTGTCCCTGCAGAGGACCAGAGTTTGGT\nTTCCAGTGTTCAGGTCCAGCTGCTTACAAATGCTTATAACTGGGGAATCTGATGGTACCT\nGTGCTCATGTGTACACGCACATACAAACACACACAGATAGGCAAGTAAATAATAGAAACA\nCACATTTTAAAATGGAGAGATGAAGAGATAGAGACAGAGATATAGAGAAAGACAGAGACA\nGAGACAGACAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGACCGA\nGACCTTAGGGCATTTACCTGTGGGAAGAAAATACTTTTATTGTTGGCAGAAAAGGACAAC\nTCTCTTTTTCTCTTTCCCTTCCTCCCCCATCATCTCTCTTTTTCTTTTCCTCTCTCATCA\nTCCCTCTATAATTCCATGATATACAGATAACAGAAGCCACATGCATGATGCCAAAGGGCC\nCACCATGAGGCAGGTACAAATGGAGGCTTTTTCTGATAGCTCTCAGACCTCCAGCTCTGT\nTCTGCTCCAGGAACTCCTCTTGGCTCACTTGCCTTTCTGCCTCCTTCATTTCCCCATCTG\nTGGTTTCACAAATAAACTCTTCTCTTGCCTCTCTCGGGCAATGAGGTCTGGTGCATGAAA\nTGAAGAGGCCACCTGGTCTCGATTTTCAATCTGAGAGCCTTGAACAATATCATCAAGGCT\nCCATTCTATTGCACTGTGATTCTTAGCCGTGATTCTTATGTTTTGTTGGCAACACATACC\nATTACACTATTTAAATTCTATTTTTAGAAGACCTTTTCAAAATTCTATCATTGACTATTC\nAGGAATAACATTTACTCCTGGCCAGAGTTAAGATAATTTTTGGAAATGACCAATTAATGA\nTTCATGATGTTTCTACTTAGTGGAGGATTTTAGTGTATCTTAGACTTAGAAACTAGCACT\nGATTGATGGAGATGGGGGCGGGGGCAGCAAATTGAGTTATAATATATATTTTATGTTTTC\nTTATAAGAATGGATTTTGTGTGTTTTCAAAAACTATGATTCACTACAGTATGGTAGGAAG\nCTGAAGAGTATACAAACGAAAAATGGCTGGAGGGATAGTCATGAGTCTACAAGAAGGCTA\nGCCAAAGGTTTCAGCTTATCCCTCAGCTTGGGGCAAGCTTTCAAAAACATTCCCAACTCC\nACCTGTATTTTTCTTCAGCTTGACCTCAAACTAACTCTCTCTGTCTCCCTTTCTGTGTGT\nGTGTGTCTCTCTCTCTCTCTCTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCT\nTTCTTTCTTTCTTTCTTTCTCTCTCTCCCTCTCCCCCCTTCTCTCTTTCTTTCTGCCTCT\nGTCTCTATCTGTCTCTCTCCCCTTCTCCATTTTCCCAACTCATCCTGTTTCTGTCTGTCT\nGTCTGTCTGTCTGTCTGTCTGTCTGTCTGTCTCCCCTTTTCTGTCTCACCAACTCTCTCT\nGTTTGTCTATCTCTGTCCCCCTCTTTATCTCCCCATCTCTCTCTCTCTCCATATATATAT\nATATATATATATATATATATGTCTTCAAACTCTGGATTGGTGTGGATGACCTTGAATTTC\nTAATCCTCCTGCCTCTGCCTCCTGAATTCTGAGATCACAAACACACATGACTCCACCCTG\nTGTTGCTTGAACTCAGGGTCTCATGTGTGCTAGGCAAATGATCTGCTAATTGAGCTGTAT\nCTTCCAGCCTTCACTCTTTCTCTTGATGTATGAACTTGACCTTCTCACTTCCAATCAGTG\nAGCTTGTTTCTTCACTCAAGTACTAGAGATTTAGCTTGGTTGATATATCCAGACCCCATT\nGAGCATGCCCATTTTAAGGCTGTTCCTCACAGAATGTTCTAGAAGTTTTGCCATATAGAG\nGAACTTTCTTTGAGGACAACTGTCTGCTCCCTACTTGTCCCTTAGCTCTTCCTTCCGCAG\nGCACCTTAAACAAAGCCTCCTGTGTAATTTATCACCCGGAGCCTGTAGTCATGTCCCACT\nTCCTCAATGACTTCTTGTAATGCTGAAATAGGATTCATGATTTCTAGGATATGTGCAAAT\nTAAACAATATTTGATATGAGGGATGGATTAACATTCTAGGAAATTTTAGAGCAATATTAA\nATATTAGGCTTTAATATGGCAACATTTTCTAGGCAGGAATTCTAAGTCCACTTGGTGAAG\nTGGGGACAAGCTCTCATCTGTAGAAGTGAATTTGGAAGGCCCTTAAATTCATGCCCTCAA\nCCCCTGTGCTTTAAATGCTTTGAAAGGCAGTGGTTCCCATGTCCCCAGCGAATACTCCCG\nTGCCTTATCCCCTACAGTTGAGGAATTCTAGAGCATCCTATCTTGTTGCCCTAAATTATC\nTTACTGATGCACTAAAGATACATCACAACAAAATGGATCTGAATATAAGGCCCTTACTTC\nCTGGGAAGGCAGACCTTCTGAACGCCTTACCCTCCTTGCTTTCAGCCAAGGCTACCATGA\nCATGCCTCAGAATGATGTGTATCTGACCTATCACACAGGACCATCACCCCTTGGGGGACC\nAGTTCTACTTAATTTTACTTTGAGGTTGCATAGGGCTCAGAGTGTGGAATGCTAAAATAC\nAGTCCAATTTTGCAATGGAAGCCTACCTCAAGAGAGTGTGTGGGTGACATCTCACTGGAC\nACCAGCAGGTGTGGGAGCCAAAAAGGGCTGGTCTGAGACTCTGCTAACTTGGCAGGTTAA\nCCAGGAACAGATGGGCATCTGTGTGCTGCCAGAGGAGATTAGGTACATTCATTTGTTTTC\nTTCGACAGATTTATAAAAACTGTGCCCTCCTCATTTCACTGCCAAGGTCTTGACAAATAA\nAGTGTTCAAAAGCACAGAGCAATACGGAAACGCCAGGAATACTGGGTTTATATACATGAA\nTTGTCATGCACCTTGAGCTATGGGGACATGTCCTAAGCTTTGGAGCACAGAGTCTGCAAA\nTTCTTAATAATCATGCTTATAGCCATCCTGTAGATACTTTTCAGTCCCATAGGTCAAGAT\nGGGTCCATATAAAGGCCGTGTTATAGGGGCACAGCTTGGGTAGAAAGATGTTGGTGTTGG\nTGAGCATGCCACTCATTCTCAGGGATTTCAGCCTGCCCCTTGACTCAATTTGACCCTTGA\nCCTCTGATTCATGTATAGCAGGGTATTTAGTCTCCTTGCTAACTCAACATTTTCGGCTTA\nCTTCAAATCATTGGTGTCATTTCACGGAAGAATTCTCCATTGAAGAACACGTGGTCCTAG\nTCAGCAGTTCTTTTATTCACTTTAGGAGCTTGGCCAGTGCCAACACTGGTTGGCACCAGT\nCCTCACAGAGTCATCTCTAAACACAAAGTGACTAGACACTCTCACCAAGGATATTCACTG\nAAATGATACCTCATAGATTTACACTGCTAACATTGACAGATTAGAAACCTGTTGACGCAT\nGAGAGGAGTTCATGAGGTAGCAAGCACGGGGTCTGCACAGGTCTGCACCAGGACACCTGC\nATAAACATTATGGATTGCAGTTCAGTGTTGTTATGGGATTCCTGAGTGTGCTAACAGGTG\nAGTTTCTGAGTCTTGTACCTTCTCGTGGGCCCTTTCCCTCTGTTGGTTTGTCTGGTCCAA\nCTTCGATGTGCTAGTTTTTCCTTTACCTTAGTATATTTTAATTGGTTATATTTTAATATT\nATCTCATAGAAACCCATTCTTTTCTAATGAGAGACAGAAAGGGAATGGATCTGAATGGAA\nGGGGAGGTGGGGAGGAACTGGGAGGCTCAGAAGGAGGAGAAACTGTAATTGAGATATATT\nATGTGAGAAAAAAAATCTATTTTCAATAAAAGGAAAATAATAATAAGTTAATAATAATAA\nAAAGGAAATCGATTGAAGAAAATGCTGGCAAGTGAAATGACTGTCCTCAAAAAAATAAAA\nAAATAAATAAAAAAAATAAAAACAAAAACAAAAACAAAAAACACAGGAATTCTGGAGTTA\nGACTTGACTCTGAACCTGGGTCTTAGCTACTAGCTTGCTATTTGTTCTTGGGCAAATTGC\nATAGGTTCTCTGAGACACTGATTTCTTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG\nTGTGTATGTGTGTAGGCCCAAGGCTGATGTTAGATGTCTTCTTCAATGGCTCTCCACTTT\nACCTTGAGCCAGGATCTCATGTTGAAGCTTGAGCTAGCCAGCTTGCACTATGGGTTCCTT\nATTTCTGCCTCCTGATCATATCACAGGCAGGCCATGGAGCCCATTGGCCCTTTACATGAA\nTTTTGGAGACCCAAATTCTGGTCCTCATGCTCACGTTTACACTTTATTCACTGAGCCATC\nTTCCCAGGTCCAGATTTCTTTTTTTCTTTCTTTTCCTTTTAAAGATTTATTTATTATTAT\nACATATGTACACTGTAGCTGTCTTCAGACACACCAGAAGAGGGCATCAGATCTCATTACG\nGGTAGTTGTAAGCCACCATGTGGTTGCTGGGATTTGAACTCATGACCTTTGGAAGAGCAG\nTCAGCACTTTTACCCTCTGAGCCATCTCACCAGCCCGAGTCCAGATTTCTTATTGCTAAG\nTAGAAATTATGAAATGTGACTCATTGACTTGTGTGGTAAACAGGTTAGGTGATAGGAGCC\nTTTCATTATTATAGATAATTAATATTATTACTATGTTGGGAATTTCTCAAGGGCTGTGTA\nTATCTAGTTTAAAGTTTCCTTCTAGAGCCAAGTGATAAATATATTATTTTCCAGTTTAAT\nTTCCTAAACACGAGACACGCTGTTTTCCCACTATTCTATACTAAAAGACTTGTTTGTGGT\nCATAGATAAAATAATACTATTTTTTTCTAAATATCATCTCTTCTTAAAGTAACTTTTATC\nAGGCTTACATGAAATACAAGGAGATTTTACTAGCAAAATACAGAGTGCTCTTTTCATACA\nAAGTTGACAAACTTGAAATTAAACACAATGTCTGTTGGCAAAACTGAATCAGGTAATTCA\nTGTTGTCTCTGGGGTTGTTTGCTGTTTAAAAGGGGTGTGTGTGTGTGGATGGGGGTGGGG\nCGGGGGAGAGGTGGGGTGGGGGAGGGGTTGGCTGATGGACCACAGCTCATTTTCTTCACC\nATGATGGCAATCAAGAGTGATGGAGGCTAGTCCAAATGCTGTGGATAATTTGAATAACCT\nATGTTATTACATGTAATGTTCTGTTAGATAGTATTACATAAAATATTTATAAAAGTAGTC\nTCTAATTATTGTGAATGGTCCTGGTGATGCCTGAATTTTGATGTTAATTCTGCTTCCCAA\nGAGGGGTTGTCTGGAAAAAGGAATAAGTTACATTCTCAGGTGACTTCTCATGAACCTTTT\nCTCAAATGAATAAAGGGACCAATGACCGGGCAAGTAGGCGAGACTTCTGGGTTGAATGGA\nGGAAGAGAGGAAGAGAGGAAGAAAGGAAGAGAGGAAGAGAGGAAGAGAGGAAGAGAGGAA\nGAGAGGAAGAGAGGAAGAGAGGAAGAGAGGAAGAGAGGAAGAGAGGAAGAGAGGAAGAGA\nGGAAGAGGGGAAGAGGGGAAGAGGAGAGTTAGGGGCCTTTTGGATGGGGATAACAAGATG\nGTAAGATGTAGCTACTAGTGTCTCCTGGCTTAAATGGCAAATCCTCCAGGACTCACCACC\nAGAGGATTTAGAGTTAATATGCCTTACAAGAATAACATTCTATTTGTTGCACCCAGCGAC\nTGAGTTACCATTGTTTCTGAACTAAGTTTTCGTGGTGTTTTTCTTCGTGGGGCTGTTCGA\nCTAGATTCAAGAGAGAAAGGTATGGCAGGAAAGCGTGGGTTTGCCAGATGTGTACCATAA\nAGGCCATAGGTTTTGAAGCATGGGGCTGGCATGGTAATAACCCACCAGTGGGAATTTTTA\nCTGGGTGGAGAGATTTTGGAGCTCTGAGTCAGAGTCTCCTGAAGATAAGAACTGGCCAGT\nGAGGCTCAACTGGCAGTTATCATGTAGAAGAATGCAAATTGATCCATTCTTATCTCCTTG\nTACAAAGCTCAAGTCTAAGTGGATCAAAGACCTCCACATAAAACCAGAGACACTGAAACT\nTATAGAGGAGAAAGTGGGGAAAAGCCTAGAAGATATGGGCACAGGGGAAAAAATCCTGAA\nCAGAACAGCACTGGCCTGAGCTGAAAGATCAAGAATTGACAAATGGGACCTCATAAAATT\nGCAAAGCTTCTGTAAGGCAAAGGACACTGTCAATAACACATAATAGCAACCAACAGAATG\nGGAAAAGATCTTTACCAATCCTAAATCTGATAGGGGGCTAATATCCAATATATATAAATA\nACTCAAGAAGTTGGACTCCAGAAAACCAAATAACCCTATTTAAAAATGGGGTACAGAGCT\nAAACAAAGAATTCTCAACTGAGGAAAACCGAATGGCTGAGAAGCACCTGAAAAAATGTTC\nAACATCCTTAATCATCAGGGAAATGCAAATCAAAACAACACTGAGATTCCATCTCACACC\nAGTCAGAGTGGCTAAGATTAAAAATTCAGGTGACAGCAGATGCTAGCAAGGATGTGGAGA\nAAGAGGAACACTCCTCCATTGCTGGTGGGATTGCAAGCTGGTACAACCACTCTGGAAATC\nAGTCTGGCAGTTCCTTAGAAAACTGGACATAATTCTACCGGAAGATCCAGCAATACCACT\nCCTAGGCATATACCCAGAAGATGCTTCAACCTGTAATAAGGACCCATGCTCCACTATGTT\nCATAGCAGCCTTATCTATAATAGCCAGAAGCTGGAAAGAACCCAGATGTCCCTCAACAGA\nGGAATGGATACAGAAAATGTGGTATATTTACTCAATGGAGTACTACTCAGCTATTAAAAA\nCAATGAATTCATGAAATTCTTAGATAAATGGATGGATCTGGAGGATATCATCGGAAGTGA\nGGTAACCCAATTACAAAAGAACACACATGATATGCACTCACTGATAAGTGGGTATTATCC\nCAGAAGCTCAGAATACCCATGATACAATTTGCAAAACACATGAAACTCAAGTAGAAGGAA\nGACCAAAGTGTGGATACTTCGTTCCTTCTTAGAAGGGAGAACAAAATACCCATGGAAGGA\nGTTACAGAGACAAAGTTCAGAGCAGAGACTGAAGGAAGGACCGTCCAGAGACTGCCCCAC\nCTGGGGATCCATCCTATAAACAACCACCAAACCCAGACACTATTGCAGATGCCAACAAGA\nGCTTGCTGACGGGAGCCTGATATAGCTGTCTCCTGAGAGGCTCTGCCAGTGCCTGACTAA\nTACAGAAGTGGATGCTCACAGTCTCCATTAGATGGAGCATGGAGTCCCCAATTAAGGAGC\nTAGAGAAAGGACCCAAGAAGCTGAAGGGGTTTGCAGCCCCCTTGGAGAAACAACAATATG\nAACTAACCAGTAACCCCAGAGCTCCCTGGGACTAAACCACCAATCAAAGAAAACACAAGG\nAGAGAGGCTCATGGCTCCATCTGCATATGTAGCTGAGGATGGCCTAGTTGGTCATCAATG\nGGAGGGGAGGCTCTATGGCCCAGTATAGGGGAATGCCTGAGCCAGGAAGCAGGAGTGGGT\nGGGTTGGGGAGCAAGGGGAGGGAGCAGAGGATAGGGGAGTTTTGGAGGGGAAACTAGGAA\nAGGGGATAACATTTGTAATGTAAATAAAGAAAATATCTAATAAAAAAAGAAGAAGAAGAA\nAGTAAAAAAAAAAAAAAAGAAAGAAAAAAGAACTGGCCAGTGAGACTGCGGGGGGCTGAG\nAGTAGCTGGGTGAAGCACAGGAAAATGCTGTCATCTATTTTAATATTTCCCACAACATCT\nAATGTCATATGTCATACCACTAACTAATGCTGATAAAGCATTAGTACATATGGCTTTTAT\nGCTTCTGTGCTTTAAAGTTCATGTGAGCACATATTTGTGTGTGAGGATGCTCTGTGTACA\nTGCATAGGGAGACTGATGATGAGTCTTGTCCTGAGCAGCTAGACTGATCGGCAAGTCCCA\nGGGATCCTCCTGCTCCTGCCTCCCCAGCATTAGGCCCACATGTACGTGCCGTTCCACTTG\nGCCTTTTACATGGCTGTTGGGGACTCTGAATTCAGGTCCTCATGTGTGCATGGCTAAATA\nATTTCCCTGGCCCACAATGTATGTACTTTGCATGCACATTATATATTGCTATCATCAAGA\nGTTACATTTTGCATTTACAATGCAATCATAAATGGATTCTCAAGTGCATTAAATTTTTAT\nATGACTATTTCATTTATTGTTACCTACTCGCATGCGTCCACTACCCACAAGCATGCATGT\nAGAAGCCAGAGGACAACTTGGGATTGGGGCTGGTTCATTCATCCTACTGGAAATGAAACT\nCAGGGTGTTGGGTTTGAATAGCAAGCACTTTTACCTGCTGAGCCATCTCACCCACCTGCA\nCATATGCTTTTATTTTATTTTATTTATTTTGTTTTTTTGTTTTTTTTGAGACAGGGTTTC\nTCTGTATAGCCCTGGCTGTCCTGGAACTCACTTTGTAGACCAGGCTGGCCTGGAACTCCA\nAAATCTGCCTGCCTCTGCCTCCCGAGTGCTGGGATTAAAGGCGTGCAATACCACCGCCCG\nGCTTATGCTTTTATTTTTATGTGTAGAATTCCTCTTTTAAACTCAGTACTGAAAGAAAAA\nGAATTTATAATATTTATATGGCATTTTAAAATTTGGAAAACTTTCCAAAATTTGCTTCTG\nAAAATACTCTAAAGTAGTCTAGGCAGATATTATTATCCACTCAGAAAATAAGGCCATTTA\nTTGAAACTCTAATAGATGAATGACGTCATCCTGACTGGTAAAACCACACTGGCATAGCTT\nTGCCTTCTGCCAATCAGTATCTTCCCACTGCCCAGAGCCAGCTCCCTGGCAGGCTGATTA\nATTGTCAGTCTCTGGGTGAGAATGCTTTATAGAGTGGAGAGAGAGATTTGCTTCATTTCC\nTCAGCCGTGCTCTTCAGAGTGCAATCAATACCTGCTGAACAAAGGCATCTGTGCAGAAAG\nAGAGCTATTGTCAGAAAATGAACACAGAAAATCAATAGCATGCTAGAACTGATACAGAGA\nGGCTGGTGAGAGTTAGCTCAGTACACACTTTAACCGGATGCTCCCATGAGGGAGAAGGGA\nCGTTACTTAAAATTACTCGGAGACAGCAGGTGTGAATTGGTACCTCCCCAGGGAGAGCAG\nGTGTTTGGTCATTCTGTACGTGGTAGTATTAGGACAGGAAAAGAAAACAGCAAGAACCAA\nGGTGAATATGGGAAATTAAAAGGAAACCGTGATGGACTCATCAGCTTCCTCCTCTCCCAT\nGGAGTTAGTGCTCCCTAAGGCAAGCACACCTTTACCTTTTCACTTCCTGGTGCCTGGTAA\nGTGCTCAGTGAGTGAATTGGTATATTCATTGACATTTAAATGCTGTGAGTCTGCTCTGTT\nGTTGCTTAGATGCCACAAAATGAGCAGGTTTAAAACAAAGCCTAAAATAGCACCTGGACC\nTACTAAACCTCCTCCCTCACCCCCTGTCCCTGCCGTGGTGAGAAATCATTTATCAGTTGC\nCATGCTTAGAACTGGGGAGTCAGCATTACTGCTGCTGCTGACACTGCTGTTTCCTCTCTT\nTCCCCTCCTCTTCCTCCCCTTCTTCCCCCTTCTCCCCCTCCCCCTCCTTCTCCTTGTTTT\nATCTTCTCCTTTCTCTGAACTCTTACTCTTCAAGCCAATTAACTTTTTACATCTCTAAAT\nCCTATTCATGAATCTTTGGCTCATTTCTGCTACTACTGTTATGGTCTTCATGGACGACCT\nGCAAGGAAGGCCTTGACTGTCCTGCAGGGACAATCTCTTGTGTATGGCGTGGAAGCGTCA\nCCTGTCAATAAAAATGTGATGGCCAATATTAGAAGGAGGGACATGGAGGGGAGGGAGAGA\nGACAGAGACAGAGAGACAAAGACACACACACACACACACACACACACACACACACACACA\nAAGAGAGAGAGAGAGAGAGAGAACAAGAGAACTCTGGGAAATAGTCAGGTAGTCAGGGAG\nGACTACCTGACTATTCACCATCGAGACATTGAGATACTGAGGAAGTTGGATATATGAAGC\nTGCAGAGAAATAACCAGCCATATGGCAGACATAGAATAGTATAAATAGGATAATTAAGTT\nATGAGCTAGTCAGGTCGATATTCAGGAACTGGGGCCCAGGTAGAAAACCCATAGTTACAC\nTGTTCTTGTTTGCCTGAGACCAGAACTTAAATGCAAAGGTCGGGACACTTCCAGGCAAGC\nTGCGGAGGCAGGCCACCTTAGGTAAGACCAGGTAACTTCTTGCCTGGTGTTTGGGAGAAG\nCGTCTTCACCTCTCGTTTGGTTTCCTACAGTCTATTCCAACAGAGTTGCCAAAATACTCT\nCTGTGAGCGAGAACCAGATCCTGTTTCTGGTGAAAATCCTTCAACAAACTACCACGTTGA\nTCTGGCTCTCACCACCAGCCTTGTCCTTGCCTGCTCCCCTGGTTTCTTGATGTCCCCAAA\nCACAGTATATGTTCTACTCTCTAGGCTGTCATACAATGAGATCACTGCTTATGAATTGTG\nTTGGTTTACTATGCAGTCACAGTATGACTATAGGGACCAAACTCGGCCTCATGCGTGCTA\nTGCAAACACTCTTCCATTTAACTATATCTTCAGCCTATAATTTTCCCTTCAAAACCATAC\nCTAAGACTTCTGTGTGGTATGAGTCACTGGTCCCAGGTGGCTTTATTATAGCTCGGTGGC\nTCTCAGATTTATGTTGTGGTAGAATCACCTGGAAATCTTTAAAAGTTCCTTACATCCGTG\nCTGTGTCAACCCATTTCCTGTCTGTCTATGAGACCGAGCATTATAGAACTTGTGAGCACG\nTGTGTGATATACGTGTGTGGTATGTGCATGAATGTGAAGATATACATGTATATAATCTGA\nAGGAGGATGCTAGGGGTCTACTGTAGCACTCTTTGTCTTAGTACATTGAGGCAGGGTCCC\nTCACTGACCCCAGCAATCCTTCTGTCTCATTCCACCCTGCACAGTGCTGGAGTTATGGAT\nGTTCTCGTGGTCATGCCCAGCCTTTAATATGCGGGTACTGGAATTCGAATTTATACAGCA\nAGCATTTTTATCCATCTCTAAACTCCGAGGCATTGCAGTTAAAGCTGATTATTGTGCAGT\nCTAGAGCGAAGCTCCTGATCGTATGGTTCTCCCTATTCCCTATGGCGCTGTTTTTTTTTT\nTTCCATTTTTTATTAGGTATTTAGCTCATTTACATTTTCAATGCTATCCCAAAAGTCCCC\nCATACCCACCCACCCCCACTCCCCTGCCCACCCACTCCCCCTTTTTGGCCCTGGCGTTCC\nCCTGTACTGGGGCATATAAAGTTTGCAAGTCCAATGGGCTTCTCTTTCCAGTGATGGCCG\nACTAGGCCATCTTTTGATATATATGCAGCTAGAGTCAAGAGCTCCGGGGTACTGGTTAGT\nTCATAATGTTGTTCCACCTATCCCTTTAGCTCCTTGGCTACTTTCTCTAGCTCCTCCATT\nGGGAGCCCTGTGATCCATCCATTAGGTGACTGTGAGCATCCACTTCTGTGTTTGCTAGGC\nCCCGGCATAGTCTCACAAGAGACAGCTACATCTGGGTCCTTTCGATAAAATCTTGCTAGT\nGTATGCAATGGTGTCAGCGTTTGGATGCTGATTATGGGGTGGATCCCTGGATATGGCAGT\nCTCTACATGGTCCATCCTTTCATCTCAGCTCCAAACTTTGTCTCTGTAACTCCTTCCAAG\nGGTGTTTTGTTCCCACTTCTAAGGAGGGGCATAGTGTCCACACTTCAGTCTTCATTTTTC\nTTGAGTTTCATGTGTTTAGCAAATTGTATCTTATATCTTGGGTATCCTAGGTTTTGGGCT\nAATATCCACTTATCAGTGAGTACATATTGTGTGAGTTCCTTTGTGAATGTGTTACCTCAC\nTCAGGATGATGCCCTCCAGGTCCATCCATTTGGCTAGGAATTTCATAAATTCATTCTTTT\nTAATAGCTGAGTAGTACTCCATTGTGTAGATGTACCACATTTTCTGTATCCATTCCTCTG\nTTGAGGGGCATCTGGGTTCTTTCCAGCTTCTGGCTATTATAAATAAGGCTGCTATGAACA\nTAGTGGAGCATGTGTCCTTCTTACCCGTTGGGGCATCTTCTGGATATATGCCCTGGAGAG\nGTATTGCTGGATCCTCCGGTAGTACTATGTCCAATTTTCTGAGGAACCGCCAGACTGATT\nTCCAGAGTGGTTGTACAAGCCTGCAATCCCACCAACAATGGAGGAGTGTTCCTCTTTCTC\nCACATCCACGCCAGCATCTGCTGTCACCTGAATTTTTGATCTTAGTATGGCGCTGTTTTT\nATCCCTCCCACAAGAGGCTTCATTGCTCCACATCCCAGAGAGTTAAACATTAGCATCACA\nTGTGCCTGGCTTGCACTTCTCTGGTTAATTTGGGGACAGATAAGCAAGAGAGGATATTCC\nTGACCTTGCTCCATTATATTAGTTATTGCTTCATTGCTATAGTGAAATGCCTGAAGCAGG\nTTCCTTTATAAAGACAAAAAGGTTGCCTTGGATCATAGCTCTAGAGTCACAAAGTCCAAA\nCAATGCTATATAGGCTCTAGCAAAGCACCTTTGAGCTATCTCATGGCAGAGGCATGTGTG\nCATTGCATATCATGTGGCCTCTTTATCCCCATAAAGCTACCAGGATGTATGGGGTTCCAG\nCCCAATGACTTTAATCACTTCTCAAAGCATGTACCTATAACTTTAATTTTTTTTCAAAGT\nCGATTTTTTTTTTTTTTTTGGTTTTTCAAGACAGGGTTTCTCTGTATATCCCTGGCTGTC\nCTGGAACTCACTTTGTAGACCATGCTGGCTTCGAACTCAGAAATCCGCCTGCCTCTGCCT\nCCCAAGTGCTGGGATTAAAGGTGTGCACCACCACGCCCGGCTTCAAAGTTGATTTTTAAT\nGATGGCTTTTAAATGCTTTAACCTCTCTTGTAGCTCACCACCCACCAGAGGTGGTGGAAA\nAGAAAGGGTGGTGGGGGGTGGGTGGAGTGGACATGTTTAGAAAGGTTCTTTGGCCGGGTG\nTTCAGGGAAGAGAAGATCAACGAAGATGTGAAACCCACAAGCATTGCACAGCTAGCTCTA\nTAAGCAAGTCAAGCTCAACCTTTACCACTGTCTGTTGAGTCCTTTTTATACTCTCTTTGT\nCTTAGTCAGGGTTTCTATTCCTGCACAAACATCATGACCAAGAAACAAATTGGAGAGGAA\nAGGGTTTATTCGGCTTACACTTCCATACTGCTGTTCATCACCAAGGAAGTCAGGACTGGA\nACTCAAGCAGGTGAGGAAGCAGGAGCTGATGCAGAGGCCATGGAGGGATGTTCCTTACTG\nGCTTGCCTCACCTGGCTTGCTCAGCCTGCTCTCTTATAGAACCCAAGATTACCAGCCCAG\nAGATGGTCCCACCCACAAGGGGCCTTTCCCCTTTGATCACTAATTGAGGAAATGCCTTAC\nAACTGGATCTCATGGAGGCATTTCTCCAACTGAAGCTCCTTTCTCTGTGATAACTCCAGC\nTGTGTCAAGTTGACACAAAACTAGCTAGTACACTCTTTAAATATCTTGCCTCAACGTGTG\nTCTTATATCCGCATCAGTTGACATCACTCTGCCAATCAGCCTGAGTCTGCTAAAGCAGCA\nAGAAACTGCAGCACACCACTAGAAGGTTTTTGGTGTATTTCTCTCTCAACTACACAATGT\nAAGGTAGACCTGTGTCCACATCAGCTAAGTTCTCCTTCATGGGTTTGCCCCAGCAAAACA\nTCATCCAAGGACTTTCCAAAGAAGTTTCTTGTAAGTTTCCACATCACCCACCCTCCCCCC\nCAACTACCACAGCAAACTGAGTCTCAATCTTAATAGTATTAAATTTATTTTTACATTTAT\nTTATTTATTTTATGTGGGTGAGGGTACATTCATGCCACCATGTGAGAAGGTTAGAGGAAG\nACAAACCAGGTTGTGAAGTCTAGGGGAAGGGCCCTTACTCCTTGTGCTGTTTTGCACAAT\nCGTAGATAATACTATTGACATAATAGTTGGGGTTTAAACTCTGCATGCATTTGGGGACTC\nAAGCCATATCCAAATATTCACCAAGCCTCTTGTCAAAAATAAGAGGGATGCTTTCCCCCT\nCTCTAACTCCTTCCATGTCCCCCAGTTAATTCATCACCTCTCCTTTAGTTAGTTTTTGAG\nACCCCCCAACCCTATATTTATTTTTGAGGTGCATCAGTCTGTCTGCCTGCCTGTCTATAG\nTTTAATTAGTGTTTTCCTTACTTAAATGTTCCTGAAACAAATGAGGTTAACCTAGTTCTC\nAAGAGTGAGTTGGACTAGGATGGCTACTAACTTGCTTTACTGCCATGCAGAAAGTCTAAA\nTCAAAGCTCACGGCTCACGGCTCACCAGTGCTCAGAAGTCAAAGCTCACTGTTCACCAGT\nGCTCAGAGGTCAGAGCTCACTGTTCACCAGTGCTCAGAGGTCAGAGCTCACTGTTCACCA\nGTGCTCAGAGGTCAGAGCTCACTGTTCACCAGTGCTCAGAGGTCAGAGCTCACTGTTCAC\nCAGTGCTCAGAGGTCAGAGCTCACTGTTCACCAGTGCTCAGAGGTCAGAGCTCACTGTTC\nACCAGTGCTCAGAGGTCAGAGCTCACTGTTCACCAGTGCTCAGAGGTCAGAGCTCACTGT\nTCACCAGTGCTCAGAGGTCAGAGCTCACTGTTCACCAGTGCTCAGAGGTCAGAGCTCACT\nGTTCACCAGTGCTCAGAGGTCAGAGCTCACTGTTCACCAGTGCTCAGAGGTCAGAGCTCA\nCTGTTCACCAGTGCTCAGAGGTCAGAGCTCACTGTTCACCAGTGCTCAGAGGTCAGAGCT\nCACTGTTCACCATGCTCAGAGGTCAGAGCTCACTGTTCACCAGTGCTCAGAGGTCAGAGC\nTCATGGCTCACCATGCTCAGAGGTAGACTGGAGATGAGTTTCAGTGGTGTTTGCTGATGG\nCTTTGCAAGCCTAGCCAAGACTAAGAGTTTTGCAAAGAAATCATCAGGCAGCAAATACAG\nACCTCCCTCTCTGGTCCATAAGGAAATATGGGGCAGGAAAGCAACTGACAAAGAGGAAGG\nAATGGGGTCATCTCCATGCAAGCTCACATAAATTACCCCTGCTGGCCCAGGGTCCATACC\nCAGGGGGCAGATCTTGTTAGCCTTTCCTTGACTGTGGTCTGCTTTCTCTTTTTCTCAATG\nACTTGACTACTAAAAATTATGACTTTTATCACAACACACACACACACACACACACACACA\nCACAGACACTCATATACATCATACTATCAAAAATTAATTGAAATGGGGGACAGATACTTT\nTTTTACCTTTTTATTTTTATTTTTTTCTAGAAACTTGATGTCTTAAAGCAAAGTCTGATC\nAGTGAAAAACTTTGGATAAAGAAAATGACTCAGATGCAATTCATCTTAAAAATTCAAATA\nTGACCTGAGCCATGGCTTTAAGCCCAGGTCTCAGACCACCCACTAACTCACATTCTGCTG\nTCAGGGTATTCTGTCTTACTTTTTGACCTGCTCATTAGGCTTCCCCATAAATACACGAGG\nCTGGGTGACAGTGAATGAGAGACAGAGACAGAGGCAGAGGGGGTGAAGTGAGGGGACAGC\nAGTCTGTGAAGATGACAGTGACTATCACGCTTAGCCCAGTCCAGGCGCTTGTGCTCGGGA\nATTAAGAGCTTGCTGCTAGGGCTATTTCATCCCTTTTGCATCTGTTTACAACTTTGAAAA\nTTTACAGATAACTACCTAAAATTGGTCTTTTACATCTTCTTGCCTAAAATTATTAGGAAG\nAGAGGTGACTGTTCAAGTATGAAGCGTTAGCTTAGCATTCAAGTATGTTTTTCTTAATGT\nATTTATTTATTTGGGGGGAGGGCATGGCATGTGCATGAAAGTCAGAAGACTCCCTGTAGG\nAATTGTTCCTGTTCTTCCACCATATGTGTCAAGGAATTGAGCTCAGGGTGTTAGCTTTAG\nCCCACAGGCAACTTCACCTGCTGAGCCATCTTGCTGACCTCTGAGTATCTGTTTTATTGT\nGAGTTTCTCCAAAAGGCTCAGTAGGAGAAGGACTGTGACCCATGGAGGAAACCTGTTATG\nAAATCACTTCTCACAGTGGCTGTGGTGGTCCATCTCCATTGGTAACTTGACTGCATCTAG\nAATCACCTAGGAGATCAGAGAGGCAAATCTCTGGGTGTATCTGTGTGCTACTAAAGAGGG\nTCGTCTGAGGAGGTGACACCAGCTGGCCAGCTGGGCTCTCAGACAGATGGACAAGAATGA\nAGGTGATACCGCCCTCTCCTTCTGCTTGTCACAGCTTGGACGGTTCAGCTCTGCCACAGT\nTTCCTTACTATGATGGACTGGCATCTCCACCATCCAAAGTAACAAATTTCTCCCTTTCAA\nGTTCTCAAGGAATTTGGTGACAGGGAACTGGCACAATAGATAACTGGTGTAATACCATGG\nTGGCACCTCCTGGAGGTATCCAGCTGGAGGGTGAGAGGGTGGGCTTTTATATACCTGATC\nCTAAGGGGCAACAGTGGGGGACTGTGAGGTGATAATTACCCCATCAGCCTGCAGGGTGCC\nAGGCAGCCATCTTTCTTGATTCAGAAGCCCTCTGATATAAGGAGCCTCAGATGATACCTG\nGAAGCCCATCCTGGAACACTTCCTAACAGACAAGAACAAGATACCGTATTCATGGCTTGG\nGCAGTGTTACCAAAGTATGTGTAGCCCCAACATACGGTTTGTAGAATGACACATACCTGG\nTTTTGAACATTAAAGAAAGAATATAAATGATTCATTTATAAAAGAAGACAGATAGAAACT\nGAAATTTGAGAGAGGTGATTGGCCCAGGTCCTCTGGGGCAGTATTTCTTGTGCAGAGTTG\nGAAATTGGAAGTGCAAATCTCTAGCTACCATGTGGCAAGGAGTGACTTCTAGGGGAAGTG\nTGATGCTATTACCCCTAACCTTGGGATGTTACTCACCCACTGTCACCCTCAAAGAACCCC\nTTGTGTCTTTAGAGTCTGGCTGTCTATTGTCTTATGCTACAGGTCCAACCTCCCACTGCC\nCCCTGCCCCCCACTCCCCACCTTGCTCACAAACTAAACCGGTGTACCAGATACAACAGAG\nGGCTCTTGCTTAGCATCATTGGGCATTCTTGTTCTTCAGATATGACTGTGTTTCCCCTAA\nGCCTAGATGTCATGTAATGGTATTTGGAAGTTGGATCTGTTGGAGGTCATTAGCATCAGC\nTGAGGTCATGGTGGTGGAGCCCCCATGAAGAGACTGTGTCCTTATAACTCCAGTAGAAAG\nTCTGTCTTTGCTTTGTGAGGTTCAGTGAGAGGAAAACCATCTACAAAGCAGAAGGAAGTC\nTGCCACAGCCTCCAGTACTCTGAGAAATACGCGTTTGGTGTTTAAGTCACCTAGCCTAAG\nGAATATTTGATTCCATAGCCCAAATTGACTAAGCTAGACACTTTAGTTGAACATGGAGTC\nCGGAGTTCATAGCGCTTACCTTTTGAGGAGAAAGCCCAATTTCTTCTTGCATCCCTCTCT\nTTTCCCTTGTTCTCTCCTTCCCTCCCCTTCCCTTCCCCCTTCATATCCTCTCCCCCCATT\nCTCTTCTTGCCCTCCCTCTCCTCCTTTTCCTCTCCGTTCCCCTGCCCTTCCCCTTCCCTT\nCTGTTCCCCTCCGATATGACTCCCTGTGTCTCTGATTGCAAGTAGAGTCTAGTTTTTCTG\nAAACCAGCCAAGCTCTCAAACCATCCTCGTTAACCTGGCTCTGCCGTGAGATGGATGAGA\nGACTGGGGTGGGGGAGTTGAGGGCCTCAACAGTTCCTGCAGGCTCGAGAGTTTATAAACA\nCATGGCTTCCCCCGAGGGCATCTGGCCCTCAGGTGCCGCTTCTCTTCCCCCGTGGGGTTG\nTGTTTATGTTCATGAAATCTGAATCCTGCGTGTCTGACTCTGACATGGAATTCAAGGGAT\nGCTGCTCTCTTGCAGTCTTTTGAAGTTAAGGGAGCTTTATGGGTGACTCTGCAAACGTTT\nATTTTCTAGCTTTATCCCAAATGAGATCTAGAAAGGCTCTTATTCTGTCTTGCAACCAGT\nGACTGTGCCGCAGAAGACAGTGGAGTCTCATGGCCTGGGCACATCACTTTTCCTGGGGCA\nTAGGTTTCTGCTCTCCCTCGGCTTTCTTCTTGCGTGTTCTGTGACTGGGCTCTGGGGGAT\nTTGTATAAAGTTTGCTTGGGTCTGGTTTTTTACCTTCTGTTATTCCTGAGATTTGCAAGA\nGAAAAACCAGTTCCACAATTCTGAGCCAAATTTGAAGCAAGCTTTAATTCCTGACCAGGA\nGGAACTTTGGTCAGGACCACTCTCTGGAATTCCTATGAGTGGCAATGTGACACATATTGT\nAGGGTTTTATTAAGGACAAAACTATTTGGCCATGGCATTTTCCAATGTGGTGTTATTTTT\nCAAGAACTACAACTCCCAGCATTCCAGGAAGTTACCTGGTCCTTGGGCAGGTGGGGCTTA\nCAGATTGACTTTTGGTCTTACACTTTGAAGACTCTGATCTAAAGTCCTGCTAGAAAATGT\nTCTCTTCTTACAAGCAAAATTGTGGGTGCACACTTTAGACAGCGGCTAGTGCTGATCATT\nGCTACAGTAGAGATGTTTTTTTTTTTAATGTCACACTAGTAGATAAGCCATATGTACATA\nTAGAAAGCCTGTATAAGCAGACCACTAGCCTCTGTGACCTCCATATTGCTAAGGAATGTT\nTTGTGTTTGTGTTGTGTTTGTGCCCAGTGTGTGACATATCATAGGCACGTGAGCAGTATA\nTAATTAAAGGATAGATAACTCCTCTGTGGGCAAGGAAGAGTCATGTAAGCACATATCACT\nGTAATATATTCCTGCATAAAGTTATACATAAATGTTAGCATTAGTAACATCTCCAGTTAA\nCATGGACCCCTATGCAAGGTTATGAAGCACTTTTGTGAGGTATCGATTTGGTTTTTATTC\nCTTAAAAACGACTCTGGGATATTTACTATAGATCAGTTCTAAGTAAGTATTTAAAGTTTG\nTCAAAAGTAAGAAAAGCTGAAGGAGGGAGATGTTAGATGCTAAAACAAATTGATGCCTAA\nTGGTCAGCATTGGACTCATTTTATTTTATTTTATTTCTTATTCAACTGTAGCCACAGTTA\nGTAAGATCAGTAGGGAGCCGTCCCACAGGGTGTTCGTAGTTATAGCACCTGCTTTATAGA\nAGGCAGGTAGACGATAAATAAGGGATGCATTCTTTGCGTCTTGGGATAGGGTCTCATGAC\nGTGCTTGTCAGAACAACCTCCGGCTCCTCTTCCCCAGATGTGGGGTACAAGTGAGCCACC\nACACCCAGGGAGACTCACTTCTTCATATGGCATCTGCTTCCCCTGGATGCTGTACTATTA\nGCGAAGTCTTGATGTGAGGCTGCCTCGTCTCAACACTCACTAATTCAGGCCGTTGATGAG\nACTGTGAGACTGGACGCTCCAATGTGTTTGTTTTCCTGGATTTGGGCAAAGGCTTCAAAA\nAAAAAAAAAAAAAAAAAAAGCTAGAAATCAAAATTACAACAGGCTTTTCTTAGCTCTCCA\nTCTCCTCTAAGTTCCTAAAATTTGCATTCCAGATTTCTCTGGACTATAAGCAAACACTCA\nTTTGTCATTCAAAAGTGACAGGGCACTGTGTTCCAATTGCTTAGCTGTCTGTTCCTGGGA\nCTGTTAAGTGGATCTTGCTGAATTCTGGTTTGCCAGATCTGCAGGATAAACCACATACTG\nTACCAAAAGCCTTCTCAGTATTAATGACAACTGCGATTTACTGGTGTCTCCATGAACAGT\nCATTTTTAAATAATCTGCATTCAAAGGAGTTGTGAGCAATGACAGGTGCACCACACTTTA\nCAGAGAAGGAAACCACGGAAGGGGTTAAATGGTCTGTAGAGGAGCCAAGAGTCAAACCCT\nGATTTTTTTGATTCCAGATTTTCTACTCTTCCTACCTTAGCACATTAGGCGTCTGGCACC\nATTGTGAGCTGACTCCCTACAGTGAAATCTTTCTTGACCCTTCTCCTTGGGCCAGACCTG\nATATTTTACATATATCAGACGATAGCACAAAACATGAAGTCTTTCTCTCTGCTCTCTCTC\nAGACTGCTTTCTCTGGGAGAGGCCAGCTGCTGGGTCAGGAGAACACACAGCCAGCTCTTG\nGAGAGACACATACAATGGGGGACAAGGGCCTCCTTCTACCAGTGAGCCAAGAAGTGACCC\nATGGGGAAGCCAGAGTCTTCACTACCATTCTGAACAGTCCGCACAGGAAGCATCTAGCTC\nAGTGTTAGATGACCTACCAAATCTTTGTCTTCGTCTCTTCTCCTCTCTTCTCTATCCCTT\nTCTCTTATTTCTTATTTTTTTCTTTTAATCTCCCCATTTAATTTTAACTTCAACGACTTT\nTATTTTCTAAAGGTGCTCTTCAGTTGGTTGTTTATTGGTAGGTCACCTCTCCTTGGTTTG\nAGACTTCTCCCTGAAGGTATTACCAAATCTTTAATATTTCCCCACATCTGATTCCTTAGA\nTCATCTGGGTCTTTTTGAGTCCCATGTCTCCCTTTTCTCTTGTGTCCAAAGCCATGTCAA\nGTGTCTGTTGGTCCTAGCTTTCACCCTTAAGAGAAGAGGCAAAAACAGAGACTGGGAATT\nCTAGGGTGTGCCTACTTATTTATGATGTTACAGTCGGATGATGGGCACACAGAGGCCTTC\nCTACTGTAACCATCCATCAGCAATGGTTGCCGGTCTTTTCTCTGGTTTAGCTCTGTGAAA\nGGATCCTTCATTCACTCTTGAGGAAGAACTTGGCCACATGTGTGAATAATCTGATGACCA\nTGGAAATGTAACACTGCACCCCTCAATTGAAGGAAGAGAGAGGAATTTATAGCTAGTTCC\nTCCAAAGTGAAGCACTCCTTTGTGGAAGGAGGGTGAAGGTGCAGAAGTACCAGGAAGCCA\nAAAGGATCCCTTCCAGGAAGCTCAGGAAGTTTAGGAAGTTCAGGAACTCCATGAAGGTAA\nCAGGATTCACAAGGGTATGCCCTAAGTTTATAAAAGTAGCACATGGTTTGAAGGGATGAT\nACTGATCTATACTTCAGCAGCTCAGAATACTTCCAGCCACCAAGTTCTAAGCACAAGTGA\nGATTTATTACCCTGGAGAGGCAAGCAGGGCAGTTGGTACAAGTTTGGGCTCTGCCTCTGG\nGACAGGCAAAGGCAGACAGCAAGCAGACAGCAAGCAGCAGGGTTGTTGTTGTTTGTTTGT\nTTGTTTGTTTTTTCAAGCAGTGAGTTTTTTAAGGAGAAAAGGGAAGTCTGTGCTAGGGTA\nAGTTTGTAAGTCCTGTTTAGCCAGTATAATCAAAATATGAATCTTGATAGCTGGACCTTG\nGAGTGTTAGGAATAAGGAAGTGGCCAAAATAAGGAAATGGACCTTGGGGGCTAGCTTTAG\nGAATGGAATCTTGACTGATTAGCACGGAAGAGGGAAGGGGAAAAGAGAAGACCTGCCAAC\nTCCATGCTTGCTGTGTCGGGCCTATCAGGGAACCCTTCACAGTTGTTCAAGACGATGCTA\nATCTTTTGTGGAGCTGCCTGCAGGACAGAGCTCTAGGGCCTCAGCTGTTGTGAGTTATCA\nGCCAGCCTTTTAGGTGCTGCGGTTGTCTTCGAGTCACCCATCTTCTTGTGAGTAACTCCT\nTACTCATTTTCCTGAAAGTTAACCCAACAGACTCATCACTTCCCTGGACTTGGACAGAAT\nCAGTTCTTTGGTCTGTCGTGAACATATCTACCAAGGAGAAGTCATAAAACAGAGTTTATT\nTTCAAGGACTGCTATAATCGTATTCCTCTGACCTCTAACACTATTTTGAGATGGAAAGGA\nAACATTTCCCAGATTTTTGCAGTCAAAATAGTCTTTAAAGTCGGTTTGTTTGGATAAATG\nTTCAATGTTTCAAATTTGCCTTATTTTCCCCAACTCCCCATCCTGGGAGTGAGTCTGATG\nTTCAGGTAGGATTGTGGTGCTGGTTCAAGGCTGTGAGTTCCCTGTGACACCATCTGAATT\nTCCTCTGCCTTCTATCAAAGACCGCCAGGCTGGATGTCATAGACCACTGAGGTGTGACAG\nAAGGGATTTTTGAGCCACCCTAGCCTGGGTTTTATAGTCCCAGCCACTTTTATCTTGTTT\nTAAAATTCTAGCTACTAATTCATTCTGAGTCAAGATCTCTACCAGCCATCATTTCCTCTT\nTTCTTCTTCCCTCCCCTCCCTTCCTCACCCCTCTTCCCCTTCCTTCTTCTCCACCATCAT\nTTCTTCCTCTTTTTAATTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCC\nTTCTTTCCTCTTTTCCTTCCTCCCATAGAGGGTTTCATTATGTAGAGCTAGTCGGCCTGG\nAACTCATTATCGAACAGGCTGACCTTGAACTTACAGAGATCTACTTGCCTCAGATTCTTG\nGTCCTGGGATGTGCTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTCCCTCCCTCTCCCT\nCTCCTCCTTTCTTCCTTCCTTTCTTCTTCTTCTTCTTCTTTTTTTTTTTTAACTTTTAAC\nATGTTGTGTTTCCAAAGAGTTGATATGGAACAGGGAAAACCAGCATGAAGCCTGACTTTC\nCCTGTACCCCACTTTCTCATTGTAGAAACAGCAAGGGATCAGCATGAGCCCTGCCCTCTG\nTATTTCAGTGGGCACCCTCAACCCTCACCTTGGAGCCAGAATGGCGCATGATTACAGTAA\nCCTTTTTGTGTGAGGAATCACCTGCTTTCTGTGTTACACTGTCCATACTATAAAGCAAAC\nACACTTATAGAGAAAGCTTGCAGACTTCTGTGGAATCCCTGGGCCATGGACAGAAGCATT\nGTGCAGACATTTGATGCATGTTGTCAGTTGCAGAGAAGGGTAACACAATAATCCATTATC\nTTCCATTACCCTAATGTGGTTTGCTTAACCCAATTAGCCAGGTGAGAACATGGATTGTAA\nTGAAACCCTAAACCTGTACACTGAGGCAAATCATAGCAGGGGATTGGTGTTGGGGAGATG\nACATGGAGAAACAAGACCACCCTGAAACTCCATTTCCTAGGACTGGGCTGTAGCAGAAAT\nCCAGAAGACAGGAAAGAAAGTGCAGGAAAAAGATAGGAAGCCTTGAGGCTGTGGTTCTCA\nACCTTCCTAATGCGGTGGCCCTTTAATACAGTTCCTCATGTTGTGACCCACAGGTTGGGA\nACCACTTCCCTAAGATGCCCACTGAACACAGTTTTTAGTGACCACCGCTCTTAAGGAAAT\nTGCTTAAAGCAAGATTGCCAAACAAACCCTTACTTGGGTTCAAGTTCTTTCTGATCACGC\nCAATAAAAATAACTTCAAGGTATGCGAGCATGCACACACACACATACACACACACACACA\nCACACACACACACACACACACACACACACACCCCTCAGCATCTCTGACAGTTTTGCACCC\nTAAGCCTTTTTCAGCAATGTTGCGACCAGTTAGGTAACTCATTAAACCTTAGATCCTGTG\nCCAATGATCTTAGCTTCTAGTCATTTCATTTGTACTTCTTTGACCTTTTATTAGTAAAAT\nAAGTCTGTGGAGCTCTGCATAAGTGTGTATGTATTATGGTTGTACATTTTTCTGTTCTGT\nGTGCATGTGCACATGTTTGTGTAGGCCAGAGGTTGTCGATGGGTGTCTTCTGAGATAACA\nCTTTCAACTTCATTGTCTAAGGCACGATCTTGCAGAAAGCCAGAGCTCTTGGACCTTGCT\nAATCTTAACCTAGCCAGCTTGTCTTAAGGGTCCTCTGACTTACCTCCCCAAATGCTGGGG\nTTACAGGTGGTCTATCATGCTAGACAGGCATTTAAATGAGTGCTAGGGACCCAAACTCCA\nGTTCTCAAACTTGCAAGGTAAGTGTTGCAGTCACTAAGCCACCTCTCCAGCCCGAGTCTG\nTGCGCTTAGGTAATGCTGACCAACTAAGGGTTCAAAGTCTTGTTTCTTAACTCGGTAAAC\nACAGAAGTGGGTGTTGGTAGGGATTTCATACTCTTTGTCAATAATTTGTGAATTTAAGCA\nTCAGACTTCCTCAGGAGAACCCATGTGGCCACTAGAAACTAATCAGAATCTGAGGTGGGG\nCCTAGGCTTCAGTACTGTTTATGGATTCCTCTGTAAGTTCTTTAAATGTATAGACTTTTA\nGAGAAATCTTGAGTGAACAGAGGGTACGTTTCCCGTAATGATCCATGAGCAGTGCAGATA\nCAGTAGGGCTGGCTAAAGTCCAGACTGTTTTAGAACTCACTCGGAGGAGCCTATTTTCTG\nTGTCTAGTCTTCAAAAAAGTTGTTTTTTTTTTAAATCTCTTTTTGATTGTTTTGGGAATT\nTTATCCCTGAATTTAATGTGTTTTGATTAATCTATCGCTATTATCTTTCTTCTGACTCCT\nTCTTTATATATCCACTACATACCTTTCACCTACCAATTTCATGGCTCTTAGAAACAAAGA\nACAACTCACTGAGTCCACATAGTGCTGCCTATGTGTGCTTGTGGGTATAGGAGCACCTAC\nTAGTCCAACAGCCCACATTCCCAAGGAAAACTGACTCGACCTCCCCCAGTAACCCAATTG\nTCAAAAGCTTCTCTGGGTGGGATTTTTTAGTTGCATATGAGTCCGCGTGTGGGTTTGTAT\nACAGAGTATAGCACTCTCAGAAGCTAGAAAAGGGCACTGGATCCTCTATAGCTGAAGTTA\nTAGGCAGATGTCTTAGAAGCTGAGCTCAGGTCCTCTACAGTAGTGGTATGTACTCTTAAC\nATCTGGGCCATCAGCCATCTATTGAGCCCTCTTCTGTGTGCTTTTGATAGCAACACAATG\nTAAATTCATGGGATTGTGTTGGATAATTTAGCTGCTTTAAAATTCTCCTGTTCCCCACCC\nATTTGATTCCTCACACCTGCCTTCAAGGCTACGGTAACACCTATTTGTTTTTTCCTTTCC\nAATTTTGTATATAAGGTCATGTGAAGCATAGTATTTCAGTGGACAAGGGACTAGACATAC\nACAGTCTTAGAGTTCACATTACCCAGTGCACCACAGCCATTACAGTCTTTGTGAGATCTG\nTTTCACATACGCTTGTGGTGATGCTGGTGAATAAAGCTTCATGTGGGGATAGAGAAATGG\nCACAGCATACACAGTTATGTGTAATAAATGATGCTTGATCATGATACAGACTGTACGGCT\nGGGTATGTACTTGTTATGCTATCTGTTTGCACTGCCTTTCTTGGGTGCACTCCTGTTTAA\nCAAAATGTTTATTATGGGATACTCTGCGGTGCTATGCTGGCAACAGCTTCGTGTGTCTCC\nTATTGATTGGGTATCTCGATGGCTTCATTTTTCTCTTGGGATTGCTTTAATCTTATACCT\nTTCTGCTCATCGTGACCCTTAAGCACCAAATCTCCAGCACTAGTGTTGCCAGTATGAGCT\nGGCACTGAGTGGCTCACCTGCAAATGAAGCTAACATTGATCAAGGACTATGAAAGTGGAA\nAAGCAGCTGTGGGTCCTGTCCAGTCAGGTATGCCCCACCCCACCAGAGCTGTGATCCTGA\nAGAGCAAAAGCCAAGTAATAGAAGCTGTGAGAAAGGATTTGCTTCATTGAAAGCAATGAG\nACTGGCAGAAATTCAAGGATATGAAGAAACTTCTAGAGACTTGCATTTAGGACTAAACAG\nCATCTCATCAACATGGCGATGAACACAGCCAAATCGAAATGCTCGTTTGTGATATCGACA\nGAAACAGCTGCACCCAGCTATGATGCTACCTTTCCAACTAACTCTGGGTAGCTCAAGTGA\nTTGAAGGATCATTCTTCATTGTGTAAAGGGAGAGTGATTTAGTGAGGGTCTCCCCAAGTC\nTGCAAGTGCTGACAGGAAGGCAGCTAAAGAAAATCTGGAACCTCTCCAGGAGTTGAAGGT\nGGGAAGATGGCTGAGCAGCACAGTCTTCATTGGGGAGAAGCCTCCTATGCTGTGAAGAGA\nTGCTTGAAAGGGCTTTCATCTATAAGGGGTTCAGCCAATGTAGGTTTAAAAGATTTAGAG\nACAAAGACACAGTCTTGCTTGCGAGCTATGCTATTCAGGTTTTTTTCATCGCTGTAACAA\nATGCCCAAGTAACCATATTGTGTTTATCCATTAATGAAGTCAGAATCCTCATGAGCCAAT\nCATTTTCCCAAATGCCACTTCTGAACTCTGCTTGCATCAGGGGCATGAGCCTTTTAGGAG\nGACAGACACTTCATGACCAGACCATAATAGGCATGATGTAACAGGCTAGATAGAGAGATT\nTTGTGATCTGGCTTAATGAGAATGTGGACTCCTCTACCCCAGATTAGTAGCTCACACTAC\nTAGTGGAGCAATAAGAAATCAGGGCTGGTCCAGCATGTCTTCCAAGAAGCCCACACTCTC\nCTTAAATTGCCATAGCAGAAAAATGGAGAAAGAATGTTTGGAGAGCAACATGTTCTTCAA\nGATGTGCTTGTTGTTAAAAATGCTCCAGCATAGTCTCCTCTTACTAATGATCTTCATTCC\nAAGGATCTAGTAGCTTCCCCATTTAACAATAGCTCTTTGATCCAAACAATGGGCTGAGGA\nATCATAGCAGCTTTGAAGGTTGGCTACATGGGGAGAACCTTCATTACGGCTATTTTTACA\nAGTGAGGCAGACGCTCAGAAGACATTGATTAATTCTGGAAGAATAACAGAATCTATGACA\nACACTCAGTGCCTTGCCTGGGATTGAGGTAATGTCATCAGGGAGTATGTGAGAGGCATCT\nTGAGGAGGCATTCAAGAATTACTTGATGAAGACACATTTGCAAAACTCAACAGAGCTGTG\nGCTGAGATGATGAGCAATTTTAGTGGACAGGATGACATTGAGGAGCCCTGAGAGGTGATT\nTTGGATGACTGACTGACATTGTTAGAACTGTAACTGTGTAGTAAAGCAAGGGAAAAGTGA\nGATTTGAGGGAGAAGAAAAAGAGCTTCCAAGAAAACCCACAGTGAAGGGCTTAGCTGATT\nTTTAAAGACCTCAAATACTTTACAAAGTTTGAAGATGGGGAGGCTAAAGAGATGGCTCAG\nAAGCTAATGGCCCATGTGCTTCTCTTGCAGAGGGCCAGAGTTCATTTCCTAGCACTCATG\nCAGTAGCCCACAGACACCCATAACCCTGGTTCTAGTGCATCTCTGCCCTCCTCTCGCCTC\nCTCAGCACTACATGCCCATGTCATGTAAAACACCTGTACACATAAAATAAGTATAAAGAA\nATCTTAAAACACAGTTTGAAAACATTCATCTCAATCCAGAAAGGTTTTACTTATTGAGAA\nGAGTGTTTATCGAATGTTTATGGTCCTCTGTCTGCTTATAAACAGTTCAACCACAAAAAC\nCAGAAAATAGCAAAGTAATCCACTGCAGGCATATCTCTGAACAGAATGATAATTCTTCAA\nTAGCGCTCCAAGCACAAACTCTGGAGGGAGCTAGGAAAAGACCTTGTCACCTCAGAGATG\nAGTTTCATTATCCTTGAGGATCTCTCAGTGTACTGTGAAGGAAGAAGAGAGATACATGCT\nGTCGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGAGAGAGAGAG\nAGAGAGAGAGAGAGAGAGAGAGAGAGATTTTATTTTAAAAGGCTTAAAAACTAGAAAACT\nATTCGTATTTGTTGTTGTAATTTTTAAAAATGTGCATTGGGGGTTTTGTCTACCTGTAAA\nCCAGTACACCACATGCATGCTTGTTGCCACAGAGAACATAGGATCCTGGGAACTAGAGGT\nGAGCTGCCATGTGGATGCTAGAAGAGCAGCCAGTGCTCTTAACTGATGAGCCATCTCTCT\nAGCCCTGAACATACTTTAAAAAAGAATCTACCTCCCCAAAGACTAGCTTTCACAGTTCTG\nGAAGGTGCTATGTAAGCTTCTAAGCAAGGAAGCAACCAATAGTCCCGCTCAGATGCAACA\nCTATCTTTTGACATGTCTACAACACAATCACTGTTCCTAGTGCTTAGAAAGCACTGAAGA\nTTATATATATATACGTATATATGCATATATATTCACATATATAGACAATGTGTGTGTGTG\nTAAAACATTAACAAGAAAGAGAGGTAATAATTTCAAGAGGGAGTAAGGGAGAAAGGTATT\nTGGGAGAAACCAGAGGGAACAAAAGAAAGAGGAAAAATGATTAATTGTATTTTAATTAAA\nAAGTAAAACACTTTCAGAATAATATGGTGATAGAATATGAAAACAAAATATACAGATATA\nTTTGAAATGGTTATTACAAAAGGGTTAAAATGTGAAATTGAAGGTACACAAGTGGAAGGA\nGTTAGAGGTGGGAGAGGAGGAGTGAAAAGGCAGTACCTATAGATGAGATTTTAAAAAAAT\nTTAACATTAAAAATTTAAAAGTATGTGACATGAAATCTTATACTTAGTTCAGGTTCATTT\nACTACTGAAAAAAAATTTCTATGAATTTGGTCAACAGTCTACAGAATACAGCAGTGGTCC\nAGGGTTTCACACTCTCCATTCACCTACACATTCACCACAGAAATTATTTTTGTGTATATG\nTCTGCCTGTGTGAGTGTGTGTAATGAGTGTGTGGTGACATATTCCATCACCAATTTAAGC\nTCTAGTTGTGGGAAGAATTTTATGCAAGTTTACCATTTACAAAATCTCATGTACTGTTTT\nCTTTTAATATTTTATATATCAGTGTTTTGCCTGCATGTATGTCTGTATACCATATGTGTG\nCCCAGTGCCCACAAAAGGGCATCAGATCTCCCTGCGACTGGAGTTACAGATGGTGTGAGA\nTGGCATGCATAAGCTTTAGATCAAATCCAGGTTCTCTGAAACAGTAGACAGTGCCCTGGA\nCCACTGAGCTTTCCAGCCCCTATTCTATATGCGTACTGTACCTTTCTTATGCTTAGATAC\nAAAACACCATTGTACAATCATGTCCAGTCACCGGCACTTGCTGCACAACTTTGTGGCTTG\nGGAACAAAAGCCATCCCATGTAGCCTAGATGTATAACAGGCTGCACCCCCTAGGATTATG\nTGAGCACACTCTGTGACAGCTCTCCAGTGACAACATCACCCAGTGACACTTTCTCGGCAC\nGCATCCTGTCATTCAGAGATTCTTGGCCGTGGTTAGGGGCATACAGCATGCAGCTTTGTT\nACATATTGATCTACAGCTGGCATTTTCCCATTGTTTTCTCATGACTTTAAATTCCCAAAT\nGATAATTCGTTGTGTGACGAAACCACAAGCTATCCACTCTTCCTTTGAAGGCCATCTAGG\nTGGCTCTAATGTCTAGCAATTATGAGTAAAGTCTCCTCCATGGGCAGAGTTTTGTGAGGA\nCGTGGTACCACTTGTTTTTGGTGCACACTGAGGAGTGAGGTTGATGGATCACATGAAATG\nTGATTTTGTAGGATTATGTAGATTTTGTAAGAAACAGCCAAACTGTCTTGTTAAGTGGCT\nGTACCATTTTGCATTCCCAATAGTACTCAAAGTTCTTCTTGTTCTTGTTTTTGCTAACAC\nTCGGTGTTGTCAGTGTGGGGGATTATAACCCTTCTAACAGGTTTAAAGTGTTATGTTTTT\nAAAAAAATACACAACAAACTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCT\nCTCTTTCTCTCTCTCGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTAGGTATCTG\nTGTATGACAGTGCAGTGCCCATATCGGCCAGCAGAGGGCATTGAGTTACAGTTACAGGCT\nGGTGTGACTTGCCCAATGTGGGTTCTGGGTCTCTGAAAGATGAGCTAGGGCTCCTCGCCA\nCCGAGCCAACCCTCCAGGCCCCCCTCCTCCATAGTATCTCATTGTTGTTTTATTTGCAAT\nTCTCCAGTGACCATTTGCATGGTCGTTACCTGGATTTTTTATTTGACATAGTGTCTGTTC\nAGGTCTTCTGCCCATTTTTTGTTTGTTTGTTTGTTTGTTTGTTTGTTTGTTTGTTTGAGA\nCAGGGTTTCTCTGTAGCGCTGGCTGTCCTGGAACTCACTTTGTAGACCAGGCAGGCCTCT\nAACTCAGAAATCTGCCTGCCTCTGCCTCCTGAGTGCTGGGATTAAAGGTGTGCGCCACCA\nTGCCTCGCTGTCTTCTGCCCATTTTTGAATAGTGTGTTTATTGGTGTTATATTTTAAGAG\nTTTTTTTAAATGTATATTGAGCACCAGAATTTTACCTGCTGTGTGTTTTGCAAATTTTCC\nTCCAGTCTGTGGCTTGTCGTCTTCTTAACAGGGTCTTTCACAGGTTAGAAAATTTTAACT\nTTAGGGCCTGGGAGGTGGCTCAGGTGGCAAAGTACTTGCTGCACAAGCAAGGAGAATGGG\nATTCTATTCCTGTCACCTTTATAAAATACCCAGGTAAACCACCAGCATTTGTCTGTAACC\nCCAGGGCTGGGGAAGGAGACAGGACAATCTCCTGGGGCTCACTGGCCAGACAGACCCACT\nCAATCATTTGGCTCCAGGTTCAGTGAGATCCTGTATCAAAAACCTAAGTGAAGGAGTGAC\nTGAAGAAGTCCTCTGATACCAATCTCCGGCACAGGCACACACAAATCCACATGGACATGG\nACACACAGTAAGAAAAATTTAGTAGAATCCAATTTATTAATTCATTTTTTTCATCAAATG\nTACTGCTAGGGCTGGTAGCTAATGTTTAAATGTGTCTTTTACTTGCCAATGGTCTCAAAG\nCCTGCTCCCCAGGGCATGTTGACACCATTGGTCATAAATGGGAAGCACCCCGACATGTCT\nTCATGGCTGATGTGTGTCTGAGATGCACATGGAGTCAAGCGAAAGGGAAATGGTCAAGTT\nGATCTGGGGTTCACACTTCCTAAAAGTAAGAGACTGGGCAGACGCTAGAGCAACTGCCAG\nCATTGGGACTGTTCGAGGGTGGCTGGCTTGTCAGTAACTGGGAGCTAAAGGCTGTGCCAT\nTTGTCACTATTAACGGATGCTGTGCCTTCAACAGCCAGGTCTGGATTTGCACATTTTTAT\nTCATGAATTTGAGCTTGCCCCTAGATGCTGGGACTCACTAAGAGATTCATGACTTCTTAT\nTAAAAGGTATTTTGAAATAAAATTTCACAATGTCTGCATATCTCACCAATATGATGATGT\nAAGGGGTGAGAGCCATGCTTGTGGCTGAAGCAGCAAAAGAGATTTTTTTTTAATAGACTG\nAAGAATGAGACAGAAAAGGAGAGAAAGCACTGGGGACTGCCCAGCTAAGGTGCTAAAGTG\nGTCCATTAGTTTCTCCTAGCTGCCACAGTCCTCTGAAGGCACTAGAGGGTTAGTCCTCCA\nTGAGACCAGCATCCTTGAATGTCAATAGATGCCTGGAGCTGAGCTCGCGGCTGTAGGAGG\nAGAGCCTCCTTCTCTGCAGGAAGGGCTTCCCCTCTGCAGTCTCTTGACATCCTTCAGGGG\nATAATTATTCCTTTGATCCTGGTGACACAGTTCCAGCTAGAGCTTCTTGGCAGGTATGTG\nGACACACATACTGTCTGAGTGCAGAGGAGTAGAGGAAGTCCTTCTCTATGTCCTTGAGGA\nGAATGTCCTGATGGAACAGTAGGTCAAAGGTGGTTATGGCAGCCTACGGCATCACTTGAG\nAGGGGGACCCTGAGTGAATGAGAACCAAACTCTTTGTGTGTGTGTGTGTGTGTGTGTGTG\nTGTGTGTGTGTGTGTATGCACAAGCCATGTGTGTATACATAATATAAAATGTTTTAGCCA\nTTTTTAATGGTGTAGTTCAGTAACTCCAATCATATCTACTACCCATCTCTAGAACTTCTT\nTCAATTCAAAGCTTAAATTATTCCCGTGAATCAGTCTACTCCAGCCCTGGCTTAGGTCCT\nCTGTACTTTCTGTCTGTCTGTCTGTCTGTATATAAGTATCACACATGACTAGAGCTGTAC\nAGCATTTATCTTTGTTATGTTTGATTTCTCTTAGTGTTATATCTTTAGGGTTCATTCATT\nTTATAGCCTTCCTGTGTGTGTGTGTGTGTGTGTGTTCCTGTGTGTGCTTCCCCATGAATG\nTGCACACATACCTGCATAGCCATGTATGTGTAACCCCCCCCACACACACACACAGAGAAA\nGAGTGAGACAGACAGACACAAACCTTATAATAGTTTTGTATGTAAGTTCTGTGTTTTTCT\nTTGTTTTTAGGAGGACTTCATGAAATATGTGTACGAAATCATTTTAGTGATTATAATCCC\nTACACATTCTTGAAATGTACGCAACATTCTACATAAGAGAATTGGAAATAAAACAAGCAG\nAAGGGTTTTTATTTGTGCCATTAAGAGGGCAGCTATTGCCACAGCCTGGAGCCCTGAATT\nCCTGAGAGTCTGTTTTCGAACAGATGATGGATGCTCTCTTTTGTTTAACTTGAGGTGAGA\nTTAGAACATTGAAGAACTTCTCAGGCTAGAGATATGACTCAGTAGGTAAAATGCTCGCCA\nCAGACTCATAAGGGTGGGTCTGAGATCAGTTCTCTAGGCCCATTTAAAAGTACCAGAAAC\nAGCAGTGTGAACCTTAATCCCAGTCCAGGGGAAGTAGAGGCGTGAGAAGGGACTTGCTGG\nACAGATAATCTAGCCAGGTCAGTGAACTCTGGGTTCAGCAGAGACCTTGTGCCCACCCCC\nAAAAAAAAATTAAAAGGAGGGTGATTGAGTAAGACACTTGAGGATAGACTCTGGCCTCCA\nTATGCACACTCCCAAACATATATGTGTACCCAACCGCACACACACAAAACATGCACAGAG\nAGAGAGAGAGAGGCAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAG\nACAGACAGAGACACAGAGACACAGACAGAGAGAGAGAGAGAACAGACTGACAGAGAATAA\nACCTCTTACTCCAAGAGACCTTCATTAAAAGATAGAAATACAGAGACTTTTTTTCCGGGG\nGAAAACATGACTGTAACCGCCTCTGGTCCTTCTGTCAAGATGAAGCTCCTGCTCCTGCAG\nAGCCTCAGGAGCCAGCTTCCAGGTGACGTGAGACGAATGTGCACCCAGCATGTTGGCTGC\nTGTGCTGTGCCTTCCGGGAAGCCAGATCAAGACTGTATTTTCTCTGTCATCGTTTTCTTT\nTTGCAATCAGCCTCCAAGTGGCCAGCTGGGCCTACAGTTCGTCTAAGGCCTGTGCCAGCT\nGGGACCGTAGAGTACCTAAGGCCTGTGCTACTCATATGACTTTGGCTGCTGGAGCTGCCA\nACGGAAAATGGCTATTCAGTCTGTTTCAACATCTGGGAAGGAGTGTGTCACTGTTGCTCA\nCAGCAGAAGATGGATGTTCTGGGTAGTCCAGCATTCTACACACGATGCTTCAGCTCGGGA\nCACACACACACACACACACACACACACACACACACACACACACACACACGAGGCTGCTTC\nTTTAACTTCCTTCCCACCAAACCAGCATGTTTGCCACGTCTGAGTCAGCACCTCCAATTG\nTTTTTCTTTTTTCCATTTTCATGTGTGCCTATGTGCACGCTTATACATGTACCTGGTACT\nCATGTGTGGGTGCTTGTACACATGTGTGCATGTGGGGGCCTGAAGGAGATGTAAGAACCA\nTTCGAAAGCATTCTTCTACCGTATTTATTGAGGCAGGGTCTTTCAGTTAGACCCAGAGCT\nTGCCCACATGTCCAGTCTTGTTAGCCAGGTTGCTCTGGGAATCCCGTCTCCACTTCCTAG\nGCTGGCATTTATATGGTGGGTTCTGGGGACCTGAGCAGCAATCCCTGCGTTTTGACCAGC\nGAGTCATTGCCTCAGAACACATACTTTTTAAAAATTGACTTTCCTCTGAGGTCATCACTA\nGTTCCTTTCCCTGCATCCAGTCAGATATAGACGCTCAGTTGCCTTCAGGCTTCTGTAAGG\nGACTGAGCCTCCATTCCATATTTCTTGAGTCTTGAAAGTTATGAGGCCCCGGCATAGTCT\nCACAAGAGACAGCTACATCTGGGTCCTTTTGATAAAATCTTGCTAGTGTATGCAATGGTG\nTCAGCGTTTGGATGCTGATTATGGGGTGGATCCATTGGACACGCAAACTTTATATGCCCC\nAGTACAGGGGAACGCCAGGGCCAAAAGGGGGGAGTGGGTGGGTAGGGGAGTGGGGCTGGG\nTGGGTATGGGGGACTTTTGGTATAGCACTGGAAATGTAAATGAGCTAAATACCTAATTTA\nAAATGGAAAAAAAAAACAAGAACAAAAAAAAAAAAAAGAAAGTTATGAGGAACGGGGCCA\nGGTGCTCTTTCAACCCCCAAAGTGCCCTAGACAATGCCAGTCTTAAGACACCTTCACTAT\nGACAACAACACTCTTAAGTTCCATGAATTGCCCCAAATAAAATAATATTATTATAGTAAT\nGGTTTAGTTTCAAAGACTAGTCTTTCTTCTGGGATTTTTCCTCAGCAGCTGATTTTTTTT\nTTCTTCTGCATTGCGTTTGACTTCAGTCAGTGATTTCCCTGCATCAAAGTGATCTTTATT\nGTTTTCTTTAATATTTATTATTGTTGTCTTAGTTATGGTTTCATTGCTGTGAACAGATAC\nCATGACCAAGGCAACTCTTACAAAGAACAACATTTAACTGGGACTGGCTTACAGTTTCAG\nAGATTCAGTCCATTATCATCATGGCAGTGTGCAGGCAGACATGGTTCTAGAGGAGCTGAG\nAGTTCTTAATCTGTAGGCAGCAGAAGAGACACTGGATGTAGCTTGGGCTTATATATGAGA\nCCACAAAGTCTGCCTCCACAGTGACACACTTCCTCCAACAAGGTCATATTAACTTCAATA\nAGACCACAGCTCCTAATAGTGCCACTCCCTATGAGCCAAGCATTTAAACACAAAAATCTG\nTGGGGGTCAAACCTATTCAAACCACCACAATTGTTATTTTTTAAATTAGTATGCAGCTTG\nTTGAGGTGCTATAAGCCTTTCATCCCAGCACATGGGTAACAGAGGCAAGCAGATTTCTGT\nGAGTTCCAGGCCAGCCAAGGCTATGGAGCAAGACCTTGTCTTAAACAACAAAAATAGCAT\nACAAAGTAACAGGTTTTATTATAATAGTTCATACATATAGCTTTCCTTTGTGTGTGCAAA\nTGCATGTATGGCTATGAGTATGTGTGAACACGTGTGTATACATGCATGTGGTAGCCAGGG\nGTTGGTTTTGGGTCGTTCTCTATCACTTTCCACACTTTTTTACCAGACAGGGTCTCTTGC\nTGAATCTCTCCCAGATTTGGCTAGGCTGGTTGGTCTGCAAGCCAGATGGGTTCTCTCATC\nTGTAGCATCCTGGTACTGTGGCTAAAGGTGCACACCAGTGCCTGCCATTCTCACCTGCCT\nTCTGGGAGACTGAACTCAAGTCCTTAGGCTTGAGTGGTGAGCACTTTACTGTCTGAGCAT\nCTCTTCAGTCTCATACCTTGTTTTTGTTGATTCACACCCACACTGGTCTCCTCCTCAGAA\nGCCTCTGTTCTGCTTCATGACATACCATGTCTGTAACCTCTCCCTCACCCCTGCAACCCT\nCTTAAGACCTCTTTTCCATCTCTCAGAATCCGCTTTATAGTTTCATAACCTATTGCCTTA\nCTTACATACACACAATACATACATACTCATACATACACACCCATACACACACATACACAC\nATATACACTCACATGTACACAACATACACACATGTACACACATACACTCACATGTACACA\nACATACACACATGTACACACACATTCATATGTACACACATATACACACGTATTCATATGT\nCCACATACATTTACATGTATATACACATATTCATATGTACACACACACACTCACATGTAC\nACACACACACACACACACACACACACACACACACACCATGAATTAAAGTCACTGGTCCAC\nTTGTGAATGTAATATTTGGTTTCTGGGCCTGAATTACTTTTATAATGATTTTCAGTTCCA\nTCTCTGTGTTTGTTTGTTCACTCATTAAGGTGATCCCATTATCCTTTTACTTACAGGAAA\nAAGTACCCTAATCCAGACCCAACACTGTTGCCAGACAAATCTTCAGGATGGGCAACTTTT\nAGTCCCTCTAGAGGCTTACACAACTTCACGAATTAAGTAAATGTTTGCATCATGGCTATC\nAGATACTCCACAATATACACAAGAGTTAATTTATGTGTCTCCTCCTCAGGACTAAGGGAT\nGCCAGGGTTGCTGGTAAAGCTGTCTCTGGGCATGCTATGAGGGCATTTTCTTGTTTAGTT\nAAGCCATCACAATAAAGCTCTCTCTGTATGTCAGTCTGTGAGAATATTAACTGGTGAGTT\nTCTCTGGACAACACACATGCAGTATGGGTCAGACTATTCCCCCATGCCTCCTCTAAGACC\nAGTGCCCATTGCTTAGTGTTTACACAGGGTGCCACACATCCCTAGCTTTCTCTCACACTC\nCCCTTTAGTGTTCAGTGCACCTTGCACCTCCTGCTTCTGTCTGCTCACAGTGGTCCCAGC\nTTCCATGGCTTCACTACAGCTCTTTCCTGCCATTACGAGCCATGAAGATTTTCTCATCTC\nCCAGGCAGCTAAGCTATACCTTTCTCTGACACTCCACAGCCTGTGACATAAGCTAATGCA\nTCTTTATGGTGACCACACGCATGCTTTGTAGTTCAAATTGTATGTGTCTGTCTTGGCCTC\nGAAGACATGACACTCTCCAGCCTAGTTTCCTGAGAACTGACGCTCTGCATGGTGTAGACA\nCAACAAGCCAGCAAGGATACAAGAGAGCGAGCACATGCTGGAGATCAGACAGGCCTGGAG\nCTGGTATTATTAGTCCCATGCTGACAATTGGCAGGGCTGGAGCAGGCATCAACATCCAGT\nCTTGCACACTCTTGCTTCATTGAGGCCGCTATAGTTATGATTTAGAACATTGCCCAAAGA\nCCTGTGAGTTCAAGCCTTGGTCCTAGCTTGTTACTTGTGAAATGTGGTAGAACCTTTGAG\nAGGTGAGGTCTAGGGGGAGGTTTTCTAACTGTTGGAGACATACCCCTGAAGGGGGTAGTA\nGGACCATAGCTCCTTAATTCTCTGTCCTGAGGTAAATAGAACTATGGGCTTCTCCTATGA\nTAAACTGCCTTGTGCAATGCCCCTCAAGCCCCAAGAAATGAGGCAAGTCATAGACTGAAA\nTATCTAAAACTGTGGGCCACATGAAACCTTTAATCTTTATAAGTGGATGATCTCAGGCAT\nTTGTTACAGTGAGAGAACACAGACTAACACAGGTCCTAACACATGCAAGGAGAGAATAAG\nACATGTGTGGCAGCATTTTCCTCAAGGGATGCTACGTGGCTCAGTGTAGCTCATGTGAAA\nTAAAATGAGATGACTTTTCAAACAGTACAGCACAACACATGTATGCATGTAAACCTATGA\nTAGTTTAACCTGAGTGTTTATAAGTGATTGTTTAAAAAAATCTCAAGAACACAGGTATTC\nTAAAAATCCTTTCTTGTTTACCTTGGCTCTACTCACAATTTTTAGCATCATTTATTTTCC\nTTTTACCTAATTAAGAATTCTTTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTC\nTCTCTCTCTCTCTCTCTCTCTTTCTCTTCTTATCCTCCTCCTCCTCCTCCTTTTTAATTA\nGGTAAATTTTCTGACTGCCCTGGAACACACTAAGTAGCCTTGGCTGACTGGCCAGTGAGC\nCCCAGGGCTCCTCCTGTCCAAGCATCCCCAGCACTGGGACTATAAAGGTGTGCCTCACCC\nAGCTTTGTTCAAGCTCAGTTCATGCTTATGAAGCAAGCCCATGGAGCCATCTCTCAGTGC\nTAAAATTTATCGAAACAATTTTAAGGTTTGCTTAAATGTACAACAAAATTTTCAAGAGAC\nAGAGGCCAACTGGTGAACAGAATTCCACTTGCTAGAAAGAAGGTTTGGGTCACCAAGCCA\nCTACTGGGCTTCCTTGGAGTAGAGATTTCTTTAAAACTGCAGAGGACCATGGCAAAATTG\nACTGCTTCACTCTGACTTTTGTATGGCTCTCTAGAGCCCTGAGTGATCTCTTGCATGGAA\nTGATCTTTTGAGGTGATTTTTAGCTCTAAAATCTATAACTCTGTAAACTACTTCATTTGT\nTATTGTTCATAAAAGTCACTGGCCGCATACTCTATTCTCACTTGGCATATAAAGTATCTG\nAGAAGTTAATTGAATAGTCTAGACTCATGTAGCAAGATGACATTCACTCTGAAACCAGCC\nTTGGGCTGCCCTGATACTTAGTTATATAGTTTTGGGTAGTGGTAAAAATGTCCAGGGTGG\nCAAAGGTCAAAGGCCAAGGTGCTGAGATGCCTCACTATCATAGTAAGGCATTTCTGGAAT\nCTCAGGTGCTTGCTGACCAGGTTCTTACTGGGAGAAAGGAAGCTAAATCTGTGATCTAAC\nCAAGGCTATGCAGCATTCTGCAGGTAGAGGGTATGGGAGTTTCGCACTCCCCAGACAAGG\nTCAGAGAAGGAAAAGCCCTGCTAGTAAAGGGAGTCTGCCATTTTGCACTAAGCCCAGGGC\nTTTGGGGTAATGTCAGACTTTGGCCTTAGTTAGCAAGGTGCTGGTACTTAGCTCTCATGA\nGCTGCAGATGAGGAGGTGTCCCTCAGTATCCCTAAGTGCTTTGCTCTTAACTCTGCACCA\nCATCTTCTCATGCTGTGACTGTTTTCCTTCTGAAGGGGCTCTTGGAAGACAGGACCATGT\nACCAGGTCCTCATACTAGTTCAGTAGCAAGTGTGGCGTTGGTATCATATCACTGCTTATT\nGCTTGAATGACGTTTCCCTGGAGACAAAAGGTTGACAGTAGATTATAATAAAATCCTCTC\nTGGATTAAAGTTCAGAATTTGTTCAGGGACACTGATGGGTTTGAACATCTGGAGCATGTT\nAGCCATGGTGGTGGGAAGCATCAAACCAGCAGGAAGGTGTGGGTGGAGAGGGTGATCAGG\nCTAGGGGGAGATGCCTTCAGAAAGGAAACTTCATCTGATTCATTATAAAAGAACCCTGGA\nCACTCCTAAACCCATACTCAAATTCACTGTAAGCTCTCACGAAAGAGAAACTGAGACAAA\nAGGCTTGTGTCCTGTTAGGAAGATCTGAGGCAATGCCAGAATGGGCTGAACTATCAAAAT\nCTCATTCTGGGGCTTGTTGCCTATTGGTGTGTGTTTGTGTGTTGAGTGTGTATGTTTGTT\nTGTGTGCGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGGG\nGAGGAGGTGGAAAGGGGATGGGAACAGGGGGACAAGGACAGGGATGGTGACTGAGATGGA\nGATGAAAAGGGAGAGAGGGGCACACCTCCATCTTCATTGTCTAGAAATGGCTCTGTCAAG\nTTCTACCCAGGAAAAAGAACTGGACACAGCAACACAGATGGAAAGAGCACAAACTAGAAA\nACAGGACCTCTTGGACATACTTTTCAGTCATGTTTCCCCTCTCCTCACATAACACCACTG\nGCTTCTCGATAAGTTTCTCAAGGCTCTCCATGCTCTTGGCATTGTCTGGATGCTTAGGCT\nAGCCCTCAAACAGTACATATTGCCTGAGCGATCATTGTGTGTTGAGTGACAGATATTCTG\nTCCATTGTGCTGATTTCGGGGTTTCTGCTCAGGAATTTCTGAGTTCTCCCAACGCCATCA\nGATAGATACTGACCTTCATGGCCTTTCCAAACTAGAGTTCTCGGCATGTGTCTCATGCTT\nCTTCCACGGATTTGATCTGGAGATATATCCCACAAGGTTCCAGAGCCATGGTTACCCTCA\nTTTTTGTTATGGAGAAGTGAAGCCTAAGAAAGAACAGGTTTGGTCAGGCTCACTCAGCCA\nTGTTGGAGGGGAAATGTGGCTCTTCTGCCTCTCAGTCTCCTCTGTGTGATGCTGTCTTTC\nTGTAGTGAGGTTACCAGGCCTGTACTCTCAGCACTTATGAGGCTAAGGCAGGAGGATTGT\nGAGTTCCAGGCCAGCCTGGGCTATGCAAAGACTCCACCTCAAGAACTCAATAAAATATGA\nTATAATAAAACAAAACGTTGATAAAGATTAGTGGGACATACATCATTTATTTGATTGATG\nCCTTAAAATCCCGGGAACCTTCACCAGGTGTCATGAGCACAAAACTCTAAATTCTTGCAA\nATTCCCAAGTTACACGACATGGTTATTAGGCAATTAAGAGAGCTATCACGTTAAATTACA\nTTAATTACATTAAAAATAATATTGTTGAGGCAAATAGATGTCTCGGCAGTTAAAAGCCCC\nTGTTGCTTTTTCAGAGGACTTGGGTTGGATTCCCAGCACCTTACAGTGCCTCAGGACCAG\nCCATAATTCTGGTTGTAGGGAATCTGATGCCTTCTTCTGATCTCTATAGGCACCAGGCAT\nACTCATGGTGCGCATCTATACTTGTACCTCAAACACTCACGCAGGAAATAAAATAAGTCT\nTTAAAAGAACAGATTTTAAATTAAAATACAAGATAACATTGCCTTACAAGTTGACTTAAG\nATGTATGCTTAGCAAAGATCCTGTGTGTTGGGGTAGGCAGGAAACAATAGACTCTGCCTC\nCTTGTCCAGCGTCTCTAGTACTGGCATTGGCATTGGAGAATCTTAATTAAGGATTTCTTC\nCAGGATGAATTCAGATCATACTTTAAATTCATGTAGACAATTTACAAATTGTACTTCCTA\nTCAACTGAAACTCAGGACATGTATTTGGGTGCCAGACCTGGAGTCTGAACTTCACCACAA\nCTTCAACTTCAGTAAGAGCTGGAACAATTCAGGTTTAAAGGAAAACTAATCACCATGAGG\nTTTCATTTATTCTGGAAGAGTCTGTCAGAAACCAAACACTGTTGTTTTGGGTGTTATTGC\nTTGTGGCTGGGACTCCTACTGACAGATATAACTCCAGCTTCTGCAAATGACAGGGTTTGC\nACTGAGTTCTGAATGGGAGACTGGGCAGGGTGTGGCACGCAGCAGTCTGGGATCATCTTT\nAAGAGTCTTAGGAAAGCCTCGAGAGAGTGCTCACCCTGGGGAAGTTTGAGGCAGCTGGCA\nATACCCTTTGGCTTACTTTCTGAACTCTCCATGCTGACATGACAGGAACCAATAGCAAGC\nGGTGTCAGCTGCCTCACTGCTGTCAGATGCCTGAGAAGAGTGTGTTAAAGGACAGAGGCT\nTTGCTTTGGCTCCTGGTGTGCTAGCTCTGTTGCTGCTGGACTGTGCTAAGATCAAACATC\nCTGGTGGCAGGTGTGTAATGGAAGAGCTCACCTCACGGTGGCCCTGTTGGGGGTGGGGTG\nGGGGAGGTGGGGGTGGGGCAGGCAGGACACACCCTCAGTGTCCCATGCCCTCTGGTCTAT\nTTAAGTTTCCACACTTCCCAATAATGCCATCAAATCATTAACCCATCGGTGAATCAATGC\nACCCACGTGTCTCTATTGGCTCCCAATGAGGTCAACTAGACCAGAAAAAAAATCTCAACA\nAACAATCCTTTTCGAGATACTTCATACCCAAATCACAATAGAGACGATCTCACCATACTC\nCTTTGTCGTTGTTGTTAATTTTTTATTATATTCATCTGTGTATTGTATGCAGGTGTGTGT\nGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGGTGGG\nAGGTGTTCATGGATGCAGCCATACCACCTTATACTTGGGAAGATCACTGAATAGTGACCT\nACTTCTTTCCATCCACTATGTAGAGCATGGTGGGATTGAACTCCAGTTATCAGGCATGGC\nACTGATCGTGTTAACCTGTTGAGCCAGCTCTGTGACTCCTCACTGACCTCCTTCAATGGA\nCAGTGCGTAGAGGGATTGACCTTGCATTTCTTCCAGATTATGTGGCTGTGGGACTCATAT\nCTCTCATGCACAAACTTAGGGAGCAGGGACTTCCACTTTCCATACATACATAGTTACTAA\nAGGAATCAAATAAACTATTGATTGTATCAATTGTATACATGGAGAAATATCAGATAAGTA\nCATTGTATTATCTCTTGAGTCAATATGGAGATAGAACAAAAATGGTGCCTCAATGTCTTC\nATTCTCTCATTCACATATTATTTATGAAATATTTGACATAATCCTTTGTCTGAATGTTTT\nTGTTTTCCCAAATCCATATGTTAAAATGATAATTCACAGAGTGAATTTAAGAGATGGTGA\nAGTTAGGGGGTGAGGCACATGTAAGTTTAGGAGATTAACTTACAGGGTGGGGTGATCACA\nATGGGATTAGTGCCGTCATGAAAGTGGCCCAAAGGAACTCACTCATTACATTTCTCGTGT\nAGAGATGGAGCTGAGCAGATGACATCTACCAACTAGGAAGTGGGTCTTTACCAGACAAAG\nAATAAACCATTACTTTCATCTTGGGATGCCCAGGAGCTTGAACTATGAGAATATATTTCT\nTTTGTGTAAGAACCACCCAATCCATAGTGTTTTGTTACAGCAGCCTGAGTGAGCTAAGCC\nATGCAACTCTCACACTGTATATATATTGCCTTGCAGGACAAGCTCTGTGCTCAACTCCAG\nACTCAAGTCAGTGTGCACACATAGCTTCCTGGCTCTTCACTGTTAGGCAAGAAGATTTCT\nGAGAGGGAAGGTTTCTTTTTCTTTTTCCTCTTTGAAACAATATTAATTCACATTTTCATC\nTGTCCATGTGTTTATACATGGGTAATGGATAGGTTAGAAGTTATAATAAGTAGCTGAAAA\nACCCATGGTTTTCTCTCATAATCCAGAGTGCAACATACATATAGAATCTATAGATTCATC\nCATGCAGGTGAACAGTCAACAATGTAAGTGTGTCTTACCTCCTCCAATCCCAAATAGTTT\nGATGAAAGTTTAGTTTAATTCAAACATTGGTTGCCATGGTTACTTATTTGACTTTGTACT\nTTGTACTAAGAGCCATAAGGATTTGTCAAACCTTACCATGCAACTGTGCCTGAATGTCCT\nACCATGTGATAACAGCTATTTATTTGTCTTGTGTTTTTGGCCTGGGGCTCTGTAAACCTC\nCAGATACAGTTATCTCTCTTTGAAGAAGCCTTCCAAAATGAGGAACAATAGTTCATTCCA\nTTGCAGAGTTCTCTCTTCTATAGTCATTTTTGCTAAGCATAGCTGTCAATACAGTGCATG\nTGCAGGTATGCACCTGCTATGGCACATGGGTGGAAGTCACAGGACAAAGAAAGTTAGAGG\nTCACGCACCAAATACTCTTTCCTGAACCTTCTGCTGTACTCACTGCAATCGATGTACATT\nCACAGAGAAATGTCCATGTTAGTGGCATTCTGATGAGAGACATGGGGTAGCACAGTGGAT\nATGGCATAACACTAGACTCCCCTCATACTCTCCTACCCTGGTGTCCTCCCTTCCACAGAC\nCTAGAAATCATGGAGCCAGTGACGGTTGACTAAAGCCTGTAAAACTGTGAACCCAAATGG\nCTCATTCCTCCCATAGGTGACCTCTCTTAGGTGTCCCTCACAGCAACAATCTAACACATT\nACACGTGGGTAGAGAGGAGCAGGTGACAATTCGGGTGCTGTTTCTCAGATGTCCTCTTTC\nTCAGACTGTTCTTGGGATGAATACTTGAGGAAGGGAAGGAAGCAAGATCACTATGATCAA\nATGCCAGACAGAAACAACTTAATTGAAAACTTCATTCTGGTTCACAGTTTCAGACGGTCC\nTTTCTCCTATCCTTTTTACCCAGGGTGAGGAGACAAGTATTCAAAACACCAGACCATGGA\nGAGCATTTTATGTTCAACCCGTAACCCTGACCTGAACCTGCTTCAGGAATGGTTGAACTG\nGGAGGTCAGTTGATGTCAGCAGGTGTCCTTCCATTTCTTGGCTCAGTCTCAGCTACATGT\nGACGGTACAATGGGACATTATGAAGAGAGAACACAGAAGGGACGTTATGAAGAAGGAGCA\nGAAAGAGGACATCTGAGAAACAGCATCTTTTGGACATGACAGGGCACTTCATGCAGGAAA\nACATATACACTGTGGGTATTTGCTACTCAAAATCCCAGCATGGATGGGGGAGGAACTCAC\nAAAGCCCCGCCCCTAGCTGAGGTGAAATTGGCTGTTGATGGCATCTTGGGGGAGGGAGGG\nTCAGTTTTCTTCAAGGCTGTGGCCACTGGTAAAGTGTTCATGCTTCAGAGATGGCTCAAT\nGCCTATGCCCCATGGGCACAACTAATTGGACCCAGTTGATTATAAAAAGAACATGAAATT\nGGGAAGACGAATATTGTGGTAGGGGGTCTAGGAGGGAGAAATTGTAAGATGGGTAGGAAG\nTAGATACAATCAAAGTACATTGTATACACATGAAATTCTCAAAGAATATACATATGTATA\nTATGTATATATACATACATATACATGAATATTCATATATTCATATATACATATGATGGGA\nTGGCAACTATAAATAACAGCTCCAACCTGGACAGTGGCCTTCACTTTCAGGGCCAGTGGG\nTAAGTCTAAGACATTTCCAGAAGTACAGAGAAAATTTGGCTCTTTTAACTTTAAAAAACA\nTAGTGTTTGTTTGTTTTTTGTTTATTTGTGTGTGATTTATGTGCATTTATTGGGTGTCAA\nTGTGTGTAGTCATATATGCCACAGTATATGTGTGGAGGCTGAAGGACAAGCTTAATTTTC\nTTCCACATTGTTTAAGACAGGATCTCCTGTTCACTGGTCTAGCTGGCTAGCACCAGGGAT\nTCGTTTGTATCTACTGGGGTTTTACACACACACACACACACACACACACACACACACACA\nCACACACACACAAAACCTCACTTTGCTTTTACATGGGCTCTCAGGATTCAAACTCAGGCC\nCTCACCTTTGTACAGTAAACACTTTACTCTTGGAGCTACCTCCCCTGGCCTGGTTACTTT\nTCATTAGCTCTGATTGGATCACATGGCTACTCTATCAATGACATCTGAGTTCAATAGATT\nGTTGAACCTTGGCTTGAGTCATAGGGGAGGCACAGGATCCACAGCTTCTTCAGAGCTGGA\nCAGGATCCCTTAAGGAGGGAATTGGGACACACACTGAATACCAGGCAGCAAAATCTGCAA\nCATTCTTCCCATTGAGCTGTTGTCATTTCATGGTAGCATTGCTGGGAAAGCCAGCCACTG\nGCACACTCAAGAGAAGAGATGCATGAATATACAGCCTTCTTTCTCTAAATAGAACATCGT\nCTATGCTACTGAAGACAGGTGCTTGTTTAGCTTGTGCTGAGCACTCCCCAGACAAGAGGG\nTTGCAGCCATCCCTCCTGCTCTGGATTCTTGTGGGCTTAGCAATTTTCTTTAATGAGAAG\nCTGGGCTAGGGGCATTTATTATGGTGTAATGAGTGTGTTCAGAGGGAAATGAAAGGGCTG\nTGTTTGTTCATGTTCCTGAAAGTCAGAGCGATAAAAAGCAAGCAGTCTAGCTAGGCAGGG\nGTAGCACATGCCTTTAATCCCCACACTTGGGAGACAGAGGCAGGTGGATCTCTGAGTTAA\nGGGCCAGCCTGATCTACACAGAGAGAGTTCCAGGACAGCCAGAACTACACAGAGAAACCT\nGTCTTGAAAAAAAAAAAAAAACAAGACAAAACAAGAAACAGCAAGCAGTCTCATGGGTAC\nTAAGTGAGAAAGAATTGTCTCATCTATGAAATGACTTTGGATAATATTAGCATCTCGCAA\nGATCTGTGGTTATATTATAACTCATCTTGTTTTTATTATGTACAATTCTGTTGGGCATTT\nGGAAACAAGAACTCATATGCTGTGTTGAGTTGCTGTGCGTTGGTGGGATTATATTGCATA\nATTCATATGCCACTTCCTATATTGTTAGTTCATACCCTTTATAGAAAGATAACGGCAAGA\nGGTTTCACTCCAATTTCTTACAACACATAAATTTGAGATAACTGGGCAGGGATCTTGTAT\nCCTGAAGTTACCCATCCAATGCTCTTCTATGGGTCTTAAAGTTGAACAATGGGGGAGTCT\nAGCGACCCTTTGGAAATGGTGTGGGCCCTGGACTGGGACTGTTTTCATTAACAAAAAAAA\nTCAATCCTTAGGGCTGGGAAGATGGCTCAGTGGGGAAAGCATGAGGACCAGAGTTCAGAT\nTCCCAGCAGCCATATAAAAAGAGCTGAGTCCACCAGTGCATGCCTCTTAGTTCAGCACTG\nGGAAGGCAGAGGCAGGAGGATGTCTGCAATGTTGTTGTCTAGTCTTGCTGAAGTGATGAT\nTTCCAGATTCAGTGAGGAACTCTGCTTCAGAAGTAGAGACTGATACAGGAAGACTTCTGA\nTGTTAACCTCTGTGATGCAGGAAGACATCTGATGTTAACCTCTGGCCTCCTCATGCACTC\nACACCCATGGGCATCCTCTACACTCAAACACACGCATACCACACCACACATGCATGTAAT\nGCTTTAAGCATCAGGTGTTGTGATGCCTCTGCAGTGAGACACCATCTCATCTCAGTGTGT\nCTGTTAATATTTTTAAAATGTGGCAGAAAAGAAACTCACACACGTGTGGTGGGAGTGTAA\nGCTAGTTCAACTGTCACAGAGAAGAATATGTATGCACCTCAAAGAGAGAAACCCAAAACA\nGAACTATCATGAATCGTTATTCAACCGTTGCTGACATAGCCTAAAGAGATGAAATTAGCA\nTATTAAAAACATACCTGCACCAAACTATCATGATTTATTATATTCAACTGCTGGTTACAT\nAGCCCAAAGACAAAAAAAATTAGTATATTAAAAACATACCTGCATAGCTGTGTTCATGTG\nACACTATTCTCAGTAGCTATGGAAATAGCCTGAGGGCCTGTCAGTGGATGAATGGTAAAG\nAAAATATGATATTCATAAACAAAGAAGTCCCATTCATCCATGGATATAATGTCCTGCCGT\nCTGCAGCGAGATAGAAAGTGAATATATTATGCCACATATTCCTTCTCATAGCTGGAAGCT\nAAAATGCCAGCTTCATGTAGAACATTGACTATTAGAGCTCCAGGAAGTGTAGATAAAGGG\nAGGCTGGGCTTGAATAGAACACACTGAGCAACATTAATACACATTCATCAAAATAGAGTA\nTCATCAATAAAGGACATTATTATGATAACCAGTATTCAGAGGAGATTGTGTATACCCATT\nCCCCAGACAAAAAAGTAATGATTAGAACTTGGCCAAAGTATGTAAGATCAGCACTAAGCA\nTTGGGAAAGATAGAGCCTAGTTTCTTTGTTCCACTATACTGCCAGAATTACTATACTGGA\nGAAACTTATGAGTCTTTCATCTAGGTAGTTGGTACCTTAAGTCAGAGGGACTCATGACTT\nGTACCATGCCACTCAAAGACTCTCTGGTATGAATGGCACCCAGAGACATGGTGCCTAGCA\nCCCTCAGAGTTCCTACTCAACATCTGTCCATCTAAAACCCCAAGCCCTGGAGCTGGGGAG\nATGGCTCAGTTGATACAGCGCTTGCTTGCTACAAGCATGAACTAAGTATGAGCCACAGAG\nACTACACAAAACAGCCATGTGGAGACGTGAACTTGTCATGTTCTGGGGAGGTGGAGACAT\nGCAGATCCCTGGAGCTTGTTGGCCAGTAGCCTAGCCCAGCTGGCAAGCTCCAGGTCAGTG\nAGAGAAGCTTCCTCAAAAAAAAATCAAGGTTTATCTCCGGAAGAACAGTATCCAAGGTTG\nACCTCTGGCCTCCATGCACTCCCACCTGCACAAGTACATGCACATCAGCACCCACACACA\nTAAACACAAACACATGTACATAGAGATACAGGACACACAGGAACACATAAATTCCATACC\nTCAGCTCTTACCTTCTCCCCTCCTTGGTTTTTTGAGATAGCATCTCCCTGAGAGTCCTGG\nCTGTCCAAGAGCTCACTGTGTAGACCAGGTTGGCCTTGAACTCACAGAGATCCTGCCTGC\nTCAGTTGCTGAGATTAAAGGTGTATGCCACCATGCTGGGCCCAATCTCCATTACTTAGGA\nCTTGGTTTAAATGTTTCTGCTTTTAATCTCATGTGAATTCAGATTTACAAAAACTTGCCA\nCTGTAAATTAACTCGTATCTTCACATTCTCTCTGCTTTGTTTCTGGGGCTGGAATTTAGG\nAAGAAGAACCCCATCAAGAGCCCCAGTGTCCTGAGTTGGAACAGAAGATGCTATCAGGTA\nCAGTACGGTCATCGTGGCTTGTCTTCGGCTGGCTGCTGTTACTTACAGCTGGGCTTGGCT\nCTGCCAAAAGATTTGTGGGTGACAAAGGCAAATCTCCCTGTTACAGATGGTTGGAAACAA\nGGCTAGAAGTGTTACTAGAGATGAGGTCCAGGCAGAACACCTGGCCAACAAAACACATCG\nTACTACAAAAATAGCTTGTCCCCATCCTTGTCCTCTTTCTTGCACTAGTAACATTTATGG\nATGAGGCGGTACTTAGAAGGGAGACTGTGGTGATGATGGTGATAGTATAGATGGTGGTGA\nAGAAGGATTTCAGAGTCAGGAATAAAGATAAGGAGTCTGTGAGATCCAGAGGGAAAGGAG\nGACACTGGGAAAACAAGGCCCTCTAAAGCAACATTACTGATGCTCATATGAACTCAGAGA\nCTGATGCAGCATGCATAGGGGCTGAACAGGGCTGCACCAGGTCCTCTGTGGATATAAGAC\nGGCATCCAACCTAATGTTTCCTACGGGATCCCCAAGGGTGGGAACAAGTGATTCTTGGGA\nTCTTTTATTTTCTTTATTTGTCTTGTCCAACTTCGATGTGATAGTTTTTGTTTTATCTTG\nCTATATTTTATTGTTACCCCTTAGAAGCTTGCTTTGTTTTTCTAGTGAGAGATAGAAAGG\nGAGTGGATCTGGATGAGAGGGGTGTGAGAAGGAACTGGGCGGAGTAGAGGGAAGAGAAAT\nGTAATCAGGATAAATCATGTGTTGGGGGGGGGTCCTATTTTCAATAAAAAGAAAAGGAGA\nGTAGTTGTTTACTGAAATCCTTATAATTATCTTGGGAGATGTTATTTGGATCCCTTGGCT\nGTTTTTCTTCTAAATGTTAGTGTGGAGTTAAGCCTGTAGTTTTGCTGAAGTTATTTATTT\nCATAATGGGCAGGGCTTATGTGGAAACAAACAAATGATGAGAAAGTTTATAACTTCAGAC\nTGTAGCCAGTGATGATCACGAGAAGCAATGGTTGGAAAAATAAACGTTAGTGGGGAAGAC\nTTAAACAGAGTAAAAGCTAACTCTCAAGACTCCCCGCCTTTGTTTCCTAACAACCACTGT\nGTTTTGTATGACTCAGTATTGAAAGATGGCTCCAGATATGAAGGTTGCTAGAAGACGCTT\nATCAGTTAGTAGAAATCAGGCAGTAAAGGTTACAAAAATCAACATGATAAAGGAAAGATG\nAAGCAAAATCAGAAAAAGAAAAGTAGTCGTCTTTGGCATGATGGAGGAAAAGGTTAGCTA\nTTAGCCAGCCATGGCATCTTCTACTATATGTATTTGTTTATGTATGTGTTCATGTCATTG\nAGCATGTGGGGTGGTCAGCGTGCAGCTTGCAGGACTTGGTTCTCAGCATCTACCATGTAG\nGTCTCGGGGATAGAACTCAGGCTTGGTAGCAAGTGTTTATGCATTGGGCTATCTCAGTAG\nCATACCGTTTCCTTCTACAGCTATTCAGCCCTTGTTTCCATACCTGTATCCCCATCAAAT\nATGACCATTGCTTTGGTTTAGTGACTCTTTCTAGGATACGCTCCCCTTGCAGATCCCTGT\nATTCCTTGCTCATTGGTTAGATGTTAGCTTTGATGTACTGTTCCCCCAGAAAACTTCCCT\nGATCACTTCATACTCCTCTGTGTCACTTTTCACCCTACTGCCTTTCTTTTTGGACACTTG\nGAACATAGAGCATACATATAACAGTCATTGGTAGGTCTCCCCCTACCAATGAAATTGTTA\nGATATCGGAGTGTGATTTCAATCCTCCTGCCTCTACCTCCAAGTGCCGAGGTTACAGCTG\nTGTATTGCTATACTCACTTTATGTGATGCTGGGGATTAAACCAAGGGCCTTATGCATAGT\nAGACAAGCACTCTTCCACCTAAGTTACAATCTCAGCCCTTAGGAGTCTCTTGGTAGTGAG\nTCCCCTGTGTGCATTTGTGTAAGGTAGTGTTTTTCTTCTGTGAGGAGATGAACATGGTTT\nGGTGAAGGCTATCTCTGTGCTTGGCTTTGATTTTTCAATTAAACAAAAAGAATCAGACAT\nGGTGCTTGTAGTTGTGACAATAGAACGTGTTGAAGAGACAGATATGTTTATAACACAAGA\nAATGCTATGAGATGACAGTGCCATCAAAGTGCAGCTGGCTGCTGGGAAGAGGAGACAGCT\nGGTCCACACTGGGGACTGTGACCAGGAAGGCAGTGTCAACCTTGGGGTTGAAGACACTTG\nCAATGATGCTTGGAGTTGGAAAGGAGGGGCATAAGGCAGAGATGACATCACACCCTTTGT\nCCTGGAAAATGCCTCTAAGTGTCCCTTTGTACTTGTGCCCTTGATTGTCAACTCCTCAGA\nTAATGCTCATTGCTGGGACCACACAAAATCAGCCAATGAGGAGATCAGGAGCCCAGGAGC\nGTAGAAGTGGTATTTGCTTTGTTCACTGAGTGTCTACTGTAGTTTGAGGGCATTTGTTCA\nTATGTGTGGGAAAGCACTGCCACACTCAAAAGCTTTTCTTTCGTGAGTGTACACATGTAG\nGTGAGAGGGGTTTATAGGCATTCACAGGCATGTGCATGTGGGTGCCAAAGATCAACTTCA\nAGAATCATTCTTCCAAATTTGCATCTTGGTTTTTTATTTGTTTGTTTGTTTTTGAGACAG\nCGTGTTGCACTGGCCTGGATCTTGCCAAACTGCCTAGGTCAACTGGTTAGTGACTAAGCT\nCTGCCTATGTGCCGACCTAGAACTGGCTTTCTTAATGGGTTCTGAGGATTGAACTAAGGT\nTCTCATGCCTGCATGGCAAGAATTTTACCGAGAGGGCCATGTCTCTAGCCCTGTACAAGG\nATTTTCAAGGATACCATTGACTCCACTGAATTCCATGACATCCTAGGGAGAGAAGAATAT\nTTCGTTTCCATTCTGCTAATGTCCTGGTCTTTAGGACCTCTGAGGGTGTCACTAGGAATC\nGGGCATCCTAATAAGAGTCTTCTCAGCAAATACACTGGGACTCAGAGCACAGCTGGGAAA\nAACACTTCTGTGGAAAAGGAGAAACTATGCTTAGTTTGAAAATTAGAATCCCAAGACAGG\nTAACATGGTGTACATCACACCAGTCATCCTGGCATTCAGAAGCAAGAGGATCATGAAGCC\nAGCCTTGGCTATGTAGTGAGTAAGACACTATCTGAAGAAAAAAAGAGAAGAAAGGAAAAA\nGGAAAGAAATTTAGAATCACAATTTCTTTGTTATTATTGTCAATTTATATTTGGGACATA\nTGAATACGTGGCTTCTGTCTTATTATCCTAAAATTCCACCTAATAATTCTATTCTGTAAG\nTAGAAATTTCAAGCTAAAAACACAGTCTCTTACTACTTATTTATAGATTTAAGGTTTTAT\nTTATTTGTGCATCTGTGTGAGATTTTCTGTACAAGTGAGCAGAAGGAGGCATCATATCTC\nCTGTAGCTGGCTTTATGTGTAGTTGTTACCTGCCCAGTATAGGTGCTGGAACCAAACCCA\nGATGCTCTGGGAAAGAAAAAAAGTACCCTGGTGTGAGGAGCGGGTGTGGCAGCAGTCCCA\nAGAAGGCGCCAGGGACTGCAGCTAAGTCTTATGACTTGCACCTGACTTCCTCATACACCT\nGAAAATAAGCCACAACCATCGTGAGAGCTGCGCAGGTGCACCATGATGCTGGCGGTTTAA\nACAAGTCCATATTTGGTGGAGACATGCCCCTGCCTCCCTGATTGGCTGAAGCTGCGTGCC\nTGGTGAGGTGACGCGGCCTGCTGTGAGTGGATGGGGACTGAGAGTATATAAGAATGAGAG\nGCCCAGGGTTCGGGAGAGAAAGATGAAGCAAGAGAGATGAAGACTGAAGTTTGCTGAATA\nAACTGCTGTTAGAAGGACTGGTGGTCGTGTCCTTCTTGCTGGTCGAGAGCAGATGCGACA\nCCCTGGACCCAGAGCCATCTCTCCAGCTGCAGAGTCTCAGCATTTCTAAAATTCTGTGGA\nTTTACTCAGTCCGTGCTTACTATAGAGAACTTTATTCAGGGCTTACTGCTGAAGGGCTAT\nTTCTAGCTTAGCTTTGAGATATCCTATATTTGTGAATCATTCTTTGAAATTCTGTTAGGT\nACAAAGTGGATAGGTTGTGTTGGCTAAATTATTTCAAAACTATGAAAGTGTAATATCAGG\nAAGAATTTATTGGATGTCTACTATGTGTCAGATATCGTGTGAAGATATTAGGCAGCTAAA\nTGCATAATTACAGCACTCTACCAACAAGAAATGAAGCCATTAAACACATTAGAAGAAATA\nTATACTATACAAATGATAACCTTTAAACAAGTAAAATGTAAATTATGGAGAAACCAGAGT\nGCTGAGGAAGCCTTGTCGCCATGGGCCTTATAGTCAAACATAGCCTGTAATTTATAGAGA\nCAGGGGACCAAGAACAAGAGCAGAACATAGCATGTGTCCAATGAGAGACAAAAACAGAGG\nGCCAGGGAGACAGTTTAGTCAGTAAAGAGTTTGCCTTGCAAGCACAAGGACCTGAGTTCA\nATCCCCAGCATTCATATTTAGAAAAACCAAACGCAACCCAAACCCGACCCAACCCAACCC\nAACCCAACTCAAACTAACAAATAAAAACAAAAACCAAAGCTGGTATTGTGGAGTGTGTGC\nGTACCCCCAGTGCTGCAGAGGTACAGAGAGCCGCTCTTCTTGGTCAGCCAGAGTCTTCTG\nTTTGTCAAGCTCCATATCAGTATGATTCTGTCCAAAAATAACGTAGGGAGCTGCAGAGAT\nTACTCAGTGGTTAAAGCATTTGCCACGCAAGCAAGAAGAGCAAAGCTCCCAGAACCCATG\nTAAGTGTTTAGTGGGCCTGGCCACTTGCCTGTAATTCTAGCCTTGGGAGGCAGAGGTAGG\nGGACTGTGCCAGAGCAGGTTAGTGAGGCAGGGTAGTTGTATTGACGAAGTCTGTGCTTGA\nTTGTGAGACTCTGCCTCAAAAGGCAAGGTAGAAGAACAAGACAGGAAGATCCCCAGTACT\nAACCTAGGACCTCCACATATGTGTTCATACACATGAGAACATGTATGCATACACATGCAC\nACCACACATACATGCACATGAAACAAAGAAAAGTCAAAACAACAGCAAAAATATCAAAGT\nGGATGGTATCTGAGGGCTTACAACTCCAGGTTGTCTTCTGATTGGCACGTGTGTGCCTTC\nAGGCACTCCTATACACACACAAAAAAATGCACATGCTTGCACATGTGTGCACATACATGA\nGCACATGCACACATGCTCAAGAGTAGAGGACAACTGGAACTCTCAAGGGATGACATGACC\nAACTGGGGTATTCAGGATTTTTTCTCAGAGAACATGATATATGAAGCAGGCTACAAAGAT\nGGATATAGAATTCGTTTGTCAAGAGATATACATTATTAGCCGGGGCATTAATAACGTGAA\nAACCAATTACTTTAATCGATATTACTCACAGTGATATCTACTTGGAGATCAGACCTTTTC\nTTGGACTGATGACCTAATCCTTAGGTGTCTGTTACTATATCTGGCCTTGAGATCTATAGT\nCTATATGTGTAGGGGCCGCCTGGGAAGCAATGGCAGTTCTGTGTGTGTGTGTGTGTGTGT\nGTGTGTGTGTTTAATCCTAATTACTGTCATTGTTCTCTGTTTTCAACAGTGCTTATGCTC\nACTTGAAGGGTTTCTTGACTGTAGTAGACAGAACCCCAGTGCCTACCTAGAAGCAGGTGT\nCATTTCCCTGAGCTTCCATGGACATCTAGCTAGCACACAGGTGTCCCCTTATATAATATC\nTGTTTCTCAGAGATGCATTGCTCAGTGCTATCCACTGCTGCTCCCTTTCAGCAAGGGGAA\nCATGGAGCGGGGCTTGCAGGTAGATAACTGATTACTCTTACCTCCAGCCAGCTCTTCTTA\nTGCCCCTTCCTCTTTGCTGGTCTTTCTCCCAGTATACTTAGCCACCACATGATCATCAAC\nATCTTGAAACTAGAGCAGCTGGGAGCACATCAGTGTGGTGTAGTCTTCTCACAAGACCCT\nCTCTTGTGGGAACATATATGCTCCTCAGAGTAGAAAGGAGACCACGAGAGGAGAAACTCT\nTAAGGAAGAAAGGGAAAGAGAGGGTAATTGAGTCCATGCCATGTTAACCTGGAAGCGGAG\nAGTGTCTTCGAGAAGAAAGAAACAAGCCAGAGAAAGGCAGAGAGCCTAAGGCGAAAGGCA\nACAGAGGGCAGGGACAAAGGAGAACAAAGAGAACAAAGCATAATGAGCCACGTGTATGGA\nGATGCCGCAATGAAACACATAGGCTGGCTTAAAAATTAATAAATAAATACATCCCCTTGT\nTGAAGGATGGAGGGCACATGATGCCCCTCCACAACACTTAGCAAGGTGGGTAGACTCTTA\nCTTAGGTTTCCTATCATTGCCCATATGCTGACCATGCTTTTGTGAATCCCCATTCCCCTG\nCTTCTGTAAGCAATTCCAACTAAACTCACTGGTTCACCAAGCTTGCCTGGAACAGAGTCT\nTTTGCTGGTGCCTTATTTCTGAAGCACAACCACATATCACCTCCTCCTCCTCAGTGTTTG\nGCTCCTAGCTTTTTGAACAGCAAAGGGTGGGCTGTCAGGCACACAGCCATTACTACAGTG\nGGATTTTAAATTTCAAAATTACCCAGAGAATGAAAACCTATGGAAGCTATTTTTAATATC\nAGCACATAGGCAAAGAAGGGTGGGTGGAATGGAGGGTGAGTAGGGGAGACACTGTTGGAG\nGTAATTCTGTCACGTGGCCATACCTTTCTTTACCCCAGCACAGGAATACCAAAATTCACG\nGACAAACACACCAAAGGCTCCATTAGGCTGTGTGCTTCCTGAGAGCAGTGGACTGTGTCT\nTAGTTAGGGTTTCATCGCTATGAAGGAACACCATGACCATGAAAACTCTTACAAAAGAAA\nACATTTAACTGGGGCTCTGCTTAGAGTTTCAGAGGAATATTCCATTGTCACCATGGCAGG\nAAGTATGGCAACATTGATGCAGACATGGAGCTTGAGGAGCCGAGGGTTTTACATCTTCAT\nCTGCAGGCTGCAGAAGGGGACCATGTGCCACAGTAGGGCAAGTAGCACAAACATATGAGG\nACTCAAAGCCTGCTCCCACAGTGACGCACTTTCTCCAACAAGGCCACACCTACTTCAACA\nAGGCCACACCTCCTAATACTGCCACTCCCCGTGGGCCAAGTACCACACACACACATACAC\nATACACACACACACACACACACACGGACACGGACACGGACACGGACACGGACACAAGAGT\nCTGTGGGAGTCAAAGCCATTCAAACCACTGCAGACTGCATCGGTTCAAAGATGAAGCCAG\nAGCCAAGGGAGATTGAGCTCAGTGAGCAAAGTGTTTGCTGTGCAAGCTTGAGGACCTGAG\nTTTGAATGCCCACACCTACACCAACGGCCAGCATGCCAGCAAGTGTCAGTTGGAAGCTGA\nGCCAAGCATATCTCATGGGCTGGTTGGTCATCCAGCCCAGCTGAAATGGCCAGTTCTAAG\nTTCTCTGCAAGACTCCATCTCAAAAAAATGAAGTAGACAAGTTGTCAATGCAGACCTACT\nGATGTCAACCTCTAGCTTGCACTGCCCCCCCCCAATCCCTCACAACATGGGCAAGCACAC\nTCACTTCACACAAATACGCCCCTCACATGCTTGCATGCACATAACTTTTAAAAAGAAGGG\nAAAAATGAAGTCAGATTCTCCGTGGGAAGGTGAAATTTCAAAGATGCATCACATCTATTA\nGACAGAGTACTCAGTGTGAAAATAAAGGGAAGGATGTAAGATCGGGCTTACAAATGCACT\nGGGAAGAGAAAGACTGAGACTCTGGTTTTGTGAATAATCACAGCATGTCAGTGGAGGCTT\nTGTGAGTGGAAATACTCCACACTTATGCTCTTCTGTGCTGTAGTCAAGACTGTGTTGTTT\nAATAGACAGCAGGACAGAGCTACCTTACTAATAGTGACAAGAAGGGGGCCCAATGCCAAA\nCAGAACCATTTGTCAGCACAAAGGTGCATCCTGAAGCTTGGCAGCCTGGTAAGCCCATAA\nCTGGAAACAGCCGAAAACAGGGACAAACCTGCATATGTCTTGTTTTCTGAGAACAACCCC\nACTTCTCAGAAACTTCTATGCTCGAGGCCCTCTCTGACTATAATAATCAGGGTGGAGAAA\nCAGAGCCACTAGGCTATAGATTAAGAGATGTTTGACGAGGGACTGGCTAATATAGCCTGC\nGCTCTGTCACTGTGAACTTCAGCCCCAGGAAAGCTGGTAGTATAACTCTAAGTCTGAAGG\nCCTGAGACCAAAGGAGCCACTGGTGTCAAATCGTAACCCAAGGTCAATGGAAGAGTTTTC\nACACTGCCTCAGTTCTTCTCGCCTCGATGTCGAAACACCTCATCTAAAAATGTTCATGGA\nAGAACTGTTGCCTCTGGCTGGGTTTCAGAGGGTCTGGTTTGTGACTGATTGGCCCCACAC\nACTCGAGCAGAACCTCATCCTGGTAGAATTATGTGGCAGAGGACCTTCTGTCAGGGTGAA\nGAAGAAGAGAAGGAGGAAGAGGAGGAAAAGGAGGAAAAGGAGGAAGGAGGGAGGAAGGGG\nGAGGAGGATGAATAGGAGAGAAGAGGGGGAGGAATAGGAGCAAAGAAGGAGAAGGAGGAA\nGAGCAGAAGGAGGAGAGAAGCATTGACTAAGATGTAATCCTTTCTACAGACTGTGCCTCA\nCTTCCTCCAACCCATCCCTACCGTCTAAAGTTTTCATAACTTCCCCAAATATCACCGCCA\nGCTGGGGACCAAGTGTTTAAGACAAGTACCCGTGTAAGCCATATTCAAATCTCAACACCC\nAACCCGAGCAAACAAGCTTCTCCTCTGGCTTCATTCCGACTCTCTATAGCATAGATGATT\nTTTCCCACTTCACAGGTAGACGGCTTTACTGAGAGCCCTCCTTCCTAATACTCACCTTCT\nGGAAACATCCTGACATAAATACCTAAAATTAGCCTGTGCGCCTTGGGCCTGGTCAAGTTC\nACCCATAGAATGAACACTTTCCCCAGGGTAGGTTCCTTTCCTATTAGCCTGTCCATGGAA\nCGTGTTCCTTCCTCTGAGTCCTCTATGCTCATCTTACATTTTATTTTAGAAAGCAACTCT\nTTGGGTTTATGTATGTATTTGTTTTATGTGCATATGTGTGTGCCTGCATGCATATACGTG\nCACTCCCTGTGTGTTAGACCCTGAAGAGGTCAGAAGGTGTTAGATCCTTTTGAAATGGGG\nTTACAGGTGTTTGTGAGTAGTCGTGTGGGGGCTGGGAACTGATCCCAGGGCCATGAGTAA\nTAAGTGTTCTAAACCAGTGAGTCATTCGTCACCCCTCTTTCCCAGTACCCGGGGGCATAG\nTGGGGTAGAGGTCTGGGGGTGGGGGTGGGGGTGAGAAATAGGAGAGAGACAGAGACAGAG\nGCAGAGAGGGAATTTTACTTATCGAATTAAACTTGTATCCAGATCTCAACTACTTCTGGT\nCAGTGTTGCAAAGATTCCCAGGGTCAGCCGTGTAACTTAGAGCTACCAAGCAACTGTGGA\nGTTTAGCGAGTACACCCTCTTTTTGCCAAGGGTCCCCTGGGGCTGATTGGGATCCAGCAA\nATTTTCAGAATTGGCAGGGTGACACAGTTTAGGCAAGTTTTCACTTCCTGTGGTTTGTAG\nGTTACTTAAGTGTGAAGTAACAAACCTCAAACGGTTAAAATTCTCCAACCGAAAATGGTC\nACAGTGAGCACAAGGAGACAAAGCTCTGTGGTGTTTGTAGCCTGGGAGGAAGTGAGACCA\nAGGCTTGGCGAGCAGAACCTGGTTTTTCCATACATGAAGCTAGCCCTGGGGGAGGGCCAT\nCTGGGCAGCGGTTAGAGTCAGGCCTTCTGCCTGGGTAAAGATAGCAAGGCATGTTTGTTC\nACACAAATAAAATGTCAGGTTCTCTTTTTGCCTCCTCTTCCCTCCCTCTATTCCCCTCCC\nATTTCCCCCTCCTACCTCCCCCTCTGCCTCTGCCTCCGCCTCCGCCTCCCCTCCCCCTCT\nCCTCCCTCTGTGTGTGTGTGTGTGCATGTATATTTACATGCGTGTGTGGTATATGTGGAG\nTCTGGAGGATGGCAGGGAGTGCCTTCCTCAGTGACTCTCCTACTTACACAGTGAGGCAGG\nGGCTTTTGATTGAAGCCACCAGAGCTTGCCTGGTCTAGCTAGACAGCTGGCTCCATGGTT\nCCCTTGTCTCTGCCTCCCTAGTACATAAGTAGGCCACCAGGCTAGGCTTTCTGTTTACAT\nGTATGCTCTGGGCCTGACCTCTTGTCCTTTACATATGTGTAGCCAACACTTTACCTACTG\nAGTCTCTCCTCATGCCCATGGAGCCGCCTCCCCAGCGGAGCTTTTCTGCGTTCCTTGTAG\nAACAGTCTAAAGTGAGCCCTCCACTAAAATAAGCTATCTGAAACACACATGCCCTTTGAT\nGGCACAAATGATTCATGTGTCGCCCACCCAGAGTCTCCCCAGGCTCTGGCCAGAGAGTAG\nATAATTACTCACACACCAAGGTGAGGGGAAAGACAGGTAAAGTGGCAGAGGTGACTCCAG\nCTATTTGGGAGGCTGAGGAAATAGGAACTCATAGTCAAAAGCTACATAGGCTACAGGGTG\nAGTTCAAGGGCAGCTGGGCAACTTAGTGAGGCTGGAGAGCCGAGTTTTAAATAGAGTTAA\nAGGGGGGGAGGAGGTTATAGCTTAGTAGCAGCCCAGCTGCTTAGCTAGTGCTCTTGGGTG\nTGCAAGGCTCCCGCTTTAATCCCCAGGACTAGGAGGGAGGGTTAGGCGAACCTTTTACAA\nGAGGTTTTACTGGGATTAGTGGTGAGTTTCTAGGGAAATCTGCCTGCTCCCCACTCCTTC\nATCCATAAGACTCTTAGGTTTGCATGGATTGTGACGTCACTGCACACCAGCACTGTGTTC\nTCCCTGGGCTTCTCTATGCCACCTTCATTTGTTACAAGCAAGGGGAGAGGGAGAAAGAGA\nGGGAGGGGGAGGAAGGGAGAAGGAGAGAGAGAGAGTAAGAGAGGAGAGAGGAGAGGGGGA\nGGGGAGGGGAGGGGGAGGGGGAGAAAGAGAGGGGAGGGAGGAAAGGAGAGAGGAGAGAGA\nCCAGAACAATCCTTTAATACAGTGAGCCAGGCTTGTACGTGGCTATTGCCAGGTTGGGCG\nGAGTGCTAAAACATGCCAAACATCCTGAATGAAACCTGGGTCATAGCAGGTGCTTAGTAG\nGTATCTGGATGAGGTAGGGATGTTTGTCTAGTCTCTTAAACTATTAGTTCAGGTGGGTGA\nGCCAGAAACCAAACGCTTTATCTTCTGTTTGTTGTTTTCCTTCCGCTTCCCACACAATGC\nCTGGAATGTGTAAGAACTCACTGAATCATGAACCAGGGACTGAGTCAATTAGAGTGATGT\nAAAGACTTTTGCTCATTTGGGGATTCTGTAAACAAGAAGTTACTCAGGGTGCTCCATAGG\nATGTCAGAGCTGAGTCAGACTCGGATCCTGCCTCCAGGAAACCAAATGTTTCCTTTATCT\nCTAGTTTACTGTCTTTCCATGTGCTTAAACCTAGGGCAGTTTCTGAGGCCTTTTACTAGG\nAAAAACAAACAACAAACAAAATTATCATGGATCTCAGATGACTTCGAACAAAGACTGGTT\nTCCTGAGTGCAGTTATGAGTCTTAACAAGGGCTTGGGGGTGTAGTTCAGTGGTAGAGAGC\nTTGCCTAGGCTCTGGGTTCTGCATTGAACTCTCAGCATCTCAACAAACAAATGAGTGAAG\nGGAAAAAAATTGATCATCTAACCTTCTAGCCTACATATCAAACCACTCGCCTTTGTTTCA\nCACACTAGAGGTTGGATTTCACTCTCTTCCTGAAAAGGTGGGAAGAGGAATCAGTCTCAA\nGGAAGTGAAATGTGGCAGAAGGCCATGAACTCTGACCTAATTCATAAGGAAACATTTCTT\nGAATTTACTATTGATCCTGCATTGTCAAATATAGATAGGAAATAGAAGAGAATTGTTTAT\nTATTATTATTGTTTATTATTATCATATTATTATTATTATTATTATTATTACTGCTTAGTG\nTCTTCTACACTGGTTGCCTTAGACAAAGAAGAACCATTTCTCTAGTGACCAGAGAAGGGA\nGTAACATGTTCCAGGGGAGAGGAAGGCAGCAATGGTCCCTTCAGGGTCTGGGATGGAAAG\nAGATTTCTTTGTTTGCTTTAAATGATATGAAATATTCTTCTAGCCCACTGCCATTTTGTA\nTCCAGAAGGGAGTCAGCCAGTGGCACAGAATTTCTAAGTTCTTAGTCCCCTCTTTAGCTA\nAACTAAACTTAAAAAGTTCACCAAGATGGCAACCTCTGTACAAACACTGGCTTTCCTTAA\nTTCAGAAAATGCCCTGGGGCATTAATTGTTCATGAATAAGAAAATGCCAAAGAATAATAA\nAAATGAGGCTTTGGCTTAGACCTCTGCATTTAGCTGCTTTCCCATTTGACCTGCGGTTGC\nTTAACTGGATATTTGTGTCCTAGACAGTGGCTTAGAGGTTCCACTTTGGCCTTAACTGAG\nATTGACACTGTGTCCACAAGGAAGATACCCTGGTGGCTCTGTTTCTTATGAATCTACATT\nCTCTATGTCTCTTAAGACAATGAAAGTAGAGGCATGGAAATTTCCAGAAGTTTACCTACA\nAGATATATTGGTTATCTAGGGTAAAATATTCAGTATGGTAATTTGTAGAATTGAACTGCC\nTGAAATTTTAATGTCACAAAATCTGTACCTATACTACTCTAGATTTTAATTGTGACTATT\nGTGTTCGTATGCAATATATATATATATATATATATATATATATATATATATATATATATA\nTAGTCATGTGTGCAAGTGTATGTGGAGGTCAGAGGACACTTTTGTGAATTGCTTCTCTCT\nTTCCAAATTCAGAGGTCAAGCTTGGGTTTCCAGGCTACCCAGGAAGCACTTTTACCCACT\nGAGCCATCTCCAGACCCCAATTTTACCTTTTAAAATATATTCTTTGTATGCTTCAAACTG\nAGTGTGGTCTCTTGGCCAAGAACTCTTGGAGGAGGAAGTGTTGTGAAGGGGATATTTGCG\nTACGAAGTCTGAAGTCAGGCTCTCCAAGCTTCTCTTGGAAAAACCTGTAAGTCCTGCCCA\nCTTCTCTTTTCACTCCCCCCTGTATGGGTTTGAACCCCTAACTCGCTCCCTTTTTGGAGT\nGTTCCTTTCTTCCCATTCTCAGGATGCAGAGAGCAGAAATTATCTAGAAGTTCTAGCGGG\nCAATAGCATGAATGTCTAAGATAGAAATCTCAGAGAGTCATGGATACCGTGATTTTTGCT\nGGTTATTCTTGTCCCTTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTC\nCTCCTCCTCCTCCTCCTCCTCTTCTTCTTCTTCTTCTCCTCCTCCTCCTCCTCCTCCTCC\nTCCTCCTCCTCCTCCTCCTCCTTTTCCTTCTTGAGACAAGGCCTCATAAAAGGTTGAACT\nCTCTACATGGCTGAAGGTGACCCTGAACTCCTGACCCTCCTGCTTCTACCACCTCCTAAA\nTTTTGGATTACAGGTGCCACCATGCCATCCACATTCAGCTCATTTATTCTCATACATACT\nCTAGTTCCACCGGTTTTGCAGATGTGATATCTTACCAGATGTTTTGATCTCTCAAGGCGG\nGTCAGTAGACCCATCTCCTCAATGGCTACACAGGGGGATTCAGACTGGTCCTCACTGTTT\nCTCCAGAGCCCTCAATATAGCAGTGGCAAACAATGAAGTTTGGGTGTGTGGCCAACCATC\nTCAGCTGCCCATGTTCCCTTCTTGTCAATGTACTGTCCCCACTTCTAGCACCTGTATGCC\nTTTGCACAGAGTCTCTTCCTACTTGTCTTGGAAATGGTCCCCTCTGAGAACAGCTCCTCT\nTTAGTGAATGAATGAATGAATTAATGAATGAATGAATATGACAGTTTTCTCCCTTTTGCA\nGAGGATGGTATAGCATGTTCTGCACTCCCAGTTTTCCCAGCAGAGTGAAGCCGTGCTACC\nCTCAGGAGTATCTGGTGGATATAACTCCCTGGCAATTCTTTCCCTTGCCTATCTTATCCC\nTACACCTAGCAACTCTTGCCTCAACTGCTCTGGTCAATATGTCTGTCTCATGGTCAGCTC\nTGAGAGGACCTAAAAAGAGAGGGTCCATTGAGCATACTCAAGGATTAAACACTACTGTAT\nCATATTTGAAAGAGAACACTTACTGAACAGGTGAAGAGAGGCAGTTGATTAGAACGGGTG\nGAGAGAAGAGTCGGCTAAAGAGGTGGATTCTAGTAAATGGAATCTAATGTGATGGGTAGC\nAGAAATCAGCAGAAGTAAATGATCTGTGTGTACCTTGGGAGAGTCAAGTCGGCAGCTTGG\nTTCTGAGAGGCTGAGTCTCTTGGAAAATGACTCCTTCATACCACTCCCGGGTTTCAGCAC\nCAGAGGAATGATGAGAAGGAGGAAGCCCCGACTCTTCTACAGTGTGGAGATTTCTATTGT\nAGATATGAGGGAGAAGGCAGGCAGAGGGAAGAGTCCATACTGAACATGGCTGGCAGAGTA\nAACCAGGCCTTGAGAGGAGACCAGAGGAATGAGAGGAGACACAGGGAGGAAGAGCAAGAG\nAGGAGCTGATGACCAAGAGAGGTGACCCGGGCCAGGAGACTGGCATAGCCTAAAATGGCA\nGAGTTCTATTGGCGTCAGGTTTGAGGAAGGGAAGTAGAAGCTCAGCCTGTGAGAAGGAGA\nGGTTTAGGGTAGGGGATGGAATGGAGCCACAGGTAGTAAGTGAGACCTGTCCCAGGTTTC\nCTTGAGACCAACATCTACTGGATAATAATAAAATTGTGACATGTAACAGGTTTAAATATA\nAGTTAACGTATGTTCTTTAGAGTACTCATACCCGATTGGTCAGCATTATAGCTTGCCTCG\nAAATTTCATACTTGATGGTCTTTTGCAGTTGTAATGTTCTAGTTGATCTATCTGTTAGAT\nGTTTGATGATTGGTGAAAAGAAGTGATATTTATTCATCTTTAATTTCACTGTCTTGAAGC\nATATCTGTTCCCATATTTCAACTCAATTTGTGTATGCTTGATCTGACTTTGGATAAATTT\nAAATCATGGTGTAGTTTAATTTTGAGTACTAAACCTGTACCCCAGTACTAAACCTGCACC\nCCAGTATTCATCTCAATTGCTCATTGGCTCTGTGTAAACTTTTCTTGAGGGAAAAAAATC\nAGCAAAAAATCAGCTTGGGAAAGAACACCTCTGGCTCTTTATCCCTCATACAAATGTTGA\nAAGAGAACATAAAACACAGCAAAGTGTTAAAGCCTGTTCTGAAATAATGTTTTCCTGTCA\nGCAAATTAACAGATTCTGGCTATAATTAGTAAATAAAGGAAATGCATGTCTATATTCCTC\nATAGCCACTGAGAAAATAGAAAATAATTCTGAAATCCCCCAAAGAGAGACCCTTACTACA\nTGACTAACACCCTCCGGCGCATCCATTTAATTGTAGATTTTTGTTTGCTCATAGTCTTTA\nAACAAACAAACAAACAAACAAAAAACAAAAAAAAAGCTCAGTTTCCAGGTTCCAGTTTCT\nACAGAAAGTGCAACAAGTAAGAGAAGCAGGCCTGTGTTCCTAAAGAAAACTCCAGTTGTG\nCTCTCTCTCTAGCTGCCCCTCTGTATCCTGCCAGGCCCAGGCCGAGGGCATCTGAAGCTT\nAAGCTCCTGGCTTAGAGGCTTAGGTTGTGAAAGGAAGTAGGAGCTGAGGAAGAGACACAA\nATAAGAAGCCATGCCATTTTTCAGACAAGAAGAAACTCTTCCCACGTGTTTTGTGAACCA\nTGTTGTGTGTTTTTGCTCCTTTAGTAAAAGTTTCTGCTTTGTTATCAAAGGATCCAAGAA\nGACAGTATGGGGCTGTTGCTATGGAAATGGGAGAGGAAATGCCCGTACCAAGCCTGTGAG\nTGCTTACCTAAGCCAGAGATCTTTGCGCAATTCCCCAGCTTCCTGCAGTTGTGTGTTACT\nTGGTACGAGGGGCTAATACTGTACTGTGTAAATGCTCTTCCTGGTTTCAGTGATGAAAGG\nTTACGAAAGCTTTCACAACTCTGAAGATACCACTGAGAAATGCAGTCGTATCCTGGGTGG\nTGTGGCTGGACCATTGGCAATAACCAGCTCTATCATGATGCTGCAGTAGCTGTCACCAGG\nGATAGCCTGGGACCTGGGCTTCTCTAGAGAAGGGAGAGGCTCCTGCGTACTTCTGAGGGC\nACTGGGGTGGCAGTTGCTTGCCTCTGTTCTTGCTTGGAAACGCTGATGAGGTTAAATTGC\nCTCAGGAGAATTTTTCCATCTGGCCGTGTGCCTGGCACCTTGCAGATGGAGTTTTGATCA\nAGTACGATTCCAGTGTGTGTAGGAATCATGGAAAATTTCAGCTTGTTATGCTAAGGAGAA\nGGAGACAAAGGGACAAACTGCCCTTAGCTTCCTCCAAGCTATGGAATCAAAGACTCAACA\nAGTAGATGTACATTTCACCAAATCCTGGTTCTAATATTTGTCTTAGTTGTAATATGGTGG\nCATCTGCCCATTCTGGACATATTTAACTTGTCCATGTGCTCCCTAAGTATTTACAGAGCC\nTTTGCTCAGTGTTGGGTGAAGACGGGGGCGTCAGGTTCACATACTTGATGTTATGTTCAT\nTTAAAGCCATTATTCTTGGCAACTTTAAAGTTCATGTATCCAGAACTTTATATAAACTTT\nCATAATATTTTCAATGTGGATTCTTTTCACAGATGCCTTTTCTATAGTATGTGGTTTATT\nCCAATGATGCAGAAAGACATAAAGAATGTGGACAATTACATGAATTTCTTAAAGTGACTA\nCAAGTTCCTCAGCTAGCCCTTTGATTATCCTGAGGCCAGCTACCAGCTAATTTTCAGGAT\nCGCGTTATCACAACCGATTTACTGTGACTGACTGCACAGGTGCTCAAGCTGGTGTCCATG\nACAACAATAACAACAGCTAAAACACTCCTGGAATACTTAGGATGTGTGAGGCACCTTGCT\nCAATGTCTTTGGTAGAGTGACCATCTAATCCTCTTAGTAACACAGATAGGGGTATTTTGT\nTTCTCCTTTGCAGATAACTCAGCAAGCTTTAAAAGTCCTTCTATCTAAGGTCTCATAGCA\nAGAACAGGATGAATCTAGGATCCAGGCCTGATTAAGTCCAAAGGCATTTTAACTCTTGTC\nCTTTCTAATAGCGTCTCAAATTCAGTATGTATTCTAGACAGATTTGATAATGTTTCATCA\nATACCACGTCAAGAAGGTTAGCTTTATATGCCTCTGATTTAGCAAAGTTATCAGCAGAGA\nCTTTAGGTCTGGTGCCATTTAGAAAGCCCCACCCCATAGTTTCCCCCAATGAAGCGGGAA\nCTCTGAGGTCTAGTGGGTTCTTAGAATCTTCTCTGGACAAACAATGTCATGCTTTGATGA\nAGATAAAGTAGAAAAATGAGACATCATGTTTCCACTTAGCTTTGATGGACTTGAGTAGGT\nGTTTAACTCTGACTTTATCAGGACATAATATTTACATCAGTAGAAGCAAAGGCAATAGAC\nCCCTATACACCACCACCCTGAACTTGCCTTTTTCTCTCTGTATGGGACTAAAGACATATA\nTATGCCTTTAAAATGATAACTACTGCCTGGCTTATCACTGACCTTTTTGGGTCCAAGTTT\nTGCCTATTTTTATAAATCTTACACACATTGCTATGTACTTAGCCATAAAAATCTTACACT\nCAGACTGGAAAGTCCAAGCTAGATTCTCTGGTATCACTGAGATAAGATAATATAAAGCAA\nGACGTAATCCCAATAACCCCTTCGGATGGCCCGTATCTTCCAGACGTTCATGACTGTGAA\nTGTGTTCCATCGCCAGTGTCAGAGATGGGCCAATTATTCATACTCTTCTTCATATGTATT\nCTCTTCTGTAGCCATAGAATACTGATATCACTGTGTGCGGTCACAGTCTCATCTATAAAA\nTTACATTCCTACCACCTTCACAGAAGAGGGCAGGCCAATGGTACGTAAGCTCAAGTTGTC\nAAGGCTTGTCTTCATTTGTCCTCTGTGAGGAGATCCTGATACAGGGATTCTAATATGGCT\nTCTTTAGCTTGGAAACGATATCAATATCAGCAAGTACAAGAAATAGCTATGAGAAAACAT\nGGGAGATACTGCCAATCAAATGTTGGTTATTAAGAAACGATTATTAAGAGAAGAATCACA\nTTGATACTTGGATTTTCATGTACTGGGGACTTTGCAATGCACCACAATGCCAGACAATTT\nTTTTTCTGTTCCTACTACTTACAACCAACCTTTCCCAAATTTTGACTGATGCATGGTAAG\nCAAGGGAATGTGGCTTCTTTGATTTTTAATACTATTTTCATTTTTCCTATAAGCATACAC\nTATTCTAAAATATATAGTGATCTATAACAAAAACATCATATCAAAATATAACATATCATA\nACATATCAACATAGCAAAAAATGAACAAAAAAAACATTTAATATTAAGTGAAAAAGTAAG\nGTTTAATTTGGAGCTGTGATATTAACTGCAGAATACAAACAATGAATGAGGCCCAGCTTT\nGCCCAGGTGAGGAAATGAGTGTTCACATCACATGCTTACCTTTATAACTTTAGCTCCCAG\nCATGCTAAGTAGACAGGGAATGCTGCTTCTAAATGAGTGTAGGAGTTAGAGATGAACTAG\nTGTCTAATGTTCCAAGGTCATGGTAATGAGGTTTCACAAGCTTAAACTGAAGAAAAGGGA\nAGAATATTCAGATATGACAAATTTTATAACTCCTAAATAGATTTAACGTTGTTCTTAGAA\nAGCCTTTAATGTCGCGTCTGCTACACTGAGGTACATCGTCTGCTACACTGAGGGTTCTGG\nAATGCTTCCTTCAGGGGACATACATTCTCCTTCCTGTCAGCCAGGTGGGACTATGTCAGG\nACCTCATAAAGATCAACCCATGTACTGAAGATGGAGAAGAAAATGTGTAGACATCTTCCT\nTTCTTATAACCAGAAAGCAATAATGACAAGCTGTCTGTCTTTTTGTAGTATTATCTTGTG\nTGTAAGAAACCCAAACTGAAACTTACATTTCATTTACCCTTCTGCTTCTTGTTAATTCTA\nCTGTCAGCTAAACCAATCCTAAATGTGCATCTTTTTTGTTGTTGTTTTGTTTTTTGAGGC\nAGTGTTTATCTGTGTAACCCTGGCTGTCCTGGAACTCACTCTGTAGACCAAGCTGGCCTC\nGAACTCAGAAATCTTCCTGCCTCTGCCTCCCAAGTGCTGGGATTAAAGGCGTGCGCCACC\nACTGCCCGGCCTAACTGTGTATCTTATACAGGATCTTGTTGTGTGAGCTCTTCCTGGGGG\nATATATAAACAAATGTTTACTCAATCAAGACAGAGGACCAGTGATGGACCAAAGTAATGA\nTTTCACCTCCCAAAGTCCAATGAATTTACTGGGCTTACTTGCATGTGTAGGGGGTTACTT\nATAGGAGAACAGGTAATCCCCAAACAGCTGCACCCCCTCCCCAAATCTCACCTTAGCATG\nTATGCTGACATCCCCATAGTTGTATAGAAGGAAGTTTCCCACACTCAGTCTGTCATGTAC\nAGCTGGATGGGTTGTGTAGGAAGGAAGGAATGGAATCTTAGGTGAGGCTCTAATGACCTT\nCCCAATCCTCCCCTTCTATGAAGGAACCTCAAAAGACAGCCTCGAGGACCTATTTTGTAC\nAGTCAGCTCTCCTGAAGGATGGATGGCTTTGATGCTCTAAGAATAGCTTTTCACAAAAGG\nTCTGGAGACATAGTGAAGGAAAGATCTCATCTTTGTATTTTGTTTTGTTTTTGTTTTTTG\nTTTGTTTGTTTGTTTGTTTGTTTTTCAAGACAGGGTTTCTCTATAGCCCTGGCTGTCCTG\nGAACTCACTCTGTAGACCAGGCTGTTCTCGAACTCAGAAATCCGACTGCCTCTGCCTCCC\nAAGTGCTGGTATTAAAGGCGTGCGCCACCGCATGCCTGGCCTCATCTTTGTATTTTTATC\nTCCATCTGAGCACCCAACTCAGAGCTGAGCAAGTCCTGGTATGTCTTAATGAATGGAGAC\nATTGAATACAAGGAACATGGACAGCTATTTATGTGCAACTGTGTTGGAGTTGTGAGCATC\nTGAAGATGAAAAAAAGAAAAAAAAAACATTGTCACTTCAAGGAGTTGTTAATAAAGTAGT\nGGAAGAGAACGTCGCTGACTGCACCTAGCACACTCAGATCGGTCAAGGCGGGAACAAGCC\nAGTCTCCTGGTTTCACAAAAACAAGACACCTGTTTATTTCTCCTTTCACCCCAGCACCTC\nTAGCTCTTTGGCATCTGCTGGAAAAGGCCGAACTTGGCTTAGGGTAACCATGACGCCTGT\nGCTTTGAGAGCTGGTCTTTCTCCCTCCTGCCTCTGGTGAAGCCTAAGAAAGGTTGTTCTA\nGGGACTTCTGAATAGCCTGAGTTAGCTGCCCTTGGAACTAGGAGGAAGTGGTCCCCTAGC\nAACAGCAGCCTCTGAAAGCCTCTTAGCCCAGTACTTCTCTGGCTTTTTGTTCCTGCTCCT\nGCATGTTGCCTCTCAGCAACAGGCCAGAGTGACTGCGCATGCTCTGAGGGAAGACTAGCC\nAGTTAAATTCTGGTGGTTCAGTTTTTCCAAGCCAAAGGCTTTCTTCCTCTTTGGGTCCAG\nCTTCCTTGTGCGATCTGGGGCCCATTTTGCTGTTGGTTAGACTGTAATTACCTCAGACCT\nTCCTTCCTTCCTTCCTCCCTTTAACTTTTGACCCAAAATGGAAACGACTGAGGTGACAAG\nAAAACTTTAACCAAGCTTTCCTACACTGGAATATTTATTGCACATTTTCCAAACTTGCTA\nAATTTATTAAGAAGGGCTAAATTTATTAAGAAGGTTTAGTATATTTTTTTGTTCTCTCCA\nAAAGATCGATCCTTATCTCACTCATTCATTCTATTTTTCTATTGATACCAAAAATATTTT\nTATTCCTTAATTATATCAGTACCTTAATAAAAATGTAAATATGCACGAGATATATGGGAC\nAGGATAAAATGTCCTCCTAGAGAGTGTTGGCTGTACTACTTTGGGTTCCAGAGACAGTCC\nTGACCAGAGGCATTGGTTCGGTCCCTTCTGAAGCCCCAGCCTTCTATATTAGCATTCTAT\nTACAGCACAGAACTCTAACACATACCTTACCCTGCTGGCAGGAAATTCCTTGTTTTACTT\nTCAAACAGCAACTGCACAGCAGAGCACCAGACTCACAGGAGATGACTATGTATCTGCCCA\nGCACTTAACAACTTCTGCTGTTGAATGACAGCTGGTAGCTAGTTGTAACTGAGACTGATG\nGCATCCTGAATCCTAGTCTGCTAATACCCTTAAATGTGGACTCTCCATCTACTCTTTCAA\nCTATCAAGTATTGGTAGCTGAGTGTCTCCTAAGTGGGAGACTCTGTACTGTCTGGTGGGT\nGGGTGGGGCATGAAAACATCACAGTTGGTTTTCAGGTCCCAAAGAAATAAATGGCTAACT\nGATGTGTCTATTAGCATGCCAAAAACACATCGTTGGCCTTTTTAGGATCACTCAGTACCT\nGTGGCTCCTCCCAGCACTTCTTGCCCAGCCTCCTACCCTGAAGCTCTGCAGCCTAGAGGC\nTCCCCCCCGCCCCCTTCTGCCTTCCCATTCTATATATAAATCTGCCATTTTGGCCATGAG\nCTCTCTTGACTCTCTTCCTTCTCTTTTGGTCTTCTTTCTTGTCTCTTTCTCTTCTTTCTC\nTTCCACTCTCTGACTTCTCTCTCCTCTCATGGCCCTGTTCAGGTTTGCTAGCTATGTTCA\nATCTGCTTTTTTCTCTCCTTGCTCTGGGATCTTCCAGATGTCTCTGGCTGTTCTCTCCTT\nCATATCTACAACAAAAACTATATCTAGGAGGGTCATGTTCTCATTCGCATCCATTCGTGA\nCCTTGAAGAGACCTCAGTTTCAAACAGACAATGTGCTGTGTTGTCTGTAAGTCTTGTGGG\nTTAAGTATCTCTTTCATCACGCTGCCCTAGCAAAAGTGATGGTGGTGATTTAGAATAAAA\nCCTCCTTTCTTTGAGAGTGGTCCAACAAACTGAAGTACGAAGAGAGGTGTGAGCTTTATG\nTCTGTATTGTTGATAGAAGACTTCATTTCTAATGCAGTGAGTCCAGCTCTTGTTATTATC\nTTCTTAATAATCAAGATAAAAAAACAGTAAGCCCCCTGCCTCATGATGTCCTGTTTGTAC\nCCTCCTGAAGTGTTTCTAATCAGTGTGACATATGTCAGCATAAGTGACAGAAAACAGAAG\nTCGTTTATCTGCGACCTGGAAAAAGTAGAAAATGAATCCTAGCTTGGGGTGGGATTTGAA\nTTGTTACTGTTTAAGCTATGCTTCCCCCCAACCACCCCACATAATTTTCCTCTAGTGAAA\nAAAGGAAAAATAAATGTATCTAAGCAGCTAATTAATCCCCCAGTAACAAGCTCTTCCCTC\nTTTAGCTGTATCTCTCAGAGGGATGGAGGTGCCTTTCCAGTACACTGCTCAGTCACAGTC\nATAACCATTGGGGTCACAGAAAGCCAGAAAAAAGAAAAAGAAAAGAAAAGGTAAAAAAAT\nTATCAATGAATGAAAATACATGGGAAAAAAAGACCAGGTCAGACAGCTCACTGTGTCCCC\nTTTCAGGTCTGCTCAGCCTAAAGGGAAGCAGAAACTAAAGGCTGATGTTGACATCCAGGT\nGACAAGCCTTGGGGAGATCATTTCAGACTTGATCACTTTGTCTCTGCCTCATGATCATGT\nGAAGATTCAGGATGTGGAGAATATGAGGCAGCTGATGAAAGTGGTCTCTAACCAAGCAAA\nTGGCTTGTGCCCCAGGGCAGAAATGGCAGTTAGGCTTCACCTCCCAAAAGATTTCCTATC\nTTCTGAATCCTGAGGCTAGGACTCTGGCATAACTAACCATCTTTCTCTTTCATCTATCTA\nTCTATCTATCTATCTATCTATCTATCTATCTATCTATCTATCTATCTATCTATCTATCTA\nTCTATCATCCACTCATCTTCCTTCCTTCCTCCCTTCCTCCCTTCCTCCCTTCCTCCCTTC\nCTCCCTCCCTCCCTCCCTCCCTCCCTCCCTCCCTCCCTCCCTCCTTTCCTCTCTCCCATG\nAGTATATGGTCTATATGTGTTTGTGTATTGTATGTGCAGTATGTTTGTATGTTATCTGTG\nTGTATACATGCATGCTATGTATGTATGGTATACTTGTGTGCACATGAGTATGTGATATAT\nATTTAAGTGCAGGGCATGCACATGTGTATGTACAGGTCAAAGGGCATTTGGGATTATGGT\nCCTTATCTTTCTGCCTCATTTTTAAAGCCGTCTCTCTTGTTTTTGTGAGTGTTCACCAGG\nCTATCTGGCCTGCTAGCTTATGAACGATTCTCCTGTCTTGGCTTCCTGTTATCATAGGGG\nTGCTGGGATTACAGATGCGCAGTACTACATCCAGGCTGTTATGTGGGGATGGAGCTTGGA\nTGCTCAGACATCTCCCCATTAGGACTATCTCCCCAGGTTCCACAGTTTCCTCCTCCCACC\nCTGAATTGTATTCTTGACTGTGGATCTAATTCCACACTAAAAGTTCATAGCTGATTATTA\nTTTCTAAGACATGGCAAATGGACGCCCTATAACACTTGACAGATGCAGACCAGGCTTTGC\nTTCCTATGCTCTGTCACACAAACTAAGGGTGTTAGTATTTCCTGAGTATCTACTAGAGCA\nGGCATCCTTCGTGGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTATTCCTA\nTAATTAGCAAGAAGTTTGTTCTCTGCTTTGAAGATGTGGGCATGAAGATGATGAGCTAGT\nGGGAACACAAAGAAAAACTCCTGTCTGTCACACAGAGAGAGGGTGGTTTCTGTATTTTAC\nCAAAAAAAAAAAAAACCCCAAAAACAAAAAAAAAAAACAAAAAACAAAAACAAACAAACA\nAAAAACATAATTATCTCTGAACCTGCACCTGCATCTTCTAAATGTCTTCATAATCATCTT\nACTTGAATCTGTCATTAAAATCCCCCAACATAGGTGGGACAGGTATAGCTTTTGCTTTAC\nAGAATAAAAAACTGAGTCATAGTGATATCAAGTGATGTATTTAAGGTCAGAAAGCAAGTG\nAGAAGCAAAACCAAAACAACATTCCCCCTTCCTGGTGTCTAATGTAGAAGAAAACTGTCT\nGACGCAGTATTAATTTTGCTCATGAGCATAGTACTAATGAGCATCAGTAGTGAAAAGTAG\nCATGCAAGAGATAGGACATGTTTTTCCAAGACACACATTTCCTGATGCATCGCCCACTTC\nAAGTGTACTTGTTTTACTGGGAAAGTTCAGCTCTATAATAAGATCTACCTGATCAGGTAG\nAAGTGAGGATAGCAAGCAGACTATATGGGAGGTGCGGTGTTAGGCACTGCAAAAGATAAA\nCAGTGAACTAAAAATTAGAGATGTGTCTGGAACAGAGTAGGTATCTGTTAATGTTATTAT\nTGCTACATCATTATGCAATCTCAGAGTTTGTCTCACAAAGCTCTGCTACATTACTGCAAC\nAACAAGATGAAGTAATCAAAGCGAAGAAAACTATAAACAGGGTGAGAAAAAGACCTCCAT\nCTCATACTACAGCCCCATATTACTAGCACTGTTAGTTTGTAAATAAATAATACAAGTCAA\nCGTTAGTAATCCCACATTGATCAGCTGTTTTTCTTATGTTTTTGCTGAGCCTGAAGCTGC\nTTAAGTTTTCCTCTAGAATTAATCCGGAAGCCTGCAGCTGCTGCTGAATACAGAGTTCAT\nGTCCTGAAGGGTCAATATTTATTAACTTTACTGGGCCAGGGGTTATCAGACACTTGGTGA\nAATATCGTTCTGGGGTTGTAGATATAGCTCAGGATATAGTCCAATTCAGGTTAGTGACTT\nGGTGTGTGTGTTGGTTAAGATGTTTCTAGGTGAAATTAATATCTGAATAAAATGTATTGA\nTCTCCCTATTGTGGCTGGGCCTCAGCCAATCAACTGAAGAACTGTGGAAAACAACAGCAA\nCAAAACCAACCTACCAAAAACAAAACAAAACAAACAACACCCCTAACCTAAGTAAGAGAG\nAATCAAGACATTGACTTTTTTTCCACCTCAGACTTTGAAACTGGCTTTTATTGAGCTTGA\nAGCCTGTCAGCTTTCAGGTTTGAACTATACTGTTACTAAGACATGGTAAATGGACGCCCT\nATAATGATGATTATAGATTTGAAAGTTGTTGTTCCCTATAATTATACAAGTATATTCCTT\nACAACAAATCTGTCTATCTATCATCTATCATCTATCATCTATCTATCTATCTATCTATCT\nATCTATCTATCTATCTATCTATCTATCTAATCTATCTATCTATCTATCTATCTATCTATC\nTATCTATCTAATCTATCTATCTATCTATCTATCTATCTATCTATCTATCTATCTATCTAT\nCTATCTATCTAACTATCTATCTCACCCACCTATCTTGTCTGTCTACTGTCTGTCTGTCTG\nTCTATCTATCTATCTATCTATCTATCTATCTATCTATCTATCTATCTATCTAATCTATCT\nATCGTCTATCCATATACCTATCTAATCTATCATCCATCTACCATCTATTTACTTATTATC\nTACCTTTTCATCCATCCATCTGTCTACCCATATATCTCCCCAATTGGCTCCATTTCTCAG\nCAAAAACCTGACAAACAAAATCTCTGGAACTAAGTTGAAGGGGCTGTTGTAACAAATACA\nTCTAAAATGTGGAACTAGTTAATTAATGGACATGGAGAATTATGAGGAACCTATTATAAG\nTACAGACACAGGGGATATTCCAATGACATCTCTGTCTATCTATCTATCTATCTATCTATC\nTATCTATCTATCTATCTATCTATCATGTTATTGGAAACCAGAGGAAAGATGCTCCTCATA\nAATTTGGCTGAGCTGTACTCTACTATTTTGTGGAAGCTACAGACTGTGAACAATGAAATC\nAAATGCATAAACTTCTAAGCAAATTGTTGAATGGGGGGGGGGACTTAGTTCTTCTCAGTT\nTCTTATAGTAAAATATAAAAGCATGGAAGTGAAAGTGTTTAAGATAGAAAGAACCAGAAT\nTTGAAGACCTGGGATATCCAGTCTAACCTTCCTAAAGACAGTGGGTTCCAAAGAGAAGAC\nTAATGGTTTCACTTATAGACTGGGTTCTTAGGTTTGATGAGATGAGGCGTTAGAGCTAGT\nTGTCTACAAGCACTCACTATTTACCAAGAACAGGAAAAAATTATGCTGATGGCTACTGCC\nTTGATTTCAGCAGATCTTATGGTCTCTGTCAGGCACTTTGGAAATGGGTCAATCAGGGGA\nACATTGTGGGTGGCAAGAACTTCTGACAGGACCTGTGTCAAAGAAAAAGCACAAAAACTA\nGAACCATGGGGATTGTTGCAACTGCACTAAAGCTGGATGATGGAGCACTGAGCCACAAAG\nAGCACTCCAAGCCTTATGATCTAATAATCTTTTATTTTTTATTTTGTTTTTGCCCTTGGA\nAGGTGTTATACTTGCTTGGGAAATGTAATCCACTGTATCGTTTGGGTTTTCTTCTTAAGA\nACAGAGTGCTGAGGCTGGAGATATAGCTCATGGGGCGAGGATGCTTGATGCTCTTCCAGA\nGAACCTGGATTTGGTCCCAGCACCCACATTAGGCCGTTCATAATCACCTGTAACTCTGGT\nGCCATGGAATTTGCTGTCAGAAAACAAGAGTCTATGGTTTGATCCAACTAGACACCAAGT\nTTCATGGGGAAGCCTGAAATAAGACAGCCAATCAGCCAGTTAAACTTGGTTTAACATCTA\nTTTCTTTAACCCACATACAATGCTCAATGCACCAACTTTTATTTTCCCAAACAAAAATCT\nCATAGTCTGAGAGGCCCCAAATTCTTAAAATGTGTTTTATGTCTCTATCTGCAAAAACTG\nGTATTTCTGCCTTTTGTTCCAGCACTTGGGAAATAGAGGCAGGTGAGTTTGAGGCCAGGG\nTGGTCTACAGAGCAAATTCTAGAACAGCCAGGGCTACACAAAGAAACCTGATCTCAAAAA\nGCATCCCCCCACCAAAAATAAAAATAAAAAGAAAGAAAAAGAAAAGAAAAAATGGCATTT\nCTCACGTCTTGGTAATTGAATACATTAGGTACAGAGAGTGCCAATATGGTTCTTCGATTT\nATCTGAGAAGAAACTAGAGTCTGGTTGGCTTGGCTGATAGTTAGTTACATTATTTCATAA\nTTTGGCTGAAGCACATTTTCCCCTTCTGCTAAAGCTGTTGGTTAGGAATGCCAAGTATCC\nCTTTCTTTGTGAGACAGAGGCACATTCATCTAGGAAGGCAGTAGGGAACCACCACAGATC\nCTTTGACTCTCAGCCAGCTTGGAAGTAGAAGCCTTAGGTAATTGTGCTAGGTCAAGGGTC\nACTTTGAATTAAAATTCCTTCAAAGCTAGCTATTTATTTTTATTTTTTAGATAATGGGGT\nGCAGGATGTCAGAATTAGGAGTTAGTTTAATACTATATTCCTAATTAGATATATTTAGGA\nAGATTATAGTAGTAGCTCCATTAGTGCTCTTTGGGGGAAGGGACTATTTTATTGGGTGCT\nTATATCTACCTCTTTTCCAACTCTGATTCTACCCTAATCCCTTCTAGCACCAGCCCAACA\nCTAGGTAGGAGAGAAAGGTTAGAGGGGAAAAGGAGATAGACCTCTTTAGATTACTTCTTG\nCTGATTAGGGATGTCAGGTTTCTAGGGCAAGTCCAATCTCTGTAGTCAGAATATACAGTA\nATCCAGAAGACCAGCAACCTAACAATAGCCAGCCCAGCAGTGGGAACCAGCAGCAGCTGG\nGACAGTATCAGGGGAAGCAGCAGGCACCACAGGCCCTCTCGAGGTTCTCCAACTTATACC\nCTCTCCAGAGTCCCCCAATTTAAACTATTTTCTTCTGGCAGAGATCATGCCCTTGCTGGT\nGCACAAGGTAAATCATAATCACCTGCTATGAAGTAGCTTCTTATCCAACACCTGAGATGA\nAAACAAATAGTCACTTAAAATAACTAGGTTTTTAAAGAAACTAAAACTCTCACTACCAGG\nCGTTAGGGCTATGACTTGTCTAGCTATATGTTCTTGTCCTAACAATGGGGTCATGTCTGG\nGGTTCATTGTGTATGAGCGCATCATGTGTGGAAGTCAGAAAACGACAACTCATGGGAGTC\nACTTCTCTTGTTCCATCATGTGGGCACTGAATATCAAACTCAGGCTGTCAGTTTTGGGGA\nCAAGCACCTTTACTCTCTGATCCATCTTGTGAATCCTGTTTTGAAATCTTTAAAAGCTAT\nTTTATGTCACTTTAAAAAATCAGTACTAATTGGGGCTGGAGTAACTCAGAATTAAGAGTA\nTCTGTTGCCTTTAGAGAGGATCCAGGTTCAGTGTATAGCACCCACAACCTTCTTAGTGGC\nCCACAATCATCCATAACTCTAGTCCCGGGACATCTGACACCTTCTGACCTCCTCAGTCAT\nGAGGCAAGCACATGGTACACACATCCACGCAGTCAAAACATTCTTACATGGCTGGTGGGT\nGTTACAAGTAGTGTCATCTCCTTCCTAAGTTGAACTTGTGCTCCACGAAATTCAGAGACC\nACTGAGTAGAAACATTCTAAATCTCTTGATATATTGGAAGTAGGAGAGATATGAGCTTAA\nTCCTGAAAACCCGTTGAATTGGTATTTTCTTTGCATACTGTGTAGAAAAGCCATAAGTTT\nCAGGCTGGAAAACTGTAGTTCCTTGGCCCTGTGTTCTGTTGATCCAGCCTTGCAATTCCT\nTTGCCATGCTTCATCTTCCTGAAATCTGAGGGTTAATAAAAATTTTGCTTTTATTTTCTC\nTTTGTTCATTTGCTCAATAAATATTTGTTAGATCACCTATTACAGATTATTATATTTAGA\nCTGTTAAATGGAAAGCTAATTTAGTATTCCGTACATTAGGATTAACTGGTGTGTTCATAC\nACTCATTCATCAATAAACTAATTTAGTTCACAAATTGAGTTAATTTATGTATAGCTCAAT\nGAGATAATTTGATTTATCATTACATTTCTCATGATTTTCATGATTATTTCAGGGCACTTC\nACAATCCTGGGACAGCTCTTAGAGCATTAGTTTAGTTGTGTTTGCTCTTTGGAATCTTTC\nCATCTTGCATTATTTGAAAATCAGGAGTTCATGTATTCTCTTAAAGAATTTTGTAAATTT\nGTTTTTATTGATTAGTTTCACAAATAAAGACTTATGTTTAAATTACACATGAACTCCTGA\nAAAAAGCCGTCACCCAATTATATATATTGTGTGGATGTGTGTACACGTATGTATATATGC\nATGTCAAAGCTAGAAGTCAATGTTAGAAGTCCATCACTTCCTTTTTTTTTTTTTTTTTTT\nTTTTTTTTTTTTGAGACAGGGTCTTTCATTGAACCCAGAGCTCACCAGTTTGGTTAGACC\nAGCTGGGCACAACAATTACAGGCATTCTCCTGTCTCTGGCTCTCCAGGACTGGGACTGTA\nGGGACTCACAGTGGATTTTATAATGTACATCCTAGGGGCTCAAACTCATGTTCTCATACC\nTGCAAGACCTAGGTCCTAGGTCCTCAAGGAGATGCTTTTAATGTGACATATAATCTGGTA\nCCTCTTCCCCTGCATCCCCTTGGCTCTGTCTTCTGCCTTTCTGGCTTGCAGTCCTTGTGT\nATATCTTGGTCTTGTCCTTCCTTGTCCCTACCTCAGACTTTACCCCTTTTCTCTCAGCCT\nTACTTTACATCTGCCTTGTCCCTGAGAAAAGCTGCTTCTGCAATCCCTGCATGAAATAAT\nTCTCATATATAATAATTCTCATAATTCAGAATTCCGAATCCAGTCACAGGAGTCCAGTGG\nTTCCTATGGTTCGGGAACCTGTGATTCCCTTCATCAGTTACACTCGGAACAGTACTAAAG\nACTTATTCTCAGAAAGAGCCCACTTTGGCTTATACAGCGACCTTGTTGAAATGGCTAACA\nTTCTGACACTGGACTCCATAGCCCAGAATTAAGAGATGTACAGTTCACTGTGAAGGGAAA\nGAGAAGGATTCGTGGTAATGACAGTCACTGGGATGAGAGGTTAGAGGTAGAGGGTCAGCT\nTTCCATAGCTTCTTCTTTCCTTGATAACCTCCTTTAATTAGAGGATCAGACCTGGGCTTA\nCAAGGACAGCCTTCTTTTGTAATTAAATTAGAAAAATGTTAAATAAGCACAATCAAGTCT\nAATCTACTCTTGAGGATTTTCTGCTGACCTCCAGGAAAGAAATCTGTCGCTGAAAAACAG\nATGGATTCTAACAGTTGTACCACAGAAATTACACATTGGACCATCTCTGCCATTGAAACA\nGAATACCTGATATAGAGAGACATCTTTATCTCAGGAAGGTTGTTTGTAACCACGTCCTGG\nGGTGGCAAGAATCCTTGTCATGGACATGCGCCATAAAGAAGTACTATGGTGGTGGTTCAG\nGAAAGGAGTTCTGGTAAACCTGGAAAAGGACTGCAGTGCAGGCCTGCTGAAGAGGGGCTT\nGAGCGGTGGCCAAGCCGAGCATGAGGAAATCAGTGAGATTCGTGCAGAAGAAGGAAGCAT\nGGGAAACGTAGGAGACCATTATATTGTCCTGGAAAACCATGTCTATTGATCCAGGAAGCA\nACAAAACAAGAGAACGAGGGCCCAGTGGAGATGACTATTGTAAGCCTTTCTGTTGGCTTT\nATGGTCATGGTTTTGTTGACTCCAAGTAAATATAAAATGGTAATAAAATCCTTGTAGTTC\nGAGCATCCCAAACAGACCGGATACTGTTATAATTCACATAAGTCAAACAATAGCATCTGA\nAGACTCTTTGTTAGTGCCCTCTTTTTATTATGTATATACATATTCCACTGCTCTGAAAGA\nGAAATACTTTCAAATCATGGTTTTGAAAATGTGAGCTCAATACATCTTAGTGCATTATTT\nTAATTCTTAGTTGTTGGTAGATTTGTGAGCAGTGAGTATTTGTGGACAGCCCCCCCCTTT\nGCTAATGATTACTGTGGTAATTATTACAATTCAGCTATTTTTCCCTGTTTGTGTGGTTTA\nCTTTCCCAAAAGGAAGAAGGGAGGGCTTGTAGTAACAATAACAGTATCAGTAAACACTAC\nAAACACATGTTAGTATTGCAGATGGGACAGAAAGGACTTACATTGGAGCACAGTGTTAAA\nGTATATTTTCTTAAAAGCTTTGATTATTGTCCTGAGATTCAAAATTCAGGATATAAAATT\nCTTCAGCCAAGGAAACTATTCCTGCCCAGTACCCGTAGAAGGAGATTAAACGCCATTGAA\nGTGTTTTTCTTTTCTTTTGTTTTCTTTTTTTTTCTTTCCTTTTCTTTTCTTTTCTTTTCT\nTTCTTTCTTTCTTTCTTTCTTTTTGGAAGATAATTTTGTAATTATATTTATGTACAGAAA\nACTTAGTGTACATTTAGCCCAGTTTGGTGGCGAGTTCTTTAGCCTTTGCTTTTTCCAGCT\nTGGCAATGTGAGCCACAGACTTAGGACCCAGGACGTTGCCTCCCTGTGGCGACGGATCTC\nATCATATCTGTGATTGTAGTTGGTTCTAATAGCTCCTACCAGCTTAGCCAGAGCACTCTT\nGTCTTCTGAGTTAACCTGTGTGAAGGCAACAGTGATTCATGTCTTCCTGTGGACCAGGCC\nCCCGAGCCTGGCCTTTCTCTTGATGATGCAGTAGAACACACACTCCTATCTTTTGACACC\nGGGGCAGGCAGGAAAACCACCAGCTCATTGGGGTCTACATCATGGGCAATCACCACCAGC\nTGAGCCTTCTTGTTCTCCACCAAGGTGGTGACTGTATTGACTCCTGCTCAGAGAACAGGT\nGATCTCGTCACTGGGACGTCCCCTTTGCCAGCAGCTTTCTTCTCAGCACAGGCCAGTAGC\nCTTTGCTTCTACTCTGGCCTGTACTTGTCGCCAGCTAAAGCAGATGGGTAGATTTTGCCT\nGTTCAGTGCCTGGGTGAACTGATTAATGGCAGGAGGTACTTTAAGCTGCTTATAGAGGAT\nGGCTCTTTGCCGCTGCAGCCTGATGTAGCCAGGCCACTTGATGAAGCATGTGAGATCTCT\nTTTAAGTTGGATGTCCTGCCCAATGCCGACGTTCGTGGGTCTTTTCTCAAATGAAGGTTT\nACTACCTTTTTGGACTCCTGTTTCTTCACGACGGCAGGGGCTGGGGCCACCTTCTTCCCC\nTTGGCCTTCTTCCCCTTGGCATCTTGCACGGCTGGAGGAGAGAGCAGTTGTAGTATTTTA\nTTATGATGCAAACAGTTCATTTAGCATGTAATCACAAAGAAGACATCGTTCATGTCTCTG\nGTGCAAACAAAGATTGTATCTTCATGACTTAGGTGTTTTAAAACATATTCATATTATTAA\nAGAATAAATTAAAAAATATGACTTTTTAAAAAGTGTATTTCATTATATTCCATAACATGC\nTAACAAACATTCATAAAATTACTTTTATGCTCTTCATTGATAACTGGTCACAGTTATAGA\nTTTAAACTCCTTAAATATTGTAGAAAAGTCTCCTAAGGCTTGTAATATAAAGCTAACACA\nGATAATATATTCACATGTACTGATGTACAAAATCTTAGATTTCCCTAAGCTTTTCATTAC\nTGTTTGAAAATTGGCTTTACTATGTCAGCTTAAAAACATGCGTGTAAGTCTATTATTGTA\nGCAAATTACTTAGGATGATACAAAAAATATAACACACAAAGTATTGCATATGTTAACATG\nTAAAATATTAATAGTATGATTTTTATTCACTGAATCATATTTGTACTTAATTCTAAATTT\nTTTGAAATTAAAATACATAAGCACAGGGAAGGGAATTTTGTTTTTAAATGGGAATTAAAA\nCTAGAAATAAAAATGTCAGATTCATTAACTAGACTGTGCTTTGCTCTTAGCTCTGCCCAG\nTGTTTATTTCATATATTTGACAGTTTGATACACAAACACAGTAAATCTTTATGTGCTCTT\nGGTTAATTAATTTCATCACTAAGAAATGACTTTTTAAATGGAATAATGAATATGCTCAAA\nGTATATTATATGCATTGTAAAAATATAATAAAACCCATTGTTTTGTGCAATTAGTATGCA\nCTGATAAAAAAACAAAAAGATTATATATATACATATATATGTATATGTGTATACATACAC\nACACACACACACACACACACATATATCGAGGAAGCAATTATATAGTCCTACTTTCATTCA\nTTTATCTCCCAAGGAATGTGGAGATATTTTTTCAGTAAATATGAGAGTCCCATCCCAAGT\nACATTAAGATAAACCGTTGCACAGGCCAAGTTGCACATAAATGGAAGAGGCAGATATGGA\nTGGGAAATGTAGAACTATCTGCCAGCAGCATCTCACCAGTAGCCTGCTCTGTTGGGCCTT\nCAGTAACAATGGCTTACATCAAATTGGTTCAGACTCCAAACTGATGTCCCAGGTCTTCTG\nAATTCATTCTCTTGTTTTTTTTTTTTAAAGCTTATTTATTTTTATCTTATGTGTATGAGT\nGTGTGACTGAATGTATGTATGTGCACTGTGTGCATCCCTGTTGCCTAAGAAGGTCAGAAT\nTGTACATGAGGCCCCTAAACCTGGATTTAAAGATGGTTGTATGCTGCTGTATGGGTGCTG\nGAAACCAAACCAGGTCCTTTGCTAGAGCGACAAATGCTCTTAACCATTGGGACATTCTCT\nACCCTCCCTACTCTCTTGTTCTTTGTCATGACTGTCAACTGTTTCTGTCCTCTGACAATT\nAGGGCAAGTGGCATCATGTGACTTTCCCTCTAAACCATCTCCCTCTTTGCTCAACTCTCT\nAAATGGATTCAATCTACTTAAATGTTAGCTTCTATTCTGAGCTCTTTCTACATTCTTTCT\nATGGAGACATGAGCTGGCGTTTTAATTAACATTTTCAGGACCTCTGTTATCTCCTGCAGG\nAGTCCTTCAGTCTAATGTTGAACAGAGCGGGATATGTCAGTAAGCAGGAATGTGATTAAG\nGTATGCTTTGGTAGCAATGAGGTGGCGATGTTTTAAGAATTAATACCATTCATTTAGGAA\nAGTTTCCTTTTTAGTCATTTCACAAAATTTACACTCTGCAGTTCAAGTCATGACAATTTA\nCCTAAGTTGCCTGTGTGGCAATTGGTACCTGGAAGGAAGCAGGCCCACCGGTGTCTGCCT\nTGTAAATGGCTTAGCTCGCTTTGAGGCCTTACTTGGATCTAATTAGGAACACGCTGTCAA\nGGGAGAGAGGTTGATGAAAACAGGGACCATGGCCAAGAGGTTCAGAAGAAAATCAGGATT\nTTAAGACAAGAGTTTATAGGTAGTGGGAAGATGGCTTAGTGGGCAGACGTGCTAGACACA\nCTGACCTGTTGACCTGAGTTGGCTTCCCTGGAGCTGACCTGAAAGGCCAGATGCAGAGTC\nATAGCTCTGTCATCCCAGCATTCCAGATGGTGAGATAAGAGACAGAGACAGAAACATTAT\nCAGAAAGCTGGGTATATACTGAGAGGTGTGGAGAGCCAAGAAAGCAGGAGAAGCCGTGCC\nCAGCAAGGTGGAAGGCCAGGACTGACCCACCAAAGCTGCCCTCTGCCCTCCACCGAGTCC\nTGTGGCTCAGGAGTGCTCAAGCTCATCAATATATGCCCCTCCCCCCAAGTTAATGACAGA\nTGGCTCAGAAGTGGAATGTGGTATAAACAGATCACATCGGCACAGATTAGAAAGTAACTC\nTGAGGCTACCTGCCCTGTAATCTTTTCAATCCAATGACTGAAGACCCTGGCTGAGATGCA\nCAGCATCTTACAGGATGCTTAAAGCTATAAGATGTTCCATCTCTAATACCATGAAATCAG\nATTTTGTGAACATTGAGGTTGAAGATTGTGGAAGCCAAATAATGAAGGCATTGGGAAATG\nCAGCCTTTGGCACCTGCACTCCAAGACTCCAAGCTCTGGACCTAAACAATTAATTGCACA\nGTACAATGGAAAACTCCCCCTTGCAGTTCAAATACAAAACAGCATTGTTTTGCTTGTTTC\nTCTAATGAATTGTATATTGAAACCAGGAGGGGAAGAGTCCCAGCTCCATTCACACTCCAA\nGAAGAGTCCTGTGTAAATCCAAGTCCACCCAGGGGCTGGCAGTGGACAGCCGTGACCAGC\nCGTGACCAGCCCTCCACAATATCAACATGGCAGGTGGGGTTTCTCCTCTCCGCAGTCTTG\nCCAGCTTCCAAACAGTCACTGCCTTAAGAGTCCCTATCGTACCTTGAAGGGACCCAGTGT\nCCTGAGGCTCCCTTAGCCCTAATGAGGGAGGAAGATAGACTGGCTTTGATTTTCAGCTGT\nATGTTTTCTGATGATGGAGGAAAGGGCTCACATTCCATTCGGATTTTGCCTTTTAAGTCT\nTCATCATTCAGAAGCCCCGTTGAAATGAGCTGTTCATTTATCTGGGAGCAGCTGCATGCA\nGGATTGCATGGTTGGATTGCTTATGTCACAGAGTGCGTCTGGGAGGAAGCACTTTTGAAT\nATTTATTTAATTCAATTATTCCTTGGTGGCACACCCACTCCCTTCTAAGCCGTGGCACTG\nGATTCTGTAACCACTAGAATGTTGCCATGAAAGAGATCAAGAAATCTGACCTGACTTGTA\nAAACGCAGCTCAGCCCTAATATGAGACAAATCTGCTCTGTCTCTTCAGCCTGTTTCTCTC\nACACGCGACATTAATGCCTATTTTGGCCCAGCATGTCACAGCTGCAAAGCAGGGCTGTTC\nCCTCCTGTTCTGTTCTTATGAGCTCCCTGCAGAGTCTGCCAGAAGAGTCATATTCTTGAC\nTGGCAGGCCCCAGTGGCTGGAACAGTTCTCAAATAAGTCATTACAAAGCTGGGCCAAGTA\nAGACTTTCTGGCTGCCCTGGGGAACTGTCTGGGATTAGATGATGCTTCATCTAAGGATCA\nGAGAAAAAAAAAACCCACTAAAGATGACCCCAAGACAAGGCATTGATTTAGTGTCAGCTT\nGGAAAATCTGTGGGGCTCAGAGGACACACACACACACACACACACCAGACACAAAGACAG\nACAGACACACAGACAGGCAGACAGACATCAGACAGACAGACACAAAAGGACATATACACA\nGACATGCACACAGACACAAAGACGCACACACATACAAAACACACACACAGACATGCATGC\nATGTATGCACACATACATGCACATAGGCAGACACAGAGACAGATACACAGATGTATAGAT\nACTGTCTAGATACACATACATAGTGATTGAAAGGATTATTGTCATGAATATAGGTCAACA\nTACCAAAAGAAATACAAGTATTTTACTCTCTTTCTCTGTGTCTCTCTCTCTCTGTCTCTC\nTCTCTCTGTGTCTCTCTCTCTGTCTCTCTCTCTCTGTCTCTCTCTCTCTGTCTCTCTCTC\nTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTGTGTGTGTGTATGTGTGTGTGTGTGTACA\nCATGTGCAGGCTCACATGCCGTGCTGACTAGGTGGAAGTCGAGTGCCAGCTTGCAGGCAT\nTAGTTCTCTCACTTCACTGTGTAACTTCTGGGGTGGATCTCAGGTCATCAGGCTTGGCAG\nCCAGTGCCTTTACCTGCTCAGCCACCTCATTGGCCTGTATTTGTGAGGCAGGGTCTCTCC\nCACTGACTCGACTGGCTATCCAGCAAACCCCAGAGATCATCTTTATCTCCCCAGCTCTGT\nGATCACTGGCATAAGCGCTCCACCTGCCTTTTTGTATGTGTGCCGGAGCTCTTACATGTC\nCTGGACAGCACTTTACCAACTGAGCTGGCTCCCCAGCCTGCATTTTTTTACTCTTAAATA\nTTGGTCAGTGTAAATAAGCTCTGACATATGTATGTTTCTGTTTATCTGGTCTCTATATTA\nTTTAGTCAATAGTTCCAACCATCTCTTTGTCTTTATTCTCATGTTTGGTGGCCACTCACG\nTGATTTTACCACACTTGTCTTAAGCACAGCTTACTGTACCTAAATATGGGATCCTATTTG\nGGTACATTCATACTCTCTGGGAGTTGAATGTCAAGTTCTTTTGACTTTGAGATAGCCTCA\nACACCAGCCCAGTGAGAACTGGCTCTCTCATTGCTCCGGGCAGGACTTTCAGCCAGCTAT\nGCAGCAGCTTCTACACTTCTATTATCTGGTAGATTTCCTGGACTTATTAGTGTCATTATT\nGTGGTCACTCGATTGTTCTCAATGTTTGTAGACTGTTTTCTATACTCCAGTGGCTTTTGA\nATGGTCTTCCACATGTTTTCTGAATGGGCTTCCTACCTCCCACACACTTTTTTTTCTTTT\nTATTTATTACGTATTTTCCTCAATGACATTTCCAATGCTATCCCAAAAGTCCCCCATACC\nCTCCCCCCCACGTCCCTACCCACCCATTCTCATTTTTTTTTTTTTTTGGCCCTGGCACTC\nCCACACACTTTTTTGTCTGTTATTTGTTTACTGGGAACTGTTTGAGGATGAGTACTGAAT\nCTGTTGACACAAGCAACTGGTAATTCATAATGCCTGTTATTTGGAAGTAGTCTATGTCAG\nTGAGATTGGCAAGATCATTGAAAACAACAACGTCTTTGGTGGTATATGTAGTGTTTATGT\nTAGGAGAGGTGATCTTGACATTTTGTTGAGGATTGGGAAAATTAAGGAAAAGGACTGTCA\nTGTGTACCATTGAAGAGCAGAGCCTGATTGGGAGATACAGTGTGAAGCCCAACCAAGTTC\nTGTGTCCTTGTCCTTTATATATTTGTGGGGTTTGGTGACCATTTCCATGTCACAGTGTTT\nATTCTCCTTTAGATGTCTGTGTCTTTTCTAATGATTTTTATAATTGAAAATAGATGTGTT\nTTCCTACAGTATACCCTGATTACAGTTCCCCTTCAGCTGTTCCTCTGGGTTCACCTCCCA\nCCTCCCCTCCCATCTGGATCTATACCCTTTCTGCCTCTCCTTAAAAAACAGACAGGAGTG\nAGGTCGGGCCATGGTGGGGCAGAGGTTGGGAAGATGGCGTTGCAAGGTTGGGCACAGCTA\nGGCTGGCGCTGTGGTCCGGCGTGGGCGCCTCCCTTGGGTGGCGGCTACCGGGAGCTCTCT\nGCGACCCAGGCCCCGCAGCTGCTTGGACGCAGGTTTAACTTGTTTCTTCAGCAAACGTGT\nGGATTTAGAAAAGCACCCAGGAAGGTTGAACCTCGAAGATCAGACCCAGGGTCAAGTGGA\nGAAGCATATAAGAGAAGTGCCTTGATCCCGCCTCTGGAAGAAACAGTCTTTTACCCTCCC\nCCTGTCCTATAAGAACTCTTGTGAAGCCCTTTTTCTTCACCATTGAGTTCACAGGCTGTG\nCATTTGGGTCAGCTGCTATTTGGCAGTATGAATCACTGAAATCCAGGGTGCAGAGTTATT\nTTGATGGCATAAAAGCTGACTGGTTGGATAGTATATGGCCACAAAAGGAGGAAACCTCGG\nAAAGGAGATTAACAAGTGGTGGAATAGCCTAAGTGATGGCCAGCGGACTGTGACCAGCAT\nCATAGCTGCAAATGCCCTCGTGTTCTCCATGTGGAGAGTGCCATCCCTGCATCGAACCAT\nGGTCAGATACTTTACATCCAACCCAGCATCAACAAATACGTATGTTCTGTGGCGCTTCTC\nATCTAGCATCGTGAACATTCCGGGGCAGGAGCAGTTTGTGGCAGTGTATCTGTCTGCAGG\nTGTTATTTCCAATTTTGTCAGTTATGTGTGTAAAGTTGCCACAGGAAGATATGGACCTTC\nACTTGGTGCATCGGGAGCAATCATGACTGTGCTTGCAGCTGTCTGCACCAAGATCCCGGA\nGGGGAGGCTTGCTATCATCTTCCTCCCCGTCTTCACCTTCACAGCTGGCAATGCCTTAAA\nAGCCATCATTGCCATGGATACAGCTGGGATGATCCTGGGATGGAAATGTTTTGATCATGC\nAGCCCATCTTGGGAGAGCTCTCTTTGGAATATGGTATATCACATATGGACATGAACTCAT\nTTGGAAGAACAGGGAGCCTCTAGTGAAAATCTGGCACGAAATAAGGACTAATGGCCCCAA\nGAAAGGAGGTGGCTCTAAGTGAAGCAGAGCTGGCCAGTATGGTGCATCTGATCCTTGCTG\nCTTGGAAAGTCTCAGCATCGGCCACCCCAGTGATTTAAATGTCCTCAGTACGTGTCTCCT\nTAGCAAATTATGGCAAAGTTGTGAAATAAATGTTTATATCTCTAGTTTGTAAAAAAAAAA\nAAAACAAAAACAAAAAAACAAAAAACAAAAAACAGACAGACATCTAAGGCATAGTAATAA\nTAAAATAAGATAAAAATATGATGACAGAACAAAAGCAAACAAAAAGGAGTAAAACAGAAC\nCAATAAATAGAGGGGAAAAAGCCCAAGAAAGGGCACAAAACAAACATGGATGCAAAGATG\nGGTTTGTATACTCAGAAATCCCATAAACTGTAGGGTAAAATAAATAAATAAATAAATAAA\nTGAATAAGATAAAATCAAAAGGAAAGAGAGAAGAAGGAAGAGCCCTGGAGTGACATTATG\nAGACAGGAACCTCCTAAGATGGCGCTGAGTTCATTTTCAGTTGGGCATCTACTCCTGGGC\nACATAGCCTAGACTTGGTAGTTTGCTTCCCATGAGAGTCCCTTAGAGAAAACTAAATTTC\nCATTTGCAATTGGTTATCCTAGAGATAGCTTCTGGGTTAATTATAGGGGCATATATCTAC\nTTCTCTTTCTGCTCTAGGACCCCATCTTGTGCAGACCCATGTAGGCTCTGTGCATGTTGC\nCTCAGTGTCTGTGAATTCATACGTGTGTAGATCTTGTTGATTTAGAGGGCCTGGTTTCCT\nAGCTGTCCTCCATCCCCTCTGGCTTTCACATTCTTTCTGCCTCCTTTTCTGCAGGGTTCT\nCTGAGCCCTGAGGGGAGGGATTTCATGGAGACATCACATTTAGGGCTGAAGATTCTGAGG\nTCTTTCATTCCCTGCATATTGTCTGGTTGTGGTCTCTGTATTTGCACAATTATTGTTTTT\nTAATTTTTTAAATTATGTGTATATGGTAGTCCAGAAGAGTATCAGAGCCCCAGGCATTGG\nAATTACAAGCATTTGTGAGATGTCTGACCAAAAAAAAAAAAAAAAAAAAAAAAAAGAGTT\nGCTTAAGACAGGTTACTGCCAAATTAGGTGTGGGCAAGAGAAATCGGGTCAGATGATAAA\nAAAGTGAGATTCAAAAAGATTTCAATGGCTCTTCCATTTTCTCCCCATTGTCTCTCGCTG\nTGTGTCTCTCTGTCTCTGTCTCTCTGTGTTTGTCTGTGTGTGTGTTTGTATGTTTGTATG\nTGGGGGTGTGGGGAGGAGAGCTTGTTCATACCAAGGAATGCATACAGTTAGCAGGGAGCA\nATCTTTGGTGATAGTCCTCAGTCATCTACCTTGTTCCTATTTGACACAGAGTCTCTGTAT\nGCAAAGTCAGCTGGTTCTCTAGAGAGAATTCTTTGGGAATTCTCCCGTTGTCTATTGCAA\nCATAAGAGCCCTGTGATCACAGAGGCACATACTACTGTATCAGGCTTTTGAGTGAGTTCT\nGGAGATCTGAACTCATGCCCTCATGCACACATGGTAAGCGCGTTTCCCCTGAGCCATCTC\nCCTAGACACTATCCACGGTCTTGTTCTCTTTTTAAAGAAACAGAGTGTAAATGCTTTGTA\nGTTAATGAAGTTTGGGTGATATTTCAGTAAGAAAGAAAACTGAGAACCCATCAAGAAGGT\nTTATGCTTGAGATGGAAGGAATGACAATCCAGAGACTGCCCCACCTGGGGATCCATCACA\nTAAACAACCACCAAACCCAGACACTATTGTGGATGCCAACAAGAACTTGCTGACAGGAGC\nCTGATAAAGCTGTCTCCTGAGAGGCTCTGTCAGTGCCTGACAAATACAGAAGTGGATGCT\nCACAGCCATCTATTGGACAGAGCACAGGGTCCCCAATGAAGGAGCTAGAGAAAGTACCCA\nAGGAGCGGAAGGGGTTTACAGTCCCATAGGAGGAACAATATGAACTAATCAGTACCCCCA\nGAACTCCCTGGGACTAAACCACCAACCAAAGAAAACACATGATGGGACTCACGGCTTTAG\nTTGCATATGTAGCAGAGGATGGCCTAGTCAGTCATCAATGGGAGTAGAAGCCCTTGGTCC\nTGTGAAGGCTCTATGCCCCAGTATAGGGAAATGCCAGGGCCAGGAAGCAGAAGTGGATGG\nGTTGGTGAGCAGGGGGAGGGGAGAGGGGATAGGTGGTTTTCGGGGGAAAACCAAGAAAGG\nGGATAATATTTGAAATGTAAATAAAGAAATTATCTAATAAAAATGTAAAAAAAAAAGTTT\nATGCTTAAAACAAAACCTTAAGATGACAGTCAAATGAACTGAGAAGTAGATACCCAATAT\nAAGTTTAAGTTAAATTGTTTAAAATATTTACTATGTTTATGAAGTTCTCATTTCTGATCA\nACCACCCTGTGCCAAAATAGTCACATTAAGGGTTTTTAGTGCTCAAGAATGCACTTCTTT\nGTTTAGCATGCTTCTTACACAGGATTGTCACTGCAAAGCTTTCTCTGACTGCCCTCTCCC\nATCTGTTATGAATCCCCTGCTGTTTATCCACTGTGGTACTTCATGACGTCATAACTGTTT\nGCTGCATTGTCTTGTCTCTTCTAGAAGTCTCTGAGCTAGGGGAGGACAGTGACCCATTTT\nAAATCTCCATATTCTTAAGTCATAAAGTCCTGCTTAGTCCCAGTGTGAACACACAGATGT\nTTATTGAGTCAGTGATGAAAGATAGACTTTATTAAATGTGTTGGTGAGAAAACCATGCTA\nAAATGGCAGGTGTCTTATTTTACAGGGATATAGAGAAAGGCTTTTCTGTCAAGAGCTATA\nTACTGTCATTAGCTGAGGAATCAAGACCTTGGAACCATAGTATTTTTGGATTGATTTAGT\nCAAGGATTCATTGTTGTAGTACGCCTTCTCTGGCTGCAGGAAGGTCGTGTGGGTCTTTCT\nACCCTATGTCTTTCTTTCCCATTATGTCTTTCAATCTGTGTGCTCTCTCCTGTTTCCAGG\nAGCTGAGCCTTACTGAGTGAGGCTTGCCCTCCCCTGATGGGTTGGGAGGTCTCAAATAAT\nCAGTCTGGGTTTGAGCTCCTTTCCTTCCTGAACCTCAAATCAACAGATGCTTCTAGTTTG\nGAAACCTCCGGGAGTTCTTTAGGCCAAGTATCTCATTTCCTTTGATAGACTCATAGCCCA\nGCGAAGGTAAGCATTAACTCCCCTGTCTGTCCTTTATATTCTCCAGTCTTCGGTCTTAAC\nTCTTTAATCAAATGCTTTGCTTTAATTGCCCTCGTCCCTCTGGCATTTGGTTTTGTCTAG\nCCCACAGAATGCTCTATTTTACCTAAGTTTAAAAAAGCAGACCACAGGAGGAAGTATTTC\nATTCAATAGGATCACAACAGTCTGAGCATTCCAGATCCAAGGCCAAAGAGTGTGTGGTAG\nAGTCAGTCACAAGCAGTAAAAATACAGTTCAGCAGAATCACATATGGAATCTAATCTGCA\nCAGTAACTTAATGAGTGCTTTCAAAGAATCCAAATAGAGCTAGCTGAATGTCATTGTTCT\nTACTGGCTGAAGGTGAAGTCTGAAATCGCTTGGAACTTAATCCTTTTGCCTCAGTATCCT\nTGGTGCTGGGTGCTGGGGTTATAGAAGTGTACTAATACTCTAGCTAGCTTTTTAATATAG\nTAGCATAAAAATGGAAATTGAAAAGCTAAAACTGGGTTGTTTATGATAGTATCAAACCCA\nAGCAATACTCAGGAATAAGGTTAACAAAGTGTATGTAAGGTTTGTATATCCCAAATGACA\nAAATATAGAAGAAAGAAGCCTAAGAAGACCCAACTAAATGAAAAGATACTGGAACTGGGG\nAAAAGTGCTTGCTTTACATTGTATGAGGGCCTGGGTTTGATTCCCAGGACTGTATAAACT\nGGGTATGGTGGTGCATGCTTGTTGTATCAACACTTGGGAGGTGGAGGAAGGAAGATCAGG\nAGTTCAAGGTCATTTTTGGTTATATAATGAGTTTAGGCCAGTCTAGGATTCAGCCTTGTC\nTTAGAGAGGAGAAAGAAAAAAAAACCCAAAAAAACAAAAAAACCATGTTTCCATATGAAA\nAAATATTGTTATAATGCTAGTTGATGTCCATTTCCCCATAATGACCTACAGATTTAATTA\nAAATCTAGCATATAGGGGACAGTGGAGAAGGGGAAGAGAGTGGGCTGGAGGATGGGAGAC\nGAAAATGTAGATAGCAGAGATCTCCTTTCAGGTGGTGGATCCATTTGGATCCGCTACTGG\nGGGATTTAACTTAGAACAGCTTAGAAATTAGGATGTTCCAGCTTTGATGTCCCTCAACAG\nAGGAATAGATACAGAAAATGTGGTCCATTTACACAATGGAGTACTACTCAGCAATTAGAA\nAGAATGAGTTTATGAAATTCCTAGGCAAATGGATTGACCTGGAGGGTATCATCCTGAGTG\nAGGTAACCCAATCACAAAAGAACTCATATGATATGTACTCACTGATAAGTGGATATTAGC\nCCAGAAACTTAGAATATCCAAGATACAAGATACAATTTGCAAAACACATAAAACTCAAGA\nAGAACGAAGACCAAAGTGTGGGAACTTTGCCCCTTCTTAGAATTGGGAACAAAACACCCA\nTGGAAGGAGTTACAGAGACAAAGTTTGGAGCTGAGATGAAAGGATGGACCATCTAGAGAC\nTGCCACACCCGGGGATCCATCCCATAATCAGCCTCCAAACGCTCAAACCATTGCATACAC\nCAGCAAGATTTTGCTAAAAGGACCCTGATATAGCTGTGTCTTGTGAGGCTATGCTGGGGC\nCTGGCAAACACAGAAGTGGATGTCTGCTATTGGATGGAACACAGGGCCCCCAATGAAGGA\nGCTAGAGAAAGTACCCAAGGAGCTAAAGGGGTCTGCAACCCTATAGGGGTGGAACAACAA\nTATGAACTAACCAGTACCCCCAGAGCTCGTGTCTCTAGCTGCATATGTAGCAGAAGATGG\nACTAGTCGGCCATCATTGGGAAGAGAGGCCCCTTGGCCTTGCAAACTTTATATGCCTCTC\nAGTACAGGGGAACGCCAGGGCCAAGAAGTGGGAGTGGGTAGGCGAGGGTATGGGGGACTT\nTTGGGATAGCATTTGAAATGTAGATGAAGAAAATACCTAATTAAAAAAAATAAAGAAAAT\nAGAAAAAAAGAAAAAAGAAATTAGGATGTTAGTTGTTGTGCCCAGCGATTGAGTTACCAT\nTGATTCTGAACTGAGTTTGTGTTGTGTTTTCCTTCATGTGGCAGCTCAACTGGGTTCCAG\nAGAGAAAGGTATGGTGGTAAAGTGTGGGTTTGCAAGAAGTGTACCCCAAAAGGCTGTGGG\nAATTTTGAAGTGTGGGGTTGGCGTGGTAGTGACCCACCAGTGGGACCTTAGTGAACTGGT\nTGGAGAGATTTCAGAGCTGAGTCAGAGAGTCTCCACAAGATGAGAACAGGCCAGCCATGC\nCCTCCAGTGCCTGGCCAGTCAGCCTGCCAGGGCCCGTCAGTGAAGCATGGTTTGCAGTTT\nTCAATATTTCATGCTACAGATGGCGTCCAACATGACAGGCAAGAATCCACTAGAAATGTA\nTGATTCTTAGCTTATCAGTTTGAAATTTAGTTAGAAACTTGGAGGTTTGTCAAGTGGAGC\nAGAGTCAAGTCCCATGTGCAGGAACATTGAAACAAAGAAAGAGGGCTCTGAGTGCAGGCT\nGCTCTGATCACTGAGAGCCAGAGAATGGAAGCTGCCTGTTTCCTTAGCAGATGTTGATTG\nGAGTATGATTTAATTAAAAATTGGGATTATTTGCTTTTAGGATAGATTTATAAATAGATT\nTTGTCTGAATCACATGGGGAATTTTGCCCATGGTTTGAAACTAGAATAGGGAAAATTTAC\nTGGCCCCAGGTAGAGAGCATAACAGATAGATAAGAGGTATTAATAAATAGATGTCTGTGG\nCTCCAGGTAAAGAGCATAAAGATAAATGGTATATTAAAGTCCGTGGGAACTCATATTCTT\nTGTTTGTGGACTCCACAGGAATTTTGGGTTAATTTTCTGGCATGACTAAATAGAAAAAGC\nCCAAGAATAGACTGGTACAGTATTTTAGTTTACTTTATTTATTTTAGATTGTCTTAATTT\nTCAAAATAGGTGTGATTTTGAGTTTTGTGGTTATATCATTTCTCTGGGAGAGAGGTCGAG\nCTAAAGGTTTTTCTGGTTACTGGCTCAAGGATATGCTGATTTGGGAGAAAGTTTTGTCTT\nTGCATTTTTTAGAAAAGGTGATTATACACCTTCCAGAATGATATGGATCAAATGTGACAG\nAGGAAGACCACCTGAAAATAGATTCAGGTGAATCAAACAAACAAAATAATATTCTTTGTG\nTCATCCCTTACACAGCACGATTGAAGACTTATGATTGGAGCAAAATTTCATCCTAACTAG\nTCTGAACACTTTACACAGACTAATTCAATCCATACAGATATCTTGATGATACTAAAATTT\nTGTTTTGAGATTTGTATATTATAGAATATACAGCCTTGGTGAGTCTCATTGTCAGACATG\nCTGAACTGACCTGCTTTGAACTCCCGATCTCTTGGACTTTCAGCCAGATCCAATCAGGAC\nACAAGCATCAGAGACTAAAACAATCGCTGGTGTGGCCTTCTTAAGGCCAACCAACTCCCC\nTATTTTTTCTACTCTTCTCCCCCCCCTCGAAGATATCTCAGCGCCTATATTCAGCTTGAG\nGAAGTTATGAAGAGTTGTTGTTCCAGTTCCCTGGACTTGGGAGTCTAGAGGTAGTTATTC\nTAGTTGTCTTTCTGGGGAATTTTGAAATGGCCATAATTGAAACAGGGAGGAAATAGCTAG\nAATTGATTGTGTAGCCATATTCCTATTTGGTAAAAATCTTTACAATAGTTACTAAGTTGA\nAGTCATAATTTCTTATTTTGGTACAGAATTTATTTTGATACAGAGTCAAGGTTCTCATTG\nGTATAAATTTCTTCTTTTGATATAAAAAATTTTAAAAGTACAAGGTTTGGACCCAGTCTT\nTCTGTAAATGCCATTACAAACTGATCTGAGATGTTTAAGCCTGTGAGTTAAGGGCCAGGT\nAACAAATTAATGGCTCTGAGTTTATTGTTAAGGTGTTTTCAGATAATTTAATTAGAAATA\nGTTGAGAGTAGTTAACAGACAACTGTCCAGATGACTTTACATAGCTTTTTTACTTTACAT\nAGGTTTTCATACTTTACATAGGTTTTCAAAAATGTCAGAAATCCACACAATGTGACATTT\nAATGTTATTTATTCTTTTGTTGTTGAGACATATCTGCTCTTAGCAGCTCCCCTTTTGTGG\nATTCAAAGAAGAAATTGAGTGTCTCTACCTCCAGTTGAGGTAGTACAGTGGCTAGGTGGC\nCACTGGGCAGAAATTGCCTATTCATCTATAGACTAAATACCATCCAGAAAAAGGACACAC\nTATGCGGAATAGTCGACTCATAATCTCTGCCAAGTCAGGGTAATCAGTCCTTCAAAATTC\nTGCAGTACAAAGGTCTGTCAGATGATCCTGGGCCAGAAGGCTAAAGACTGATGCTCCAAC\nTTCCTGACATATAGGAGCTGTATAGGTAGGCAGCTGTCTCTACAACTTGTCTCAGTTCTG\nGAAGATGTGCTAGGCTTCCTATATTTTCAGATAATATTGGTCATTCTCAGATTTCTGATG\nGGATTGAAGACTAATTATAGTCTCATAACCAACCCAGGCTATTTAGCATTGAGAGAATAT\nATTTAAGAAGATAGTTTTCAGATAGTATACAAGCTAAACCAGGTGATAACATATAGATTT\nATAAGTCTTTTAAGTTAAGATAGATGACAGGGTTCTATTTAATTGATAAAAATTTTGGAC\nTGGGTGTTAGGTCTCTTTTGTGCTTTATAAATTGCAAAATGTTAATAGCTGTGCTCAATT\nTATATCTGAGATAAGAGTCTTTTAATTGGACAGAAAGGGGGAAGTCTTGTGGGTAGCCCT\nGGTGCTGTTTGTATTTTGATGCTAATTCACCTTCCCCAAGAGGGGCTGTGTGGGACTAGG\nAGTGAATCACATATTCAGAACTTCCTGTGACCCTTCTAATAAACAAAGAAACCAATCACT\nGGGTGAGTAGGTGGGACCTCCAGGTCAGAAAGATGGATGGAGAGGGAGAAGAGGAGAATG\nAGCCCGAGAATGTGAGATGAAAAAAAAATGTAGATAGCAGAGACCCTGTTTCAGGTGGTG\nGATCCATTTGTATCCACTACTGGTGAATTTAACTTAGAATGGCTCATAAATTTGGATGTT\nAGTTGTTGTGCTCAGTGATTGAGTTACCATTGATTCTGAAAAAAAAAAAAAATCTAGCAA\nATAGAGCTGGGCATTTGGAGGCAGAGGCAGGCAGTTTTCTGATCCCAGGCCAGCTTGGTT\nGACATAATGAGCTCCACCTAGGACAGTCAGAGCTACATCATGAGAATTTGTCTCAAACAA\nGCAAACAATCACCAGATACTTGGACAATCAAACTTGTACAACTAGAGAGTATGAATAACA\nAAGGAACGTGGGCAACAAAAACAACTTCTGAATGACAGAAGTAGACAATCCACATGGCCT\nAATTTCAAGGCATTTAATACAGCAAGGCAAAGAGTGCTGTGATATCATGGGAGGACAGCT\nCACCAGACACAAGGAACAGAACAGAGAGGCCTGGAAGCTGACCCAAGCACACCCACACTT\nGCACAATCGACTGATGTGTGATAAGCATCATTCAGAACAAAGTAATCAATGTGCCAGGCA\nCTTTAAATAAATGAAGCCATGTCAACAGAGTGACTATACAACGAAAGAAAGGAACAGCAA\nAAGGGGGCCACCGTGTTGAGCACCATACGAACATGTAAAAATATTCAAACACTGGGAGAA\nAACACAAGAGGAAGTATTTGGAATATTGATTTGGGCCAATTTGTTTTCATAGAGGATCCA\nAAAACAGTAACAACAACAACAACAAAAAAGGACTCACGCCACTTCATACTTTAAAAGGGT\nTTATTTTTTATCAAAAGGAACTAAGAAAATAGTTTTTGAAAAGTTGCAGATAAGCAGAAA\nATACTTTTCAAACACTCATAGAGTGTCTTTTGGTGCTCACACCTGTAATCTTAGCACTTG\nGGAGGCTGAGACAGGAGGATGATCCTGAGTAAAGCTGTCTCAAGTAAGTAAGTAAGTAAG\nTAAGTAAGTAAGTAAGTAAGTAAGTAAGAAAGAATCAATAAAGCCGTCAAGGGAGTAAAA\nACATAGAAACCAACAAGCAAAGACCCTTTAACAATCTTAACAAACAAGGTGTAGTTACAT\nAAGCCTGAATCCCAGCACTGTGCTGACTGAGGCAGGAGGATTGAGAGGCCAGTCTAGGCA\nACATAGTGAGATCCTGTCTCAAAAGAAAAAGAAAAGGGAGAAAAGAAAAGGAGGAGAAGA\nGGAAACAAACAAAAACACCTCTTACAACTCATTTAGAAAACACACAACCAAAAATAGTGG\nTTAAAAGAATTTCTCAGACTCTTCACTGTGGATTGGTTTAGAGACAGCAAGTGAGTTCAC\nAAAAAATATGTTCAGTATCATAATACTGAAAATCAAAAGTACCATATACCTCCAAGAATT\nGCAAAACTCAAAAACACTGATAATGTAGAAATCTATAATCTGGATCCTTTACGCCCTTCT\nGGTGGGAATCTATACATGCTGAAAAGCAGCTGGGTGGTTTTTGTCAAGCAAAACATACTA\nCACACTATTACCATACATACTAACAAATATTAGGAAAGTCAGCAGCCTCCAAAACCTACA\nACTATCCTTTCCACTCTCTTGTGACTTCTGTTACAAACTTGTAAGTCTTGCCATTCCTTG\nTCTTGTAGAAGATCATTCCAGTTCCTGTTATATGACATATTCTCTTTATGGAGTAGGCTC\nTGTGCTTTTCTTCCTCTAGGAAAATATCTCAGTACCTACTGTGTAGGTCTGATGACCCTA\nGTTTGATCCTCAGCCTGTACATGAAATGGTATGAATGGTATGGTGGTACACATTAGTAAT\nTCCAACACTGGGCAGGCAGAGATGGGAAGATCCCTGGGTCTTCTTGGCCAAGCCAATCTA\nGCAGAATCAGCAGCCGCAGAGAGAGCCCCATTGAGAGACCCTTTCTCAATAACTAAGGGA\nTGACACCTGAGGTTGTTTTGTGACCTCCATATGCACACTACACATGTGCCATTGCTTGTG\nTGCACACATACAGTTATTACCCCCACCAGCACCACCCATCATATTAAGTCCTACACTATT\nCCGGAATAACCTTATTTTAATCAATGAATCTATAATGGCTACATTTCCAAATAAAGTCAC\nAGTCTCAGGTGCTGGGATTTAGCACAACATTTGGAAGATCAACCCACTGAATCTTCCTCC\nAGGGTTGTGAAAACTGAAGCCATAGCTCAAGTGGTAAAGCACCCGCTGTACAAACATGAG\nATTGTAGCCTCAGAACCCATGAAAAAAGTTATATGGTGGTGCATGCCTGCAAACCCAGTA\nCTCGGGGAATGAGGCAGAGACACATAGATTCTCAAATCTCATTGACAGCTAGCTTAGCCA\nAGTCAATACTTATTCAGGTTCAGTGAGAGGCCCTGTCTCAAAAAATAGACAGACAGCAAT\nCAAGAAAGGACAACCTATATCTACCTCTGACCTCCACATGCATGTGCACAAATGTGAACA\nCAGCTACACTGACAAGTACACACACATGTGCACACACCTATACTAACAAGCACATGTACC\nATGCATGTACATCATAGACCCTCACACACACATGCACACACATATACACATGACATATAT\nGAGATGTTTATAGCACCTCAACCTGGAAACAAGTCCTGAAGTATTAACCACAAATGGATA\nAATTGCGGTGTGTCCATTCACTGGAATAGCACTGAATACCACTTGGCAATCCAGGCAAGA\nACTGCAGATATATCAAAGAACATGAATACATTTCATGAAGAAAAGCTCACTGTAAAATAC\nCATTAGTGTAACACTTTAGAAAAGTCAAACACTATAGATGAAGACTCGGAGAAGAGCTGC\nAGGGTCTGCTGGAGTGGAGGGGACAGAAGGGGATGGAGCATGAAGACGTGGAAGTCAGCC\nTTCTACGGTGATAAAATATTGACTGCCATAATTGTGCTATTGTTACATAACTGCCTGAAT\nTTGTCAACATTCATATAACAGTTCATTACACATAAATTTTTGCTGCGTACAGTTATATTT\nTTAAAGTGGGTTGAATTATACCTTAAGAAAACATTAGCTATTGTCATTTTCCTTCAGTGA\nGTAGTCACTGCTAAGCTGCCACATGCCCAGTAATAACCATACATACATGCTCATGCATGT\nAACACTAACTAAACTTGGTGTGTTATAAACAAAGACATGGAAAATGAATTTTGTCACAGG\nCCCTTTCTACATCTACTGAGATGATCATGTGGTTCTGGCTTTTAGTCTATGTATATGGTA\nGATTGCATTTATTGATTTTGTGTGTTGATCCTTCCCTATTTGTTTCTTCTCCTCCCATCG\nCCCTTTCCTGGACAGGCTGTGTCCTGCCTTCACTCACAGGACAGTTCAAGCTTGGTTTTC\nTTCAGTTTGTCTTAACTCACAGTTCCACTTTCATATTCAAATATTTCCATTATTTCCACG\nCTTCCTCAATCCTAAGAAGTGGTAGGTTGTGGAAATTTAATACATTCTTTCAAATGAAAA\nAAGAAAACATGAACACTTTTACACTGTCCTATTCAGTTGATGCTTGCCTAGGTTAGCTTT\nAACTGTTAGCTAGGACTAACTAGTATAAGCAATTCAGTTGAGGAATTGACTACATCCGAC\nTGGCCTGTGGGTATGTCTGTAGAGGATTGTCTTGACTTTGTTAAATGACGTAAGAGGGCC\nCAACCCACTGCAGGTTTGGTGGCACCAGTCCCTAGGTAGATGGTCCTGAACTGCCTAGGA\nAAGCTTGCTGAATGCAAGTCTTCCTGCCAGGCAGTAAGCAGCATCTTCCATGATGCTACT\nGCATTGCTTTGGCTGAGTTCCTTGGTTGCAGGTGATATGTCTGGGTTTTGACTTTTGTCC\nACTTACACATCGTTCCCCTTTGTGGCTTGGTCTCACAAACAGGCCCACCTGTGTGCACCT\nGCCTCAACTTCCCTCAGTGATGGACAAGGACTTGGAATCATAAGCCAAATACTTTTTTCC\nTTTTTCCCCCCAAAGTTGCTTCTGGTCAGGGTATTTGCCACACCACCAGAAATGAAGGTA\nGAACGATGTAATTGATCTCACCCTCTCTGTGTATATTGAGATGACTAAAGGTTGCATGAA\nAGTTCATATAATTAGACATCATATTCCTCCTCACACCTTGTGGCCCTTCACATCTCCCCT\nCCCCCTCCCACTAGTCCCTTTTGTTCCCCTGGACAATTTTTGCTTCTACTTTCACAGCAT\nCTGAAAGTGCATGAATCTATGCATCTGTGTGCTATCTAGGAATATCAGGGGGTTTTGACT\nTTTGTCCACTTACACATCGTTCCCCTATGTGGCTTGGTCTCTCAAGCACAAGGCCTGGAC\nTCTCCCATATTTGTAGCTTCAGGGTTGTTCTCCAAGGATTTAAATGTCCCAGCTTCAAGT\nGTACAGCAACTGCACTCTTTGTGAATACTGTTATCTTGGTGCACAACAATTCCTCAACGG\nAAAGTTCGCTTCCTTAGTCTTTAATTCACAGTTTAACAAGTCCATGACCTTCACATACAT\nAGAGCCTTAAAATACCCTGACTTTCTTCCAGGCCATTTCCTTTTCCTTTCCTGCCTCTTC\nATTTCCTTGTCTTCCCTCCTACTCCAAACATGCCTGTGGTTAACACTTCCTGCCTGTTTT\nTCTTCTCTTATTGTCCTGTCCTGTCCTGCCTGTTTCTTCTCATCCTCTCCCTGTCTTTCC\nCACCCATCTGCTCCCTTATTTTTAAACGTTTACTCACCCATTATTTTTACTGCTTTTTAT\nAAGGGACCCAAGGGTATCTGTCATTACATCTTCTTTTTATTCAGTGAAAATTTGTGTTTT\nCCAGTAAGTCAAGAAAGAAGTCTGCATGGAACTTGCCAGGAATATGCCAACTGGGTCTCT\nCCACTTTGTAATACCAGGCCTACACCTAGGCAGAGGGACAATACCTCCTATCAGCTTCTT\nGGTGGAGCTCCAGCTCATGCATATTAATTGCCTGCATCATTAACAGTCCCTTGGGTTTAT\nTGCATGTCATGGGGGAGGCACTGAGAATAGTTGAAAATTCAGTTAGAGCAACACCCTTTC\nATTTTCATTTGCTGTTAGTGGTTTGGACATAGATGCCTCCAGCAGCTCCGTGGAGTGGAT\nCCAGTTCTTCCTTTTATTTATAAAACCTACCCAGAGAACAGCAGGGCTGTTAAGTGTGTG\nGTGAACACCAAGTCCAGCTTTATCAAGTTCCCAGTGAAGTGCTCAGTCCTCCCATCCACA\nGCAGATCATAACCATAATTTAAAAATCGTGCAGGCTGACAAGATGGATTAGCAGGCAGCG\nTTGACTGCTGTCAGGCCTGGTAACCTGAGTTCCATCCCCAGGACCCACATGGAATGAGGC\nTGCTGATTCCCACAGGATGTCCTCTGACCTTTACATTTGTGTCATGGCACAGGGGCTAGT\nTCCTGCAATTAAATAAACCAATGTCGTTTTGAAAATTCTGAGAAAGTATAAAAGTAAATA\nACATTTAAGAAGCAAAATAAAGTAAACTACATTTTCAGTACTTTTATTCAATGCAGCAGG\nAAAATAGCCTATATTAGACTCTATTATATATTACTACAAAAGTTTGAAAGAATAAACTAC\nCACGTTAAGTTTTATACTATAGTGCTATCTATTTTTTCCTTGGTCTAAGCTGGCCTTGAA\nTTGCTATAAATGCAAGGATGACCTTGAACTCTTGGTCTTCCTCTACCTTCCAAGTGCTGG\nGATTATAGGTGTGAGTTACCCTACTCAACTTATAATTGTACTTTTTTTTAAAAAAAATTG\nTTTTTATTTAAAATTATGTATATTTTATATGTCTCCCTGTGTCTCTATTCATGTGAGTAT\nAAATTCCCACAGAGGTCAAAGGTACCACATGCTCCTGGAGTTACAGATGGTTGTGTACCA\nTCTGACGTGGGTGCTGAGAACTGAACTTGGTTTTCCTGCAAAGCAGTATGTGCTCTTTAC\nCACGAAGGCATCTCCCCAGGCCCCAGTGATACCTTAAATTCTTCGATCATATTGACTTTT\nTTGTTTAATTTTTGGTGCCAAGGTCTGAACCCAGGGCTTTCTACCTCCTAAACACACACC\nTTGATCCAGCCTTGATCACTAAGTTTGCTATATCCATCTATGGTGTGTTAGGTCTATTCA\nATAAGTATATGTCTAGCTTCTAATATGGATTTCTGATTGTTGAGAAAACTTAAACATTAA\nTCTCATCTACTTTCAAAATTTGCAAGCTAAGTAAGGCAAAAGTCATGAGTATAACTGAGC\nCACCAACCAGGCAGCATATATGAGCTAGCCTGAGGCCCTGACACAGGTACAGCTGAGGAG\nTGCCTGGCCTCAGTGGGAAAAGATGCACCTAACTGTCACCTAACTCGCAAGAGACTTGAG\nGCCCCTGGGAGTTGGGATGTCTGTTGGGAGAGGGGAGAGGACATTCTCTTGGTGACAGTG\nGCAAGGACTGTAGGAATGGGAGGGGGAACAACGATGGGACTGTTAAAAAATAAAAGTAAG\nAGAAAATTACAGTATAGGAGTAAGGTGTAGTGACACATACCTTTAATCCCAGCACTCAGG\nATGCAGAGGCAGGTGGCTCTCTGTAGGTTAAAGGCTAGCCTGGTCTACAAAGTGAGTCCT\nGGACAACCAGGGCTATTACATAGAGAAACCCTGCTTCAAACAAACAAACAAATGATGGAA\nTGTATACTACATTTATTAGCTTCATGAGGGCAGACACTGGACTTTTTTCTGTGTTGCTGT\nTATCGTGTATGTGTCTGCATGATTTGTATGGGAGGGAATACATGCCACAGGCCACATGTG\nAAGAGCAGAGGATAACTTGACAGACTCAGTTCTCTCCTTCCACCTCTCTGTGTGTTAAGT\nGGATGGGACTCAGGTGGCCAAATTATGGGACAAGTGCCTTTACTTGCCTAGCTGCTTTGA\nCAGGCTTATCACTACACTTTCAAATTGACATACTTCTCTTCCCAAATCCAGCTTAGTCCC\nTTCCACACAGAGTCACTTAAAAAGACAGTATGGGACCATTAACATTGCCTTTTAGGACAA\nCGGTTAAAGAAGAAACCAGCTTCATCTGTTTTGGGTAGTGCTGCGCATCAATCCTGGAGA\nCTCAAATAAAAGTCAAGCTGTCTAGCACTGAGCCCCCCTCTGGCAGAAGAGTCCTTTCTT\nAAAGAAGGAACTTTGAAATCATTAAACATTAACTGTTGATTGATCATGTGCGTGTGCGTG\nTAACTTGATGTGTGTCCGTGAGCATGAGGTCAGAGGACAAGATTTTTGGAGTTGGTTTTC\nTCTTTCCTTGTTTTAAGGCTGGGTCTCTTTGCTGCTATGCAGATACTCCATCCAGTCTAG\nCTAACCATTTGTCTCCAGCCAGTTCTCCTGTCACGTGACCCCTCCCTCTGCAGGAGTTCT\nGAGATTACAGATATGCACTAGTGTGTCCAACTTATAGCTGGGTTCTGGAGAGGAAACTCG\nTGTTGCCAGACTAGAATAGCAAGGGCTTTTACCCACTGAGCCTCACACAGTACTTTGATT\nTTAATGGAAGAAAAGCCAGTGGTCTTAGTTAACTTCAGATTAACTGAAGAAGCAATGCTT\nCCTTGAGTAGCCTAGCTCGTGTGGCTGCCTTGCAGGATGGCTTGTGCTTCCTTGAGTAGC\nCTAGCTCGTGTGGCTGCCTTGCAGGATGGCTTGTGCTTCCTTGAGTAGCCTAGCTCGTGT\nGGCTGCCTTGCAGGATGGCTTGTGCTTCCTTGAGTAGCCTAGCTCATGTGGCTGCCTTGC\nAGGATGGCTTGAGGAATTGTGTATAATATACTGTACATATTCCAGAAGCGGCCGGAAGGA\nAGGCAGGTGGAGTGGATATTCACTCCATGAGGGGTGCACTGTCTCCCAGGCACTTTCATA\nGTGAGAGAGAGAGCAACAATGAGTCTGTGTAGGGAAAACAGTAGCTTGGCATGGTTGCCT\nAAGTAGATGCTGGCCTGTGATAGGAAAGTTTTGTCTTGAAGTTTGTGTGGCAAAGAGACT\nATCTGGGGTATACCTAATAAACGGGTTCTAGGGCAAGAAGGGAAGTCCCACTGGTAAGCC\nATCTCTTAAAGGATCTCCCAGCAAGTTGAGAATAAACAAATCTTAGTGAAACACAAGTTA\nTCCAGCACTTGGGAGGCAGAGGCAGGCAGATCTTTGTGAGTTGCAGGCCAGCCTGGTCTA\nTTGAACAAGTTCCAGGACAACCAGGGCTATGAAGAGAAACCCTGTCTCAACAACAACAAC\nAACAACAACAACAACAACCAACCAACAACAACCAAGCAACCAGACAACCAAACCAAACAC\nCAACCACAATAGCAGAAGTTGTTTTTCACAGCGCTACATTCTTCTGGTTCTGTGAGTGAA\nCTCTAATTGCTGACTCATTTATTGAAAGTTTATAGACATCTCCAGGTTTCCTGTTTCACC\nCTGGACATGTGCAGCCAAGCTCTTTCTCTCCTTCATGTCAAGACCAAGTGAGTCGTAGTT\nTTTCTGTGTGCTTTTTCCTGGCTTTGAGTATCTGTAGCTGTTTCCTTCCTTTTCATTTCT\nGTTTCTTTTTAAAAGCTTGTTCTCTGTATGTAGATTTGTTTTGTCTCTGCTTCTCTGTCT\nCTCATTATTTTGGACAGAAATGTATCAAGTCTCTAGATCTCTTACAGAAAGAGACACTGC\nCTATAATAGCTTACTGTTTCTTCCTTACATGAACTTGTGTATGAATGGTGTTGATAACAA\nATGGCTTCTCCACTTGTGAGGAAACTCGAGCTGAGTAAAGCAGGTGTGTGCATCCCTGTG\nGCTGCAATCACTTTCAGCTGTTTGTTTAGAAGAGGAAGGTCCTGGGACAGGCTGCAAGCT\nGAGGACAAGGCAGCATGTCCTGAGCACTGGTGGCAAATGTCTGGGATGAACCTGCATGAG\nTGACCCTGGATTAGACTCTGGCCCTTATCGTTCCTTCTAATTTGTGTTCCTCCAAGCACG\nATCCAGTGAATGCAGACATTAGCTAGAGCTCTGTTTCATATTATAGTTGGTTAGAGCAAA\nCAGGAGAATGTTATCAGTGGGAAAGGACTTTAAAAGTCCAGTAATCATTAGCAGTTTAAA\nTGTGGGAGACATGCTTCTCTAAGCAGAGTTAATAAGAAAACCTTCTCTGGCAAGATTTCA\nCATTCTCTGAAGTTTGGACTTTGCTAGTAAACTTCAAGTAGATCAAACAGTTTTGCTCCC\nCAACCAAGTCTGTTGGCAAAACTACTACTGTGGAACGTTTTGTTCATATGAAGAGTCACT\nTATTGGGTCCAGAGGCGAATGAAGGACACAGTGAGTTAAGTGCCAGTCACCTGGTGGCAG\nAGCTGAAACCAGAAAAAACAAATCTCTGTAGGTTTGTTTATTTATTTATATTCACGTGTA\nTGTGTGTGAATTCTGTGTGTGTACGTGCTGTTGGAAACTAGGAGAGGGAGTTCGACCTCC\nTGGAGCTGGAGTTACAGGCAGCCGTGAGCATGCAACATGAGTGCTGGGAACTGAGTGAGC\nAAGCACTCCTAATGGCTGGGCCCAGAGTTCCTGCCTGAACTCATCTCCCTAGTCCTGGTC\nTAGCTTCCATTTCCTCACTCCATGGACTTGCTTGATTATACAAACCCAAGGTAGATGAAG\nAAAGATGGCAATGAACTAGTTATTAGCTATCCAGACATTCTGAGGGATATTCCTGCCTAT\nGGAAATGTTTTTACAACAAATGTCAAGAGGAAGAAAAAACAAACTGGAACAGATCATAGA\nAACTCCTCAGTCGACTGTGGTATGAACGTCCTCTGAGCTAGTCCTGTGAAACAAGAATTA\nCAGAGGGATGAACGTCACTGTTCAGATGGAGAAACAGTTGAATTATCTGTTAATCTCTAC\nTGTTAGCTCTCTTAATGTTTTTACAGGATAAGCCATTGAGCACCACCCCCACCTTTCTTC\nCTTCCTTCCTTCCTTTCTCTCTCTCTCTCTCTCTCTCTCTCTCTTTTCTTTCTTTCTTTC\nTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTC\nAGAGATTATTCATTTTAAACACACAGGAAGACCTCAAGAAACCCTTCTTTTCTGGTTTTA\nGATTCATGTAAAGAAAAAGATGTGAAACTCAGATCTTTGCACCATTTGGCAATTGTTTAT\nATGGCTAACAGCTGTTTCTCTTGATTCTTTGTGATAGCTACAAATCAGAACCAGGATTAT\nACAGAGACCCTTGCTTTTAAAACTCCAAACAGTATAGAACATATGTCTTTTAAAAAGGAA\nATAAAATGTTTTAAGAAATACGTAGAGTAAATTTTTTGAAATTAGTTCTTCAGCTCTCTA\nAAAACCATGGCATTTTCAGTCAGTTTATGGGATGTAGCTCAGGCAAGAAGTTTGTGAAGT\nGCTCTGTAGTGGGTGAGTTCTACTGGGAGAATATTTATTTTTATTATCATTAACCATGAG\nCATATTTTGTTAATATACTACTAGCATATTTAATGGAATATTTGTATTCCTTTGCTCATA\nAGTGCTCATTTGGTGTATAGGATATAAGATAACTCATATATGCCATTTCATCCCTTCTGA\nATTAGTTACTTGTTTTCTTGTTGTGACAAAGCATCCGACAAAAACAATTCAAATAAGGAA\nGGGCTTATTTTGTCTCACAGTCAGATCAAACCATCCATGGTGATGGGGAAAGCATGCAGC\nAGGAGCTTGGGGCAGCTCCTGCATCCATAGTCAGGAATCAGAGAGCAATCAGTGTCACTG\nTTTGGCTGGTTTACTTCTTCTTCCTCAGCCATAGAATGGTAACACCCACATCTAGAATGG\nATCCTCCCACCTCAATTAATCTAACCTAGAAAATCCCCCCCCCCCTTTTAGAAGGCATGG\nGTCCACTGTCTTTGCATAAAAAGCCACAGAACTTTTCCCAAAATATTCCACAAGTGAGTT\nCTATAAATGAAGTCCCAGGGTGATAGACTATTGGGTTACGGTTATATAATAACTGTGTCA\nAACAGGCAATCAAAATAAGCAGAACATACTGTATTCACGTCACTCTGCTATTTAAGTGAT\nAAAATTGGGGTGACATATTCTTAACTTTGTTTTTCTTTTCCCATTTTTCTGTATTGAGGT\nCACCAGGGCTCAGTGAACACTACTACATGTCCAACTGTGGAGTCTGGGTGACTGAATAGA\nAATATGTCTAACCAATTATCACCATCACAAGCATTCTGAGTCCTTGGATTTCTGGTCTAC\nCTGAGTAACTGCTGAACTCTTTGCAGGATACATCCCCAGGGCTCCTTTCTTTAAGGTCTT\nTACTTAAAGCAGAACACTTGATGTTATTTATTTTCTGTGCCTGTGGCGGTCAAATGGCGA\nCATGTAGGAGGCGCTTCTTTCTTCCTTTCCACCATTTGGGTTCTAAGGATAAAACTCAGG\nTTGTTGGGCTTGGCATTAAACACCTTTACCAACCGACCCAACTTGCTGATCCAAGTTCTA\nGAAATTCTATGGAGACTGTCTTTCTGCCTCTGTACCAGTCTACCCATGTGCATAATTGTA\nTGGATGGAATTCTAAAGTATCCTCAAAAATTGCTGACCTATAAAGCACCCATATCTTTCT\nCAATTTCTTCTACCATAAACTATGCCCTGTCGTGTATTAGTCAGTTTTGCATTACCATAA\nTGGAATATCTAAAACAGGATAATTTTATGAAAAAACAAACAAACAAGTTTCATTTACTTC\nAGGGGTTTATCAGCTAAAAGTGCAGGATCAATTGGGCTCAGTTTGATTTCTGTCAGAGCT\nGATGCTAACTAAATGTCATCAAAACCTGGGCTATGTGTGGGAGGAAGAGATCACATCTTG\nAAACAGGAAGTCAGAGAGGCTGACCTCACAGAATCTCTTCTGAAGGCAGGCTCCCAATGA\nCTTACTGACCTCCCATGAGGCTCCATCTCTTAGTGGTCCTCAGTCTCCCACTGCCACACT\nTCCAACACATTAGCTTTTTGGGAAGATACAGCTCAAATCATTTTCAAACCATTTCATCTT\nGTGATGGAATTTTGAAGTTTCAGGGAAGGCCTCATATTGATTGGTTGTAAGACACGGAGA\nTGATCTGACCTTTCACTAGAGGCTAAAATGGAAGCCATTGATTAGAAATGCTGCAGAATT\nTGGCAAGTCACTACTAGATTACTGGTGGAAAGGGCCATGCACTGAAGCATGTGGGAAGAT\nCTGAGGAGCTTTGAATGGCTCTGATTGACAACCGGCAAAACCCCCACGAACTTTAGTGCT\nGCAAGCACAGGCAGAAAATTCTGCCGTCGATCCAAATGAGCTTAGAAGAAGACCTTAGGC\nTCCATGACTGGGAGAGTGACCACAAACCCTGTCAATATCTTGAATTTTCTTTGTGATTTT\nTTTTTTTTCAGAGAAACTAGTTAGGGTGGATCTGAGCTGAGGGATATATGAGTGGTATTC\nTAAACCACTTAGTCTCCAGTACTTTGCTTTACAATTTTGGTATTTTTAAAAAAAAATTAT\nTATTATATCTAAGTACACTGTAGCTGTCTTCAGATGCACCAGAAGAGGATGTCAGATCTC\nATTACGGATGATTGCTAGCCGCCATGTGGTTCCTGGGATTTGAACTCAGGACCTTCAGAA\nGAGCAGTCAGCATTCTTATCCACGGAGCCATCTCTCCAGCCCCACAATGTTGGTATTTAA\nTATGCTATAGAATGAACTTTAGATACCTACTGGCTTACAACCCAATCAATCTTATGTCTT\nGTCTAAAGCCTTTCTTCTTTAGCTCCTTTCTCATTGTTATTAAAGAAGAGACAAATATAT\nAGAAATTTAATATTTTTGTTGGTCTATCAGTTTAGGACATAAGACCAACAATAAATTATC\nAGACCTACCAAACCTATCTTGTGGGTTTAATGTACAATGATTTTGGGCTGTTTATTAATT\nAGCATACATCTCTGGAGACTATTCCCCTCGATTGTCCTATTGATTAGTTTTTGTCAAGTT\nGACATAAACTAGAGTCATTTGGGAAGATTGGTCCTCAGTTGAGTATTGCCTCCATCCGAT\nTACTACACAAAGGCATCTATAGCTAGAGAAGAGCTTGGGATTGCAATGTATATTCCAAAG\nTAGTATGGGAAGAAAGACTCTGCCACTAGTGATGAGTTAGATGATCATGCTGAGGACCTA\nGTGAACAGGGTTAGTGACCAAGCTGACAGTGTTAGCCAGCTTCTGGCATTCAAGGCTACT\nCAGGGCAAACCAATCCCTGGATGCCCTCCAATGACAGAGCCAAACAGAGGCTACACGGAA\nCAGGATGGAGACATCACAGCTGAGCCGTGTCTACGTTGTCACAGCACTGTGAGCAAATTA\nCTCATCTTTATGTTAAGACCCAAGGTTTGACATAATTGTTACAATGCATTAAGTAATGAA\nTGTAGACATTAGAAAATATGATATGGGTAAAAGTCATGGCTTCCACATAGGATTTCAAAA\nTGAAAATTGTATTTGGTTTTTTTTTTTTTTGAGTGAATTATTAACTCACATGAGACATAG\nTAAAGATTTCTACATATGCAAGGATTAACTTCTTTTAGGGCACAATTATGCTTCTTTCTT\nCAGAGCCCCCTCACATGATGGTTAGGATACAAAGTATGGGCTGCATGATGATGCATAATG\nAAAATGACAAAAAAAAAAAGGACAAAACCCAGCATGTCTTAATCCAAATTGATTTTGCTT\nTACTTTATGCCCCCAAATGCCCAAATGCTTATTTTTATCTTTCTTTAGTTTTCTTTGGGG\nAATCAATTTGAGGTTCCTCCCTCATATCACAGTAAGTGCACAAGACTAATGCCAAGTTCA\nCAAGTGACCTTATGGATGAGTGCTAAGTTGCAGGTGACTACATACGTTTTCCAGTAATGG\nAAGATGAGAGGATCTGTCATCATGGTGGGTTAGGTGACTCAGAACACCCTGTAGAGGAGT\nTTTCCTTTTGTGCTTCATCTGGTGATAGCCAGTCTACCAAGGCCCCCCATGGAGTGGGTA\nCTCTAGGATGTCCAGCTGTTCTCAGAAGTTCCAGGTTCACCTGGGCAACAAGCACTGATC\nACCACTAACTGTGATGCCGGCACTGTGATGGATGTTGTGAAGCTGTGAACATAAATGATT\nCTAACTTTAAAGCCCTATTTCCATGGTCTGCCCACAATGGCTCTAGGGATAACCAAATTA\nAATTAGTTTACTTGAGCTTACCTGGATCAGAACCCTGTGGTTCCCCCAGGGTTGTGAGGC\nATTTGGCTTCCTAAAGTGGATTTCATACAAGGCTGTTGTCTACTGTCAATTGAATTTAAA\nAAAGAAATCAAAGTAAATATTTTCTCTCATTCTTATTTGTTTTGGGGTTAAAGAAGATGT\nGGTACCCAATACCACAGGGCAGGCTTTGAAGGCATTTTTTATCTCAGATGGCCAAACAAA\nCCATATGTTTCCATTTCTCTGAGAGGGCAGGGAAGGTTCACTTATCATGTTCAGGCAGTC\nTACCCAATGGCTTGGCATCATGGACGCTGGTCCAGTTTGTTTTGGAGGGACAAGTCAGGT\nGCACTGGTAGGATAGCGTCTTACCAAAGTGAGAGTCCAAAGAATGCTTCTTAGGTCATTT\nGATCAGGCAGCCACACAAGAATACCACAGACTGAGAGGTATATGAATATAAGGCCCTTTA\nCTTTATTTTGATGCAGTTGTGGGGGTTGGAATGTAAGAGTCACGAAGCCAGAAAGATCGT\nTTTCTGGTAAGGCCTCTGGTTTCTGAATGGCTGTCTTCTCTTTGTGTCCTTGTGTCTGTG\nTGTCCATTTGTCCGGGTATCCGTTTATGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG\nTGTGTGTGTGTCAGAGAGAGAGAGAACGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAG\nAGAGAGAGAGAGAGATTGGGAGGAGAAGGGAGCTTGTCACTTTCCTTCCTATAAGATTGT\nCTTGATGGTTAATAGTGGCTGTAAGGTTTACAGGGTCTAGAGTCACCAGAGACAAGCCTT\nGAGGTATATCTGTGAGGATGTTATAAAGGTTAGGTTAATTGAGCGAGAAGCCCCACCTGA\nAATGTGGCTGATGCTGTTCCGTAGGCTGTGGTCTAGGACCACATTAAAGGGAGGAAGAGC\nTGAGTACCAGCGTTCATCTCTCTCTGCTTCTGGATGGTTGGCACAGTGTGAACAGCCACC\nTCACACCCCTGTTACATGCCTTTCCTATAGAGGTATTTATGTCCCCTTGAACTATGTGTC\nAAAAATGAATACATTCTTCCTGAAATTGCTCCTTCCAGGTATCCTGCTTCAGCAACAGGG\nAGAGTCACTAATAATAAACTTATGATCCCATTTACTGAAATTACTTCTATCTAGGGACTA\nTTGGCAAACTGCTCCATTGGGATAGGGGTAGTCAGGATTTCAATTTGTATATCAAGGAGA\nGAATACAATCTAGGCCCTAGCACTTCTTATATGGCACATGCTAAATTAAGCCCAAGGATG\nTATAGATAAGCTTATATGTCAGGCGCAAAATGCTCTCAGGGAGTGCATATTAACAGTGAT\nGTGATAATTACAATGCTGTGCTCAGGTCAGATGGGAAGAATGAACCCATTCAGTTAGAGC\nAGGTCAGGGAAGGCTTTTCAGAGGAGCCTTAGACTCAGCGAGACTTTTGGATGCTGGGAG\nTGGTTAGAAGTATTCCAGGCAGAGGCAGAATCCCACTGTCAGTGGTCACAGAGCAGCAGC\nACAGTGGCTGAGCAGAGCCCCAGGTGCTTAGGGGTGTAGGAAGAGCATGGGACCATGGTC\nAAGGTGGTTTCAGGGAAGGGTACTTTCCTTTGGAGGACTGCACTAAGCAGCTTGAACTTC\nACCTTGTAGCAGGAATTGGGAACCTGTTACACATTAGACATTGGATCTATAATGCTCCTA\nAGAGGTTCATGCTTTCAGTGTGTGTTCTAAGCCAGTGGTGGTGCTTGGGGGGCTACGGTA\nTTTTCAGGGTGTAGATTGCTAGCAGTGGGCTTTTGAAAATGATAACTGGCAGCTTATTCT\nACTCTTATTCTTGTCTGCTTCTGGACACTCATTTGTAAAGTCACCATTGGATACACCAGC\nCACCGGGAAGGACACAAGCTTGTGAAACTGTGAGCCCAAGTAAACCCTCCTTCCCCTGTT\nTCTATCAGGTGTTTTGTCAAAATGGCAGGAAAAATAGCTAAAACAATAGATATTGTAGCA\nGCAGCAGCAGCAGCACCTGCTGCAGCAACAGCAGTGGTGGATCAGTTTTGATTTAAAAGT\nTCACCCAGAAAGCAGCTGGGACCCTGACACAATGGTGGCTAGGACCAGTTAGAACACCAT\nTACCATACTGTGGTCACAGAGCCCAGAGGCAAGTGTGGTGGGCACTACCGGAGATGGGGA\nGGGGATAGCTGCTCATCCTATTCAGAACTTAGGAGTTGATGTCAGTGTGGGTAGGGGTAG\nGAGTCTAGGCAGGATCCCTCTGCTTGGAGACTAGGGAGCCATCAGGGGGAGAGGAAACTC\nCATGCATGGGGGTGAATGGCAGAAGACTGCGAGTGAAGCACAGCAGAGAGCCCCTGGGAC\nTGGGAAGGCTCTGAGGAAATTATTGTTGGCTTACCTCTATGAGAAAGCGGCAAAGGAATA\nTTGCAAAGTTATCACTATTACGTGCTGTATTTTAGACTAATGTGAAGTAATGTGAATCCT\nGGGGTGAGTGTGTCTATTGCTCCTGGATTGGGAGGATGCCCAGGAGCTGGCTAAGAGGAC\nTCTGTAAGACTGAAACATTTGGAATAGGTAATTTGCTCATTGAAATCCACTGACAGCATT\nTTTCCCCCTGTGCAAATATGACCTAAGCTCTTTGAGTCAGAAAAGTTTCCTAATAAATAA\nATCCTTAGTCATCTGTTGCCAAGAAAATGAAAAGGCTTTGGTATGGAATCCATCAACCTG\nCTGGCCTTGTTCTCACCCTGAGACAGGGCCTGCTTTTGAACTCGTGATTCATGTAAATGG\nCTGAACTCGTGATTCATGTAAATGGCACCCTTGGAATTTTGGGTAGGGCAGGGAAACAAT\nTCAGGAGAGCTAGAGAATGAAATTAGATTTTTTTTTTTTAAAGATCAGATCAGTCCTTCC\nTTGATCTAAATTCTCCATCTGCCCTTTGGTGAGGGTGGAGAGGAAAGCCCAGGTCAGTGG\nGTTCTGAGCCTTCAGTTGACTGTGACTTTATGTAATTATAACAAACTCCTTTTTTGATTT\nTCTTCCAAAAAAAATATTTGGCAGGGTTTCAACAGACCGAAGAGAAAGGGGTGGGGGAGA\nACAAAAAGGAGAGAGAACACAGAGATACAATAAGAGATACACAGTAACATAGAGACATAG\nACACACAGTAAGAGAGCTACAGATACATAAAGACATAAGACACAGAGAGACAGAAAGGAC\nAAACAGAAAGAGAAACAGAGAGAGCAAGAGAAGGACAAACAGAGAGACAGAGCATGAGAG\nGGACAGACAGAGAGAAACACATATACAAAGGAGAGACAGAAAGATGAGAAATAAACTCAA\nAAGCAGATGCATAATGAATTTTAAATTGTGGGCCCCGTGAACTTGCAGCTGACACCTTCC\nATTAGACAGGTGACAACTTTTCCTTCCACCTTCCTGGTCCTTTCCTGGGCACCCAAGCAA\nAGGAAAGTAAACCCGCACAACAGAGGCCCCTGCCACATGACCAAGGATCCAGAGCTCTCA\nTCTGAGTCCACTAGGGCAAAGCAAGGCTGAAAGCTCGGGGGGCGTGGTCGGCCGTTCGGG\nGGCGTGGCCTAGGAGTTGGGCGTGACTTAGTGATGACTCAGCGGCCCCGCCCCGTCCCCG\nGCCCGCCCCGCCACTTAATTCTGACGCGCGAGGCCGCCGGGTGCGAGAGCCGCCCCGAGC\nCGGACGGGCTTCTTACTCCGGCGTTGCAACCGCCGTCGGAACCGCCCTCTCGCCACCTCG\nGTGGCTAAGGTGCCGGGTACCAACGCCAGCAGCGGAGCGCGCCAGGGAGCAGCGCGCCTT\nTGTGCGAGGTAGGCTGGCCCCACACTTACTTCTCACACAAAGACGAGGGGCTTGCAAGGC\nGGCCGCCCGCCGGGAGAAAGCGACGGGTGTCTGACCCCGGCCTGGGGGACCCTGTCGTTG\nGCCTGCAGGGCGGGCTGGGGTATGCGGTCCCTCGGGCGTAGGCGAGCAGCGGGGAGCCTG\nGTGGCCCTGCGCTGCTTGGGGAGGTCTAGGGTGCAGGGCCCGGGCGGCGGCCCGGATCGA\nGGGGCGCCGGGGCGGAGGGGCCCCCTGGAGAGGGGGGAATCCAGGCTGCTGCTTGGTTGG\nTTCATTGTTGCATCCTCGGCCCTGCAGACCCAGACCTTAAGACCCAGGCTGCAGTGGCTG\nCGCGCCCCGGGCCAGATGCCCGCCTTGCCTGTCCCGGCAGCAGGACAGGGTCAGCGTCCC\nGAAGCCGGCTCCTACCCGGCAGACAAAGGCGGGGTCGTGCTGCTTTGAAAGGTGGTAGTG\nACACTGTTTCCTGTCTGCAAGTAACTTTTCTATGTTGGACTCTGCTGTGCCTCTTGGAGT\nCCGGTCAAGCCAGGGGGTTTGGGTGATGTCAGCGCAGAAGTCCCCACATTTTTGGGGGAC\nTCAGTGATTGCCTCCTGAAACATTTCTGGATGACTGGGAGGTAATCTGGTGTATAAGAGC\nCAAGTTTTGACATGTGTGCTGGAAGTGAAGCGTCCCCAGCTCTCTTTGAAATGTAGAGAG\nTTCCTGTTGAGAGGATGAAGTGCACACACCAGCCATCCCAATCCCTTCTCAGATTTTTGT\nCCAGGACTGCTAAGTGAGGTTACTTAGTCAGAATGGGGGGTGATACTGGAGGCGCCAACA\nGGGGAACAGAAGGAGCCCTGTTTGGCTTGACTTTCTGAATTTGAGCCTCCCTGCTAACAG\nGTACACTTTCTCTAGGCATGCTACCTCACTAGCATTTGGACATGTTAAAGTTGCTCTAAA\nTCCTGTCAGAGATGCCTGTCTAGGGACGGTTCCTTAGTGTTTGGAGTTTCAGGCTTTACA\nACTTTGAATTAATAATCATATATATTTGTGATAAATTAAAAACCAGAAGATAGGTCACTC\nATGTGGCCACCACCCACACATACCCTGAGGATGAAGGTGTATTTGCTTTATAGGTGGCAG\nGGAAGTTTGTGTGTGTGTGTGTGTGTATGTGTGTGTGTGAGAGAGAGAGAGAGAGAGAGA\nGAGAGAGTCTAAATGAACACATTGTTAATTCCTAACCTTTATACTTGTCTAAAGCATGAC\nATTTAATAATGATAACTTTGCAATGTTCCTTTTACTGCTTTCACAGAGGATTATACTAAC\nAACTTGTTTTGGAATATATTTTCTCAGAGCTTTGCCAGTAACTATTTATTCAGAAGGGAG\nAGGCGGGAAGATGAAGGGAAAGTAATGTGCTTTGCACTTCACTGGAGATAACACAAAAGA\nCTTTATCATGTATATATATATTTGTATGGGTATATCTAAATCTATATCTGTATACACACA\nCATATATCCATATATGGATATAGATAGATATATATCAGGAGTAGCTTGGGACCGTTTAAA\nAGGTAAATAAATGTTTTTACTGTGAAAAGTTCTGAGAATCCTGAGAAATCCAGGATGGAA\nAGAGCTGCCTGTAGAAAGACTAGCCGTGTTTTCCATGTGCCTCATGCACATCTCAGAAAG\nTTTGTGTTGAGAAAGTAAAATATGTTTTCATTACAGTGAAGAGTTTCGAGTGTCTAAAAG\nGCCATTCAGCTACGTACTTGGCCGGTGGACATCTTTGTCATTACTTATATTTTCCCCTTG\nTAAAAATTTTGGTCTTTGAGTTCTTTAGTATGCAAAGCAGAAAGAAGCCTTTGAGACAGC\nCCTTTAGAGGCAGGGTGCTCAAGAGATGATGAAGTATTCTGCAGTCATTTCTGAAGCAGG\nAGACACCATAGGAGGAGGTTGGGACAGTGTGCTGTCAGGTCCCATTTGCAGTTTTTCATC\nTGCTTTGGGTTCCTTAATATGCATGCACACTTGGAGTAGTTGCAGGGTTGTCCCCTAGGT\nGGTGGGCAGAATATTTTGCCCTCCGTAGTGATTTCTGTTGCTTTTCTAGTCATGTACTTC\nCTAACAGCATCGAGTGGGATGGAAGGTCCAGGAGGAAACAGCCGTGTGCCCAGTCTCATT\nTCCTACCCCTCTGAGGGCTTTGGGCTGTGTGAGCAGTACAGGCAGCTTGGGCCTCAGCTC\nAGACTTTAGGAGTCCCATGTAGGGCTAGAGCTGTTGCTGGAGAGCCCGCTCCTGAAGTAC\nATAAAAGACTTGTACTCTAGAGACACACCCAGAGCAATCGAGTTCTTGCCCAGAAGGAAG\nGCAGGTGCTCTTACTAATTGACTAATTGCTCCGAGTTTTGTTTAAAATGCTGCAAGCAAA\nGGAAGAAGGATTTTTCATTTTTCAGTTTTGTTTTTTTCTTCTGTGAGACTGAGGGATAGA\nAAACTTTTTCTTCCACTGAAAGGGGGGACACAGACTGAATACTGTGGCTTAGTTGGGGTT\nATTGATGTCTAAAAGCCCCTTCCCTCTGGAACACGCTGTGCAGGAGTGGTTTGAGAACTC\nAGACTTGGGAGTTTGGTTCAGTGAGATCTGGATTTTAAGATGTTTGTGGAAGTCCATATA\nTACCTTGGTGAGTCTAGAAGTACTGGGGAGAGAAACTGGCCAGCTTTGGGGTTCACTGGT\nTCCATACTGGGAAAGCTACTGTAGAGTGAAGATCTATGTATAGCTGGTCCCACGGGAACT\nACTCATAGCCTTGTGTCTTCCCCGGTCTAATCTTTTCCTCTTCTTGCTTTTCCTGTTTAA\nAGCAATCTCTTATTTTCTCTTTTCCTTTCTGTGGAGAAGTGCTGGGCCTTTTCCATCTGA\nACTTTTCCTCACAGTGAGTACTTACTGAGTGCACTTAAAGGGATGAATGCTTTTATCCAT\nCGGTGCCTCACCCCTGAAAGAATACATTTATTTGGGAAACTGACTTGGGTTACCTTTGGA\nAATGGTAAATCAATGGGGGCTGTTTCTGAGGTTGCTGGAGGAGGCCAGACACTGAGTTTG\nTTGTAGTTAACAAGATGAACTTGGTCCTTGTGGCAGAGTATGTGAGGATGATATTTTAAG\nAATTGTACAAAGTGACCCCCACGTTATTTAATAGCTGAGACTTTCAGAGCTGTGAATAGG\nAATTAGCACTGTTTGATTTAAGCTCCTTTAGGAAGAATGAGAGAAACCACAGGGAAACAT\nGGGGAATACGTTCCTAATCCTGTAAGGCAGATACTTGGGATACCCTGGGAACATGAGTTG\nCCCAGGGCTAGCTGGGCATAGTTGAACTAACTGATGAGGTAGACTGCTGTGTTTTGTCTA\nGAATTTGGCTGGGATATTGGGACAGTTTCTAGTGCAGCTTCATTGTCCCCACTGAAGGGG\nTCAGTAGGGCCATCAGGGAGTCAATTGTTGTAGTGATGTGGTGTCCTGACTTAGAGATTC\nTGAGAAATGAGTGTTGGTGTCACACAGAGATCAGCAGACTACAGCTGTGTTTCCCTCCAT\nTTCTGGAAATTCTATTACAGATGAAGAGACAGCTAGAGGAGCTTGTGGGAAAATAGATAC\nTGGCTTGAGAGTGTTCCCAAACTCAGCTGGAATACAGGAAGGAAGAGGGGATAGGGCTGC\nATTTAAAGCAGAGGAATGCCGGACAGTTCTAGCAAAGATGTCACTCAAAGTGGAGTATCA\nGGCGACGAGCAGCTGTACAGCTGGGCCTGTGGTTGGCCTGCCGTATGTAGTGGTGTGTGT\nGTGTGTGTATGTGTGACTTATGTGAGATCACAAAGGACATGTGCACTGGCATTGATGACA\nGTAATACTCACTCCACACTCCACAGGCATGGAGCAGCAATAGAGCTTGCTGCAGGGGTTA\nAGGAGGCCCTCCTCAGCCCCCCTCCTTGGGCTGCTGTTGATTAAGCCTTTGCTGGTCATG\nAGACACAGAAAGCTTTAGTTAGGGAATTTGCGGGGCCTCTGTAAGCTTCCTAAGAATGAG\nTTATTAAGACTTCTCTCTAACAGGAGAGAATACAGCTTACAGTTTGATGACCTCTAAGTA\nAGTCACATAGCCCCTGTGAACTTTTCTAATTTGTGAGGCTAATGTGAACTTGGTAATACT\nGACCTCCTATGATGCGGTAGGTAAAGACCATCCTGAGGCAGTGGCATTCCAAGGCATGGT\nCCCTGAGACTTGGCCAATCACCAAGTTGTTGATGCTTTCCTGTCAGTGTCTGTGGCCTTG\nTAAAAGTGCACTTAAAAGTTTGTCATGATAGGGCGCTGAGAGATGGCTCAGTTGGTAAAG\nCATTTCCTTCACAAACATGAGAACCTGAGAACGGCTTGCCAGCACCCATGTACAGAGCCC\nCTGGGCAGGGGATGATTGTAATCTAGGTTCAGGGAGGCAGACAAAGGAGAGTACCTGGGT\nCGTGTGTGTTACTGCTAACCACAGGCTTGGTTCTGAGCAGCTACTCTCTAAAAGTGATAG\nCTTGACTGAAACTTTACGGCTGTTGACTGGAAGTCCCCTTTTCTTCTCTCCTCAGCCTCT\nTTCAGCTGTCATTCTTCCCTTTGAGTCTGTGAGCTTGACTCTTGGATACTTCATAGAAAT\nGTGACTGTGCACCCCTGGCTCCTGTGCAATGGGCTTCCTTCCCTCAGTATGACACCTTCA\nAGATTAAGGTTGTAGCATACTGTAGGCTGAGTAGCATTCTATTGTAAGTGTATACTATAT\nTGATCCAAAACCTGCAACCTGTTGGTAGATAGATAGGTGTTCCCACAAGACTTCTAGAAG\nAGAACAGGAAGCCTCTATGCTATTGGCCTTAGGGGTGATCTCGTGGCTGTGACACCCAGA\nACACAGCAAAAAACAGAGTGAATGGACCCCGTCGAAGCAGCGCAGCAAAGCTGTGAGCAG\nAAAGGAAGGACAATCTGCAGAGTTAGTTATGGTTCCCCAGCCATTTAGCTAAAGAGGGCT\nCTTCTCCAAGTCTGTCAAGAACTTCAGTAGTGAAAAAACCCAATTAAGGGCTTCGGAGCA\nGAGTCGGCATTGCGCGCAGCCTTGTAACTGAGCGTTTTAGTAAGGCAGCATGCCATGGGC\nGCCATAGGGATGCTTGAAGAGGGCAGGGCTCCATCCCTCTCTTCACCTTGCTTTTCTTCT\nTGTCATGTTCGCTGGAGCATTTTAAAGATTACCTGGCTGTGATGTTAGGATGTCCATGTT\nGTCTTCTCTTCTTGCACTCAGGTTTTGGCCTCCTTCCTGAAGTGTCATAATGAGGTCTGT\nAAGAGTGAAGGCTATTGTTTATGGGACGGATCCCCAGGTTGGGCAGTCTCTGGATGGTCC\nTTCCTTCAGTCTCAGCTCTGAACTTTGTCTCTGTAACTCCTTCCATGGGTATTTTGTTCC\nCCCTTCTAAGAAGGATCCAAGTATCCACACTTTGGTCTTCCTTCTTGAGTTTCATGTGGT\nTTGCAAATTGTATCTTTGGTATTCCGAACTTCTGGGCTAATATCCACTTATCAGTGAGTG\nCATATCATGTGTTCTTTGTGATTGGGTTACCTCACTCAGGATAATATCCTCCAGACCCAT\nCCATTTGCCTAAGAATTTCATAAATTCATTGTTTTTAATAGCTACGTAGTACTCCATTGT\nGTAAATGTACTACATTTTCTGTATCCATTCCTCTGTTGAGGGACATCTGGGTTCTACTGC\nGGATGCCAACAAGAGCTTGCTGACAGAAGACTGATAGAGCTGTCTCCCGAGAGGCTCTGT\nCAGTGCCTGACAAATACAGAATGGATGCTCACAGCCATCCATTGGACAGAGCACAGGGTC\nCCCAATGAAGGAGCTAGAGAAAGGACCCAAGGAGCTGAAGGGGTTTGCAGCCCCAAAAGA\nGGAACAACAATATGAACTAACCACTATCTCCAGAGCTCCCTGGGACTAAACCACCAACCA\nAAGAAAACACATGATGAGACTCTTGGCTCTAGCTGTATATGTAGCAGAAGATGGCCTAGT\nCAGTCATCTATGGGAGGAGAGGCCCTTTGTCCTGTGAAGGTTCTATGCCCCAGTATGGGG\nAAATGCCAGGGCCAGGAAGTGGAAGTGGGTGGGTTGGTGAGCAGGGGGAGGGGAGAAGGG\nATAGGGGGTTTTCGGAGGGGAAACCAGGAAAGGAGATAACATTTGAAATGTAAATAAAGA\nAAATACCTAATTAAAAAAAAAAAGAAAAAAAAATAAGAGTGAAGGCCGTGGAAGCCTGAC\nACCAATGTTCCTAAGGTGTGCACTCTTGAGAGGGAAGGGAAAAGTCAGGTCTCTAAGCTG\nCCTGATATATGCTAATGAGACTTAAAGACTTGCATACTCACCGGATAAAATCCCATAGTC\nTTCAGCGAGTACAGGTTATTTATGAGTTTCCAAGGTAGAGAGATGAAAATTCCTATGTCC\nTGGACAAAGTTAAGAATGCCATCGTGGACATCTCTATGTAGATGCATAATGTGCCTCCCC\nTACAATAATTGATGTCATTTGAAATAGGTATCACTGTGGGCACAAGTGTGACCAAAGTTC\nATCCGCAGTCTCTCCCTCCCTCCTCCTTTCCTCTGTCCTGTCCACTCTCCTCCACACTCT\nTTCTTCTTCTCTCTTCTTCAGTGGTTGCACAGAGCAGTATAGCATGCCTGAAAGAGAGAA\nGCCTAGACTACAGCCCAGCTTCCTGGGAGTTAGTGCATGGTTTGAGACAGGCTGTTGAGC\nTTTCTCCTTTGTTAGCTGAGTTCATTCTATCTCTCTGCCTATGTTACCCCCATGTCCTTT\nATAACTAACGATGCATCCTATGCGGGTCAGTGGCTGCAGAAGAGCATGCCCTGGGTGGGG\nAGTGTCTCAGAGCATGGGCTACGCCTTAGGAGATGGTGTAAGGAGACAGGGCCTGGACAG\nATAAGGAGAACACAATACATTTCCTATAGGTCCTGCTGTGGTGACCAGTTCAGCTACTCT\nGTGTTCATGGAACCTGAAATGTTATACACTAAAGTTTGACATGGGCCGTTAGGGATCCTA\nTATTCTTATCTGTGAAATACAGTGATAGCAACATAGTTACTACCAACTCAAAGGTTTTGA\nTCGTGTCCTGTGTAGTAGAGTGAACCTTGTTCATTCAGTATTTAGGAATGCTGATGTGTT\nCTAGTCCATATGGCAGTCCCTAGGATCTGGGGCTAGAACAGACTTCTTTGGAGTTAGCAT\nGCTAGTGTTGATAGACAGTAAATGAATACACAGACCAGGTAGCTCTTTCATTGTGCTGCC\nAGGGAAACAAGCCCAGCTCAGGGCTGCAACCTGCTGGAGAGGAAGTGATGCTTTTAATTG\nGGTGAGGGTCCTATTTGAGTTTTGAACAAATGCAACAAGTCTGTGCAACCCACTCCAGTC\nTCTCTGAGTAGAGCAAAGGGGCTAAGATCCATGGGTGCTTGCTATAGAAGGAACCACAAG\nAAGGCTAATGTGGATGGAGCCAGGTGGGTGGTCAGGAGCAAGGCTTCCAGATGAGGCCCT\nCTGGTGAGGAAACTTGCTGATACAGACCCCATGGGAGGGTCCTGTGAAGGGGCTGGAAGA\nGTCAGGCCTTGCCTGTCTGTGGCTCTGGAGTGAGTCGTGGTGCCTGAGCATCCGGCACAG\nGCATAGGAAGGTTGGTAGAAGTAGATGCTCCAGTAGCTGGATCGTATATTTTGAAGATAG\nGGCCACAATGACTTGCTAATTATTTGGAGTTGATATTGGCTAGCAGAAGAATCATGAGTG\nACACATGGTCCCAGACACCAGGCAAACGATGATGTCATTTTCTGGATGAGAACGAATGGC\nTGAGAATTGTCTCTATAATACACTGTGCTCTCTGAGATTAGTACTGCTTTACTCTTGTAT\nCAGAGATGGGGAAACCAAGGAGCAGAGAAGGTGAGAGGCTGTGCTGGGAGAGGCTGGGAA\nGTGGAGATGGGACACACCTGAGACCCTCCGCCTTTTCATCTCACGTTGGCTCCACTGTCT\nGCCTCTGAACGAGGATGGCAGATGGGTGTGGTTTCATGTGAATATATGTCTTTTTCACAG\nCACACCTTGGTTGAAATTGGATTTACATTTCATTGAATGTACCCATTATCAATGTATAGT\nTCCATATTTTTTCATAATTTGTAGGCTTGGCAGCCACCATCCTGATTCAGTTTTAGATTC\nCACAGTCAGCTCCCATTCCCATTCTCAGCTTTCGGCAACCAGGGCTCACTTTCTGTCTCC\nACAGAGTTTTCCATTTCAGAAATTTTGGACAAACGGAGTCATACAGTATACCATTGGGTT\nGACTTTGTTCAGCTAGTTAGTGTTTTTTGAGACCCACTCATTGTTTTATATGTTTTATAA\nGTCATATGCTTTTAAGGGGCATTCTTGGCCTTTCTTAGAAGGATGTACTCTGCTGATGGG\nAAAAGCATCCTTAGGATGTACCTTAAGATGACATTAATAAAAATAGTACTCACCGATGCA\nCGGCTCTGTAAACATTGTTATCTTTCGTGTTCTTCTAAGTGATTCCATGAGGGTGCGTCT\nGTGGTTGGTGCTTGATCAGGGAGGGGCCTGAAGTGCTGAGGGACTAAAGAGCCTGTCCAG\nGGCGAGAGGCTGAGGTAAGGTCCAGGCTTTGGCTCTTCCCATCCCATCCTGCTGGACTCT\nACTGACTGCGTATTTAAAGCTTGCACAGCTCAGCTTCAGAGAGGGCTGAGAACATAGGCT\nTGCAGATAAATCTTAATTTGTAACTTTAAGAAAAGTGTTTGTTGTGGATTTTCAGTTTGG\nCTTTGCCCCATGGAGATGATGGCATCTTAAAGCGATCCTTCTATGGGGCAGTTTTCTTAG\nGCATAACATCAGAGTGGCACCAGATTAAAAGCACATAATTATGCCATTAGGCAGCGCTGC\nGTGCTTGAGTTATGTTTTAAATATGATGCTTACCAGAAATACATTTTTGTATGAAGTACC\nCTGAGGCTATTTATGAATTTACTGTTACTGGATGGAATTTAATTAGGCATCATACATTTT\nTAAAGATGATTATATAATTGCATTAGATATTCTTTGTGCCAAGTACATATTTGAACAAGT\nTTTTTTCTATCTATGTGACATTCCTATTAGAAGATTTCATATCCTGTATCGAAGAAGGAT\nTCCTTATGTATTACAAGTATTCTGGAGTTGTGGAAGACATTTTCAACAACTCATTCACAG\nCAGTAGCTCGGAGTTGGTCACGTGTGTTTAGCTTGGGTAAGCACTGATGAGCTGTGGCTT\nTTTAACAGCCATGAGATGTTTGGAATAAGGACAGACTTTACACCCAGATTCCACCCTTGG\nTCTCTGCTAAGACACTCTTCGCTAGCTCCACATTGTTCTAAGTTTCTAAAATGGAATTGC\nAGCATGGTTACACTAGCTTCTCAATGGTAGTATATCTTCCATCTTTTAGGATTTTGTTGT\nATAATCCAGCTTACTAGTTCACAGCCACAACTAAAACCCTACATTTCTTTTTAGAATATC\nTAGTTTTAAGAAGAAAAAACAATAACAATTTGAATTTAAAAAGTTTTCCTTTGACTTATT\nTTAACTGCAGAGTCTGCTTTTTTTTTTTTCTTAAGAGATTAGTAGGTATGATGCTAGACC\nCTGACAAAAATCAAATCCCACCCCTCTGGACCCCACTTGATCCCCCTCAACCCTCCTTGA\nGCCTCTCCCTCTCCAAGCTCCCAGAGGCAGAGATGCTAGAATGGAACATTGTTCAAGAGG\nCAAAAATCTCAGTAGCTTTTCAGCATCACTGTCTCCCTATCTCTCAACTCCCAGCATCTT\nGCTCACTTCTGCTTCGACCTCCCTGTTAGAACACTGACTTTTTTTCTACAAGTTTCAGTT\nAAAACCCTGGGCTGCTATAAACTTATTTGCAAAAGTACCTGGGTGGGAAGATCTGTAAGT\nTTTTTCTTGGGGTTATCCCCAGGATCCCCCTGATTTTTCTGACCTCAGAGGCTTCCCCTT\nGTGAGCTGAGTAGAACACACCATCCTTGCTTATTTCTGTTGCTAGGCCAGGCCCTTTGCC\nCCTTTGCCTGAGGGGTGACTGAAAGTGATGTCAACCGAAAACTCAGGCAAGATGTGGGGA\nAGCCCAGAAGTCTATTGAATTTGTCACTGTCGTTTTTAATATTGGCCTCATTTCTTAATA\nATGTGCTGTAGCCTTATTATACCTAGTTTCTTTGAAGCCAGATCTTTAAAATGTATACAT\nGTAGTGGTTCCACCTCTTAAGGCTCGATAATCCACAGGGCCGTTCTTCCTCAGCACCTTC\nTTCCTCGTGCTGTTGGTTGTTGTCTAGTAGAAAGGCCCACTTCCTTGACTGGGCTGCAGT\nGTGTTTTGAGAACTTGTTCTACAAGTTCTTGTGGTCTGTAAACTGGAACTTAGCACCGCT\nGCTCTCCTGGGTTCTTGCTCTTAGCACCCCAGCTCTTTAGAAAGGGCTAAGTTGTTGGTA\nGTGACATCTGCTTCATGTTGCATCATCCCAAGGCGATGTCTGCTGTCACTCACAGCAATG\nTGAACAATGGCCATTCGGTTTCTGTGTTGACAGCTTGATCCTTCATTGTGAATTTCCCCC\nATTGACCTTTCTCCTAACGTTGTTAGCGTCTATTGATGATGGTTGCTTGAGTTAAGTATT\nTCATTGGAGATTGTTTAATGAGCAAGTTAGCAAGTGTGGGATGAGACCTGCAATGGCCAG\nAGTGTCCAGCAAACCAATTGTTGGAGTGACTTAAGGACAGTGGGGACTTAATAGAGAAAA\nACAGAATGGCTAGACTTTCCCATTTACTGCATGCAATGTATTTCCTACCATCAAAGTTAA\nTTGCTATTTATAAATCTTATTGTGTCAGGTAAGTTTTATAGTAATATTAACTTCTGTGTG\nTTTATGCTCTTATAGCATATAGCATAGGGTCTTACAGCATAGGATTACAAGGTACAGTAC\nCATGTGGTGGTATAGTCCATTGCCCATTATTTTCTTCAGTAGTCAGTTGAGCTTTTTTGA\nTGTTTATGAACATGTATAACCAGACTTTTTAGGAAAGGCAAGGCATTAATAAACTTACAA\nAGGAGTGGTGCTAGAGAGAAAGCTCAGTGGCTTACCTCCCTTCAAAGGATTAAGTTTAGT\nTCTCACAACCTATGTTGGGTGAGTCACAGCTCCAGAGGATCTAATTCCTTCTGGCTTCTA\nTGGATACCAGCACACAAGGCACATATACACATAGAGCATGCCTGCACACACATGATATAC\nATAAATAAAATTATTTTCAAAAGGGGAGAATGATGGGCTTGAGAGATGGCTCAGCTGGTG\nAAGTACATGCGAACCTGAATGTGAGACCCAGAACCCATACAAAATCCCAGAGTGCCCTGC\nATGTCTGGAATCCCAGTGCAGGGGAAACAGGAAAAGGAAGATAATGGGTGCTCACTGGCC\nAGCCAGTCTAGCTGATTTGATGAGCTCCAGGCTCACTCTAAATATAAGTAAGGTAGATGG\nTGATTATGAAAGACACCTGACATCAGCCTCTGGCCTTCTCATATACCTGAGTGCACACAG\nAACCATGTAGGCACTCACTCACACATATACATACATACATACATACATACATACATACAT\nACATACAGAGAGAGAATGAATGAATGATAAAGATGACTTCTTCCAAAACATAGGAGAAAT\nGGCAGTTTTCAGCTTGAGTCTTACGTGGTTTGGAAAGATGGACCACTGCCATGTTTCCAG\nAGTAGAGAGTACTCCTTTTAAAGGACAGTGTCACAGCAACTGAAATTGGCTCACTCTCCA\nAGCAAGCTACACGCTGCCACTACAGTCAGATCTGGGGATACCCTCAGCATTTGATGGGCA\nTGGAAATATATTGGTTCCTCCTGTGTGGATGATCATTCTCTTGGTATACCATAGCGTGCT\nTCTGGAAACCACATTATGACAAGGATCATCATCACAACGGTTCTAAGAGTTGGGCATTCC\nTCCCACAGTGCCTTAAGTAAAGACCATGCTTTTGACTGTGCAGTTGGTGTCAAGTAAATC\nTTGGCTCTGACCATAAGGTATTGAAAAAAGATGAAACCTGGAATGATAGAAGATTTTGAC\nATTGTAAAGTGATGCTAACAAAAGCCACAGAAAGCAGGAGGCCATCTGATTTAATCCATT\nTTTGAGGGGGTTGGGCAATGGTGGGCAATCTAATGCTTAGATGTTTAGGGAGCCTTCCCG\nAGACTGCACAACTAGTGGTGGTTGCTTGGAGTCTAAACTCACAGTAGAAAAACACCCTAA\nTACCTAATGTTTATGTGAATACTAAATGATATAGGACTATAACTAACGTGTCTTCACTAA\nAGCAGAAACATTCCATAATCACCAGCTCACAAATACTTGATCATACTAACAACAGTGGTC\nCTGCCTCTCTTCCTCTCTTACTATTTTAATGTCTTTTTTTTTTTGTTGTTTTTGTTGAAG\nGAATACAGTATTTTATTGCCCCAAAACATTCTTTCCAGGGCCTTCTGTGTACCCTGAAGA\nGCTGTATGAATTTTTTTTTTAATTGGTAATTTCTCCCAGCTTTTAAAAAGGCATTGCATG\nAGCTTTGGGCTGCTAGCTGCTTCAAGTTTCCTAGAAAATGTCTAGGTATATTTGGACGGA\nTAGTATGTTTTAATAAGTATCTTGAGCCAACTCACATGCAAAAGAAAAAAAAAGAAACAA\nATCGTTCCTTTGATCATTTCTATTTCATAAAATCACTACATAGTCTTTAAATACTTGAAC\nAGTCACCAGGAAATTGACTTGGGAGCCACCAGGGAATTGCTCATCCCTTTCTTTTCCCTA\nCACTGGGCAGTTCTAGACCTGAGGCTTTCTGAAGGTACCTCTGGGGAAGTGTGTGGATGG\nTAGGTGGGGAGGAATTCAGGCCCTAAGTCACCCACTCTGGTGAGAGGGAGGGAGAGAAAA\nGGTGTCTGGTGCCGACTTCCTGAGGTTAGCCTTAGTTCCTTGAGGCAGCGAAGGCTGCAG\nTCACCCCTTCCCTGTGCAGCACAGGAAGCTCAGAGAGCTTGCCCCAGAGCTGTTCATTAG\nACTAGTTAACCGTGTTACCAGAGCGCTCCAGGATCAGATGGAGAACAGCATCCACTCGGA\nTACGGTTTGTTCTCTGATCCATGATTCATACAGTTTGTGGTAAAATAGAAACACGCTTGG\nCTTTGCAGCAGCACTCCTTAGATGTGCCCAGAGAACGCTTGTTTGCTTTCAGTGCCCCTA\nAATTACAATTCTTTGTGCACTTCCTGTTTCACAGTTAATGGCTGAGATCTGTGACTCTAG\nCAACACTGTTGTTTTTCACTCCAGTCCGTTTCTGCTAGAAACTACGCAGCCTGTGTACTG\nTCTGGAACATGTTGCACGCATGTGCTTTGAGAAGAACAGCATGCATAGCTGACTAATTTC\nAAAAACAGCCTATTTATAGTCCTTCAGAGTAATTGTCAGACACTTGGTCTGTGCGCTTTT\nGCTCACGTCATGTGGATCAACATGGCTTTTTAAATGGAGATAAATTGTTTTTTATGTGTG\nGGTGATTCATTTGATACTTCTCTATAAATTCATACCCCAACTGTGTCTCTGAAGTGTGTC\nACTGCAGTAATAGCCCAGGGAGGAGTTTTCAACAATTAGCATTGGATTCAATATGAGATG\nGTGCTTTAGAGAACTTACAACTCTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT\nGTGTATGTGTGTGTGTGTGTAGAAAAGGGAGGGAGGGAGAGAGGGCTGGAGGGAGACTAT\nAGTGTCTGTATATGGGTGTGGAGACCAGAGGAGGATTCTGAAACTCCCTAATGTATTCGT\nATGCCCTTGACATAGTCTCTTACTGAGCCTGAGCTAGCCTGATAGTGAGTGAGCCCCAGC\nAACACACTTGCCTCTCCTTCCACTGAACCCCAGAGTGCCTGGGATACAGGGATATGCATG\nGCCACCTGGCTGGATACAGGGATATGCATGGCCACCTGGCTGGATACAGGGATATGCATG\nGCCACCTGGCTTCTCAGTGTCCTCATGCTTCATCTCTCCCTAGCTCTTACTTTATAAAAC\nGTGCTGAAGCTGTGGAGTCACACAGGACCTAAAGGACTCTCGTCCTTGACCTCTAACTTA\nCAACAGCATTGTTGGCTGTCACACATGGTCTTGCCTTATCATACCTAGCCCATGTGCTTG\nCCACCACAGAGAATACAAACAGGAACAGGAAACGGAAGTCACTAGTTACTGAGCTGGTGA\nTGGTTTTATTGCGAGGAAGAAATGATGAAGTTTGAAATTCTGTGTGGAAGAATCAGGTTC\nCTGTTTATCTTGTAGAAAGTCTAAAACATATTAGGTATTAGAAATAGTTTCTCATATTAT\nATACAAAAGCCTCGGCATTTGTTTACACGGTTGAGAACTTTCTTTGCTGTTTCTCCATTT\nTGACTTTTAGGGCCGAGAGACACCCTGTGGTTGAATATATTTGTGAGGTTTTTGTAAATA\nAATATAAGAGAAATGTGTTTTTGTAGATAAACATGAGAATAAAACATGAGTTGTTCTCAT\nGGTGGGTGACTGAGACATCTCAAACATCACCGTAGCCCTAGTCTTGCAGGCTTGTGACAT\nCACTTATTGGTTCTAACAGCGCACAAGAGAGAGTAAGAACTTGATGTTGCCTAGAACTGG\nGTGTTATGTGAGATGCCCTTTTCCCTCATGAACTCAGGAGTTCTCATCTTTGCTTTCTGC\nCCCTCAATGAGCTGGCAGGTAAAGTGTAGGCACCATGTCTATGTGTAGGTGCCAGTAGCA\nCCCTCCTTGTGTATTTCCCCAGGATGGTGTCATGATGTGACTTCGTACATGACTGTTGAC\nGTGGCTGTCCAATGGCATGAGACTTTTGATCTCATTGGTACTCAAGAGAATTTGTCTCAG\nATTTGGGCTCTTGTGCTTTAAGCAGTGGTAGAATAGAGATAAGAGGGGCAGAGGGCTCAG\nGCTGGAGCTTTGGGATCATCTTTGCTAGGGTTTCTGTTGCTGTGATGAAGCACATGACCA\nAAAACCAACTGAGGAGGAAAGGGTTTGTTGGGCCTATCCTTCCAGCTTGCTGTTCATCAT\nCAAATGAAGCCAGGACAGGAACCTGGAGGCAGGAGCTAATGCAGAGGCCATGGACTGATG\nCTGCCTACTGCCTTGCTCCCATGGCCTGCTCAGCTTTTCTCCTCCCCCAATAACCCAGGA\nCCACCCACAGGGAGCTGAGCCTTCAACCATGAATCAAGAAAATGTCCTGCCAGGCAGTGG\nTGGCATATGCCTTTAATCCCAGCACTTGGGAGGCAGAGGCAGGCGGAATTCTGAGTTCAA\nGGCCAGCCTGGTCTACAGAGTGAGTTCCCTAACAGCCAGGGCTACACAGAAAAACCCTGC\nCATGAAAAACCAAAAAAAAAAAAAAAAAAAAAAAAAGAAAGAAAGAAAGAAAGAAAGAAA\nGAAAAAGAAAAAAGAAACTGGCCCACAGCAGGCTGGCCCACAGCCTGATCTCATGTTCTT\nAGTTGAGGTTCTCTCCTCTTAGATGATGTTAGCTTGTGTGACATAAATCTCTCCAGCATA\nAAAGCTAATTGAAGAATGGAGGGGACACCTCTCGGCATAAAAGTGTGGGTGGCTGTTAGT\nTTGGGCTGCTAGATGTTGAGTGTCTTAAGTGACCATCATTCCCTTCTTATTTAGAGGCAG\nAGAATGCCAGGATGAAGGCACTGTCAGGGTCAGAGTTAGGAAGGGCCTGCATTCAGGTTT\nATGGATACTTCTTGCTATATCCTGACATGGCAGAGAGGAAAAGTAAAACACTTTTCTTCA\nTCCCTTCTCCAAGGGTGTGAATTCATCACAAGGGCTCGACTCTGCATTTCCTTCACAATG\nTCCCACTTCCAAATACTATGGCATTTTGGCTTAGGGTTCAAAAGGATAGATTTAGGAGTG\nACACAAGAGACGATCTGTGGTGTAACCAAAGCGATCAGTGGTTTACACTCCAAGGGAAGG\nTGGCAAGGTTGGTTCTGAGATACAAGGAGGTGTTCTGCAGAGAAGGGAGGTCTTCAGGGG\nTCCAGGATGGATGTGGAGGTGAAGGGTTGGGAGTGGGAATGGGAGAAGGAACAGTGTTGG\nTAGAGGTCAGGAATCTAGCACATAACCAACCAGAACTGGTCACCCAAAGCCAGGAGAGCA\nCTGAAGCTGAGAGGTGACCTTGTCTAGGGTGTTTGCTGTTTCTCACAGGCCTGCTACTTG\nAGAAGTGTTTGCTGGTTGAGAGTAGCACTATGCTCAAGCAAGTGAGATCCAGGGTCCCGT\nGTTAGTGGCAGGCGGAGAGCAGGAAAGAAACTAGCACAGGGTCAGTATTTGTCCAGGCTT\nGAGTGATTAGTCCAGGTATTGTTAGTAACAGCGTCTTTGTGCACTCTTAAAGCAGTGATG\nTGAATGTAGTTGTTAAATACAGACACCCAGCGTGCATGCACATGGTTGCAGAGAGATACT\nCATTGCGTGTGTGAGTGAAGATTTGTCCCACAGGGGCTTCTGTGGTGTGTTGACCGTCAT\nTGGAGAGACCTGGTTGTTCTCTTTGCATATTTACTGTTTGAATTCTAAAAGACACTGTGC\nCTTGTGGTTCCCTGAGCTCTCTTCTCTGGGTTTGTTTTAGATGACTGTCTGTTTGCTCAG\nCTAATATGGAAACTTGAGTCCAGCATATTGCCATGATATCTGTTATTGTAGCTCTTCTGG\nATTCTCTTAGGAGACAGTGGTCTTTTCTGGGAGCTCCTAGGAGCTTAGTAAACCCCTTAA\nGACATAGCTGGCTAGGACTGTATAGAAAAGGAGGCAGGGGAATGCAGAAGAAGAAGGAGA\nGGACGCTGAGTTCTTTTACTTTCCAGCCTGGTGAGAATTGGTTTGGGAAGCCTTATTTTC\nCTTGACTTCTGGGAAGGTAGGGGTGAGGGAGTGAGGTCAGCGGGAGGAGTCTGGGGTCCT\nCAGAGTTGCTTCTTCAGGCAGAAAGTGCCCCAGGCTTATGGTACTTGTGGTGCTTCAAGA\nGTGAGGTTTTTATTTGAGCCGTTTTATTTGAAGGCTACCATATGTAGATTATTACCATGC\nCCGAGGTGTCTTTGTTTGTGGTGCAAGGGGATGGAAGACCCTGGGTCCTGAACGCTGTGG\nGATGGGAAAGCGTTCCCATGGGACATGCCTTTCCCACCGTGGGGTTGTTCCTGTGCTCAC\nTTGATTATGCATTGAGGTTTTCCAGGTCTGGCTAGAAACAGGAATCTGTTGTTCCAATCT\nTTGAGTCCCCTGTAGGGCTTTCCTGCTTCCTGAAGTTGGGCTCCTGACACTGATGTGGCT\nGTACTCAGGCGGATGTGGGGTTATCTCCACGGGGGCTGAGTGCGCTTCAGAACGCCCTGT\nCTAGCTCACTCCCCTCAGCTGGTGCTTGTCGGAAGCTGAGATCTGCAGGAGTAGCTGGGA\nATTCCTTTATAAGGCGGTGTCTCCTTTTGTGTTTCTATCATTTTTGTTTCACGCATCCTG\nAGTCCGTTTCCCTAAGGGCCGTGACACCAGCAGGCCTCAGGGAGAAAGCCTCATCGTGCT\nCTTTGAATGGCATCTCAACCATAGCATCCAAGCTTGGCTCCTAAAAGTGTCCCACAGGGC\nTGAAATTCAGAAGGTCTTCTTAGCAAGAGATGGACTTGGGTTTCTTTTCCTTCCCTCTGT\nAGCTGCTTCTAGCTGAACTTTTCCTTTTTCCTCCATCTGCTTGATAACTGCAAGTGAGTC\nTCCCGTCTCCACCCACCCTATCTTGATGATTTGGGTGGAGTGGTGTGTCCCTTTTTAAAA\nAACAAAGCAAGACAAAAACAAAACCCTTAAAACACACTAAAACCCAGAAGGGCAGCTGGG\nGAGTCGGTAGTGTGTGCTCAGAAGGTGCACCCGTATCCTGTTGTCAGAGCTCTGCGGTCT\nGTCCCGTGGTTCTGCACTGCATGCCCCTTATTAGTAACAGGTAGACGCCCTGCAGTCTGG\nGGTGCATATATCTGGATCTTAGTGAGACCCCAGCTCTCGTTAGCCAAGGGGTCTATCCTC\nACTTCTTTTCTCTTTCCAGTGCTTTAAGTTAAGACACGGTGTGAGAGGATGGAATTCCAC\nTGTTTGGGTCCACCTTCTGTGTCTGCAGTTCACCAGGCAAGTAAAGTATCTATCTGCCTG\nAGTTTGTTTCCTTGCGAGTAGAATAGGAATGGTGCCCTTGAGTGGGTTCACAGCAGTGCA\nGTCACTTGCCCCATGTGCCCGTGTAGAGAAAGCACTCAGTAAGACAGCTGGCAACATTGC\nAGGTGCTTGGCACTGAGAGCATGTACCACAAAGCTCTGTTCTTGAACATAGGCTTGCCCG\nCGTGTTTACTTTCTAGTCATGTCCGAGTGAGCCTTCTGGAAACGTTACATGCATTTATGG\nGGACAGCACAGCTAAGGCACTTTGAAGCTGAGTGGTGTGTCCAATCGACCCACCCCTCCA\nCATCCAGATTCAATATTCACAGGATAATAACAGTGTTATTAATTTCGAGGACAGAGGTTT\nATTCTAGTGTCCCACAACCAGAAGAGTCACAAAGGATCCGCCAGCACTAAGCTAGAATTG\nAAATGGCCAACCTGGACAGACATCTGCTGCAATTGTAAACAGTATGGAACCTTACAGTAT\nGTCTTATACCAAATGGACATCATTTTAAAACACTTGGCTGGTGTGGAAACCTTCAGGGAT\nGCAGGAAGTAGGCGTCCCAGGCACGTCTAGGTGTCTGTATAAGGCTGCATCAAAAGGGAT\nGTCTCTAGACATTTTCTAGAAGAGTTGGTTTCTAGTGGTCTGAGGCTAGACCTGAGGTCT\nCCACGTATAAGGGTGAGTCCAAGTCTGGTCTTGCTGCTGCTCTGTCCTTGGCCTGGTTTC\nCACTAATGTCCCTTCTTGTACTTGCCTAGGCCTTTCCTGTTCCCTAGCTACCTCTCTGGA\nAAGGCCTGCAGAGGCCTTGGTCCCTCTTCACCTGCTTTGTTTCCCGTCCTCAAAGCTTAT\nCAGGTACATTGTAGACAGTGTGTGTGTGCTTGTTATTGCTGGCCCTTCCATCTTGTACGA\nGCTTGCTCTGTGCACACAGGCATGTGGTGTGTTTGTCCTTAATTTACTGGAGCCTAAGGT\nGTCCTTCAGCCTGGGGAACCTCCTCTCAGGCTAGCTAAAGTAGCAGGACATGGGCTCTCT\nAGCTCTTCATCCCTGAGGATGGCTGAATACTCCTCTGTCTCAGTGAGTTTGCAGACGGAA\nAGGATATTTGGGGAGATTCTGCAGAATACGTTATTTTGAGATCCATCTTGGTCTGAAGTT\nAAGATTCTGGGAGAAGTGAATTGAAAGCCAGGCATAATCTATGCCTTTGGCCTTTAACAG\nCTTTTTTAAAAATAGAAATTAGGAAAGTAGCCATGTGTTCATTGTACTTGCATTTGTGTG\nTGGATGAATGAAGGATATTGTCTGCACTGTTGCTCTTTGTTCTTTAGCTAAGCCATGTGG\nGAAATGGCTTCTACACCCGTGTGCTAGGAGTTTTTTTCCTTTCCCTAGAGAAAAATTGGA\nTGCTATTTTTTTTTCTTGCAAATGAAAAATATGTAACTTTTTGGTTCTGGACACCAGGAA\nGCAGGTAATTCAGTTAACTTTCAGACCTGGAAATTACATTATTCCTGACCCACTTTGTGT\nATTGGATCCTTTGACTTTCTAATTCTACTTTATTTATGTACTTGTATAGCTAACTTAATT\nTATATGTACAACTCAACATTTATAGTGCCATTAGTTTTCTTGAAAAAATGGCAAAACATT\nTAAAATAATTTTATGTTCTTACATGGGACACTGAGGATGGTCCTTCTGTCTCTCTCTTTC\nTTTCTTCCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTC\nTTTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTCCCTCCCCTCCCCCCTCCCTCCCTC\nCTTCCCTCCCTCCCTCCTCCCTCCTTCCCTTCTCTCTCTCTTCCTTTCTTTCTTTCTTTC\nTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTCCTTCCTTCCTTCCTTCCTTCCTTTC\nTCTCTTTCTCTCTTTCTCTCTTTCTCTCTTTCTCTCTTTCTCTCTTTCTCTCTTTCTCTC\nTTTCTCTCTTTCTCTCTCTCTTTCTCTCTTTCTCTCTCTCTCTCTCTCTCTCTCTCTCTC\nTCTCTTTCTCTCTCTCTTTCTCTCTCTCTTTCTCTCTCTCTTTCTCTCTCTCTTTCTCTC\nTCTCTTTCTCTCTCTCTTTCTCTCTCTCTTTCTCTCTTTCTCTCTCTCTTTCTCTCTCTC\nTTTCTCTCTCTCTTTCTCTCTTCCTTTCTTTCGGTGTAGATGGTATATAAAATGTGTGTA\nTGTCTGTGTGTGCACATGTGTTTATGTGGGCAAATGTGCAGCACAGTGCCCATGTGGAGG\nTCAGGGAACAACCTTGGGGTTACTTGTTGAAGACAGGCTCCCATTGTCTCTAATGTGTAT\nTCCAGGCTAGCTGGTTTTAGGTTTCAGAGGATTCTCTGCCATCTTGTCGGTGGATCACTG\nGGACAGACATAAACAGAATAGGGCAGAACTGCAGGTGGGCATAGCCGTCAGAGCCCATTC\nCTAATGACCTCCTAGCCTCAGCTTTATATGTATGCTAAGGATTCACACTGAACTGAGCCA\nTCTCTCAAGCCCTGCAGCCAAATTTCTTTTGGAGTGAGACCACCTGACCCAGAGCCTTGC\nCCATGCTGAGTTATATCCCTACTCCTTAATGTTTTGCTATAAGGTATTGAATTAATAATT\nAGTTAATAAACCCAATGCAGGGTTGCTTCCCACCTCAGTGGTTGATGTTCTGGAACAAAA\nCACACACACACACACACACACACACACACACACACACACACACAGACACACACACACACA\nCACACACACACACACACACACACACACACACACAGCCTTTACATTTTAACATGCCCTAAG\nCAGAACAATAGCTGCTTAACTGCCTAGCCTCCGTGCTGCTAGACTCTACCTCCCTCAGAT\nAATCCCGAGTTACTACTTACTAGTTTCTGTCTTCCATCTTGGCTGCTCTTAACTCCAATT\nTGTCAGCCTTCTGGGCCACGTTTTCTTAAAGCAGAGTCTGGGGTGCTCTCCTGGCTTCTA\nTACCCCATGGCAGCCTCTGTGTCTCCTCTCTCCTAAGGTGTGGTAGATCTCCTTCCTCTT\nCTCCTGGTCCGTAAAATCCTGCCTCTGTCTGTCCTCTCCAGCTATTGGCTGCTGGCATCT\nTTATTTACCATTCAGAACCAACTGGGGGCAGGTTCCCAGAAGCTATACAAACCCTCTTGT\nGCAAACAGGTTTTTTGGGGGGGCGGGAATAATTAGCATTTGTAATATAAGCATGTAATTA\nAGGTAATGATGTATGTATGTATGTATGTATGTATGTTAACCTGAAACATTTGATCCTCCT\nGTTTCAGTCTCCCAAGTACTGGGATTAGCTCAACTTGAATTTAAAATTATGTTGCTGCTG\nTGTGTTTTACATCAGAGAGAGGGTCTGGAATACAGAACGCCTGTGTTTGCACAGGTAGGC\nTTTGTGTTTGTTTGGCTTTGCTCTGGATAGCAGTTTTATGGTTGTCAGGTTGAATGTGGT\nAGTAGATGCTGGCCAGTAATCCGTTCAGCTCTCATGGCTTTTACCCGATTTATTCCAATC\nGTGAGATTCTTAGTTACTTTCCCCTTTGAAGTTAAATATTTAATATTTCAGTGCGGTTAG\nAAACCTGCCTTCTGAGTACTATTATGATTCTCCGATTTTGCTGTTTCTAGGACTTGAGAT\nTTTCTCCTTGGTGGTGTAGTACCTTCTGTTTCTGGAACCCCACCAGATGCTGTGGCCATT\nTACAAATGTCAGTGTGCATAAACTACTTAGGAGAGAGCTGCACTTTAATTGGTCCTTAAA\nGTTGTGCCAGTGGGTAACTATTTTAGCTGAAAATTAAGGAAAGAATTTACAAAAATTAGT\nTTACTTGTTCCTTTGAGTTTAATGCTTGCTACACCATAGACATCTTCCCGATGCTTGTGT\nTGGGGGTGCATTCTTATGAGAGGCCATGGAAATGAATAGACAATAACTTTATTTCCACTG\nTAATTCTGACTCTGTCTTTGGATGAGTTACTTTTCTTGTTTCTGAGATAGACTACCTGAC\nAGGAAGCAGTTGCAAGAGGACAGGTGCTTTTGGCTCGCAGCTTCAGAGGGATTGCAGCTT\nGCTCTGGAGTGGTGGGAGATACGGTGCCCTGGGAGATGAGGGTGTGATGGTGCCCTTGCT\nTTGAGAGTCACAATCACAAGGTCCATATTTGGTGACCTACTTTCCACAGCTATTCCTCAA\nATTTAAAGGCTTCATAACGTATCCAGATAGTCTTTCCATTTGGGGAGCGAATGTCCGAGC\nATGTGAGCTGGTGCAGACCATTTCAGACTCAAACAGTAGTAGCCTTACGAGAAAACATGG\nGGTCGCGTTCTTAGGTTTTGCTTGAGTTTAAATGAAAATGTTGTGTCTTTTTTGGGGAGT\nCTGGCCGAGAGATGATTACGTGAGTGCAGATGAAATCACTGAGCACACTCTGGACAGTTT\nGGATTCTGTTACCGTCAGCCCTCAGCAGTGATTTATGAGGCAGGATACACAGATATCCTT\nTCCTGCCCAGTTCTCCTCATTTTAATCTCTTCTACAATAGTCATAGTTGTCTTTACTGAG\nAGGTGAGTGAGAGAGCAAGTGTGTGTGTGCCTGAGTGCGGGTGCTACAGAGACAGGAAGA\nGGGTATCATATCTCCTTGGGCTGGATTTATAGGCAGTTATGAGCCTTCCTCACATATGTG\nTGCTAGGAACTGAGCTCTGATCCTCTGGGATAGCAGCAAGCCCTCTTAACGGATGAGCCA\nTCTCTCCAATCCCAATAGTTAAAATTTCATTTTGTAACAGGAATTCCCAAAATGACTTTT\nTTCTTCTACAAGAAAGTATAGTTCGTAGCTTTCTTGCCTTCTGAATGGCTTCCTGAATGG\nAAAATAAGTCCTGCGGGCTGCTGTGGTTTATTTTATAAACAGGGCTAGAAAGCGAACAGC\nCTGGCAAGCTCCTCATCTCTCAGCAACTCTGAGACGGGTTCCGCGCCCCAGTGAAGACTT\nGTCATATTTATAAACCATTATTATTTCAGAATCATCAAAGGAAATGTGTAGCGATGGCAG\nGGAAGCAGCTTGCTTATTCTGGAATTTTCTTCACTGTATTTTTAACATTGAAGAAATTAC\nTAGGAAAGCTTTGGCAAAGTGAAGACAGATGCGCAAAGATGAGACTGAGTTCGTGGACTG\nCGTTAAACTCCTGAGTGGGGCAGTATCTGTATGACATGGGACAAGCCGGTTACCCTCTGG\nAGTGTCTTGAGGGAAGCTGGGGGGGATGCTTCACATTAACAAAAGCTTTAGATTTAGAAA\nTGGAGACTTTATCATTTTACTCTGTGACTGCTCCTTACTTTATTCAATTTTAGCATAGAT\nGTCAGCTTTAGGACTATCCAGTTGGGAAGAATTTTGACTAGGAGCCATTCTTAAATGAGT\nGTACCTCTTTCAAAAAAAAATGGTTTTAATTAACTGTACTTCCTGACCTGCTGTGGTCAC\nAGAAATCTTAACTGTCCAAAGATGTTTAGGAGACAAAGTGGCTCATTTTCTTCCGGAGTG\nTTATGTGAATAGAAGGCTGTGGATTACCAGTATACATTTTCTTTTCTTGAAAAGCAAGTT\nCCTTTTTACCCAGCAGGGTCAGTGTGGATGTGTGCTTTGATAAGCACAGGTTATAGCCCG\nAGTTTAAAGGACTCTATATCTGGGTTCAAGCAGAAATCATGCCGCTGCCATACTGTGAGC\nTGAAGGGCAAACACAGTAGGCAGCATACATTTCGGAAAGAAAATACTTTCTAAAAAGTTA\nTATAGTTTTAAACATTTGATTTTTTATTTATGTTTATATGTGCATGTGTCTGTGTGAGTA\nTTTGTCATGTGTGGTGCCCCTGGAGCCACAAGAGGATGCCATATCTTCCAGAGTTATAGA\nTGGTTGTGAGCCTCCCGCCACCCCCAGTATGGCTGCTAGGAGCAGAGCTGGGGTCCTCTT\nCTTCTCCTCCATCCCTGGCTACCACTGTTCTGTCTTCTTTATAAATGTGACCACATGAAG\nGGCTTTGCATTAGTGCAGTGGTACAATATTTGTTTTTCATCTTACTGCACCGAGTCTGTT\nGTTCTGAAGTTTCGTCCAGGTCATAGCACGGGTCAGATGTTTTCTTTTTCTGGGTGAATG\nATTTCCCATTGTATGCAGATAGCTCATTTTGCTTGTCCATTTACCTGGAGCTGGATATTT\nTTGCAAGGTGTGTTAGCAATCTACTTTAAGACACAAATGCAGGAGAAAATGGGTGACATA\nACCACTAGTATATTATGACACATAGATGTGGGTCTGGGTTAGGACCTGTTGTTTTCGAGG\nGGGGTTGGGAATGGATCTTGCTGCCTTTGCCTCCTGTGCACTGGGATTACAGGTACATGC\nCAGCACTCATGGCTGGAGTCCCGGGGTAAAATGCTTCCTTACCATCAGGGATTGACTGGG\nAAGTGTGCATCTGTGTGACCTGCTCCTGTGGCTGCTGTTTGCCTGGTGTCTCAGGTGCCA\nCACAACAATTTTTTTCTGAGTTTTTATGCTTTGTAGTGAGGCTTAGTACAGGGTGATATA\nAACACCCAATATAGAAAATCTAGAAGCTCTGGCTCCTACCTCGTTCTATGAAAGAAGCTG\nTGTTCCATGAAAGAGGCTGTGTCCAATTCTTTATTGATTCTTTTGGATAATTTACTTTTA\nTGAACAGCTTACGGCAAAGGCCAACAAAATCTGTTTTCATGAAAGGCCACCAGGAAGCTG\nCATTGTGAGTATAGGATGTCATATTTCCTTTCCTGCTGTGCACAGATGGGGTGCAGAGTA\nATGTAGACTAGTCTGATCTCTGGGATAAAATGGATCTGGACGCAGACTTCCTGCTACCGG\nCTGGTTGTGACCAGATATGCACAAATTAGAAAGCAATTTCTTTTCTTCTTGCAGAATTTA\nAAGGACCATAGGTGACTTGTGTTAAAAGTAAAGATACATTGGGGAAATATATGATGTAAT\nATTATTAAAGTATCACATAATCTATTTCTTTTGTTTCATGTAAATTTACGGATATAGTTA\nCATACGGCTTTTCCTGTGGGTTTAATAAGTGATTTATTTGTGGTCCTTATGTTTTTCCTT\nCTATCTCCCGTGTTGGTCAGTTTTGAATCACTATATCACAGTCTGTTAATTTGATTTACT\nGCAAAGAGTAAGGCCTTTGTCGTCATGCCAACTACTATCCCCCGAGCGCACGCACGCACG\nCACGCACGCACACACACATCTCCTACCAACCCAACACTAGTCTGTGGGTTCTCCTCAGAA\nTGGGCAGATAGCAAAAGCAACAAAAACCATGGCTTGCTTTTGAGATACTGAGTAAGTTTT\nATGTACCATGCGTTTATAACAAGTGGTTCATTCTTACAGAGTCAGTCAGGAGTACTTACA\nTTAGGATGCCTAAGGAAATTTTACCCAGCCATTTGTTATATACCAGATAAAAGACTTTTG\nGGGGAAGGGTTATAATTCAATTGTGTGGGTTGGCAGGGGAGTTGAGTGAATGTGATTGAA\nTTCTGTTCTCAGTGAACTGGGTTTTTAAATTTTGTTTTGTTTTTCTACTTTATTATTATT\nTTTAACAAGCACACTGAAACTGAAATTTGCTAGCCATGTCTTGCAGGTTTTGTAACACCT\nTTCACATTGGCAGCTGTGCAGTGCGTGCTGTGTGGAGGAGGCTGACGTACAGAAGGAGGC\nACAGATCATTGGCGCAGTTGCTCTTTAAAACCCCACATGTCCAGTGATAAACTTGGGAGG\nAATAGGAGAGAATCACACAGGAGCCAGGCAGCATTGTTTGCAGTTTCTAGGGTCTCTAAT\nGGAACTCTGAATCCCACAGTGCACTGTGAGAGCGAGCAGCATCCTTGGGCATGCGTGGTG\nACTGTCCTAGTGTTGGGTTGGTAGGAGATATAGCTCAAGTCTAGTCTTCTCCTTGTGATT\nGGATCCACAGGAAGATCTACATTTTTAAGTGAGCTGTGATGTCATGAGCACACCATAAGG\nCATGCATTTCTGATTTGCCCCGGAGCCTGTGCACTTTATAATGTCAGGGTGATATTGCAA\nGGCAGATCTGAAGAGCCTTCTGTAGTTGGGCAGAGTGTTTATAGGTAGTCAGGAGTGATT\nGATTCAGCATGTGCCAGATGGTGAAGCAGTGTGAATGTTGGCTGAGGGTGGCATCCATCC\nAGGACTGTGAGGAGGTCTGACTTTTAGCTACAAGGCGTATTGTCACAGAGTGAGGGAGCT\nGCTTCATCAAGAACAAATGTTTGCTTTTGTAACTAGGTTTCAATTAACTGACAATGAGGC\nTATTTACTTTCCAATAGAGATGAGGTTTGCGCATCTGACTGAACTTTTCTTGTAGTGATG\nGGGATGGTGCATGTATGCTCTGGGTCTCCAAGGATAGTAGCTGCTCTTGGCTTGGGGACA\nGTTTGGTTTGCTTCATTTGTTCTGGTCTTGTGTTGTAGAGTTTCTGCCTTCTGAGACCTG\nTATTTGTCGCTCTTCTTGGTTTCCAGTGGCAGAGTGTTCCTTCAAGGTGTCAGGTCCTTG\nTTCTGAGTGCCTTTCTACGTCACTGTCTTGGCTTGTCCTGTGTGCTCTTCTATTCTGTGT\nTCATGCTTTCTCTGTTCTTGCTCCATGCCCACTTCTGTTCCTGTCCTGTGGTCAGCCAGC\nTCTTACCCCACCTCTGTACGCTCTGCTTTTTGGCAGCCTGCAGCCTAGGAGAGAATACCG\nTGTCTCTCACACCTAGAGGCCTTTGGTCTGAAAACAGGAAATGGAGACCCTGCCCTGTAG\nTCAGTCTTCTGTCTCTGGCTCCCTAGAGGCTGACCTTAGCCATATGTCTTGTTAGCCCTG\nGTCCTCAGTCAGCATGAACTGGGGACAGAAGCCCCAGTTTGGTTGTGACTGGGGTGGCTC\nTGGTATAGTGAGTCTGTGACCTGAAGACTTACTTGCACAGGACATGTGACTTTCAGAACT\nCACATCAAGATGAGTGGGACACCCTTCTCTCTAGGATGCCGCTCCAGGGATCACTGCTCT\nAGGTCTTGTTAGTAACAACTGCTTCTGGTCCAAACTTCTGAGATCTCACTGTTGGATGGA\nATTTTCTGGGCTCCCTTTAGGAAGGGTGAGTCCAGGCTGTGCTGGACTCCCTCATAAGCC\nTCCTGCTGTCCTCTGCTGCTGCTCTCTCCCATGCGTTGGCTCTGCTGTATCGAATGCCCC\nCCAATGGACACCCTGGCATCCCTTCCATCCTCATCCTCACCACCTGCTCCTGTCCGTAGA\nTGGCTGAGCCCAGCCAGAGAAAGTCACTCTGTAACTGAGAAATCCCCCCACCCCCCCCAC\nTCCTCCACCCCCCCACCCCCCCATCCCCCATCCCCTCCCCACCCCCCCACCCCCCCACCC\nCCGCTTCGGAGGGCCTCAGGGCAGCCTGGAAATGGAACCCTTTCCTCCTTGGCCCACGCT\nCTGCACAGTGACTTTGAATGTTTTCTATGCTTCCCCCCCCCCCCCCGTTAATTTATTAAT\nTCATTTTCAAACCTGGTCACCACCCCCTCCTCCTCCTAGTCACACCGTCACATGAATTCT\nGGAGTTTCGCTCTCACATCTCATTCCCATTTCATTCTCTAGTCAGTAATCCTCCCACCAC\nACACAAGTCAGACAGGTAAATGCTGATATTGCCGGTTCTTCCTGCTGACCTTAGATACTT\nCTGCCTGCTGCTGGACCCCACCCTCAATTTGCATACTTTCTGTTCATAGTTGAAGAACAG\nTCCCTCTTAATTCCTACAAATCACACCACTAGCCTATTTTTATATCCTCATTTGTCAAAA\nTATGAATGTGTTTAATAACATGCTGATGTCTGTTTTATATACCCTTCTGTGTTTTCCAAT\nTTTATATGATTTATCATTTTTAAAGTCAGAGCAAAGTTAAATGTTCTTGGTTGAGTGTGT\nGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTATGTGGTGTGTAGCACAC\nATGCCCAATAAGCCTATTATTCCCTTATCTATGGGTTACATTATAAGGAAAACACTCTGA\nTTCCAATTGGGACTGAAATACTCTTCCCCCCCGCCCTCAACTTTTCTACTGAACAGGTGA\nGTGTGGCCTTCCTATGGCTGCCCTGAGAGTCTAGCTTTCCTTTTATTTTGGTAGTGGCAG\nCGAGCGTTTCCGATGTAAGAAGTGATGTGAGGTGAGCTTAGCACGCTGGAACAGCATTGC\nCTTTGCTCGGCTCTGTTCTGGTGCATGTGGAACTGTTTCCTTGCCTGAGAGCACGGCAGA\nAGGTGTCTGTCTGTCCTGGGGTGAGCACGGCAGAGGGTGTCTGTCTGTCCGGGGCTGAGC\nACGGCAGAGGGTGTCTGTCTGTCCTGGGGTGAGCACAGCAGAGGATGTCTGTCCTGGGTT\nGAGCACGGCAGAGGATGTCTGTCTGTCCTGGGGTGAGCACGGCAGAGGATGTCTGTCTGT\nCCTGGGGTGATGAGGACATTCCTTTATGCCTGGGAAATGACCTGACACGAGCTGGCAGCC\nACTCCACGGGTTAGTGCCTGGGTCATTTGCAGTGACAAGTGTGTTACTTCACAGTTTTGT\nTTTTTGAAGACTTATTTATTTTTATGTATGTGAGTACACTGTAGCTGTCTTCAGACACAC\nCAGAAGAGTGCATGGACCCCATTACAGATGGTTGTGAGCCACCATGTGCTTGCTGGGAAT\nTGAACTCAGGCCCTCTGGAAGAGCAGTCAGTGGTCTTAACTGCTGAGCCACCTCTCCAGC\nCCCACTTTACAGTTTTATGGCTGGAAATTGAAGTGGTTTCAACAACATGAGGGCTCACTC\nTCTGCTTACTACTGGGTTTGGCAGTAGTTGGCAGCTGTGTGGCTGAGGCAGCATTGTCCC\nAAAGGAGTGCAGATCCTAGGCTATTGTCCTATGCTGGCAGGAATCCAGATCTGATGGCAG\nTCACGCTCCTGAAAATGCAGAGGTTTTTCATGTTTTCCTCTCCTTGATTTACACCTTTAT\nGCTATAATTAGTGATTACTAAGATGCTGGAAGACTCCACACAGCTTCCACAGAGCAAGAA\nCAAAGCAGCTTTGCATCTGACACCTGTCATGTTAAAGCCGAGAGTGCATCATCACGTGGG\nCAACGCTTGTGTGCTGCTGCGCTTTGCTGACGTGTCTCCCAGGATGTGTTGGTGGCTTTT\nTGGCCACTATGGAAGGCATGGCTCGGTGATGGAAAACTGCACGACGTAATTTATATTCTA\nATAATGTTTTCTATGAAAAGACCATTTGAACCTCTACTTAAAACAATCATAAATGCTATA\nCTTGACCGTATCCTTACTAATCATTATCCTTGGAAACAGGCTAATTTACCGTCCACCCAC\nTTTAGCACAGGTTCTGGAGAATAGCAATGTACTCTAAGAACGCCTCGTGCTGTCTCCTCA\nGAAGCTGAGGCTGCTCTTTACTTTCAGCTCCTTCTTGAGTTTGGAGCTGTCTTATGAAGT\nAGACCTGGCCTGAAAGGATTTTCAGACTTTGCGGATCGGAAGGAGGGTTGTTATTGTATT\nACCATAACCACAACTGAATGGACCTTTACCCTTGCCTGCCTGTGATGCTGAGACCACGGA\nAGATGCACGCTCCCCTCCCCACCACTAACCTAGATCCTGGTCACTTTCCCTACATGCCTC\nTAGAACAGTTCCCATCATGCCTTGTCCTTCTGAAGGATCTGTCACCACAGGTGTCTGTTA\nCTGACCGCATCACAGGTGAACTGTCTAGGACTCTAGAACTTATGTCAGTGGCTCCTCTCC\nTTACTCAGCCACATTTCCTGTCACTAACCAAGTGACCTCCCTGTCAGTCACACTGGTTTT\nGCCCCTTTGTGTGCCCAGGTCCTCTGTAAAGCCGTCCTGCCAGGACCGGCCACAGCCTGT\nTTACAGACGTCAGCAGAGCTTTCCTTCTGACTACTGTCTTTCCCATTGCTCATGGGGCCA\nACATTAGGATTGAGCCGTCCAGTCACCCAGTCAGAGGCTGTGGGACATTTAGGGGCACTG\nAGGACATCCTATTGATTGAATGAATGTGTTGTGTACTGCCCAGCCTGCCTGGTGAAATGA\nGCTTGGATAGGCCAAACTATGGACTCAGTTTTCTGAAGACTGCAAAACACTAAATCCATA\nGCTGCATTTAGTTCAACCAGGGATGAACCTAAGGTATTGAACGTGCTAGACAGGTACTCT\nACCACTAAACTTTGCTCCACCCCGACCCCAGTGCTTTCCTTTCCAGACAAAATCTCATGC\nATTACCCAGGCTATCCTCAACATACTAGAAACCCAGGCAAGCTGTGACCTTGTGATCCTG\nATCTGCTCAGCCTCCTGAGTAGCTGGGATTAGAGGCCTGCATCCCCAGGCCCGATGGCAG\nTGGTATTGAAGTCTCCATGAGCCTGCCCTGTTTACATGGTGATGTTGTAGCGCATACCCT\nGTAGTAGTTATGGCCACGGTGATTGATTCACTTTTAATGTCCTTATGCTAACTGGTTTGC\nATGGCAATACAGTCAGCATGGCCTCTAAGAGTACAGCTCTGTTGAACCTTTACAACTGAG\nAAACTGACCATTTTCTATGGCTTTTTTCATGAAGTAATTGCCCACCCTTTCTGTTTAGCT\nTCTGAGAAGGAGAATCTGAGTTCCTCGAACACTATGTGATTCTACTCAGCAGGGTGGATT\nATCAGGGTGCTGATGCATTTTGGAAAGGGCAGCAGCCCAGCCCCGATGGTCTGCTCCACA\nGGATAGATGTACCAGACGCCTGCTCAGCGTCCTTCCCACCTGACCTCCACCTTTGCCATG\nTTCCCTGCCTGCAGCAGAGGCAGTCAGGATCCACTTTACACTCTCAGAAACAGAGGCAGA\nATCACAGGAAAATCAGGCTCAGGAGTTCGCTAGCTAGCTGGCCTCTAACAATATCCCCAT\nCTACTTCTGGAAATTTCTATCCAACTTTGTTCATTTTCTGGCTTCTTAGAAATTTAAATT\nACATGTTTACTAAAAGCAAGCAGTCTTTTGTTAGTTACAGGTTTTAGCATTTGTAGCAAG\nGCCAGAACATTCCCTTTCATATCTCAGGGTGAAACATTTCAATTCTGTCAGAGCTAGAGA\nGAGGTGTTGGAGTTTTGGAAGGGTGACTGACTGTGTTTAGCTAAGGGAGGTGAGTAATTA\nTGGGTTTTGTTCTGAATTCCACAGTGTAGAGGTGCATAGCTCAGGGATTTCAGGGATATG\nAGAGGATGCTGCAGATCAAGGGAGGAAAGCTTTGGGAACTGGGAGGGGACTCAAGTGGAG\nGGAGCTTAAATGTGAACTTTGCCCTTTTGGAATTCCAAGCTTCTTGACTTTGGGTAGGTT\nGCTAATCTCCTGATTTCTGCTACTCCTCCTACTCCTCCATCAGTAAGGACACAAATACTT\nGCTGCATAGAACTCCCAGGGATTTTTAGAGATGAGATCCAAGTGTTGCAAACAATGCCTA\nCAATGCTGTAAGCACTCAAAAGTTCCCTGGTAATAGAGTAGTGCTTCAGCGAGCCACTTG\nTAGACCAAGCCATGTCACTCATGGAATTACTGTTACAAGTTTCAAAGAACTGATAACAAA\nCCTATTTTAAGCACAGCTTTGCAGTAGTGAACAGGCCCGGCCAAGGTGGGTATTTCATAG\nGAATAAATAGAGACTAGAAATTAATGTTTTCTAAGACCCGTGAAAACTCCTTCTATATCA\nCTGTCCACCAGAACAGGATGGATGAACGGGCTCACAGATTGTGCCTTTTTCCATAGCAAG\nTTTACTGAGACACTTCATCCTGTTAACAGTGACAATAGAGTGCTGTGGGGATGATTTGGT\nGGGTGGGTAAGGCGCTAACCACACGGGCACGAGGACCTGAGTTTGTCTCCCCAGAACCCA\nTGGAAAAGCTGGACACTGTAGCACACATGCTTGCAATCCCGGTGCTCGCACACGGAGGGA\nGATGGGAGACCTAAATTGTCAGTCAAGCTAGTGAGACCCTGCCTCAAACAAGGTGAAAGA\nTCACACAAGGTGAATGGCGGCTAGGACCAACATAGGAGATTCTCCTCTGACCCGAACATG\nGCACACATGCACGCACGCACGCACGCATGCACGTACGCACACAAACACATGATGACCACA\nCATTTGCTTTCTGTATATTTGGAGATACATCCATGTATAAGTTAGAGGTGGCCTGTGTTC\nTCATGTCACTGTCAGATAACAGGTGTCACGATGGGAGAGGCTCCATTCCAGGTTAGGGGT\nGCTAGGTGTACAAGCGGAGTTTGGTAGAGTTCTCAAGTTGGCCGAGGGGCAGGGCCATGG\nTGAAACAGTGAAGTGTGGGGAGCAGGATGGGCAGGGTGGACAGGGAGGGCAGGGAGTGGC\nAGGTCCTGCTCAGAGGACCCACTGGGCAGAGCCCTGGCACACTATTGGGAGAAAGCCAAT\nTCCTGCTACAGAAAGTGTGACTGTTCCCTTGTGTTGTTGGCTGTTTGCACAGAGCTATCA\nACGCTGAGTGTCTTGGGAGGTAACAGTGCAGAGGTGTGTGTGTTCTCACCCTGCAGTTAC\nACTGGAGGCTGTACTGTTTTCAGCACAGGCATGGCTGCTACTGAAGCCAAGCATGGCCTG\nGATGTTTCCCCGTGTGAGTCTCCTGTGAGAGGAGCAATAGCGGGAGTACAGCATAGGCTT\nCAGTCATGTGTGGATCGAAAGCGGTCACACACTCTAGTGTCCAGAGCAGGGCTCGCACTG\nCGTCAGGGCTTTGGCAGAGGACGACAGTGAGATCTGGGTTGATGCTGACAGGCTGGATGC\nTGACTGGTATGTTTCCATTTTCAACCCCTGAGGCCTGGCCTGGCCAGGATCAATTCCGGA\nACGCAGTATCAGCACTTGTAATTCTAAGTCTTTTGTGCATCCCTTGGAAGGAACCACTTG\nGGAAACCTTATCAGTTGCAGATTCACAACCAAATCAGTGGCCATTGAAGTGCTTGGTTCG\nAACACCAGGAAGGAGAGAACCCTTTAGATAAACACTTAAGTTAAGCGTTGTTAGGTAAAG\nTGTGTGAGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGAGTGTGTGTGTGTGTGTG\nTGTGTGTGTGTGTGTGTGTGTGACAGAATTTTGAGAAAAGAATGAAATATTTTATGTCAC\nATAGAAATATTCTATGCTTTCTGTATATTCCTGGTCCTTTCTAGGTTCTGAGGAGCCCAG\nTACTGGTGTGGAGCTGCACTGCAGGCATAAGCCTTTCTTTGGATTCCTGTGGATCACAGG\nCATATTTGCGTGATAGATGAGAAAAACCAGACTTCTCTTGATTCTCCTTTCTGGAGAGGG\nGAAAGTCTGTGTCTCTGAAAGATGTCACATATAGCCTAATTGAACTGCCTGGTGTAGCAA\nTGCAATTGTGTACCTGCATGTGTGCACTCTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT\nGTGTGTGTGTGTGTGCGCGCGCGCACGCGTGTTTGTATGTAAGGGTAGGTTACTTTCTCA\nGGGTACAGGATCCGAGGGGTGACAGCTACTTTGTGCTGATGTTTCTTACCCTTGGGCCTG\nTGCTCTTGGATGAGGTCGTGAATCTGAGTTAATGTAAGAGAAATGGCTCTGGAGCAGATG\nTAATGAGAAACACTAATGGACAATTCTTCCAAGTCATTAAGGTGAATTTTTTCTATCTTT\nGCAATGAACAGTTTAGGAGCAAAACTAAATTCATTTCTTTCTAATAGAATACAAATATAA\nTTTATAGTAAAAGCTAAAAATGAGGTGAGATAAAGCCAAAAAAAAAGTTAGTCTCACAAA\nAGCAAAGATTAAAATGCTTAAATTTTATATTACAAACACTAGTCTCAGATACCCTGTTTA\nTTTTATAGTTACTCTGATATCTCTGAGGGGATGAGTCCAAATTCATATGTGTTAGTACTT\nACATCAGTAAATTGAGTTTTGTTAGATTTAGCTGACTGTGTCTTGTGTCATAGTAATATT\nTACTTCAAGTTAAAAGCAAACATTTCTTCATCTTATTAAGTAGATTTATAATAACTGTGT\nCCTGTTTTCTGAACACTTAAATATAGGCTACAGGTGCATTTTTCCAAATGAAGATGAGTA\nCTCTGGGTTATCATCCTCCCTATTTTGAGATAAGTAGAGATTTCTTAATACTTGAGATGG\nACTTTAAAAAATAGTTAATGATATATGTAAAAGATAAACCAGGGAGCTTTATGGTTGGTG\nATGATCTGCGCGTGCGAGCGTGCACACACACACACACACACACACACACACACACACACA\nCACACACACACTGTAGCTATGATAACATTTAAAATTTAAATTTATTGGTTTTACACGAGT\nGACTGCTTACCATAATAAGTTTCCCTGACCACGGTTGAGAGCATCATACATCTATGCATA\nTAAACATAAATACCTACAGGACCGTCCTGCATATTTAGCATTTTAGATATTGTAGATATT\nTAGCAAAACAACATCACTAGCTTCTCACCTTGGACCTGGAACCTTCCGTAGCTATGGTTT\nTGACCATATGTACTTTACCGTGCATGGATTTCCTCCTGTGGTGCAGGCCTCAGATTCAGT\nGAAGAGGGTGTTTGTAGCCCCATAGAGTCTTGCTTCAGTTGACCAGTGGGCACTTGTAGC\nATGGAGGGTCCAGGACTGGGGAACACCTCTGATGCCTTCTACCCTGCAGCCCACATAGCA\nGCGGCCAGCACTGTGAGAGCTAGCCCACAGGACAGGGAGTTTCCTGGTCAGTTCAAGGGT\nGATTTCTCTGTCTTTTGCAACCAAGGATAGCATTTTAAAGGTCTAATGTTTACAGTTGTT\nTCCCACAGGAAGATGTCTTTCATCCACTTAGTTTAATCTAGTGTATACACTTAGCCTGCT\nTCCAGTTAATAGTCAAGTGTCTCTCTATACCCACTTTCTTGGTAAAGGATTGAAGACTTG\nACTAATGGTGTAGCCAGGAAAGAGAAAATGTAACCCTGTTTGGAAAAGCCCTGTCGGAAC\nTTATTAGCAACTCTCCTGGTTTTTCCTCTTTCCCAAACCCAAGTTCACGCAGTCCTACAC\nCACACTGAGACTGGACTGCCCGGGGCAGAATTCCCGGCATAGTTGAGGCCTTACCCCTAT\nTAATTTCTGCCAGATTCCCCAAGCCACAACTGGCCCAGTCCATTTCACACCAGCAAAATT\nCGCCTTCACCTCCTCCCTGCCCTCTTGCTGACTGTGCCAAAGGCATTGTTATGTAAGTAT\nGCCAAGGGCCAGTGGTTTTGCCAGGGCACTCCCATACCTGGTTGGTGTCCCAGACTTTAT\nGGCTTTCTGCTGCCATTGTCTTGGCTTTGAATTCAGCCTGACAACTTTGACTGTTTGACA\nAATGTTAGATAACCCACCTCCCTTCCTTTAGTAAATATACCAGTGCTAAGTATTATATGA\nCTTGTACCTGATGGAATAGGCCCTATTTCTCAAGGCCAGTGGAAGGAATTCGTGGGGGAG\nGTATGCTTGAGGGGTGGGGCAGTGGGAGGGTAGAAGGAGAAAAGATAGAGAAGAAGTCAA\nCTGCTGATTCCAGAACAGGCAAAGCCGGCTTCTCTGGGTAGACACAACAAGCCTGTGTGT\nGGTGACAAAGCCCAGAGGACAGGCCAGAGATGGCAGTCCGCGCAACAAGGCTGAAGGGTG\nACGGTAAGGAGAGCTCCAAGGGCGGTAGGCCAGCACGAGGGTTTGGAGATGAGCCTGGGC\nTGGAGTGCTGCTCTGTTCACTGCAGGGACTTGGGCTTGATGGCTCTGCTTCTCAGAGGGC\nAGCTCAGCCTCAGTACTGCCAAAGCCCTGTCTGTCTGTCTGTCCAGCTCCCACTGTGCTC\nGGCAGTGTTTACTCATTGTTTAGCTGTATGCTTAGCTGATCTGTGGTGCGGCTGGCTTGA\nCTTGCTCGGATGCTGAGACTTCTTAAGCTGGTTTCGGTGTGTGGTGTTAGGCATCAAACC\nCAGGTGCTTTGTGGGCAAGAGCTATACCCCTGAGGTACACCCGGGCCCATTTATTAAGTT\nCTCTCTTTTGCTGTTACTATGTTACATTTCTTTTTGTCAGCAAGGAAACACTTTGTCTCC\nTACCATCTGTTTCTCTGCAACTGTCCACGTGGCAGGACCTGGGTCCTGATGTTTTCTTTC\nTGACACCTGAGCCTGGGGAACCCCTTTGCCCTTTGCTGACTGTCTTAGTGGAACTTTTTT\nTTTTTTTTTTTTTTTTTTTTTGAGTTTCTATAAGTGAGTAGCCTGGAAATGTTGCTCAAG\nTTGTGCTTTTGCCTAGCATACTGAACACTTTGGGTTCCATTCCCAGCAACGCACGCGCAC\nACACACACACACCACAGTTACACAGATAGAAGTATTGTTTTGGTATTAAACAGATCTTCG\nTACTGAGGGGGGGGGCGGGGGGGGAGCCTCACCTGTCATCTCAGCACTGGGGAAGCTGGG\nACTAGATTACCTTGAGTTTCAGGGCAGCTTGGCCTACAGAGTGAGTTGGAGAGGCCCATT\nTGGACTACATGAGAGCCTGTCTTATGAAAAGAAAACAGAAATGCGGGGCAGGATTCTTTT\nAGCAACTCGTTGTACTTTTAAAGGCGCATGGAAACTTCCAGCAGAGCTGCTGTTTGCAGA\nGCATCATCTCTTCCGAACCGCAAATGCTTGACTTTAGCGATTCTGATCTCGCAGCCATCA\nGCTCCACTATGCAACCGTTAAACAACCCCCTCTCACAGAGCAGTCACAGATGCCTTTATC\nTGTGTGTACATCAGGGAGGGGGTTAAAGATTATCGGGAGAATTATATTTGTTCATAGTGA\nTATAGGTCTCCTCTCTCCCTGATGGAAGATGGAAAGCAGACTGGCCGAGAGAATTTTGTT\nGTTTTGCTTCCATTTATTAAGATGTTTTCCAAAAGCAGTGTCAGAAATTTACTTATAAAT\nAACAAAACAGCTACAATAAATCAAATGTTCAAAAGTAACTTTTCAGAGTTCTTAAAATAT\nAGTGACTCAACACATGCAAATTTCTTTTTTAAAAATATTTATTTACTTATTAGTTTAAGT\nGTGTGTGTGTGTTGGTGTCTGTGTGTACATGTGCAATGTGCCTATGCAGTGAAGTCACAC\nCTTACATTCTGGATCCCCTTACTTCCACTTTCTTGGCTGTCAGTGCAGCCATTTGCCCCT\nGAGCCTGGCTCTACCATTCATGTTTAGGTAAGTGAGACAGGATCTTCTGAGCTTCAGGTG\nGGTCCTCAGTCTTGGAGTCAGTTTGGGAGGTCACAGTGAGCTTTTAGAAGCTGAAGCGAT\nGGGCATGTCAGAATGCGCAGCAGGTAGGAGAATCATGAGACGGGTCCTTTGGAACCTTAA\nCTTCATCTAATTGTAGGGTCTGTCCATGTCACTGTGTATAGTGGCTTATACACAGAAACA\nTTTGAAAGTCACTGATCTGGGATAGTGTAGGTTTTACCCAAGTATTTCAGGGTGAATTTA\nATTATGCACAGGGGAAGTGCTGGTTACTATGTCTTTCTTAGCTCTTTTCCACAGCTAACT\nGAGTAGGCTCAGAGGGAGCGTTCTTTAGAATTTAAGAATTTCTGAGTTGGAGGCCAGCCT\nGGTCTTTTCCAGGACAGCCAGGACTACATAGAGAAACCCTGTCTCAAAAAAAAAAAGAAG\nCTGGTGGTTACGATGGTGTTGTTTTACTGTGTCCTCCTTCCTTCACTGTCTCCCACTAAG\nATCTTTCAAGTCATTGTGAGCCACATTCAGCTGATCCCATTGTCACATGAAGCATGACGC\nACGGAGGAGGTGACCACTCAGACTGTAATTTCCAAATTTAAGTGTATTTTCTTTGTTCTA\nCACTAAATATAATAGTTCCGGATCCTTCATGATAGAATCAAGCTATGTGTCCCCAAAAGC\nAGATGTCTTAGAAGGTGAGTGTGTGTCACGCACACACACACACACACGCACACACACACA\nCAGTGGACAGTAAGGGAAGGCAGACTAATTCTGTGAGGTCAAATAAGAGAAACTAGTATC\nCCTTCTACCGTGAAGGCTTTGAAACGTGGGGACTTTGGAGACTGTGGTGGTAAGTGAAGG\nTAGAAATGAGAGCTGCTGTTGAACTGATAAGTCAGAGGGTGAAACGGATTATTACTTCAA\nTACTGAACATTCATAGATGAAATTAGGATCCTTCCCTCCCTACCTCCCTCCCTTCTTTCC\nTTCCTTCCCACGGAGTCTTGCTATAAGGCTCAGGCTGGCCTTCAGTTCATGATCCCCTCC\nCCTTTTCTTCTTTTTTCCTTTGTGGTGCTGAGGATAGAACCCCTGGCCTTATGCAGCTAG\nGCAAGCGGGGCACCAGCCCTGATGGACTTTCTTCCTAACAGGTTACATGCATTCTGTGTT\nTAAGTATTTTCTAACTATAAAATGAGGTTTTCTCATATACTTGGAATCTTATTCAGTATG\nATACTTATAAGATTGCAAACCAGAATTTAGTTCCAGGTTTTGTTCCTTTATTTGTCTTGA\nAAAAAAAAAAAACTTTTAAAAGAATTGCTCATTCTTTTCCCTTATATTTTTTCTACATTT\nTACTTTCAGCATTTGATCTCTTTAAGAAGGTAGAATCATTTTTTTTCACATTAGTTTTTT\nTTTTCCCCCACAAGGGAAGTCATGATACATGCGCCCTTTGTTAGAGAATTATTTTATAAT\nTGTTCATCCGGAAGCAATTCACAAGTTCCTTTATAGCCAACTGTAGTAAGGGTGAAGCTG\nGTGTTGTGACTGTGCAGACGTGTCATTTGTCTGTGTCCTTCTTATTTACTTAGTCACCAG\nTCGTCCCTATGTTTGTATATTTAAAGACAGGTTCCTTTAAAAGTAAGCCCTGCCTCTTGC\nGACACCAACTGTGAGAGAAGTCGGAGCTGAGGGCAAGTCTCTGGGTGCTGAGTTACTGGG\nTAATGAACCCTGTGGCAGCAAAGGACATGGAAACGTGTGGGACTCGGTTGGCTGCTGGGA\nGGGTGATGGATTTTCATTGCATTAGGAAGGGCATGGGGTACAGCTCCCACTCTTTACTTG\nCTCACTGTAGCTGTTAAGAAGGTTTGTTTAAGGAAGACATGTTGCACGTAGTTGAAGTTG\nGTGTTTGGCTGCAGTACTGTCCGACAGTCATAGGTTGACAGCTGTGCCATGGGTTGCTGG\nAGTGAGCAAGTAGATGGGGATGTGTTGGTTCCTGGGGCCAGAGCCCTAATACCCAGTAAT\nCAGGGTGGGCCACAGCCTCAGTGGTGGGAGGTTGGTGTTTTCACATACGGTGTGGGAGGG\nTGGAGCACCACGGGGAGTTGTCTTAGGTACTGTTCTGTGGCTCTGAAAAGGCCGTGACTG\nAGGCAACACCTAGGAACGAAGAATCGAATCATGGGCTTGCTCTACAGCTTCAGAAGTTAG\nTCTGTTATCACCATGGTAAAGAGCATGCCAGCACACAGGCAGAAGTAGCTGAGAGTTCTA\nCATCCTCATCTGTAGGCTGGGGGCAGAGGGGGGCAGGAACAGGACTTTTAAACCCCCACA\nGAATAGATGTGGCCTTGTTGTGGGAAGTATTTGGGTTCTGGGGATGTGAACTCAGGTTGT\nTAGGTTTCCATGCAAGTATGGGTACTCACTGAGCTGTCTCTCATTCTGAATTTTGAAATT\nTTTTTTTTATTCAGTTTTGGGGATAGAATTTGGATACTTGCATATTCTAGGCAAGATTCT\nACCACTGAGCCAGAACCCCAGTGCTGGAGTGTTTTGTAGGCAGTGAGCATCCTTCCGATT\nCCCCTAAGGATAAAGGTCATTATGCCTTGCAGACATCATGGCACCTGAGGTGTAGCCAGC\nTTATTCTAGCTCCTCACTGCCTGTGTTCCTTGTTTGCTAGGAAGGCAGTTGCTGTTTTCC\nTCGGTCTGATTTGCAGAGTTCCCTGTGCCAGCCTGTGGCTGGATAGCCAGCCCGGGGCTT\nAAGTTGAATCAGCTTCTTAAGTTGAATCAGCTTCAGGATTGGGTGTGTAGGGGGCAGGTT\nACCCAGGCCACTGTTTATAGCAAGGCAGTAGTTTCTGGGCGCTGAGGTGCTCTTGTCTTT\nGTTTGTCTTGTGGCTCCTCAGGGCAGCCTGTGGGAAATGGGAAAGTGGAAAGGCCTGGTG\nTCTTAGGAAGACAGGCCTGCAGAGGGAGTGAAATAATGTGTGGGGTTCATTCTGAGAAAG\nAGTTGAAGGAGTTGACACCCCTGCGGTGTTCCTGTGCCCACATTGACTACAAATGTGCTT\nACATCTGGACACCTGCCAAACCTCCTTCCTATAAACGGGTGTTTCCACACAGTGAAGCTG\nAGGCCCAGGAGGCTTCTATTGAAACCTTCCCATCCTTACTGATTACAGCTTTTGCTATGG\nAGATGCTGTGGGCTCTAAATACTTAGAAGCCATATATTGTTTCTCATTTTCCCTTTCAGC\nTTTGGAGCTGAGGCCCAGGGGCTCCTTGGCCAGGAGGCTGCTATGTCCACGAAGACAGGT\nGAACTTAGTATGAGTTGGTTTGTTCAGCCACCAGCGTGAACTGTGACAGACTGGGTGGCT\nTGTTCAGCATGTCTTTCTCCTCTTCAGTTCCAGAAGGCTGAGATTCAGACACAAGCTGTG\nTGGGGTCTCGCTGTGGCTTGACCACTGAGCCATCCCTACAGCTCTTTGTTCCTTATAAGG\nACACTAATCCTGTCATAAGTCTCGTGGTTTCCTTTAAATCCACGTACCTTTCAAAGAACT\nCAACTTAAGAAGCTCTCCCTTTGAGGGTGGATTATAGACTTAGCTCCTTTGAATTTTGGG\nGGAACATAATTCATAACTGTACATGGATGAGGCTGGGTTAATTTTCAACTGAGAGTCATT\nGCTGCTCCCTTCTCACAGACGCTATGCTGGGTCCGCAAGCCCCCGACTTGCTTTGTAGCT\nAGGTTGTTCACACTGTTCTGGACACTGAGAAAACAAGCAAAGCCTAAGGGCTTCGGAAAG\nTCCCTCCCTGCAGGTGAAGAGCCAGTGTGGGGCTTTTCCTGTCTTCCCTCCCCTTCCCAC\nTGTGTCTACAGAGGGTGGTAGAGGCAGGGTTGGACATTGCAGAGAACTCAGGACGCCTAT\nGAACTCTATGCCATTTTAGTGTCAGCTTCAGCTCCTTGTAGGCATGTTATTGGAACCCAA\nGAGTATCTCACAGTAGACTCTAGAAGGGAGAACTTCATCTTCCTGGAGCTGACAGAAACC\nAGGAGGTTGTCTCTAAGACCTTGTCTCTAAGCCTCTCTGTATTCTCACTCATAGAACCCA\nTACCGTTGTCTCACTTCAGATTTCCTTGGTGTGTTTCTCTCAGCTCCTGGACACTCAGGG\nCCCTGTTTTACTCACCGCAGGGCGTCAGGGTCTGCCTCCCAGCCCGTGTTTAGGAGAGAA\nACATGAAGATGAGTAAATGCTTGGGCAAGCTCTCCCGTTCTGGCCTCAGGCTGGCTCTGT\nTGTTTTCTTCCTACCTTGCCTTTGATGTCCTTCATAACTAAGTGGCAACTTGTTGTTCAC\nAGAAAAACCCATGAGGTAGCCTGAAGAGAGGTAAGTGGGAAAACAGACTTTAATTAGCTG\nTATCTGAGCTGTGTAAATAACTGTTCCCGAGGGTTTAGTTAGAGACAGGCGTCCTCCAAA\nGATGCAGACAAAGATATATCCCAGTCTCCACACTGTAGAAACAGAAATCAGGTCTAGTTG\nTTGTACATTCTCTTACTAGGAAACATTTTAAGATGTCCAGAAAAACACATAATTGCAACC\nATTGTTTCTGGCTTGCAAATTTCTTCTTGATAATTATGAAAAGTGAACCTTTGAACTGTT\nGAGTATGAAGCATCGTTCTGTAGGATTCACACTGTGGTTGCAATGCAGACTTTTCTGACA\nCGGAAACCTGGAATGTGGTAGAATGAGTGACTATTGTTTTACCAGGAAGGACACAGGTGG\nCAAAGGTGGCAAGTTTGGGATTAGGTTCCGGGTCTTTCTTTAAGGCTTTCTCTTGTACCT\nTTTTACTCATAACTTCCTGAGCTGGAAGTATGTGCCACACCATCAGTGGAAGCTCCCAGT\nGACACGTAGGAACTTCTGGAGGAGTGGTCTCACTGAGCTTTCATTAGCAGGGCCAGCCTA\nGCCAGAAGGACCTGGGTTGTCCTGGAGGGGAAGGTCTGGCCTTCTGCTGTGCTGTGTGGC\nCTGAAGGAGCCACTTGGGACCTGGGCTCTTGGGGTCGAGGCTGGGTTTGATGGTAAGAGC\nATCTTCAGGATTTATGGAGGAAGTAGAGACTGAGTTTATTCAGGGAGGGGATGGAAGTGT\nGGCTTGTGTCCCACTTTGTACCTTCCTCAGGTCCTGGAGATATACTGGGGTCGAGCGTCA\nCTGATGCGGTTTCTCGCTTCTCTGGGTGTCAGTGAGACTGACTCTCTCTTCCCCCACAAA\nTGCAGTTGCTGATGCTTTTGAAAAGGCAGGTGTCAGGGGGATCAGATGTAAAGTAGAGAT\nGGCTTTCTCTGAGAGATCACTGACTGAACACCGTAGTTACTCAGTCTCCAGGGGAAAGGG\nGGGAAGATGACTGCTGACTTCCTGCAGTCTTGAAATTGGGTTCTTCTGGAAGCACACAAA\nGCTGCCATGCTGTTATCAAAGTGTGCATCTCATTTAAATAGATTACCAAACATACCATCT\nAATTATTGACCATGATAGTGCTGGTGTTAGTTACGGTGCCAGAATAACTCCAAATCAGGA\nGAAAATAGATTTGGAAAAATTGGGAGAGCAACCGGGAGTGAGTGAGGTGGTGTGGTGAGG\nTAAAATGTGAGCTCAGGGCTGACCTTGGGCTTCCACTCTGTCGGCCTCAGTTTCCTCTTC\nTGTGACAACAGGGAAGTGGTCCAGGTCTCTCTGCAAAGGTTCAGCCATTAGGTCCTTTGA\nATGTTGAGCCTCTTGTTTGAATCACTTTGATGAGCTGAGCCCAGTCATGAATTCTCTGCA\nTTAGTATTCAGTTCTTAAAAGCAGGAGTGTTTGAGGCTTTGAAATCGAGTCCAGCAGGAA\nATTTCTTCTGGTCTGTAATTTCCTTCCACTCAGGAGTGACAGGGCCCCAGTCTGCCTCCG\nTCCTCCATCAGGAGTTTGAGGCAGTGGGATGACTTCTGATTCGTTTTCCCTCCCACCTTG\nACTTCTGTGAATATAAATTGGCATGGCATAAATATTTAAGCACTGCATTAATGTTCAGAT\nGAAAGAATCATGCAGAAACCAGAACAATCAAAGTAAATTAGTTAAAATTTGCATAACGTT\nAAATATGGTAGCCTTTGAGGCTTGTGGACAGTGGTTCCTGGCCAGCCACTGCACCATAGC\nAGGTAGCAGAGATAACTTACCTGTGCATTTGGTATTTAATTGTTAATGATGTGGGCTGGG\nATATAATAACGGGCACTTACTAATAAATCTATGTGCAGTCCTCAAATGTGCTGATGGGGT\nACCCGTCTAGGCATGTGACAGTGGAGATGCTGGCACTAGGGAATGTTAGTAGCTTCCTAA\nGGAAGGACTGACACACGAGGAAGGAGGAGAGGGTGCCTTGTGCTCCTCAGTTAGGGCAAA\nGCACAGGCAGGCTCCCGAACGCCAGGTACAGAGAGACACGATTAGTGCAGGGTGTGTGGT\nTGTAGAACGCTTACTCGATAGCTTGTCGGGCTAAATCTCCAGCTGCACTGGGCCTCAGTT\nTCCCCATGTGCACAGCATTACATTTATGATCCCTCAGGGGTTGTGAGGCGCACAGCACAC\nAGGACGAAGATGCGGAAATTGTGATTCAGATTGTGTTGGACAGTCTCCTGTGTGGCTTCG\nGCTGCTGCTCTGGGGCTTAGGTGACTGCAGGTCTCTGTGCTGAGCTTTCCTGCACACAGA\nTGAACCCAAAACAAAGTTCAGGCTAGCTGGGTGGTTTTTCCTCCACTTAATTAATCATGA\nATATTGTCCCCTTCATTATGTTTTCTAGTGATATCTAATTTTATGCTGAATTATATTCCA\nTTCTTAGATATTTAAATACCATTTCTGCTATTTCAATATTTGAGGTCATGCTGGAATCAA\nTGGTCTTGTTTATTTTTAAGATTTTATTCCTGTGATACACATAGGGATGTGTGTGTGTAG\nGGGGTGGTGGTGTCTGTACATCTGAGGGCATCAGATCCCCTGGAGCTGGAGTTGAAGGCA\nGTTATGAGCTATAATGTGAGTATTTTCATTTTCTCCTTCTCGGGTCCTCTGCAAGAGCAG\nAATGCGCTCTTAACATCTAAGCCATCTCTCCAGCCTCCTGAGGTCAACATTCTTATCTGG\nATGCTTCTGTCAACATCTGTCTTTTCTCTAGAGCTGGAATTACCCAGTTTAAGAATGTTA\nATGCCTTTTGCTATATATTGCCAACAACTCTTCAGAAATGGAGTTGTAAAATATACCTTC\nTCAAAAATAGATTATTAAGAGTAAACTCTAAATACAGGGAATGAGGAGGGAAAAGGTTTG\nTTTGTTTGTTTTAATGTGTCTGGGCTTAGGTGACAGGGGCAAGAATAGCATGCATTTTTA\nGAGAAGGTAAACACAAGTCAAGGAGAGTCAGGGAGCAGTGCACAGGCGGGGAGCAGTGCA\nCAGGCTGGTCTGTACTTTTTTTTTTTCAGAGCAGCTTTTATGGTTCAAATTTGAAGGAAA\nGCCATGATGCTGTGATATATACAATATCGTATATATACTATAACATATAGGCGACTGTGA\nAAAGCAGGGTAGGCCCTGATGAGCTCTTCTTGCCACAGATGGTAATGTGCTGCTGCCACA\nTGGTCACGGCCTCTCTTTTGCCTCAGTGGAAAGCTGAGGAATGAGATGATGGTGTTCGTG\nGGATCTTGTTCTGCGTGACTTATCCCTTAGTTATGCGTGTGAGTGTATGTCTAGATGCAT\nGTGTGTACATTGAGTACAGTACCCATAGAGGCCAGAAGAGGGCGTCAGATCACCCTGGAA\nCATGGGTTACATACAGGTGGTTGTGAGCCATTCATTGTGGATGTTGGTAACTGAGCATGG\nGTCCTCTGGAAGAGCAGTAACTGTTGTAAACTGCCGAGCCATCACTCTACCACAAAGGAA\nTTGGTGTTTGGATTGAATGAAGTGTAAGTTCTTTGTTCTCTTTGGCCCTCTCTAGCCCTG\nGGACTCACTGCTTGACTCTGGTAGACAGACATAGAGGGAGGATAGATAGGTGAGGAAAAC\nTGAAAACCCGCTCAGAAGGCCTACTCAGTGTGGGTGTGTAGGAGGGGGTCCTAAGGGGCA\nGAGTGGAGGTCCTCCTGGGGCCTCTGTGGAATCTGAGGGGAGCGCTCTCTATTGGATGTC\nAGATGCTCTGCAGCCCTCAACACTATGCCAGGCTGGTTGAGTCAATGGGTAAGTTCAACT\nCCTCTTTCATCAAAATGTTTAACTCTCAAAGGACCTCCAGGTCATCTGGCTTAGCTTTTC\nCTTTGTACAGATAAGTACATTTTCATTATTCATTTGTTTGTTTAGCAATGATGGAGATCA\nAACCCAAGGACCCATACATGCCAAACAGGGGCCTTACCATTGAGTTATAGCCCCAGGAAA\nCTGATTATTTTCAGTTGAGCTTCACCATGTAAACAAGTGAAGTTTATGTTGCTCCTTTAA\nAAAATGTATTTGTTATTACGTGCGTGCCTGTCTTTGTGTTGGAGGGTGTCTGTGTGTGTA\nTGCACATGCTGTGGAGCTCTTTGGAGGTCAGGTAACAGCTCTCAGGATGAGTTCTCTCCT\nTCCACTGTGGGTCCTGGGCATCAAGTGCAGGTCGTCGGCTGAGCTTATTTGGCTTATCTT\nACTTGCTGAGCCACCTCCCAGGTCCTGTTTCTTTCTTCCTCCTCCTTTTCTTCCTTGGTC\nTTCTCTTAATTTGTGGAATCAAAGAGCCTACCTTGGAGTGGAGTTGGATGCTGAGAGTCC\nTCAGCTCTCACACTAAGATGGCAGAACTGTAGCGGGCACATCTGGTACAGACAGCAGAGC\nTGAGAGCCAGCTTCACTCTAGTCACTTCTTCGGCCTGGGGTTGTGGGCTCAGGTCTGCCT\nGCAGTGCTGCTGCTCACAGGGGTGGCTCTTCTTCCTGTGTGGCTCACTGATGCTTCTGAG\nTAGTCTTGGACAGAGAATGGCTCTCTCCTCTTTATGTTTTAGAAATTATCTGCTAGTTAC\nTGTATTGTAATTCAAAATAATTTTTTTTCTTTTTCCTTGTAGTGACGGAATAATGGCCAG\nTGCTTTCTTTAGGAGAGTGCCAGTGGCTCTGAGCACACCTTGTGCCTTTTACCACTGGGT\nGACACTCTTAGACCAGAGTGCTGTACCAGTGGAACCCAGGGCCCTTGAACCTCAGACTTC\nTTCAAAACACTTTATGCAGGAGAAAGGGACACTCTTCCATCTAAAGTGCATACTGGCCAC\nTCTCAGACATGATAGGTATTATGTATCAGTCTGAAGCAATTTTTAAGGCCAGTGAGTATT\nGGGCAATCAATTATTAACAGGATCATCAATTAGGCAGCCTTTCAGTTGCTTGGAGGTTTA\nTTTAGATTCATGTGTTGCATATTAACTAGCTACTAATTATTTCAGGGGAACATTTATATG\nAACTTATTATTCTAGTATTTATTTTGCACCTGACACAAATCTGTGTTATCTGTTGGTGGC\nTAAAACCTTGGTGATGGCTTGCACATACTAATGGATGTCACAGCAAACCTTTGGCAGTCA\nGAAGACAGTATGAGGAAGTTGTTTCTGTCCTTTCCTCATGTTAAATTTGGGAACTGAACT\nGAAGTCCTCGGGGCTGGCACACATGCCTTTTCTGCTGATCCGTTCTCCAGCCCAGTCCTG\nTGTATGGACTTCCACTGAGCCATCTTAAGAGGAAGCAGAGCAGTTACTTGGGAAAATGAA\nCACAGGTTCCCTGTACAGATCTCTAGCAAATAGAACTTGTCTAGAACTTGTGCCAAGCAC\nTTGAGAGCAGGTTAGAGAAGGACTTTGCTCAGAGCGTGTGCTGGCCTGCCTGCCCTCCTT\nGTTTCACGGCTTCTTTTGTAAACCCAAGGCCCACCGTCTAGGCTTGGCATGAATAGCTCC\nTAGTCACATTCAGCGGAACAACATGTGGTATTTCTCAGGACAAGGAATTTGGAAGAGTCA\nGGTCTCTCCTCTGCTGGCTTAAGAGGAGGGATGACAAAAGTTAGAATTTTAGGATCCTGA\nCAGAAGTATTTACTGTATCCCATGGGGACAGAAAGAAATGACAGTGGCAGAGTCAGAGAA\nGAAAGAACCTAGTGAGGTTAGTGACTCCAGTGTATTTTGATCCCTCAGTATGTGCATCCT\nCCAGTTAGTACATTGTTGGGTGACCCTTAGTGTGATACCCAGTGCAGGGGGTGGGTGGGC\nTGTGGCAAGCAAAGCAATGTGAATGGAGTAAGACTTGAGGCACAGCAGGTCTCATGGGAC\nTCAACCAAGGGCACAAGTAATTGACAGCCCCAGATTTCTAATAGATGGTGTCATGGTGTG\nACTGCTTCTGCTTCATGTGGCTTAGGCAAGAGGCATTGTGCTTGAGGTGGGAAGAGGTGG\nTGGCCAGAGGTCTTTCTGCTGTGCTGTTAGAATCTGTCTTTGCAGAGACACACCAGAGAT\nGGTGTACTGGCTAGTTTTGTGTCAACTTGACACAGCTGGAGTTACCACAGAGAAAGGAGC\nTTCAGTTGAGGAAATGCCTCCATGAGATCCAGCTGTAAGGCATTTTCTCAATTAGTGATC\nAAGGGGGAAAGGCCCCTTGTGGGTGGGGCCATCCCTGGGCTGGTAGTCTTGGGTTCTATA\nAGAGAACAGGCTGAGCAAGCCAGGGGAAGCAAACCAGTAAAGAACATCCCTCCATGGCCT\nCTGCATCAGCTCCTGCTCCCTGACCTGTTTGAGTTCCTGACTTCCTTTGGTGATGAACAG\nCAGCATGGAAGTGTAAGCTGAACAAACCCTTTCCTTCCCAACTTGCTTCTTGGTCATGAT\nGTTTGTGCAGGAATAGAAACCCTGACTAAGACAGATGGTATGGAAAGTTAGCTTCTAGGG\nCAGAGGACTAAGTGTTAAGTCCTTGGGAGCAGGAGAGCGCTGGGTTGAATCTTCCACTTC\nAGTTGAGATAAGAGGGAGCTATCCCATTTAGGAATACTATGTTGTTTACAAACAAGCTAG\nGTCTTTGAAAGATGTATGGAGTTTTCATTGTTCTGGAGGATGGAATTATATGTGGGAGGA\nAAACCATAAGAGATGGGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGCTCGCACGCGT\nGTGCGCATGTGTGTGTAAGGCTGCTGTGGGAGAGCTGGATCCTGATATTAGAAGTCTGCC\nTGACGACCTGATTATGGAAACATGGGAAGGAGGCCAGGCAGCTGTGCACCATCTCCTCGG\nGTGATGGATAGAGATGCTTTGCTTCTGGGACTTTGATCTGATTAGATTAGTAGCACATTG\nGTTTGTCTAAGACAAGGAAGGATGGTCAGGAGAAATGGAGCCCAGAGAGGAGCAGGTTGG\nCAATTACTACTTGGGATGAGAAGTGAAGAGGGAATGAGGCTCCTGGCGGTGGAAGAGGAT\nGGGTTTCAAATACATTGATGGACAAGAATCCAGGATGGATTGGTTCTTCATGGAGGCTTT\nGAGAGGACGCCACCCAAGATGGGTGTGCAATAAGGAGGTTAGAAGGACACAGGATGGCTT\nCTGCCAATCGGAGGCTGGCATGAAAGGTGGCACAGTGGACATGTGCATTAGCCTGGGTTT\nGTGTGGGTGATTGCTGCTGCAGTGGCAGCTAGTAGGGCGAGGTCTGCTGGCCTGTGGCCC\nCTCAGTCTGTGTAGTGTCCAGTACTGCTGTAAATAAAGAATGAGGTGAGGTGTGGCTGTA\nCACTGGTCCCGAGGTGGGTGCAGAAGCCCACAGTCAGCATGTTAGAGCCCAAGCTAGAAA\nAGATGGCGACGGCCCTTAGGCTTACTGTAGAAATGGCTCATATGGCAATGTGAAGGGAGA\nGTTTGCATTGTTTTCAGATGCAATTGTGGGGGGTTAGGGTGTAAGGCTCTGGACCTGTTC\nTTGGACACCCTTGTCACTGAGGGCTAAGAAGCAATAAGCTTTGGTGCAGACCCCAAAGAC\nTGGCTTTCTAATGCAGCAGATGGGCAACAGCTTCAACTTGGAGAAGAGGCTAAGGAGACT\nGTTAACTGTAGGGAAGCCAGAAGCCAATTAGTCCTGAGAACGTTTCTTGATAGGATAGGG\nATGGGAGCTGGAACTTGTGCAGTGTTACTGAGCAGCGGAAGAACCACATTGCTGTTTTTA\nGTGATGCATTTCCTGTCTTGGCTGCCTGTGGACCATACTTCTCATGCATGGACCTTGAGG\nGCCATGAGTACAGGACCTTTTATCTGAAAGAGCCTCTGATTAGCAAAGAGTCACAACCTG\nCCCTCAGAGGACGATTGAGGAGGAGGGTGTGTCTTAGGGTTTCTGTTGCTGTGATGAAAC\nACCATGACCAACAAGCTAGTTGGGGAGAAAAGGGTTTATTGGGGTTACATTTCCATACTG\nGCATTTACTGGTGAAGGGAGTCTGGACAGGAACTCAGAACAGGGTAGGAACCTGGAGGCT\nAGAACTGATGCAGAAGCGGGGAGCTGATTATTGGCTTGCTTCCCATAGCCTGCTTTCTTA\nTAGAGCACAGGACCACTGGCTCAGGGATGGCACCACCCACAATGGGCTGACCCCTCCCCC\nATTTTCCACTAATTGAGAAAATGCCTTACAGCTGGATCTCATGGAGGCATGTCCTCGACT\nGAGGCTTCTTCCTCTCTGATGACTCTAGTTTGTGTCAAGTTGACACACAAAACCAGCCAG\nTGCAGGATGTTTGCTAAGGCTTTTCCCTTTGTGATATTTTCTCAAGAGTCCTCAGACTCA\nGTCATTTGCTGGCCTAATCCCTAATTGATTCCTGGGTTTGATAACCCAATCTGTTGTTAG\nGACCTCGGATGATACTAAGCAGGTATTGGGCTCTGGCTTCTATCTTCATCACACTGCGCT\nGTTTCCACGTCTTCGAGTGGGCTAGCTGTCTGGTGGCCTTGCATAGATGTGCTTCTGATT\nGCCAGGGCCAAAGAAGCTTTCTCCCACTATTATACACACCTTAAAGAATTAAATAATATT\nAATAATATAGCTTATCATGGCATTCTAAACTCTGCCCTTAAAGGATCTGAGACACCTAAA\nCATTGTCTCTCATAGCCTGCCATGTGGAGAGTTTTTATGTATGCATGTATGTATGTGTGT\nGTGTATGTATGTGTATTTATTCTGTGATCCTGCCCTGGCTTCTGTAGGCAAGCTCCCTGC\nCTCTGAGCCATATCCCAGCCTGGCACTGGTGTCTTTTTATTTGCCTTGTCTTCAGATTTG\nTTTCTAAAGTTGTCTGAATATTCACCTTCCTTTCTAAATGGGCTTATTCAATAATTGTCC\nTTTACTCTGGCTTTCCTCATAATTGGCCAACTTTAGACACGGTGTGTTTTTGGCAGTGCT\nGGCTGTTGAATGGCTAGAAGGTAGAGGGAATACAGTTAGTTGTATTACCCACTAGCATTC\nTTGGAAAGCAGCCCAAACTTTTGCTTGCTGATTGGCAGCATCACACTCTTCTGATGAAGC\nCACAGTGCAATCTAGGGTGCTACCCGGACACACCATTCTCCTTCCTGTAGCCACGGTACA\nGACATGAACAGCTTGTGGTTAATTGGCAGTATAAATTCACAGTAACACCAAAACTCGATC\nTTACACACACAGGCCTAGTGAACGTTCTGTCTGATGTCAGCAACATGGAATGTAGACTTG\nTAAACTATCATAGTGGCTGTCAGCTCATTGCTTATCTGCCTGCGCCTTTGCATAGGGTTT\nCATGGAGCATTATACAAGCAATGCGTCTGTGAGGAGCTCCCCTCATTTCTGTTTCCATCC\nTTTTGGAGTTCCATCAACTGGTGGTTAATTCATGTTCCACGAGATATGTGGGGGAGTAAA\nTGCATTGCAAATGTGGACTGGGTGTACCTGCTTTTCTATAAGACCTCTGACATTTATGTC\nACTGGCCTATGTTCAGGACATATATTTATGCAGAGCAGATTACCAAAAAGCCCAATGAGA\nGAGGAGGCCACTCAGTTGAAGAGATCGGACTGAATCAAGGAGATTGGGGAAGTTCTTGAG\nGGTTTCTAGGCCTTGGCAGGATGGGATCCACTCAGGGCCTGGCCTCTCGGGGATTTTCTT\nTCTCTACTTTTTCACTTTCTGTCCCTTCTCTTTCACCCTTCTGTGTCAAGACTGGAAAAA\nAAAATGAACAGAGCCATTGACTTGGTTCATCCATATTAACTCATCCTGTCAGACTTGTAG\nGATGCAGTCATCATCCATTTTCCTGGCACCTTCATTAACGGAGAGGTAGATGTTGAGCTG\nGTATGTTGGGGCACGGATGGGCACTGCTGGCCTCAGGTGGGTCCCACAGGACTTCTCATG\nCTTAGAACATGCCACAGCTATTGGATTGTTGGCTCTGATTTCCAGTTAAGAAAGTTGAGA\nTGCAGAGTAAGCCATTTAATTAAACAAAACCACATAACTGTTGAATGACCTAAGCAAGGG\nCCTATCTAGGGTCACTGGTCCTCAGGCCAGCTCCTTCTCATTGTGTGCATACATGGATGG\nACATGTAATGCATGCTTTATATAATAGCCAGTGGAACCTTATGGAAAGTATATAAAGCAG\nACAGAATAAAAATGTTCCAAGATGCAGTATAGTATTAACATGCATCCATTTTATTCTGTT\nAAGTTTAGATGTAGGATTACTATGCCTACATTTCTAATGAGATGTGAGGCCAAATTCTAA\nTAGCATTGTAACAACAAAGTGATTCTTAGTTGATAGTCTCAACAGCAGTGTTATATAAAC\nTGTGTTCACTGAGGTGTGTTTATTATGCCTACAGAGAAGGTATCCACAAGAAAGTGCCAT\nGTGATGATCTGTGTAACCAAACTGGTATTATTAGCACATGGAACACCATACTGTAGAATT\nGCCCTCCTCCCACCTTATGTCTTCCCTTCACCATCCATGCCTAAGGTAACATGATATCGA\nACAAGGGGTTGTTTGACTGCTATTTACTTAAATTAGACACCCAGATGGTTCTTTTGTACT\nACTGGCACCTGATTGGCCCTGACACTGGTCCAGTTTATCATGGCTATTGGTATGTGCTCT\nGACTATTGGGTATTTTTGATTCCCCTTCATTGTGCCTTCATCTTTCGCCATCTTCTAAAT\nATAAAGTATGCTCCTTGTTTAAAAATACATTGGTGGGGGAGGGGAGCTGAAAAAAAAACT\nGATGAGAAAGTGAGTTTGGACATTTTCCCAAGAACGTCATTATGTGGTGTTTGGACAGCA\nACATATTGGGAGCAGATCAGTTGAGATTATATCACTATTTTAAATGGGCCACTTGGGAAT\nCCTAGGGTCCCCTCTAACCGTCATAGAGCTTGGCAGAATATGAAAAAGTAACACTGCTGT\nGTTTATGCAGATAATCCCAGAGGAGCGCCTTTTCCCAGCCTTTCTCCTAGCAGATTTGTG\nTCCACAAAGGGTCCTTCAAGTATTTGTCAAATGCTTTTGGGTATCAGACGATGGCTCCTT\nGTGGTAGAGTGAGTTTGTAGGTTCACCTCAAGGCCAGGCTGTCCTAAACACTGGCAGATG\nAGGCCAGTTCCGCTGGAGAGAGAGACTTGCACTAACTCATTTTCCTGTCTGTCTGGGAAT\nCCAGGGGCAGAGGGAGGAGATTGCTATGGATCCAAGAAGCCCCTTCCAGTTTTCAGGCTG\nATCCACGCCTAAGTTTGCCAGCTACTGTCTTAAGTGTTTTGGGGATCTCAGCTCCTAGCG\nTTTGCCAGTCTTCTGGAGCCAGTTTGGGGAATAGGTTCTCGGAAAGAATGTCTTGAAATA\nCTTTTAGCATTCTGGGAGTAGTTGTTGCAGTTCAAAAGTTCAGTTATTTGGGACTGACTG\nAATTCTGCTGTATGTGTACGCATGCATCTGGTATATACATTGCCACGTCCTGATGCTTCC\nAGATAGAATTGGATTTAAAAAAAAAATTGGGGCAAATGAAAATTGGCATAATCTCTAAAT\nTCTGATTTTCAACCACGAAAGGTTAGTTTTTTTGCATTTTGTTTGTTTTATGTACAGATG\nTGCAAAGATGGACCAAGAATAATAGCCTGATGGTGCAGCTCAGCCACAATAAGTGTGTGT\nTCTCTTGGCTTGGTGGGGAAGGTTTACATTGGGAATCATTATCTAACTCAGAAAAGCACT\nGTCTGTGGCCATTAGAATGCAGTGTATTACCTCGGTAATGTGGTAGGCAGGCCTTTTTAA\nCTCTGCCATAAGGGTCTGTGTTTGTAGCTTTGCTGGTAGAACTGTGGGATGCTGGGCTGG\nGGAGAGCACTTAATAGTTAAAGATGCTTATTGTTAAGCGTGAGGACCGAGTATGATCCCA\nGCGTCCATAGAAAGCGTTGGGCACGTTGGAGTGCACAGGCAACTACAGCACTGGGGAGGC\nAGAGATGGGGCGGCGGCACTGGCGGCGCGGCGGTGGTGGTGGTGGTGGTGGTGGTGGTGG\nTGGTGGTGGTGGTGGTGATGGTGGTGATGGTGGTGGTGGTGGCAGTGTGGAGTTCTGTGA\nGCTCACGAGAGGCCCTGTATCAAAAAACAAGGTAAAAGCCCCTGAGGAATGACTGTTGGA\nTTTATCCTCTGCCCTCCACACCTAAATCTCACACACACACACACACACACACACACACAC\nACACACACACACACACAGACACACACACACACACACACACACTCATATACAACACACTAT\nGCATCCACATGTACTTACTTACTGTTACTAATGAGGAAACTGTATTATTCATTTGAATTC\nATGATTAGAAGAAAATATGACCCAAAGAAGATAGATATCTCTAGATAAAATATGTAATGG\nTGTCGGCTATAGCTTGGCTAGCAACACCGCCTACTCAAGTACTCACTCATATCCTGGGTA\nATAGCACATTGCTGCCACATTATTTCATTCATTTTCAAAGACAGCTGGGGAACTGAAGTC\nATGGAAGTTACGGCTTGTCTAACCACTCAGTTGTCTTTCTTTAATTAAGCCAGCACTGAT\nTTTTCTTCCCTTGACTGATACTTGATAAAAACCAAACAGCAGCAGCAGCAACATACATAA\nAAAACTTACTTTATGAAAGATCGTTAAACCATTATTTCATATGCAAATCATCACTTACTT\nAAAATTCAAATACTGGTCTAAAGTTTAAGGTGATTTGGATTGCATTTGTTCCCTGATAGA\nTCAGAAATAATTTATCTGTTTTCTTTTCTCCAAGACAGCAAAGAAATATATAAAGGTTTC\nACATTAGTCAATAAATATTGGCTGCTGAGGTATTTCATATTCTCATTTCAAATAAGATTA\nACTTAATAATTTATAATTGACTGAGGGCGAATTAAGGAGCTTCACCTAAGCAGATGTTTT\nCATGTAAAGGGAAATCAATCCACGTCTCAGGTTACACACGAGCCCACCACTAATGTGCCA\nTAAAAATAAAACCTAGAGGGGGCTTAAGAGTGTGACTGCCAATATTTCCAGAGAGAAAGA\nCATACTAAACACAGTGATAAATTATTGCAGTCTTATGTAACAGAATTGTGCCAATTTCTA\nATCAATTACAGATAACTTATTTTTCATCAACTAAATGTAACTTTAGAAGTTTAAGCTTTT\nTTATTGTTTCATTGTTGAGATTCTATTCTTGGTTGTACTTCCTGCCACTGAGAGTTGGTA\nATAGTCAGTTGTATACTTTATATTTTTATCTGGTCTAAATCATTGTGCTAGTCTAGATAG\nCTTTCCTCTAAAATATGTGGAAATTTCTAGAATACTGACTATGTTAAAAAATAAAATAAA\nGTTGTCTATTTGATCACTTTAAAGAGGTAGAGGAAGAAGGGTCATTGTAAGCTTAAAGCC\nAGCCAGATCTACATAGAAAGTTCTAAGCCAGACATGGCTAGATTGCAAGACTCTCAAAAC\nACAAACAAACAAACAAACAGATTTAAAATGTATAAATCTGATACTTGTTCCATGGCAGCC\nATGATGCTGTTTTTGATCTCAATAAGACTCTGTAAGACAGCAAAATAATTTCCTAGAGAC\nCTATTACTTTCACATTGGATAAAATATACTTAATATCCTTTCATTTTCATGTTTCAAAGG\nAAGAGTCAAAGATGATTAAAGGGCTCTTTGAAGCGGTCAGGGCTTGGTCACTTCACATTC\nTGTAGTCAGGGACTGAACCATAGTTACTTTTATAAATGTATTAGGATGTGAAGAACTGAC\nTATTAAGTCTAAAGTAGCTGTATTATCAATAAAGCAATACACTGAGTTGGGGTATTGTTT\nTTTAAATATGTAATTATATTTCTTTTCATGAAAAATCATACATAAATTGTTACGTTTATT\nTAAGATGAAATTGTACAGCCGATAAGAGAAGAGAGAATCCACATTGTAGATTCCTTTTGT\nGAGGGCATGAAGAAGTCTGTACACAATTGAGCATATTCCATGTTTAAAGGAAGAAAGTAA\nATAAATGCAAACAACTCCATAAAAAAAAAAAAAAAAAACTTACTTTATGGTCCAGTTACT\nTGGTCAGTAACATCAATATGATGAGAATATCTTGTGTTAATGTCAAGAAGAAATCCCTCA\nTGTAAGGATACTTACTTCTAGACTCCCCCCCTTACTCCTAGACTTTTCTATCACATCTTT\nATTCTCAGCCTTCTTGGTTGCTTAATGCTCAGTGAAGAACCCCACCTTGCCTCCCTGAGC\nGTATTTCCAAAGGCCAAGGAAGTCATGTGGCTCAGGAGCGCCCTCTTCTGGCAGCTAACC\nGCTAACCCCTGACTTGGTTACTTCTTTTAAATACTCTCCATAGAACCTCCATAGAATCCT\nAGGTGGCTGAAGAAGAGGAGGAAACCAGTCTTTGCAATAAAGGGATGGAATGTTTCGTGT\nAGATTTCAGTGCAGACTAAAGAGAGGAGGTGATTCCGTAGTTGTCGGAGGCCAGAGTTTA\nATTACAGTCAGGATGTTAGGAAAATCTTCCTGAAAGACTTGGCCACGTATCTGTATCTGA\nTTCGGCTTGGTGTAAGGTGGATTAGAAAGGAGCATCATGCCTGCTAGGAGCAGCAGCAAT\nGGCGAGGGCCTGCAGGTGGAGGAAGGGCCAAGGAGAGGGAAGGTGCGGTACATAGTATTT\nATGCCAGTTCAGTCAGAGCGTGGGCTTTGTGAGGACACGTCCCCACATGATCAGAATTCT\nGTTGTCAGGCTTCAGTAACCACGGACAGGATGGCTGACAGGAAAGAGCATCAGGTAAGAA\nCGTCACAGAGATGGCTACTTCTTTGCTTTTGTTGTGGGTGCAGAGTGAAAAGCCAAGGAG\nAAGTGCCCCTATGTAGCTCCCAGCTCCTGTCCCAGCCGCTCTGTGGTAAAGCCATCCAGG\nACACAGGGAGACACTACTTCCCTTTCCAGACCCCTTTGCTGTAGTCTGGAGGAGCTGTAT\nTGCACACACCTTCTGCTTGGCCTGCAGAAGACTCTGAGCCTGCGCATGGGACTTGGGCTG\nCGGGGCTCTTGTGCCCACCCTCTGACTCCAAGACAGAGAAAATGAAGACAGTGCTGGCCC\nTGTGCTTAGATCAGAACTCATGCAGGTTCACCCTGGGTCCTGCCCAGGGTCTTGTCTGGT\nAGGAGACCCCCACTTGGGTGCTTCTCACCGACTGTTACTGTGGGGGAGAGGTCCTAGAAA\nCTCTAAAAGAGAAATCACCCACTTGTGCCCCAGCATCCTGGCCTACGGCTCCTCTCCCCT\nGTTGCTGACAGCTACCCCATTCTTTCCCTGCCTGCCTCCTCCCTGAAACTTTGACCTTTG\nGAGTCCCTCCTGCTCTGAAAAGATGTCATGGCTTAGGATAGAGAAGCAGGTCCTTTTATG\nGAAGCAGGCAGCATACTTTGTCTACTGATTAACCAGAGTGAATCTGCTCTGGGCTCTTTT\nAGACAGGTTAGGCTGTAGAGCGGTGCCTTGTGCATTTGAGATTTCAAGCAGACAGCACAG\nCCCCTTTAGCCAGGGAGCAGTGGAGCTGAAGTCAGGCTGGCTGTGATGGGCTCCCTTACT\nCACTATGTGCAAGGTTTGTATTTCTCTCTCTGATTAAGGCTGCAGGAGTTCTCAGTTAAA\nATGTCCACAGTGTTTTGGGAATGTGTGGGTTCTCTGTTATGTTTTCCTCATTTGGTAGCT\nCTGAGCCTTCATATTATACAGTGTTGCCTCAAATATTTAATTATGATGCAGTTATAGCTG\nCTTTTATATTTTAATTGACTTGGTCTTTAGACATTTAGTAGCTTTATTTTCATGTTAATT\nAAAAAATTTTTTTTACAACACTTGATGTAAAAAAGAAAAAGGTGGGCATTGCAGTTTGGC\nAAACCTGGGTTTGGGGATTAGTGGACGGCAATTTGGTTTTAGCACTATGGCACTAGCAGT\nATAAGTACCAGCATGGTATAATCTTGTTTCTCTGAGTGTTGGTGTAGAGTCTGAGTCTTT\nTATTCCTATGGTTGTTGCTGGAATCAGTTGGGACCCTGCATCTGCACGTGCCGTTCCCAA\nGGCACTGATTGATAGTTGTTGGCTGTCAGTTTGCCTAGATTTGGCTTTGATGAACTGTTA\nGTGACAGTTCAGGGCTTCATGCTGACATGGTTGCTTCTCTCCGGTGTCTACTCTGGAGTC\nTGTGGATAGATGCCCTGCTCTCTCTCTTCCCTCAACATCCACGTAGCCCCACTCCTCCCC\nATAACTGTCTGCTGGGTGGCCTCCGTGGGCAGAAGTTAAAGGTAGGAGCTAGCATTGGAC\nTAAGAGCTTGTGCACAGAGAAACTCTTCTCATTCTTCTGAAGGCAGGTTTCATGCCGTCA\nATAGTAATTCAACATCTTCTACTTATCTGAAGTGGCTGGGATTAGAACTGGGGCAGAGGT\nGGTCCTCCCCCTTGCAGAGAATGGACAGAAACCTACAGTCACCCCGTATCCCGGTTTATC\nTTGTGGTGTCAATACCAGGGAGGTGGCAGTGCAGTGCTAGGCATGAATGTTTCAGGTGTG\nACTCTTCCTCCCACACAGTCCCCTGCTCTCTGACCCACTGTATCGCCTACTAAGTGAGGA\nGGTAGCCGTAGTTAGCAATCGGAATTGTGGACTTACAGAGAAAGCAAGGTTGCAGTACTC\nTGGTATAGTCAGGCCCTTATCTGATTTTGAGTTTGAAAATCAAAGTCTCTGAACCAGGAC\nAGGCAAGTAGGAATCTCCTGTTAATTATCATGGCATCTTCATCTGCTTTGTTCTGAGCAC\nAGGGAGCAGGGATGGATGGGGTCAGCACTAAGAATGATCTTGGTACGCATGGTAATCATG\nGCAATTACTGGCACCAACCTTTGCCTGTCTTCTGCCATGGGGTCAGCCCTGGTCCTCTTG\nCTTCAGTCTCCAGAGGGATTTTTCTTCTGTCATGAAATGGTACTCGCATTCACAGGCGTT\nCACTACATGTCCACAGCCCTAGTTAGTTACAGGTGTCCAAGAAAGGAGACTTTCTTTCTT\nTGGAGAGGAAGTCTGAGGCCAGAGGGGTTAAGTGATCGCCCAGCTCTGTCAGCACATTGC\nTCTGCTGTAGTTCAAAGACATGTTCTCTTTAGCCACCCCCACTGCCACTCTGCCCAAAGG\nGGTCTTGCTCAAGCAAGGTCACCTACCTTCCCTTCCTCTGCTCTCAGTTCTAGCCCTGAG\nAATAGATGGTCAGCCGGAAGAGGAAACAGACCGCCCGTTTTCCACGTTGACTGCTGGAAG\nTTTTGTCTCTCTGCAGGCTCAGGCTTTACGGTGGTAATGTGGACTCATTTGCTGAGGTTG\nAGGAAAAAGCTAGTACCCAAGTGTTTCTTGTGAGCTTGCTTTTGAGATGTGGTGGCAGGA\nGGTATCCTTTGTGACTTGAACTCAGGGTGTGATTGGCACTGACTGGAGTCAGGTCAGAAG\nACTCTTACCTTGCCCCATTGCTTTCTAGTCCTTGGAGGATTAATCAGTGGCATCCCTGAG\nGTAGACACCGGAGGATGGCGTGTCCTGGTATGACAGACCAGACATAGCTCTTGGGACCTT\nGACCATCAGTGAAAGAAGTGTTGACAGAATAGGCTGCAAATGAATGTGCCTTCTCTTTGT\nGTTTCAGACGGCCCCCTTGAGAATATTGACCCCAAAGACTCCTGTCTCATTCCAAGAAAC\nATCATGGCTGAGCCAGACTACATAGAAGATGACAATCCTGAGCTAATTAGGCCCCAGAAG\nCTTATCAACCCTGTCAAAAGCTCCCGAAATCACCAAGACCTCCACAGAGAGCTTCTTATG\nAATCAGAAAAGGTGCGTGGTTTCTGGGTGGTGTTTCCTTCCTCCAGGAAGCTTTGGGGTG\nGCCAGGTTTCCTTTTGGGTTTACAAAGGCTGCAATTGCTTGTTTGCCATGTTGAAGGCAT\nCCTTTTACCAAGCATGGGGGAGCTGTTGTCTCTGCACCAAGCTCCTAGGTACACTGGCAG\nGGTCTGACACTGTCTCCTTTCAAATGCGTGCTCATTTTAAGGAGCACTTGCATTTCTTTT\nGTCTGTGCCTGTGCTCAGGCCTGTGGAGGACAACTTGGAGGAATCCGTTCTCTCCTTCCA\nCCACGTGAGGCCTGGGGATTGAACTACAAGCAGAGCTTGGCAGCAAGTGCCTTCACTTGC\nTGAGCCCATATGTGCATATTGTAAAACTTGGGTAGAAGAGGCTGAGTTCGGGGTAGAAGA\nGAGTGACTCTTCCTATGCAGAAGAGAAAGACTATTTCTTAATTTTAAGTCTCTGACATTT\nTGGGAAGTGTAGGAATCAGATTTGAGCCCTGCCTGTGCTAGTGTTTTCTAGCTGCAGAGA\nGACGTTTCTATAACTATTAGAAAATAATAAACAACAATATTCTTCCTTGTGTCTTTATTA\nGTTTCTTTTCTGTAATATTTTAAATGTTATTGTCTTTCTGTTAAATTTTTAAAGGGATGC\nAAAATATTCCCTGTCTTCTTGTGCAGTCAATCCTGTCTCTACCCCAAATTACTCTGGGTT\nCTGGGACTTGGGCCTACTGCTGCTTGCTTACGTGTTTAATGCCTGTTGTATGCAGTGTGT\nGTGTTAAGGCATGTGGAGACATGAGGTGGTCTCTCCTCAGTCAGTTTCCGCCTTACTCCA\nTTTTAGACAAGATGTCTGACTGAAGCTAGGGCTTTCTGGCAGGCCAGCAAGCCTCCAGTA\nCCATCTGTCTCCATCTCTCAGTACTGGGGAATCTCAGGTGCTTGCTCCGGAGACCAGGAT\nTGTTTGGTGTTGATTGTGGATTCAAGGGGATTCAAACTCAGGTACTTATGCACTACACAG\nCAGTCACTCCATCCGACAGAGGCAGCTTGGCCAGGATCTTAGGGCAGTTCGAATTCAACA\nCGGAACCAGGGAACTCAAAGTGCACAACCTTTCCACACTGCAATGCCTGAGCTAATGTCA\nGCCTTTGGGAACAGTGAGCTAGGGCTGCCTGAAGAGTCACCTGTGGGCCTGGGGAGGTGG\nATCTGTGGGTGAGAACCAGAGTTTAGACTCACATAACCTATCTAAATGCCAGGCAAATAT\nGATGGCCCACCTGTATAATCTCAGAACTTGAAAAGCAGAGGCAGGGGCTGTGGAACAAGC\nTGGCATTGGGCCAGCTGAACTGAGAAGCAGTTCCCTGAAGTGAAATGCTGCCTCAACAGA\nGATGGACAGTGACCAAGGAAGACACTCAGTCAACCTCTGGCTTATACACACACACACACA\nCACACACACACACACACACACACACACACACACACACTCACACACACTCACACACACATA\nCTCACACACACACACACTCACACACACACACACACACACTCACACACTCACACACACTCA\nCACACATACACGCACACACACACACACACTCACACACACACACACACATGTGCAAACACA\nCTGTGTGTTCAAGTAGGCAAAGAAGGAATGAGCAAAACCAGACAGAAATACAAGGCTGCT\nTCATTCTTTGGAAATGGGAGACAGCTTCTGTTGCTCTAAGACCTGTTTAGCATCAATAAG\nATCCAAGCTACTAGTAATATTTTAGCAGAATAGTTTGTTACCTATAATCTAGAAAAATGT\nATGCTCAGTAGAATTAGGATTGACTTTTGCTTTATTCTTCCTTTTCACAAATTTCTTTAA\nAACTTTTCAGTTAACATGCTTCTTAGAGATTAACTGAGTAGCCCTTCCCCCACTATTCTC\nTTTAGAAAGGAATAGAGGCTAAGAGCAGACTGGCTGGTCGGAAGAATGGGAACCTCCACA\nAAGCTGCCCCTCAGTTTGGAGACCCCCAACCCCACCATTTCCCCAGCACAATGCAGACAT\nAAGCTAAGCATTTACAAAAGATGCATAGACTTGTGTTCAGGGCAGCAAGCAGCAGTCCAA\nCCACACACTTGCTTGTACTGGGGCCAAACCCAGTGATGGCACAGAGAACTCCTGGGTAGG\nGAGTCCCCAGGGCTGGCACAAAGGCTGTACTCAGGGTGGAGAACTGCCCTAAAAGTGCCT\nCACAGGGCCAGGAAAAGGCTCGGCGGGTGAAGGCTGCGCTTAGTCCTTACAGTCACATAG\nTAAAAGGAGAAAGGTGACTCTAGCAAGTTGTCCTTTGGCCTCCATATGCATGTTGTGTGT\nCAGTGACCACACACCACACACACACACACACACACACGCGCGCGTGTGTGTGCACATACA\nCAAACCCAAATATATGTAATAAAATGATTTTAGAAGGCTTGTAATCTCCCTTATTAAATT\nTAAATTAAGATAATATATATTCAACTACATTTAATTAGTATTACATGTAGTTTGAATTTA\nAGATATATAAATTCAAACTACAACACCTACCACAAGACTACAGTATAACTGGTGCTTCTG\nCAGTCTGTTTAAAGGGGAGAGCTTGGGTTAGGCATTCAACTTTTAATTTTATGAGTATTG\nATATATTTCATATATAAAATATGTGGCCTAAAACCCTAGCCCTAATTTTAGAAACTGGCT\nACACTCTGGCTGGAGATGTGAGAGTTAAGAGCATGTGCTGCTCTTGCAAGGACCCAAGCT\nTGGATCCTGGTCCTTATCAGGCAGGTCACAGCTATCTGTAACTCCAGCTGCAGACCTTAC\nGTCTGTCCTCCTTAGGCGCCTGTACTCACATGCACACACAGACATCTACACATACTTAGC\nTCAGCTCTTAGGATTGATCCCTGGACAGTCATGAAGGGGTTGGAGAGACTTAGTAATGTA\nGGCATCAGGGCTTGTAAGGACCCACCACTGTACGGCTGCACTGGTATAACCCAGAAAATG\nTTATTACTAGTTGAAGTTACTTTTGCCGGTGAACTATGGGAGATATCTGAACTTAAATTA\nTTCATATAACTAAATTCTTAATCTTAAAATGTAATTGTCTGCAGTTTTATATTGAGACCT\nTATGTATTCATAAAACTGAGAAAGCCTTAATTCATTATTCCTTAGTGATGCTTTTGGGTT\nTTGAGATGGCATTTTACTATGTAGCCCAGGCTAGCTTCCTGCTTTAGCCTTCTGAGTGCT\nGAGATTACAGTGTGCCTTCACACCCTCCTGGTTAATGATACCAGGAACTCATATGGGCTG\nTAACTATGCTGATTAAAGATTTGATTTCCTTGACACCCTGTGTGCAGTTGTGTATCTGTT\nCATTCTTAATAGTTGTGAAATAAATCATAAAATCATAAAAGTAATCTCTCTTCTTTCATA\nGGACTTAGATCAGTTTTCTTCTAATCAACTTCCTGCTATTGAAAATAGGGAAAGAGAAAG\nTTCATTGTGATTTTTAAAAAAGTAGGTAGAAAAGATGCCAGAATCAGTGTGTGTGTGTGT\nGTGTGTGTGTGTGCGCGCGCGCACGCGCGCGCGCGTGCATCTGTATGTTTGTATAATTTT\nCCAAGAAGCATGAAATGTGGGCTTGTTTGGGTTTGTAGTGACTTGTATGGCTGTGTTTAA\nAGAGGAGGATTTAGTATAACCCACCTATGATAATAAAGGATACACTGTTAAAATAACACA\nCATATCTCTTTTTTTCCTATTTTTATTAGCAGGATGTTGGTTAGAAGAAAACTGATGTAA\nGCTCTAATGAAGGGAGATTACGTTTATGATTTTATGGTTCATTTCACAGTTGTCAAGAAT\nGAACAGGCACAAAACTGCACACAGGAGTCAAGGAAATCAGATCTTTAATTGGCATAGTTA\nAAGTCCACATGAGTTCTGTAAGGTTTTGCTTTTTGGAAATCATTCTTTAATGTGTATTCA\nGCAGTGACTAGCTGATTAATCAGTATGAGTTGATAGAATCCTTAGGAACCATTGTCTCCA\nGAGCAGATCAATAGTCATCACCTAGGCAAGGTAGGCAGCGGTGGGATGGGGGTGTGATGA\nGGGTGGAGTAAAGTGTGCCTTGTAGACGAGCCGATGAGTGCACAGTTGTGCATATATGCA\nTAGCGTGAGTGTGTATTTAATACATTTTAATATCAAATAGATATTGTTTATGGATCAATG\nGTGTAAATAAGGAAGACAGGGAAGAGGTAGGCAGGTCCATCTAGAATCTTAGAAACCTGG\nGGCTAGATAGCTCCTAAAGGAAAGAGAGGTGAATGGCATGCAATTTAGAATTCCTACCAG\nAAAGCATGCTAACAGGAGTCTGACTGTTGGATTGCCCCAAGCCTTTCATCGGGGTTCGTC\nTGCTTGCGTATGGTTTTCCCCATGTACTGGCTGTTTTTGTGTGTCAACCTGACACAGCTG\nCAGTTATCACAGAGAGTGGAGCTTCAGTTGGGGAAATGCCTCCATGAGATCCAGCTGTGG\nGGTATTTTCTCAATTAGTGATCAAGGGGGAAAGGCCCCTTGTGGGTGGTTCCATCTCTGG\nGCTGGTAGTCTTGGTTCTATAAGAGAGCAGGCTGAGCAAGCCAGGAGAAGCAAGCCAGTA\nAGGAACATCCCTCCATGACTTCTGCATCAGCTCCTGCTCCCTGACCTGATTGAGTTCCAG\nTCCTGACTTCCTTTGGTGATAAACAGCAGTATGGAAGTGTAAGCTGAATAAACCCTTTCC\nTCCCCAACTGCTTCTTGGTCATGATGTTTGTGCAGGAATAGAAACCCTGGCTAAAACACT\nCCATTTGAAGAAATGGCCACCTAGTTTTTCTCTGAGGAATGTAGAGTTTCCCTGAAGTCT\nGCTCTCTTGTGTATCTCATTAAGCACACTCGTGGCGCTCTGTGATAGCTGGCTGCAGTTA\nGGAGGAAGCCTACTCCACTTCCTTTGTCCTTCAGGACGCGCTTAGCCTTGGATGTTATCT\nCTAAAGGTTTGAGAGCCTCCTTCAGGTCTGAAAGATGAGAGGAGAGAGACTTCCTCAGCC\nATTTTTCTCAACTGCTGTGCCACTAAACTGTCTTCAGAACGTGAGATTAGCGGCTGCAGT\nGTGACTTCAGGTGGATTTGCCTCCTGTCCTAGGCATCTTCATCTCTCTTTTGAGGATCTG\nCCCCACCCACTGTGTAAGCATACTGCTGCCTGCCTTCCCTACAGCCCTGGCCTTAATGTG\nCTTTTATTGGATTCATGGACTCTCTCAACTCTTTGGAAGATGCCTTTGGCTTCTCTTCCA\nGGCAGTAAGTGTCTGAGTGCTATTGAAGAACCATTTGGCTTAGCAGTAGATACTCTCCTC\nTGGCTAATTTCGTTTCCATCTCTTCTGCAGCTCATACCTTCAGTTATATTTCTTTTCCTG\nAGAGATACTTCCAGTGAGATGACAGTTTTTCAATCCTTTCTTTGCCCAGAGGTCTTGCCC\nCTCAGAATAAACCAGAACTGCAGAAGGTGATGGAGAAGAGAAGACGAGACCAAGTGATAA\nAGCAGAAGGAGGAAGAAGCTCAGAAGAAGAAATCCGACCTGGAAATAGAACTATTAAAGC\nGACAGCAGAAGCTGGAGCAGGTAGGGCTTGAAAAAGGGGTCTGCTCTGAGAGGCAGGGAT\nGCTGGATGCCAGGCAAGCAGAATTCCAGCAGGCCAGATGTGCGTGTGTGTACCCAGAGAG\nAGACAGGAGTCGAATGCAGTGCCAGATGTGTGTGTGTGCCCTGAGAGAGACAGGAGTCGA\nATGCAGTGGAGGGTGTGTGTGTGTGTGTGTGTGTGTGTGTGCGCTCCCTGAGAGAGACAG\nGAGTCGAATGCAGTGGAGGGTGTACATCCCATTCAAGGCAGACACTCAGGTTCCATTAGG\nAACCTAAAAGAGGCATCAGAGGCCAAAGCAAACTAGAGGGGCTGGGAAGGTGGTTCAGTG\nACTAAAGCATTTGGTAACAGCTGGACCTGATTCAGATCCCCAGAATCTATGTAAATGTGG\nGGTGGTTGTGGCATGGTGGCCAGCCTGTAATTCCAGGACTTGGAAATAGACAAGGGATCC\nCTGAAGTAAACAAACTAGATAGACTTTGTCATGTTGACCAACCCTGAATTAAGCCAAGAG\nACCCTGCCTTAAAAGAATATGGTAGATAGTGATTGAAGAAGATTGTCCAGGTCAACTTCA\nGCCTTTCACATGGATGTTTACATACATGGTGGTGCATGCATGCACATATGTGTGTGTGCA\nTGTGCACACACACACAAACACACACCGAAAAAAAGTTGAAGTATCTCTGTACTCCAAGTG\nTTAGAATAAATTTGTTTGAGAAAGACTCCAGAACAGCTGTGTGTGAACCCAGGATATTCT\nTTTAATTGTTGTCACCTCTGGGTATAGTTTATAGCAACAAACAAAGGGTCCATGCTTCTG\nCACAGATTAAAATTCCTAAAGTTTATATACATATATATTTTTTTGAAAGTTGAGAGTCTT\nTTGAAAAGCCATCCAGGACATAACTAATTTTTTGTGTTTGACATTCATTCAGCTTGAACT\nTGAGAAGCAGAAATTGCAAGAAGAGCAAGAAAATGCCCCAGAGTTTGTGAAGGTGAAAGG\nCAATCTCAGGAGAACAGGCCAAGAGGTGGCTCAGGCCCAGGAGTCCTAGGCCCAGGCTGT\nGTGTGACCTGATGTGTCCCCACCATCTCTGTAGGAGCCCCGTCTAGACACCTCTACAGTA\nCTGTTCTTGGGCCAAAGTCCTGAGGAAGAGAATCCAGACAGCTGAGAATTTTGACTATCA\nAAAAAGGATTGCGTTTGATTTACCATTGTGGTAGATGAGTTGTCTCTGATGGTTGCAATT\nCCCATTCGCCAAATGAAAGACATCGACCAGCACACAAGATACCATGGACCTGTGTTTAGA\nCCAAGAAAGCCACAAAAGGAGTGAAAAGAGGCAGGAAGCGGGCACTGGAACACGCAAGAG\nGGTTGTACTACTCGGCCTTTCTTCCATTCCAAGTTTAGTGGGACACAGAGCCTTCCTTGT\nTAAGAGAATTGTTTGGAATCCCTCCTTGGGTTATCTGTTAGATTGTTTTGATTGCATCAA\nAATGTATTTCATCTGTTACATCCAGTATTTGTATTTCATTCTGAGAACCCAGATTTCCCC\nCCACCACCACCACATTATAAATTAAGAAAGGAGGCTATTACTGTTTATGTTTAATTATAC\nCTATTACTTTGGTTGACATTGAAGTTCAGAAACAGGATAAGACATTTGAACATGTCAGCA\nCCCATCATGAACTAACTGTAATTCCCTTAGGTTCTTGGCATGACAGTATGCCAGATATTG\nCCTTTTCACTTCTAAGAAGGTATATACAGCTTGTCGATTCCTTTCTCGCCTTGATAACCA\nTAGCCTTTCTGTTCCATTTTAGTTTGTCATTTCTTGCTCAACTATTCCTTTCAGTTGAAG\nCAATTTCTCAGTTCTTTTTCGGATGAAACCAGAGTGTGTAACTCAACTTCTGTGTCCCAT\nATAGAGAGACCAGCTCTTTTGAGTTCTCCTGAGAGCAGTGTAGAGGAGTGTATATTAGGA\nCTGGTGATGAGGCCTTTAGAGATTGTATGGAATGCAAATAGAGATCTGTTTCTAAGAGAC\nTTTAGGGGAAGGCTTGATACTTTTTACATTTTGAATATTTTAGACTTGAGCTTTGAACAT\nCTCCGGCGGATGGTCACAAGTTTCTTTCCCTTTTGTTTCCTGTGAAGATGACCATCTTGG\nCGCTCTTGGCATGATGCTGTTGGTAGGATGATCCTGACTACTGTGTTGCATCTCTCAGGA\nAAAGCTGAGGTGCTGGGCAAGGCTGCTCAGTTCCCTCTTGCTAGCTAGCATGCTGTTCAA\nAGAGACATCTAAGTTACAAATAATATGAAAGTTCTCATGCAAAATATATTTTGTACTACA\nGGCATGAGATTTTTTTTGGCTTTTTTTTTCTTTTTTGTATTTAGTACTTCTCCATAGAGA\nTGATTTAACCAGTAATTTCTACACTGAAGACTTCTGTTTCCTTTCATGATGCATAGAATA\nGCAGATGTAGCGCTTTGGAATCCTTGCTTAGCACACTAGATGCTAGTTTTCTCTGGGACC\nACTTCAGTCTGGTAGTTTACAGGCCCACATTCCCTTCCAGTCTGCATAAGAAGTAAGTGG\nGTGATAATTCACTGCTAGATAAGAAGCCTGAGAGCTGAGTACAGCAGAGCGGATTCTTGG\nTCCTATCAGCAAGTGCTATCTAAATAAAATATGAGACGCTGAAGATAAGGTGGTTTGCCC\nTTGAAGATTGGCTCAGTGACCACTTTGTCATCTTCCTTTCCTTTGAGAAAGAAAAGTTCA\nTTCACTGATTGTTGAAATAAGCCTCTCCATGCACACTGCTTAGTCTTTCTCTATGCATAC\nAGAATAATGACATCAGGTGGTAGGGTGACGAGTCGGGGCAATTAGACCTTTTTATCTACC\nTGGAAGCTAGCTCTGGAGATGTCCTGCCACTTGGCAGGATCTTCAAGGGCCATCGCTAGC\nTCCCATAGAAGGCCTGATGCTGTTCTACTCTACAACACTGGGGGAAAAGTTAGCTACAAA\nCATGTTTGCTTCCTGGTTGCACTCAGACCGGCCATCATCCTTGGTGGTTAGTGCTGCAGG\nGTCTATCAAAAGACGACTTGTACATACAAGAAGTGATGGCTTCTGCTAGGTCTCAGAGCA\nTCCGGGGAGCAGAGCGGGGCCTTTAGGAATCTGCTGGGAACTCACTGAGAATGCTGTCAG\nTCACTCATTTCTTGCACTTAACACTGCACAAAGCCTCAGTCCAAAGCCTGAGGACAGGTC\nACCAACTGAGCAGTGTCGTGCTTTGAGCCACTAATAGGGGGGAAAAGGCTCCATTTTTCC\nACTCTGTAGTTTTCTTAAAATAGTTCTGTGTTTTGTAGTCTCCTGCTAGTAAAGTAGTAT\nTGCTTTCTAAGCTATACCAGTTGACTTTATTCTTCTACTCCAAGAATCTAAACCCATTTG\nAGTGTACATAATATATATAAAGGGAGCCTTAATGGATTTGTTTTCATAATTTAATATTTT\nTTGTATTTGCTCTTGTATAATTGTTTTTTTAATGGAAAGTATTACAGAATCGAGGGTGAA\nATTCTTAGAACCAAAGTTATTCTTAATAAAAATCACCAATGCTTGGACCACGCAGCCATG\nTTTGTCTCGTTTGTTTAAGGGCTATGTAGACCAGGAGGGGAATGTTGTAGCTTCCAAGCC\nTCCCTTGGGTGGCTGTTCTCTCTGACAGCAGGTATGTCTTCTCTTTGTGCATTTGTTGAA\nTCTGAAAACTTACATGGCGAACAATTCCATCCCCACATATCAGTGGCTCTCAGTGCTGCC\nGCCCTTTGCAGGAAAGCACACAGCATTGTTGCAGTTGTTGTCCTTCAGGTCACAAGACTT\nGGAATTTTAGGAGCTCAGGAGGACAGTAGAAGATGCCTTTTTGGAAGGTCCAGATTTTTT\nTGTGCTTTTGGATAGTAAAAGTTTTAGGAAGTCTGCTTTTGTGCTGTTTTTGCTTACTCC\nATTGCGTGAACACTACCCTCAAGGGAGTTGGAATGCTCTATAAACATGGCTGTATTATAC\nTGTTGCTCTTGGGGAGGTTCAAATCTCTCTCTTTGACAGGTCTCACTGTGTGACTTTCCC\nTGGGCAGATAGAAGTGAATGTCTATTTCTCACAGATAGGATAATGAGAATATACCAAAGA\nAACGATTCTCCCCATTTCTGGCTCGATCATCCACAGGGTTTGTTGGGGCTTCTTACAGGA\nGTATGGGTGATTCAACAGAAGTCATCATCGAAAAGGCCGCCCCACATAAGGGCTCGTGAG\nAGCTGCATCTGCCACAGGGAGAGCATCCTATCCCAGCAATCACTAGTTACAGCTGGATCA\nGAAGCTTGGGTTTCATGTACTTCCTAAGTCTTACATGGTGTGTGTGGGTCTTAGAGCAGC\nAGTGGGAGCAAGGCAGAAGAATGCCTGGGATGTGAAAAGCGAGGAGGGGACTGTTGGGGA\nCAGAAAGGTACTGAAGGGAAAGAGGAGGCATTGCATATGAACTGAACATCGGTGCTTTTC\nTTATCAGTGACAATACTCTTATTAACTTGCATAATATTTTCATTGTATTAGATATTATAA\nATATTTGACAACCCTGCAAGGGCCCTGTATACTCTTTTTAGAGACAGAACACCTATGTAG\nCTTACATTAAGGCCCTGAGCTCAATCCATACAATAGAAATAAATAAAAATCTTTTTTGTT\nTTTTTTTTTAAATACAAGCACTCCCTTTCAGGAGGGAAGACAGTCTGAAGAAAATAGCCA\nCACAACACACTTTTACTTTCTATTTTGATCACTTGCCCAACTTTTAAGATCTTCGGAATC\nTTGATCTTAAAGTCTGCTTTAATTGCCTTTGATAACTCAGTCAGTGGAGTGGAGAACTGT\nAAAGTCCCTTAGAGCCAATTTAAGTTACACTGTAGACTCTAAAACCAGCACAGAAGGTGG\nATTCCACAAATGAGAGCTGCCCCCTTGGAGTAACTAAGTTCCCAGGGTGACAGTTATCTG\nTGAAGTTTTAAGACTTTAGACTACTATATCTAAAATAAGTTTTAAAATTCTGTTACTAGG\nTGTGCATGACAACTAAGGGTGTTTTATTTCCAAGGTTTTAAGATGAAACAATCTTAGGAG\nCTACTAGGCTCACAGTTACAATTTTGCTTGATTTTTCTCTTGAGAAACACATCTGATTGT\nCAACTAGGGATGTTTTCAGTATCTCCCCATCTGCTCATACGCTTTCTAGCAACGTATTAA\nTTCCCAATTGGAATCTAGGATAAAAGTTACTTAGTTATTGAAGGTAACTTTATTGTTATG\nGGCTTCATCAAGGTGTGTGTGTGTGCACGTGTGTGTGCGCGCATGCCAAGTGCTGCGGGT\nGTTGTTGAGGACAACAGTGTTTGTGTTTACACGTGTTGAATGTGAACCCAGGGAGCACAC\nTGTCTGACCTGTGTCCTCTGAGTATCTGCAGTTCCCATCTCCAGAGTGAGCCGGGCGGTG\nGCGGCGCACGCCTTTAATCCCAGCACTTGGGAGGCAGAAGCAGGCGGATTTCTGAGTTCG\nAGGCCAGCCTGGTCTACAGAGTGAGTTCCAGGACAGCCAAGACTACAGAGAAACCCTGTC\nTCGAAAAAACCAAAAAACCAAAAAAAAAAAAAAAAAAGTCTACTCCCCATCTCCAGAGTG\nACAGACAGGCTGTCAGCCAGCCTCCCTCCCCCTGCCCTCTTATTTCCTCAGTCCTGTGAG\nTCTGCCCACTCCCCTGCCCTGCCTCAGCCACCTTCCCACATAAGTCCTGCCTACTGGCTT\nTCTAAGTCAATTACAAAGGAAAACAACCAAATTTATTTTATCCCCCCCCCCCCTTTTCTC\nTCCATTGTAGTCTTGACTTCACCCTGCCCTCCTCTGCTTCAGCTTCCCAAATGTTATCAC\nGGGCTGACAAGCTTGCCTTGTATTTTCTCTCATCTTTCATTTTTCATTATTTTTCCGCCT\nCTGAGAATTATTTTCCTCAACCAAATAAACATGTATGGTAAATATAATTACTTAGATGCC\nCCAAACAGCCAGAACCAGAATGGCTGGCTTAGTGTGGCCGATGTTCGGGGACTTGCAAAT\nCAATATTCAATACATACTTGAATACAGTGACCAAGACATTTTAGAAATAACTTAGATAAA\nCTTAGTTTAAAGGTTTAGCCTTTGGCTAATGAGAAAGCCCAGTGGAGTAGAGTTAGTTGA\nGATATCCAGCATCCACTTAAATGCCACTTAAGCATGACAGTTACCTGTAATCTTAGCCCT\nTGGAGGTAGAGATATGATCCCCAGCAAGCTGGCTAGCGGGACTAGCTAAATCAGGAAACT\nCTGGCTTCAAGTGAGAAACTCTCCCTCAATATATACAATGATGAGCAGTGAAGACAACGT\nCCAACATTAGCCTGTAATCTCTCGTACAGGTGTGAGGCACATGTGTGTCTGCACACACAC\nAAGCCTGTAATCTCTCATACAGATGTGGGGCACATGTGTGTCTGCACACACACAAGCCTG\nTAATCTCTCATGTAGATGTGAGGCACACATGTGTCTGCACACACACAAGCCTGTAATCTC\nATACAGATGTGAGGCACATGTGTGTCTGCACACACACAAGCCTGTAATCTCTCATGTAGA\nTGTGAGGCACACATGTGTCTGTACACACACACACAGGACTGTAATCTCTCACACAGATGT\nGAGACACACGTGTGTCTGCACACACACAAGCCTGTAATCTCTCATGTAGATGTGAGGCAC\nACATGTGTCTGTACACACACACAGGACTGTAATCTCTCATACAGATGTGAGGCACACGTG\nTGTCTGCACACACACAAGCCTGTAATCTCTCATGCAGATGTGAGGCACATGTGTGTCTGC\nACATACACACACACAGGCCTGTAATCTCTCACACAGATGGGAGGCACACGTGTGTCTGCA\nCACACACACACACACACACACACACACACACACACAACAAGCCTGCAAAAATATGAAGCT\nTTATTTCTATTATTTTTATATTTTAAAAATTACTTGACTACTACTATGGCCGTGCCTCTT\nTAACATCCTCCTCAAGTCTCAGGAAAATTTGTCTAGACAAGATTACAGAAAGGGATGCCC\nCTCAGACTCACTGAAGGAGGAAGGTCTGCATTTTTGACTGACTTTTTGCTTGCACAGAGC\nCTGCCTGGACAGTTCTTCTGAATCCAACCATGACTCACAGGCCTTGGTGCAAAGCCTTGA\nGTTGTTGCTTTGTCATGGGAGTTTTACAGCTTTTCTACTTACTGGGCGCTCGCTTGCTGC\nCCTTCTCAGGAACAGTGTGTGCCTTTATTTCGCAAGGCTAGCACTGTCCTGCCTTTAGGA\nTGCATTGATCTTATCCATTAGCATCGCCGAAACGTATGCCTTTCAGATTGCAAACTTAGA\nGGGATCCGTTTGATATTTATTTATATTTGTCAAGGAGAGTAATCAGTCCTGTGTGAGGAA\nTTTTGGGAATACTTGGCTATGTATCAACTTGAACATATTGATATGATATAATTTTCTGTC\nATGTAGGCTCTGCAATATTCTCTATATTTGGTACTCTAATTTTCTTTATTTCTCCCTTTT\nTTATAGTAGTATTTCCTATATACCCAGCTAAAAACAAACATATCCATATACTTTTTTTAA\nAACCTGTATATTCTTTGGAGAACAAGCAAGATGCCCATATATGCGAATCCTCTGTCAAAT\nACATTGGTTCTTTTTTCTTTTTTTTTTTATTAGATATTTTCTTTATATACATTTCAAATG\nCTATCCCGAAAGTTCCCTATACCCTCCCTCCGCTTGCTCCCCTACCCACCCACTCCCACT\nTCTTGGCCCTGGCATTCCCCTGTACTAGGGCATATAAAGTTTGCAATACCGAGGGGCCTC\nTCATCCCAGTGATGGCCGACTAGGCCATCTTCTGCTACATATGCAGCTAGAGATACGAGC\nTCTAGAGATACGAGCTCTGGGGGTACTGGTTAGTTCATATTGTTGTTCCACCTATAGGGT\nTGCAGACCCCTTCAGCTCTTGGGTACTTTCTCTATCTCCTACATTGGGGTCCCTGTGTTC\nCATCTTATAGATGACTGTGAGCATCCACTTCTGTATTTGCCAGGCACTGGCATAGCCTCA\nTACGAGACAGCTATAACAGGGTCCCTTCAGCAAAATCTTTCTGGCATATGCAATAGTGTC\nTGGGTTTGGTGGCTGATTATGGGATGGATCCCTGGGTGGGGTAGTCTTTGTATTATAGCT\nGTTTGTTTCCTGAGTCAGGCTCTTGGTGTACAGCTCTGGCTCACCTATAGCTTGCTGCAT\nAGGCTAGGCTAGCTTTGAACTTGTAGTGAGCCATTTCCTTATCTCTCCACCACCATCCAG\nAGTTGGGATTACAGGTGCAAGCCACAATACCCAGCCTTATTTGTAAAGTGTTACACAGTA\nAGAAAATGTGAATCCCAAGGGCTTAAAAGGGCAGAAATAAACATTAACTGGAAGTATTGT\nATTAACTCAATGTTCTTTATCATTCAGATACCATGTCTTGAAATTATTGGCATGTACAGG\nACATGTATTGGTAGGTAATAAACACAATGGTTTCAGCAATCCAATATCATAAAACCTAAC\nAATTGATATTGCCAAGGTGAGGGAGTGAATGAATAAAGAGATGATAGGTGCAGTGTGTGT\nGCACAGGAGGTGGAGTCAGAGGGGGTGCAACACCAGTCTGGGCTTTATCAATAAAGTGAA\nGTGAAGCAGGCTCAGAATAAACTTCACTATCCTTTCTTGGCCCCTGCGATGGCTAGACTT\nGGTTCTAACTGGTAAAGAGCACTTCTAAATCTATCTGGGTTATTTCCAGAAATAGTGGGT\nCACTGTTGTGAATATGTATGTCACTGGGATGGGACAGGACCTAATGGGGCAAAAGCACAC\nTTGTGCAAGCGATTCCTCCCTAGCAAGTGTGTTTAAGCTCCTGCCCTTGTGCCCCTCCCC\nGTACCAGATCCTACAATCTTCAGTCTTTGCTTGCAAACCCTCACCAGCAACTTTCCCGAG\nAGTTCCAGGCCTCCAGCCTCGATTGGGGCTGCAGACTTGACCTCCCCTGTTCTAAGGCTC\nAGCTTCCAAACTGAGCAGCTGCTAGGTTCCCTGACTTTGCAACCCACAGACAGTCACTGT\nGGGTTCATAGGACCTCTGCTGCTGTGAGCTGACCTACCACATTCCTGATTCCTGATTTGT\nAAAATTGCAAACACGTTAGTTCCTTTGCTCTTGAGAACTTGTTTGTGTATGTAAGACTGT\nAACTAGCTATAGGCCTTGTCATGGAAACAGTTTTGACCCTTATGTGGTTTCTCTGCTACT\nGGAATTTAAGGTAAGTTGGTTCTACTCTGGTCCTTGCTGGCATTGTTTATATTGGCTGGG\nGTCAAGGTGTCTGAGAACATGGAATAAATGGAAGCCCTGTAATGAGATACTGCTACTCTC\nTCAGGCCTTGGCAGAGCCCCAGGGTTGTTCAGTCAAGGTCTTCCTGGATAATCCCCTACC\nTTGGGTGATGCTGAAACTTCTGTTTACTTTCTTCTATGGCCCTGGGTAGGGCCTTTGTCA\nGATTCCTTGGTACTTTTATTTCTCCTGCTAGCCAAATGCTTGAGATTTAAGCCTGGGGAA\nAGGCTGACTTCTGCTTCTTCCTGAGGCCTCATAGGAGCTGTGACAGAGGCTGGCCTGAAT\nAGAATTAGCAACAGAATGGAGGTCTGTGCCATTCTGATTGAATAGCCAAGGTCCACTCAC\nTACAGCATATCTGCTGTCATCTGCCCTTTGTAATTTACTTTTCCCCATCATTCCAGGACA\nCAGTTGCATCTGGATCAGCCAGGTGCCAGCAAGGAGGGAAAGTGTTTTGATTTAAAAAAA\nAAAAAAAAAGAATTGCTGCTCCCAGGAGGGCAGTGCCTTACCCCAGGAACCAGAGTCAGG\nGGTTCCTAGGTAGCTGGTGTGGAACTGATAAGCAGTCTAGGACCATGGCATGGAAAAAAG\nTCACTATGTAGAACTCCAGTGAGCCAAGGCATTTTGCTGAGTCGGTGCCATTTTTAAGAA\nGTGGTCACAGCGTGAGCTCTCTTCCCATTTTCTGCTTTCTTCCTCAGCGATTTTGGTGTT\nTCTCAGAGATAAGCAGCCATTTAACTGCTTGTACTTAACAAATACAGATACAAGATGGCT\nTGCTGGCTCCAGTGTTTGAAGTGTGTTTATAACTTTGTTCAGACATAAGACATTGCAATA\nATAGTCAATAAGAGTTCAATACAATGTCACAGGAATGACCAGAAGACAGTAACTACAGGG\nAAAAATTCCAGCAAGAACACACACACTAAATCGTATGGTTTTATTGCTAGATGGGTGTTC\nTCTGAAGGTGACAGTGGATGCCAGCAGCTCAGGTGATATAAACAAAACATGGATTTTCTT\nTATCTTCCCATCTCTTTCTCTAGTTTCAAAAATTAAGACTGGGTAAGTTTAGGGGCTGGG\nTAAGAACCTCACTTCAAATCTCCAGAATGTACCAAAAAGCCTACATGATTGGACACATCT\nCTAATCCCAGCACCCTTAAAGAAACATGGAAGGTGGAGAGTCAGAAGACACTGATGAGAG\nAATCCCTGAGGTTGCAAGGGCCAGGGTTACATGGTGGCAGATAAGAGACCCTGGGTCAAG\nCAGAAGGCAATGACTTACACTCGTGGTTGACCTCTGATGACCACATGTGCATCATGGAAT\nGTGTGTATCTGTACTTACATATCTGAAGGCAAGGCTCTCTCTCTCTCCCTCTCTCTCTCT\nCTCTCTCTCTCTCTCTCTCTCTCTCTCACACACACACACACACACACACACACACACACG\nGATTGGGTGGGGAGAGAGGTACAAAGAAAAGCAGGCCCTTAGGATTAGTAGTAACATAAG\nACCTGGATTAGACAGAAGGAGAGCAAGTGAGCATTTCGTCTTCCCATGTACTGCATCCTA\nGATGTGCCTATGGTATATGTGTCAGCTATCTCCACAAACCTTCCTGAGGGTGTGTATTGA\nTTTGCTTACTAGCAGTGAAATTGTGTGCTCTGCCATGGCAGAGTCAATAGCCACCAAATG\nGTAGGCTATTCTGACCCCTCTGCCCGGCCCCGCTCCCACCCCGTCCTGCATACAGGATAA\nCATATCATGCCCATGCCTGAGACTGCAACATTGAGCTCAATTAGAGCCAGCACCTTGCCC\nTTTTGAAACATCAAGGCAAGTCCAGAGACACACATTGAAAGAGTCACACAGATGCGATAC\nCACGACAACCATGAAGGGTGGTGTGAAAACAATGGCCACGGTGTGAGAACAGGTCACCTC\nAGCTTCTCATACAGCTGGTGCTGGGAAACATGCCCCCCATCACTACATTCTCTGTGTGCC\nACTTAGTGGGTGCAGTGTTTGACATTCAGGATCTAATAATCCTGTAGTTCCCCACTGGGT\nGCTGCTGTCACTGCAGCTGTAGAGAAGAGAGAAATGTAGTTCATTAAAATTAAGTGAGCC\nCAAGATCTACCTGGCCCTATGACACCCCTGTTCGCTCTCCAGTTCTCAGGGATGGGGCCA\nGGCTCACTCATTGTCTGAGTTACTTTTCCATAGCTGTGATAAGATACTGCAAACAAGACA\nACTTATAAAAGAAAGGGTTTAAGTGAGGTTATAGTTTCAGAGAACTGGAGTCCATCATGG\nGTGGAGCAGAGGCTGAGAGCACACTGGGAATGGTGTGAGTCTCAAAGCCTGCTCCCAGTG\nACACACCTCCTCCAACAAAGCCATACTAATCCCTCCCAAACAGCTCTATCAACTGGGTAC\nTAAGTATTCAAGCATATGAGCCTACGGAGGCCATTCTCATCCAGACCACCACACTCATCT\nAGATTAGGAGCTGGGAGTTAGCATACCTCCCCTCCTCACATCTGGCTAACCAAATGGTTT\nTGCCCACTTAGCTCCCTAAATCCATCCTGAATTTTTTCATCCCTCCCCAGTAACACTAGC\nATTTCAGCACGACAACTTCTGGTATTATGGCATCCTTTTTGGTCTGTCTCTCATTTACTG\nGCATCCTGTTGATTTGAGGGTAAAGACCAAAGCTATGTATCCATTACAAATGAAGCTCTA\nATGCATTTCTTACTCATTGCAATTTTTACGCTTCAGGCTTGCCAATTGGTAAGCATGCAG\nTAAGTATCTGTTGAATCAAAGTCAGACCTTTCCAGAGTCCACACACTCCATCTCCGGCAG\nAAGCAGCTCTCACACCCGTTTGGAGTGATTCCAAGGTGCATGCATGACTGCACTGGTGCC\nATGCATGCCCTGCCATGACATTGATTTAGGAGGGAAGAATGCAAGCGTGCTGCAGATGCT\nTATGGTCAAGACTGTGCTCTTCCAGGGGATGCTTCGTGCTGTACCTCCACATGATCCACA\nCAATTCCAACTCTCCACCTGTTCTTATATGTGCTGCTACTGAAAGGGTCTGTAAAAGCCA\nTTTGTGATAAAAATCAAGAGGCCCAAGAAAATTATTTAGAAAAACAATTAGAAAGAAAGG\nTTGGCATTTGATAGTGGTCGGCTGAGTTTTCATATTGAATGTGGGTAACTTGTGAAGCTA\nTATCAGCAGGTGTTTTAGCCAAAATGTGACATTTGCCACATATGACACAGCACTGGAATG\nAAATAGGAAAGACAGTTGAATTGCAAGTAAGATTAGGTGAAGAAAGCTCACAGTGTGACT\nTCAGGTTAGACAGTTTCGTGTCTGTTCATGGCCACATCCCACCTCTATGACAAGTGCATA\nCTAGATGTACTAAAGACATGTTGAATAAATGAATGAGAGTATGATTTCAGAAGTCTATGT\nGCCAGTGAGGATGGATCCTGTAGTGTAAGAGACTAAAGTTAGATTTTGTTCTGTAAAGCC\nCACCGTGGGCTCATGGGACTCTCTGAGAAGCTATCCACACAGCATGCACTCAGAGCTGGC\nTGTAGCACCTCATTCTATATTACCATGACAGCAGGGTGCTAATTGGGCTGGAAAGTTGAG\nGACGGTGGGTGTCATTATTCAAAGTGAATTATGTGGTTATACCTCTATACCTACTGCAAA\nAGGAGAGGAGAGATCTCTAATCTCTCTGTATCTCTCTCTGTGTCTCTGTCTCTGTCTCTC\nTCTGTCTCTCCAACCCCCTTTCTCAAACACACACAATGAGAGGAGTGAACCTGTCATTGC\nTGAACATCAGTAACTAACCACAGCAGTTGCACATGGACAGGTTCTGGAGTTTCCTTGGCT\nTTCATGATTCTTGAAAGCATTGTCTATTCTCCGACTTTCTCTGTAGTCACACACATTCAA\nGAAACATATACACATGTAGATAGATGACTTTGTGATCTTCTTCACTCTGCCATCCCCGCC\nCACTTTATCATTCCCATCCTTGATAATGACTCCCATCTTCTCAATTCATCTCTCTCTGTG\nTATGTGTGTGTGTGTGAGAGAGAGAGAGAGGGAGAAGGAGAGGGAGAGGGAGAGGGAGTG\nGGAGGAGGTAAGAGAGGGAGGGAGAGCAGCTCGTGCACTGTGTGTTGTGTCGATGATTAC\nAGCAGCCTCGCATCCAGAAGGCAGTGTTTCATAGTTTCTAGCCATCCTTTGGCTCTTACG\nATCTCTCTCCCGAGCTGCTATGATTGTCCCTGGACTTTGGAGGAAGTGAGGTAACTTTCA\nTTTAGGGCAGAACACTCAACAGTCACATATTCTTGACAGCATGACCAGGTATTAATTTCA\nTTTAACATCCCCTGCTGCAAAAATGAAGTGCTCTGACTCAAGCAGAGAGCAGCACTAGTT\nGATAGTATAAATGTTTCTGAGGCCGCATGACTACATTTTACTACATTTAGAAAAAAAACA\nAAACATAACACCAAAACAATAACAACACAAACAAACAAATAGCAGTAGTATACTCTCCTC\nCAGGGGCTGTGACTTCCCAAGCCGTTGGTTTTGATGAGGTTTACAGCAGCAGGTATATTT\nATGTTCACTGCTGCGGAGCAGACCTCAGATTCAATCAGAAAGCAGTGGGGGGGCCCCTAT\nATTGGACATTCCACTATTATACCAGTAGGTAAATCTGACATTTTTATAATATCAAATGAC\nTCTGAGAATCTTTTAACCATGTGGATTTCTACATATTTCTGACATTTTTATAATATCAAA\nTGACTCTGAGAATCTTTTAACCATGTGGATTTCTACATATTTCTGACATTTTTATAATAT\nCAAATGACTCTGAGAATCTTTTAACCATGTGGATTTCTACATATTTCTGTCCAAAAGAGT\nATGGGTCAAAGTTGAGGAACTGGTTGCTTGAATTTCACAATTATCTTTCAGATGACACTA\nATGATATAAGTTATATAAGCTCAAGAAACGTATTCACAGATACTTGTATGTATGGTCAAG\nGAGAGAGCCCCTTCTCTATGGTTTTTCCTCCATATCTGACACTGCAGATTTAATCAACCA\nCAGACTGACGCTATCTGGAGAAACACTGCATCTGTATTGCACATGAACAGACTTTTACAA\nATCTTATTGGTCCTAAACAGATGGTGGAACAACTATGTACTCAGCTTTTACTAGAGAACT\nGGAGATGGCGATAGGAAGACACGCATAGGTGACACATGAGTACGATGCCATTTTGAATGC\nTGACTTGGGAGTACGAAGGTCTTTGAATAGTCCCTTGGGTTTATTGATGCTGAGGGTGCA\nCTGAATGCCTCCCTTTTCTATCCCAGGTCTCAAGACTTGCAGTTTCCTCCCCTCCCCGTG\nTCCTCTGCCCTCTTTTCTTTCCTCCCCATTCTATTTTATAAACAATTTATTTATTTAATA\nAATAATAAATAGTATTATGTATTAGCTTTTCATTTTACGTGTATGAGTGTTTTACCGTCA\nTGGTATGTATACTGTGTGCATGGCTGGTCCTCACGGAGGATAGAATATGGGAGAGGTACT\nGGAGTTATGAGTAATTATGTGAGCTACCATATAGGTGCTGGGAACCAAATCCAGGTCCTC\nCGCAAGAGCAGCTAGTGCTCTTAACCTATAACCCATCGCTCTAGCCCCTTCTTTGCTTTA\nTAAAGACTGAATCGTGGGAGACAGCTGTTTGGTCAGTCTGGCTGTGCAGACCTCTGGGTA\nATCAGAGAGTCTGGGGCTCATAGCTCTGTGTCACAGCAACAATAGCATCTATAGAGCACT\nTTTTTTTTTTTTGCTAAGTGACTTAAAAATGCAGGCTATGATCAATAATTTTATTTCTCA\nTAAGTGTTCTTGAATTTGCATTTGCATTTTATTAAGGGATGTTTACTGTGTTTTATGATC\nAACATTCCATGATGCTTTTCTTTGGAGCGTGTGGTTTGGGGGTAAAATAATTTTGTTTTT\nGTTTTTGTTTTTGTTTTTGGGTTTTTTGTTGTTGTTTTGGTTTTTTCAAAACAGGGTTTC\nTCTGTGTAGCCCTGGCTGTCCTAGAACTCACTCTGTAGACCAGGCTGGCCTTGAACTCAG\nAGATCCTCCTGCCTTTGCCTCCCGAGTACTGGGATTAAAGGCGTGCGCTACCATTGCCTG\nGTTAACAATTTTTATTATCTAAGGGAAGAAAGGGTATTAATAAGAAGGGTGAGAAGGGAA\nGGCAGAGACATGGGGCGGTGACAATAGAACATGCACACAAATGTAACAGTTTGTAAAATA\nAAAAAATCCACTCCACAAGAGCAATTTTTATTTTGAGATTTATTTTCTATTTGAATAAAT\nACAACAAAGAATTGTTTATTGTGACCTTCTCTGACCCCAGCTGGAGTAGTTCATAGCTTC\nGTGACTTTGTGTCTATGATCACTGAATACGAATGTATGGAGAACATGGATTTGCATTATG\nGAACTGTTACTGAAAAAATATTCTTCCTTCCTCTTGAAGAGTTATAGATTTCCATCAGGG\nCAAGTGGGTATCCATTCTGGTGTCTTGGCTTCCTGTTGAAGAGGGTGTGAGGGGAGATCT\nTTCCACAGTGGAAGAAATGTCTGGGCTGGAATTCTTTCAGTCAGTTCAAAGCCAGTCAAA\nTCAAGGCATGACTGAAGTTTAGGAGCACACAATTCAAATCAGGCAAGAGAGATGTTTGCG\nAGCAAACAGCCTTTAATGGTAAATGCATAGGCTCTGGAAACACAGTTTTGCATTGCTAAT\nTGATTCTTACTGAATGCTTAGAGGCACTAACCTAAACCAGAGGAGAGGGGTTTCTGTGGG\nTGTGTGGGCTGGCCCTCGGGCATGGGCATGACCTCATTCACATTGCCTTAGGGTCTGGAG\nGTCCCCCTATTCTCTAAAGAAGTTGGATCCAGCAAAATAGAGGTGAACCCATGAGATAAA\nCTGTGCCAGAGTCCAGCCGAATAGAAACTACAAAGAAAGATCAAGGCCAAATCTGAGAAG\nCACACAACTGAATGTTGGCTGCAGTTCTTTCTCTTCCACATTTTATTTTACTTATTTGTT\nTGTGTATGTGTGTGGTATAGGTGTTTGTGCTCCATGTGCACACATGTGGGGGAATGCATG\nCATGCATGCATGCATGCGCGCGTGCGTGTGTGTGTGTTTGTGTGTGTGTGTCTGTGTATA\nTGTGTATGTGTATGAGAGAGAATGCATCAAGGGAGGAGGACATCAGATGGCTCTATTACA\nTTCTGCTTTATTTCCTTAAGGCAGGGTTTTTCACTGAACCTAGAGCTAGTGTTAGGGTGT\nATATATGCTCCGCCCAGGGAATGGCGCTATTAGAAGGTGTGGTCCTGTTGGAGTAGGTGT\nGTCACTGTGGGTGTGGCTTTAAGACCCTCATCCTAGGTGCCTGGAAGGCAGTATTCTGCT\nAGCAGCCTTCAGATGAAGATGTAGAACTCTCAGCTCTGCCTGCCTCCTGCCCGTTGAGAT\nACTGCCATGTTCCTGTCTTGATGATAATCGACTGAACTTGTAAGCCAACCCCAAACAAAT\nGTTGTCTTGGTCATGGTGTCTGTTCACAGCAGTAAAACCCTAACTAACACAGCCTGGTTG\nGCAGCTGGCAAAGCCAGGAGGCCTCCTGTGTCCCCCACAGCTCTGGGGTAACAACAGGTG\nCACAGGCAGCCACACCCAACTTCTTATGTATGCTCTGGGGATTTGAACTCAGACTCTCCT\nGCTCCACAAGCCCTCTTATTTGCTGAGACATATCCACAACCCTTCATTTGAGTTTTTATG\nCATGGAAGCTTAATGTACAATAAAGACTTGTATTGTCTCAAGTGCGGCTATTTCCTTCCA\nCTTGGGTATCATTTGGCTAAGATACCTCTTGCCTCATTCTTAGTACCATTTGCTGAGGTT\nCTCTCATTCCTAATTTTTTTTAGGTTTTACCTACATTTACACACACACACACACACACAC\nACACACACACACACACATACACACACACACACACACACACACACACACACACACACAGGT\nGGGAGCTGCATATGAGAGAGAACACGAATATTTTGTCTTTCTGAGTTTAGGTCACCTCAT\nTTGGTGTAATACTTTCCAGATCGCCCCACTTTCCTTCCGGTTTCGTACTTTTGCTTTTCG\nTTAAAGCTGAATAAAATTCCACTGTGTGTGTATACCATGTTTCTATGTCTGCTCACCTGT\nAGATGGACATCCTGGCTCTTTCCATCTCCTTCCTGTTGTGAGAAGAGCAGCAAGGAACAT\nGTCTCTAGGCAGACACAGGTTCCTTTGGGTATCTGCCTAGGAGTGGTGTACCTGAGCCAT\nGGTGTAATTCTGTTTTTAATTTTCGGAAAACAAAAAGGAGGTTAAAAAGAAAAAGAATGT\nTAAACAGGCAGAGAGATACGCATGATATAAAAGCAGAAAGGAGAGGGAAGATACAAGTTG\nTGGGGCAGAGAGATGGAGCAGATAAGAGGAGACAAGAATCCACTAATATGACACTGTTTG\nTAAATGTCATATTGATACCTATTGATTCATATTGATTCAGGATGGTTTAAAAAGTAAATT\nTTAAAAAGATTTTCCCTCCCATCTTTCTCTTCTTGCACAGTGAAATGAGGGATGCCTAAG\nTTGATCGTAAATCACCATTCTCCAGTGAGTTTCTTTTCTGTAGGCTCTGGGGTGGTACTA\nATGCAAAGCACTTTAGCCAAATTAAAACTCTTCCGTTCATCCCCCAGGAGCCTGCTTCTT\nTCCAGGATCACCGTAGCCTGTTTGTCAAGGGTTGTTGTCTCTGCTGAGTGGCCGTGTTTC\nTCTTACCATCTTACTCTGTACATGACAGCTCTGGCTTTGGATATGCATTGCCACGTATGC\nCTTCAGCTGACAAAGAAGGGAAGAGGCATAAACGCAGACACATGGTGGTGGTGGTGAGCC\nATGACAGAGAACAGGGATTTGAGGAGCAGACATCTTTGGAAATAGAGACCCAACCTGCCT\nCTTCTCTCCCAAGGCTGAGTTCATACCTTCTCTTGTGTGAACAAATGTTTATTCAGCACT\nTATTACATGTCAGCCAGCATACAGATAGAGAAGGGGTAGTTGATGGTTAGTTTAGCTGGA\nTTGAGGGACACCCAGGATACTCATAAAGCCTACCTCTGGATAGCCAATTAGGTCATGAGG\nGCTCTGATCTAGTTACTAGTTTAATTCATTGACGGATTCAGTTTTAAGTAGACCCCTGGG\nAGGTGGAGTTTAGTTGGAGGCATGGGGCTCCATAGAGCCCTGAGCCTTTCCTTTCCTGTC\nTCATCATGTTTCCCGTGTACCCTGATATGAGGTGGCCTGCCTTGTTGTCCCCACCATGGT\nGGAGTGAAACCTCTTCGACTGTGGCTAAAATACATTCCTCTCCCCTGATGCTCTTCTCTC\nTGGAACTATGGTCATGGGGATCAAAAATAAGAACGAATGGAGAAAATTCTCACAGGTGAG\nAAAGAATCCTTGCCATGGAAAGAGCCCCTCGTGTGTCATCCTGGGTGACAGGCAGGCACA\nGAAGGGCAGCTGAGATTTTCCCATGAGATTGTGAGGAAAGCTCAAAGTTGGCTGTCATAG\nAAAAGTACCAAAGTCTTGCCCTCTTCCCATGTGAACTCACCACACACATGCATGAATTTT\nGTGGGAGAGCAAAATCCAGTAAGCCAGGAGCAGGGGCCAAGGGCAGCAGCCAAGAGCAGC\nTGATATCCAAGACCAGCTTATCTCTGGCTTGTCATCTCCAGATGTTGGATCAGGACAAGT\nCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTGTCTCTCTCTGTCTCTGTCTCTCTGTCT\nCTCTGTCTCTCTCTGTCTCTCTCTCTCTCACTCTCTCTCTCTCCTGTGTGTCTATATGTA\nTATGGATGTGTTTATGTGTGCACACATGCATATGTATGTATTCGCATGTGTAACAGGAGG\nCTCTGGTGTTTCCCATAAACAGTTTCAGATGGAGTTCATTTTGGGTGTTAGAATTTGGGG\nATGGAGAGTGAGTGCACAGTAGAATAAGCTTAGGAACTCTCTCTGGACTCAGAGAATCTT\nATATTAGTTTTACCACCTTTTTGCTTTTGTAATACTGGAGAATTCTCTGGCCTCAGTTTC\nCTCATCTATAAAATGGTCATAATGATTGTATTCTGCCGCAGACTAACCCCTTATTTGGGT\nCTCCTGTCTGCGTGGAACAGGTCTCTAGTTGCAGGTGAGCAAGGAGTCAGCAAATGACAA\nACAGAAGCGACACAAGAGAGTGTGTAGAATCTGAGTGTATTGTCACAAAGTGAACACCAG\nTCTTATATAATACAGAAAACAAAGGGGTAGGATGTCACGGCTGGCAAAGTACATTGAAGT\nTACCTGACATTGAAGTTACCTGGAATGACTCCAAAAGGACTTACAGGAACCAGGTAATAT\nTTACAGTAAAGATAAAACAGCCCTGCCTAGGGTCAGCTAATGACAGCTAAGGATTTCACA\nCCCTAGTCACACTTTGTGCTACTCCTTTGAGCCTTGTGAAAGCTAGCACCAGGGGTTTCT\nGCTCTAGCAGACCTTCTCATGATTAATGCAATACCACAAACCTCCTATTTCCTAGGCCTT\nGATAAATTCTTGTATGAGTGTAACTTGGCTGTTCTTTTAAGTATTTGTAGGGAATCTCCA\nTTTGTCAGAAGAATTCACCAACTTTCTTCTAATATGAAATGTAGCCTGTTATACCTGGTT\nGTAGTGAAGATTCCAGTCTCAGTGGGATTCCCTACCTCTTACATGGTAAACCCACCTATT\nAGCTAGGTCATTGTGTATTCCCTTGTTTGGGTGAGACTGGCTACTGTCCTAAGTAATCAC\nTCTGCAGACCAGCCCTGAGCTATTCTAGCTTCTTCTTTGTAATGCCTACTTTCAAATCTC\nTACTAGAAGTAAATTTGAATGTTACTGAATAGGTAACCTTTTCACTGAATTCCTACTGAA\nTTCCAAGCTCGTTAGTTCGTTGGCTTCAAGGATTTTCTAGGACGTTGGAACACTGGTGGA\nGGCTTACCTATGTCAGAATTCAATCTTTAAAGGCACTTATAATAAGATAATACTGAAAGA\nGAGCACATGGATCCATACATCAGACTAACACGGGGATAGGGTATGAGTACACGGGTTATG\nAGAATGCCAAGGTTCCAGGAGGTTGAGTTTCCTTGAAACTCCCTGCCTCGTGAGTGCTCC\nCAGGCCTCTCGGCCTGCCAAGCAGACTTCACTGGGGTAGACGGAGCAGTGTTCGCCTCCC\nCGGGTTATGTGTGAGGTGGTTAATAAGCATAAGTAGTTACCATTCTCGTATTTATCTATG\nTTTTGTTTCTATGCTGTTCAAGCTAGGCAGGGCTCTGTCACCGGAATCCTATGCCATGAA\nGGACTGCAGAGCCCATGTCACCAACAGATTACAGATCCAGCAGTAACTTGTATGATCTTA\nAACTCAGATGTCTGTCTCCAGATTCCTCTTCTGAAAGTCTGTCCACATTGGCCTTAAGAA\nCTTCAAGCACCATTTTGTGGGCTAACACTCCACTGTGCCCTCACTTAGAGAAAGCACACC\nGAAGCCATGGTTCAAGGCAGAGACATGCTGACCCCTCCTCATTTTGTGGGAGCAGTCAAT\nCAGGACAGTCCTGTTGGCACAGGAAGGAAAGCTTTAAGGCCAGGTCAGAGCCAGGCCATG\nCCTTGCAAAGTCATTTGGGAAGCCAGAGGAACCTAGAACAAGAGGAGAATGTTTGAGGGG\nTGAATTCTGTCGGGGCTGGAAGTTGGTGTTTTTCATGAAAGTCCTGGCATGAGTAGTTGC\nTCAATAAATAGTTTCCTTTTTGGCAATATTGGAACTTGAACTTGTGCTTCTCACATGTTG\nGGTGAGAACTCCATGACTGAGTTCCAGCTCCATCCCTTCATTTCCTGTTAAACAATAGAT\nGCTCAACCGAAGCCCAACCGGAAGTCTAGTGAATGTTGTTTTTCAGCAGTGCGCAGAGGA\nCTGGGCCAGTCACACTGAAGGTGGAGGGTCAGGAAGCAAGGCACACACAGCAGGCAACTT\nGGTCCAGAAGGAGTCAGCGCAGGGGGTGAATGAGAGTAAGTAGCTTGTAGGAAGCGAGCT\nCTCCCAGGGACACAGCGCAGCGCAGCGTTAGGTCTCCCTCCCTGTGCCGGCTTTTGACAT\nCAGGACTCAGCAGCTCTGAGTTTGATCCTTTAGCCTAGGACGCTCATACCTATCGTTATA\nAGTGATTGTGAATGAGGCTTAAATAAAGTAATAAAACCGACTCCTAGCTAGGACCTAGCC\nCATACAGACCCTCAGCGCAGGTGGTTGAACCTGTTTGCAATGGCCTTAAAATGATGCCGG\nATGCTGCCACCTACTGGGATCCAGTGGAACTTTTAAAATATTTTTTAGCTAGAATAATAA\nTCCACGTGTGTTAGTTTGTTGGTGGTGTTATTATTTTCCTTACTGGTCTTCGTCTCCTCA\nCCACCCCAGGCCCCTAGTTTTCTGCTCTTGTCTGGCTGAGGTATTTACTGAATGAATAGT\nAAGTGTTGTTTAAACCTGTCCGTGTGGTATCCAGTTTCTGCCTCCAGAAGAGTCCACTGT\nATGAATCTCAGGGCTGCTGTTTACTATGAGGCAGGGGACAGCGTCTGAGCTTCCTGACCT\nTCAGTTTTCCTGGCAGGCTATAAAATGGCCTCCATCTGTTTGGAAGAATGAGTTTTACTC\nATTCATTTACTCATTCATTCATCCAGCGAGTGAGCTTTTAGGAGGAAGGGGAGTGTCAGT\nCTGCAGAGGAAACAGATGGTGCATGGGGAGGGGCACCCCACACACCCATACCTTGCAGTG\nATTCACGGGAGACTGATTGCCCCCATCCGCTGTCTCTCTTCTTTTACTGTATGAGAGTCA\nTTTCCTGAAACACAGATCTCCGCTTATGATGGCCTCACTTCAAATTTGTCACTACGTTGA\nAGGCCAGTCTGCCTATCATGGAAACTTTGGTCCTATTCAAACTGGTCTGCTCTACCAAGC\nTACTTCTGGGTTTCTGAAATGGTAGTAGACAACCTTTACCACAGGTTAGACATTGTGCTA\nAGTGTTTTATTGGATAATTGTTATAGCTTCCCAGGACATGAGCCTTATGCCTGTTATAAT\nCGTGGAGCTATAACAATAACGTCAAGGGACATCTTCAAGGAGAAAGCGTGGCTTTGGTTC\nAGTTTCAGATGTCTCAGATTAGGGTTCCCAGCTCTATTCGATTCCCAGCTGGTGGGGTAG\nAACATTATGCCAACAGGAACCTGTGTGTCTTAGTTTGGGTCTTGTTGCTATGAAAAGACA\nCTATGGCCAAGGCAAGTCTTATGAAAGCAAATATTTAATTGGGGTTGGCTTACAGTTTCA\nGAGGTTCAATCCATTATCATCATTGCAGGAAGCATGGCAGCATCCAAGTAGATGTGGTGC\nTGGAGACGGAGCTGAGAGTCTTGATTTGAAAGCAGTCAGGAGAGACTGTCTTCTGCATTG\nGGCAGAGCCTTAGCATAGGAGGAGTCCCCAAAGTCCATCCCCATAGTAATACACTTCTTC\nCTAAAAGTGCCACTTCCCATGGGCCAAGCATATTCAAACCACCACACTGTGCTAGAGACT\nACTTATCTCATGGTGGATGGGAAGCAGAGAGGGGACAAAGAACTGGGGACAAGTTAGAAC\nCATCAGAGATACGCCCTCCGTGACCCACTTTCTCTAACTTGAATTGGTCTCCCATAGTTT\nCCACAGTCTCCATAAGGAGCCCTGCCAGCTGAGGGAGAAATCTTGAACATGTGGACTCCT\nGGGAGAACTGTTCATATGAAGACCATAACACTCTTAGTCAAACAGTTCAAATCCAGGTCT\nACCCAGCTGCAGAAGACATCCCCGAGCCTCTCTGCCACAACTGCCATATAGCTGTCTGCA\nTCTGTAGCCTTCTCTACACAGCTGGCACTCTGGCCTTTCCACTCCTTCCTGGGCCTATGA\nCCCCGCTCAAATACCCCATTAACACTGCTACTTCTAACGTGCACACAGTGCTTATGCCCT\nCTTCCCTGGGAGCCAACCCTACTGCCATGCCCCATCATGAATGTTAGAGATCCTTCATGG\nACATGTGTACCCCCTCGGCACATGGGGAGAGTCTTAGAAACACACATAGACTTTGAACTG\nTCAGGACTTGCTGAATAAATGAGAGGGCACAGGAAAAAGTATTTGAACGGTAAGATATCA\nGAGAGACAGAAGTCAGATGCACTCAATCACCCTTCTGCATAGAAACAGATCTAGGAAGTC\nATGTACTAATTATGCACAGTATTGTTTTTTTCACTGACTTTAGGTCACTGTCTTAGTCAG\nGGTTTCTATTCCTGCACAAGCATCATGACCAAGAAGCAAGTTGGGGAGGAAAGGGTTTAT\nTTAGCTTACACTTCCATACTGCTGTTGATCACCAGAGGAAGTCAGGACTGGAACTCAAGC\nAGGTCAGGAAGCAGGAGCTGATACAGAGGCCATGGAGGGATGTAACTTACTGGCTTGCTT\nCCCTTGGCTTGCTCAGCCTGCTCTCTTATAGAACCCAAGACTACCAGCCCAGAGATGGCA\nCCCCCCCCTCCTTGATCACTAATTGAGGAAATGCCCCATAGCTGGATCTCATGGAGGCAT\nTTCCCCAACTGAAGCTCCTTTCTCTGTGATAACTCCAGCCCATGTCAAGTTGACACAAAA\nGTAGCCAGTACCATTGACCCCTTGTCAACTTGACTCACAAACACATCACTAGTAAGCCTC\nAACCTTTAGTTTCTTAATCATCCCCAAGATCTAAACAACTTTAAAAGTCCCACAGTCTTT\nACATATTAAAAGTTAAATCCTTTTAAAATATCCAATATCTTTTAAAATCCAAAGTCTTTT\nTTACAATTAAAAGTCTCTTAACTTTGGGATCCACTAAGATATTTTCTTCCTTCAAGAGGG\nAAAAATATCAGGGCACAGTCACAATCAAAAGCAAAAATTAAACTCCAACTGTCCAATGTC\nTGGGTTCTAACTCACAATCTTCTGGGCTCCTCCAAGGGCTTAGGTCACTTCTCCAGCTCT\nGCCCTTTGTAGCACCCACCTTGTCCTGTAGTATCCAGATGCCTGTACTCCACTGCTGCTG\nCTCTTGGTGGTCATCTCATGGTACTGGCATCTCCAAAACAATGCATGACCCCTTCAGTCT\nTGGGCCATCAATTGCAATTGAGGCTGCACCATCACCAATGACCTTCCATGGCCTCTCACA\nGTACCGAGCCTCAGTTGCTCTGCGTGACCCCTTCATGCCTTCAAAACCAGTACCTCTTGG\nGTGACCCTTACACATTACCAAGTCCTGCTGCTGCACGAGGTACAACTTTGGCTATCTCTG\nGAACACAGCCTCTTTGTGCTTTCAGAAAACACTTCCCAGAAGATGTCACCTCAATGATGC\nTGGTCTCTTCTTAATCACTGCTAAATTCTTAGCTCCAGCTAACCAGCATCAATATTCCCA\nGAAATGCAAAGGTTTCACTTAGTAGTTCTGGTATCTTGTTAACCACAGCTGATTCTTCAG\nGCCCAGCTAACCAGAACCACAGAAGCATCCCAATCAAAACAGCAATGGCCCTGAAAAGAG\nTCTTTCATTTTCCTTTTAAATTTCACAAGCCAGGCCTCCATTTTCTTCACTGTTCTCAAC\nATTATCTTCCAAACTCCTACACAACATCCCACAGAGCTCTTAACACTGAATGGATCTTCT\nAGCCCAAAGTTCCAAAGTCCTTCCACAGTCCTCCCCAAAACATGGTCAGGTTGTCACAGG\nAATACCCCACTGTTTTAAAAATAATTTAAAAGTAGAATTATGAAACACTTTTTTGCTATT\nGTAGCTATTATTATTATTATTATTATTATTATTATTATTATTAATTGTTATTATTATTAC\nTTCAAGAGATGGCTAAGCTCACAACCAAAAATAAAAAACGTAGAAGGCATCCAGATATTA\nTGGGTGATGAGATGCCTCAAAGGTTAAAGTACGTGATGCTGGAGTTTGAACCCCTGAAAC\nCACTGAGGTGCCAGGTGGGTGTGGCATCTTGACCACAGTTCCAGCTTTGGGAAGGAGATG\nGATTTCCAGAGCAAGCTGGCTGCTGAGACTAGCTATAATGGCGAGCTTTGGCTTTGACTG\nGAGTTGACTCCCAATATCAACCTCATGCACCCATCTTCACATAAATCCACACATATACAG\nACATACATGTATGCAAATGTACAGCATACTCACACGTATGTGAGAATGGTAAAGAAAAAG\nTAAAGCATTAAAATATTGAATAATTGGAGAGAGTAATATGGTGGTTTCTAGACATGTTTG\nGGAGGGGAAGTTGGGATAAATAAGTCAAAGTACACAAATACGCTGGGTAGAATTAACAAA\nATCTATGTGCGTAGTAGAGACAGTAATTAATAAGTCTTCTTTATAAACAGAAATTTGCGG\nGGTATTTTGAGATATTTTTATTAGTTATGTATACAAAATGTCACTACAGACGGTGACATA\nTGTTCATTTACTGAATGGCAGTGATTATTTCACTGTGTATTTGCATGTCAAAACATCATG\nCTACATACATTACATATTTACAATGCAAATAAATTCGAACGTTATTAAATATGTGGTGAT\nAAGTATATATGTTTGCCTTATGAAGAGGAAAAGGTTTCCTAAGTGCTTGAAGATTCCTGC\nATTCTGTTGTTACTTTTCCATGTTTATAAAAATTTTACTATAAAAATTTACTTTAAAAAA\nTGAAAACTAAAAAGTAGTGTCATTAGCCTTCTAGAGATTTTTATGCTTTTAAAATTTTAT\nTGAAAATAAGAAGTCTCAAATAAGATGAAGAAATATTCTATACTGTGGGCCAGAAGCTAT\nTCTCTCCAAATCAGCATTGTATTCAAAGAAAGCTCAGTGTGGTTTGTGAGTTTGCACAGC\nTCGATAGGCAGACTCTAAATTTAATTTAATTGCAGCAGGTAGGGTCAAGGACAGCTAAGG\nGGGAAGTAAGGCCTACCAGATGCCATTGGTATCCAGTATAAACTACAATTGATATTTGTC\nCCATATCAATGCAGAAATTTTAAAAATAGAACAATGAGTTGATATTTATAGGGGATGGAG\nGGAAAGCTCAGTGATTAGGACCATGGCTACAGGACCCAGGTTCTATTTCCAGCACCCACA\nTGACAGCTCATAACTGTCTGTAATTCCAGGTCCAGGGGATCTGATGCCCCCTTCTGGTCT\nCCGGGAGCCAAACAGTCATGCATATGAAATTGTTAAAGGCATATTTCTTAGATACTGTAC\nTTGAATATATAACTTAGGTGATATTGCAAGTCAATGAAGAAAGACTGACGTATTAAGAAC\nATTTAAACACTTATCTAAGTGAGAAACATAGAAGAACCTATTTCATTTTATATACAAAAC\nAATTTTCAGGAGGATATATACACAGCTATAAAAGTATCATCTCTTAAGTTTGGCAAAGGA\nTAATGTGATTTGAACTAGGAGGCAGTCATCTCGCTCAGGTCCTTGGGGTTGGATGCAGCA\nTTCACCATGGGGAGAGATAAGGAACCTTCTTAGTAACTTCAATGCTCTGTTTCTCAGCTT\nTGGTCATGCGTTCCTAAGCTTTTGCTTATTATTTATGATATAGCAAAAGACCTGTGCACT\nCTTCTGTAAAAGGAAATACTTCATATTATAAATTTCAAGTGATGAATTCTCAGTGAAACC\nCTGTGATTCATGATCTCGATTATAAATCTTGGTCATCCACGAAGCAGACACTAATATACA\nGACACAAGAAGGAAGTAAGCCAGGTGTATTCTCAATGGAATAGTCTGGAAAGAACGCTCT\nCCTCACTCGCTAATGGAGCTCCCTTTCCCACTGCTCGTCTGCCAACATTTCTAGTGGGAC\nCCAACTGTCATCCCTGCATACTGAAGGAAATGCATGTATACTGTCCCGGGGACAACGGAG\nAGACAGGATGCTTGCATCTTGCAGCAGCTGGATTTAGATTACATTCACTTTACAACTTGC\nTTATTTTTAAGTCACTATGACTAGCAATACTGGCAGTAAATGTGCAGTCTGTGACATTTA\nGCATTGCATCATGATTTCCCTGTGGCCCCTAAGGATGTGGCCCAGGGAACCATCCCCTAG\nTGTAACAGTTCATCAAGGTTTCACATATATGGGCTGGTCCGAGGCCCCCCAGCACGCATG\nTAGCAGAGGACTGCCTTGTTTGGCCTCAGTTGGAGAGAATGCTTGAGGCCCCTTGAGGGG\nATTGGCAGTCGGGGTGGGGTGGGGAAAGGGGAGCGGGGAAGGGAGGAGCACCCTCTCAGA\nGGCAAAGGAAAGGGGGAATGGGATGAAAAACTGTGGGAGGGGGCAATGTATGGACTGTAA\nTAAATAAATAAACAAACACATACATACATACATACATGAATAAATTAAAAAAGAAAGAAA\nCAGGTTTCTATTAAATACACACAAGGGAAAGAGAGAATAGCAACCAAGCCTTTTTTTCTT\nTGCCATGGCTTAACACATCCCTCTTCACCCTGTTTTATTTACTCTGATTTATTATTTATT\nTATTTATTTAGTCTCAAGTTCTTCTTTCATGTTCAATTTACATGTTTGCAAGATCTTTCT\nGCCTTTGAGGACCCAGAAAATCCAGGGATGTGTATGTAAGCAGGGATACATGAAATCTCC\nTTTGTCCTTTGAGGATGGACTTTGAGATGCTCCCAGTAAAAAAATCTCTCTCTCTCTCTC\nTCTCTCTCTCTCACACACACACACACACACACACACACACACACACACACAAGAGAGAGA\nGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGGAGAGGG\nAGAGGAGGGGAGGGAGGGAGAGGGAGAGAGAATGAGACATTGAATTGAAGGAGAAAGAGC\nTTGTGCAGTGATATCTTATTTCCACCATCTCCCCCTCCATAAATGTTTTTGCCATTTCTT\nTAGTTGAAAGGATAAATTTATTTGAAAAATAATACCACACGAGGAAGAAAACATTAAGTA\nAATTTAAATTAATTCTGAAACCTATTTTATTGTTTAAGTTTCTCCCAAGACACTGTTGGT\nATCTGGTGTATTTTGTAACCCCAGCGCCTGGCATAGTCCCCAGTAGTGGCTCACCAGGTC\nATGTTAAATGTAAGGAATGTTGGGGCTAGTGTCCAGGCTTTGACGACTGATCTGTCTCAG\nTCACACTTTACGCAGGATCTATGGACTCAGATACTCTTATGAGAATTTTGAAAGGGGAAG\nAAAATTCCAAGCACTAAATACCCCGGACTTGACTGTATGATGCTAAGATCCTAAAGATCT\nGAGATGCTGTTGGTATCTGAAATGAAAAGTTGAATTGTTCTGCTTCTGGTCAAAGAGTTT\nATCATGTATATCTTGTCCCCTAGGGGTTTCCTTTTAATGAAATGTGCAGGTAACAGATGA\nGTTTTGGTGGGTGGCTAAGAGAGATGCTTTCTACCAACATGGTTCAGGAGTCTGCATTAG\nATCTTCCTGGCACCAAATGCTCCTTGCATGATGGGTCTTGAGTATGAGAGAGAACAGGCA\nTCTCTCGACAGAGGAAGTCATAGGACTTTCCTACCATTGGTCTCCATAAAATTAAGTGTA\nCACAGCAGAGGATGCCTGCTCAGAAGCACAGAAGGTTAGGCCTGGGGTTTTTCTCCTGCC\nGGAGTTAGCTCTTCCTGGGTTCCTGGAGAACTTCCCTGTCTTCTGAGATGTTCAGATGTC\nTAGAATCCACACCTTTGCTGCTCCACACCCCCAATCAGCGAGCTACCCAATTACATTAGC\nAAGTGAATTTCCTTTCATATATGAAACTTCCCATGTCCTTCTCCTGTCCTCTTCTCTCTT\nCCCCTGCCCTTCTCGCCTATTTCTCCCTTCTCCTATTCTTCTCCCTTTCCTCTTTCCCAA\nTCTCTCTCTTTTCCCCTTGCCCTCCCATCCCTCTTTCCTTCCCTTTCTACTCCTCTCCTT\nCCTCATCCATCCTCCATTGTCTTGATTGATAGAAAATGCCATGGTGGAATCTTTGGGGTC\nATTCATACTTGATTCTACCAGACTTTGATACAAAACCCCTCAGAAGCCTAGAAAGTCATC\nAGTCATTTTTGGATAACATATAACCAATGATCTATTACCCTCTTCTTGGAAACAGGCTTC\nCAGACAACTAAAGGGTCAAGGAGAAAACCAAGGTGAGTTTGACTATGTCATAGCATGGAA\nTGTTGAGAGAAAAGCTATCTATATATTATGGAGGTAATGGTGAGTCACAGTCTTTCCAAC\nAAATCAGATCTTATATCATGGATGCCTCCATTTAACAAATGTTACTGCTGATTTATCAGT\nAGACAGACAAAATCCAGCATCTTTATTGAGCTAAAAAATGGACAGTGAGTGAATTATTGT\nGCTATGTTGATTCTGGAGAGCAAAATGCTTTACATTAGTACCTCCAAAGCTGGGATGCAG\nTCTATGGTCACCAGCATCTTACAGTTAATATTGGCCAGCTAGTCTTTAGGTCATTGTTGT\nTGTATAAGACTGCACTAACCTGGCACACTCTGTGTATATTATTGCTACCTGGCCTCAATA\nTGGTTAACATTGACATTGGCATCTATATTATAGGATTCCATTTGTCATTAAAATATCTTC\nTAGAAGGTTCTATAATGATCCATTGTTGAAATGGAAATGAAGAAGTAAAAAATATTCATC\nACTGGCAAACTGAACATAATATCTATTTTCCTGTAACAACCTTCTATTCTTAGATGCCAC\nAAAAAAGAAACACTCTCAAATGGAAAACAATATGTCCTATATTCTTACTATGTTACAGTT\nGCTAAAGATTGCTAACACGTGCCTAGGATGCCCACAAGGGCAAGAGACATCCCTAAAATT\nTTTTCAGATTGATAAAAGAATCTTGTGAGGTATGCACTAAGTGAGGTCATAATTCAATTG\nGCAACATTTCTCACTTGGTGAGAATATAGGACACACTTTTTTCCAGACAATGGGATGTGA\nTTGACCACTTACATGAGTTACAAATGTTAGAAGACAGAGAGGAGTTTTGAATGTGTGTTA\nTCAGATGAGAGGAACCAATGTGACTCCCTGGAGAAGGCCAAGCAGTGGAGATAGTTGGAA\nGGCCAGGTTGTTGGTGGGGCTAGGAGAGAAGAAGGCATGAACAAGAAGGGCACAGAGGAT\nTTACAGGCAGTGGAACTATTCTCTATACTGTACAATGATGGATGTGTGCACTTGCCTAGA\nCCTGTAGAATGTCTGATGCTTGGGTGCACATGAGTCAGGTATGAAGATGTGTGTCTATAA\nTCCCAGCATTGGAGAGGGAATGGCAAAAGGTCAGATGTTTAAGGACAGGCTAGGCTAGAT\nGATAATCCATTTTAAGAAAACATCAAGCTCTTTATTGCCAACTCGACTGGGTTTGGAATC\nACCTAGAAGACACATCTTTGTATCTGTAAAGGCATTTCTAGAGAGGTTTAACCAAGGAGG\nCAAGACCCATCCTGAAGGTGAGTAGCACCATCCTAGGGACTGGGGACACAGACTGAAGAA\nAGCAAATAGAGCTCTAGAATTCTTCTCTCTCTGCCTCCGAACTGAGGATGCAATGTGGGC\nAGCCACCTTCCCTCCACTGCCTCATCTTCACTGCCATGATGGACCCCTCAGATGATGAGC\nCAAGATAACCTCCTCCATTCTCAACCTGCTCTCACAAGGTTCTTATTTTTTGGCATTGCA\nATGGGTACGGTGGTATAATATAGATACATATTATGACTTGTCTCCAAAAATCAAAAAGGA\nTAAAAGAGTCTAGACTTTGCAGATAATAACAGATAAGCTAATATAGATTGGTTGGTTATA\nCTAAGTGTAGGGATGTTGATGTTGGAGGAGTCAGTGTGAATACAGGGCCTGGAGGCATAA\nGGTGAACTCTATTTTATTTATTCTTATTGTGAAGCTATACTTACGTAAAACATATAGCTT\nATTTAAGGGGAAAAACCCTCAATGATGTAAAAATAATTCTTCCTTCACGGTAATGATTAT\nAATTTTGGCACTATGCCATATTGTTTTAACAAATCTCCAAAGCAAGGGAGATTAAGATTA\nAGATAAAGATTAGGTGGTCACTAACGTGTTACTTCATTTGATTTAGAGAAGGGAGGTTAT\nATTATGCAACAGTTGTTGGAAACAATTATTGTTTAATTAAATTTAAGGTCGTAAGTTTTC\nGTAGACTAGAAATTGGATATAGGACTTCAAAAAGCAGATAGGAAAGGAACAAAAAAATTT\nAATGAGCCCAGTGTGCGTCAGGAAAGGAAACGCACAGGAAATGTAAATAGAAAACTTAAC\nAGAATTGGTTACATAAAAGGTATCGTGGCAAATAGCGGCTTGCTCTTGAGACACAGGCTG\nGTCCTGGGTCCAGTGAGGCATCAGGAGAACGCTGCTGGAGTTTTCTTCAGGACTCTGGTC\nTGTGAACAGCCTCACAAATGCAGTGCATCTCTTCGAGTGGAGGGGTTCTTAACAAAGGGT\nCTTTTGATGGCTTCACCCCTCTTTATCCAGGGCAGCCTCTTGGACAAGGCATCTGTTTGC\nTGCCACTCAGGGAATTGACAGAATCTTCTTCATTTCCATCCTACCCACTTGGCTTGTGTG\nATCTTCCAGCTGCAGCTAGAGATAGGATGCGGTTATTATAAATTCCATTCTACTTTCACT\nTCCTGTGTCACACATATAACCACGTGGGTTACCGCATCCTGGATCTCTGACCCACATCTG\nTGTGAAGAACTGCTACCCTTACCTTGCAAGCTGTCCACCTACGTGAGTGGAGTGGACACC\nTTTGCAGTCATGGAAGCTTCTCTGTATATTCCCTCCTCTCCCCTCATCAGCTAGAGCAGA\nGAACTGGCACACACAGCACTTTATGAATGTTTGCCAAATGTGCAGTTCTGATTTACTTTA\nTATTTCTTACCTTCGGTAGCGGAGCATCAGGGCCAGCCAAGTGGGTAGTTTTAACCAGTT\nCCATTTCACTTCACAGGGTACTAAATTCACAAAATAACTTCCTTATATGAATATATTTTA\nGTGGGTTTTTAATTACTAAATAAAAATATCTTTTATTTTATTGCAGAGCAATAAATTGAT\nCTTTGGTTTAGCTTATCATTCTTTTATAATAGTGAATTCCAAATCTAGAAGATGTCACTA\nAGCCAGCTGTATGAACCACACCATCAGTTTTTGTGGCATCTGGGGTGTCCCTCTGTGGAT\nAACCTTTTGTTTGTGAGTACAGTGCTCCAACCTACCAGCTGGACAATCATTCAGAGATAA\nTAAGGCAACACAGCAGTTCCTAGTGGCTGTGTTTGGTTGGTTCAGCCTTCAGCTGACATG\nTTTTATTAATAATAGCAATCCTCCTTTGCCTTTCTATTATTTCCCAGTGTGATTAATAGC\nAAGCTCAGGGATGCAGAGAGCTTTACAATAGTAAATGATCATTTAAGTTAGGTGTTGACT\nGCTTCCTGCTGCCTGTTCGAGTAAAAACGGAGCTGTCCAGTGTGGAGAGCAGTTTCTGCT\nATAGAATTTAGCCACCAATAAATATTAGAGTTTAATATTTAAAAGAAGGCATTGAGGAGG\nACCTGAGTGCTGAAGGCTGACCTTTCTGAAGCAGAGTTTGGGTGACTGCAAGGATGAGTT\nATTGCATTAGCCTTTGGGTGTCCAGTGTCAGGTGTCCAGAAAGTCTTCTGGGAGATGTGA\nGTTAGCTACAGAAGCGCAAAGCCAGGAAGGAAGGGCACAGAACTGGGATAGAAGAAGGAA\nAAGGAAGTTGTTTTTTTTTTTTTTTTTTTTTTTTGGGACTGTATCAAATAACCCAGTTTC\nCTGACCTCAGCCCCAGTTTTCTTTCTGCAACAGGATATGGAAGCAGAGCAAGGGTCTGAT\nCACATTTCTCATTGACTTTGGGAGCCCATTGATCGGGGGCCAGTAGAGACCAGCTGCAAT\nGTCTGGTAATGCTGCTGAAATTGTTCTGAGGAGTAGCAACCAGGTGAGTAGATATGGCCT\nTCTGCAGACCTCCCAGCTATGAAAAGAAGGTGTTTGCAAGACGAAGATTAGCAAATATCT\nTGCTTGCGTCTGCCATGTTTCTTTTTCCATGAGAATATAGAACCTTATCACTGACAAGGA\nTCCATGGTCTGTCCTGGATTCCAGAATGCCTGTTAGAATATTTTAAGGTTTTCCTAATGC\nCAGCTGCCATGCTGGAGTAGAACATGGGTATAGATTAAGGTTTGCTCAAAGGGGAATGAT\nGGGAATGATATAAAGCGATACTCCCTTCTCTTGTGGGAGCAGTCTACATTCCCCTAGCTT\nTAGTATATCTCACTGGCTCCAGAACCCCACGTGTTGATAACTGGTGATCCATATGAAAGA\nAGATGGCAGGAATTTTACACTTCGGTTTTATTTTCAGCCCAGCCTTCTTGTTATCCTCTG\nGTTTGTGCCTGATGTTCTAGGCAGACCGAGTCGTCCTGTTAGTACTGATGCTTTCCAAGT\nTTCATTTACTGTATTGTCAACACAGCGGATCTTTCTCTGGCTGCGTATCTAATACTGGCA\nTCATTTTAGCAAAAGTCTTGGGTTAGAGGAACAGGAGATTGCATAGGCTGAAAAATATGG\nCTTACATTTCTGGAAAAAGCCAAGCTGCTCTCCTACATGAACTTTAGCTCATTCCCTAGA\nACTGGGTTCATAGTAGTCTATCAATTTACAATAGTTCGGAAATGGTCTAGAGGTCCATTA\nGTGGATAATGACTCCCCTGCCCCCCCATACACAAGCAGAGAGAGAGAGAGAGAGAGAGAG\nAGAGAGAGAATAGAATTTTACTCAGCAAGTGAGATAACCAGGCCCAGAAACACAATTATA\nCATGTTCTCCCTCTTGTGGGAATCCTAGCTTTGAAATTTTAGAGCAGTATGTTTAACTTT\nGAGTACAAGTAAAGACAGAAAGGGACCATTGGGGAATAATTGTTCTGAGGGAAGTAGGAT\nTACAGAACTCATTAGACATGAAGGTGGAGGGCTTCTGGGGTAAATAAAGCTAAGCAGGGA\nGCAGAGGGAGGGTATGGAAGATGAGGAGCAAGGACAGAAATGGTAACTGAGGGTATATGT\nAAAAGCCATAGAAACCTATTATTTTATAAGCTTGTAAAAAATAAAAAAACTAAAAGAAAT\nAGGTTGAATAGAGGTACTCTCCATAGCAGGAGGATGCTGCTCCCAGAAGCCATGAGCTAT\nTAAATAAAAATCTCAGTGCCAGTGCTAAGTGTGGAATATGCCCTATGAATTATTAGTCAA\nAAAGTCTCGAGAAGCCAAAATAAATCCAGGCTATTGACACTGCTCACCAGAACTTGAAAG\nGAAGCCCATATTGGTGAAGACATCACATTACTTGGGTCACAGGAGATCAAAATCAAGCTG\nGGATTGGAAGTTTTCTCCTAATGCCTAGCTTTCAGGGAGCCAGAAGGTGCTGTGTGTGCA\nGGGAGAGAAAAGTCACTAACAACTGCTTCAAGTGAATTCTGGAAACTACAATAAAACCTG\nTCAGGCAAAATGTGGTCTTTGGTGCAAAAGGAGCATAAATGTTATGGGAGTAGCCAGTTG\nTTTCCTGATGGGATTTGAGGTCTGTTCTGTAGGAGGAAATGAATGCCATCTGATTATATA\nTATATATATATATATATATATATATATATATATATATATATATATATATGAAGAGAGAGA\nGAGAGGGGGGGAGGGAGGGAGGGAGGAATGGGAGGTGTGAAACTACTAATACTATATATT\nATACATATATTAATAGCATACTATATAGTATATTTTATATATGCTAATATAGTTCATTAT\nATTTTTATTATATATGTATATATGTGCATATATATATAGTCAAAAGATTTAAAAAATTAG\nAAAGAAATAAGAATAAAAGCCCAGAAGCCTGTCTCATAGATGTGCTCATGAAATGTCTAA\nATGCCCAGTGAACAGTAGCTAGCTACAATTTCCTGGGTGTTACTATTATCATTGGTTCTA\nGTGATAATGAGGAGAGTTTGTAATACCAACAAAATTCATACCGGATCTTTTTCCAGTTGA\nGGGAATTCTCCAAAATCCAAGACAAGAACTCCTCCACAAATTGTGACTTCAAATCATTGT\nGAATGAGACCAGCGTGCATCAGCAGAACATCTGATGGCCAACTATCAGTAGGTAAAGGAC\nTGCATTTGCTATGGTTCTTTCGGATCCCGTCCCTAGGGTCCTGACAAGAGGCCTTCAGAT\nCTCCCCATGCATTTTCCAAGGACAGTGTTTTCAGCTCCCCCCCCCCCCCCCGTTCTCATC\nAGGGTCTCGTCAGGGTAAACACTAGGCTGGAGTCTGGTTGGAGGCAAACAGAGGATTCCC\nTCTCCCACTGAGCCCTGAGTCTTTATCTTCCTCTCCCCCCTTCCCCTCAAGCCCAAGAAC\nTAGTATTCACCTCTGAAGATTAAACCCAAGAACACCCCTCTCTGTGAATCCTTGAACCGG\nATGCATCTGATCGGCCATTGTGGTTAAAACCTGAGCCTAGTCCTCTGGCTGCCCCCATCT\nTAAGGCATGATGGGTGTTGCTGGTTTACTTCCATGCATCAGTTATTTTGTGTTACTCTGA\nTAAAATATCTGATGAAAGCAACTTAAGGAAGGGTGTGACAAAGGATATAGTCCTTCGTGG\nTGAGGTGGCACGAAGGTGACAATGACTTTAGCTGTAGTGGCAAGGGCTTCAGGCAGGTGG\nTTATATTGTGCCCATGGCCAGGAAGCAGAGGAGATGAATCTGTTGGTCTGTTTACTAGTT\nTTTTTCTTCTGTTCTTCCTTTTTATACAATCTAGGATGCATACCCATTTGATAATGATGC\nCCATATTCAACCCAAGTCTTGTTTACCAGTTGAATCTCTCTGGAAACCTTCACAGTCATA\nCCTAGAGGTGTATCTCCTGGGTGATTCTAAATTTGATCTAATTGACAATGAATATTAATT\nATTTCATTTTCCAAACATAGGCGGTCTCATGGATTTGAACTATCTCTTGCTACTCTTGGT\nAGCTAGTATAATTTACAGTTATACTGGAATATAATGGGTCCATATGATGAAGGCGTTGCT\nCCCTGTGTGGCACTATGGGGTGGAAGTAGAACCTTTTAGGGGTGGGGGAAGGGCCTAATG\nGAAGCGATTTTGCTGTTTTTAAGGCGAGGTCTTGGTGTGCAGCTCAAGCCACTTAATACT\nTGCTAGGTAGCCCAGGCTGGTCTTGAACACACAGCAGGTCTCTGTTCTCTTTGAGTGCTG\nGGACTGCAGGTGTGCACCAGAAGCTGCCTCCAGTGGCGGTGCTCAGGCCTCTTCAAAGAG\nGACAGTAGATGGCACCTCAGCCCCTTCCCCTTTCTTCTGCCTTTGCACCATAAGTGGATA\nGCTCTGCCCTACCACACGCTCCCCGCCATGAGAGGACTAGATGCAACAGACCCTAGAGCA\nATAGTAACCAATGCAGACCCCCAAACCTAAATATATCTTTGTAAATGGAGCTTTTCTTTC\nCTCTTTGTAAGTAGATCATCTCAGATATTTATGCTAGTGGCAGAAAGCTAACAGTGACCT\nCTGAGCCACAATGATACCATCCCCTTCTGTGAATCCTTGGACCAGGTGCATCTGATTGGA\nTCTGGTCACAGAAGATACTTTGCGAAGTATTCGGATGAATCAACAACCGAGAATCACCGC\nCAGGAAGGAGGAACTGCCACACCTTCCTTTGTTTATGTTTCCTAGCTGTGGCCTACACAA\nACCCACATTCAGCCTGACAGAGAGCGGGATCGGTGCTTTCCGGAACCTACTGAAAAACTG\nGTATTATGATTATATTTTCATGTTCCAGACTTATTGAAATGGCTTTTAGTCCCTATGCTA\nAGGTCAAAGGTTTAATGGATGCTTAAAAAATCTATTATTTTTATTTCCTACATTTGAGTA\nTTTGCCTGCACATGTGTATGTGTACCACGTGTATCGCTGATGATGGCAGAGTCCAGAAGA\nGGGTGTTGGATCCCCTGCAGCTGGAGTCACAGATGGTTGTGAGCCTCCTGATGTGAGTGC\nTGAGAACTGAACCCAGGTCCTCTGGAAGAGCAGCAAGTGCTCTTAACTACTGAGCACCTT\nATAGGTGTCTAATAATACTTTTTAATCACGTGACATTTTGCTCAAGTCTTCTTTAAACTA\nGTATGTTGGCTTATATTTACCCATTCTCAATTTTCTTAGTTTTCCAGGAAGGGAGAAAAA\nCCCACTTTTAACATTTTAAATTTAAATTTAAATTTAAATTTTAACATTTAAATGAATACT\nAGCCTTCAAAGAAACTCTAATAATCACAAGGTAAGAGGTAAATATGGGGGTGAACAGCAA\nCAGCGAGCAGTAGACAAGTAACTCAACACTAGAGGTCCCTCTCTTCTTAAGATCTAAAGG\nCCTGCCCTGTCTGGGATCTTAGCCAGCTTCAGTGGCTTCTGACTGGGAACAGAAAGTGAG\nGAGCAAAGGAAATCTGAACCAGAGAATTCTTTGTGGCATTGCAAATTAGATCTCAGGCAG\nCAGAGGCCTGCATCACTGAGTTCTGGCTCGCCCACAAAGTATTTGCTCCCCAACTCTCAG\nCCCCAGCTTCATTTTGTTCTATTTCTATCTGCTTCTTAATTTAGCCATGTGACTGCATTC\nAAACCCTTTTATCTCGTCCCCATCTGGAAGGCAATCTGGGTTGGTCCTGAATTTTTATTC\nCTGTGGAATAGAAGAGAGTGACAGAGTCCCCACTGCTCCTCCGAGGGTCACTGCGATGCC\nGAGGTGAACTGAGGGATTTCACAGATCAGGTGGCAAGGGCTCATGGCAGACAGGAAGAAG\nCTGACATTATTCACACGCAGCTAGCAAGTCAGAGAAATGAGGGCTTAGATGAGGGCTGTT\nGTTTTCCAGCAAGGGCCAGTGTCTGGCAGGCAAAGAACTAAGGAGACAGTCTCGTGAGAA\nGGCCAGAGCTTGCTTTTAAAACCGGGAAGACAATGGCGACCAATACTGGGAAGGAAATGG\nAAAGATCACATAGGAAAGGAAAGCTCTCTTCTTCGTCTTAGTAGTGTCACCTCCGGTGAA\nGAAGGGGACACCGAGGGTGACAGTCTCTTTGGAGGTCTCCATGATGCTCATGTTTTTCTT\nTTTAATGTTGTGTGAAATTTTAGCTTCATTGTGAAGTCTAGACAGAGCCTGGTCCTTTCT\nCTGTGTCTGTCTCCCAGAGGCTTCTGTTTTCTTCTACAGACACACATACCTCAGCATCCT\nTTGTGGCCTGGTGGTGGAGCTGGAAGCAGCATTGGACACTCTGTAGTGACCAGAAGTAGT\nGTGTGTGTGTGTGGTATTTGTGTGGTGTGTGTGGTATGTGTTTGTGTGGTGTGTGTGTGT\nGTGGGGGTGTGGTGTGTATGCTTGTGTGGTGTGTGTATGTGTGTGTGGTGTGTGTATGTG\nTGTGTGGTGTGTGTGTGTGCTTGTGTGGTATGTGTGTGTGTGGTGTGTGTCTGCTTGTGT\nGTGGTACATGTGTGTGTATGTGTGCTTTATGTGGTGTGTGTGTGTGTGTGTGTGTGTGTG\nTGTGTGTGTGGTGTGTCTGTGCATGCAAGCACTTGTGCAAGGCTCATGGTGACTCTGGAA\nGGAGGTCCAGAAAATTTAGTCAAAACAACGTTACAGTCTAGAAATGGGATCATAAACTCT\nGGGGACTAGAGGATAAGTCCTTGGCCTTGGAAGCTCCTTTCTCCATTGTGCTAAGTTCAG\nCCTGAGAAAAACCAGTTCAGGGCTCATGGCCTATGTGCAAGAGCTATGCCTAGTGTTTCT\nTAGGTCTCAGTCCCCAGTCCCTTTGTTGTCTGTTACCATGTCTAGTGTTCCTTGGGTTCT\nAGTGTTTCCAAACCTAGGAATTTCCTGAGAATCTCCTGACTAAAATGGCTGTTCTCACAC\nACAGCCAGATACGTCCTTAATGATTTCTACCAAATCCAGTGGCTTTGAATTTGGCATCCA\nTTGCATTCTGCAAAGGCAATCTGAGCCCGAAAAACGCTTTGGCAGTGAGAGCCATCTGCC\nTGTGGAGAGGCTGGACCCAGTTTAGGAGAGGCAGAAAATTATGCAAATTATCAGTGCAAT\nCTGACATTCACCATTTAACTGACTCAGTCCAGAGTTGATTGTATAAAGAAGGAAGGCTAC\nATGTAGCTGGATGCCTGGGCTGGAAATCTTTGTGTACTGTGTTCAGGTACTTGTTATATG\nAGGTGGGCAGAGAACAACCTTGGATATCCATCTTGTTTTATGCATTAGGCTCTCAGGCTT\nGGAGCTCACCAAGTAGGCTAGACTTGGTTACCCAGTGAACCCCAGGTATCCTCCTGTCTC\nCTTTTTTCAACTGTTTATAATTAAACGTGCTACTACAGCTTTTTGTTTGCTTGTTTGTTT\nGTTTGTTAAACATCTGCTCTTGAATCCAACTTAGGCTCTTGGCTCTTGTACTTGTGTGCC\nAAGCCCTCTACTGACTGAGCTGTCTCGACAGCCCTTAAATGGGTTTTCCATCTACATGAC\nTAACGGTGGTCATAGCTACCTTCCTTTTGCCGGGAGAGTACAGAGAAGTTGGAGAACACT\nGGTCCTCATGTTGGGAAAGCTCTACTTAAGTTTCTTGTCACCTGAGTGCTAGCAGTTGTG\nGAATAGTTTACAGATGGGGATACATTGTTACCCCAGAACTCCATTCCAGGTTTAGTAAAA\nCAAAAACAAAAACAAAAACAAAAACAAAAACAAACAAACAAACAAACAAAACAAAACAAA\nACAAAAACAAAACAGCTGTCTGTGGCAGAGCCACAATAGGTTTCCCATGTGGTTTGGCAT\nCTCTGGGCTCACCCACAGTAGTGAGATGTCCCAGGAAACACCTTTGATTCTATGCTTCCT\nTAACTTTCTCTATAAGGAAACACATCTCAGTTTCAAATGATTGAGCAGGGACACCTGCTC\nATTGCTGATGGCTTGAAGCTTTGGGAGACAGGATTCATGACCTGACAGCAGTATTCTTGT\nTAATTCAGGGACTGGCAGGGTGCAGCCTCAGGCCCCAGGGGAAATGGGATTTTCTGGTGG\nTCTCACACCTTGTTTTGTCTTGAACACATTCACTCTCCTATGAGATGAACAGACTCTAAA\nATGAAATCCAATTAACCTTTAGCAGTGAGCAAGCTGGGCACTGGCGAAGCACATTCGTTT\nTTTTCCCAATTCTTCAGTTGTCATGACACCAAGAGATGATAGTACATGGGGGGACCTAAT\nAGTCATTGCGTTTTTATAGCTTGGCAATTAACTTCTTCATTTTTATAGCAGCCTGGAAGG\nCCGGGGTGTTGAAGGTAATGGGTGTTCATCATGGCTTCCCTCGCTTCTGAGTTTATGCAG\nGTAGTCACAACACCCCCCACAGTCTCCCTTCTATGGGATTCTGATGAAATACCAGCAGCC\nCAGGAAGAATGGGGGCTTTACATTACTGCTACTTCTTCATTTTTGGGAGACGATAGGACT\nCTGTTTACAAACCGTTATGTACCAAATTACTTCCAGCTTTTAGTAGCCTAAGCATCACAG\nATCAAGTTTCTTTGTGATCAATTTGATCACAAATGGGGCGGGGCCATACATTACAAAATG\nTATCTTCTTACCTTCCTATGGGTAGGAAGGCTGAGGCTTGGCTTCTCTGCAGCCCTTCTC\nCCTCTGTAGTGAATGATCACGCTGCATGTGTGTCTGAGTCTTAATCTCTTCTCGTGGAGA\nCAGCAGCCAGTTTGGATTAGGACTACTGACCTTATTTTAACTGAACTCAAGATTCAATCT\nCCAAATATAATACCATTCCCAGGCCAAGAGGATTGGGGTTTAATAAATGAGGTTTTGGGC\nGGATATAACCCTGACAACCATGTATTTACAATACAGACTGAGGTCAGAGGGCACAAAATG\nTGGGACCTTAGTCATGAGGAGGAGAGACGTGGGGGAGCTGTGGCCTCCCAGGCATACTTT\nCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCCCCCACCCCCCTCACGTCTTAGC\nATCTCCACATTTTCTCCATGTGTATGGAGTGTTGTTTCTTTCAGGGTAGAGAGTCTACAG\nCAGGACTTTTTGCAACTCAGCCTTAGAAGTAATTGTGAATCACCCTTTCCTCTGGGGCCG\nATATAGAATCAGTTTGATTTGACACAGATGAAATATAAGACGTGTATGTGTGTGTGAAGG\nAGCATGTGCAGGGGTGGACATGGGATCGGGGAGTGTCAACATCCAACTTGCAGGAGAGAG\nCATGGACCTGGCTCACAAAGCTGGGAGGAGACGTGTGTGGGCGTGGCGCTAGTGCCCAGC\nCCTCCTCAGAGGGCTCCTAAACTGACATCTCAGCTTGTTCCAGGCCAGCCAAAGCTAAAT\nAGAGGGAACTTGTCTCAATGGTACCCTGCAGAGGGCAAAACAATGTGTCACTTTCTGTAC\nACATGCACACACACATACACGCACATGTGCACACACACACGTGCACGCACACGCGCATTC\nACACACACACATGCACACACATGCACAGGTGCGTGCACACACACGCACAGGGAAGCCTTG\nTAAAATTGCCCTGGGTTACAGTTGATGTAAATGGATTTCATAGAATCCAGTGTTTGCTCC\nACTTGCTAGGATTACCGAGTGGTCTCTGGCAGGGCCTCACTGCCACCTTCTTCACTGGTT\nTTGGACTTTGCTGCCATCACTGGAATTCTTGCCATGCATATTAAGTTTTACTCATGTACA\nCCCTTCCTTGCTCAGAGCTACTGTATTTTTTTTCAGTCAGTTTGGCGATATTTCTAGACA\nGCCCCTTACAGGCTAGGCCTGGGACCTGGCAGTGGGATGTGAGGATGCTCTTCCACTTTT\nGGGAGGGTCAAGGACCTGGACTCAATATGATGCGTGTAATAATAATAATAAAAAGTCCAA\nGGAAATTAGTGAAGATGTGAGGAAGAGATTCCGTGAAAGTTCCATGAGGAGATCTTCACA\nGCTGTGGGGAGTTCCAGGTACAAACCTGGCAAGAGCTTGATGGGCGGAGCCAGGAATGGA\nGGGGTGTGTCTACCAGGTGAAAGCATTTGCAATTCTGTGGCAAACCTGGAGGCCTCAGAG\nAATCCAAAGAAGGGAGAGGAAGAGAGAGAGACAGAGAGACAGAGAGAGAGACAGACAGAG\nACAGAGAGATAGAGAGAGACAGACAGACAGAGAGAGAGTGACAGAGAAAGAGAGAGGGAG\nAGAGAGACACAGAGACAGAGACAGAGAGACAGACAGAGACAGAGAGAGACAGAGAAACAG\nAGAGACAGACAGAGAGAGACAGACAGAGAGAGGCAGACAGAGAGAGACAGACAGAGAGAG\nACAGAGACAGGGAGAGACAGAGAGAGACACACAGAGAAAGAGAGACAGACAGACATAGGA\nACGGAGAACAGGGACCATGGGAAAGGTTGTAGAAGGAACAGAAAATGGTTATTTTCTCTA\nCTTTGGGGATGAGAGTTGGTTTGAAGGAGGAGCCTGAGAGGTGGGGGCTGTGTTGGGATA\nCTTTAGCAGAATCCTGAGATGGATCCTAACTCTGCCTGGCCCAGACCAGCAGCCATGGCG\nATGTGGCAAAGGACAACTTTGGCCCAAGTAAGTGGAGCAAGTGGCTGGGCATTGTGAAGT\nAAGAGGGGATTTGCTTCTTTCCCCGAGAAGTCCTGGTTAGAATCTCCGTATGGTTATCGC\nGGTTAATGGTCTGATTTCCATGAAGTCCACTTGACATCTCATCAACAATGTCACCTGAGA\nAGTCTTAGAGCCTGATAAACCTCAATCCATAAATTACCTCAGGACCCCAGATGTTTCTAG\nCTACAGAGGAACAAGTCTTGGCACTGTAGCTATGCCCACTTGGCAGGGTTTAGGAGTGGA\nTTCAATGAGACTCGATACATTTTTCATGAAGGGTTTTATACCTGGTACACGAGAAACCTA\nAGTTTTTTCTCCCTTTGTTTAAAAGAATATTTTCCTTTGTGTATGTATGTGTGTGCCCAC\nATGTGTGTGTGTGCACATGTATAAGTGCTTATGGAAGCATGGAGAAGGCATTGAAACTGG\nAACTGTAGTTCCAGGCCGATGTAAGCTTCCGGACAGGAGGGAACCAACTTCTGGTCCTCA\nCTGGGAGCAGAAAGTGCTTTTAACTGCTGGGCTGCCTTTTCAGCCTCCTTTGTGGTTTTT\nAAAACTTATGTATATGGATGTTTTAGCATGCATACCTGTGCACCCCCTGAGTACCTGGTG\nCCCACGGAGGCCAAAAGAGGGTATCAAATCCTCTGGAACTGGCATTATAGGTGGTGGTGA\nGCCATCATATGGATGGATGCTGGGAATTGGACTCAGTTCCTCTGTAAGAGCAGAAAGTGC\nTTTTAACTGCTGGCTGTCTCTGCAGCTAGCCACGCTTTTGCTTGAAAGTCTTAAACTAAT\nTTCTTAAATTCCAGCAATGTTTAACAAATAGTCATTTTACTCCCCTAGTGATTTCAGAAT\nGTTTGTTTTAGGGTTAGGCACAGTTTATAACTCTATATAATAAGTGAGCCGGTGAAGTAG\nCTGAGCAGGGGGTCAGCCAACACAGTTGCCTCAGGAGTGCCTGAAATGGGCTTGTGGCAA\nTCTTTTTCACGGTCAGCTGCAACTGGGTCCTTTCAACAGTTTGGAAAGCAAGTCTCAGGG\nCGGTGGGTAAAATGGTTCCTTGGGAATGAGAGAGTCCCCGAGGAGTGCCATCAAGAGGCC\nATTCTTCAGCACATCAACCAAGAAGAGTAAACACTTCAAATCCAAAGCATGCCTTTCGCA\nGAAGGAAGATTTATGATCTGCGTATAAATGGTGATGAATAACTTGGTGATACATGCTTTC\nTGGCACAAGCTGTCAAAAGTAAAGAGCCATAGTGTGTTCCAGAGTTCATCTGGCCATGCG\nTGTTCCCTATAAAATATGGAATATACTGGGCCACGATTTGTCTGAGTCCTTGCACAGTTC\nTCTTCCAATTACTGTTGCTTCTATTCCTGTCACCAGTGGAAAACAAATGGGCTAATAATT\nATAGCCTCAGATAGACTCTTGTAGCCTGCATCTCCCTGAGCTTCACTGGCCCCTGTGTCT\nAATGGGGTCACAATATGAATCATAACTCAAACCTTATCGTCTTACTAATGCTCCCCAGTC\nCCCTGGCTCCTCCCCCGAAGTGACCTCCAATTGAGTGCAGAGTTCTCTGCCTCTGGGATG\nCCTCACATGTCCTTGTGTGTAAGTCTGCTGCTTGCAGTACTGTCTTGCTGTGAGCATGCA\nGTGTCCTGGTCACATTTGACATCTTGCCATCTTTGGGCCTTATCATTGCCCATCAATCCA\nAATATATATGTTTTCAGGGCAACTGCCTCTAATTCAAATGTGACTGGCAGTCTGTGGCAA\nGCTGGGAAAACTAAGTTTACGTCTGTGGAACCTTATGCTGTGTGTGCATGTATGAATATG\nTATGTGTGCATTCATGCATGTAACTTGTGATCCTTGTACCCTACATGACTATTTTAATTC\nAATGGCTTTCCTACTTCTTCTATTTACAGTCTCTAACCCAAAAAGGAGCCCATGTGCCTT\nTTCTATAGTCTTTGCTTTCCAGACTTGGCTGCTTCTGCCCTTAGTCTGTTTCCTTCTTGA\nAAAACCAGTAAGTTCTCAGTGCAAAGAGCATCTTTCTCCCCCATTCATCAGAAGAGCTGA\nGCAAATGCCAGAGAAGCTCAAGCTGGGACCTGCATTTTCTTCCCAATGAAATATTTGCAG\nCCTGTTTGCAAAGGGCTTCATTGTTACCCATGACTTCTAGGAAGGCAGAGAAGTGAGTCG\nTGTTGAAACCAGGGCACTGCGGCGTCTCCCCTGAGCTGGTTCTTGGAGTATACTTTACTG\nTTCATGTTGGACCATGGTCCTGGATTTCTGCTTGGTAGACATCATCTAGATACATGATGC\nTGTTGGTGTCTTCATTTCCAACTGTGTCTGTTGGGAGCAGCAGCATAGGTAAAAAAGGCA\nCTGAGTTCTGAGGAAAGAACCCTCACGTGGCATAATTTGATTTCTATTGCTTTTTGATCA\nGCTTTGTATATCTAACATCAGAGAATCATCCTTTGAAAGACGTGATTAGGGAAGTTGAGG\nTTGAAACAAACTAACTAACTAAAACACAAAACAAGGAACTTTAAACACTCTGAGCCCTGC\nAAAAGTGTTCCGGGTCTTCAGTTGTCTTCTCTGGAGATAAATCAGGAAAATCTTTTTAAA\nGATGGAAGAGACATTGTCATGGAAGGAAACTGAAGGCTGTTTCCATTTAAGTCTGGACAG\nTGTTCTAGGGCTTTAGGACAGACAGATGTTTGTCTTCTTCTGGGATGACTTACGCCACAC\nCGCTGGTGTTCCTGAACGACGCAGATCCAGGACACAGGAGACTGCTTACAGTGAGTAATG\nTTTTCAAGCCCTGAGCTCTCCCTCTGCAAGAATGACTGATAGATGGTTGGGAGGAATGTT\nCTTAACCTTCCCAGAGGTTACCAAGCAGACAGACAGATAGCCCAAGCCCCCTCCCACCCC\nCACCCCCAAGCAGACAGACAGATAGCCCAAGCCCCCTCCCACCCCCACCCCAAATCAAGC\nTATAACAAGTAACAGCAATTTGGAAATAAAAGACCTGATTCCCAATATTACAACTAATTC\nTTTTCTGTGTTCTCTTAGGACATGAGAAGAAAAGCGGGTGCGGGACTTGGGAATTTGAGT\nGTAAATGTATGACATTAAGTAGCAAAACAGAAAGGCAAGCAGGGGAGCTTGAGGGGAGTT\nTATATTGAATGCACTCAGTTTATTAAAAGGGAAAAACTGACTTGAGAGAAAAAGTATTTT\nCCCATTTCCTGATTTACTTCCCTTTCGTGGAAGGTAAAAGGTACTTCCTGTCATTTTATG\nTTTTTGTGAAAATGATGTGAATATTGCTTTCTAAGGACCTTTTCTGACTGTAAAGAATTA\nAACACCTATTGGAGAAAATCAGTAAAATGGAAGAGAAGAATTTGTCTACCACCCATGACT\nGTTACATTTGTTCTCTCTCTCTCTCTCTAACAGTTTTATTATTTCTGTGTGTGAATGATG\nAAGTATCTGGGTATGTGCATGTATATGAATGTACTAACCCTTGTATGTATATAGGGGTCA\nCATTTTGATGGTGGGTGTCTTCAATTTTTGCTTTCTATCTTAATTTTATTAAAAATTTAT\nTTATTTATTCTTCTCTCCTTTATTGCATCCTGACTGCAGTTTCTGCCCCTCTCTTCCCAT\nTCCCTCCCTCCTCCATCTCCCCACTCTAGATCTACTTCTCCTTTTCCCCTTAGAAAAGAG\nCAGGCCTCCCAGGGATATCAACCAAACAGAGCATAACAAGATACAATAAGACGGCACATA\nTCTCCTATCAAGGCTGAATGAGGCAACCCAGGAGGAGGAAAAGGGTCCCAAAAGCAGGCA\nAAAGAGTCAGAGACAGTCCCCATTCCCACTGTTAGGAGTCTCTTAAGAGCACAGCCATCA\nCATATATGCAGAGGACCTAGGTCAGATTCATCCAGGCTCCCTGATTGTCCCTTCAGTCTC\nCATGAGCCCCTGTGAACCCTGGTTAATTGATTCTGGGGACTGAGGCATTCTTGTGTCTAC\nCACCTTAACTTTGAGAGTCAGGTCTCTTTAGTGAACCCGGAGCTGTCATTTGGACTGGAC\nTGGCTATCCAGCAAGGCCCTGGGATCCTTCTGCATCTGCTTTCACCCAGTGTTAAGGTTA\nCAGACATGTGACACTGTACCGGCTTCTGTATGATGCTGAAGAGCTAAATTTGGACCCTGA\nTGCTTATTCGTCTGAGCCATCTCCACAGCCCTACAACTGTAAAAATGAATTTTATTATAA\nATGTATGCAGCATATTAATATAGTGGCTGTTTTTCTTTACCCTAATTAGTTCCCCAATAG\nCACCACAGAGAGAGCAACGTTTATTTACAATTTAAAAACACAATAACTAATCTAATCCTC\nTAATCTAATCTGGTTACCTCCCAGTCAAAATCCTCAAGATACTTGCATTTTTGTATTGGC\nTTGGCTCTCTGGGCTTCGGGTATATTTTCTCCAGATGTCTCTCTGGACTCCTTTCTTGTG\nGTGACCCATGTCTTCCACTCTTTCTCAGCCTCCTCCTCTGCCTTGCAGAAGTCTCACCCT\nATTCTCTCTATTGCCAGTCATTGGCTTTTCCATCTTTTATTAACAAGACAGAAAACAAAC\nAGTGGGTATTGTTCACATAAACTTGAGACAGAAGATTTTTTTAATTAGGTATTTTCTTCA\nTTTACATTTCCAACGCTATCCCAAAAGTCCCCTATACCCTCCCCGTGACTCCCCTACCCA\nCCCACTCCCACTTCTTGGCCCTGGCGTTGAGACAGAAGATTTTTTAACATAAGCATTACA\nATGCAGTGTCTGGATTGAAACCAGGTAGTGGGATAGAGATATCAACATCTGAATCATACA\nAGGGCAAACATTATACCTTCATGTAACTCCTGATTTACTCTGATAAAGTTAAGAGACAGA\nGCTGGTGGTACAGGCCTGTAAATCTTAGGTACTTGGGAGGTTGAGGTGTAGGGATAGCCA\nGGTTCCAGAACCTCTGGGCTACAAACCCCAACCTGGATAACTTAATGAAGAAGATGTTGC\nCTCAAAATGAAAAACATAGAAGGGCAGAGTATTTAGCACAGCGGTAGAGTACTTATCTAG\nCAAGGTTGAGGCCATAGGTTCAATCCCCAGTACTGAGGGTTGGGTTGGGAGGTGGCCAGA\nGTTCATGCTTCTGCTCTGGGAACCAGAAGAACATACAGCTGTGTCTTCCACACGCTGGCC\nATAGGTCCTAACCATATATATATATATATATATATATATATATATATATATATATACACA\nCACACACACACCCTTCACCCCTCTCCCTTCTCCCATTCTCTTCTTGCCAGCTGCTTGCAA\nATACACCCAACGTCTCCCCTGGCCTTAACTAGATTTAAAAAAAAAGATTATCTTTAACTA\nTATGTTTTAAAAAAGATAAGCTCCCAGCCGGGCGTGGTGGTGCATGCCTTTAATCCCAGC\nACTCGAGAGGCAGAGGCAGGGGGATTTCTGAGTTCGAGGCTAGCCTGGTCTACAGAGTGA\nGTTCCAGGACAGCCAGGGCTATACAGAGAAACCCCATCTCAAAAAACAAAACAACATCAA\nCAAAAAACAACAACAAAAAGATAAGCTCTACATTTCCTGTTTGAATCCCTTTCAAATGAG\nCAGTCCAAACACAATCCCTTGATGTTTCCTTCACTTTGCCACTGAGGTGCAATATAAAAG\nGCTTGGAATAATTTTCTTTGTGTTTATCTTATTCAGAGTTATTTAGATATGATCATGAGT\nCTGGCAGCTCTTGCCTTTCATCAATTTTAAATTTTCTTTTTCTTCATTTAAAAGATTTTT\nTTTTGGTAGTGCTTATGATGGAACCCAGGGGTTCCCACAAGCTCTGTCTCTTATGGAATT\nCGAACTACACATACCTTCAGACTCTTGGATGGTATCCCATCTGTCTCTCAAACTGCTATC\nTCTCCCATTCCATTTTATTTTCTCTCTGTGTTTCCGTTTAATTGCTTTTGTTCACCAGTC\nTTCAAGTTTGCCTACCTTTTCCCCTACACTTCCAGCCTTCACTTGAACCCACCCAGGAAC\nTGAGCTGGGTCCAGGACTGAGTTGAGACTTTAAGTCTTGCTCATCGGAGATGGTAGGAAA\nACCTGTGTGGTTTATAGACCCCCTCCTTGCAGCAAGATTCTGAGCCCAGGCACTGGGAAG\nTTACTATGTTTGTTTATGAGTCAGATTCCAAGACTGATACGTAGATGTTGCTGCTGTAAT\nATACATGTGCACACACAGGCACACATACACGTGAGAATGCACATATACACATCATGGGAG\nAGAATAGTGAGAAGAGAGGTTAGCTCCAGCCTTCCCCAAGTTCTATAGACTCCAGTCTAA\nTCTCTGTGACAATCCCAAGCCCCAGGAGTTTCTCCATATACACACAGTGTCTAACCATGG\nCCAGCCAGGTTCTTGTTTGCTTATTTCTAGACTTAGCAGCTGACCAGGGAGGTACATGGC\nCACTGGCATTCACCTAGGAAGTGCTCAATCTTCTTCAAACTCTTTGTATCCTTATAAATC\nCAGAGTTTTAAAAATAATCAGTATTTTAGCTTATCATAGCATTTGGCTTCTTGAGTAGTG\nTGCTGGTATGATGAGACCTCTCCCTTCCTATTCATAGGCAAGAAGCCAGTGATTCCTCCC\nCTCACTCTGGGACACACATGTCCATATGTCCCATAGCACTCTGTCAGCTCGGTATACCAC\nAGAAATAGTTGAAACAACAGTTTGCTTCCAATTTAGCCTCTTTGAGACTGCATTCCATAA\nATTTATCTAATTGTCCCAGTGTCTCCCCCAGGGATGTGTCTCTTACATTCACTTCATTTC\nTTCTTTACTATCTTTGCTCTAAGAACAAGTCTTGGCTGTGTTGTCTTCCTACTCTCTAGT\nCACTCATAGCCCTTAAAGTTTTGTTTGCATCTTCAGTGTTCATGTTTTACTGAGGTCCAG\nTTCTTTACTTTTTCAACTTCTTGCTTATAAATCTTTTAAAAAACCTTTCATGGAAAGTGG\nGTTAAAAAATTCTCAAATCATTTAATAAGAGCTGTGGATTTTTCTCCCTGGAAACACAGA\nATTTTGCACGTGATTTCAAAAGGGCTCAGAGTTGTCTTAAAAGTCCTCCTAGGGCTATGG\nTTAGAATATGATTTGTCTTCCATCTTATCCCAGACTTACACAGCTGTCATTTAAAAAGAA\nATGTGTTAATCAATTCTGGTATATGGTGGTATGGCCTTTGGAAAGATATTTGCTTCAATT\nGTGGAGTCCCCATGGTTCAGTCCTGGTAGGTTTAGAAGAGAAGGAACAGAAGTCACACAG\nAAGGCATGTGCTTCTGCTGTTGATATACAGCTGCCAAGGGGCCCTTGCCTGAGTCTGTGT\nAACATTTCCTGGACTTCCAACACAAGATGAGTGATGATCCTTTTCTTTTTATAAGTTAGC\nTATTTCATGTATCTCATTGTAGCATTAAAAATGGACCAATGCAAAGTTACAGGTGCGTCC\nTACCTTTTGATATTGTGATCCATCTACAGTTATAATTTTCATGCTTTAGAACTACACAAT\nCATGGTAAAACACACACACACACACACACACACACACACACACACACACACACACACACC\nAGTGTTTTAAGTAAATTTATGGTTTTGTGTTGGGCTGCATTAATAGCTATCCATGTGGCC\nCAAGGGTCATTGATTAGACATGCCTGGTAAACTATCAGCTGGGAGCAGTGAGTTCTTTCC\nTTCCCAGGGTGAGGAACAGATAAGGGAGTGTCCAAACCCCATCCCTGTTACAAGTACACA\nAGTTGCCCACAGTCCCCTAGTAATCCTCATATACTAAAGATAACTGTCTTAGGGTTTCCA\nTTGCTGTGAACAGACACCATGACCAAGGTAACTCTTATAAAGGACAACATTTAACTGAGG\nCTGGCTTACAGGTTTAGAGGTTCAGTCCATTATCATCAAAATAGGAAGCATGGGAGCTTC\nCAGGCAAACATGGGGCTAGATGAGCCAAAAGTTCTACATCTTGATCCAAAGGCAGTCAGG\nAGAAGACTGTTTCGTGGGCATGAGGAAGAGGGTCTCAAAGCCCACTCCCCATGGTGACAC\nACTTCCTCCAAGAAGGCCACATTTTTTAATAGTGCCACTCCCTGGGTCAAGCATATTCAA\nATCACCACATTCCACTCCCTGGCCTCCATCAGCTTATACAAACACATGAGTCTATGGGGG\nTCATCCCTATCTATAGCATAATGCAAAGTACATTTAGTCCAACATAAAAAGTTCCCAAAG\nTCTATATCAGTCTTAACAATGTTAGAAGTCCAAAGTTCAAAGTCTCTTCATCCAATCACT\nTAACAGTAAAAAAGCAGGTCACATATCTCCAACATCACAGGATATGTATTACCATCTCAA\nAACATCATAACAAGGAAATACTGGACCAAAGCAAGACCAAAAATCAGCTGGGCAAACTTC\nAAACACCAAGTCTCCATGTCTGATGTCAAAGCACTCTTCAGATCTCTAACTCCTTTCATC\nCTGTTGACTATTGTTGGCAGTTCTGGCACTCAGGAGCAACAAGCTTCATTCCCTCCTTGT\nTAGCAGCTTTCCTTGGCAGATTGCCCATGGTTCTGATATCTCTAACAACTTGGGGTCTCC\nAAAGTAACTTCAGTTTTACAGATTCTTGTTCCAGTGTCTGGGATCCACACATAACCTTCT\nGGGCTCCTCCTAAGGGCTTGGGTCACTTCTCCAGTTCTGCCCTCTGTAGCACTCTAAACT\nCTGGTTGACTCCATTCCATGTTTTCTGCTGTTCTTGGTGATTATTTTATGATACTGGCAT\nCTCTAATTTGCTCTAGTCTTCCATTGCAACTAAGCTTCACCAATAGCCTCTTACAGGCTT\nTCTTCATGGTACCAAGCCTCAGCTTCTTTGCATGACCCCTTTAGTCCTGGGCCATCAACT\nGCAACTGAGGCTATACCTTCATCAATGGCCTTCCCTGGCCTCTCACAGTGCCAAGCCTAA\nGCTGCTCTCCATGACCCCTTTATGCCTTCAAAACCAGTGCCACACGTGTGATTCTTATAT\nATTACCAAGTCCAGCTGCAGCCTGAGGTACATCCTTGGCAATCTCTGGAAGACAATTTCT\nTTGTATTCTCAGAAAACACTTCTCAGAAGATTTTACCTCAGTGATGCTGGTCTCTCCTTA\nATCACCACTAATTTCTTAGCTCCAGCTAACCAGCATCAATTGTCCTACCAGTCCCTTCTA\nTTTTTGAATTTAAAACCAGAGCCACATGGCCGAAGCTGCCAAGTTCTGCTGCTTGGTAGG\nGCTGGGACATGGCCCCTTGTTTTATTACATTATCACAAGCTTTCTGTTTTCCAACTCCTT\nCACAGCCTCAACTTGGCTGCCCTGTAACTTGCTCTGTTACCTTGAAATCAGAGATCTGCA\nTGGTTCTGTCTTCTGAGTGCTGGGACTATAGGCATGTCCCACCTCACCAGGACTTAAGAT\nTTTCATAGCCACTATTCCTCAAGATTTGGATCAGAAGCTTGTGTGTCCCATTTCTGGATT\nGCATTCATTCCAGATTAAAAGTCCAAGTGAAAACAGTAGCCCAGTAATAATAACGTCTGA\nCATGGTGTAACTATTCCTTGTTCAAGGGCAAACATATAAGCAATAAGCTTAACTGGGTGG\nGATCTTGCCCCAAAGGCACCACTCCCTTAATCTGTTTATCTCCTTGAACACAGGATTTAG\nTTCCATTCCATTTTTTGGTGCCCTTTAATGCTCGCACCATACATTTTGGAGTTTTCCTTT\nCTAAGCTTGTTACATTTTATCAAAATGCTCCTCATAAGAGTGAACCACAGGATAAAATCT\nAAACTTGGTTGATTTGAGACTTCTTTTGTCAATGCATGTAATTTGAAACTGTTCATCTTA\nGCCTCAAGCAAACTTTTAGTACAAGGGCAAAAAGGAGCTACTACAGTCTTCACCAAAGTG\nTAACAAGAATGATCACATGAAAATTCTTCTCTTCTGAAACCTCTTGAGCCAGGCCTCCAG\nAGTTCAAATTACCCTCAGCACCACTATCTTCATGGCTTCTACTAGGATGGCCCCTTAAAC\nTCCACTTAAACCATTCTACTGCTTTCCTAATCCATAGTTCCAAAATCCACATTTCTCCAA\nACAAAAACATAGTCAGGCCTATCAGAGCAATACCCCAGTTCCTGGTACCAACTTTGGTCT\nTAGTTAGGGTTTCCATTCTTGTGAAGAGACACCATGACCATGGTAACTCTTATAAAGGAC\nAGCATTTAATTGGGACTGGCTTACAGGTTCAGAGGTTTAGTTCATTATCATCAAGGTGGG\nAAGAATGGCAGCGTCCAGGCAGGTGTGGGACTGGAAGAGCCAAAAGTTCTACATCTTAAT\nCCAAAGGCAGACAGGAGAAGACTACTTCATGGGAAGCTAGGTGAAGGGTCTCAAAGCCTA\nCCCCCATAGTGACACACTTCCTTCAACAAGGCCATACTTGCTAATAGTGCCATTCCCTGG\nACCAAGCATATTCAAACCACCATAATACCACAGGCAAGCACCATCATTAGCCCAACACTA\nAGAGAAAATCCACCTCACTGTTTTTCTTCAAATAACTGTTTATTTACTTAAATATTGGAT\nTTGAAGGGTTTTTTTCCTACCCTAAAATTCAAACTTGATGAAATACCATCTCTGTTGGGG\nTCTCAGCCAGACAGGGATGGTTTATTGAATGCACACCCTAAGACAGACTCAGAATGAGCT\nACAGTGCCACTGAACATCTATTTCTGTCAGCTTATAAATGCTAAAACTGCAAAAACTACA\nATGATCTCATACACAGATGCAGGAAGTGCTGCCTGGTGGTCAGCTCTGTCTCAAGCTACT\nTTGGCTAGCTAGACAGAACAGTTCCAACTGACCTTTATTCTGATTGATCCTAAGTGAAGC\nTTACAGTTGTTGAATTTCCCAAGATCAACAAACCTCAGAACATATAGAACATATCAGGAT\nATATGATCAGCATGATCTTGTTTTGAGTCAAGTCATTTCTCTGTGTCAATTCAATGACTG\nGCAGGCATATTACAGCAACAAAATGAAATAGCTGGCAGGCATGGAACAAAATGACTATAC\nCTATTCTGGAGGGTGGGGGCAGACCTCAAAATCTCTCTCTCTCTCTCTCTCTCTTACACA\nTTACCAAGTCCAGCTGCAGCCTGAGATACATCCTTGGCAATCTCTGGAAGACAACTTCTT\nTATATTCTCAGAAAACACTTCTCAGAAGATTTTACCTCAGTGATGCTGGTCTCTCCTTAA\nTCACCACTAATTTCTTAGCTCCAGCTAACCAGCATCAATTGTCCCACCAGTCCCTTCTTC\nTATTTTTGAATTTAAAACCAGAGCCACATGGTTTTAAATCTCTCTTTCTCTCTCTCTCTC\nTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCATTTGTGTGTGTGTGTTGGAAAGGGG\nCATGGTATGTTTCAGTACTTGTGTGGAGGTCAGTGAACACTCAGAGCCAGTTCTCCCCTT\nCTACCATGGGGGTTCTGGGGATTGAACTCAGGTCTTCAGGCTTAGAGGCAAGTGCTAGCC\nCCTCTACATTACCTACCTACCTACCTACCTACCTACATCTATCTATCTATCTATCTATCT\nATCTATCTATCTATCTATCTATCTATCTATCTATCTGAGACAGGGTCTCTCTACATAGCC\nCTGGCTATCACTATGTATAACAGGTTGGCCTCACACTTGCAGAGATCCACCTGCCCACCT\nGCCTCTGTCTCTCATTGATGGAATTAAGGCGTGCACCACCATGCCCCACATTTCTACCTT\nATTTTTTGAGATGGGATCTCCACTGAATTTGGTTAGGCTATAGGCCAGCTAACTCCAAGG\nATCCTCCTATTTCTTCCTTCTTAGAGCTGGGATTACAGATGTACTGCAAGGTCTGGCTTG\nTGATGTGGCTGCCAGGAATGGAACACATGTTCCCATGCTCTGCGGTAGGTACTTCACTGG\nCTGAGCCATCTCCATAACCCCTTGAGATAGCATCTTGATGAGGACATCTTGGTCAGCTCT\nGGTCTAAGTGACAGGGAAGTTTCTAGTAGGATTGGGCTCTATCTAGCCTGGTTTCTAACA\nGTAATAAATACCAGGTCACATCCCAGGACAACCACATAAAGTCTGAGGGCAACACAGCAG\nCTTGAATTATCAAAGCACAGGACTTACCAGTTTGAGGCTTCCAGGCCCATAACACGCAAT\nATGCTATGTTTTCCATCCCCCATGCCTACAGCCATGTCTGACCTTAGACAGACAGGAAAG\nAGAAAGTTCTCTGAAAGAGCTGATAATGAGCTCCAAGTCTCTGGGTTGCTTTTCCTCCTC\nGGGCACAGCACACAACATTTCCCAGAAAACCACACTGGTGATGTCTTTGCCACAGTTTCA\nCAAATGTCACAATTGTTAGGGCCTGAGAAGACAGAACTGCCAATAGATTTAGAGTAGACA\nGAGCCAACTTCTACTTCCACCAGGATGCAAACTGGCAAGCCACTGAGTTTATTGGTATGG\nATAATGCCCCAAACAGTTATCCCAAACTGTTAGTTAACAGTGACAAAAATGTCACGTAGC\nACGGATGTCAACAAGCTCATGGGTACATAGATCATGGCACTTCCCCACCATCAGTTTGCC\nACACACACTATAAACACTGATGTCCAGATTCTACGAGAACCTGCTGTTCAGAACCCCGTG\nTAGCTAGGCTGGTGGTACAGAGAAGAGTGGCTGGAACCTCAGGTAGGGTTATTCATCCCC\nAAGATCTAAACAACTTTAAAAGTCCCACAGTCTTTACATATTCTTAAATTTTCAATCTCT\nTTAAAATATCCATCTCTTTTAAAATCCAAACTCTTTTTACAATTAAAAGTCTCTTAACTG\nTGGGCTCCACTAAAACAGTTTCTTCCTTCAAGAGGGAAAATATCAGGGCACAGTCATAAT\nCAAAGCAAAAATCAATCTCCAACCGTCCAATGTCTGGGATCCAACTCACGATCTTCTGGG\nCTCCTCCAAGGGCTTGGGTCACTTCTCCAGCCATGCCCCTTGTAGCACACGCGTAGTCCT\nCTAGGCTCCAAATGACCCTCCCTGGCCCCTCTTATAAGACGCAAGTGTGGAGCCTATGCA\nGCCTGGTCCCTGATCCAGCTCAGGCTTAAAACCTGGGAAACCGCAGGTGTTTGGCCACGC\nCCCTTGGGCCCCTAGCTCCTGTCAAAACTACAGCCCTCCCACAGCTGATTGGTCTGTGGC\nCATCAGTCACGTAGGAGCAGCACCAAGCCCTCCCACATGCAAATAAAGTTTCCCCTAGCT\nCTCAGACTAAGCCAATGAGAAGTACCTGCTGCCAGACCCTGACCCACCCCCAAAACTGTA\nTATAAGAATCCTATCCAGAAGGTCTGAGAGAACTACTCCATCCTCTGAGAGCTTCTGTCC\nTAAGAGCTAAAACACTTGCAAAAAGGTCTGTTCTCCCGAAATGCCACCTGAAGCTCCCCC\nACACTTCTCCCTGGCTAGTCAGACTCTTGTCGGCCCAGCCCAGCCCGACTCAGCACGGGG\nTAACATAGAACAACTGAGACAGCACGGTAGAGACAGAGGTGGAGCAGCGGAAGTGGTGGA\nATCGACTCGCCATACCTGCTTACACTTTCTCACCTTTGCTGGAACCCTCAGACCCAGCCG\nGACCAGAGATCATCATGGAAAGCCTCCAGTACACAGGCCTACAGCAAGGACAATAAACCA\nGTTCTTGAGGGTCTCTTGGAGTAGGCACAGCCACTCTGATTGAGATGCAAAAGCTGATCT\nGTTGGGAGCACAGTGTTCCATAAGAATAACCCTGGGCATATATCCAGAAGATGCCCCAAC\nTGGTAAGAAGGACACATGCTCCACTATGTTCATAGCAGCCTTATTTATAATAGCCAGAAG\nCTGGAAAGAACCCAGATGCCCCTCAACAGAGGAATGGATACAGAAAATGTGGTACATCTA\nCACAATGGAGTACTACTCAGCTATTAAAAAGAATGAATTTATGAAATTCCTAGCCAAATG\nGATGGACCTGGAGGGCATCATCCTGAGTGAGGTAACACATTCACAAAGGAACTCACATAA\nTATGTACTCACTGATAAGTGGATATTAGCCCAAAACCTAGGATACCCAAGATATAAGATA\nCAATTTCCTAAACACATGAAACTCAAGAAAAATGAAGACTGAAGTGTGGACACTATGCCC\nCTCCTTAGAAGTGGGAACAAAACACCCTGGGAAGGAGTTACAGAGACAAAGTTTGGAGCT\nGAGATGAAAGGATGGTCCATGTAGAGACTGCCATATCCAGGGATCCACCCCATAATCAGC\nATCCAAATGCTGACACCATTGCATACACTAGCAAGATTTTATCGAAAGGACCCAGATGTA\nGCTGTCTCTTGTGAGACTATGCCGGGGCCTAGCAAACACAGAAGTGGATGCTCACAGTCA\nGCTAATGGATGGATCACAGGGCTCCCAATGGAGGAGCTAGAGAAAGTACCCAAGGAGCTA\nAAGGGATCTGCAACCCTATAGGCGGAACAACATAATGAACTAACCAGTATCCCGGAGCTC\nTTGACTCTAGCTGCATATGTATCAAAAGATGGCCTAGTTGGCCATCACTGGAAAGAAAGG\nCCCATTGGACACGCAAACTTTATATGCCCCAGTACAGGGTAACGCCAGGGCCAAAAAGCG\nGGAGTGGGTGGGTAGGGGAGTGGGGGTGGGTGGGTAGGGGGGACTTTTGGTATAGCATTG\nGAAATGTAAATGAGCTAAATACCTAATAAAAAATGGAAAAAAAAGAAATAGATAACATTT\nATAATTGCTTTTTACACTTATAAATTTTGATTGTGTAATTGTCATAGAAATTTTATTTTA\nTTTAATAAATATTTCTATAAAGAAAAAAAAAGAGGGAGGACTTGAAAAGGAGAGGGGGGG\nGGCATCCATGAAAGGAAGGGGGGAGGTCCCAAGGAAATGAGGGAGAGGAGAACTTGTAGA\nGTTCTGAGCACTGGGTATTGTTGATATACTCTCAGAAAGAGGCTTTATGTCACTGGAGAG\nAACCTGGAGCCAGCCCACCTATGGTCTTCCTCACCAAGACCTTCTATGTCTGAGGTGTGG\nGGGGAGGGGGGGCAGTTGGATTCCATCTGGCTGCAGAGTAGAGCTATTGGGATGCCCGAG\nGTGCGAGAGTGGATGTGAAAGACCGCAATGGGGAGACCCCCACTCAAGTCCTGAGAAGGC\nACGCACACCCAAGGAATCATGAGAGACCAGCTTGATGCAAATACACACGAGGTAGTTTAA\nTGACGGAGCTCCGGACATGTATCTCATGCAGGAGACAGAGGAGTCAACCCTGAGGCTCAA\nAAGTTAGGGGTAACAGCAATTCTGAAGGGCGGGTGCTTATCTATGTCAGCAGAGCATCAG\nGTTAACATTTAACCCATGTCAGAAGGGCGGGAAACAGGAGAATTGCTAATCTTGTTATGG\nCTGTCTCTTTGAGAACAGCTAATATTATTTTGCTAGCTGCAGGCTTAATCATTTTGACCG\nCTAAAACTATGTTTTTACATTTGTTTAGTCAGCCAGCTTCCTTATCTGCACTTTGCCTGA\nTAGTATAGTTTGGAAAGTCCTTTTTTAAGGAGGAAGGTACTGGGTGGTCTTGAATTCATT\nTTGGGTATTACAGATGAGCTCACCTGAGTCTGAGTCCATCTTTTGGTGTTTTTGTTGTTG\nTTGTTGTTGTTTTGTTTTTTGTTTTTCGAGACAGGGTTTCTCTGTATAGCCCTGGCTGTC\nCTGGAACTCACTTTGTAGACCAGGCTGGCCTCGAACTCAGAAATCCGCCTGCCTCTGCCT\nCCCGAGTGCAGGGATTAAAGGCGGGTGCCACCACGCCTGGCCCCATCTTTTGGTACTTAA\nGTGGGTGGGTTCCATGGACAGGGCCCTCAGTCAGGGTGCCAATGAGTGAGGCACTTATTT\nGCCTCTGATCCAGGCTAAGGATGCATAAATACCTCAGGTGTATTTATAAGAGAAATAATA\nGTTTCATGTAATATTTGAAAAGTCTGAATGCAAACATTTCCAATGAGCAAAATACCCAGA\nTTTTAAATAAAATCAGGACTCAATAATGTCATACTGAGCCATACTAAAACCTGAGGTGAA\nAGTTTTAAAATGTTCCTGTTACACTAATTTATGCATTTTTAGTGTTTCCCCCCCAGATAT\nTTGAAGTAGCATTTAGAAGTGGGGAACTAGGCATATTAAAAGTCATGTGACTATCTTTTC\nTTTTGTAATGTTAGGAATGGAACCAGGATCTTGAACATGTATTCGTTCCACTAAACCACA\nCCCCCAGCCTTGTGACCATTTAAACTTGAGATTCTCAGAATATTTATTCTTGACTCCTCT\nAACATTCTCCAAGCCCACTTTCTAGTTACTTTCTTCCATTCAGAAAAACTTACAATTCTC\nAAGAAAATGAAGATCACCAAAGATGCAGACCCCAGGGGGGAAAATGTTGTGTTTGCTTTA\nAGAAAGAGAAATGAGAATAAGTTATACTTCATTTGAAGTATAAGTAAAACATTTCCATGT\nGAAGTTCCATTGTGAGTTTTAATCCATTGGTTTCTCAACTTTTTAGGTTTCTGAAATTAC\nTTTTATGGTCTGGAAAAGTTCCTGTCAAGCATGGTCATAAAATTCTCAAAGGCTCTTATT\nTCTCTTCAACTTTACATCAGTGTGACTGTTTTGTGTTCCATCTTTATCTAAGATACACAC\nATTCATTAGGGAACTGTTTGTGTTAACTTGAGTTTTGTCTTCAGTCTTACCCAGAAGGCT\nGAGCAGAAGTAAGTTTATTTAGATTAAAAATAAAAACGAAACAAAACAAGAATCACTGCT\nTTAAAATGTTGGTCTTGATTAATAATTTTTAAATTTCTGAAACCTGTTTACATGTATTTA\nGGCATTCAAAATGAGTGCCTAATATTAGCCCAGAGCTGCAGGAAACTATCTCTCTCTCTC\nTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTGTCTCTCTCTGTCTCTCTCTGTCATAGGC\nTTAGATTTTTCAAAAATCTACTTTAATTATGGTTCTTTAATGCTTCAACCTCCCTTCTAG\nCCCACCACCTACCAGAGGTAGGGGAAAAGAAAGGTTATTAGGAAATGGGAGTTGTGGTCC\nTGTTTAGAAATTGGTTTTTGGGGCGATTCTAATCTTTGTTGTTAGCAGTCCAGTCCACTA\nGCAAAACACCAAACACAAATCAGCAGCAGCTGAATTCAGAAGAAAGCACAAGGCTCTGCC\nAATTGGCATGAGTCTGAGGAAGTAATGAAGCAGCCAAAATACTACCAGAAGTGCTTTGGT\nGCATTTCTGTCTATGAAGTCACAGCAACTGAAGATCAGCCAAGAAAGCAACCAGTACAAG\nAGGGTCATCGGCAAAGACCAGTATCAGCGAAGCCCAGCGGTGACCAGCAAAGAGTTGTAA\nGGGGGAACCAATCCAAGAGAATTGCCCACTGTCTGTTGGGTTCTACTCATACTCTTTCCA\nAATATCACGTGTCCTCTCAAGCGCCCAGTCCAGCAAAACACCACATGCCCTTTTTCCAAG\nCAGCTTCCAGAAAAACACTGTGTCTGTTCTCAGTAAAACATTCTCTCATGTATCTGCCTC\nAGTAAATCATCCTCTCATAAGTCAGGTTCACATACACAATCGAGTCTCCAGCAAAACCAG\nAAACGCCCCTCACACTGCCCCCCAGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTCTATCT\nGTCCATCTGTTATAGCTGCCCAGGTGGAAGGGATGCTGTACGAGGCAGTTGCAATTGGAA\nCTGGAGAACACTAGGCAAGTGTAAATTAGGGTTGCCTAGCAGGCAGTGGCATCGGCGCTA\nTTTTACCATATTTCTTTCTACTGGGATCCCAATTTGCTGGTTTTCACATTTACTTTTGCC\nTTTCAGTATTATGATTTTGTCAAAGCTGAATTTTGATATCTCAAATCTGTTTTCAAAACA\nAGCCCACTCACTCTATACTCACAAGTCTCTATTTTCCTTTAACAGTGGGATATTGGCACT\nGAAGGAAATACCTGGGTGAATCTCCTTCTTGGTCAGGCTGTGCAGGCTAAATACATGTGA\nATTCAGTCAGAGGCAAGCTGGCTGCAACCACATCAAGGCAATGATTCCCCATTAGAGAGC\nTGTGTGACACAGCCAGAGGAGCCTGCTCCCTTCAGCCGGCAGCATCTCCTCCAAAACTCA\nGTACTGTGTCTGTCTGATGAGGGCTTTCTATCTTGTAACTGGTTAAAATATGATATTTAA\nTTAAAATTAAGCTAGCTGTGTTCTTTTGAGTTCTTGAGACAAAAGCTCACTGTGCAGCCC\nAGCCCAACCCCATTTGCAAGTTGGCTTCCCCATGCCTGGTACTAAGGTCACAGGTTTGAA\nCTAGCTGGCTTCAAGGTTCAGTTTTGAATTATCTTGATTCATTACCTTCAATATTTAATG\nGTGAAGAGCAGAGAGATGGAAATATTTCCTTCTTTCTTTCCTCCCTTCCTTCCTTCTGCC\nCCTCCCCCTCTTTCTGTAAACTTTCATCTAAATGGCAGTTGTTGTGGCTAAGCATTTGCA\nGTGGCCTTTTGCTGGAGATGGAAGGGCACATCACGGACACTTTAACACACTCTGGTTCAG\nGGGGATACATTTCCTCCTCTGGACAGAGAAATAATTGGTTCTCAGTTAACTATGCAATGA\nGGACTCAAGTGGACTTTTCACAGCAGGGCTCCATCAGGTGGCTCACCTTTTAGGCCCAGG\nCGGCCTCAGCCTTAGGCCCTTCACTGCCCAGGTGCTTCATATGAGCACAGGAACATTTCC\nAGAATCCTAAGGCAGGGTTAAATTAGGACCCAGAGCGGCAGTTTTCCAAACAGCAGTGAC\nTGCCTGTGCTGATACATTCCCATCCTTTGGGGTCCAGCTCTGTATCAAAGGCTCATGAGT\nCCCCTAGCTACTGTATTCCAGGAAGACTGATTAAATGCCCATCCCCCACTTTTTAAAAAT\nTGCCTTTATTTAACACTTGTCACATGACCATGTTGTGCCATGTGTGGAGACTGTGGGTGC\nAAAACATGCTTAAAACGAACACTTTGTTAAACACCTGTGGATTTAAAACCAAAGGCTGCT\nGTTTGTTTTTGAGATTTATTAAAGGGCCATGAAGGAAGAATCCTGGGTCTCAGATGGCAG\nGGATGTCTCTTTAGGGAGGGTACCAGCACTGAAACTGTCTCTCACACGAGGCATCTTTAA\nAAATTTATCCTTTGACAGTTTCACATACATGTATAGCTAATCTTAGTAGTTTCACTCCAA\nTTACCCTCTCTTACATCCCCCAATAAATCCCCTTCCTCTCATGACCTCCTGTGTATGTCT\nCTGAGGTTGGCTAGGGTTGCTTTTATGAGCAAGTTATTTATTGGACATGAGCTTCTATTT\nAGTGGCTTCACCATTGAAGAAAATGACAGCCTCTCCCTCAGCAACCATTAACTGCCAAGC\nATCTCTTAGAGAGGGTGTGATCTCATGAGACCCACCCAACCCCTGATGATGTGTTGACAG\nACCCAGCCTAATACAGGCAGCCATAGCTGAATCGAGTTCATAAGTACCCTGACCAGCCTA\nTGCCTAGAGAAGTATTTTTATGGGGAAAGTGTGTTTGACTATCACATAAGCATGAAGAAG\nCCTAGAGAATGGAGGGGGTTAGAGTGTTGTAGAGGTGGGATCTTTCCCTTCTCAGCCACC\nCAGACTCCTCACTGGTAGGAGCCCAGTGATGTTATCTGTGCCCCAACTCCTAACCCAGGG\nTGACATTAGCATTCCTTCTGCGTATTGGTTTGGGGACCTCATACTCTCTGCTCGGCAAGG\nCTGTGTATCAGCCACTACTTTTTCTGAACTTCCATTGCACAATTCTGCCATGGTCGTGAA\nGTAGAAGCGTTACTCCCTTATCTGTTAGTAAGTAAGATGAACTCTTATAGAAGTGAAGCT\nCTGGCTTGCTTATCTGTCTCCATCTGAGGACACTATATCTGGGTTGTGCTGTGAGGCTGT\nGTGAAGCCCAGCCAGGGATCTTGGACTGCAGCCCTTTAGCAGAGCATAGTTTGTACATGT\nTTTTCTCCTTTTCTCGCTGTGGTTTTCTTTGCTGTGCACAGGCTTCTAAGTTTGATGTAC\nTCTGTTTTCTGAGCTCTGGTGACACATCAAAAGAACCATAGCCAAGACCAAAGCCAAGAA\nCCATTTTCCTGGGTTTTCCAATACCTTTAGGATCTCATATTCAAGCTGTGAATCCGTTTT\nCACTCAATATGTCATAAAATAAGGTTCCAATTCTGTCTCCATGCAAGTTGCTGTTGACAT\nCAAATATAACTCTTGTCCCACAGGGAATAAATAATTGTTTATCCTAAGCCAAACACAATG\nACCACTTGATTATAGGAACATGTATTCAGACTCCCTAAATGCACATTCCATCATCGAGTT\nAGTTACACAAAAAAGGACAATCATAAGTCAACTTGTTGACCAAATACATTGGCATGGGCA\nTCATCAGGTAGGCAGGTTATAGCAAGGCAGTGTGCTCTTTGCTGTAGGTCTCGTGCTTTC\nTCCTGACAATTTCAGCTTTTAGGTTGGTGAAAGCTGTGGTCTGCAAGTTAAAGTGTACTG\nAAGGTTTTACCTGATGGTTATAAGATTGTTTAGTGGGTAATAATGTCTGATGTCCAAAGG\nACTAAAGATAATTTTGGCTCTCCAGCTACAATATTCTAACTTTCTACAATTAAGTTTTTT\nTTTCCAATCTGCAGAATCTTCAACAGAGGGTTGGTCTCTCACCAGTTTTCCTAATATAAT\nTTTTTGAAAAAGTTCTATCTTAACTGTGTGTTTCCTACAGCTTATTAAGAATCAATAGTT\nCGCGGGACTCAGCAGAACTTAGGAAATTAGTCTGAACAGGTGAGAGGGTGCGCCAGAGAA\nCCGGACAGCTTCTGGGATAGGCAGAAGCACAGAGCCGCTGAGGCAGCACCCTTGGCGGGC\nCGCAGACAGCCGGCCACCGTCCGGACCAGAGGACAGGTCTCCGCCTGGCTTGGGAGGCGG\nCCTCAGCCTCAGCAGCAGCGGTCGCCATCTTGGTTCCGGGACTCAGCAGAACTTAGGAAA\nTTAGTCTGAACAGGTGAGAGGGTGCGCCAGAGAACTGGACAGCTTCTGGGACAGGCGGAA\nGCACAGAGCCGCTGAGGCAGTACCCTTTGCAGGCTGCAGACAGCCGGCCACTGTCCAGAC\nCAGAGAACAGGTGTCCGCCTGGCCTGGGAGGCAGCCTCAGCCTCAGGAGCAGCGGTCGCC\nATCCTGGTTCCGGGACTCCCTGGAACTTAGGAATTTAGTCTGCACAGGTGAGAGTCTGCA\nCCACAGAAGCTGACAGCTTCTGGGAACTGCCAAAGCAACACAGCTTCTGAGAAAGGCCCT\nGTTTTGGGCCCTCTTTTTCGGCCAGGAGGAAGTCCAAACACAAGATATCTGCGCACCTTC\nCCTGTAAGAGAGCTTGCCAGCAGAGAGTGCTCTGAGCACTGAAACTCAGAGGAGAGAATC\nTGTCTCCCAGGTCTGCTGATAGACGGTAACAGAATCACCAGAAGAACAATCTCTAAACAG\nAGTCAACTATAACTACTAACTCCAGAGATTACCAGATGGCGAAAGGTAAACGTAGGAATC\nTAACAGGAACCAAGACCACTCACCATCATCAGAACCCAGCACTCCCACTTCGTCCAGTCC\nAGGACACCCCAACACACCCGAAAACCTAGACCTAGATCTAAAAGCATATCTCATGATGAT\nGGTAGAGGACATCAAGAAGGACTTTAATAAATCACTTAAAGAAATACAGGAGAACACTGC\nTAAAGAGTTACAAGTCCTTAAAGAAAAACAGGAAAACACAATCAAACAGGTAGAAGTCCT\nTACAGAAAAAGAGGAAAAAACATACAAACAGGTGATGGAAATGAACAAAACCATACTAGA\nCCTAAAAAGGGAAGTAGACACAATAAAGAAAACTCAAAGTGAGGCAACACTGGAGATAGA\nAACCCTAGGAAAGAAATCTGGAACCATAGATTTGAGTATCAGCAACAGAATACAAGAGAT\nGGAAGAGAGAATCTCAGGTGCAGAAGATTCCATAGAGAACATCGGCACAACAATCAAAGA\nAAATGGAAAATGCAAAAAGATCCTAACTCAAAATATCCAGGAAATCCAGGACACAATGAG\nAAGACCAAACCTACGGATAATAGGAGTGGATGAGAATGAAGATTTTCAACTCAAAGGACC\nAGCAAACATCTTCAACAAAATTATTGAAGAAAACTTCCCAAATCTAAAGAAAGAGATGCC\nTATGAACGTGCAAGAAGCCTACAGAACTCCAAATAGACTGGACCAGAAAAGAAATTCCTC\nCCGACACATAATAATCAGAACAACAAATGCACTAAATAAAGATAGAATACTAAAAGCAGT\nAAGGGAAAAAGGTCAAGTAACATATAAAAGCAAGCCTATCAGAATTACACCAGATTTTTC\nACCAGAGACTATGAAAGCCAGAAGATCCTGGACAGATGTTATACAGACACTAAGAGAACA\nCAAATTCCAGCCCAGGCTACTATACCCAGCCAAACTCTCAATTACCATAGATGGAGAAAC\nCAAAGTATTCCACGACAAAACCAAATTCACACATTATCTCCCCACGAATCCAGCCCTTCA\nAAGGATAATAACAGAAAAAAACCAATACAAGAACGGGAACAACGCCCTAGAAAAAACAGA\nAAGGTAATCCCTCAACAAACCTAAAAGAAGACAGCCACAAGAACAGAATGCCAACTTTAA\nCAACAAAAATAACAGGAAGCAATAATTACTTTTCCTTAATATCTCTTAACATCAATGGTC\nTCAACTCCCAAATAAAAAGACATAGACTAACAAACTGGCTACACAAACAAGACCCAACAT\nTTTGCTGCTTACAGGAAACACATCTCAGAGAAAAAGATAGACACTACCTCAGAATGAAAG\nGCTGGAAAACAATTTTCCAAGCAAATGGTATGAAGAAACAAGCTGGAGTAGCCATCCTAA\nTATCTGATAAGATTGATTTCCAACCCAAAGTCATCAAAAAAGACAAGGAGGGGCACTTCG\nTTCTCATCAAAGGTAAAATCCTCCAAGAGGAACTCTCAATACTGAATATCTATGCTCCAA\nATACAAGGGCAGCCACATTCATTAAAGAAACTTTAGTAAAGCTCAAAGCACACATTGCAC\nCTCACACAATAATAGTGGGAGACTTCAACACACCACTTTCACCAATGGACAGATCATGGA\nAACAGAAACTAAACAGGGACACACTGAAACTAACAGAAGTGATGAAACAAATGGATCTGA\nCAGATATCTACAGAACATTTTATCCTAAAACAAAAGGATATACCTTCTTCTCAGCACCTC\nATGGTACCTTCTCCAAAATTGACCACATAATAGGTCACAAAACAGGCCTCAACAGATTCA\nAATATTGAAATTGTCCCATGTATCCTATCAGATCACCATGCACTAAGGCTGATCTTCAAT\nAACAAAAAAAATAATAGAAAGCCAACACTCACGTGGAAACTGAACAACACTCTTCTCAAT\nGATACCTTGGTCAAGGAAGGAATAAAGAAAGAAATTAAAGACTTTTTAGAGTTTAATGAA\nAATGAAGCCACAACATACCCAAACCTATGGGACACAATGAAAGCATTTCTAAGAGGGAAA\nCTCATAGCTCTGAGTGCCTCCAAGAAGAAACAGGAGAGAGCACATACTAGCAGCTTGACA\nACACATCTAAAAGCCCTAGAAAAAAAGGAAGCAAATTCACCCAAGAGGAGTAGACGGCAG\nGAAATAATCAAACTCAGGGGTGAAATCAACCAAGTGGAAAAAAGAAGAACTATTCAAAGA\nATTAACCAAACGAGGAGTTGGTTCTTTGAGAAAATCAACAAGATAGATAAACCCTTAGCT\nAGACTCACTAAAGGGCACAGGGACAAAATCCTAATTAACAAAATCAGAAATGAAAAGGGA\nGACATAACAACAGATCCTGAAGAAATCCAAAACACCATCAGATCCTTCTACAAAAGGCTA\nTACTCAACAAAACTGGAAAACCTGGAGGAAATGGACAAATTTCTGGACAGATACCAGGTA\nCCAAAGTTGAATCAGGATCAAGTTGACCTTCTAAACAGTCCCATATCCCCTAAAGAAATA\nGAAGCAGTTATAAATAGTCTCCCAGCCAAAAAAAGCCCAGGACCAGACGGGTTTAGTGCA\nGAGTTCTATCAGACCTTCAAAGAAGATCTAATTCCAGTTCTGCACAAACTTTTTCACAAG\nATAGAAGTAGAAGGTACTCTACCCAACTCATTCTATGAAGCCACTATTACTCTGATACCT\nAAACCACAGAAAGATCCAACAAAGATAGAGAATTTCAGACCAATTTCTCTTATGAATATT\nGATGCAAAAATCCTCAATAAAATTCTCGCTAACCGAATCCAAGAACACATTAAAGCAATC\nATCCATCCTGACCAAGTAGGTTTTATTCCAGGGATGCAGGGATGGTTTAATATACGAAAA\nTCTATCAATGTAATCCATTATATAAACAAACTCAAAGACAAAAACCACATGATCATCTCG\nTTAGATGCAGAAAAAGCATTTGACAAGATCCAACACCCATTCATGATAAAAGTTCTGGAA\nAGATCAGGAACTCAAGGCCCATACCTAAACATGATAAAAGCAATCTACAGCAAACCAGTA\nGCCAACATCAAAGTAAATGGAGAGAAGCTGGAAGCAGTCCCACTAAAATCAGGGACTAGA\nGAAGGCTGCCCACTTTCTCCCTACCTTTTCAACATAGTACTTGAAGTATTAGCCAGAGCA\nATTCGACAACAAAAGGAGATCAAGGGGATTCAAATTGGAAAAGAGGAAGTCAAAATATCA\nCTTTTTGCAGATGATATGATAGTATATATAAGTGACCCCAAAAATTCCACCAGAGAACTC\nCTAAACCTGATAAACAGCTTCGGTGAAGTAGCTGGATATAAAATAAACTCAAACAAGCCA\nATGGCCTTTCTCTATACAAAGAATAAACAGGCTGAGAAAGAAATTAGGGAAACAACACCC\nTTCTCAATAGTCACAAATAATATAAAATATCTTGGCATGACTCTAACTAAGGAAGTGAAA\nGATCTGTATGATAAAAACTTCAAGTTTCTGAAGAAAGAAATTAAAGAAGATCTCAGAAAA\nTGGAAGGATCTCCCATGCTCATGGATTGGCAGGATCAACATTGTAAAAATGGCTATCTTG\nCCAAAAGCAATTTACAGATTCAATGCAATCCCCATCAAAATTCCAACTCAATTCTTCAAC\nGAATTAGAAGGAGCAATTTGCAAATTCATCTGGAAAAACAAAAACCTAGGATAGCAAAAA\nCTCTTCTCAAGGATAAAAGAACCTCTGGTGGAATCACCATGCCTGACCTAAAGCTTTACT\nACAGAGCAATTGTGGTAAAAACTGCATGGTACTGGTATAGAGACAGACAGGTAGACCAAT\nGGAATAGAATTGAAGACCCAGAAATGAACCCACACACCTATGGTCACTTGATCTTCGACA\nAGGGAGCTAAAACCATCCAGTGGAAGAAAGACAGCATTTTCAACAATTGGTGCTGGCACA\nACTGGTTGTTATCATGTAGAAGAATGCGAATCGATCCATACTTATCTCCTTGTACTAAGG\nTCAAATCTAAATGGATCAAAGAACTTCACATAAAACCAGAGACACTGACTTATAGAGGAG\nAAAGTGGGGAAAAGCCTTGAAGATATGGGCACAGGGGAAAAATTCCTGAACAGAACAGCA\nATGGCTTGTGCTGTAAGATCGAGAATTGACAAATGGGACCTAATGAAACTCCAAAGTTTC\nTGCAAGGCAAAAGACACCGTCAATAAGACAAAGAGACCACCAACAGATTGGGAAAGGATC\nTTTACCTATCCTAAATCAGATAGGGGACTAATATCCAACATATATAAAGAACTCAAGAAG\nGTGGACTTCAGAAAATCAAATAACCCCATTAAAAAATGGGGCTCAGAACTGAACAAAGAA\nTTCTCACCTGAGGAATACCGAATGGCAGAGAAGCACCTGAAAAAATGTTCAACATCCTTA\nATCATCAGGGAAATGCAAATCAAAACAACCCTGAGATTCCACCTCACAACAGTCAGAATG\nTCTAAGATCAAAAATTCAGGTGACAGCAGATGCTGGCGTGGATGTGGAGAAAGAGGAACA\nCTCCTCCATTGTTGGTGGGATTGCAGGCTTGTACAACCACTCTGGAAATCCATCTGGCGG\nTTCCTCAGAAAATTGGACATAGTACTACCGGAGGATCCAGCAATACCTCTCCTGGGCATA\nTATCCAGAAGATGCCCCAACTGGTAAGAAGGACACATGCTCCACTATGTTCATAGCAGCC\nTTATTTATAATAGCCAGAAGCTGGAAAGAACCCAGATGCCCCTCAACAGAGGAATGGATA\nCAGAAAATGTGGTACATCTACACAATGGAGTACTACTCAGCTATTAAAAAGAATGAATTT\nATGAAATTCCTAGCCAAATGGATGGACCTGGAGGGCATCATCCTGAGTGAGGTAACACAT\nTCACAAAGGAACTCACACAATATGTACTCACTGATAAGTGGATATTAGCCCCAAACCTAG\nGATACCCAAGATATAAGATACAATTTCCTAAACACATGAAACTCAAGAAAAATGAAGACT\nGAAGTGTGGACACTATGCCCCTCCTTAGAAGTGGGAACAAAACACCCTTGGAAGGAGTTA\nCAGAGACAAAGTTTGGAGCTGAGATGAAAGGATGGACCATGTAGAGACTGCCTTATCCAG\nGGATCCACCCCATAATCAGCATCCAAACGCTGACACCATTGCATACACTAGCAAGATTTT\nATCGAAAGGACCCAGATGTAGCTGTCTCTTGTGAGACTATGCCGGGGCCTAGCAAACACA\nGAAGTGGATGCCCACAGTCAGCTAATGGATGGATCACAGGGCTCCCAATGTAGGAGCTAG\nAGAAAGTACCCAAGGAGCTAAAGGGATCTGCAACCCTATAGGTGGATCAACATTATGAAC\nTAACCAGTACCCTGGAGCTCTTGACTCTAGCTGCATATGTATCAAAGGATGGCCTAGTCG\nGCCATCACTGGAAAGAGAGGCCCATTGGACACACAAACTTTATATGCCCCAGAACAGGGG\nAACGCCAGGGCCAAAAAGGGGGAGTGGGCGGGTAGGGGAGTGGGGGTGGGTGGGTATGGG\nGGACTTTTGGTATAGCATTGGAAATGTAAATGAGCTAAATACCTAATAAAAAATGGAAAA\nAAAAAAAAGAACCTCTGGTGGAATCACCATGCCTGACCTAAAGCTTTACTACAGAGCAAT\nTGTGATAAAAACTGCATGGTACTGGTATAGAGACAGACAAGTAGACCAATGGAATAGAAT\nTGAAGACCCAGAAATGAACCCACACACCTATGGTCACTTGATCTTCGACAAGGGAGCTAA\nAACCATCCAGTGGAAGAAAGACAGCATCTTCAACAATTGGTGCTGGCACAACTGGTTGTT\nATCATGTAGAAGAATGCGAATCGATCCATACTTATCTCCTTGTACTAAGGTCAAATCTAA\nGTGGATCAAGGAACTTCACTTAAAACCAGAGACACTGAAACTTATAGAGGAGAAAGTGGG\nGAAAAGCCTTGAAGATATGGGCACAGGGGAAAAATTCCTGAACAGAACAGCAATGGCTTG\nTGCTGTAAGATCGAGAATTGACAAATGGGACCTAGTGAAACTCCAAAGTTTCTGCAAAGC\nAAAAGACACCGTCAATAAGACAAAAAGACTACCAACAGATTTGGAAAGGATCTTTACCTA\nTCCTAAATCAGATAGGGGACTAATATCCAACATATATAAAGAAATCAAGAAGGTGGACTT\nCAGAAAATCAAATAACCCCATTAAAAAATGGGGCTCAGAACTGAACAAAGAATTCTCACC\nTGAGGAATACCGAATGGCAGAGAAGCACCTGAAAAAATGTTCAACATCCTTAATCATCAG\nGGAAATGCAAATCAAAACAACCCTGAGATTCCACCTCACACCAGTCAGAATGTCTAAGAT\nCAAAAATTCAGGTGACAGCAGATGCTGGCGTGGATGTGGAGAAAGAGGAACACTCCTCCA\nTTGTTGGTGGGATTGCAGGCTTGTACAACCACTCTGGAAATCAGTCTGGTGGTTCCTCAG\nAAAATTGGACATAGTACTACCGGAGGATCCAGCAATACCTCTCCTGGGCATATATCCAGA\nAGATGCCCCAACTGGTAAGAAGGACACATGCTCCACTATGTTCATAGCAGCCTTATTTAT\nAATAGCCAGAAGCTGGAAAGAACCCAGATGCCCCTCAACAGAGGAATGGATACAGAAAAT\nGTGGTACATCTACACAATGGAGTACTACTCAGCTATTAAAAAGAATGAATTTATGAAATT\nCCTAGCCAAGTGGATGGACCTGGAGGGCATCATCCTGAGTGAGGTAACACATTCACAAAG\nGAACTCACACAATATGTACTCACTGATAAGTGGATATTAGCCCAAAACCTAGTATACCCA\nAGATATAAGATGCAATTTCCTAAACACATGAAACTCAAGAAAAATGAAGACTGAAGTGTG\nGACACTATGCCCCTCCTTAGAAGTGGGAACAAAACACCCTTGGAAGGAGTTACAGAGACA\nAAGTTTGGAGCTGAGATGAAAGGATGGACCATCTAGAGACTGCCATATCCAGGGATCCAT\nCCCATAATCAGCATCCAAATGCTGACACCATTGCATACACTAGCAAGATTTTATCGAAAG\nGACCCAGATGTAGCTGTCTCTTGTGAGACTATGCCGGGGCCTAGCAAACACAGAAGTGGA\nTGCTCACAGTCAGCTAATGGATGGATCACAGGGCTCCCAATGGAGGAGCTAGAGAAAGTA\nCCCAAGGAGCTAAAGGGATCTGCAACCCTATAGGTGGAACAACATTATGAACTAACCAGT\nACCCCGGAGCTCTTGACTCTAGCTGCATATGTATCAAAAGATGGCCTAGTGGGCCATCAC\nTGGAAAGAGAGGCCCATTGGACACGCAAATTTTATATGCCCCAGTACAGGGGAACACCAG\nGGCCAAAAAGGGGGAGTGGGTGGGTAGGGGAGTGGGGGTGGGTGGGTATGGGGGACTTTT\nGGTATAGCATTGGAAAGGTAAATGAGCTAAATACCTAATAAAAAATTAAAAAAAAATAAA\nTAAATATTTAAAAAAAAAAGAATCAACAGTTCACAATGTATAGGTTCATTTTAGACAGTA\nTCCTGTTCTGCACATCAGGGAGTCTGCTCTTGCTCTATATACCAGGCTGTTTTTCTTCCC\nATTTGCTCTGTGTAATCCCTAGTGTTACTCTTGCTTGAGGTCATTAAGAGTCTCCATGAT\nTTTTGTGAAATTTTAGGATTGATTTTTCTGTTTTGGAGAAGAAGAAGAAGAAGAAGAAGA\nAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGA\nAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAAAGAAGAAGAAAGAAGAAGAAGAAGA\nAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAAAGAAGAA\nGAAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAAAGAAGAAGAAAGAAGAAGAAGAAGA\nAGAAGAAGAAGAAGAAGAAGAAGAAAAGAAGAAGAAAGAAGAAGAAGAAGAAGAAGAAGA\nAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAAGATATTCACC\nACCAATCATCATAGAAATGAGAACCAAAAGCATGGTGATAAATAGATATTGTTTCATGGC\nTATACTAGATTTCCCTAAAAAAGAAAAGAAAAGGAACAAAGTATTGGTGAGGGTATACAT\nTATTTATGGGTTTCTAACCAGGTATGCTGCATGATATCACTTAGGTATGGATCCTAAGAA\nGTGAAACCCAGGAGGATGTGGTAGAACAGTGGTTACTAGGGACTGGACAGGAGGCTGAGA\nGAAATAGATTCTGGTCAAGAGATTCAAAGTTTCAGTTACACAGGAATGACAGTCTTTACT\nGACTATAATTAGCAAAGCTGTATATCTGAAATTTGCCAAGAGTTTGGATCGTAGATGTTC\nTCACCCCCTTCGGCATTCACACATACAAGAAAGAAAATAGTAACTGTGGAGTGATGTATC\nTGTTAATTAGTGTTGAATGCATTGATCACTTCACAGTGTACACATACACCAAGATAGCAA\nGTTGTTTTCTCAAATATAAATGACTTCGATTTCTTATTTATACCTAAAAAAATCCAGGAG\nGACAAGAAAGAAGAAATGAAGCTACCCACCCAAGTCCATGTCCAAACTACATGGGTCCCG\nAGGTCCTGGACAGTGAGGAGAGAGATCACTCTCCACATGGCTTATGGTGCTGTGGTACCC\nTCCATTGATGTCTCCTATGTGAGGTCCCTCTGTGGCTCGAATTACTGTTCTTCCAAAATT\nTGAGTCAGAGACCAGCCAGAGACGCTTTCATAATCAAGCTTTCTTCTACAGCTGGCATCT\nTGCTTCTCTCTTAGATTTCCCAAGGGCAATGTTGTTGTAAACTAGACAGAAGGAGAGAGA\nGGCATCCCAGTTACCCACTCGCTTCTTTAGCAGCTGGAATGATTTCCAAAAACATGGGTC\nATGTGATTGTTTCCTATATAGGGTGGTTCTGGTACTCATCTGCCCAGACCGAAACAAGAA\nATGTGTAAACATGATGTTGTCTTTCCTAAGAGGCCCCAGGCTGAAAATTTGACTTTTAAT\nATTCCCAGAAATTTATGAAGCAAGACCCCTGTCCATGGTCACACAATGGTTATTGTGACT\nAGGCCTGGCCAAGAGAACTCAATGCTTTGACGTGAGAATCATGCTCCTGCCATTGTATCA\nCATGTACGCTGGGCAGGAAGCCTTAAGTCAGACACTAGTGCCAGTATGGCTACTAACTTA\nGAGACCGATCTTCTTAACTTCAGCAACCTTTAAAACTTCAATGGTTAACATAAGGTACAT\nGTGTGCCTGTTTAAAGTCCTGACTCCAGAGACTCTGGCCTTGTTCCTACCAAGCTTGGTT\nATAGAATTATATAGAGAACCATAACCAACTCATTAATCTCACCCCACACCAAACCTTGTT\nTCTCTCTTATGCTTGTTAGTTTTTAGTGTCAGCTTGACATAATCCCAGAGTCACCTGGGA\nAGAAGGCCAAAGTGATGAGTAATTTATTGGAGTGTGGGCATGTTTATGGGGGATTGTCTT\nGATTGTCATTCGAATATGGAAGATCTAGACCACTGTGGGTGGCACCATTCCCTAGTCAGG\nATTCTGAATTACATAAAACAGAAGCTGACAAAGCAGACAGTTACCATTGTTCCTTTTTGC\nTGTGACTAGCTGCTTTGAGTTTATGTCCTGAATTCCCCTCAAGAATGGGCTGCAATCTGA\nAAGTGTAAGCCACTAAACCTTTCCTCTCCTCATATGCTTTTTGGTCAAGGTGTTTGATCA\nTAGCAACAGAGATGAAAGTAGAGCATTCTGCCTCTCCATGTGTAAAATGAGGGCTCTAAT\nAAACAGCATGGAAGATGATATCAGGCAAAGAAGCTCTCTCTATAAATACAATGTGCCTTC\nAGTATGCATAGATTCTGTATTTGTGAATTTGCCTACATGATAAAATTACTGTATAACTCC\nAAAAACAGTACTTTCTGGGAAACATTTGACTTTCTGGACATAAGTTCCCTGCTGGGGTTG\nGAGCTAGGCTCTGCCTATCTGGTAACCCTATCTAGGGATGGGCAGCAGAGGGAAGTGGCT\nGGCAGGAAGCTCTATTCTGAGACTAGCTAGATGAGCTTGAGTCTTATCCCCAGTGCCTGT\nTTGTGGCTTGGTCTCAAGCATGTCACACTTCTGAACTTCATTTCCTCATTTTGGAAAATG\nGAGGCATCTCCAATGAATGAGCTGAGGACACCCCCCCCCCCAATTCATTTTCTCGCATGG\nTACTGCCATACAGGAATTCTCTGACACTGGATGTGTTTGGTATTCTTCCTATCAGATAGG\nTTATACTGCAGCAGGTACCAGATAGGAGCCCTCTAAGGAGAGCGAGATGACAGGCAGACA\nGACAGACAGACAGACATAGACAGATCAATCAATAGGACTACTGACCCACAGCTTGAAGAT\nACTGTCCCTGAATTGTTACCACTTTCAGATGCCATTGTGAAGCTTCAGGGTCTAACCTAA\nTGGGCAGTACACCAACGTTCCTTCAATCTCCTCTTCATTTAATTTGCTAGAACAGCTGTG\nGGAACTTGGGAAAGCCCTGTTTATGTTTACATATATTTTAGAAAGGATATCATGGGAATC\nTCAATAAATGCCACTCAGAGAGAAGCATAAGGCAAGGCTTATGGGAAGCACAGAACTTCT\nATACCCTCTCTGGGTGAGCAGGCTCCTAGAAATGTCTCTGTGTGAAGTTCTCTGAATGCT\nATTCTTTTGGGAGTTTTAGGAGGCTTTCATAGGCATGGTTGATTAAATTAGGGGCATTGG\nCAATCAACTTAACTTTCTGTCTTCTCCCTGGACACTGGGAACACAGTGGGAGTTAAATAT\nCTCAATCCTCTAACTATTCCTTGATAATTAGAGGATGCTCTAATAACATCCTTGACCATT\nCTGAACCTACCTGTTGAATGACAGCCATCAATCAATTCATTGGCGTACAGAGACAATTGC\nTTTGGAGAGTCTAAGGAATTTTTAGGGTTTGAGTGTCAGGAGTAGGCAAAGAAGCCAGGA\nGGAGTATGCTTAGGATTTTAGGTTATAATCTATCTGTAGTTTTCTCTAGGAACAAAACTA\nTATCATTCACAAATTCAGAGTTCATACATACTCAGTACATAAATTCTATGGATAACCAGA\nTTGGGCTATGCACCAAAGTGATCAGTCAGCATAGGGACCTATAGCTTCCTTCTCTCTACC\nAGAAGGATGTGTGAGGATCATATCCTGACTGGCCCTGCACCCAGGACCCTGAGAGTATCC\nAGCATCTTTATTCAGTTTCTGTGTTGCAGTCTGAGTCTACCTCCCTTGATGTGGCGCTAT\nAACTGACCCAGCCATGCAGGACGGTTGGTAGAGGGTCAACAGATTTTCTTCTTTGCTATA\nGAATTTCCCAAGGAGTTGCTTCAGGAAGGTCTAAATAGAATCCATAGGGACCTACTGATC\nCATGTGATCATGTTTCATCTCCAAAAATGCCTCTGCTTCGGCTGTTTGTGTTTGTTTGTT\nTGTTTTTTGTGTTTTTGTGTTTTTACTTTACTGGCATAGGATGTGACTGTGTTACCCTTA\nAATACTGTAGGGAGTTCATATGTGTGTATGCATGTGTAGATATGGACAGATACATACATG\nCATTAAGTATTTTTATGTCTGTATTGGCTAGTTTTATGTCAACTTGACACAGCTGGAGTT\nATCACAGAAAAAGGAGCTTCAGTTGAGGAAATTCCTCCATGAGATCCAACTGTAAGGCAT\nTTTCTCAATTAGTGATCAAGGGGGAAAGGCCCCTTGTGGGTGGGACCATCTCTGGGCTGG\nTAATCTTGGTTCTATAAGAGAGCAGGCTGAGCAAGCCAGGGGAAGCAAGCCAGTAAAGAA\nCATCCCTCCATGGCCTCTGCATCAGCTCCTGTTCACTGACCTACTTGAGTTCCAGTCCTG\nACTTCTTTCAGTGATGAACAGCAATGTGGAAATGTAAGCTGAATAAGCTCTTTCCTCCCC\nAACTTGTTTCTTGGTCATGATGTTTGTGCAGTAATAGAAACCCAGACTAAGACAAATTGG\nTACCAGCATGGTGGGGTATTCCTTTGACAACCTGGCCATGTTTTGGGCAGGACTGTGGAA\nGAACTTTGGAACTTTGGGCTAGAAGATCCATTCAGTGTTAAGAGCTCTGTGGGATGTTGT\nGTAGGAGCTTGGAAGATAATGTTGAGAACAGTGCAGAAGATGGAGGCCTGTCTTGTGAAA\nTTTCAGAGGGAAAATTAAAGACTCTTTTCAGGGCCATTGCTATTTTGGAGTTTGACTATT\nCTGTGGTTCTGGTTAGCTGGGCCTGAAGAATCAGCTATGATTAACAAGATACCAGAACTA\nCTAAAGCAAAACCTTTGCATTACTGGGACTATTGATGTTGGTTAGCTGGAGCTAAGAAAT\nTAGCGGTGATTAAGAAGAGACCAGCATCGTTGAGGTAACAACTTCTGGGAAGTGTTTTCT\nGAAAGCACAAAGATTCTGTGTTCCAGAGATAGCCAAGGTTGTACTCCTGCTGCAGCGGGA\nCTTGATAATGTGTAAGGGTCACCCAGGTGGTACTGGTTTTGAAGGCGTGAAGGGGTCACA\nCAGAGCAACTGAGGCTCAGCACAGAACAACTGAGGCTAGGCACTGTGAGAGGCCATTGAA\nGGCCATTGGTGAAGGTGCAGCCTCAGTTGAAGTTGATGGCCCAGGACTGAAGGAGTCATG\nCATTGTTTTGGAGATGCCAGTACCATGAGATGACCACCAAGAACAGCAGCAGCAGTGGAG\nTACAGGCAGCTGGAGCCTAGAAGACAAGCTGTGTGCTACAAAGGACAGGGCTGGAGAAGT\nGACCTAAGCCCTTGGAGGAGCCCAGAAGATCGTGAGTTAGATCCCAGACATTGGACAGTT\nGAAGTTTAATTTTTGCTTTTGATTGTGACTGGGCCCTGATATGTTTCCCTCTTGAAGGAA\nGTAAATATTTTAGTGGATTCCACAGTTAAGAGACTTTTAATTGTAAAAAGACTTTGGATT\nTTAAGATATTGGACATTTTTTTTCTATTTTTTATTAGGTATTTTCCTCATTTACATTTCC\nAATGCTATCCCAAAAGTCCCCCATGCCCTCCCCCCCACTCCCCTACCCACCGACTCCCAC\nTTTTTGACCCTGGTGTTCCCCTGTACTGGGGCATATAAAGTTTGCATGTCCAATGGGCCT\nCTCTTTCCAGTGATGGCCGACTAGGCCATCTTTTGATACATATGCAGCTAGAGTCAAGAG\nCTCCAGGGTACTGGTTAGTTCATAATGTTGTTCCACCTATAGGGTTGCAGATCCCTTTAG\nCCCCTTGGGTACTTTCTCTAGCTCCTCCATTGGGAGCTCTGTGATCCATCCATTAGCTGA\nCTGTGGGCATCCACTTCTGTGTTTGCTAGGCTCCGGCATAGTCTCACAAGAGACAGCTAT\nATCAGGGTCCTTTCAGCAAAATCTTGCTAGTGTATGCAATGATGTCAGTGTTTGGAAGCT\nGATTATGGGATGGATCCCTGGATATGGCAGTCTCTAGATGGTCCATCCTTTTGTCTCAGC\nTCCAAACTTTGTCTCTGTAACTCCTTCCATGGGTGTTTTGTCCCCAATTCTAAGAAGGGG\nCAAAGTGTCTACACTTTGGTCTTCATTCTTTTTGAGTTTAATGTGTTTTTCAAATTGTAA\nCTTATATCTTGGGTATTCTAAGTTTCTGGGCTAATATCCACATCTCAGTGAGTACATATC\nATTTGAGTTCTTTTGTGATTGGGTTACCTCACTCAGGATAATGCCCTCCAGGTCCATCCA\nTTTGGCTAGGAATTTCATAAATTCAATATTTTTAATAGCTGAGTAGTACTCCATTGTGTA\nAATGTACCACATTTTTTTGTATCCATTCCTCTGTTGTGGGGCATCTGGGTTCTTTACAGC\nTTCTGGCTATTATAAATAAGACTGCTATGAACATGTGTCTTTCTTACCGGTTGGGACATC\nTTCTGGATATATGCCCAGGAGAGGTATTGCGGGTTCTTCCGGTAGTACTATGTCCAATTT\nTCTGAGGAACCGCCAGACTGATTTCCAGAGTGGTTGTACAAGCTTGCAATCCCACCGGCA\nATGGAGGAGTGCTCCTTTTGCTCCACATCCTCACCAGCATCTGCTGTCACCTGAATTTTT\nGATCTTAGCCATTCTGACTGGTGTGAGATGGAATCTCAGGGTTGTTTTGATTTGCATTTC\nCATGATGATTAAGGATGCTGAACATTTTTCCAGGTGTTTCTCAGCCATTCGGTATTCCTC\nAGGTGAGAATTCTTTGTTTAGCCCTGAGCCCCATTTTTTAATGGGGTTATTTGATTTTCT\nGGAGTCCACCTTCTTGAGTTTTTTATATATATATTGGATATTAGTCCCCTATCTGATTTA\nGGATAGGTAAAGATCCTTTCCCAATCTGTTGGTGGCCTGTTTGTCTTATTGATGGTGTCT\nTTTGCCTTGCAGAAACTTTGGAGTTTCATTAGGTCCCATTTGTCAATTCTCGATCTTACA\nTCACAAGCCATTGCTGTTCTATTCAGGAATTTTTCCCCTGTACCCATATCTTCGAGGCTT\nTTCCCTACTTTCTCCTCTATAAGTTTCAGAGTCTCTGGTTTTATGTGGAGCTCCTTGATC\nCACTTAGATTTGACCTTAGTACAAGGAGATCAATTCGCAATCTTCTACATGATAACCACC\nAACTGTGCCAGCACAATTGGTTGAAAATGCTGTCTTTTTTCCACTGGATGGTTTTAGCTC\nCCTTGTGGAAGATCAAGTGACCATAGGTGTGTGGGTTCATTTCTGGGTCTTCAATTCTAT\nTCCATTGGTCTACTGGTCTGTCGCTATACCAGTACCATGCAGTATTGAGGTCTGGCATGG\nTGATTCCACCAGAGGTTCTTTTATCCTTGAGAAGAGTTTTTGCTATCCTAGGTTTGTTAT\nTTCAGATGAATTTGCAGATTGCCCTTTCTAATTCGTTGAAGAATTGAGTTGGAATTTTGA\nTGGGGATTGCATTGAACCTGTAGATTGCTTTTGACAAGATAGCCATTTTTACAGTGTTGA\nTCCTGCCAATCCATGAGCATGGGAGATCTTTCCATCTTCTGAGATTGTCTTTAATTTCTT\nTCTTCAGAGACTTGAAGTTCTTATCATGGAAATCTTTCACTTCCTTAGTTAGAGTCACGC\nCAAGGTATTTCATATTACTTGTGACTATTGAGAAGGGTGTTGTTTCCCTAATTTCTTTCT\nCAGCCTCTTTATTCTTTATGTAGAGAAAGGCCATTGACTTGTTTGAGTTAATTTTATATC\nCAGCTACTTCACTGAAGCTGTTTATCAGGTTTAGGAGTTCTCTGGTGGAATTTTTAGGGT\nCACTTATATATACTATCATATCATCTGCAAAAAGTGATATTTTGACATCTTTTTTTCCAA\nTTTGTATCCCCTTGATCTCCTTTTGTTGTCGAATTGCTCTGGCTAGGACTTCAAGTACAA\nTATTGAATAGGTAGGGAGAGAGTGGACAGCCTTGTCTAGTCCCTGATTTTGCTTCCAGCT\nTCTCACCATTTTGATGTTGGCTACTGGTTTGCTGTAGATTGCTTTTATCATATTTAGGTA\nTGGGCCTTGAATTCCTGATCTTTCCAAGACTTTTATCATGAATGGGTATTGGATTTTGTC\nAAATGCTTTCTCCGTGTCTAAGGAGATGATCATGTGGTTTTTGTATTTGAGTTTGTTTAT\nATAATGGATTACGTTGATGGATTTCCATATATTAAACCATCCCTGCATCCCTGGGATGAA\nACCTACTTGGTCAGAATGGATGATTGCTTTAATGTGTTCTTGGATTCGGTTAGCAAGAAT\nTTTATTGAGTATTTTTGCATCTATATTCATAAGGGAAATTGGTCTGAAGTATTCTATCTT\nTATTGGATCTTTCTGTGGTTTAGGTATCAGAGTAATTGTGGCTTCATAGAATGAGTTGGG\nTAGAGTACCTTCTACTTCTATTTTGTGGAATAGTTTGTGAAGAACTGGAATTAGATCTTC\nTTTGAAGGTCTGATAGAACTCTGCACTAAACCCATCTGGTCCTGGGCTCTTTTGGTGGGA\nAACTATTAATGACTGCTTCTATTTCTTTAGGGGATATGGGACTGTTTAGATCGTTAACTT\nGATCCTGATTTAACTTTGGTACCTGGTATCTGTCTAAAAATTGTCCACTTTGTCCAGGTT\nTTCCAGTTTTGTTGAGTATAGCCTCTTGTAGAAGGATCTGATGGTGTTTTGGATTTCTTC\nAGGATCTGTTGTTATGTCTCCCTTTTCATTTCTGATTTTGTTAATTAGGATGCTGTCCCT\nCTGCCCTCTAGTGAGTCTGGCTAAGGGTTTATCTATCTTGTTGATTTTCTCAAAGAACCA\nGCTCCTCATTTGGTTGATTCTTTGATTAGTTCTTCTTGTTTCCACTTGGTTGATTTCACC\nCCTGAGTTTGATTATTTCCTGCCATCTACTCCTCTTGGGTGAATTTGCTTCCTTTTTTTT\nCTAGAGCTTTTAGGTGTGTTGTCAAGCTGCTAGTGTGTACTCTCTCTAGTTTCTTTTTGG\nAGGCACTCAGAGCTATGAGTTTTCCTATTAGAAATGCTTTCATTGTGTCCCATAATTTTG\nGGTATGTTGTGGCTTCATTTTCATAAAACTCTAAAAAGTCTTTAATTTCTTTCTTTATTC\nCTCACTTGACCAAGGTATCATTGAGAAGAGTGTTGTTCATTTTCCACGTGAATATTGGCT\nTTCCAATATTTATGTTGTAATTTAAGATCAGCCTTAGTCCATGGTGGTCTGATAGGATGC\nATGGGACAATTTCAATATTTTTGTATCTGTTGAGGCCTGTTTTGTGACCAAGTATATGGT\nCAATTTTGGAGAAGGTACCATGAGGTGCTGAGAAGAAGCTATATCCTTTTGTTTTAGGAT\nAAAATTTTGTGTAGATATCTGTTAAGTCAATTTGTTTCATAACTTCTGTTAGTTTCACTG\nTGTCCCTGTTTAGTTTCTGTTTCCACCATCTGTCCATTGATAAAAGTGGTGTGTTGAAGT\nCTCCCACTATTATTGTATGAGGTGCAATGTGTGCTTTGAGCTTACTAAAGTTTCTTTAAT\nGAATGTGGCTGCCCTTGCATTTGGAGCATAGATATTCAGAATTGAGAGTTCCTCTTGGAG\nGATTTTACCTTTGATGAGTATGAAGTGCCCCTCCTTGTCTTTTTTGATTATTTTGGGTTG\nGAAGTCGATTTTATTCGATATTAGAATGGCTACTCCAGCTTGTTTTTTCAGACCATTTGC\nTTGGAAAATTGTTTTCCAGCCTTTCACTCTGAGGTAGTCTCTGTCTTTTTCCCTGAGATG\nGGTTTCCTGTAAGCAGCAGAATGTTGGGTCCTGTTTGTGTAGCCAGTCTGTTAGTCTATG\nTCTTTTTATTGGGGAATTGAGTCCATTGATATTAAGAGATATTAAGGAAAAGTAATTGTT\nGCTTCCTATTATTTTTGTTGTTAGAGTTGGCATTCTGTTCTTGTGGCTGTCTTCTTTTTG\nGTTTGTTGAGGGATTACTTTCTTGCTTTTTCTAGGGCATGGTTTTAGTCCTTGTATTGGT\nTTTTTTTTTTTTTTTCTGTTATTATCCTTTGAAGGGCTGGATTCGTGGAAAGATAATGTG\nTGAATTTGGTTTTGTCCTGAAATACTTTGGTTTCTCCATCTATGGTAATTGAGAGTTTGG\nCTGGGTATAGTAGCCTTAGCTGGCATTTGTGTTCTCTTAGTGTCTGTATAACATCTGTCC\nAGGATCTTCTGGCTTTCATAGTCTCTGGTGAAAAGTCTGGTGTAATTCTGATAGGTCTGC\nCTTTATATGTTACTTGACTTTTTTCCCTTATTGCTTTTAATATTCTATCTTTATTTAGTG\nCATTTGTTGTTCTGATAATTATGTGTCAGGAGGAATTTCTTTTCTGGTCCAGTCTATTTG\nGAGTCTGTAGGCTTCTTGTATGTTCATGGGCATCTCTTTCTTTAGGTTTGGGAAATTTTC\nTTCTATAATTTTGTTGAAGATATTTGCTGGCCCTTTAAGTTGAAAATCTTCATTCTCATC\nTACTCTCATTGTGTCCTGGATTTCCTGGATGTTTTGACTTAGGGATTTTTTGCACTTTGT\nATTTTCTTTTATTGTTGTGCAGATGTTCTCTATGGAATCTTCTGCACCTGAGATTCTCTC\nTTCCATCTCTTGTATTCTGTTGCTGATGCTCGCATCAATGGTTCCTGATTTCTTTCCTAG\nGTTTTCTATCTCTAGCGTTGCCTCACTTTGGGTTTTCTTTATTGTGTCTACTTCCTTTTT\nTAGGTCTTGGATGATTTTATTCAATTCTGTCACCTGTTTGGTCGTGTTTTCCTGTAATTC\nTTTAAGGGATTTTTGTGCTTCCTCTTTAAGGTCTTCTACCTGTTTAGCAGTGTTCTTCTG\nTATTTTTTTAAGTGAGTTATTAAAGTCCTTCTTGATGTCTTCTACCATCATCATGAGATA\nTGCTTTTAAATCAGGGACTATCTTTTCGGGTGTGTTGAGGTTCCCAGAACTGGGTGGGGT\nGGGAGTGCTGCGTTTTGATGATGATGAGTGGTCTTGGTTTCTGTTAGTAAGATTCTTATG\nTTTGCCTTTTGCCATCTGGTAATCTGTTGAGTTAGTTGTTGTAGTTGTCTCTGGTTAGAG\nCTTGTTCCTCAGTTGATTATGTTAGCCTCTATCAGCAGACTTGGGAGACTAGGTCTCTCC\nTGAGTTTCAGTGTTCAGAGTATTCTCTGCAGGCAAGCTCTTCTATTGCAGGGAAGGTGCC\nCAGATATCTGGTGTTTGAACCTGCCTCCTGGCAGAAGTTGTGATCCACTCACCAGAGGTC\nTCAAGATCCCGTGGAGAGTCCTGTGAGTACCTTGTGGGTGTCAGCAGACTCCCTCTCAAG\nGTACCCAGGTGCTCCCATGGACCGGAAGGGACTTGTGCCTCTGATCAGGCCGGGTTTTTT\nGCTTCCCTAATTAATGCAGTCTCAGGTCCAGCATGCTTGGATTAGAGCAGAAGCTGTGTT\nCCACTCACCAGAGGTCTTAAGATCCCATGGAGGGTCCTTTGGGTACCTTGTGGGTGTCCA\nCAGACTCAGTGCCCAAGGTATCCCGGTGCTGGCATGGACCATAACGGACTTGTGACCCTG\nATCAGGCTGGGTTTTCTGCTTCCCTAATTAATGTAGTCTCAGGTCCCATCGATATTGGAC\nATTTTAAAGGGATAGACTTTTAATATGTAAAGACTGTGGGACTTTTAAAGTTGTTTAGGT\nCTTGGGGATGAATAAGAAATTAAAGATTGAGGCTTGCTAGTGATGTGTTTGTGTGTCAAG\nTTCACAAGGGGTCAATTGTACTGGCTAGTTTTGTGTCAACTTGATACAGCTGGAGTTATC\nACAGAAAAAGGAGCTTCAGTTGAGGAAATGCCTCCATGAGATTCAACTGTAAGGCATTTT\nCTCAATTAGTGATCAAGGGGGGAAAAGCCCCTTGTGGGTGGGACCATCTCTGGGCTGGCA\nATCTTGGTTCTATAAGAGAGCAGGCTGAGCAAGCCAGGGGAAGCAAGCCAGTAAGGAATA\nTCCTTCCATGGCCTCTGCATCAGCTCCTGTTCCCTGACCTACTTGAGTTCCAGTCCTGAC\nTTCTTTCAGTGATGAACAGCAATGTGGAAATGTAAGCTGAATAAACCCTTTCCTCCCCAA\nTGTGCTTCTTGGTCATGATGTTTGTGCAGGAATAGAAAGCCTGACTAAGACAACGTCTGT\nATATATGCATGGGTACAAGCATATATTGGCCTGTTCATATATGTGTGCACATGTGCGGGT\nATATGCATTAAGTGTTTATATATGTGTGTGTATGTAAGCACATGTATATGACTGTGCAAG\nTATTGAGTGTTTTGTATTTGTATATATGTGTGTGCATGTGTGCAAGAACACATTAATTAT\nATTCTTGCATGTGTATATGTGTGTATATGTGCATGCACACGCACGCACACACACACACAC\nACACACACACACACACACACACATGTGCATGTATGTTGGTGGCATAAGGGACAAGGCAAG\nAAGCAAACAAGTAGAGTTTAAAGGCAGAAGAAAGACACAGATATCTTTAGTGAAGCAGCT\nTGGAAGCCAGGACTGAGAGTAAATTAAAAGCTGATGTTAAAGACTTTTCACTTCTTTCCA\nCTTGCACTATCACCCAGATGGTGCCCATGACCTGATCCAAAAAAAATGTCTTCTCTCCCT\nTGCCATCTTTCTTTTCTTCCCTCTCTGCCTCATCCTTTCTTTCTCTCTCTCTTCCTTCCA\nGGAGGCCCAGCCCCAAACTGCTCTCTTCTGCACTCAGCTACTCTCCCACCTACCAGGGTA\nTCTTGGTGCATACCTACAGTAAGTGTTCTGGGCTCTTTGCTAGATCATATTACAGCCCAT\nGGCCAGCACCCCTTTCCCATCTGGTTTCCTCCGTAAAGAAAGGGGGACTTGGTGGTATCA\nAGGTTGGATGAGCCCAGCTGCCCCTAATCCACTTCCTTCTTTTGGTCCATGGATTTGCCG\nCTAGAGAAGCAAAAGTGGAAGTCAGGGAGAAGTCAGAAAAATGAACATCTCTTGGTCCTC\nAAGAGAAAGGATAGTAAGGGAAAGAGATGCAGCAGGGAAGGGCTCATGGGGGTCATCCAG\nTCTGATCATCACCAATGAGAGGACAGGGGACTGACTCAATGGGGCTTCAGGACAGCTGTG\nAGCTTCAAAGGGAAACTTGTGACAAGCCCTACATCTGTGATGACTTCTTGTCTTTGACAA\nTACTACCTCTTTTGCATTAATCTGTGGATAATAAGGATAATAATAAGGGGATCACAGCTT\nAAGGGGACTACAGCTTCATAGTGCAAAAGAGGAACAACATGAAAACGAACATCACTTTCC\nAGTGTTTATTCTGTCCCATGCCATGGCACTGGTGGGTTGGAAGAGAATCTGTAGTGGAGT\nCAGTCAACAATGCTACTTAACTATGTCCTCTGTCATTCATTTGCTAGTTTGTGATAATTA\nTTGAGTGACTGACAAGAGCCAAGCTTAAGTGCTGGGCCTCTGGATAGTCCTCTGACTTGG\nCTACCTAGGTGTGTCCAACTGGTTTTGGAGAAAGTGACTTCGTTTTTGGAGCCATTAAAC\nACCATATCATGTGGTGCCCAGACCAACTTATTGGGAAGCCCCAGACTCCATTCCCAGTCT\nCCCTGTCATGTGCATAAGTCAAAGGCATGTTTGAGTTGCTGGGCTTTTGATATAAGCACC\nTCTTTTCCTTGCCAAGAGGAGGGCTGAACTGACTATACCAGGTCTCCCATGCTTGTGTCA\nCAAATATTCAACTTCTAAATCTGTTACTGATTAACAGTTTCTGAGCCTTTATCATATAAA\nGCCGTTGGGAGTTAAAACAAGAGCCTGTAAACTTAGCGTCCCATTGAGTCAGCCTCAGAT\nCTGGAAGTGAATTGACCATGATTTTCTAACCCCTGAGCCAGAATCTAGCTCTTGGCAAAT\nTGGTTCCCTTGTTATATTTGCAGGGGTCAGGTATAATAACTGGTAACATTGTATATGGTT\nATTGTATATTTTCAAAAAGTTTTATATGCAATCAGTTATTAAATACCCATTTTTCCTTTG\nTTGCAACGTCAGCAACAGCATTCAGTCTGGGGGGTGGGAAAAGCAAGAGTAGAAACCACT\nCCCGAAATGAATGGCTGTCTGGATAATGATGGAGTAGGTTACACGAGCCTGTTTCCCCAC\nAGCATAGCTGCATGATTAAAAAAATACCCGTGCACATTTGGGTCACTAACCTATCAATAA\nTTAAATGGGATCCTCGAATAAATATTGCAGTGGTCTCTCCCCTCCCCCTCTTCTTTTCCA\nCATGGGCACTTTGACATTTTGTGCTGCCAAAATGCCTGATAAATATGTCTACCACTGAGA\nAATAAGCTGCCTTTCGAACCCAGAGGGGCGCCCAGCAGTGTCTGCTCTTAGAAGAAGACG\nTAAAAATATATGCTTTGATTAAAAGAAAATGTCACCGGGGGAAAGTATTGGGCTTTCCTT\nCTGGCCATGGCAAGCATCTGAAAAGCAAAGGCGGGGAGCATGAGAAATTACAGGTCCCGT\nGCAGGAGAAGCCCAAGCCCGCATCACACTGTGCTCCAATGCTCTTCATTGTGCTGTTCAC\nAAGTAAGAAATGATCCGATCCACGGCTGCTCGTTTTCTTCTTTGTATTTTTGTTTCATAA\nTTAAAAGCTGATAGTTATTCCATGAAAATGCTATTGGCATATGTGTATGTGTAAGGTATG\nATAAGTAATTAACAGCCCGTGCTCAACACCTGCTTTAAGGATATTCCATGACTGGTTGGT\nTACATGGCCTATAATAGAGCTACTCAGCAGACCGAGGCAGAGGATCGTAAGTTCAAGATC\nAGCCTGGGCAGTACAGGGAGACCCACCTCTCCCAGGGACTAAACTACAAACCTAAGAGTA\nCACATGGAGGAACCCCTGGGTCTAGCTGCATATGTAGCAGAGGATGGCCTTATCGGGCAT\nCAATGGGAGGAGAGGCCGTTGGTCCTGTAAAGGCTTGATGGATGCCCCAGTGTAGAGGAA\nTGCCACGGCAGGGAAGTGGGAGTGGGTGGGTGGGAGGGGGAATACTCTTAGAAGTAGGGG\nGAGGGAGGATGGGATAAGGGTTTTGGGGGTAAGGGGGGCCCAGAAAGGGGATAACATTTG\nAAATGTAAATAAAGAAAATGTCCAATAAAAAATTAAAAAAAAACCTGTTGTGAATAAATT\nCAAAACAATATAATTTTGCTGCTGATTTGTGATCACACTCTTTGTTTATCAGGGAGAAAC\nAATTCTCTCATTTTGTGCTCACTAACCCCTTGGTTTGGGGCATAGTTTTACAGCCCAAGC\nATACGCATTTAAAGGAATTTTGAGTATTTTCCCAGTTCCTTGAATAGGATGATACTGTTT\nTTGCCTGGTGTAACTTTTTTCACCCCATGTTTCCTAAGTACAGTCCTAGAGAAAAATCTG\nAGTGTTACACAATTATCACTAGTTCTTTCTAACTATGTTACCACAGTCTACAGGGTTGAG\nGGAGCACTATTTATTTACCCACTTTCCTGCTGAAGAACACTGGGTACCCGGGGACGTGAT\nACTTCCTCAGCGTGAGGACCCCAGCTGGACTCCTAGGAACCATTCGAGAGTAAACGGTGT\nGGTGGTGCCTCCTGTGAGTCCTGTGAGAGTGTTCTCCAGGGCGTGGCACTGTGGAAGCAT\nGCTGAACACACACATCTGAGTTTAAAGATGATCTTACATTACTTCCTGTAGAGTTTCTAG\nCAGATCAGATTTTTCCACAGCCTTGCATGAAAGTTCCCGTTGGGCCACAGTGTTACTCAT\nAGTTGGTAACTGAAAAGTGTTTGCCTCATGTGGGTTTTGCTTGTGTCTCTTATCTCAACA\nTTAAGGAAAGTATCTATATCTTTCCATAATTACATTTATGCTATTGCTATTTGTACTTTC\nCTTTTTTGGTCTGTCTCATTTGGTTGTCTCTTTATTTCTTCTTTCTTTTTTTTTTTATTT\nTTATTTATTGTACATTTTTCTTTATTTACATTTCAAATGTTATCCTCTTTCCTGGTTTCC\nCCTCCAGAAACTCCCTATCCTCCCTCTTCTTCTATGAGGGTGTGCCTCCACCCACGCACA\nCACTCCTGCCTCCCCTCCCTGGCATTCCCCTACACTGGGGCATAGAGCCTTCACAGGACC\nAAGGTCCCCTCCTCCCATTGATGCCCGACAAGGCCATCCTCTGCTGCATATGCGGCTGGA\nGACCCTGGGAGCTCTGGGGGTCTGGTTGGTTGATATTGTGGTTCTTCCTATGGGGTTGCA\nAACTCCTTCAGCTCCTTCAGTCCTTTCTCTAACTCCTCCATTGGGGAACCCATGCTCAGT\nCCAATTGTTGGTTGTAAGCATCCGCCTCTGTATTTGTCAGGCTCTGGCAAATCAAATACA\nGCAATATCAGGTTCCTGTCAACAAGCACTTCTTGGCATCCACAATAGTGTCTAGGTTTGG\nAGACTGTATATGAGATGGATCCCCAGGTGGGGCAGTCTCTGGATGGCCTTTCCTTAGATC\nTCTGATCCACACTTTGTCTCCGTATTTCCTCCCATGAGTATTTTGTCCCCCCTTCTAAGA\nAGGACTGAAACATCCACACTTTGGTCTTGAGCTTCATGTGGTCTGTGAATTGTATCTTGG\nGTATTCCGAACTTTTGGACTAATATCCACTTACTAGTGAGTGCGTACCATGTGTGTTCTT\nTTGTGATTGGGTTACCTCAGTCAGGATAATGTTTTCTAGTTCCATCCATTTGCCAAATAA\nTTTCATGAATTCATTGTTTTTAATATCTGAGTAATACTCCATTGTGTAAATGTGCCACAT\nTTTCTGTATCCATTCCTCTGTTAAAGGACATCTGGGGTCTTTCCAGCTTCTGGCTATTAT\nAAATAAGACTGCTATGAATATAGTAGAGCATGTGTCCTTGTTATATGTTGGAGCATCTTC\nTGGGTACATGCCCAGGAGTGGTATAGCTGGGTCCTCGGGTAGTACTATGTCCAATTTTCT\nGAGAAACTGCCAGACTGATTTCCAGAGTGGTTGTACAAGCCTGCAATCCCACCAGCAATG\nGAGGAGTGTTCCTCTTTCTCCACATTCTCGCCAGCATCTGCTGTCACCTGAGTTTTTTAT\nTTTAGCCATTCTGACTGCTGTGAAGTAGAATCTCAGGGTTGTTTTGATTTGCATTTCCCT\nGATGACTAAGGATGTTGAACATTTCTTTAGGTGCTTCTTGGACATTCAATATTCCTCAGT\nTGAGTATTCTTTGTTTAGCTCTGTACCCCATTTTTAATAGGGTAACTTGATTCTCTAGAG\nTCTAACTTCTTGAGTTCTTTGTATATATTGGTTATTAGCATTCTATTGGATATAGGAATG\nGTACAGATCTTTTCCCAATCTGTTGGTTGCTTTTTAGTCCTATTGACAGTGTTCTTTGCC\nTTACATAAGGTTTGCAATTTCAGGAGGTCCCATTTGTCTATTGTTGATCTTAGACCATAA\nGCCATTGATGTTCTGTTCAGGAAAATTTCCCCTGTGCCCATGTGTTTGAGGCTCTTCTCC\nACATTCTTTTCTATTAATTTCAGTGTCTCTGGTTTTATGTGAAGTTCCTTGATTCACTTG\nGACTTGAGCTTTGTACAAGGAGATAAGAATGGATCGATTTGCATTTTTCTACATGCTGAC\nTTCCAGTTGAACTGGCACCATTTGTTGAAAATGCCGTATTTTTTCCACTGGATGGTTTTA\nACTCCTTTGTCAAAGATCAAGTGACCATAGGTATATTCTTTTATTGTTGAGAATAGTTTT\nCACTATCCTGGGTTTTTTGTTTTTCCAAATAAATTTGCAAACTCTATGAAGAATTGATTT\nGGAATTTTGATGGGGATTGCATTGAATCTGTAGATTGCTCTCATCAAGATGGCCATTTTT\nGACTATATTGATCCTGCCAATCCACGATCATGGGAGACCTTTCCATCTTCTGAGATCTTC\nTTTGATTTCTTCAGAGATTTGAAGTTCTTGTCATACAGATCTTTCACTTCCTTGGTTAGA\nGTCACACCAAGGTAGTTCATATTATTTGTGACTATTGTGAACACTATCTCTTTGTTAACA\nAGCTGGACACTAGCATTTTTCCAGTTTCACATATGGCATCTTTTGGCTTTGAGCTCTGAT\nTGATGTCATTCAATTGCTGTCGGGTAAAGATTTGATTTTAGGTATAATACAAAATTGTTA\nATGTTTATTTCAATGACATTGTCCAAATTGCCAGGGTTTATTTTGTGTTTTGTTTGTGTA\nATATTCCCCAGTTTTCTTTAAGTCTGGGTTTCACTCTAGAGCCCTGGGAGGCCTTGAACT\nCTCAGTGTAAACCAAGCTTGCCTCAATTCTCTCTATAAGTCAGGATGGCCTCAAACTTGT\nAGCAATTCTTGTCCTTCTGCCTCCTGGATGCTGAACTCACAGGCATGTCTCAGCATGCTC\nATATTTTATGTTTTGTTCCTTGTACATATTACACAACAATTCCTCTTTACCTTAAGAATT\nTACATATAAAGATTAAAGAATTTCCCTTTTTGAGCTCTTTCTCTCTTCTGCCTTGATTCA\nGTTTTGTGTGTTCAGCAGAACTGACCCTGATGGTAGGGGTTCGGGTGAGCTGGGCTGAGG\nGTGTGCACATGGGAGAGCTGGCCCTGCCTCTTGTTTGCTGTGCAGCAATGTGGGTGGGGA\nAGAAATGCCCTCTCTCACCTTTGTCCCTTGCCACCTATGACAGGCAGGAGCACTGACCCT\nTGGGTCCTGAGAGCAGGATGCTAACCCTGCCTCTCACCTGCTGCGTTTCTCAGGAGAGCA\nGGCCCTGCACTTTGCCTGGGCAGCAGAGTAGAGCTGGCCCTGTATGTGGAGTTGCAGGTG\nCGTTGGCCAATGGGCATAAGTACAGGAGAGCTGCCCCTGCCTCTTTTCTGCTGGTACTGA\nTGGCACAGAAGAGGGAGAGGCACCCTCCTCCCTCCTCCCTCCTCCCTCCTCCCTTCTCCC\nTCCTCCCTCCTCCCTCCCCATCTGTGGCAGATGGGAAACCTGGCCCAGGATTATGAGAGT\nTGAGAGACCTGTCCATGTACCTCACCTGCTGCAGCACTCTGGAAAGCAGGCCCTGCACCT\nCACCTGGGCAGCAGGATAGTGCTGGCCCTGGTTGCAGGGCTTGAAAGTGAGCCATCCCTG\nAGGCTCTGAGATCATGAGAGCCAGAGGGCTGACCATCTCTGATGCCTCTCAGGCCCAGTT\nCCAGAGCTCTGAGTTGGCCCACTCCAACATCTACCCTGTCAGTGAAATGCTCGTATGCAT\nGAAGGGGCAGGCTCTCCAGATCCAAAACTACAGGACCTCTATGACACAGGGCAACAACAG\nGATATCTGAGAGGAGTCCCAGTGAAGTTCCAGAATTGATAGAGTAGCAAAAGTCAGAGGC\nCTAGAACCAGACCAAGAAGTCATTGCAGTGAACATTTCTAAGCAAAGAAGTGTGGGCAAA\nAGGGAATCCTATGGGACACACTGTGACACATTACAGCTTCCACAACAAGACATTTTTCTC\nTGTTGGTGGAGAGGTTGCAAGGCTAGAGGGGAGGTGGAGATGAGCAGGATTGGGGTGCAT\nAATGTGAGGTTCACAAAGAACCAATAAAAATTTTTTAAAAATCTTAATTTTTTGTATGTG\nTGTTAATGAAGCAGAGGTAAAATGTAATTCTTCCAGTGAATGGCTGTTGTTCTATCTACC\nATCTTTGACAAGTCTATTCTTTCCCCATGAGGTACAATGCCATTATCTTAGTTAGGGTTT\nTACTGCTCATGAACAGACACCATGACCAAGGCAACTCTTATAAGGACAACATTTAATTGG\nGGCTGGCTTACAGGTTCAGAGGTTCAGTCCATTATCATCAATGTGGGAGCATGGCAGCAT\nGCAGGCAGGCGTGGTACAGGAGGAGCTGAGAGTTCTGCATTTTCATCTTACTGTTGTTAA\nCAGAATACTGGCTTCCAGGCAGCTAGGACAAGAGTCTTAAGCCAGTGCCCACCGTAACAC\nACCTACTCCAACAAGGTCACACCTTCTAATAATGGTACTCCCCAGGCCAAGCATATACAA\nACCAACACACCTAGTAACTACAGATGTTGGACATTGTTACTGTTATTGTATATATGGTAT\nAGATATGTGTGTGTTCAAGTGTGTGAGTGTGGGCACACATGGCACACTGTGCATGCGGAA\nGTCAGAGGACACCTCAGGCTCTGGTCCTCACCTGCAGCTTTCTTTGAGATGAGTCTCCTT\nTGCTTACATCCACCTGGTACCTGGCATCTTGCTGACGGATCACTGGGATTACAGATACAT\nGCTACTAAGCTTGGCTTTACATAGGTTTGGGGAATCAAACTGAGGTCCTTACTGCACCAC\nTGAACTATCTCCCCAGCCCATTTCAAGGGCATTTAATGAAGGCTTTTTTTTTTTCTTTTT\nGCTCTCCTTAAGGATATGAAGAGGTTGTTCATATTTAAAAATATTTTTGTCTTTTCCTAG\nTTGCTTTTATTTTTCTTACTAAATTCTAAGTGTCCATGGATACTCTAATTCTTAGTTAGA\nAATGTCTTGTAAACATTTTCTCTCTGTAAATTGCAGGCTCCTTCACACTTTTAGAAAACA\nCTTTGTCGATTCTTTGTGAGTTTCACATGATGCACCCAGTCATGCCCATTTCCCCCTCCT\nCATCTATCTACCCGTTGCCCTTGCAACCTTCTTCCCAAAAAATAAAACACATTCAGCAAA\nTAACAAGGACAAAAACAAAAATCAAAGCATAGAAAACATTGTGGAAGCTGTAGTGTGTCA\nCAGTGTGTTCCACAGTATATCCCTTTGTCCACACATGTTCTTTGCAATGAGTCATTGGTC\nTGGCTCAAGGTCTCTGGCTTCTGTAACACCATCAATGTTGGATCCTCATCAGGACTTCTG\nGTTATGCTGTTGTTGCCCTGTGTCATGGAGATCCTGCAGTTTTGAAAGAGCAGAGCTGGC\nCCCTTTACACATCCCAATCATTCATAGATAGTATAGAGTTTGTGCTGGCACATCAGAGCC\nCTGGATCTGGGACAGGGTGGTAACTGAGCTGGTTGCCCACCAACCTTTCCTTTTCTACAC\nCTCCAGGACAAGCTCTCCAGCACTGCTCTGGCTAGGGCACCCAATGTGTCTGTCAGCAGC\nAGGCAGGGTCAGCATTCCTGCTCTCATGTCCTCCGGGCCAGCTCACCCATACCCAACTTG\nAGCCAGAGCCAGAGCCAGAGCCAGAGCCAGAGCGCTGACAGGCAAGGTGCAGGCTCACTC\nTCCCAAGTGCTGCAGCCTATGAGGGGCTGGAACAGCTCTCCTGTTCTCACACCCCCAGGG\nCTGGCTTAGCTGCACCCCCTCTACCAGGGCCAGCTCTACCATGTTACCATGAGAGAAGGT\nGCAGGGCCTGCTCTCCCAAGTGCTGCAGTCATCAAAGGGCAGGGCCAGATTACCGCCCCC\nCTCATGACCTCAGGGCCAGTTTTCCTGTCTGCAGCAGGTGGTGAGTGGCAAGGGGGTGAA\nGGGCATCACCCCACATTCATTCCACCTCAAGGCAGGTGAGTGGCAAGTGACAGGGCCAGC\nTCTCCTGTTATTTCACCCTCAGAGCTAGTTCACCTGCACCCCCTTGACCAGGGCCAGCCC\nTGCTGTGCTGCCCAGGCGTGATGCAGAGCCTGCTCTCCCCAGTGCTTCTCCTGAGTGTGA\nGTGCTTCATCTGGCTATGGACATGGCCAGCTCACCTGTTCTCCTGACCCGAGTCAGCTCC\nCCTGACTGCCGACTGCCACAGGCTGCAAGGAGGATGGGGAAGGGAGGGATCATCCTATAT\nCCATGTTAGCTCATGGCAGACAAGTGGCAAAGCTAGTCCTCCTGTGCTCTTGCCCTGGGG\nGTTGGCTCCTCTGCTCCCCTGCCTCCTGGGTCAGCTCTCCTGTGCTGTCCAGGTGAGATA\nCAGGGCTTGTTCTCCTGAATGCATAGCTGATATGGAGCTGGGTTGGCTTTCCAGCTTTTC\nCTGGTGCTGGAGGTGGAGGTAGGGCACCATTTCTGCACCTGTACCACCCCACAGTAGGTG\nAGTGCAGGGTCAGCAGGTCAGCACACTCACACCCTCTAGCAGGTTCATCCCTGCTATCAG\nGGCAAGCTTCACTGAACTACTTGGGCAACGTGTAGGCAGTCTCCCAAGTCCTGCCTGCCA\nCTTGAGAGATGGGGGCCAGCTCTCCAGAGCTCGGCATCTAATGTGGGGTGGAGTAAGTTA\nTGCATAGCTCCTGGACATCCACGCAGTCCTCAGTGGCTGCCCTGACTAAGGGCATCACTG\nTGTTCTCTAGTGGTAATATGAGCCAAGGAAAATGACATGGACCTCTGTCATTGTTGCATA\nGCCATGGACTCAGGCTTGACCCTCAGTAACAGCTCTGGCTGGGACCTCACCATGGCCCCA\nGGTAGAGAGACTCACCACTCATAACAGGCTACTTTTTTCCACCCTTGAGTCTTCAGTTAG\nATCTCTCTTTATAATGCTTAATTTGTTCCAACTCTCTTTCTCTCCTATCTGTTGACCACA\nTACTTACACATTGTGGTGGCTCCTGTTGCAGGCTAGCCATGTGGCTGGCAGGCCCCTGGG\nTGACATTCTCCATCCACGGGCAAGCAGGTGTCTGGAGTGTCATGGACTGGAGGGCAGGTC\nTGTGGGTAGCATGGTGCTCTGCAGGTCTTTCTCTTCCTGTGCTGTGCTGCCTGGGTTTGA\nTTCTATTTCATTTGATCTTTATGAGTCCTAGGCTTAAGCCAGCTTTTGGCCACCAAGCCA\nGGCATTAAGCTAGGATGAACAAAGGGCTGTCATCTGCCCTGCCCCTGACTGATACAAGAG\nCAACACCACCAACAAGGCATCTCTTTGCCTGTTACCTAAAAGGGTAAGGCTCCTTTATAC\nTTTTGTTGATTATGGCTCAAAAGACAAAATATTTGATTCATCAAATCAGTTTACCAGGTT\nTCTCTCTTGTGGTTTGGTTCCATGCCGTGTCTGAGAAATGCTTTTGTTTTAACCCAGACT\nCTCAGATGTTCTGCTGTTTCTTTACAGAAAAAAATCAAAACCCTTGAGTATTTACGTTTA\nGTCTCTGATGCTTCTCGGGTTTTAGCAAATATGGTTTGAGTTGAGTTTGCGATTCATCTT\nCTCGTTCATTAAAAAGCAGTTATTTCAGCTCCATTTGCTGAGCAGACCATCTTTCCCTCT\nACTCGATTGTCGTAGTTTCTTTGTTGAAGATTAATTGACCATATATGCACGAGTCTATTT\nTGGGTGACTCTATTAAGTCTTATTGATCCACATTCTGTTCGAACTCACAGACTGATGACT\nACACCTTCTTAGCCAGTCTAAACACCAGAGTCAGTCTTCTCTCTTCTTCTCTGATTCATT\nTCAACTTTTCTTCCCTCTGTATCTCCCCATAGATTTGAAAAACAACCTGAAAACTTCTTC\nAAAGAAAGTCTGTTTGGATTTTAACACTATCAGGTCTTCTCCTATGACTTAGGTATCTTT\nCTGTGTATTCAGGTTTCCTTTCTTTAATTTTTTTTTCAGAGACATATTTGGCTTAACTAA\nCTTTCCAAGTCTCAGTTGTCTATTGGCAATATGTGAAAGAGTTATTGTTATCATTGTTAT\nTATTATTGTTATTATTATTATTATTGTTATTATTATTGTTATTATTATTGTTGTTATTGT\nTATTATTATTGTTTTGCCTCTATCTTGCAGCTTCACTGAAGACTCCTTCATGAGTTGTAA\nTCATTTTTTAATGATATCTTAAAATTAGAAAATGACATCTGAGAAAAAAGACATTTCTCT\nTTCCCCCCTCCCATTCACTTGCTCCCCTTTCCTTGCCTTGTCATGTTCACTACACAAGAT\nGTTAAATAAAGGTGGTGTGAGTAGACATTGTTGCATTAATTCTAGAATGAACATTTTTTT\nTCCTGGCTGTGTGTGGTGTGAGGGCAGATTTTCTTTTAAACTGAATTTATTTTGACAATG\nAATGAAGATATTTCCCCTGAGCACTTTCACCTAGAAGGAGAGTTTGTTATGATGCACAGA\nATTTTGTATGATGCGTAGGAAAGGGATCTTGAATAATCTACAGGTATAAGATCTTGTATG\nATACATAGGTATTGGATTTTGTTAAACACTTATTTTTCATGGATTTTTGATGCTCACCCT\nGCTTCTATTTTGTGCTTATTAGTATTAATCATTATGGTTAATTTTTTGAACATCAAACCA\nACCTTAAATGTTTGGGATAACCCCAACATACTAGTGGTATGCTATTTTTATAAGCTTCTA\nAACAAAGTTTGCTAAAATATTATCGAGGCCTTATTATTTTATTTTATGTGTGTGCAGTAT\nGCCACAGTGCACACGGGAGGTCAGCGGGCAATCTGATGGATTCAGTTCTTTCCTTCTACC\nATACGGGTCCGTGCTTGGCAGCCAGCACCTTTATCCTCTGAGACATTTCACTGGCCCACT\nGGGTGAGGATGTATATAACTATGTATCAGTTTCCTGTTGCCTCTGGAGACAATTGCTATA\nAATGCAGTGGCTGGGAATAATACAGAGTAATCTTTTTATAGCTCTGGTGGTCAGAGGCCA\nGAGGCTGTATCAATAAAATGAAGTCTAAGAGGTGGCCAGGCTGGCTTCTAAGGGTACTCT\nGAAGGGATATGTTTTCTAGTTTCCATTGTCCCCTCCCACCATCTTTAAGCTCTTCTCTGC\nACTCTCTTCTTTTACCCTCAGTGTCTCCTGTTCCCCTCCTGTGAAGACTGCTGTGGTCTT\nACCAGTTCCAACTGGTAATCTAGTTTATTTCTCCCCTTTCAATATCCTCAGTCACCGTCA\nCCAAACCCCCTTTAATTACAAGGTAGCCTTTTGAGGTTTCAGAGTGTTTTCCTGAATTTT\nTATGTAGTTTTGGTATAAGGATAATGCTGACCTCATTAAGCCAATTGAGAAATATCTGAT\nACCATTTTCTGAGAGTTATGTGTGTTGAAAGTGTATAATTTCTTTCTTAAATATTTAATA\nGAATTTATGAGCAAAGCCATTTATCCCTTAGCCTTCCCTAAATCCCCAGCCTGTGTCTAA\nGTCGGTTCTCCATTGTACTTTATCAATAAGTTTAACCCTTTCTTGGAGTACTCAGTAATA\nCTCATGGTGTTCTGATTGCTCTCCTCACATGAACATCTCATACCATCTGTCCTTGTGTTT\nGGCATATATTTGTTGAGTGATCAATTGACTGACTAAGGAATCAAATTCTCGTGACGTATG\nCCTGTAGTTTTATGAAGTTTTCTTCCCCTATTTTTGATTAAGTTAGCTCATAGTAGTTTC\nTCTTTGCAGCATCTGAAAGTGTGTCAAGGGTCATCATGGATGTGTTCAACTTTGTGGAAG\nGCTAATGCCAATGTTATGTTCCCAGTGAGTAGAAGACTGATGTCAATGTTATGTTCCCAG\nTGAAAAGAAGGTGTTGAGGAGAGCTGGGGATGGTAGGAGAACACATAGGAAGAAGAAGCC\nAGGTTCACCCAGTCTGGCTTAGCCTGGAGGTCTAACACACACACATATTCTCAGAAAGAG\nGTATTTAATGTTTCTTAGCTGGTTTAAGGAGGTTAGCATTATCCTGATACCAAAATGACT\nTAAAAATTGATGAGAAAAGTAAAGATCCTCTGGAACCTCCAAACATTGCCTTGTAATTAA\nGGGGACCTTAGGGCTGTGATTAAGGATTCTGAGAGGGTAGAGATAAACTCCCTTGCTTCT\nCAGCTGAGCATGAAAATGAGCAAGACCAAAGTGTAGGCTTAGATTTTTTTTAAACCTATG\nTTTAATAAGGGTTTTCAAATGCTTCAATCCCCTCTTCTAGCCCACCATCCAAAGATAGGG\nGAGAAAAGATGGTAAACAGGACAAGGGGATGTGGACCTGCTTAGGGTAGTTCCTAGGGAC\nAATTTTAATCTCTGTTTGTCAGGCTAGCAGCAGTCCAGTTCATTAGTGTCAGGAGAGCAA\nGCATGAATCAGTAGCAGTGACAAGATCCAGCAGAAACAGCCAGGCCTCCACTGAGTCGGC\nATGAGTCAGCAGGAGTGACCAGGACCAGTCGGAGACTCCAGTTTTCAAAGGTGCCTCTCT\nTAACGAAGTGAAGATCAGCAAAGATGAAAACGCAAGACCAATGAAGGGTTGTCAAGCTAG\nTTTTCAAGCCCCGTCACTGTCCGTTCAGTCCTTCTTATACTTTCTCCAAGATCCTGCCAC\nATATCTTGCCTCCATGAAACACCACGTGAGTCTGTATCAAAGCATGAATCAGCGGCGCTG\nGGCTTGAAAGAGCCTAAAGCTGATGTAACGTGTGACCTAGCTTTGACTGCACATTCCGAT\nCTCTCCAGGCTTGCATCTATAGCTCTAGGTTACCATCTAATACAGCTTATATTCTTCCTT\nCCCTAAGGATAGCTGTGCACACACTCAAACATATCAATATTTGCCTCCAATTTCTAAACA\nTAGTTTCAAATGCACTGGGGAGAAAGGACCTCCTTCATTTTGATCATCTAGATGTATTAA\nAATATAAAGAAAAAAATTAATCACGATGCTGAATTCCTTTTTATTTTTTTCCTCTGTAGG\nAATTCATCTGTGTCCTCAGTTCCCCCGATTGGCTCACTTTATGATGGTTTCTGTCTGAAT\nACAAAGTCTCCGTGGTTCCTGCAAGTCCTTGCTGTCTGATTCATTGCTGTTGCTCTGAGA\nTCTATCATCAACTACCAAATCTTGAAAATTTGCAAGAAATTGAAAGCTCTCCAGGGGAGA\nCAGGGAAGGGAAATAAATGTATCCTCAGATGCCCTCGCTCACTCAATCTGACAAGCGTAG\nATTATGTTGTTTGAAATACTTTCCAGACTGCTAGGAAGTGTCCCCAAGTGGGGGGCATGA\nAGGGAATAAAGCCTTTGTACCATCGGACACTGCCTCACTGTTTATGAAATCACAGTTTGG\nAAATGAAAGACTTATTAAATCATCTGGCCCATGCTGCTAGGACAGACTTTTCTCATTCTC\nATCCTTCATCTTGGCCAGTGAGTGGTATTTGGGGTTTGACTGATCCCAAGAGCTTGTGTG\nTAGCAAGGCTGCTGGAGGTCAAAGGTGAATTCAGTTCTTGTTTATATCTGATAACCCTAG\nCTCTCCAAAGGTATCTAGTAGATGCTTAGTGTTTGTTAAATGGAAGGAAATTGATTTTTT\nTTTTTATATACAGCAAAGTCTTTGGCATGGTGAATGTTGGCTACTTTGCTGATGGAATTG\nATACTGATGCTTTACAAATATTTGAAGCAACCTTTGTTAACTTTTTGACCTAGGCATAAA\nAAATAGATACATCTGTTGTAACAAATATGAGGCCAGGGAACACAAATGAATACTAAGTAA\nCAGAGCTCACTGACTACTCAGAAAAATAGAATCAACTCTTAAATTAGAGCCATGTCCAAA\nGTGTGGAGCATAGATTCTGTTATGTCATCTTCTAAGAGGTCTTAATAGATTGCACCGACA\nATAATTAAAAGACCAGTGAGAAGCATGACAAGCACTGGGCTTGCAAGATGCTCCTCAGAG\nGACAGCAGGAAGAACTGTGGGAAAAGTTAGGAAAGACAATGGACTCCTCACAACGAGATC\nGAAATCACAGAAGGATTTTCATTTTTAATTCCCCATATTTCTTTTCTCTAATTGATTGTA\nTACTGTGGATGTGTGTGTGGTTGGGCACATACCACAGGGCATGCATGGAGGTCATGGGAC\nAATTTGCAGGGGTTAAACTCAGATTATCGGGCTTGGCAACTAGCACTTTTCTCCACAGAG\nCCATTTTTCTGGCCCCTATACTTCTGCATAACAGAATCAGAACCATTCAGAAGCGTGGTT\nCTGGCAGCCTCATCTCAAAGGCACCTGTATCATGACTTCAGTGTCCCTAAGTGTATGCGT\nTGATCTCTGGCAGACATGGGAGTCTTTATCAGGCAACATTTGAATAGAACATATGGTAAA\nATGAAAAATTGCAAAATCAGAGAATTGTCTGCATATTAGACATATGGAGTCAGCATTCCT\nTAAAACCCACCCTGGGTCTTATAATACAGTACTGTTAGGTTTAAGGGGAATCTCGGTCTT\nTGTGTGAATGGTGTCCTCTGGGTCTAGTGGCTCTCCACCTTCCTAATGCTGCAAACCCTT\nAATACAGTCCTTCATGTTGTGCTGACCCCCAACCATAAAATTATTCCTGTGGCTACTTCA\nTAACTGAACTTTTGCTACTGTTGTGAATTGTAACGTAAATATCTGGTATGCAGTTGGTTT\nCAGGTGACCTCCGCAAAAGGGTCATTCAGTCTTCAAAGGGGTTGTAACCCTCAGGTTGAG\nAAACACTGCTCTGGGTCAGAAAGGAAAGAGCAAACCACCACTAAAAAGTGTAACTGCCTG\nAATCTTCCTGGCTTCACACTACCCTGGTCATTAGAGTTGAGTTGGTTCAGCTGTCAACTT\nTAGTTCTCAAACCTACTGTGATAAATTTTGACATCTTTCTTTCTGCCTCTTCTATTCCTG\nTGAATAGTTGGTCATCAACTCCTGTGAAGTCCAAATCCTTACGTCCAAATTGTAGGCCAC\nATCCCCATTTAAATCCACTCTCCTGTTTGTGATCTGCCTGCCATCTTGCTAATACTCATG\nAGGAATAGCAAGGAAGAAAATGGCTGGGCATGCTGAGGGCATGCCTGGGCAGGGCTGCTT\nTGCTGTGCCAGTCTCAAGCTTCATTCTCTGTTCCCTGTCACTATCTTACAGTTTTTCATC\nCTTACCAAGCTGGAGACAAAATTTTCATTTTGTATGAAGTTCCTCAAATGATAGAGCTGG\nTCATCAGTCAACTCCATCTGTTTCTTAGAAAAGCAGAAAGTTGGACTTGGATGGAACACC\nAGAGAAGGCTGTATCATATGACAGAACATATTGATGGTAAATCTTTACTTTTTGTTCCTG\nTTTGATGATCATCATGGCTCTAGGGAAGATTCATTCTTGCTGGGAAATGGATATGTGTGA\nGCCATCAATATGCTATGTATGATTCCTTACAGAGTGTCTGAAAAAGTCTGGGATATAGGC\nAGCTCGAAAGATGGAAGGGAGGGAGGGAGAGAAGGATGGAGTTTAATTGGGGGTGTGGTT\nACAGTTTCAGAGGGGTAGATAGTTCATTTCTAGCATGGTGAGAAGCATGGTGGTGGGCAG\nGCAGGCATCACTCTGAGAGGTTGCATCTTGATCCACAGGCAGCAGGAGAGAGAGAGAGAG\nAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAG\nGAGGGGAGGGGAGGGGAGGGGAGGTGGGCTTTTAAAGTCTCCAAACCCACCCTCAGTAAC\nCTCCTCCAACAAGGCCATACCTCTTAATCCTTCCCAGGAACTGAGAAAATCATGTATGGC\nCTTTGATGATCAATTGTCATACATTGTCCCTGGAACTTTGGTGACATTCCATGGGTCGTT\nATCTTTTGCAGGTCATTGATACTCTGGATCAGGATAAAACAATTCTTCATGCCTTATTAT\nTGCCTTTAGATCTTTGTTCCGTTTTGGCTTAAAGAAGGAACATGTTTACAAACCTCTAGT\nGGCTTCTCTTTAGCCAAAGGAGCTCAATATGTAGCTTATTCAGTGGAGATGTGTAGAGAA\nTGTGATGTTGTCTAACCATTGCAACGCCAAAATCATAGTATTTTGAAACCTGGTGAGAGT\nAAAAATCACACAGAAAAGTTTATTTGTGTGTTAGGTTTATTGATGTCCCTTCATGCTTCT\nTAGCATCATATCTCACTATAAGACAGTCTTTCAGTATTGATTTATGGTGTGAGTGAAATG\nCTTTCAATACATGAGTGGAAGCAAAGATGAAGATTTTCAGCAACAATTTCTGATTTCCAA\nAAATTCAAAAAAGAGAATTTTTTTCTGTCTTTCACATGCTCATACAGAAATAGGTGAAAT\nGAACAAAGAATGTATAAGATCCTCTTTTATATTTTCCCACATAGAGGAATCTCCCTAAGT\nATTGTGATACCTATCTGATTTGCTTGCTAATATATTTCACCAGCTGAGAACTGTACCAGT\nTACACAGAGATATGCTATCAAATCTTCAGACGACTGTCCTGAGAACAGATGGTGGACATT\nTCTGGAAATTTCTAGAAATGAAGGCACCTCTCTAAGGCTGGTGTCATGATTCCCCACTGC\nTTTACTCACGTGTTGCTCTCTATCCAGCTATAAAAGGCAACCATCACGTTCAACAAAAAT\nCTCCTGCTGAAGACTGCTAAAAGTAGGTCAGGGGTAGTCTTTAGATCTAGAAAACAATAG\nTTTCGCAACATGGATTGATAATGAGCTATAATTTATTTACTGATAATCTTAGTTAGGATT\nTTACTGCTGTGAACAGACACCATGACCAAGGCAACTCTTATGAGAGCAACATTCAATTGG\nGGTTGGCTTACAGGTTCAGAGGTTCAGTCCATTATCATCAAGGTGAGAGCCTGGCAGCAC\nCCAGGCAGGCATGGTACAGGCAGAGCTGAGGGTTCTACATCTTCATCTGAAGGCTGCTAG\nCAGAACATGCAGGCAGCTAGGATGAGGGTCTTAAAGCCCACACCCACAGTGACACACCTA\nCTCCAACAAGGTCACACCTCCTAATAGTGCTACACCCTGGGCCAAGCATATGCAAACCAT\nCACAATCATTGTAGATACATTATTATAAGGTGGCTGAGGCTTTGCAATAAGATCCACTTT\nTCAATAGAATCCAAGTGAGAAGAGGGCAAGGTGGGTAGGATTTCGGCAGTGAAGTATTTG\nCCATATTAGCATGAAGCTCTGAGTTTAGTGTCCAGCATTCACACAGAGATATGGGGAGGC\nACAGGCAACACAATTCCTGGGACTCATGGACCCCTGCCTACTTTACAACTTCCAGGTCCC\nAGTGACAGACCCTGTCTCAAACATGGATGATACTAGGGGGTGTCAAGTGGAGGTAATGGT\nGGGTGGATATAGTCAAAATATTTTGAATATATGTATGGACAACCTCATCAACAATAGAAA\nCACTCCAAACCATGGATGGCTTGACTTTTTGGCACACACACACACACACACACAGAGGCA\nCACACTGGGAGAACTCATTTTCTTGGTAGTCTTCTGACTCAGCTCTATTACTAGTTATTA\nTTATTACTAACTAGGGCACTTTCCAGTTGAGAACAGGATCATTGGAATAGCCAGAGCTCA\nTTTCAGCTTTCATCACACATTCATTTTCCTGTTTAAACCTTAAGATGTACATTGGATGTT\nTTCTGGTGTAGCATCTTCACCCAAATGCAACCTTAATTCTGCAAACTAGATCACTGAAGG\nCTGGGTCTGAGGGGTGAGGGATAACAGTGACTCAGGGATTTAGGACAGGGATCCATCACT\nCCTGGGGTGCGAGATCCTTCTTTCCATGCCCTGGGCACATGCTGTCAAGCAGCCTGCTTT\nGGCTTTGGTAGCTTGAGCACCCTTAGCAAGGGACAGTTTCCTACTATGTAAGTGGAACTG\nGCTATTTCCTTAGGTAACTTTGAGCAACACCACGTGTAATGCAGGGTTTGTACGATTAGG\nCTGTACACACGGTGGAACAATTGTACAGATGGTCTTGTTTTAGTCCATATTTCCAGGAAG\nCTGACTATTGCATGGACACTCGTGAAAAGGTCCCTCTTGATTATTTTCTTATTGAGTATT\nTCTATCTCCCCAATGTAACTTGTAATAAATTACATCCAACTACTGTGGGCCGCCAAAGGT\nTTCATTGGCTCTTTTGTGTTTCTTAGACTGCTTTGTAGCTAGGGTGAGCCAGGTAACAAG\nTTCTGGCCATTTTAGCCTCAGAATATGCAGGAATCATTAATCCATGAATCACTGCATGGT\nAAAATATTATTATCATCCTGCTTTGGGCCTTCATTGGCTCATGTCCCTTAAGGCATGGGT\nTTTTTCTGTTAATACAACTACATTAATACACAATATGAGCGAAATACCACAGAAATATGG\nACAAGAAGGCTCGAGTCTGAGGGTAGTCTGACTGATCTTTAATGGTCAGTGGGATTCATG\nCTTATATCAGGGACTTATATATCTGCCTTAAAACCAAGGTACAGGAAGTATATATGTAAA\nGAAAAGAAATTGAAGATATATTCTAAATTATGCGTAGATACATGTGGGTTATGTGCAAGG\nGAGTGTAGCTGAATGAGTGGGCCAGAAGAGGGCATCAGATCCCTGACCTGGGCACTGGGA\nACTGACTGGGTCCTCTGGAGGAGCAGCAAGTGCTCTTCACCACTGAGCCACCTCACCAGC\nCACTGAAGGCTCTGTTCACGGCAGCATCATGCACAGAGGGCAGAAAATGGAACTGGAGCC\nAAGTGTAGGTAAACAGACAAAGGGATAAGCAGACATACTGTGTGTGCTCTTGAACATGGT\nCTGCCTTTAAAAGAAATGACACCACGGTATGGTAAGACGTGGCTGGAGTCTGCAGACATT\nAGCCTGGGTTCAGTAAGTCACACACCAGAAGGTACTTACTACGGGATTCCATGCAGAGGT\nGGTGTCTACAACAGTCAGATTGACACAGATAGAATAGTGGTTGCCAGAGCCTTGGGGATG\nATAGCGTGGGCAGTTCTTATTTCAGAGTTTGAGGAGATAAAAAAAATGCTCCGGAAATGG\nATGACATTGATGATTGTACAAGAACACAAACATGTTTCGTGCTAGTGAAGTGTCCTGGCT\nAGTGTTACCACTGCTGTGATGAAACACCATAGTCAAAAGCAAGTTGGGGAGAAAACAGTT\nTATTTGGCTTACATTACAATGTTGTAGTTCACCACTAAAGGAAATCAGGGCAGGAACTCA\nAACAGAGTAGGAACCTGGAGACAGGAGCTGATGCCAAGGCCATGGTGGGCTACTGCTCAT\nTGGCTTGCTTCTCATGGCTTGCTCAGATTGCATTCTTATAGACCCCAGAACCACCAGCCC\nAGGGGTGGCCCCACCCACAATGGGCTGGGCCCTCCCACAACAATCGCTAATTAAGAAAAT\nGCCCTACAGGTTTGCCAATGGCACCATTGTGTGGAGAAGTTTTCTTTATTGAGGGTCCCT\nCCTCTCAGATGACTTTAGCTTGTATCAAGTTGACATAAAATTAGCAGACATCAACTGTAT\nGTGGAAAAAATAGTTACGATGATAAATTTTGTGTTATGTACATTTTGACATGGCTAAGAA\nAAAGGGGGAAACAAACAAACAAACAAAAACCCGTGGGTACACAGGACCTTGATTCAACTC\nTGAGACAAATAATTATCTTGCCTTAACCAATGAATTTGGTATGTATGTGTGTGTTCGCGT\nGTGTGTGGGTGTGTGTGGCTTGCTTCACGTGTGTAGGTCAGATGACAATCTTACGTGTGG\nGGTTCATATGTTTGAGCTAAAGTCTCTTGTTTATTCCTGCTTATATCAGGGTTCTGGCCT\nGTCAGCTTCTGAGGATTCTCTTATCTCCACCTCCCATCCTGCCACAGGAATACTGGAATT\nATAGATGCTTTCTGATGTCTGCTTTATAGGTATTCTTGGAATTCTGTTTTCTCACCCACT\nGGGTCATCTCTCCTGCTATACATACACACGTGCTCGCGTGCGCGTGCACACACACATGTT\nGAGTTTGTATATATGCACATGTGTTTAAAATTGTGCATATGTGCATGTGTTCATGTGTGT\nAGGGGTGTACATGTGATGATCAGAGGCAAGTCTTGAGTATTACCCTCAGATACACAGTCC\nACTTTCTTTGAGACTGAGTCTCTTATTGATCTGGGGCTCACTAATTAATCTCACTGATGA\nATAACTAAGCCCCACGGATCCTCCTGGCATCTTTGCCTCTCCAGTGCTGAGATTACAAAT\nGCGTGCTATTATTCCCAACATTTCACTTTGGTTTTCAGAATACCACTCAAGTCTTTAAGC\nTTTTAACTTAAACAATGTGACACCAGAGCCACGCCTCAGCCCACCTGTATTTTGTCTTAA\nTTCTCTCTTCCTAAAATGTCACCCCTTCTAAGCAAGCTGCTACTGTGAGCCCATTGCTAT\nATTTCTGTAATGGACTAAAAATAGTAGGAGGGTTGGGTCTGCCTGATCCATACACCACCT\nTGAGAAATAGTTCCACACTGGCTACAGCAGGGTTTCTTAAGCCTGTTCTACACTTCCTCG\nCTCAGCCAAGGAGTCATCTTATAACCCGTGGTATATAGGTGTGTAAAATAGGCATACTAA\nTCAAATATTTACTGACAGTCACAAAAATTAAAAAACATTGTGTGTGAATATTATATGTGT\nGTGTGTGTGTATACATACATACATATATATATACACACATATATGATTTTGCCATGTAGT\nGGAGTTCAAACTTGTTTACAGTTAGCGTACTAATGAAATGGCTGCCCTTGTTTATTTTCC\nCAGAAATCATTAAATCTTGGCTGCATATTTGATTCTGCAGGACACAGAACATCTTCAATG\nTTGTTCCGAGTTGATCAATATTTTGACTTCATAATTGCTAGTGCTATAATGCTGTTTCAC\nAGAAGCATGTAGTATAAAGTGGCAGGAGCATGTCTCAGGGCATTTCAGAAATTGTTGGAA\nATTCTATGCTAATCCCAAGCCAAAATCCATTAATTGAGTTTTTTTTTTTAAAATGAAACT\nCAAGTGAGCAAACTCAAACAGCAATTTTAAAAATCAAACATACTGACACTATATAGTCCA\nTATTTGGTATCAATGATCCATGCTGGAGAACAGCAGTAAGAAATAATAAGTCTCTGTTTC\nTGTATAATTATACCATCATTGTTCTGTGTTCACAGAAAAGTTTGATATGGGCAGTAAAAA\nCATGGCAATTCACAGCACACGACACTGCAACCTGAGCAGAGGTGTTCCAGGCAGATTTCT\nATGGCTCTGTTCCACGTGACGACATGCTCCATGCTGTGTGTGCATGCTGTCTGAAGAACC\nCAGGCTGTGGTGATGTCACACAATGCTATCAGTGAGAGACAGAGAGGAGAGACAGACAGA\nCAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGATGCCTG\nGGGTTCATTACCCCTTTGAGTTTCAATTAAATTTTGGTTGTTGCACATTCTGAAATCTTT\nTGTTGTTGCCAAATGTGTTTCCATCCCCATTCAGTTATGAGACTGTTTATGTCAAGACTC\nATGGTGTAAGGACTGGGTTTGCAATACCTAGTCATTAAAGTGCTTGCTGTATAAGGACTG\nAGAACAGAACTTTGTTTTCCAGAAAGCCAAAAAAATATCCAGTGGGTCTACAATCCCACC\nTGTAATTCCAGAAGGCAAAAATGTCGATCTATGGAAGATGCTGGCCGGTGAGACTAGCCG\nTACTGGCAGGTCTGGTTGTGATTGAATGACTCTGCCTTATTGAACAGGGTGGAAAGTGAT\nTGAGGAAGACTCTCAGCATCAACATTGGGCCTCTATGCACATGCACACAAATGTGTGCCA\nACATAGATGGGAACACACACACACACACACACACACACACACACACACACACACTTCTCC\nTCCCCCCACCACATACGAAAAAGAATAAGGAAAAAGTTGTGGTCTATGTAAGCACAGAAG\nACAAAATTGCCATAAAACCTGGGGAGAAGATCAATGCGAAAGGAATACTCAAGACTGAGC\nAGACCACGCCTCACCAAACCAATAATTTTACAGCCATGAAGAGCACCATGGGGGGGGGGG\nGTCATCCTGAATTAGAATAGCTAGACTGTAAGAGGCATGTGTACAAAAATATCACTTTAA\nAATATATTTTGGATGATGTATATAGTAGTACATGCTTCTGAGGATAGCCCATGGAGAGAG\nCCCAGGCTAGCTCAGAGCTGCATTCTAAGACCCTGTCTTACAGAGACAAGAGCTTGGGTT\nGTAGTGTAGTGGAGGTTTGTATAGCAAAAGCGCCTGGGCTCAAGACCCAGCACTGACTGA\nTGTGTCCTCAAACTACAGTGTCCTCAAACTTGTGTTTGGCACACTGCGTGCTCCAAGTAT\nGTCCTCCCAGTCTGTCCTTAGCCTTGCTCTTGGACACAGATGAGTTCCTCTTTTGCTTCG\nGAGGCTCTGCTCTTTCACCGAGGTTGGTCCACATTTTTAGGACAATGAGCATTTCTTTGT\nTCTGTCTGTCATGCATCCTTCATGGAGGGCTGGGTCTCCTCTTTGCCTGTTGATTTCAGC\nTGTCACCACCCACTCTCGGGTCCAGAGGTTTCTGCTGGGAAGATGGCATCCTGAGCCTCA\nTCCTTAGTCACCGTACATCAGGAAGCAAGCAGCATCAGGTTCCCTTTCCGAAATAACACA\nCATTGATTTGAGTGCTTTCAGGAAGAATTCAGATGATTTGATATTCTTATTTATGGGCTA\nCTGTCTCATTCAGGAGTTAATTCATTTTGGTTAATGAAAACAAATTTATGAAAACCATCA\nGAAGCGTTTAGCCAGCGGCGGTACCTCCTCCAGTCATGAGGCATTTGGAAATGTGAGGAG\nTGTGGTTTCAGTTGTCACAATGACTGATGGGACTCTGTCGTTAAGTGCCCGGGGACTAGG\nATGCTACCTATCCTGCAGTCTAAGCTGTGGCTCTGCATAATGAAGAGCTGTTCAGTTGAA\nAATGTTATTATAGCCTTATTGAGAAAAGCAGCCTTGTGAAAGGAAGGTGGAGTAGGTCAT\nAAACCAGGTAACCCTGAGGTCTCTCTCTCTCTGTCCATCCTCCGTGTAGGATCTCATTAA\nGAAAAATGCAAACCTGTTCTCTAAGACAGCCCTGGGAAGGAAACTATTTCTTGAACTAAC\nCTCAGAACTTTAAACAAAACAAAACAAAACAAAACAAATAAACGTCTTTTCCGTATTTAG\nTATCCCTGTTACCAAAATCTTAATTCCAATTCTCTGAAAAGACCTGGAGCTGCCTTCTAG\nAACAGCCTGACTTGGTCACTTCTCTACTGTGGGTCCTTAGCTTAACTTTTCATTTTAATA\nGAAACGGAGTTGAATTTTTCTGCTTTCTTCAATTCTCCACCAGCTATATGTAGAAATTCT\nGTGTGCATGTGTGTGAGAGAAAGAAGAAAGATGGGAGAGATGGAGTGAGGATGTACACAT\nTTCTTCGTTGCTTTGTTAATAGGGGACGAGTTAAGACTTCAGGTGATCTTTTAAACTCAG\nATAACCGGGGGCACAACAGCACACTGCATCCGTTGCTCCTATCTTCTTTCCAGGCCAAAT\nACTTTCTCCAGCTTTCCACGTTTCACACGCAGCCTGCTCTACCTTATTCAAGACCTTTCC\nGCTTTAGTACCACGTGGCTATCTCTCAGTTCCAAAGTCCTGCCCCTGAAGCGGAAGCTCT\nTCCATCTGCACTTGAGTGCCGCCTTTCCCGGCGTTAGCCACTGTGGTGGGTAGGCTGACC\nCTTCCAAGCTGTCAGTAGGCAGACCCTTAAAGAGTCGATGAGGAAGAAATGATAGATACC\nCGTCGCCCAGCAACCCAGCTTCATTCAGTTCAGGGTGACAGATAATCAATTGAAGGAAAT\nTCCAGCCTGAGTATGAGACAATATCTTGATCTTATTATTCCTCTAAGCAGCTAAACTAAT\nCCTGCCAGCCAATTAGTGCCGAAGAGTGGGCAGTCCCAGCATGGTGCATCGTCTTCATTC\nCTGACCCTTCCTGATTGTGGAGCAAGTTCAAAGCAGAGATTTACACTTTGAGTTTTCCTG\nATTTTCAACCAGTTTTCTCAAAAAAAAAAAAATAATAATAATAATAACATCAAGGGTAGC\nCTGGCTATAAGCTCCTAGAACGTTTTAGTGTTTTAGTGAAATTACACAGACACCTAAAAT\nGAAAGTGAGCCGACGAGTTAGTGCTGGTTCATTAACTCCGGGACACCAGAGATACTAATT\nAATTTAAATAATTTCAAGGCCATTAATTAATCCACATTGCAATCCAGTGAGGTGTACTCA\nATCTGGGGAGATGTAATAAAAACTCGTATTCCTTGCTTCTAGCTAATATTTGTTGAAACT\nCCATCCTTGAAAACATCCATTATTTTGATTGTTAGATGGGAAGATGAAAGAGAAGCCATT\nTTATGTTGACAGAAAGTTAAACATACTCTTTCTAGCTAGGATCTTAATCAAACTGATGAC\nTTGGGCGCTCCTGATAACCTATCTACAGCTCAGCCCTCACTTATGCACAGAAAGGAGAAG\nGGGCTGCAAGCCCACGGCTCACTGAGAGCAAGGATCCTGACCCATTCAAAGGCCATCTCA\nGGAAGGGTGACCATGGGCCGACGGTTAGATGCTTCTTAGTGGAAAAGATAGCTGTTCAGT\nGATGGGCCCAGCCACACTGCAAGTCAGGGAGACAAGCTCCTCATTAATTTTGCTGCTTCC\nTTAATTAGGTGTCTAGGATTCTGAGAACTCCAGATAGTGAGAAACTTTATATTGTTCAAA\nAAAAAAAAAGTTACATTACAGCCTGTCTGCATGTATTTGAAACTTCATGTGTTCATACTG\nTATTCTTCCCATTTTTCTTTTTGTTCAAGTTTTTATTTTTCAGAAAAAAAGTTTTCTGAG\nAATTATTAATCATTTGGGCAAGGAGAAAGTAGGAATCATATGTAAATAATAGTTGAATAG\nCAGATGAATATGCCCAGGAATAAGGATCGTTAAAAAGCCAAAGGGACTTCCTGAGAAGAG\nAACAAAACATTTTCAGATAGACCAGATCATTATTCTATACTCAGCCATTGAAATTATTTT\nTTTAAAAATTGATGACATATTAGAAACAAAAAGGTTCAGAGAAAAAGTTAAAGAATCTTG\nATTCTTCTTGAAATTTTAATTTTAAATTTATATATACAGATACAGGTTTATTTCTCTATG\nCAAACACTACCCATAACAAAATGCTGGCATCCCGTGAAGGCATCCATTCTCAATCCAGCC\nCTGTTTCTATAGCAATAATGACTGCTCTGACTGCCAGCTTCATTGGAGAATTATACTGCT\nTATCAAAAGGCAATTAAATTTTAAGCCAGAAAAGTCTAATTTATTTGCCACTAATTACCA\nAGTTTTAATGAGTATTTTATCATAAGCTTTACTCAAACACTAGAGACTTATGAATAAACA\nCAACGGAAACAATTTCTCATTATTTCAAATAACGTAACCATTTTTTGAGGTAGGGTCTTA\nTTATATAGCTCAAACCCAAACTTATGATCTCTCTGTCTCAGCCTACTCCATGCTGGGATT\nAAAAGTATGCACTGTGACACCTGGCTTCTTACTATTCTCACTAGTATTTAGTCTTATTTA\nGTACCCTTACATATTGCTCTGTGTATTTTATGAAGTATATTACAAATGTAATATTTGCCC\nATTTATATTACATTCTATAGCTTTAATATTTGACTTGAAATGAAAAAGACATAAAAACAA\nAGTCCAAAGGGCTTGACTTTGAACATGGGGAGGGTTATGACAGTCTGTAACTGGTTCTCA\nAGGGGATACCCTTGGGAGCGCTGAGTGTCAGGACTTAGTCACTGTGATGCCATGATGCTG\nTTATTAACCAGCTCAGCAAATCCCTGGTAAAGACAGAGTGTTTCATGTCACTGCTATGCA\nGGATGTGAACAAAGTGGTCCATGGGAAGATGTAAACATCATAGTAGCATGAACTATAGGC\nTGAAACATCCCACTGTATCTCATCTTGACTGTGTTCACTTTGCTGAGTATAAGCAGGCAG\nGTGAACCTCCACCTTGTATCAGAAATCTCCGCGCATATCTATATGGTGACCAGATGGCTG\nCTGAGTGCACCTTCACTGAGCCACTGCTCCAGCCCATTTTACAGTTTTAAAATAGAGATG\nCTTACCTTCATCAGTTGCAATTGATAGCGGACACCACTGAAAAGCCAGTGTCTCCATAAG\nAAATGACATATGGGAAGCTGACTTGGTTCATAAGAAAAAGGCTTGCAGAGAGCCAGGGAA\nCAACAGAGGCATGTGCGGAGCTGCCAGGGAGGGGCTCGTAGAGTCTGCTGTCTTTTCTTT\nCTAGATGGTCTGCGAAATTTCCCAGATAAACACTTATTTCCAACAGCCATCAAGAGAGAG\nTCGTGACTGACATGTTTTTATGTTATTCTTTCTCTGCTTGACAAAGAAAATCAACCGGAA\nTTGGCTAATTTACAAATGAAGGGGTTTATTTTTCCCTTTGACTTGTGGACATAATTGTAT\nCCGTTAAGTGCAGTGGGAGTTCTGTGGTCTGAAGGGGAATGCGTAGGGAAAGCTAGTGCA\nGGGCTACAGAATCGATCCACAGACAGGAACTACGGGGTCTGTTTCAACACCCAACTTCTG\nCACTGTGGAGAGCAATTTGAAAGCTCTCACGTTTTTCTCTACTGATACTCTACAAAGAAA\nTAAAATGGAAGCAAGTGTATCCAAGAACAATTTTATGGGGCTGTTGAGAAGTGTGGGGAC\nCATTTTAGCCCCACCCTGATTATTCTGCATTGCATAATAGGGAACAGTGGTAGGCAGGCA\nCTCACAGCAGGGATCTCAAGTTTGCATCTTGTGACTGATCTGCATCTGCCTCTGGGAGGT\nCAGGCCAGCTAATAAAAACTTCCATCCCATTCAGAGGAGCAGCCTCCTCTCCTGAGAAAT\nGCACATGAGATGTTATCAAAGAAGAACTTCATAGGGTCTTGTTCTGTTCTAAGAATATGT\nATCAGGAGTATTACAGGTGTTTGGACAAAAAGAAATGACACATGCCATTAGAAAAACAGC\nGGAATGAATGAATGAATGAATGAATGAATGAACCACCACTTGGCATGGCATGCTTTGAAA\nAGGACCAAAGGACTCTGAGTAAACAGAATGCTATTGACAATTTTAATTCACTCTGCAAGT\nGTTGGCTTGCTCACTTTCTGGCACATACTTGACCCCTCGTAGCATTTGTTGAATTAGAGA\nATTCTCATTCATGAGGAGATGGATCAGCAAGTAAAGTGCTTGATGTGTAAGCAGGAAGAC\nCTTGGTTCAATCTCCCATAATCCATATAAAGGCACCAGGCTTGGCAGTGGGCACCTATAA\nCCCAGTACTGGGGAGGTAAAGACAGAAGGAGCTCTGGAGGTTCCTGGCCATCCATTCTTG\nTGGAATTAGCAAATTCAAGTGAAAGACTCTTGCCAAAAAATCAAGGAGGAGCGTGATTAA\nGGAAGGCATTTACAATAGACCCTGGCTTCTACATGTATAGGGTCATATGAGAGCATGCTT\nACACATGCTCATTTATGCACACAGTAATGCAGGCACACACACACACAGTTCTTACCCATT\nCCTTGACTTTCCCCCCACTTTGGCACAGATTCTCTCTTTTAGGCCTCAGGTAACTATTCC\nATTTCTGGCCAATAGGTTGTAGAAGCTACATTGTATAAGGACCAATGTTCTCTCTCCTCT\nCTGTTTGTTCAGAATGAAAATGCACAACATTCCAGGTGGTTTGGCTAATAAGGCCTACCC\nTTATTTGTCCACAAGTCTGGCTGGAGAATGAATGTCCTGGAGAATCCATTACCTGAGAAG\nGCTTTGTTTGCAGCAGATATAATCCTTGGCTAACGTCATTGCAAATATCTTGGGAAGTTA\nTTGTTACTGTGGCCTAGCCTAGCCTAACCTGATTAAGATAGTGAAATGCTCCAAATTCCT\nTGCCCAGGGAAAGGAGAGCTAAGTATTGGAAGGAGTGAAAAGGATTTTGGAGATGGTGCA\nCCTGCAGGATCATAAATGTGATTGGGAGATATATTTAGGCAGATGGGCAGAGCAACATTT\nCAATGTAGAGGAAATGTCTCAGGTAGGGACTTGTACACCCATGTGTCAGGAAAATCACAC\nATGGGTTTGTCTAGTTGCAGCTAGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG\nTGTGTGTGTGTTTGACTGGGAAAATGGCATTTGTCAGACCTTGAATTGAGCTCATTGCTA\nTGGAATGCCTTCCCCCAGAGTCGGCTGTGGATGGTATGAGACAGCAAGAGGCTCAAGTAA\nAATGTCAGGGCATTTGCTTAATCATGATAATTAGAGGTGAAATGAAAGGTTTCCTTTCCA\nCTTTGGGCATTCAGCCCTTGCTGTCACTAAATGCCATTACAGGAACTGACACAACCTGGT\nAAGGTCTCTTCTTCTCCTGTCTTTGGGCTCACAGAGGCCTCTTTAGAGAGGTTAAACTTC\nAGAATCAGTGGTATAAATAGGAATTATCCAGGCAGAATTAATAAGAGTGGGCTGATGCCA\nGTCGAGTGTATACATTTATAGTCTTAAAAAGGGAAACCCAAAGATACCCTTGGTGCAGCA\nACATGTTTTGCAGCAGATTTGGTTCTGCAGAGAGTGACAAAGAGACCTTTTTCTAGGCTT\nAATTATTTTTAAAATACCTTTTCTGGGGATTACAAGTTTCATATCATGGTCGTGCACACT\nGTCATAGGACTTGGCTGCTCTGAGAAACTAACAGGCCAGAAAAATACCCTTTTATCTTCT\nTGAAGCATTAAAGTTTGCATTCCCCCATTTTTCTTGACATTTATTTTAAGATGTACTAAT\nTAATATGTGGTTTTATAACCGTTGAGTCTATAAACTCTAACTCATAGGCAGAACTAGGCT\nATTTTTTTGCTATTTCTCTCAAAGCAAGTTGTAAACCAATATAAGTCAGTCTATTCAATT\nTTATAACAGATAATGCAAATGACCTATTCTGATTAGGCAGGATTTAAGTACTTTGGATAG\nTATGGCCAACAAAATAGGGCCCCTTAAGAAGCTTTCATTTCAATGAGAAAGAGGGATGAG\nTGAATACTTGACTATGGTGTTAGATGACATTATATCATCTCGGATTCTAGGAATCAGGGA\nAGTGGTAAATCATTGTGGGTTGTTTTGCTGTGATGCTCTGTGGCTGGAAAGTTTGCTACC\nTTGATAAGGTGGTATCTATGCAGAGACCTAAAGAAAATGAAATAGATCTGCCTTCCTGCT\nTCTGCTTCTGCCCTCCGCGTATCCAGGCACCACAGCGCACTGGGCAGAATGGAAGGAAAG\nAAGCTGTTCCTGTGGCTTCAGCAGAATCTTGGTTGGTGGTGAATGCCAGGAGAAATAGCC\nTTCTCCAAGATGGTTTTCAGTGAAATGGCTGTCTTTTATTAGGGGGACAAGGGCTATATA\nAAACTTGGGGAGTAGGTAGGGGTTTTCAGGGTGAGTGTATGTCATTGGCTGGTGCCGAGG\nTGCCGGGAACACTTCATTTGATTAAGGTGCTTACTGGACATGTCCTTATAGGGAGAGAGG\nAAGTTAAACCTGTAATGTGGTGACCAGTCTACATGACTACCTCAAGGGTGGTGGAGGAGA\nGGGGTCATACAGGCTCCATGCACCAGGGCACGCAGAGCAGACCCAGAGCAAGGAGGGAAG\nAGTCCCAATTCCTGCCCATCTGAGGATGAAATTTTCAGGGTTTAGCCAGCTCTCAATCTC\nACACTTGCTCCAGACTGGCTCCCCATGTCTCATGGCTTTCTGTCCTCACTAGAATCCATA\nTGACAATTGTGAGTTGGAGAAGTACCCAGATAGGAAGAATGGGCAGAGTCACTTGAGGTA\nGAATGTACTGGTCTATTTCAAGGATAAAAACTGAGACCAGTGTAAATGGGGTGATCAAGG\nAACAGAGTGCTAGGAATCTAAAGTTGTCAGGGGTTGCCTTACTCCTTCTTTCCTAGTAAA\nCTTAATCCACAGTGTTCCTTGGTCTACGCGTGCGTGCGTGCGTGCGTGCGTGTGTGTGTG\nTGTGTGTGTGTGTGTGTGTGTGTAACGACTTCTTAGGCCATACCTCATAGGGCTGTGGTA\nCTCAAGGGGTTCTGTCCCTGTATGGTGAGAACTAGCTCCCCATAGACCTAGTATGAGCTC\nCTTGAAGGGCAGAGGGCAGGCAGAGATATTCCAAAGTTCCATCCCTCAACACACAGATAT\nAAATTTTTTTGTAGACTACATTTTTCCAGCTGTTATTTTCTTCACTATTTAGATAACATA\nCTGAAGTTACAAAAAGAAGTTTATAAGACTACTACAAAGATCTGCGTATTTCATAGAGTC\nACAATTATTGACATTTCTAGAATGCTCTGTGTGTGTGCAGTTACTGTTCTCTGCATTGTA\nGGCAATCGTTGAAGACATCGTGCCCCTAGATATTTCAGCATACATTTTCTTACAAGTAAG\nCATCCTGTTACATTAAGATAGCTATCATGTAAACAAAGTCTGGGAATTTCACACTAATGG\nAATATATTATTATCCCAACCACAGTCCAACTGCCTCCCATTTTCTTCAACAATGACAATG\nCTCCCTTTTGTAGATGTTTTCTTCACAAATTTCTGATCATATCTGATAAACACAGATGAC\nCTTTAATTGTCCTAGCCTGATTCTCTTTGACATAGAACAGGTTCTCAGGTCTTTGCTTCT\nTGGCTTTGGCCTCAATGAAAGACAGAGACTATTTATTTTCTCAGCTATCCAGTTGGATTG\nTGACAGATAACCAGATTCAGTTTCTGAGATGGTACAAACAGCACAGATGGGACCCCATGT\nCCTCAGCGCAGGCTATCAGGTGACAGGTGGTCACTAACCCTGATGACGGTGACTTTGCTT\nACATGTTTAAGAAGGTGCTCACCAGGCATCGCCATTGTAAATTTATTGTTACCCCTTTGT\nGGCGACTTGTGGGGTGATAATAGAACGTGTATAAATAACATGTCTTCTCAGATGTTTTCC\nTACTTATTTTAATGCCTGTTGATGAATTTCTCAGTTTCGTTTTAGTAGAATGAATTTTAT\nTGACTATAAATGACAAAAGGAGCTTCAGAATATTTGATTTAGGTGCATAGAGTTTATTGA\nATAGATCATGTAGGATTATTTCTCCCTAGGTGCATTCATGATACTCTATGCATCATAAAT\nGGGGCATGTACACACTCAGGGCCCTCATTGGTATCCATACCTTGATTAGCTAAAGCATTG\nGGAAGTCATAAAAACTAATGGACCTCTTGGGAAGCTGGTGTGTCTCTTTCAGTCAATGCT\nAATCCGCAGAGACCATCAAGCTGACAGATCTGTATGTTATAGGATGTGTACTGCCATCAG\nGATCTTCTGGAGGTTTTAATAAAAGTGCTATAAAACCCGCCTCTGTTAATAAGATTGTCT\nTGTTTTCATTTGCTGATCTTTTCAAAAGTGGAAAGTAGCAGCCTTTCTTGTTACTTGAGA\nTAAATTTTATGTTCTGATACATTTATGTGTTGGGTGGGAAATGTGAAATGCACTTCCAAG\nCCTGTTTCCTGATTTTCACATTTTAGTGAACATGTATTATGCCTTTCCCCCTTGTTTTAT\nTTCTATGACTAACAATTGTGTGATACCAGGCAAAACAAATTTAAGGTCTAAATTATGTGT\nACATTAAAATGGTCATTCATCCTAAATGCTGATAATATTGACCAGGAGTATTAGATTAAT\nTTATAAATGATGTTTTATGAATAATAAAATTGTTTTATCTATATTCATCCAAATGGAAAC\nAAATAGTCTTAGTAATTCTGGCTTCTCTCCGGGTCATCAGGTAACATGGGGAAATCAGTT\nCTGTCCTTGAATGGGACCAGATTCACTTTGGAGCAGCCTTGGTAGAGTTGAGGATCCTTG\nACCAGTGGTTGTTTCCTTCCCAGCCTTTCTCCACTTGTCATAAGCATACAAGTAGACATA\nGACAGGGGCTTCGGTGAAAAGTTTCACTAAGGAACAAAACAAGCTCCTCCCAACATAACA\nTAATTCACCACGATACTTAGCTTGAACCCTTAGCAACAAGGGGTTTCTGTAGGACAACAC\nAGAGTGTAGAGAACTGGCTTCTCTTTGTCCATAAATGTGGATTTGACTGGAGGTCTCAAG\nCAGCTTTGGTGGGAATAGCATAGATGGGATGCATGCTCGTCTCTCAGTATCATAACAGGG\nGATAGGTACCTACTGTTCCTATAAAGACTCAATGCCTAATCTTGTGAGAGGCAGGACGGA\nACAAATTCTAAAGTCTGATTTAGGCACCTTCTCAAAGTAAAGGCTCCTCAGAGGGTGTTT\nGTAGTAAAAGGGATGAGAGTGCAGAAATCTATCCATATAGAGGGACATGCTATTCTCATG\nATAGCCCTTTTAGTACTACAGCATATGTCCAGTATTGGATGGGAATGGATATTAATAGAC\nTTTGTGTTCATGCATGGTCACATATTGAAAGATCCTTGGTTTCTTAGCTTGAGCAGAATA\nTTGCTGAGTCCTTGCATCCCTCTAGGTACTTGGACCTGACTTGGGGTGGAGAGGGAATGA\nAGAAAAGATACAGAAAGAAAATCTGGGTTTTGGTGGACTGAGTGCTCAGCACCCCAGAAG\nCTCTGTGTATCTGTTATATAGAATTGAATCAGGAGGTGGGGCTTTTACATACAGCTGGAC\nAAGAAGGCAGAGTTATAACATTCAGTAAATAAGAGGCAGGGTCTGTGAGATTCAGCTGGA\nCCAGGGAGGTAGATTTAGCTAATCTCAGCAGGAGCCTTGTTGGGGAGCAGTCCTCAGACT\nATAAACAACCTCCAGGAGAGAGCAATGGTGGACATCTTGTGCACAGGCCATCAACACTCA\nTGTGTGGTCCCTGAGGCAGGCTTTGGCATTTCCCTCTGGGCCTCATTCCAGGGGAAAGGC\nTTTGCCATTCCTCCATGGATCTGTAGCTCTGGGGCTGTGACATGGCAATGCTCATGCCAC\nCAGTCCCCATTAATTCAGGACTTCACTCACTCAGGGCTTCCTCCACTCCCTACAGAACAT\nCACCATCAGCATGGGCTGAAGACCGCATCATGAAAACTTCCCTTTGGATATGCCTCCTTC\nTGATTTGGTTATTTTGAGCATCACAAAATCCAGCACAATGTGAGGGAGTGAGTTTATATA\nTGTATATATAGTTTATCTATGTATGGTTATTTGAATGGTCAATACAACAAGTACATTATT\nTTTCCATGTGTACATGTTTGTTGGTAAAACATCTCAGTAGTTAGAAGAACTATGCTATAG\nTTTAATCATTACAACTAAATTATAATTTAATCACACAGTAATTTCTTCATGTAAAGCCAG\nACAAGGTGTTACAGACCCAAATACGATCTTTATCCTCTTTGGGACAATGCTCATGTGCCA\nAGTGGGTCTGGCTATTTAGCACTGGCTGCCCCCACATATACTGTGCCCCTCTGCTTCTTG\nTTTATCGAACTTACAGGTTAATAGGTCACTGTTTTATTAAGTAGAAGGGTTTATGGATGG\nCTGGATGTTCAATAACATTGACCACTCAGACATCAAATAATTAAGTCAAATATAACCTAC\nACAAGGTAGGCTTACCATTGAATATAAATTAATTTCCCCAGATACTTTGACTGCTGAAAT\nATATTTTTCTAGACCCCAGAATATACTGAGCTTTGATGTGATGTCAGTGGGTGCTGGGGG\nTATTTTGTAATGAGCACACAAATGCCTGTAGCTGGGCATTCGTGAGTTTCTGTCACTAAA\nGAAATAGCATGGGAATACGAAGTTCAGTAAACTGGTCATTCTCCCCAGACTTGCTACAAG\nGCACTTCTGGATCTCCAGAACTCCAGCAAGCAGACTGAAATCACTAAGCTGCTCATACTC\nTCACAGTACATTAACTGTTTCAGTACTATGTTCTTAGTTCTCAGAAACAGTGCTAGTTAA\nTGAAATAACCAAGACAATCAAGTTAAAAAGGACAAGGGTTTATTTTGGCCTTTGGGAGGT\nTTCAATCCATGTTCCCTTGGCTCTGTTCTTTGGTCCTGTGATAAGGTGTAACACCATAGT\nGGGAATACATAGAGAAGAAGCATCCAGAAAGCAAAAATCATTGTATAAAAACGATGGGGT\nTCATTGACGTTTTCCTCAGGCATGTGTCGGTTACTTTGCTCCTACTCTCTTGTCAATTTC\nTCCCCAACACTGCTGGAACCCCTCCTCTTCCAAAATTATCTCCCTTCTAGGTCTCAAATG\nAGAGAGGAAACATGACATTTTTCTTTCTGTGTCTGGCTTATCTTGTTTTTGATGATGATC\nTCCAGTTCCATCCACTTCTTACAAATGATGCAATTTTATTCTTATTCTCTGGGTGAAACT\nGCATTATGTGACCACATCTTCATTATCCCTTTATCTGTTGATGGGCAAGATCCTGTACCT\nTGGCTCTTGTGGACAGTGAGTGATAATTGTGGATCTTCAGGTGACTCTGTTGTATACCTG\nCCTGTATTTCTTCATGTGCTTACCAAGGGCTGTAACATCTTCTAAGGTTTAAATCGAAGA\nGGCATCTATGAAAAGACAATTCTGACTTAGGAAGATGTTGACCTCCAACTTTTGTGTCCC\nTTAAGAGGACAATGGATAGTACTTATGTAGTGTGTAGTACATTATAGTCATTATTCCATT\nATAATTACTTTCGTGGGTATATAACTGTGGCATTAATCCTCAGTGTAAGCTTCTGAGGTC\nTCTGCAACCTACCTAGGTAGATAACAGTTTCCTTAGTGCTACAAATATTTCTCTAGCTTC\nATTGACATATGACTGACAAATGGCAATTGTTATATATCAAAGGTATACAATATGGCTATG\nTATACATATCTATGTATCTATGCATACACAGTGCTAAGTGATTATCGTGTGCCAGATATT\nTAACCATATGCCAGCCATCACCTCATCGTTATCTTTCTCCCTGTATAGGTATGTGTGTGG\nTGAGGATAGTTTTGAACTATTCTCTAAGCAAAACTCAAGTTTACAATAGTCTGCAGCTAT\nTTGGTCTCTGGAACTTACGGTATGAGTGAAAGTCGGCCCCCGATCCCATGTCTCCCAGTT\nCCCCCTTCCATTCTCTCCCATATCTCTGTTCTCTTTCTGCTCCTGTGAGCTCCACTTGTT\nTAGATTCCACATACAAATGAGATCATCCAGTGACTATGCTTCTCTGCATGGCTTATTTCA\nCTTATTGCTGTATCCTCTGTGCTGAGCATTGCAGCTAAAAGTGAGATGTCCTTCTTCTTA\nTGCGTGGGTAATATTCCATGATATGCATACATACTGTATTTTCTGCATCGACCTAGGGAT\nATTCATTTCTATATCTCAGGTATTATGAACAATGCTTCACACGGTGTGTTGGCTCTTCAC\nACCACAGTTGAGGCACACTGAAATTTGACAGGAGTGAAGACAGCAGTTTTTAATATCCAC\nTCTTTCTATAAAATTCCCTTTGCTCAATATCTTGAGTTAAACTATGCAGTCTAATAAAGT\nAAAAAACAGCCCTGTGTATATTTTGTTGAATTACATTAGCATGTCTCAATGACAATGATT\nATTTTTGTTAAAGTGATTTATAGAAATTTCCAGCTGAAAGCTTTTCATGAGACCTCTGAA\nAATCCTCAAGCTGTGAGTAGGTCAGGTTGTCTCAGAGCAGTCTGAAGGAAGCCATTGTAC\nCTGAGGTGCCCCCTTGACTTCTGAACTATTGAGTAGAGGGAACCACTGCTGTAAATGAAA\nCTTAGAGAAAGCAGCTTTAAAACTGCATAAAGGGAGCAGACAGAGGTTTCAAGACTCCCG\nATGAAATCTGCAGTTAGAGCTGCAGTCAAATGTCAGTGGGATTTCTTAGGGAGATTAAGA\nGGCCTGCAGCAGTTCACTTTTCAGTGAGATATGCCATAAGTTATTGATTTTCATGAAAAA\nATATATAGCTCTGTGTGGAACAGTGATTTACAGAGTCACTAAGGTCTACCATCTGAAGAA\nATCAAAGAACTAGTAATAATTCTCATCACATATTTTGCTATTTTCTGACTATTCCAGTAA\nTGTGTGCCCTTGAAGGAAAGCATAACAGTTCAAATAAACAAGAAAATTCAAATAAAACCA\nTTTTGAGTTGACTGGAATCTCATGACTCAGACAGAATCCCAGTGCTGTGTGGCTGTGTTT\nCATGGTTCTTCCAAAGCCATCTACATTTCTTGGACACAGGCTAGCAACTGTGGGATTGGT\nTTTGCCTGATTACTCTTGCCAGTCAGGAGGTGTCCTGATTTCTAGTCCCTCCCAAAAGTC\nCTGATGAAGGTAGCTCAGCGGAAAGTGGACTGGATGAACTACCATTTTGCCTAAATAGTA\nGGAAGGGATGAAACGGATTGGGACTTAAATATGGCAGAGTAAGAGACACATCATGACCCA\nGAAAGACCAACTGCAACCCCACAAACAAAGCCAGGAAAAGCAACAGTCCAAAATGTCTGA\nGTTCTCATTGCTCGTGATGACAAACAGGAGTCTGGGTTCCATGGGCTCCCTAGTTTGGTG\nGATTTCTTTCTCTTCATCTTAACTCAATGCCTTTTGAGCTTCCAACTGCAGGTCATCAGG\nGAAAAGGTTTTTTGCTTAGAAACATCTCCGCCTAAACTAAAGCTTTGGTGTTATGATCAG\nAATGTTAAGAGAAAATATTTTGTAGTATCTGGTGCCCTCTTTAAATCTCATTTTCCCTAG\nTGACAATTGAAGAAAAGTAGGGGACATCTGAGGGGATAAGATCTAGAAAGGCATGGAGAA\nAGAAGTCGTTCCTTGGGACAGGGAGTGATTGACATTCATGGGAATGGGATAAGCAGTGAC\nATTACATAAATAATGCACACACTGAATTAAGGGGGACCAGGAAGTGAAAAGTGAGGTCCA\nGACCCCAGAGAACTCTGACAAACATAGTTTTGTTCTCAGATCTTTCTACACACAAACAGT\nTGTTGGTGGGGGTCATATTGGAATACATATATAATCTCAGTACTTGGGAGACAGAGACAG\nGGTTGCCAGGGTGAGACCAATTTGGGCTATACAATAAGATCCTGTCTTAAAATGAATACG\nCAAACAAATATAACAATGTTGATTTTTTAATGTAATATGTACTTTAGTTTTGAATATAGT\nATTGGTTTTTCTTGTGGTACAATTTCCATTTTATTTTTGTCATTATTGAAAATTACTCCT\nGCTCTATTTATATCCACTAAAGACTGCCTCTTACCATCATCCCTCCACCAGTTATTCTTT\nATTAACTACCAAGTCTAAATTTCCTATGTTTTTATAGTCTTCAATATTATCCCCTATAGT\nATAAGTATATTTATTAGTAAGCATTCTAATTATACAATGATCCATATAAGTCAGCCTATA\nTTTTACCATTTACCATGGTATGTCAGGAATGAAAAATGTGATTCCAGCTGTTTTTTTTTT\nCCAAAGAGACCTCTGTCAAATGACTGTTAAAATATAAGTACGAATGGAGTGAAAATGGTC\nCAGAGAGGACTATAAAATGTTATATTCACCAATGATGCTAGTTTTGATTCTGTTGGTCAG\nTGAAAAAATTATAGTATTTCTCATGCCATCTAAGGGCTAATGTCAGATTTATGAACCATA\nTAAAATGTTTTATTTGAACTCCTGGGAAATTTCAAAACTGTATAGAGCAAGACAATACTT\nGGGAAGATAAAGAATCTTGTGCTTTAATTCCATGAAATCCTATAAAATTTATGAATATGT\nTCACAGTTCCCTGGATCACTTGCTCCAAAGACTTCTCCAAGCTTTCTTCTTCTTTTTAAA\nAATTTATTTATTTATTTATTTTAAACTCCAGATTTTATTTCCCTCTTGGTCCACCCTCTG\nACTGTTCCATATCCCATACCTCCTCCCCACGCCCCTGTCTCTACAAGGATGTCCCCAAAC\nCCCACCCCACCAGACCTCTAAACTCCCTGGAGTGTCCAGTCTCTTGAGGGTTAAGTGCAT\nCTTCCCTGACTGAACCCAGACCCGGCAGTCCTCTGCTGTATATGTGTTGGGGGCCTCACA\nTCAGCTGGTGTATGCTGCCTGGTTGTTGGTCCAGTGCCTGAGTGATCTCTTGGATCCAGG\nTTAATTGAGACTGCTGGTCCTCCTACAGGGTCGTCTTCCTCCTCAGCTTCTTCCAGCTCT\nCCCTGAATTCAACCACTGGGCTCAGCAGCTTCTGTCCATTGGTTGGGTGCAAATATCTGC\nATCTGACTCTTTCAGCTGCTTGTTGAGTCTTTTGGAGGGCACTCATGACAGGTCCCCTTT\nGTGAGCTTTCCATAGCCTCAGTAATAGTGTCAGGCCTTGGAACCTCTCCTTGAGCTGGAC\nCTCTCTCCCTCACTTTGGGCCTGTCGCTGGACCTTCTTTTCCTCAGGCCCCTCAACTATG\nGGTCAGAGTTTTGACTTGGGCTGGCAACCCAATCCCTCACTTGGTGCCTTGTGCTCCTGC\nTGGAGCTGGGCTCTACAAGTTCCCTCTTCCCAATGTAGGGCATTTCATCTAAGATTCCTC\nCCTTTGAGCCCGGAGAGTCTCTCACCTCCCAGGTCTCTGGTGCATTCTGGAAGGTCCCCA\nCAACCTCCTACCTCCCAAGGTTACCTGTTTCCTATCTTTCTCCTGGCCCTCGGGACTTCA\nGTCCTTTTCCCCTACCCAATCCCTTACTACATCACATTCCCCTCTTCTCCCCTCTCCCAT\nCCACTTTCCCTCCCAAGTTCCTCCCTTCATCCCCACTTGTGATTGCTTTCTTCTCCCACC\nCATGTGGGACTGAGACATCCTCACTTGGGCACTTCAGCTTGTTGACCTTTTTGATTCTGT\nGGACTGTATCTTGGATATTCTGTTTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTC\nTCTCTCTCTCTAATATCTACTTATTAGTGAGTACATACCATGCATGTCCTTTTGGGTCTG\nAGTTACCTCACTAAGGATGATATTTTCTAGTTCCATCCATTTGCCTGCAAAACTCAGGAT\nGTCCTCTTTTCTAATAGCTGAGTAGTATTCCATTGTGTAAATGAACAACATTTTCTGTAT\nCCATTCTTCTGTTGTGGCATCACAATTACTCTAAACCACACAAGGACCCAACCAAAAAAG\nAGAACTTTAGACCAGTCTCACTTTTTTCTTTTTTCTTTTTTCTTTTTTCTTTTTTCTTTT\nTTCTTTTTTCTTTTTCTTTTTCTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTC\nTTTCTTTCTTTCTTTCTTTTTTCTTTTCTTTTGTTTTGAGACAGGGTTTCTCTGTGTAGT\nCCTGGCTGTCCTGGAACGCACTCTGTAGACCAGGCTGGCCTCAAACTCAGAAATCCTCCT\nGCCTCTGCCTCCCAAGTGCTGGGATTAAAGGCGTGTACCACCACTGCCTGGCTCAATTCT\nTACTTATGAATATTAATTCAAAAATACTCAATAAAATTCTTGCAAACCAAATCCAAGAAC\nACATCAAAACCATCATTCACCATGATCAAGTAGGCTACATTCCAGAGATGCAAGGTTGGT\nTCAATATACTAAAATCCATTGATGTAATGCACTATATAAACAAACTCAAAGAAAAAAAAA\nTCACATGATCATCTCCTTAGATGCAGAAAAAGCATTTGATAAAATGCTTCATGTTAAAAA\nTATTGGAGGGATCAGGAATTCAAGGCCCATACCTAAACATAATAAAAGTAATATACAGCA\nAACAAATGGTCAATATCAAATTAAATGAAGAGATACTTGAAGCAATCCCACTAAAATTGG\nAGACAAGGATGCCCACTCTCCCCATATCTATTCAATATAGCACTGGAAGTGCTAGCTAGA\nACAATAAGAAAACAAAAAGAGATCAAGGGGATACAAATTGACAAAGGAGAAATAAAGGTA\nTCACTATTTGCAGACAATATGATAGTATATATAAGTGACCCCCAAAAGCTCTACCAGAGA\nACTTCTACACCTGATAAACAACTTCAGCAAAGTGGCTGGATACAAAATTAACTCAGATAA\nATCAGTAGCCTTCCCTTATACAAATCGTAAACAGGCTGAGAAAGAAATTAGGGAAACGAT\nTCTTTTCACAATAGCCACAAATAAGATAAAATATCTTGGGGTAACTCTAACCAAGCAAAT\nGAAAGATCTGTACGGTAATAACTTCAAGTCTCTCAAGAAAGAAATAGAAAATCTCAGAAA\nATGGAGAGTTCTCCCATGCTCATGGATTGGCAGAATTAACATAATAAAAATGGCCATCCT\nACCAAAAGCAATCCACAGATTCAATGCAATCCCCATCAAAACCCCAACACAATTCTTCAT\nTCAAAGATATGGAAAACGCAATTCTTAAATTCATCTGGAAAGACAAAAAACCCAGATAGA\nAAAGCATTCTTCTTTTATTTTTAAAGATTTATTTCTTATTATATATAAGTACACTGTAGC\nTGTCTTCAGACACACAAGAAGACAGTGTCAGATCTCATTATGGATGGTTGTGGGCCACCA\nTGTGGTTGCTGGGATTTGAACTCAGGACCTTTGGAAGAGCAGTCAGTGATCTTAACCACT\nGAGCCATCTCTCCAGACCGGCATTCTTCTTTTAAAGACTAAAAAGACCTATTCTACATAC\nATTCCTATAAAAAGGTATGCTGTGTATTTTCTGGAGGTAGAGAGTACAGAGGCTACATTT\nTGGGACTGAGTTAGCATGTAGCACGGGGAATTGAGGCAACTGGGTTAGAGATAGGTCAAG\nGTGGGGTTGTGGGGTGTACTTGATTAGAACAAAATGGACCAAAACCACCTAGGCAATTTG\nTGTCCAGAGAAAAGGAACCAAGATTTTAAAAAGTAATTTTCAATTATATGTATATATGTG\nTCATCCTCCCTGGAGCTGGAGATACAGGCAGTTGTGAGCTGTCTGAAGTGGGTGTTTGGA\nATACTCTTAGCTGCTGAGCTGTCTCTTCAGCTCTAGAGAACAGTGTAATATGATTTTCAT\nAGGCTCTGTGTCTGACCTGCTTTACTCATTTAAAGAAGAAGTTGAAACTCTGATAGGGTC\nTATTTTGTTCTGTGTGATTTGTAGCTATGTGATGGGGGATAGAACAATGTAAGGACAGTA\nAGAACAGAGTCTGCTCAAGTTAAATTTATAAACATATTGGTCCTAACTTTACATATCCTT\nTGTAATTAACTGATGATACAGGTGCTAACTCATATCATGTATAGGCATGAGAACATTGAG\nGCTTATAGAGGAGGCACCTGCTGACCAAGTCATCTCAGATCCAATATCCAAAGCCAAGCC\nAACTCTGTGCTTTGGTCTCTTTCGTCACGTTTAAAAGAAACTTTGAATTCAGACCATGAT\nTTTCTGTTCTTTCTATTTGCGTGTTCAGAAACAAGGGTCTCTTGACTCCTACCATTGATG\nAGCGATAAGCCACTGATAGGATGTATGGCTTTGCTCACCAATGCATTTGTCCTCTGTCAC\nAGAAAGGCTCAGAGATTCCCAGGTAAAACAGAGACATGCAAATGCTTGCCATCTCGCAGA\nGTTTGTGACGATTGCAGGACAAGGCTGCTGCCAAGTTCCTTCAGATAATACCATGTTAAC\nAAGAATTAACTTCCTTCCCAGGGTCATCCAGAGGCCTTCCTGCCCCCTTTGTTAATGAGT\nGTCTTGGCAAATCTAGACTATATTGACTCCTTGGTTCTGATGCTCTGCCTTTGCTCCATG\nGGAACTGGTGAAGGGAAGGGATGGGGACAGAAATGCTGTCCCCCAGCTGTCTGTTTAACA\nGGAAAAGCCTTTGAGTAAGCACTATACCTAGTTGGAGTAACAGACCCTGTAGAATAAACC\nTAATGCAAACCCAGCACAAGAATAAATGGAGCCCCACAGAGCAACTTTTCTCCTCCACAC\nAAGGGATCCTTTACCAGCATCCTCTGTCTGGGATAAGTGGCAGCGGCAGTAATATGGATT\nTGGACTCTAAGTTTCCAATCAAATGAGTTCAGAATGAACTCTCTTACTTGTATTGATTTC\nAGAATAAACACAAATCCAACAGAGGGGCATTGCTTTCTTTGCAAGTTTCTCTGTAATTCA\nGGACTGCTTGGCAGATACTCTTCCCTTTAATGCCAGGAGTTGTTCAAAACTCATCTTAAG\nAATAAGAGGAATCAAAGCATTTGACATTGGGAAGGCCAGCAGACCTGTTGTGTCTGTGCG\nGTCAAGAGGCATTAGCATCTAGATTGGTAACTCCCCCACCGCTATCCAAGGCAGAGAAAC\nTCAAAATGTAAAGTCTCTCTACAAAGAGACTAAAAACAGTGCGACTATTGCCATGCTGTT\nTTTTGTTTGTTTGTTTGTTAAGTCCATAGTAGCTCTGATTCTATGTGTACTTAAAGTCTA\nGTGATAATCATATATTTTTTTATTTTTACAAAAGTACAATGTGGTTCCAAGACTGGAGAA\nGGATGGAAGATATTGGAGCCAAAGAATGAGACTCAGAACACCCCCTCCACCCTTTAGACT\nCTGCTACTTAATTTGGTTCTTGAGAGCAGAGCCCAATACTTGAAAGGGTAAACTGTGGAA\nTGAGATGGCTTGAATTCAGCCCTGCTCCTCCACTGTGATACTGGAGCCAAGTTCCAGGAC\nTTCTGCCTACTCAGTTTTCTCATCTGTCAGATGGGAACAGAGACAGGTAACGTGCCATGA\nTGCTTAGACTATGATATTTAATACAATATCTATGTCCATGGATCATAGGGTTAGAGTTTT\nCAAAGTCTACTTAAATAAGGGTTCTTAAACACTTTAACCTCCCTTCTAGCCCATTGACCA\nAAGGTAGGGGAGAAAGATGGTTAATAAGACAAGAGAGATGTGGAGCTGTTAAGAAGTAGT\nGCTTTTGGGTGATTCCAGTCTTTGTTGTCAGGATATCAGCAGCCTAGTCTGAATCATCAA\nACATGAATCAGTAGCCGCAGTCCAGTCCCATTGGCAAACACCAAACATGAATCAGTAGCA\nGTAGCTTGAATCAGAAGAAACTGTGAGACAAGAGTCCATGAGAGACATGAGTCCACAGAA\nGCCACAGAAGCAGCCGCAATACCAGGAGAAGTCCTTTGGTATGTGTCTTTCTATGACGTC\nATGACAAGCAGAGATCAGTGCAGAGCAGCAAGGTGAACGGGTACAAGAGTGTCATTATCT\nGTCTGTTGGGTTCTACTTATGCTCTTTTCAACCATCATGGTGTCCTCTCACGTGTCCTCT\nCACATCCTCTCATCAGACAGCTTCCAGAAAAACATCACATGACATGCTTCTGAGTCTCCA\nAAGAAACCAGAAATTTCCACTTCAATATATATTTATATGCACACACGTGTGTGTATACAC\nAAACATATATATTCTTTAACTTTTATTGTGTTTGCTCTTTAACAATTTCACACATGTATA\nATGTGCATTTTGAATTTTATACCCACCCCAAATCTCCCTTTCATCTCTATTACCCCCTAT\nGTGAGTCTCTTCCTGTATTTATGACTTTTTCTTGCTGTTTTGTTGGTTTTGGGAGGCTCT\nACTGAGCCTATGGGCCCATGGCTTTGCAAGCATCTGCTGAAGCCTCCTGGGCTCCTCAGT\nAGTTGCATAACTGAGGACAATAAGTGTCTGTCACTCAGAATCCATCAGATGTTAATACTT\nCAACAGGGAGGGATGTGGCCCTGTAAACTCCTCCCTGACCCATGATTGTAGTTTTAAAAA\nTAGCAGCTGAAGTCTTTCCTTAGAAGTTCAGGAGTATGCCTGTTGTTTGATTGGACAGAG\nCATCTGTCTGTGGCTGTGTGTTCTCCACATCTGCTTTGCCCAAGGTGTGTAATAAGGAGA\nATGGATATGAAGGATTTTCTTTTGCATCATGAATATGATGCTAAAATGAAGTTTATGAAA\nACATTTACATTTTTTTTCTGGTTGAACAAACCCAGATCTCACTGAATAGCTCTTTAAATT\nTTAAAATCTCAAGGAAACTGGAGAAGTCAAAGACTTCCAGGCAGACCTGCCTGATAGTGC\nAGGGTAACTCACTCAGGGTGGCTGCCAAGCATCCAGGCTGCAGGCTCCCTCAGGCTGCCT\nGCCTGCATCCTTCGACCTTGACGGCAGGTTCTGGCAGACAACCCAGAAGCTCTCACAGTT\nCATTAAAACAACAGATGCAGACACACTCAAAGCCAACTGCTGAAATCAGGTTAATTTCAG\nCTTGGTCTGCTGTTGGCCTCTCAGAGCCCAGACCAGTTCCACCCAGAAATCTGCAAGGTT\nACGTCATGGGGACTTTCCACTTGTGGACATTTCTCAGAATGTCCAGGTAGGTGGGAAGTT\nCTGACTAGGTGAGGAATTGTCAGCTTATGATTAGGAGATGAAAGTAGAACACAGCAAAGA\nAAATTAGCAGGCAAATGCACCGCAGTTGAGTCTGGTGAATGGGAAAATGTCTAAGACCTG\nACCTGTGTTTATTTCTGTAATGATGCAATTGTTGGGATAACACTGGGTTTCTTTGGTTGT\nATGATTGGACTTTGCATGAAGCACATTTACCTTTTGCTGATTCTACAGTCACACCTGTGT\nATATGGAGCGGGAGCAGTGTGGAGTGGTGTGATTGCCCTCAGTCACACCTGTGTATATGG\nAGCGGGAGCAGTGTGGAGTGGTGTGATTGCCCTCAGCCAGCTGCACTTGGGTTTTGGCCA\nTTTGTTCTTATCTCCCTCTGCATTTTGCTTTGCTTAGTTGTTGCTCTTACTGCAGGGAAG\nTACAAACTGTTAGGCTGTCTTTTGTGACTCAGAGCCAAAATGACCGAGTTCACAAGTTGA\nAAAGATGAAAGATTGGAAGGCTGATGACTTTATGGCAACCACGACTCAGTCCCCCAGGGA\nAACTGCCTTCCTGTGAGCATGGGAGGAAGATGACATTTGCCTCTTCCACAGCGTGGCTTC\nTCATGACGGTGTTCTCCTGGCAGCCACATTCTCCCATGTCCTTGGTGGGACCCCTAATCC\nTCTCTTTCTTTTCCTTCACCTTACTTCAGTGCAGCTCAGTGATGGCTATGTGCACCTGTT\nCCATGTTGGCTGTGTGACGACATGGGATCTGACCCTTGGTCATAAGGGGTTGGTTCATAG\nACTAGTATCAGGTCATACCTGCCCCACATGAAAAGGACACAGCAAAGGAAATAAAACAAT\nCTCAAGCAAGCCTCATTGCTCTGCGATTCCTATTTGGGACCTGAACTAACTCATGTGGAT\nACATGGAGACAGATGAAAAGTGGATAGTTCAGTCAAATGGACAAGATCAGGAGCAAAACA\nGCATCTCACTATGCAGCTCTGGGTGGCTTGAAACTCACTAAGTGGAAGAGGCTGGCCTTG\nAACTCATAGAGATCCATCTATCCCCTTGTCCATGGGCATTAGAGGTGTGTGCCACCATAC\nCCTGACAAGGGCAAAGCATAAACTAGCAGTGAAGGCCATGGATAAGAGGCTAACCTTTAG\nGATTAGCAGACTTTGCTTGAAATCATAGCGTTGCGTGTCCTCATTGTATGCTTTAAAAAT\nGCCCCTACCCTCTCTGAGCATCTGCTTCTGCACTGACCAAAGCATAGAGCTGTTGGGTGG\nGATATTACCAGGGTCTGCAACATAGCAGGTATTTTATAAGGGTGGCCATTAGTACTGTCT\nAGCTATGTCCATCTTCAGATGCACTCGTTAATGTCTCTGAGAATGGTTACTTTGTCTTGG\nGAGGAGGATAAGGCTGGAGTAGTCGAAGAGAACCATGCATGGGTACCCAGGAATCAAGGT\nGAGAATAGGAGGCTGGTGACTCAGATAGCATCTTGGTTTGGGCAGCAGCTGGGTTTTTTC\nTTCTCCAAGGGAAATGGCATGTTTGTCCAGCCAGAGAACCAAGCTGTGGCTGTCAGAGAG\nCTTTTAAATGGAGCCTTGCAAATGTGGTGTGTGCAGCTGGTGGTAATGAGATTCATGTTT\nCTTCAGTGGTAATCCTCCACTAGACAGCATTTTAAATCTTTTTTCCTATTTGGTACACGG\nGACTGAGGTCCAGGATATACATATTTCCAACTGTCATTTTTAATTTAATGCATGATTGGA\nCATATTACCACTGGCACAGCTAAATAGTTAAACTAGAATCCATCAATTTGTCCTGAACTG\nTTGACATGCAGGGTAATGCTACGGTTAAATTAAATTTAAATGTAAGAATGAGAGTGAGGG\nAGGCTTCCTGGCAGCCTGGGGCTTTGTCAGTGAGGCTTGGCAAAAACAGGAAGGGGACAT\nTCAAAAATGTGAGGTACGTCTCTGTCTGTCAGCGTGGCTCGGAGAGAGCCGCTTCTGCTT\nGCTCTGGTTCCGTTCCGGCCAGGTGTCTGAACCTGGCAGGCAGGCACTGCGGAAATGCAG\nAAGAAACTCAGTAGGAAACACTTGGACTGCAAACCACACCATGTCAGAAACAAACCAGAT\nTTGGGAGAGCCCAGATTGTTATGGTTACACAGGGTGTTAGAGCTTTGGTCCAGCCCAGAG\nGGGTTATGCAAACCTTCTCAGTGCAGTTGAGGCTGGAGCTGGGCCCTGGGCTCTCAGTGA\nGAGCTCTTTTCTAAGTCTTTGTGTTTTGTGTGAAAATGTGCCTGAGTCTTGTTCTCTGCA\nGACCTAGGCAAAAGAAAGAGCTACTCCAAGCTGCTTTGTCCATAGAGTAGAGGTGGGTGA\nTAGAACCTACATTATAGGTTCAAAATATTAAATGGATTGCTAGATAAAAAATAATGGCAA\nCAGTGGCTGGCGTTCGAAGGACAATCAATAAGCACAGGCTATTCTTGCCACAATAACAAA\nAATAGCTCATTTTTATTACTGGTCAAGGATTTGCTCAGAATAGCTTTTCCGTTCAATAGG\nAAGCCTCTCGGCAAATCTGAAAAAACAATTCAAGTCATGCAATGTAAGGTGGAGGAAAAG\nGGCAAGGGCTTATTAGGCTCGGGATTGACCATGGGAGAAAAGACACAGAGGTGAACCAAC\nAAACTCAGAGACGTGGAAGCATGGGGACCAGGGTTCTTGGAGCATGGATGGAGGGGATGA\nAGACATTGTAGTATGCTCTTCTAAGCAGATAGCAGGTTTCTTATCCTATAGGAAACCCTT\nGAAGTTTGCTGAGCCTTTGCAAGGAGGCATAGTTGCCCTATAGAGGCTATACTCCTGCTT\nACATAGAAGAGATGAAGAAGGGTCTGTGGCAAGGAAGTTTGTGCAAAAATTCAGTTAAGA\nGGACCAAAGTCCCTAATTTACTTATATGCCGGTGAGCTCTTGCAGACCGCATTTGGGGGT\nGGGGTAAAGAGGGAGTGAGAAGAGTCAGGTGACAGAATGGCAAAGCGGTGGGAATGGGTA\nTGGCCAGTTTGCAAATGGAAGAGCTGGGCGGGGCTGAGGACGCTTCCAGAAGCCGACTGA\nCTTTGCAGCCACATTGTGCGTTTCATTCTGTGGGCTTGCTTCCTTTGTGTTCAGAAGCAG\nAGTATGTAGCTCACGTTGAGGCAAGAATGGGGTCTTGGCAGGAAAGTGTATCCTTATTAC\nCTACTTCTCTTGGACCTCACCCCGTATCCTTTCAAGTTCCACTTGTACCCCGTGTCCTTT\nGCAACTTCTTCCCTCACCAAGTCACCCATCTTTGCTGTTCTTCTTCTGACTGTCTTTCAC\nTTTGACCAAATGTTTTGTCGGTGAGACACGTTTGTTTAACACTTTCATGCATTCTTTCTC\nTTACTAGATTTAAAATTCCCAGGGGAACCCAGCTTGGGATGCTGGGACATTCTAAAGAGA\nGAATAGGACAGTCTGAGTTATAAACTTAGTTCATCAGCTGTGTCGGTCATTCTGAGAAAG\nTCATTGGGGATCTGTTGGTCTCTGTTAATAGTGCAGGACTTTTATGATGTGCCGGGGGCA\nACATGTCACACCAACAAATTCCTTCCACCTGGTTGGTATCCAGTAACTAAAACTCTATCT\nAGGAAGTCATCATTGATAATGGTGAGGAAATAGACATCCAGAGGTGAGGGTAAGAATTTG\nTAATTCTCATAAGTCTTAAGGATGTAGTAATTGGTCCAGTATAGGTCAGGAAAACACATG\nCAAGGGAGTGTTCTATTTTAAAAATCAAAAAGTCATATATTGCCACGCGCTCTGGTCGAG\nTCAGCCTGACAAGCCGAGAGGCTTGGAAGCTACTCACTGAGGCAGAAGAGTTTCACGGAA\nACTCACTCCTGGAGTCTGGCGTTCTCTCTAACCCATAAATTAATTTTCCATTCCCACGTT\nAGTCTAGTGTATGGATCCACGTGCTCTCCTTTAGTATTATCCTATTATAAGTGCCTTTTA\nAGATTGAATTCTGACATAGCTAAAGCCAGTGTTCCAACAGTCCTAGAACGTCCTTGAGCA\nAGACCTTGGGCTTGGAATTCAGTACTGCCCCTGGTATTACACTATCACTTTGAGTAAAAG\nTTAGGTCACTGCCCTTCACAGGAATCTACCATCACCAAGGAAGAAAGAAGTTTCTGACCG\nTAGGAGACCAGAATAGATGCTTAGAACTATAGCTGAGTTACACCCATATACAGAAATTTA\nTAATGGTTTAGGAAGTAGATCGGGCTTGTGGTTTTAGAGTATTGCATAATTCATGAGATT\nGTTAGCTAGAATGAAACTCCCTAGTTAGAACCATGACTTGGGTGTGAAAGCCCTGCCCTA\nGGAGTGAAAAGATCTCACACCTGGCTTCTAAGACTATAGCTGACCTTAGATAGAACTGAC\nTTTGTCTCAGTTGTTTTATTGCCCAGTTCCTGCCAGTTTTTGCATTTTCATTCCTCTGTT\nCTGTTTAAGAGTCATTAAGCATCCGGTTACCTCATTTGTACCTTGTGGGTATGTCACCCA\nACTTCCTTATTGTCTTCTGTATAAAAAGTCTGATGCTCGACTTGACAAAAGGCATTCAGA\nTCCTACACTACCTCTCCTGTGTGCATCTGTCTGTCAATTCATCTGATGCTTTGCCCACCC\nATAACTAGAGACCCATTCCACACAGACAAAGGGGCCCAGAGGGTCTGCGACAATATATAC\nTTAACTTTTTTCATTACTGAATTTCTCTCATTTATTTATCAGCCACTACAAATAGATATT\nCTCTGTGCACAGACTTAAAGTAGAGAAAGAAAGTTTAGTTACATGTTTTCATAGAAACGT\nTAGCCTGACCACTTATATTTTGAGTAATAAAATAGGGGTTCCCTAGCTATAAACCACATT\nATTCACCCTTGTATATAGTAATAGATTATGAAATAATAAAAGGAATGCCAATGTTTGTAC\nTGTCGTCTTATGTCACTTGCATTGAAGAATTCATCAAAAAGGAGTTTGATTAAAATTTAT\nTGCATTTAAAAACGGGACTGGAGAGATGGTTCAATGGGCCAGAGCACTTGCTGGGCAAAC\nATGAAGAGGATCTGAGTTACAGTTCCCAGCACCAGTGTAAAAGGTTTGAGGATTGCTGAG\nCTGTTCTGGCTTCTAACCTAGCTCAGGAACACTCTGGCTGCTAGCCTAGCTCCAGGTCCA\nGAGGGACACTCAGGTTCATGGTCAAGGCGGTGGGACTGGATAGAGCAGCCAATGTCCTCC\nTATGGCCTCTATATGCAGGCATGGGTGTGCATGCCTGCATATGCATGTATACCACATATA\nCCACACGCAGAGTGAGAGACAGTCAGACAGACATAGAGAAGGGGTAGGGAAGAATGGTGG\nAGAGAGGGAGAGGGCAAAGGAGGGGGAGGGATGGGAGAGAGAGAGAGAGAGAGAGAGAGA\nGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAATCCTCTATGGCCCTGAAAGGGTAGAAT\nGCATACTTTGTTCTGGGCAGAAAAAAAAATGGTGCCAAGTTTTCTAGTTTGGACATTTTA\nAAAACATTTATAGCTGTCTTTATTTTGAAGGCCAAGGTCAGTGGGTCCAGGAAAAAGGAT\nAGTGAGGTCTGTTGACAGTAGTGGGATTAGACACAGGTGGCTGGCCAGGCCTGCCAATTT\nCCACCTGTCCTGTTCCAGGAGCATTTAGAGATACGTGGTAGCCATCCCCGGCCTGGCAGC\nTCTCATGGCCCAGCTGAAGCTGTCACTGTGTGGGGGGACAACCTTCCAGCCACCAAAGGG\nAATTCTATGAGGGTGAGGTTTGAACCCTGCATGTGGCCACTCTCCCAGGGATGGAGATTT\nAAACACCCTGTTATTTCTGAGTGTCCTTGGCCCTTGGTCTATAGGATGGCAATTGTATTT\nGATGGGCTTTTATTTTTAGAGTCTCCAGACCTGCGCCTTTTATTTCTCTCTGAAGTAGGA\nTGGGACTATTGTTCTGAGACTGGTTGTACTATAACAGGAATCAAGGAAACTTTAAAAAAC\nAATTAAATGTGGTGTCTGTGTGTGTGTATGTATGTGTGTGTGTGTGTGTGTGTGTAAGCA\nTGTGTGTGCACATGCAAATGTGTGTGTAAGTCTAAGGAGAACTTTTAGGAGTTGGCTCTT\nTCACTGTGGTACTGGAGATCAAGCCCTGGTCATGGAACCCAGGGATCAGACATAAGCCAT\nGGGGCCTGCACAAAAAAGCCCCATTGCCTTCTGAGTTATCTTTTCAGACCCCATAACACT\nCTTGAAGAAGACTTTTATATTCTACCCTCTGGTGACATTAGAACTTGTAGTGTTCTGGAT\nCCAGAAGAGACTTTTAAAGCATACATAGCTAATGAAACTTTGAGCTGGGATGGTGGGGAA\nAATGGATAAGAATGAGACTCAGTGTGGAATCTACCACAGTGCAATGTGAAGGGTGCCAGA\nATATCCTTTTAACGACCATCGGCCTAGTAAAAATTGAAATTTTATTTACCTAAAAATATT\nTCTGTGTCTCTGTCTCTGTCTCTCTCTCTCTCTCTCTCTCTGTCTCTGTCTGTCTCATGC\nCAACGTTAATGCTATGTGTGCTCTCTACCACAGAGCCTCCCCCACAGCCCAGGAGATACT\nCTTTTGGTCTAAAGCTGCTTGCTCTTTTATTCATGAGCAAGGGCTCCTGGGAGAAGATGC\nGGGTTCATCCGCTTTCATTCACACATGCCTCAGTGTGAATGAGTCTACCATGTCACTTCC\nTGGCTTGGAGTTGCTGTTAGAAGGGTTGAAAGGGGAGAGGAGGATCCTGGAATTTCGGAG\nGATGTGAGGATCAGGGGCGGGGTCATTAGTGAGAAGGAGGCGGGGCCTTCAGTGAGAATG\nAGTGGGGCAGACATCATCACATTTTTTTTCTGGACTGTGCAGTCTAAGGAAAATCAGGAC\nATCTTAGGTGATACCGACAGAAATTAGGGAATAGTTAGAATTCTGCTCTCATAAGATAAA\nGCAAACAGGCCGGGCATGGTGGCACACGCCTTTAATCCCAGCCCTTGGGGGGTCCGGGGA\nGAGGCAGAGGCAGGCGGATTTCTGAGTTCGAGGCCAGCCTGGTCTACAAAGTGAGTTCCA\nGGACAGTCAGGGCTATACAGAGAAACTCTGTCTCAAAACCAAACCAAACCAAAACGAAAA\nAGCAAACAGCTCATTGTTTAAAATACAGCAGCTCAGTGATTAAGTCCCAGGGAACTTTTC\nATTACATGTGGTTTTATTTCCCTCTGTGTAAAGCAAGGTCTAATACTAATGTTAACAACA\nTTAATACCAATACTTTCTCACGTATTTTCTCTACAGCAATAAGCTATGTTATAGCTTAGT\nTCCTGTTCTTGGCTCTTCTTCCACAAAATAAAAGAAGCACAAAGAATTCCCACAAAGTTA\nAGCTAAAAGGATTAATTAAAACATTATACAATAGTATACCTCTTAAAGTTGTATTCTGTA\nAACCCTGGGGAAGTAAATGTTTTGTGACTCCTTTATAGTCTCCAATTCAAAACAGTTTGA\nTCTCTGTAAAAACTTTAAAAAAAAGTAGCAACTTAGAATCACATTATTGCAGCCTTGATC\nAACACTAGGAAGAAAAATAAGATAATGATGTCTTGGTGGCATAAAACCTTTAAATGGAAT\nAATCTTTGTTGACAACACTGGTTTAGGGTGGGGCTAAGAAATTCTGTTTGTCAACAAGGT\nAAGAATGATTCAGTTAAGCAACAAATAAAATTCAATTACAAATAAGCCTTGGATAAAGGA\nAAGGCCTTTTAGAGAAAGGAAGAGATAAATTATGGAAGTTGAATGCAATGCTTATCAAGG\nCCCAGAAGTCTCATTAGTGATTCTCTGTAGGCTGAAAATGAAGGAACAAAGATGCTGATA\nAGTCTCCATCCAAAGGACTATTTGGCCAATTTGAAGTTGGCTTACGATCAGCTCAGACTT\nGATATTTAACCTGTTCAAGTTCATCATCTCCTCCAAGTCCTGCCGACTGATGCTCTCTCT\nTCCTCTTTTTGACTTTGTGGGCCTAATTACGTAACCAATATTTACAGAATTCTCTTCATA\nCTGGACTAACTGAGCAATTCTCAACCTATAGATCACAACCCCTCAGGGGTGGTCACATAT\nCAAATATCCTGCATGTTAGATATTTACATTATGATTCAGAACAGTAGCAAAATTACAGTT\nAGGAAGTAGCAACAAAAATAATTTCATGGTGGGGGGTCACTACAACATGAAGAACTATAT\nTAAAGCATCACACCATGAGGCAGGTTGAAAGCCACTGAAGTAATTGAATGCCCACTGTAA\nAACCCTTCCTCTTCCTGAATATTATTGATTCATTGACTCATTTACTCAATCATCCAGGTC\nCAGTCTGTCCCTTCATGAGTAATGTTGGCAGGATTCCAGCCATGAGTCTGGGGTCAGTCA\nCAATTACTGTTTGGACTCTTGTGATAAAATAGACTCACAGGGTTCATACTCTGGCACAGA\nAGGCAGGCAAGGAGTATATAATGACAACTCATTAAATGCTTGCTTACAGTAGGTGAGCTG\nCTGTGAGGTTTGAACTGGGTACCGTGAGGATGTGTTTCAGACTTGCAGAGGGAGAGAGGT\nAGGCATTTTTGAGGCAGCTGAAGCTGAACTATGGGAGTGTGTGTGTCTAGCATAATGTAG\nCATGGAACTAATTTTATTGTGGTATAATACATGCCTGTCTCCATAACCTGCTCTCATGTA\nGACAATCATTTGTCATAATATATTTCCATCTTCTGAGTCATTCAAACACAAATGAAGTGA\nTGAGGCCTGTGCTCAGGTCAACGGACAGAGGGAATAGCAGAGACTTTCTTCAACCTTGAA\nTCTTGACTGTCTATAGATTTTTGTTTTATTTTAATTTTGGTATTGGGTGTTTTGCCTGCA\nTGTATATATGTGCTCCATTTGTGTTTCTGGATCCCATGGATGCCAAAAGAAGGCATAAAA\nAATTTTTGGAACTGGAGGTACAGACAGTTGTGAGCCACCAAATGGTTGTTGGGAATTGAA\nCCCAGAACCTCTGGAAGGACAGCTAGTGCATCTTACCTGCTGAGCCATCTCTCTAGCCTC\nTGTCAGTAGACTTTTATCTATAGATCTTAACCCAGTTTCAGGAGAGTCGCTGAGGTTATT\nTAAGAGCCTTTGTTTCTACCCAAGTGCTGACGGGCACCTCAGACTTTCACTATCAAAGTG\nAGAGGAGAAAAAGCCTGGAAATAAGGACTAAATAATTAGCTTCTCCTACCAACCCAGGTC\nACAAATTCTTCCCTTCCCACGTAGACCTCAGGCCGTTCTTCTGCATGCTTGTGTGTGTCT\nCCCAGGGCCCTTTCTAACATCCATCAGTGACCCCAGGCTTGCTTACTCTGCCTCTGGCTT\nTGCTACCATACTAGGTAGGAGGGTCTCAGTATTCCAATGCTAGCCTGGGTCTACATTCTC\nTCATTTTGTTCAAACAAGGAGGCCATGTGCTCTAAGTTACCCAGAGGATACAATCTTGCA\nAGCTTTCCAGAAAGTTGTTTCCAGTGCACTACAATCTGTCTACATCCTTGCAGAACTTGT\nTACACCTTTAGTAAAGCAGAGAAGAAGGCAGCTGTCTAAATCCTCCAGCCTGGCTCTGAC\nACAGGGACTCCTGACAGAAGCTGGACCCGGTGCAGGAGCATCGTGTCCCTGAGAGCAATG\nCAGATAGTTTGAGGGAGGGGCCCCACATTACTCACTGTTACACATAACTTTAAAGTTTCC\nAAAGCTATGTGTGGGAACTGCTGTTAGAAATCACGTTATCTGTTAATGGGATTTGGGCCT\nGAGACGCCCACATGCTGCTTTGAAATTTTCTCTCCATCTGTTCATTTCTGCAGAGCTTAT\nTTATTTATTTAGGACAAGAGTAGTGTGGCCTACTAATGTGCTCAACCAAACAATTAAGAT\nCACAGCTCTGCGGAGAAAGTGAGCCATGGCCGGAGCTCCTCAGGTGTGTCTTTTTCATCT\nGTTCCTCTGCTGTCTTTAGGTGAGATGGTTCTGGTAGAAATGGACCCAAGAAAGCACTAA\nCAATACGGCATAGACCTAAAAAGATGACCTAGGTTGTCACTCAACCTTGGACAACAAGAA\nCAAAAGATTTAAAGGACTCTCTAGCGCATTGACTGAGCTTTTGCCTGGCTTCGGAAAGGA\nTTGTGTCCTTCAGTTGTCTTTGGGGAAAAACATCTCTACAAATGCTGTTATTTTAAAATG\nTTGACTCATATCTTTTTTTTTCTTTATTAATTCTGGTAGCTTATGGGTTGACTAACACTT\nAAGACATTTTTATGCAGTATATTGATTTTCCTTCTCTGTCGTGACAGTTGGAGTTTTGTC\nCCTAATCTCAACTCATAGGCTTTTTTTTACCTGCTTTGAGAGCTGCTGTCTACAAAATAA\nGGCTCCAGCCCCCAGAATGTAGACCCTTTCTCTTGCTGTCTGTTACTCTGTAAAGCATCT\nATTGACCTAGTTTTGTTTCCAAAAGTAAAAAGCATTGTAAATACTTCATAATTATAAAGC\nACTTCTTGGATGTTTAGCCTTCACCAGATATTTCCTGAGTGTGCCAGTAGAAACCTGTTC\nTGTTAGTAAGTACCAGAGATGAAAAGAGAGCCAAGGGTATTGCAATGAAGGAGTTTATGG\nTTAGATAGAAGAATTAATATCACACCAGTAAACTCCTATTCATGCACAGTTTCCAGTATG\nATTAGTGTTGTAGGGAAAAGAACAGGGAAACCTTAAAACTGGGGACCCTGGTTGGGGTGG\nGGGCTTCCAACTTTCCTATCAAAGGCATTATTTTTCCTTTATTTTTAGGTTTTATTTTCA\nTTAAAGGCACAATAGAGAGTCAATACTAACTTGATGCTTTTAAAAGGTAACCACCCTGAG\nTGTGGAGTTCTAGCCTTCGTTATTTATAATATTTTGCTCATGGATTTGCTTGTTTAGGAA\nTGCTGTGGACTGAACCTGAGACTGACAATGCCCTAGACCAGTGATCTATGATTGAGCTAC\nCTCCCACCTCTTGTTTCTCTCATGAGCTCACATCTGGGCACATTTACTAGCTTGTCCTGG\nAACACATTATGTAGCTCAGATCTTCCTGCATCAGCCTCCTGAGGAATCAGGGTTACAGGA\nCAGCACAATTACTCCTCATTTATCATTGGAACTAGGAAAGTAAAAACCTCGCAGATGTCG\nGTTGCTTCTTCATACTGTGTCTTCACTGAGAGTAACTCATTTACAAAGTGATAGATTCAA\nAGTTGTGTCCGCCAGTCTATTCTACAGAGGTGGTGGAGTCATCAGAGTTCGGGGATTTGG\nTTTAGGACAGAGAAAGGGTGGAAGGAAGTCTTTGCTGACATTGAAGCTCCAAGGTGACAG\nAGGAGGGACCTATCTCATATGCTTTGGCATAATTTAAAGTGAACAATAAAAATGAGTCCC\nCAAGACAGAGGAAGAATGCTCACTTAGGCTTCTGCCAAGAAAAGTTGTGAAATCTGCTTC\nCTGGAAATGCTAGGCTCACCGAAGTGTCTTCTAAAGACTCGGTGAAGAGTAAAGTCTTGG\nATAGAAACTGAGCTTGGAGGGGGTCCAAGAGTCTGCTTTCCATCACGTCCCCAGGAATTG\nTCAATGCTAGCAGCTTCTAGGACCTGTCTCCTGCTCTCTCTCCCTGCTCCCCTCCAGTTT\nCTCATATGTAGACACTTTTTTTTACCTCACACTTCTTAATGTTGTTTTCTCTTTCCTGTA\nATTGTCCCTGACCCCAGCTTCCATTTCAACTCAAGATTTGGTTGTTTCTGATGCGAATGA\nAACAAAGATCACATAGTGGGTATGCTTTACTCAGCATCCTCAGCATCTCAGCATCCTCAG\nCATCCTCAGCATCCTCAGCATCTCAGTATCTCAGCATCCTCAGCATCTCAGCATCCTCAG\nCATCCTCAGCATCCTCAGCATCTCAGTATCTCAGCATCTCAGCATCCTCAGTATCTCAGC\nATCCTCAGCATCTCAGCATCCTCAGCATCCTCAGCATCCTCAGCATCTCAGCATCCTCAG\nCATCCTCAGCATGCTCAGCATCCTCAGCATCTCAGCATCCTCAGCATCCTCAGCATCTCA\nGCATCCTCAGCATCCTCAGCATCCTCAGCATCCTCAGCATCCTCAGCATCTCAGCATCCT\nCAGCATCCTCAGCATCCTCAGCATCTCAGCATCCTCAGCATCCTCAGCATCCTCAGCATC\nCTCAGCATCCTCAGCATCTCAGCATCCTCAGCATCTCAGCATCCTTAGCATCCTCAGCAT\nCCTTAGCATCTGTCCCCAGGATTAGTGCATTACTACACAATATCTGGAAAAGATTCCTGT\nTCTCCCCACATGTTTCACTGTCTTCGATGTCACTGAGTCCTTTGTCCTTCTCTTTATTGT\nAATGGTTTGTCTTCTCAAGTAGCTTCAGCTTAACTACCGGGCTATGAAACAAAATTGTAC\nAAAGCTTCCATGGTTGCCCTTCCACAGTAAAGTTCTGTTATGGTGTCAATAAAAACATTT\nTGAAGTTATTTGAAAATTTAGCTTACAAAACTCACCAAATGGTTTATGCATCTTCTTGAG\nTTTCATGTGTTTTGTAAATTGTATCTTAGGTAGTCTAAGTTTCTGGGCTACTATCCACTT\nATCAGTGAGTTTATGTGGTTTGGTTTATGTGGCTGAAATACAACCGTCATAACAGCCCAG\nGTTGGTATGTACTATCTACGCCTGTGTTGGTTTGAATAGAAATGGGCTACATAGACTCAT\nGTACTTGAATGCTTGGCCCACAGGGAGTGGCACTATCAGGAAGTGTGGCCTTTGCAGATG\nCTGGCAAGGATGTGGAGAAAGAGGAACACTTCTCCATTGCTGGTGGGATTGCAAGCTGAT\nACAACCACTCTGGAAATCAGTCTGGTGGTTCCTCAGAAAATTGGACATAGTACTACCAGA\nAGATCCAGCAATGCCTCTCCTGGGCATATACGCAGAAGATGCTCCAACTTGTAATAAGGA\nCACATGCTCCACTATGTTCATAGCAGCCTTATTTATAATAGCCAGAAGCTGGAAAGAACC\nCAGATGTCCCTCAACAGAGGAATGGATACAGAAAATGTGGTACATTTATACAATGAAGTA\nCTACTCAGCTATTAAAAACAATGAATTTATGAAATTCTTAGACAAATGGATGCATCTGGA\nGGATATCATCCTGAGTGAGGTAACCCAATCACAAAAGCACACACATGATATGGACTCACT\nGATAAGTGGATAGTAGCCCAGAAACTTAGACTACCTAAGATACAATTTACAAAACACATG\nAAACTCAAGAAGAAGGAAAACCAAAATGTGGATACTTTGTCCCATGGAAGAACAAAATAC\nCCATGGAAGGAGTTACAGACACAAAGTTCAGAGCTGAGACAGTAGAAAGGATCTTCCAGA\nGACTGCCCCACTGTGGGAAGCCACATGTGCCATTGCAGGGTGGCGCTGGCTACCACTGGC\nCACCACGCATACATAGGCAGTAAAGTTTTTTTTTTGCCAAGATGAGGTTTTGAGAATTAA\nCCAATAAGATGAGAGAGAAGTTAACCAATCAGATGAGAGAGAAGTTAACCAATCAGATGA\nGAGACATGTTAACCAATCAGATGTGAGACATACAAATGAGGTGGTAAGCATAACCCATGC\nATAACCAATCCGGGTGTGAGACACGCCTCTCCTAGGCCTATATAAGCAGCACCAGTTCTG\nGGCTTGGGGTCTCTCTTCGCCTCTGCAATCAAGCTCTCCCAATAAACGTGTGCAGAAGGA\nTCCTGTTGCAGCGTTGTTCTTGCTGGCAAGTCGGGCACACGCAAAACCCCACTGGGGATC\nTATACCATATACAACCACCAAACCCAGACATTATTGCATAGGCCAGCAAGATTTTGCTGA\nCAGGACCCTGATATAGCTCTCTCTTGTGAGGCTGTGCCAGTGCCTGGCAAATACAGAAGT\nAGATGCTCACAGTCATCTATTGGATGGAACACAGGGCTCCTAAAGAAGGAGCTAGAGAAA\nGTAACCAAGGAGCTAAAGGGGTTGGCAACCTTATAGGAGTAACAGCATTGTGAACTAACC\nAATACTCCCCAGAGCTGTGTCTCTAGTTGCATATGTAACAGAGGATGGCCTAGTTGGCCA\nTCAATGGGACGAGAGGCCCTTGGTCTTGCGAAGGTCATATGCCCCAATACAGGGGAATGC\nTAGGGCCAGGAAGCGGGAGTGGGTGGGTTGGGAAGCAGGGCGGGGTGGGGCGAGGGTATA\nGGGGACTTTGGGGTATAACATTTGAAATGTAAATGAAGAAAATATCTAATAAAAAAGAGA\nAGTGAATAAAAAAGGAAGTGTGGCCTTGTTGGAGAAAGTATGTCACTGTGGGAGGAGGCT\nTTGGGCTTTGAGGTCTCTTACACACTGTTTCCTGCTGCTGCCCGAGGATCAAAAGGTAAA\nACTCTCAGCTCCTTCTCCAGCACCATGTCTGCCTGCTCTCTGCTGTGCTTCCTGCCATGA\nTGATAATGAACTAAACATCTGAAATTGTAAGCCAGCCTCAATTAAATGCTATCCTTTATA\nAGAGTTGCTGTGGTCATGGTGTCTCTTCACAGCAATAAAACCCAAACTAGAACAATAAGA\nCAACATACATTTGCATGTTTAAATGTTTCTAATCATAATATTTTTAAAAATAATTTACTT\nATTTTTATTTCATGTACATTTGTGTTTTGTCTGCCTGCATGTCTAAGTGAGGATGTTGGG\nCACCCTGAAACTGGGGTTACAGGAAATTGTGATCTGCACGTAGGTGCTGGGAATTGAACC\nCAGGTCTCTGGAAGAGCAGTCTTTTTTTTTTAATTAGATATTTTCCTCGTTTACATTTTC\nAATGCTATCCCAAAGGTCCCCCATACCCACCCACCCAATCCCCTACCCACCGACTCCCAC\nTTTTTGGCCCTGGCGTTACCCTGTACTGGGGCATATAAAGTTTGCAAGTCCAATGGGCCT\nCTCTTTGCAGTGATGGCCGACTAGGCCATCTTTTGATACATATGCAGCTAGAGACAAGAG\nCTCCGGGGTACTGGTTAGCTCATATTGTTGTTCCACCTATAGGGTCGCAGTTCCCTTTAG\nCTCCTTGGGTAATTTCTCTAGCTCCTCCATTGGGGGCCGTGTGACCCATCCAATAGCTGA\nCTGTGATCATCCACTTCTGTGTTTGCTAGGCCCCGGCATAGTCTCACAAGAGAGAGCTAT\nATCTGGGTCCTTTCAGCAAAATCTTGCTAGTGTATGCAATGGTGTCATCATTTGGAAGCT\nGATTATGGGATGGATCCCTGCATATGGCAATCACTAGATGGTCCATCCTTTCGTCACAGC\nTTCAAATTTTGTCTCTGTAACTCCTGGAAGAGCAGTCTTAACTGTTGGGCCATATAGTCC\nCTGATGGACACAATTTTTAAAAATCAAAAGCCATAAGAAAAACATTTGTCTTTGACAGGA\nTAGATCCAAAACATTGTTTCAACAGGGCATCATCATAAAAGTTACTAAAGAGAAGTATGC\nATTTGCAGTATCAGGTTTATCAGAGCCGGTGTGCTTTCATATTGATGATGTGCATATGCA\nCATTTCAAATTCTCAATAGCCACATGTGGTTAGTGACCTTTGAATGACAGAGCAAGAGTA\nTATAGCCTGGTTCTCTATGTTCTCTTCTCTTTGACTATGGAGCTTAAATAATTCCACGTT\nTTGTAAATATGCAAACTGAGTCAGGAAGAGGACAGCTGGGGGAGGGGAGACTACAACAGA\nTGACTTCCCAGAACCTACAGCATCTTTTGTCTTTTGTATTCACATCTTCTGTACCCAGGT\nGAGAGCTCTTTTCAGACCCAGACTGCCTCCCCCAAGCCCCTGGGGAAGTGGTAGCCTAAC\nTCACAAGATGCCCTGTCTAGAGAAGGACCAGGGCAGTCTTTGCCCAGGATGCATACTGTG\nCTTTGCCTCTGATTTAAAATAGGATCAGTCTCAAATTCTTCCCCTGACAAATGAACACAC\nTCACTTGTTCATGCAACCAGTCATTGATTTGGCAACATGCTACCCACTAGGTAGAGGCCA\nTGCAAACAGACTCCAGAGAAAGAGCCCATGGGGAGGCAGACAGGCATCACAGCACTCAAG\nCAGTGTCTTAAGAGATTCCAGAAAAGCCTGTTCTGGTTTCAAGCAGTACTGAGACCATCA\nAGTGGGGAGCAACTAAAGAACAAACCTCTTTATGTAGCGATGCAGTGGGGAACCTTCTGG\nAATAGCACGGATTACTGAGAACCAGGCTCAAGCTCAGACATTCACTCATTTTTGTGGGGT\nAAATCGTTATCAAGCTTGCTTTAAGCACATAAACACATAGTAACAAGCAAGGGATAGTTT\nGCTTGTCAAAGGAGGTTGCCATCTAGAGGGGAAACACACTAAAATCTGTGCATTAAAATG\nACAAAATTCATTACAGACAATAGGAAGTAAAAACGAGATGAATGTAAAAGCAGAGAATGA\nCGACATTGGAGAGCTTGCCTTCATTTTCTTTGAGATAGGGACTCAACGGAGCCTAGGCTG\nTTTTCAAACTCACAACCCTTCTGTGTTAGCTTCCTGAATGCTGGGATGACACCGGTGCAC\nCCTCATGCCCAGCTAGAAAACTTTTTGGTCCTGCTGCATATTAATGAGCCATTCTGTTTT\nACTCATAGCAGAACAATCCTGCATGAATGACAGATGGCCAAAGCCAGACTGACCTTTCCA\nCACACACATCCCAAAATGAATACTGACTGATCAGTCAGCAGGTGTTTTTTTTGGTGGTTT\nTGGGTCCCTGGCCCCTCCCCTACTTGTCGCTTTGAAGTATTTTTATAACATGCCATTTCC\nATGGTAACCATGCTCTTGAGCATCAAAGTTGTCTTTTCAGGGGAATTAAAAGGCTGCCGA\nTGATGCCCAGGCTGTGGTGATTGTCACCACATGCCACACTGAACTGCAAAGGAGGCTGGG\nATACAAGGTCTAGTCCAGGATGATCAGGTGCCTAAAGAAATGTGTGTACCCAGGTAGGAG\nTGGGTATTGCGGCAAGTGTCAGGATTTCTTCTACTGTGTGGATCCCACACTTCACTTATC\nCAATCATCTATCAGTGGACATTTGAGTTGTTTTGCATCCTGGCTGCAGTGAGCCATGCTG\nTAGAAGTACTGACATGCAGATTCCTGGCTTTATGTGTCTTGGACCTATAGCAGAAATGAG\nATAGCCAGATCGCATTTATTGTTTAAATGCCATTGCAGAAGGATCAACCATGCAGAATGG\nTCGCCCCTGCTTCCTATTTTCACAGGCAGCTCACCACAGCCCAATGTTCCCACATCACCC\nTAAGTGTTGATAATTTCTGGATTTTGTTCAGTGTTTGTTTCTTCTGTTGCTTTGCTTTGG\nGTCAGCAGTCATTACAATGCATGTGAGGCAGTCTCCCACTGAGGCTTGGATTTGCATTTC\nCCAAAAGATTCACACGCTTGTCTCCGTACAGTTTCCTTAGAAGATGTCTATTACAGACCT\nTTGCTCATTCAAGTTCTGAAAGGAAAAAAGACTTAGAGTAAGTATTGGCATGTGTGGGGT\nGTGTGCTTCCACGCGTGAGTGCAGGCATGTGCATGCCATAGTGCTGCTATAGAGCTCAGC\nTATTGGTCCTTGCCTTCAGTCTTATTTGGGTCAGAGTCTTGTGGTTTTTGCTACTGTGAC\nTATACAAGTAGGTAGCCTTCTAGTCCCCAGGGGTCCTCCCTTGCTGAGCTGGGGTGATAG\nGCATGAGATATGGTGCCTAGATTTATGTGGGACCTGGGGCCCCAAAGCCAGGTCATCATG\nCTTGCCCAGCAAGAACTTTACCCTCTGAGTCACCTCCCCAGCCCTGGTTAAATATAGTTT\nGCTTTATTCTGTTGAGGACATGGAGACTGTATTCTAAGTATGGTGTCAAGGCATCATGAA\nGCCCAGGTAGGGGAATGACCTGAGTCAGCTTGGATTTCTGGTGTGATTTTCTCCCTGCCT\nTGCAGCAAGAGGGGCAGGTGTTGACGATATCAACGAGACTGACTATTTGCAAGGTACAAA\nAACTGTGTGACTAAGACAGATGGGAAGCTGCTTTTTCCCTTCACAAAAATCAGCCATGCC\nCTGAATGTCTGTGTTGCTCCTGAGCAGTCCCATACATTGGAGTTCCACTGGGGTAGGCTG\nAGGGATAAAGACAGGCAAAAGCAGGTGAAGTGTAATTCAGTCTCTGGGGTCCATTTAGTC\nCTCGCCACTCTTACGGGTCTAACCAGCCGGATCAATTAACGCAAGTGATGATATTGGTTG\nCTGTGAGTATGGCCGAGACATTTGCTCCTTGGGAAGTTGGTGGCACTGCTAATTGATTTC\nATGCCAGCCTGACAGGAACATCCTGATCAGGGTAAGGTCACAGTACTGGGGAAGCAGTAG\nAGTGTACCCCTCTCCTGGACTGATCCCTTTTCCTCAGACACGCTTATCTCATATCCTGCA\nCTTTAATGTCATATGCATTGCACCGCACAACTTGATATTAAAGTTTTATTAGCTTGTGGT\nGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTATGAGAGAGAGAGAGAGAGAGAGA\nGAGAGAGAGAGAGAGAGAGAGAGAGAGACTAGGAGGTAGGTACACAAATATGTGTGCACG\nTGGAGGGCAGAGAACACCCTCCTCTCTGATTCTGCAGATGCTGTCCACTCTGTATCTTTA\nGACAGTGTCTCTCACAGACCTGACACTCACCAAGCAGGCCAGGGTGGCTGCTCAGCAAGC\nTTCTGAGCTCTTCTGTCTCTGCCTCCCTGTGCTGAGGTTACAGACACTTGCCACGGTGCG\nTTTGTCGTTCACACTTTGAGGCACACTACATCAAGCCTTCCATCAGGGCTTTGTGTGGGG\nCTTCTGGGGTTCTGAGTTGAATCCCCATGCGTATCTTACAAAGCAAAGCTTTGCTAACTG\nAGCCATTCCACCAGCCCAGGTTTTGCTAGTTTGGGATGTTCTTTTTCTTCCAATATTTGC\nTTATTCAAAAGCAGTGGTTGTTCATCTTGGGAGCATCAGACTAACGAGGGTGGTATGTTC\nAAATGTAGGTCACTGGGTCACCCTCGCAAAGCTTCTGTGAAGTGACTGTGAGTGCTGCTG\nTTGCTGCTGCTAGTCTGGGCACCATACACACGGTCCTTAGTCTCAGGAAGCAAGCTAATG\nAGCATCAGAGCACACCAGAGCCTGGAGACTGGCTGCTTGTCTTCTTTGGACATGCTTTCT\nGCTGCACAACTGCATGTCTGGACAAGGATATACAAGCCCATGGCAAATGTGTGTGTGTGT\nGTGTGTGTGTGTGTGTGTGTGTGTGTGATATTTTGAAGCAAGAATCAGCAGGGTTTATTT\nATTACACTTTAGAGCAGAGGCAGGAGAGAGGATTAAGGGTGACTTGGTGCCTTTCTTCAC\nTGCTCTACTGCTGTGAAGAGACACCATGACCAAGGCAACTTATAAAAGGAGCATTTAATC\nGATGGCTTGCTTCCAGTTTTAGAGGGTTAGTTCACATTCATAATGAGAAGGTTCATGGCA\nACAGGCAGGCATGGCATTGCTAAGAGCTTACATACTGATCAATGGGCAGCAGGCAGAAAG\nTGAGAGACTGGGCCTGGGATTTTGAAACTTTAAAGCCCACCGCCAGTGACATAACTCCTC\nCAAAAAGGCCACGCCCCTTAATCGTTCTCCAACAGTTTCACTAATTGAATATGAAACCTT\nCAAGTATATGAGTCTCTGAGCCATTCTCATTCAAACTACCATGCCCAATTTGGGTGCTGT\nACTGGCTGGTTTTATGTGTCAACTTGAGACAAGCTGGATTTATCACAGAGAAAGGAGCCT\nGCTTTTAGTAAATGCTCCATGAGATCCAAGGCATTTCCTCAGTTAGTAAACAAGCGTGGG\nAGGGCCCATTGTGGATGGTGCTATCCCTGGGCTGGTAGTCCTGGATTCTATAAGAAAGCT\nAGCTGAGCAAACCAGGAGAAGCAAGCCAGGAAGCAGCACCCCTCCATAGCCTCTGCATCA\nGCCTCTGCCTCCAGGTTCCTACCCTGTGTGAGTTCCAGTACTGACTTCTTTTGATGAATA\nGCAATGTGGAAGTATAAGCTGAATAAACCCTTCCCTCCCCAGCTGGCTTCTTGGTCATGG\nTGTTTTGTGCAGGAGTAGAAACCCTGACTAAGACAGGTGCAAAAGTCATGAGTTACATTA\nGTGTTCTAGTTGCTGTGTTCAAGAGAAGGTAAAGGCGATAAAAGGCAACAATTGAGGACC\nCACGAGAAATCCCTGTCCCCAAGTCTCAGCATAGCTCTTGTCTGCTGTTTTATGTTTTCA\nCCAGTCTTTTATTCCATACTCAATTCCACTCACATGTGTGTGAGTGTGTGTTTGCATGTG\nTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTTAGACTACATGTATACATACCTGTGTCTG\nTGTATATTCTGAACGCTGGTGTCCTGCAGCCTTACTATCACATATAAACTAATGGGAACT\nCATGGCTTTGGTGAAGGAGCACAGCGCCTCATCACGCTGTCTTCTCACCACTCAGGCTGC\nAGAAGGCCAGGTGTTTTGGTCATAGTTGACTGACACTGAGGGATGAGTCCACCTGCAGGC\nATTTGACACAGTGTGAGCTCTGGGTCTCAGATATTCCATGTAATCTATACTGACACACAT\nAGAGCCCATACGTTCCTCTCTTACCCCCTTGTGCCTGCTGTGCACTCCGGGGTCATGGGA\nGAAGTACATTCAAGAAAACGCCAACCAAAAATGCTGTCCCTCAGGCACTACCATAAAATA\nCCCACCTTAGAGAGCTATCTCTGTGTAAAACTCTCGCCTTCCTTTCCCAAATGTGGCAAG\nGATAATCCATTATTTCTGCTGCCTGTGGGACTGGTGGAGACAGTATTTTCATGTGTATGC\nATTTCTAGCTGATTTCTTTGATAAGCAGGCAGATCAAGTCTCATGTGGGATTATATCCCT\nCCATTCTGGGAGTCACTTATTGAATAAATCTGTGAGGCCTTCAATGTCCCAGGCAGTGCA\nTTAGTGTGTGATTTGGGAACCTGATGAAGAAATGAGAAAACAAAATAAATTTTATATCCA\nTATCCATACACATACACACATGTATGTATGTTTTTATATATGTGCATTTGTATGTATATA\nTATCATATATATAATATATGTGTATATATATATACATATATATATACGCATACACACATA\nTGTATGTATAATACACATACACATGGATGGTAGGAATGACCATAGAGAGAAGTTGGGAGA\nGGCAAATATTCTGGTGGAAAGAACATTAAGTGCTTCTTAGAACAGGATGGTTAGATAAGA\nGCTCAGCATGAGAAACTCCCTGAGGCTGTGAGCCATGTGGTTATAAGGATAGGAAGTGTT\nCCAGACAGGAGCTCAGCTCATGCTAAGACCAGAGGCAAGATTCTGACACTCTAGGAGCAG\nTTAGGAAGCCTGACATGGCAGAGAGTGGAGGCAGGGGAAGAGTCCAGTTCTGTTTGACAT\nGGAAGGGGACCAGGGAAAGATTTGGATGAAAGCAGCCACAGGTCTGCCTTCACTGGAAAA\nGGGTCACTGCTGCCACTGTATTTAGGATGAAAATCAATGAAGGCTGTTAATCTGCTGGCA\nGCTGATGGCCATGGTCCAGAGGGCAAGGACATGGATTGTTGGAAAGAGAGAAACATGCCA\nAAAAAAAAAAAAAAAAAAAAATCAAGGAACCAAGAAAACAAGCGTTCCTTTCTTCATAAC\nTCTGCCTCAAAATGCTACCTCTTTAATACACATGTGGTTTTAGTACCACCCAAAACCCAA\nTGGATGGGTCATCCTTTTACTGCTACGGGATGCACTTAGTCTTATGTCTTGACCAGCATT\nGGCCCTGTGTGCCTTGGTCCACAGAATGTGAGTAGCGGACACCTCAGTGACTTTGGCAGG\nGACTGGTGGGCACTCTGGCTGCTTTGTAGCAGATTGAAGTATTGACCTCATTCTAATCCT\nTGGTGGTTCTAACCTGGGTGTATTTAAACAAATTCCTAAGCTTGCTCATAAGCTTTTTGG\nAGACCAGCCTTTGTGGGATCAAGGATGTTTGACCAGCCAGTTTAGGCGCTTGTTCGGAGC\nGGTGATAGGAACTTATATCTCAGAGACAGATATCCGGTTGGCACAGGAGGATGCTGGTGT\nCCTGCTTCAACGCCCAACTTTGGTACATTTGCTGAGGTCCAGAGAGACTATTTCTGCCTG\nTCTCCCCACATCCACAGGAATGGAGCCACAGATGGTCCCACAGTTTAATCTGCTTCAATG\nTTTTCAAAGCTCTCTCAGTGGAGTGAGAAGCCAGTCTCCTGCTTCCAGAAAAGTGTCTCC\nAATGTGAGAAACTTGTCATTTTGTCTCTAACTCCATGCAAGGCTTATCTCGCTACAAACC\nCGAAGCAGAAATGGCCTTTTAGTAAATGCCAGGCAGTCGCTGGGCTGAAATGCCTTGCAT\nTTGTAAGAAAGGGCTAAGCTTAGTGACTTCTTGTCCCTGGTCCCTCCCTAAGCTACAGCC\nAATGTGACAGAACAGCCCAATAACATATGTGCCCCAAATATCTTCATGGTTTATTTCCTT\nTATTTCCTTAGAAAAGATTGCTTTTATTTTATTTTCTTTTAAAGAGACTCCTGGAAGGTA\nACCTTCTTCACAGTGGGGGTTCTTTTCAGAGTTTAAAAATGCCAAGCCACAATAGCTACC\nCAATGACAAATGTATTCACCCTTTTTGACAGAGATTTTTCATTTGGCGGCATATTTTAGA\nTTCATTTCTCTGTATATGAAATGACATCAACAGCGTTGTCTGTGGTGACAATGAGGGGAT\nGTGTCACAAGCGGCAATGACATATCCACACAGTGGGGTGCAGCGGCATTGTGGAAGGAGA\nATGAGGGTGCCCCCTCTCCTGACATGTTAGGGTTGGTAGGAGATGAAGCTCACTGAGAGT\nGTAAAGGCACACCAGGAACAGAAGGATCTAACTTTAGCAGAGGACCCAGAGGGAAGTAGG\nCATATATTCATATCTGTTTGCATATGCATCAGCTCTGGGAGCAAGAAAAGACACTAATAA\nAAATGATTCATTTGGGAGCTAAGAGAGAGCCCACTTGGTAAAGTACTTGCCATGCAAATG\nTGAATAAGAACATGGAATAGGCATCCCTGTTGAAAACCCAGTGCGTTGCACACTTGATGA\nAGTGATAGAGACAGGCAGATTCCCAGGGCTCACTCACCAGTCAATATAGCCTATTTGAGG\nACCTCTAAGTCCCAGTGAGAGACTCAGTCTCAAAAACAAAAACAAAAACAAAAACAAAAA\nCAAAAACAAAAACAAAAAGCGAGGGCTGGGGAGATGGTAAAGTACTTGCTATGAAAGAAT\nGAGAGTCAAAGTTAAGCTCTTTAGAACCTAATAAAAGCTAGGCGGGTGTGTGGCCTGCCT\nATGATCCTAGTGTAAGTGAGGTAGGGACAGAATGTCTCTGGAGCAAGCTGGCTCTCCAAA\nGTACACATACTGGTGAGCTCTGGGTTACAATGAGAAATCCCTGCTCAAGGTGCAGAGTAA\nTTGATGATAACACTTGACACCAACCCCTGGCTTACACACACACACACACACACACACACA\nCACACACACATGTATGTGCACATACATTATCATGTATAATACCTGCACACACTTTTCCAC\nCTCCCCCTAGAATGGTTTCTTTCAGGAACAGTATAGAATGAATGACACATGAATGCAAAA\nCCCCCTAGGTGCTTTTCCTTCTTAGAGTGTTAATATTAGAGCCATGTAAATTGTATTAGT\nTCACAAAATGTGTCTTGAAAACAAAGACATCCAATCGTGTCTAATCCCAGTGATAAACTG\nCTTGACTTGTGCCAGCAGAGAGCTGCAAAGAGTGTGTTGTCATGGAGTTTTCCAACACCT\nTTCTGTGCTAGGTAGGGACTGAGAGGTGCTCTGCAGAGAAGGATGAAGGTGACCAGCAGT\nGGTCCTGGAGCCACTTGCCACCCATTAGGGGAGAACAGTGAGCAAATAGTTGCACAATGT\nGTCCCAACATGAAAGGGCAATACACAGTGTCATGGAGTACAAGAGCAATCTGAGCAACTA\nCTGGAGAGTGAAGCTTGCGAAGAGACAGAGTTGATGGGCTAGCAAGGAAAGGGAACAAGC\nAAGGGCAGGTACAAACCCAGACTGTGGGGAGACACAGTGCAGAGGTGACTGTATTAGTCA\nGGGTTCTCTAGAGTCACAGAACTTATGAATAGTCTCTAAATAATAAAGGAATTTATTGAT\nGACTTACAGTCGGCAGCCCAATTCCCAACAATTGTTCAGTCGCAGCTGTGAATGGAAGTC\nCAAGGATCTAGCAGTTACTCAGTCTCACGCAGCAAGCAGGCGAAGGAGCAAGAGCTCGAG\nCTAGACTCCCTTCTTCCAATGTCCTTATATTGTCTCCAGCAAAAGGTGTAGCCCAGATTA\nAAGGTGTGTTCCACCACACCTTTAATCCCAGATGAAAGGCATAGCCCAGATTAAAGGTGT\nGTTCCTTAACTCGGAGATTCAATCTTCTGGAATCCATAGCCACTATGGCTCAAGATCTTC\nAAACCAAGATCCAGATAAGGATCTCCAAGCCTCCAGATAAGGGTCACTGGTGAGCCTTCC\nAATTCCGGATTGTAGTTCATTCCAAATATTGTCAAGTTGACAACCAGGAATAGCCACTAC\nAATCCACCCCTTGTCAACTTGACACAAATAATATCTCATGTTCACATGAAACAATAACAA\nGGTTGTAAATACGCCTAACATGATATAACTATCCCTCGTACAATCACAAACGCATTAGTA\nAATTTACAATGGGCATTCATATTACTTTATAATCCTCGTTTCTGCAACTGGTTACGTGGC\nCTTAATTGGTATTTATAACTACCTTCCTCTACTACCCATTCTGTATTTCCTTCACCTTCA\nGCCAGCACCTCAGCAGGTCTTGGCTCTTTTCCTGGAGGATTGACCCATACCTTCATTCCT\nGATGGGTCTGCGTCCTTTGTCATCCTGCTTGGATTAGGCTGTTGTAGTTTCCCATTGACT\nTTAATCACAGGACATGGTAGTACTAAGAGACGCCCTAAGGGATCTCCTGCACTCCAGACA\nTAATCTTGCTTACCACCATTGTGAAGAGGTAATCCAATTTCCCCATGGTAATCTGGATCT\nATCACCCCTCCTAACACTGTTATTCCTTTTTTAGCCTGTTGGTTTAAGGGCATTAGAAGC\nCCAAAATGACCAGGGGGAAGTCTGAGCTTCCAGTTCAATGAAATGTTTGTTGTAGCTCCT\nGGTAGGAGCACTCCCCTCTCTGGAGCCAAAACTTCTAAGCCAGCAGAACCTAGAGTTATG\nGGGACAGGAAGCAAAAATTTTCCTAGAGGGTCACTAGGAGTGATAGTAAGTGGAACTATT\nCCGTTTTCCACCCCTTGATTCCTGGACCCATGAATCCTGGCTATGGGTGAAACTGTACCA\nTATATCGAGCGCTGATTCAAAGCATATACTGCCTTCTGAAGAACTCTGCCCCAGCCTTCC\nAAGCTGTTACCACCTAATTGGCGCTGTAACTGCGTCTTCAAAAGGCCATTCCATCTTTCT\nATCAGCCCAGCTGCTTCAGGATGATGGGGAATGTGGTAAGACCAGTGAATTCCATGATCG\nTGAGCCCACTGTTGTACTTCTCTGGCTGTGAAATGAGTTCCTTGGTCAGAAGCAATACTG\nTGTGGAATACCATGACGATAGATGAGGCATTCTGTCAGTCCGTGAATGGTGGTTTTAGCA\nGAGGCATTACGTGCAGGAAAGGCAAATCCATAACCAGAATAAGTATCTACTCCAGTAAGA\nACAAAACGCTGTCCTTTCCACGAAGGAAGTGGTCCAATGTAGTCAACCTGCCACCAGGTT\nGCTGGCTGGTCACCTCGAGGAATGGTGCCATATCTGGGGCTCAGTGTTGGTTTCTGCTGT\nTGGCAGATCTGGCAATCAGCAGCAGCTGTAGCCAGGTCAGCCTTGGTGAGTGGAAGCCCA\nTGTTGCTGAGCCCAAGCATAACCTCCATCTCGACCACCATGGCCACTTTGTTCATGTGCC\nCATTGAGCAATGACAGGGATGGCTGGGGAGAGAGGCTGATTGTCCACAGAACGGGTCATC\nTTATCCACTTGATTATTGAACTCCTCCTCAGCTGAAGTCACCTTTTGGTGAGCATTTACA\nTGGGACACAAATATCTTCACATCCTTTGCCCATTTGGAGAGATCTATCCACATACTTCTT\nCCCCAGATGTCTTTCTCACCAATTTTCCAATTGTGATCTTTCCAAGTCCCTGACCATCCA\nGCCAATCCATTGGCTACAGCCCATGAGTCAGTGTATAATCGTACATCTGGCCATTTCTTC\nTTGCAAACAAACTGTAATACCATGTGTACTGCCCGAAGTTCTGCCCACTGTGAAGATTTC\nCCTTCACCTGTGTCTTTCAAGGTTGTCCCAGAAAGGGGTTGTAATGCTGCAGCTGTCCAC\nTTCTGGGTGGTGCCTGCATAACGTGCAGAGCCATCAGTAAACCAGGCTCTAGTCTTCTCC\nTCTTCGGTCAGTTGATCATAGGGAACACCCCATGAGGCTATAGGTGCATGCTTGGCAGCA\nGATGGCATTGTAACAGGAGTAGAAACCATAGGCATTTGAGCAACTTCTTCATGTAACTTG\nCTTGTGCCTTCAGGACCTGCTCTGGCCCGATCACGTATATACCACTTCCATTTGATAATA\nGACTGCTGCTGTGCACGTCCCACTTTATGACTTGCAGGGTCTGATAGTACCCAGCTCATG\nATGGGTAGTTCAGGTCACATAGTGACTTGGTGTCCTATTGTCAGACGTTCAGTTTCCACT\nAAGGCCCAATAGCAGGCCAAGAGCTGTTTTTCAAAGGGAGAATAGTTGTCTGCAGATGAT\nGGTAGAGCTTTGCTCCAAAATCCCAAAGGCCTTTTCTGTGATTCACCTACAGGGGCCTGC\nCAGAGGCTCCAAACAGCATCTCTATCAGCCACAGACACCTCAAGTACCATCGGATCTGCT\nGGGTCATATGGTCCAAGTGGTAGAGCAGCCTGCACAGCAGCCTGGACCTGTTGAAGGGCC\nTTCTCCTGTTCCAGGCCCCACACAAAGCTAGCAGCTTTCCGAGTCACTTGGTAAATAGGC\nCTAAGTAACACACCCAAGTGAGGGATGTGTTGTCTCCAGAATCCAAATAGACCCACTAAA\nCGTTGTGCTTCTTTCTTGGTTGTAGGAGGGGCCAGGTGCAATAACTTATCTTTCACCTTA\nGAAGGAATATCTCTGCATGCCCCACACCACTGGACTCCTAAGAATTTCACTGAGGTAGAT\nGGTCCTTGAATTTTGGTTGGATTTATTTCCCATCCTCTGATACGCATATGTGTTACCAAT\nGAGCCCAAAGTGGTTGCTACTTCCTGCTCACTTGGTCCAATCAGCATAATGTCATCAATA\nTAGTGCACCAATGTGATATTTTGTGGAAGATCCAAACGATCAAGATCCCTTCTAACTAAA\nTTATGACACAGGGCAGGAGAGTTAATATATCCTTGAGGCAAAACTGTGAAGGTATACTGT\nTGGCCTTGCCAACTGAAAGCAAATTGCTTCTGGTGGTCCTTATGGACAGGTACTGAGAAG\nAAGGCATTTGCCAGATCAATAGCCGCATACCAGGTGCCAGGAGATGTGTTAATTTGCTCA\nAGTAACGAAACTACATCTGGTACAGCAGCTGCAATTGGAGTTACCACCTGATTTAGTTTT\nCGATAATCAACTGTCATTCTCCATGATCCATCTGTTTTCTGCACTGGCCAGATAGGAGAG\nTTAAACGGAGATGTGGTGGGAACCACCACCCCTGCATCTTTCAAGTCCTTGATAGTGGCA\nGTAATTTCTGCAATTCCTCCAGGAATACGATACTGTTTTTGATTCACTATTTTCTTTGGC\nAGAGGCAACTCTAAAGGCTTCCATTTGGCCTTTCCAACCATAATAGCCCTCACTCTACAG\nTTCAGGGAACCAATATGAGAATTCTGCCAATTTCTGAGTATATCTATCCCAATTATACAT\nTCTGGAACTGGGGAAATCACCACAGGATGTGTCCGGGGACCTACTGGACCTACTGTGAGT\nCGGACATCAGTCAAAACTCCATTAATCACCTGCCCTCCATAAGCCCCTACTTTAACTGGA\nGGGCCACAATGTTTCTTGGGATCCCCTGGGATCAGTGTCAACTCAGAACCAGTATCCAGC\nAGACCCCGAAAAGTCTGATTATTTCCTTTTCCCCAGTGTACAGTTACCCTTGTAAAAGGC\nCGTAGGTCCCTCTGGGGAAGAACTGGAGAAAGGGTAAGAGCAAAACCTTTGAGTGTCTTA\nTCAAGATCCTTCCTCAGCGGAACCTGGCCACCCCTTCAGTCAAGGGGTTCTGGATCTGCA\nAACTGTCTCAAGTCTGGAAATTGATTCACTGGCCGAGATTGCTGTTTACCACGGTCTAAT\nGTAGCCTTTCTTTCATTTGGCTGTTTACCACGATCTAATGTAGCCTTTCTTTCATTTGTT\nTGAGAATTTTTCTGCTTATACAGATCAAACAAATATGCAGTAGGCTTCCTATGTATTTCA\nTTCCTGGAAACACCATGATTGGTTAGCCAGTACCAAAGATCCAATCGAGTCATGCCATTA\nTAAATTTCACCTCTCCTGTGCTGACCATTACTGGGTATGTTATTATAAACATTCTTTTGT\nCTACGCTGTCCATTATAATAACTAGAATCACCTTGTCTCGGGCGATTCAATGCTGCCACC\nTGGCCCTTGTTACCTCGGAATCCAACTAAACCCAGTGAATTTAATTCATCTAATTGAGCA\nGAAGCATCTCCAATGCTAAGATCTGGCACAAGGAAAAGGGAAAGAACAAAACCCTTCAAA\nTGTGCTGGTGCCCCTCTCACCAATTTGCGTCTTATAGAGCTGGTGAAAGGCATATCTTCT\nGGACCTTCCCATTGTGGACAATTATGCTTTACACAATATATCCACTCTAGCATTGCAATT\nTCCCTAAGTCTTAAAATCCCTTCATCAACACTAAGCCATGGAATATCAGGCATCTCCAAG\nTCATTTCCAGTAGGCCATCTTTTGATAAACACCTCAGCCAACCATTCAAACAAACTTTTG\nACACCTTTTTTAACTATGCGAGCTTCCGTATTAAACCTAGAATCTCTACTCAGAGGACCC\nATGTCAATAAACTCAGCCTGCTCTAGTTTTATGTTCCTTCCACCCTTATCCCACACCCTT\nAAAATCCATTCCCACACATATTCACCAGGTTTCTGCTTGAATGAATTAGCAAACTCATTA\nAGCTCCTTAGTAGTGTAGCGAATTTCCTCATGGACTACACTTTCTACCTCCCCTCTAGGA\nGCCTGTTTTGCTTTGAGTCTGGTTACAGGTCTAGAAGAAACTATTGGTGGGCCTTGAGCA\nGACTCTGCAAAATTAATTTCCTCATGTGGGGAAGGCATTATTTCAAGAGGTGGGGCTGAG\nGGTACTACTTCCTCAGGTGGGGCAAACCCTTGAGAATCTGAAGATTCAAAATTCTCAGCT\nTCAACATGGTCTTCCCACACATCCCCGTCCCATGTTGTAGGATCCCATTCTTTGCCAATT\nAGAGCCCTTACTTTAACTGTCGACACACTCTGAGGCTGAGACTTGAATTTTCGCTGTAGT\nTCAGCCAACCTTACAATGAGAGTTTCTGTTTGATTTTCTGCAACTTGAGCTCTATTGCTA\nCAAGAGAGAAGATTCTCCTCAAGGACACACTTAGCAACTGTTAGATCGTTTACTTGTGTC\nTGGAGCCTTTCGATTTTATCACACAACTCCTTCCTTTCATTCATCATTTTTTCCACAGAT\nACTAAGAGCAGCCAGCCAGTAAAATCATTTTCCGATTTTTTCCCCATCTTGTAGAAAGCT\nTTGTGCACTGAATCACCTAATTCATTAAGAAAATCAAGGTCATTAGCTTCTTTAAGTTCG\nGAATATAGTTTCAACCATGGGTCTTCAAAATTCTCTGAGCTCCCAGGAGGGAGAGAATCT\nGGAGAGGTTTCAATATTTGAAAGTGCTGGTGGATCAACAAGCCAATTCCAGTATTTTAAA\nAGATTCATCCTTGTACTTCTGTTACTCTAGAACCACTCCTGGTACCAACTTCTGTATTAG\nTCAGGGTTCTCTAGAGTCACAGAACTTATGAATAGTCTCTAAATAATAAAGGAATTTATT\nGATGACTTACAGTCGGCAGCCCAATTCCCAACAATTGTTCAGTCGCAGCTGTGAATGGAA\nGTCCAAGGATCTAGCAGTTACTCAGTCTCACGCAGCAAGCAGGCGAAGGAGCAAGAGCTC\nGAGCTAGACTCCCTTCTTCCAATGTCCTTATATTGTCTCCAGCAAAAGGTGTAGCCCAGA\nTTAAAGGTGTGTTCCACCACACCTTTAATCCCAGATGAAAGGCATAGCCCAGATTAAAGG\nTGTGTTCCTTAACTCGGAGATTCAATCTTCTGGAATCCATAGCCACTATGGCTCAAGATC\nTTCAAACCAAGATCCAGATAAGGATCTCCAAGCCTCCAGATAAGGGTCACTGGTGAGCCT\nTCCAATTCCGGATTGTAGTTCATTCCAAATATTGTCAAGTTGACAACCAGGAATAGCCAC\nTACAGTGACCATGGACACCATGGAGGGAAAGATGTCAGCTGACCTGAGCCTGGTGAGCTG\nTTGAAGACAAGAGGGACAGACCACAAAGGGAGGGACTTTCTTGCTAGTTCATGACAAAGG\nCTGTGCCTTGTGCCAACTACCAGTGTCCATTCTCCCAGCATCTGAACTCCCACTTTACTT\nCACCTATAGTCCCTTGAAATAAGGACTATAAATTTAAGCCTCCTTTACAAATGAATATAG\nACATGTGACTAAATCCTGGCCAATGGCAGGTAAATGAAATGGGTGTGTGCAGCTTCTGGG\nAACTATTCTTTAAGGGAGGTATGTGCATCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCT\nTTCTTTCACTTCTTCCTTTGGTTGGAAAGAGAGGATGGTTGTGGCAGTCATTTTAAATCA\nGATGAAAGATGTGAGCAGAGATGGGTAGAGTTATTGGTACCAACCTGGCTGGATGAGAGT\nGGTTAAAGTCACCACAACAGTATCTATCTATCTATCTATCTATCTATCTATCTATCTATC\nTTTGTTTCTTGAAGTTCTAAATATTAAATACCCACTGTATATTAACCTTTAGTGGCTTGG\nGACTATACTTATATTACCATGTATGTTGTATGTATTATACTGTTTTGATCAATGAAAGAC\nTACATACTCTGGTGGTCCATTATGGAGCTAAGAAATTCCTCCTATATGCTAGTGATCGAT\nAACCATGATGATGTCCCTACTCATGTTTATGCAGCAATGCTCATATATGGAGACATAGAA\nAAGCACAGCATGCAATTATGTCCTATTCATAATGATAGTCAGCAAGCAACTATGTAACTG\nGCTTGTGCATTACCTACAGTGATTTTTCATTATTTTAGAATGTGTTTTGTTTATTTATTT\nAAAGAATTAATGGGTTAGAGAGCTATCTCAGCAGCAAGAAACACTTGTGCTTTTGCAGAG\nGACCTAAGTTTGGGTCCTAGCACTGACAAGGTGGCTCACAACCACCTATAGCTCCAGTTC\nTAAGCAATCTGATGTCCTCTTCTGGCTTCTGTAGTCACTGCACTCATGTGGTGCACAAAG\nCGAACATGTACACATTAAAAGGTTAGTCATATGTCAGGTTCAAACAGGACCTTCAAGAGG\nGAATTCAGAATAGGACATTGTTACATAGACAACAGCTCTACACATTGTTTCCCCAAAGAC\nTGACTGTCTGTCTGTCTATCTATCTATCTACCTACCTACCTACCTACCTACCTACCTACC\nTATGAGCATCCTTCTCTGTCTTTGTCTCTGTCTCTCTCTCTTGCTTTCAATTTCATTTTC\nCTCCCTTCTCCTCTCTCTTAATGTCTTTCACTTCTTCAGGTTGGAAAGAAAGGTGAGATG\nTGCCGGCTCTGCCCCTCTGTTGACCTAGGCTAATAGGTAATAGGTTATGTCCAACTTATT\nGATAAGAGCAAGAACAACAAAATAGTTGGAAAAGAAAAAATAGGAAAAAAAATCTTGGAC\nTAAGGATGTAAAGTGATTTGTGGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT\nATGTGTGTGTACAAGGTTTCACATACTAGACAAGCAAGGAGATTTTTTTCACAGCTGAAC\nAAAGTATTTTGTAAGTATTATCACTAGATTCAGTTTTCTACACAGAAATATTTATAAACT\nTACATGTTGCAGTAAGCCAAGGTCAAGTTATTATCAAGTAAAGAAAAGAAATTAAGTCAT\nTTCAAGGCAGGCAAGGCAGAGCCTGTAAATCTGTAGCTGTCACACCTGTCCTTGGCATTT\nGGAATCCTTTTTCATCAGACACAGAGTGACTTCTGGCCTTGTGGGCCATAAGCATATGAA\nCCATTTTTTAAAATCTTTACATCGTTCTTGTAACTGTGCCTTTCCTATCTTTAGCTGTTT\nTGGGATATTCTGATGTTTTGGGTATCGTTACCAATAATGTTCATTGTATTAATGGGCTAT\nCCTGGCTAGAAGCCACCTAGAAGCCACAGGTTGTACCACAGCCTAGGCAGCTTAAGCCCT\nCTAGACTTCTATAAGCAGTCAGTGCTCACAGACAAAACCATTCATTAACTAGTGCCTCAG\nAGAGTTTTCTGAGCAATGCATGACTGACTGTATAGCCAACTTCCATTTAATACCACTGCC\nAGACTAGGAATGCTTACTCTGGCTTATATTTCCATGTTGAAGAAAATCTACCCTTTGAAT\nGCATGTACCCTTATCTATTCTATTTGTTATATGTTTTATGAATAGTTAAAAGCCACCTCC\nTTAAAAATTTGTCCCTCAGTATCAAGTTGCAAAGATTTGAATCCAGCCTGTCACAGCTAT\nAGCTATGGGGCTTCAGATAAAACTGCACATGCTCCGATAGTCCCCTGTCCCTTTCCTTCC\nTCCATCTATCTCTGTTGTCTTCATTTCAGTCACTGTCTGTCTGTCTGCTGTCCCCCATTC\nTTTCCATTCCAGTCTTGGCAAGGCCTCATTACACAGCCCAGGAGGGCCTTGACCTCATAA\nCTCTATCTTAGCTCCACTTCCCCAACCTCTGCCAAGTGCTGGGAGTCCAGGCATGAGACA\nCCAGGCTGAGCTCTCCACCTCTAAAATGAGGGAATGAATAGTTTTTCCTTACCAGCTTTA\nTTGAGAGACTCAACCTATAAAGATGCATGGAGGGCAATTAGCAGGGCACTTAATAAGAGC\nCTGATTAATATTCACTGCTAGTCAGTTCCGTGTCTGCTCAAGTTTCCCAGTTTTGAGGGT\nTTCTAAGCACATCTCAAATATAATCTCATCAATATACATGAAGTTCCTTGACACACGTCA\nAAGCAGTCAATTATATATATGTGTGTGTGTATGTATGTATGTACATATGTACACACACAC\nACACACACACACACAAATCCTCTCTATGTATAGGTACCAAGAAGTGGAACTGGTTCCCAC\nAAAGTCTGAACATAGGAGAGGGGAATAGTGCATGTAGTGGGACTGTGTTGGCTGTTGAGA\nGAATTAGAAAGGATTTCTGCAGGTAGTATTTTCTTCTCCTTGTTCATCCTGTAATTGCTG\nACAGGCAGGTATAGTGGGCTGTCCCTCCCCCTTGCGTTCTTTCCCTTGAGTCTACTGAAC\nGATAGAAGTGTTACTAGAATGTGAGGTGAAGGGGCTTTCCTACTTGCTTCTGTCATCATC\nATCAAACAAGAGACCTCCCCATCTCCAAGACTGTGCAATAAATGGGGGACAGGGTCCCTC\nTGGGCACCTATGCTCTTAGACAGGAATGAGTTGAGAGTTGAGTACACAGTGAGGAGCTTC\nCATGCTGCTCTCCTCTAGCTGACATACGGGACTTAAGAATAGCTCCATCAGATGCGTGTT\nAAATTTTATATCAAGTTACCCTAAATATAGACAGACTGTGTGGTGAAGACTGGATGCTTG\nGATTTAGATTCCTGTACTGCCACTCCCTTTCAGGCTGAGTCTAGGTGAGGCATTAACCCT\nTGTCTGCCTGTGGAGATGTCCTATCCGTACTTAGGAGATGTGGCCACAAAAGGCATAGAT\nGCTGACATGAGCGAGGATGTATCTGCATGGCGCTGGAACTTGTTAGACATGTAGTAAATG\nATTTCTGGGTAGGATGAGCTTGTGTTTAAGGACAGTTACAATTTCCCCTTCAGAGGGCTT\nCCCTGAGAACTAAGCACGGATCCAGTTTTTAGCTCTCATCCAGCATATAGCTTTATATGA\nACATCATTTTCTCCCCTAGCCAGGATTCCAACTCAAGGTGTAGGACGGCACCTCTATCTG\nCTAGTTAGTTTTGCTTCATTAAAAACACACTAACATTTTGTGAACTGAATGGCTCTATGG\nTCAGCATAACATTTTGGACTGGGTTTGGCTGGCTCACGTGTCTTGGAAGGGCCAGCTAGG\nAGTGTAGGCTTGTCATTTTCCCACACTCTTGCTTCCTCCAGTGGGATAGCCTATGCCTAT\nTGAGATGCTGCTTGCAAACTCCCATAATGTTGGCCATGTTCTCAGGTGTGAGCACTTTGT\nAAGTCCCTAACCCCATCACTTTCGTTTATATTGTCAAGTATACCAGACAAATCATACTGA\nGTGGATCTCCAAAGTTACAGAGGCACTGAGGTTTGAGGTTAAAGCAGAGGCTGTTGCTGT\nCACTGTCGACCACAACACCACGCTTCAGTCCATTCTCCATTGCTATAACAAAATGTCTGA\nAGTTGTATACGTGTCCCAGCTTGCTTTCTGTTGCTGTGATAAGCAATATGACCAAAAGCA\nACTTCAGGGATGTCTTGGTTAGGGTTTTACTGCTGAGAACCAACACAATGACCAAGGCAA\nCTCTTATAAGGACAACATTTAATTGGGACTAGCTTTCAAGTTCAGAAGTTCCATCCTTTA\nTCATTAAGGTGGGAGCAGAGTAGTGTCCAGTCAATCATGGTGCAGGAGGAGCTGGGAATT\nCTACATCTTCATTTGAAGGTACCTAGGAAAAGACTGGCTTCCAGGAAACACGTATGACAG\nTCTTAAAGCCCACCCACAATGACACACTTCCTCCAGCAAGGCCACACCTACTCCAACAAG\nGCCACACCTACTCCAACAAGGCCACACCTCCTAATAGTGTCACTCCCTAGGCCAAGCATA\nTACAAACCATCACAGGGGAGAAAGGGTTTTATTTAGCTTTCACTCCTAGTCCCCAATTCA\nTCATTGAGGGGAGTCAGGACAGGAGCTCAAGCAGGACCTGAAGCAGAGACCATGAAGAGA\nTGAATGGTGCTTAGTGTCTCACTCCTTCTCTCTTGCTTACTGACTCATGACTAGCTAACT\nTCCTTAGAACTACCTGCCCAGTGGTGCCACTGCCCACATTGGCTATCCCCCATCTATCAA\nCATCTGTCAAGACAGTTCCCTAGAGACATGGTTACAGGCCAGTCTGATGGGGGCAATTCC\nTCAGTTGAGACTCCCTCCTCCCAGAGGACACATGGTTGTTTCAAGTTGACAATAAAAACC\nAATCAGGACCATGCTATACAAGAAAATAAGTGTTCACAGTTCACAAAGTACCAGCCATCG\nTAGGGTTTCTATTGCTGGGACAGAACCTCATAAGCAGAACAAGTCAGGGAGGAAAGGGTT\nTATTTAATGTACATCGCCACAGCACTGCTCATCACTGAAGGAAGTCAGGACAGGAACTCA\nAATAGAGCACGAATCTGGCAGCAGGAACTGGTGCCAAAACCAAGGAGGGGTGCTGCTCAT\nTGGCTTGCTCCTCACGGGTTCTCAGCCTGCTCTCTTATAGGACCCAGGAACACTGGCCCA\nAGAATGGCACCACCCCCATGGGGATGGACCCTCCTCCATCAGTCACTAAGAAAATGGCTG\nTACTGGCTAGTTTTGTGTCAACTTGACACAGCTGGAGTTATCACAGAGAATGGAGCTTCA\nGTTGAGGAAATTCCTCCATGAGATCCAACTGTAAGGCATTTTCTCAATTAGTGATCAAGG\nGGGAAAGGCCCCTTGTGGGTGGGACCATCTCTGGGCTGGTAGTCTTGGTTCTATAAGAGA\nACAGGCTGAGCAAGCCAGGGGAAGCGAGCCAGTAAAGAACATCCCTCCATGACCTCTGCA\nTCAGCTCCTGCTTCCTGACCTGCTTGAGTTCCAGTCCTGACTTCCTTGGTGATAAACAGC\nAGTATGAAATTGTAAGCTGAATAAACCCTTTCCTCCCCAACTTGCTTCTTGGTCATGATG\nTTTGTGCAGGAATAGAAACCCTGTCTAAGACAATGGCCTACAGCTGGATCTTATGGAGGT\nATTTTCTCAATTGAGATTCCTTCCATTCAGATAACTCTAACTTGTGTCGAGTTGACATAT\nCACTAGACAGCACACTGGGTGATAGCTGTCCTGGCAGTAGAGAAGAAAGGGAAGTGGAGA\nTGTCAGAACACGATCAAGCTTTTTTTTTTTTTTTTTTTTTATATCATCCTCTCTCAGGAC\nAGCTAGCTGTTAGCTCTGCTTTGTTGCTTTCACAGAATGGAGTTCCCACGCATACCCACT\nTTCCTCTAGGTTCCACCCCAACACTGTTCATTGGTCATTAAGAGTCAAATACAGAGGCAG\nATGCTCACAGCCAACCATTGGACTGAGCATGCCCAGTGGAGGAACTAGAGAAAGGACTGA\nAGGAGCTGAAGGGGTTTACAACCCCATAGGAAGAACAATATCAACCACCCAGAGCTCCCA\nGGAACTAATTCACCAACCAAAGAGTACACATAGAGGGACCCATGGTTCCAGCCACATATG\nTAGCCACGTATGTAGCCTTGTCGTGCATCAATGGGAAGAGAGGCCCTTGGTCGTGTGAAG\nGCTTGATGCTCCAGTGTAGGGGAATGCCAGGGCTAGGAGGTATAAGTGGGTGGGTGGGTG\nGGGGAACACCCTCATAGAAGCAGGGGAAGGGGGATGGAATAGGGGACTTGGGGGTGTGTG\nACCAGGAAAGGGGATAATATTTGAAATGTAAATAAATAAAATATCCAACTAAAAAGAAAA\nGAGTCCAACACAGCATGTTGGGGTGGGGAGCATACTCAGACTGACAAACACAACCACAAA\nCACAACCCAGCTCGGCACACCTGTCGTGCTCCTTTACCTGTTGGTGGTCTCAAGCCTTGC\nAAGCTCAGTAGTGTCAGAAGCCACCAGGGTTCTGCTTTGTTCAATAAGCCCAAGACTCCA\nGCGCTCCACTGGGAGTCTCTCTCAAATGATTGCCTTTCAAACTCTGACAACCCAACAGTT\nCACAGAACAAAACCTTAATTAACACTGCTGTAAACAAAAGTAAGGGAAAGAAAGGAAACC\nGGCATTTGTCTAAGGCTGCTGATTACTGCTGATTGGGTCCTAGGCACCCCCTAAACTGCC\nCCCATATATATTCTCTTGTCTTTACACTCAAAACTATCCAAGATTGATATGATTAAATTA\nAGTCTGCAAAGAGTAGTGAGTTCAGAGAGGTTAAGAAACCTGCCTGAGGTCACACAGATG\nCAAAATAGTAGGGAAGGGATTGAACTTAGGTCTGCTGGGACTGTGGCATCTCTCCTCTGA\nATGTTGCAGAGCCCAAGGGAAGCAGTGATTATCATATCAAGCCTGTCTGAGTGTGTGGCT\nTCAGTGACTGACAATGCCCCTATCGCGACTGCCTGACCAGGTGGTGGGACCTGCCATTGG\nCTGAATGCATATTCATTTTGGGGTAGAATCATCTGTTGACTATAAATAATAAAATGGGAA\nTATTTCAGGATAAAGGGATATCTGCTTTGGCAGGGAGTGGTTTGGTGACTTACTGATGAG\nCACTGGATGCTAATTTGAAGCCAGCAGATATCTCCATTGGTACCTAAGTTAGGCTGAGCT\nGTTAAAACAGATGACAGATAAGCCCGGAGACAGCATCATTGAAATCAGATGGGATGCAGG\nATGCTTAGTGCTAGGTAATGACTTTTATTCTTCCTTAGGGTTGGAGACATGGCTCTGAGC\nCTGTTTAGGTGAACAGACTGGCGGTGTGCATGGTGCTTCCTGCATGATCCATGCACGAGC\nTGTGGGAGGGAGACACAGTAGCAGCACCAGTGCACCATGACACCCCTTCTGTGGGAGTGC\nCTCTCTTCATAGTCTGCCTTTGGCCAAGTAGCAGAAAATCCAGTTTCTGGCCCAGCTCTG\nCTGATGAGTGGCACTGGCCTTGGTACTTGGTAGAAGGGAGATGGCATGCCTGGGGAATGT\nCGTAGTAACCTGGGACTCCATTCTGCTTGGACTATGCATGCAACTTCTGCAAACAATGCA\nCCCAGCAACCTGTTAGTAATGTAGAGCTATCTGCTTTATGTAATGGGAACAAGTTACTCC\nTCTTAGGAATACCTTGATGATGCCCTCTTTCTATTCAAACACATCCTGGAACACATCTGG\nGAACCGGGGTTTGGAATTCTGTTTGCAATGATATACAATGCAAGACATGTGTGTGTGTGT\nTGGGGGTGTCTGGGGGTGGCGCTGGGGTCAAACCTAGGGCTTCATGCTTAGTGCATGCTG\nAGTGAGCATTTGGCTAGTGAGTTACATCCCTAACACATGTGAGGATATTAAGTTCCATTG\nATAATTTTAATAGTTACCACCTAATGAGCACTCACAATGCCCCAAGTGTTTTACAGACCT\nGCTTAGTTTTGCAAACCACCTTAGAGTTAGGAATTATCACCTACAATTGGCAGAGAAGAA\nAATTAAAATACCAGTAAGTCAGCTCTCTGCAGGGTAATGCAGCTAGTGAACGGCATAGCT\nATGTCTGTTTCCCAACTCTGAACAGGCCTGTTTCCCACATAGAACCCAGGTAGAAAGGCT\nTAGACTAAAATCTCTGCTGGCAGCATGGACGGATGGTGGACTTAAAGTAGCCAGATTGGA\nAGAGTTGGCACCTGGGCCTTGTGCTGGGCACTGAGTAAGACAGGTGTGGTGGTGCACACC\nTTTAATCTCAGCACTAGGGAGGCAGAGGCAGGTGGATTTCTGAGTTCGAGGCCAGCCTGG\nTCTAGTCTCAGGTGTCTGAAAAGGAGTGTGTGTGCGAACTCCCCTGTATAGGATATGACA\nTGCATGTGAATGATCACTCTCCAGCCTTGATAGTGGAGCAAACTGTACCAGCAACAATGT\nGGCAGTCAACACAGCAGAGAGACTGCTACTGCCCAACTCATATTGTGACACATCTCAAGT\nCTAAGTGGGACTAAGTAAAAGACCCATAGAGAACAGCCAGTTACTCCGTTCAGTCCGTGG\nCCCTTACTGGGGACTGTGTAGACTTTCATCATTAGCTACTGTGGGAAGAGAAGCCACATT\nCCTTGACCACAGCTTTGGCTGAGTTTCATGATGCTTCACATTTTAAAAACAAGTTGGTTT\nTCCTGTACTCAGACAATGCATGTGTGTATGTTCCCTTGAAAACCCATATGCCTTAACATT\nGAAGAGAAAGAAATTCATGGGGAAGGGTTAATAGAATTCTGACATTTTGGCAGGATTGAA\nGAATCATGATGTAGTGAATGAAATGTTAATGGAACAGAAAATATGTGAACGTCTGAACAC\nATCAGATGATGTTGACATCTGCCAGAACTTTTAAGTTCTATCCTTAGCCTTCCAGCAGCC\nATGGAGAACTGGGTGCACCTGAAAGGGGGCCCGGGAATGAAATAGGATGGGTGGGCAAGA\nGAAGAATGAAGCCAAGACAAAGTTTCTCTGATCAAGGCTCAAGGTTCAATTATTTTCAGC\nTCTGTGTTTATATAGGGGAAACCCAAAGACCCACCCTTTGATTCAGCTGGATTCTGTTGC\nAAAACAAGCTCAACAGGGGGTCAACTCCTCAAGGCTCTGCCTGGCCAGGACAGGCACTGA\nCTCCAGCCAGTAGGTCAGAGGTTTGTTTAACCTATTCAAGGCTGGGGGAAGGGCACAGTA\nGAACCCTGGGCAATCCAAATGGTTTCAAACCCAAACCACAGGGGGTGGGCGTGGCTGGTG\nTAGAACCAAGGTGCTGCTTTTTGAATAGGGTTGACCCTCCTTTGTAAACCTAAGAGTTGT\nGGAGGGAATAGCAACTGCATAATTGGGCTGATCTCCATCCTAAAACAAACAGCATCTTTG\nGGGTTTCAAGTCTAATAACAACTCTTGCTGCCCTAGTTCACAGCAACGAAACTGTAGAAA\nAAATGTTTTTGTCTGTATCTTGCATGTAACTTTGGGACATTCATGTATTTTTAAAACACC\nTGCCCTAAGCTGGAGGAGGATAGACCAGTTGGAACCAGCATGTCAGAACATGTTAATTTA\nTTCCACTTCTAATAACCTTATGGGGACATAGATGACAAGTTCAAGTGGAGCCTGGAAGGG\nTGACTTCCCTGGTAGAGGTAGACAAGCTCAGTCAATGTGAGCTCAGTCCTTTTTTCATGC\nTCTTGTTACTGGGTTGGTTGGTGAAGAACATTCTTCCAAGATATCTTTTCCGTGTTCCAG\nATGGGACTATGAGCCTTCTGCAGACCCTCCAGCCTGTGAAAGTCTGTGACACTCCAGGGA\nAAAAAATCTCTTCCTGTCAGCTCTGTTTCTGGTTATCACAGAATGGTGATCAGGAGAGAC\nAGTACTAGGCTGTGTATCTCAAACTGGGGCTCTAAGTGGTACCTGTGTGTGGAAAGCTTT\nCTGTTTCATATGCACAGGATTTTGACAAGTGGAAGAATCTGTTGGCTATATACATAATAA\nGCTGCCATAGGGATTGAACAATGAATTTAGGTCAGCGAGAAGAAGTTGTTGGCAAAGGTG\nGAGAGATGACATCTGCTCTTATGGGATACAGGAGAACATTGGTCTCTAAGAAAATGGCTG\nTGAGAATGATTGAGTAAGTTTGTCCTAACTTGGGAGCTGTTGTGTCCTCTTCTTTAGACC\nAGGACTCTCAAATGATAGGCACCAAGATTTTGTTGAATTTGTACCTCCCAAGTGTTTTTT\nCTCTTAGTGTCAGTGCCCAGTAAATTTTTTGTGAGTTTTTTTTCTGAACTCAAATGACAC\nTTTAAAAATCCTTCATTTGGAAATAATTCTTAAAAATATGTACTACGGAAAATGTGGAGA\nGAACCATTGTGCATACTTTGTCCCAGGTCACATGGTATCCTGACAGTAGCCTTTTCATGG\nGCTCTGTTTTTCTATCTTCTGGATTCTTCTCCATCCTTTTGTATTTACCTTTCACCCTGA\nTGCCATAATCTTACCTTTTCCTGAATCATTTGAGCTACATTTGAGTGGCATATAGTATTT\nCTTGAAGGATTTTTGTGTTGGCATTGATTAAGAATAGAAACATTTTCTACAAAACAGTCA\nCTGACTATGGTAATTTTAACATCGACACAACACATCTACTCTCTTATCTCTGTCCACTTG\nGGTCAGTTATCACTACGTATCCTTTGTAGTTTATTGTATACCTCTAGTACAGTAGCCAAT\nCTAGGATAGAGTATTGTATTTATTGTTATTGTCATATTAGTCTTCTTCAATCTAGAATGT\nTTCCCTAGCCTTTATCTTTTATGACACTAAAAGTTTTGATGATCAGGTCACCTAGTCTTC\nTGGTTGAAATCATCTAGACTTAGATTACCTCTCCCTCCCTCATATGATGTATAGGACATC\nTCTTAGCACAGGACCTTGGGTACCATTACCTCAGAGCAATAGACCAACCTTTTCACAAAA\nGAGATGAACCAGAATGCACCAGTCCTATTATGCTGCCAACTTGAATGTCAAAATAGTTCC\nTTAAAGGAGTAACAGGGTGCCAACTTGGAGTTGGGACCATGAGGGTTAGATGTTTTGCTG\nGTTGTTTTTTTGTCAACTCAACACAACTTAGACATATCTGGGAAGAAGGAGTCTTAACTG\nAGCAAATGCTTCCTTTAGATTAGCCTATGGGTAAGTCTTTGGGAGTTTTGTCTTGATTAA\nTGATTGATGTGGGAGGGCTCAGCTTACTGTGGGTAGTGTGACCCCCTGAGAAGGTGGTCC\nTGGATTATATAAGAAAGCAAGCTGAAAAGCCATGAGGCAGCAGTCCTCCATGGCTTCCCC\nTTGAGTTCCTACCCTGACTGCCTTTGATGACAGATTTTTAAAGTGGAAGTATAAGCAAAA\nTAAAACCCTTCTTTCCAAGTTTCTTGACATTGTGATATACATATATCTTAAATAAGACAG\nGACAACTCTCGTTTAAGATGCAGTATGGATTATAAACCAACGATGCTGGACCCCTGGGAA\nATAAGGCTCATGAGTTTGGCAGCCATGGGTGGGTGTAGAAGTAGAAGTAGCTCATCTCAT\nCAACCCAGTTACATCCAGGGAACTTCACTCTCATGGCCTCACAACTTTAGGTTCTCTTTG\nGGATATGGGATTCTATCAGAGGACACCTAAAAATAACAACATTCAACCTAAAGCCATGGC\nTACCTCTTGGCTATTTGCAGCTCCTAGAGCCACTAGTTCAGTAGTCAAAAGGGTCATGCT\nCTCTACTGATAATTAGCACTGGTTATTACAGAAAGTTAGAGATATGCTGTATAACAGGGA\nAGGAAAGATATCTTTTTCTATTTGTGCTGTTGTTATAAAAAAGTAGAGTGTGGAAAATTC\nATACAAAATGTAAATTTATTCCAAAAGTTTTGAAGTCTGAACATTAAAAAGTATTGGTAT\nTTCATGTCTGGTAAGGACTCTCTTAACTGTGACTTCACTATGGCAGAAGAGCAGAAGAGA\nAAACCCATTCTTATAAGTCCTTTACAATAAAATTCCTAAGCCATTCATGATTGCCCACGT\nCTTAATCACTTCTTCAAGGCCTGACTTCTTAACACCTGTACAATAAAGATGAAGCTTCAA\nCATGAATTTTGGAGCATTCAAATTGTCATCTGAACTGTAGCAGAGGAGTCACTCAGTCTA\nGAGCCCAGGAGATCCATCAGGAGCTTGTTGACACTTTCAAACCACTGGCTACAAAAAACC\nCACCAACACTGACAACCACAGCCTGACAAGAGCTCAGAGGCCCCCCGGGGAAGAGTATCT\nGGATTGTCCACCATACAAAACAGACAAAAAGCAACAGAAGTGCTAACCACAGCTACTACC\nATCTTCAGCAATGTGGCTGTAAGGCTCCAGCACTTTGCACTGGTTCATGGTGGCTTTCTA\nGTGATGGCTACATCAACAGATCATCCAACGCAGGCATGATTTTATCATTTTAGATTGTGA\nCCAGCTACTGTCTTAAAGACAAGTGAGCACAGCAGTCATGGATTTGAGTTGGTACCATAC\nTTACATCCTTTGCCACTCCTCTGTGCGCAAAGGCTGCTGCTTACCCTAAGCATAAAGATT\nTATTTTCGTCTTAGAGAACATGCTCAACCTGCTTTCTGGGCAAGCTATAAATACTGGAGG\nCTTAAGGGTCCATAAAGGAGCTCTGGATCCATGGTAGATAGAGAACTGATGAGAAAACAC\nTTGCTATTTTACTCTTCACTGTCTCTCAGGGACCAGCCAGCTTCAGCTGTCCTTAGTGGT\nGTCTGCCTTGATCACTGAGGCCTGACTTTGACTAGGGCAGTTTGAGTAAGCATCTACATT\nCATCCTAGATATAACACCAACAACAGAAGACACCATTCCACCCAACTAGTGAATTGTGAG\nGTTAGCTGGAGTTACTTATAGGAGCATGGGTGACTCAAGGCCAGCCACAGCACCAAGAAA\nTTCTACCCAGCATGGGTGGTGATCCACAAGAGCTCAGTCTAGCTGGTCAGAGGGTCTCCT\nGTCCTTGGCGGTTCTGCTTACATCTCAGAGAGGAGGGGCTCTGAGAATTCTGTAACTTTC\nAGAAGTTTCTTAAAGCTTATAAGTTTTATGAACTTTATGATTGCTGTAAATATCATTCAT\nACACAATACACATACTGAGAGCCACACAGTTCCAGAATGTGCTGAAGTGAAGGCTGGATG\nAAAGTGAAGAGCATCACTGCTCTACCCTGTTGCAAGGAAATATTAAAAAATGAACCACCA\nAGTTTCCACATTCCATCCAGCTACTCTCTGCTCACCAACTCTTCAGTGGGGCTGGAGCTC\nCCAAATTCCCTTTGCTGCCATGCCAGCCCCACACAACGACTGTCCACCCCATGGTCAGCT\nGCCACAACACCCAACAACCCAATAAAAACAAACTCTAGAAGCTTATAATTGACAAGTCAG\nATTTATATATCAATAAATTCTCAATACACAAGATGCCCACATAATAATTTCAGGGCCAAT\nTGATAATGGTACAAGCTGCCCACCTAGATTAGACAAGTTATCCCAATCATTCTATCCTTT\nATGATATCATATCTACCTGTGGCTATTTAATGCCAGGCTGGTTCAGGATCTTTTTCCTGA\nCCATCTGCCTCCATCTTGGCTTCATCCTCTCCCTCCTCTGTCACTCTCTGTCCCTGCAAC\nTTCTAGTTCCACCTCCCTTTTTCCTGTCCAATCACAGGCTTCCTGCTGCACTATTGTTTT\nAATGTAATTGGACATGGAAAATCCTGAGACACTACACTGCCATCCTGTGAGCTTTGTAGA\nTGTCAACTTTAGTAAGTGCTAGGGGAGAATTTCCCAAAGACATTAATTAATTCTTGACTC\nCAGCAGCACATGAATTGCTAGCTTGCTTCAAACTCCTACCAATACCTGCTTCTACTGAGT\nGTATAGTGATGTCACACTGTAGTTTTAATTGGCATTTTGTTGATGGCAGGGATGAGGAAT\nGTGTTCTATAAATTTATGCCGTGGGGAAGTCTTATTTTGTGAAATATCAGTTCCAGGTGT\nGTTTGTCAGTTTTTCTATTGGCTTATTAGTCTTTTACTTATCGATTAGTAGGAATTCCTA\nATGGAATCTAGAGAGGAGTCATTTGCCAGCTCTATCTGTGAACATAACTCCTTCTGTTCC\nCTGAGTTATCTTTCTACTCTCTAAATAGTAACTTTCCATAAACAGGATTTAAAAATTTTT\nAATAGTATAATTTATCTTCTTCCACATTTAAGTTTGGTATTTTTGTATCCTATTTGAGAG\nTCTAATTCAAATATAGGATGGGGAGGATAGCTTAGTCCATAAAGTCCTTCCCTTGTAAAC\nAGGAGTGTCTGAGCACAACCCCAGTACTCATATAAAAAGTTTGATCCTGCAGCATGTGTT\nTACAAGCCCAACACTGGAAAGGGGTTAGCAAGCAGACTGCTGGGGCTCACTGGTTATCTA\nGCCTAGTCTAACCTAATTGGCGAGTCCCAGGCCCCAGTGAGAGACCCTGTCTTAGAACAT\nCAAAGTAGATGGTTCCTGAGTAGTGATACCTGAGGGTGACCTCTGACCTTTACAGGCATT\nTGCAAACCATTACATATGTATACCCTCTAACCAGACCATACACACAAATACATAAATACT\nAAGAAGAAAAACACTGAGGTGTTGAGCATGCTCCCATGTGACAAGAATCAGGCATCTCTC\nTCTGGATCTTCTCCTTCAGTTTGTTTGTTTGCTGCTGTGTCTGCGTTGTTCTTACTTGTT\nAGTCACACTCAGTCCCTGCTACCCTACATCTGTAACAACTCTTGACATTTAGAGATGGAG\nGTTTTCCAATGTTGTCTATTTCTACAAAACAATGGTCATGGTTAAGTGAAACACCCTTCC\nCAGGCTAGTTGGGGCACTATTTGGAAAGGTGATAAAATGTTTACCAACTGGGCATCTCTC\nAAGGAAGCAAGTCATGGGGGTATGTCCTTGAGGTAATGTGTCCAAATGTGCCCCTGTATG\nCCCTTCTACCATGACGTTTCCTTACCACAGGCTAGAAACTACACAGCTAACAAGCAAGAA\nCGGACTGAGACCTCTGAAACGAGCCAAAGTAAGTCCTTCTTCCTTTAATGCATGTGCATC\nAGGCATTTTGTCACAGTCATAAAAGTCCAACCTATGCAGTTAGCAGTGTTTTCTTAGGAT\nCTGGACTTCTGTGAGCTTCATATAATTTTCTTATCTATTGCTAAAGTAAAACTATTCTAA\nATTTACAGTGCAGTTATACATTCATGTTCGAAAAATGGGTTTGTTTATAAGATTTATATC\nTTGCAGTTGATGAATATGATATTCCTTATCTACCTTGGCTCCTTTAATTTTCCTTTATTT\nTCATTCAATGCACAGAGCACTATGTGAAGCATGAGGCTACAGGAGTTAGCTATTTCAAAG\nGCAACAAAATGATCAGCTGAGGGAGAACATATGCCCTTGAGTGACATTGAGCTAATTTTT\nATTAACTAGAAATGTCCAAGATAGTATATACCAGTAGAAGGACAGAATGACTGAATCAGG\nGTAGGACTGCAAAAGGCAGCCTGGTTCCTGGTTGAGCAAAGGCTAGAAACCCAGGTGACC\nCTGAAGGGATGGAAGGTGTTTTGCCTCACTCCTGGGCACCCAGCTCCTATCACATAGCTA\nCAGCCCCCAGCAGCTTTCTATCAGTCACATAAAGGCAATGCCCCAACTCCCTCCATATGT\nAGAGGGCATGACCATAGATCACCTAGGCTCAATACAGATTTCAATTTTAATGAGGTACCT\nAAAGGCCTGAAGGGCTTAGCCAATTAAGCTTTCCTTCCCATACACTCCTCCCTGCAAAAG\nGTATTTAACCTCAGGCCTGCCCTGAGAAGTGGGGTACAGTTTTACTCATCCACTTTACAC\nCATGACAATATATGTCTTAAAACCATAGCCTGCATCTTTTCATTGGGATCTGTCATGGGG\nATCCATGGAGAAGGCCTTCGCTTAAAGAGCTGCTGTCTAACCTCCCATAGAAAGTCTCTC\nTATGTTTCCAGCCATGACTGTCAAACCAAGGCCAAGCCCGCAGCCCTCCAACAAGCCAAA\nGACTTTGGGATCCATCCTGGGCTAGATCCAGCCCATGGGCCCCACTCTAGTCTCAGCTCT\nTCTATAGCTCCCACTGGAGCCTAGGTGTCCAAGAGCCCAAGAACCAGATGGCGGGCCCCA\nGCCTCCCCTCAGGCCAGGGACCCCAGAGCCAGATCCAGCTGTCCAGCACCTCAGACTGTG\nCTCCCCACTCTTGGAGTGGAATCCCAAGGCTTCCCTGTAGCCCGACAGCCTAGAGACTGC\nATGGGGTAAGTGCAGCCAAAACTTCCTCGTCCTGTCTCCCTGAGCTGCTGAGCCCTGTGG\nAGTGACCAAGCCCTGAGGTGGAGTGAAAACCAATAACCAAACAACCCTACAGATCAGTGG\nTTCATAACCCTCCTAATGTGATAGCCCTTTCCTATAGCTCCTCATGCTGTGATGACACCC\nCAACCATAAAATTATTTTGTTGCTACTTTATAACTATAATTTTGCTAATGTTATGAATGC\nTAATGTAAATGTCTATTTTCCCATGGTCTTAGGCAGCCCCTGTGAGAGGGTCATTCAACT\nCTCAAAGGAGTTATGACCCATTGGTTGAGAACCATTGCTTTAGAAGGAAAATTATGCACC\nCTCCCCAATTAAAGGGAGTCCAAATCTCATTTACCTCTAGATGAAATTAAAATGAGATAG\nTAAAGGAGAGTGTGTTAGCTTCATTTGTTTTTAAAACTTATTTTTAATAAGGGTTTTTAC\nATGCCTTAACCTCCCTTCTAGCCCAACCATCCACTAGAGGTAGCAGAAAAGAAAAGTTAC\nTAGGATATGGGGGAAGTGGATCTGTTTAGAGCTAGTTCTTTGGAGCAAATCCAATTCACA\nTTGACAGGCTATCAGCAGTTTAGTTCACAGGAATCAGCAAAAGCAGGTCGATCCAGAAGA\nAGGCCCAAAGCTCTGCTGTATGTTGTTTAGAAGTAGTTCCTTGTGGTGATTTCAATCTCC\nAATTGTCAGGCTATCAGCAGTCCAGTTCAGTAGTGCCAGGAGAACAAACATGAATCAGCA\nGCAGTAGCATGATCCAGCAGAAACAGCCAGGCCTCCACCTAATGAGCAAGAGTCAGCAGG\nAGTTACCAGGGCCAGCAGGGACACCAGAAGTTCTCTGGTGTGCCTCTTTCAGAAGAGATA\nAAGACATGAGACCAGCAAAGCAAAGCTAACCATGCAAGCCTGCTCTCACTGTCCATTGAG\nACCTATTTATACTCCCTCCAAACATCATGTGCCCTCCCACAGGTCTTGCCCCTCATAGGT\nCTTACCTCAGCAAAACACTCTGAGTCTGTCTTAGCAATGCTCCATGGGAGTCTGTATCAG\nCTGATAGATCCAGAACCTTCCACATCATTCTGCCAGATGGCCCAAGTCTGAGAAAGCAGC\nAAGAAGCCACCAGAACACCACCAGCATTTTGGTATGCTTCTCTCTATGGAGTCACGACAA\nATGATGATCAATAAACAATGGTAAGGCATACCAATACCATCCAGCATCATCCATCGTCTG\nTTGTGTTATATTTATATTACTTCTAAGCATCATGTGTCTTTTCATGATATGTGAAGCATG\nATATGCTTTAGCAAAGTATCATTTCTTTCACCTTTGTCTGCTTCAGCAAAACATTCTTTC\nACGTGGCTGCTTTAGCAAAATATCCTTTTACTTGTGTGCCCCAGCAAAACATCACTTGAC\nTTAACTGACTTTCTAAAGAAACCAGAAGTTTCCCCTTTAAGAGTGGTCCCTCCTTCCACA\nATTCTAATATGAAGAAAAGACACAGACATTCCCATGGAAAGAATGTCAGGTAACAGTGCA\nACTAGAGATTGGTGTCCCATTGCTATCGGCCAAGGAGCACAAAGGCCTTTTGGACACCAT\nCAGGAATTAGGAGAGATTCATGGAATGGTTTCCATTTCAAAGCCATCAGAGGGTACCATG\nGGGCCAACTCTTTAGTTTCAGATTTCTGAACTCTAACCTTCAAGTGAATTAGTTTCAACT\nGTCATAAGGTATATATTCGGTTATATGCTCAAGAGGAAAAAGCACAAGACACAGAGACTA\nGGACTATCCAAATGCCACTCAGCTCTCAGGCTCTACCCCATCTCTTCTTTTGCTTCTGCT\nCAGTATTACTTGGGATGACATCCAATCAGAACATGGGGTCTCAGGGCTCAGGCAAAATCC\nTCAGATAGAAGAAAGTCTTAAGTCTAATTTGCTTGGAGAGAGTTCATCTCCAAGGCTTTT\nACATTTCCTAATATGTGAATACTTCTTTTATTAAGAAAATGTGATAAGTATAAAAAAATA\nTGCAGAAGTCTTTTTTGGCTCATTTTTCATCTGGCCACTTCTTTACCTTTCACTGCCAAC\nACTGCTGTGATGAGGGAATGTGAGGGCTTCCCTTTCCCTCACACCAGACTCTTCACACAT\nCTTAAAGATTCTCTCTCTCCCTCTCCCTCTCCCTCTCCCTCTCCCTCTCCCTCTCCCTCT\nCCCTCTCCCTCTCCCTCTCCCTCTCCCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCT\nCTGTGTGTGTGTGTGTGAGAGAGAGAGACAGACAGAGAGAGACAGAGAGATTGTGTCTTC\nTCTCTTCTCCTAAAAACTGGGGTGAAATGAGGATGGGTTGAGTAGTGTGTTAATTAGAAT\nTCATATATATCGAACCATCTCACCTAGCTGGAGCAGAAGGATTTGATACAGTATGTAGAT\nGTCTTACAAAGAAACCAGTGGACAGGTGTAACACACACACACACACACACACACACACAC\nACACACACACACACCCTCAGCTCAGGTTTCACTGTGAGCAAGAAGAGAGCATGGGGCGGA\nGCCTGCCGCCCTTTCGTTCTGCCACTCCCACTGCTGCTGCCTGCCGCCCTGCTGTTCCGG\nAGCCAAACACGTGGTCACCTGCAACTTTACTCCAGGATGATTTGGCTGGAATGGGTCCCT\nTCCCCTGCTTCATAACCCAGTGTCGGGAACAGTAAAATTGAACCTTGATCAGAGTGGTTG\nTCTTGGTTCCATCTCTATCGCACCGCCTAGCCCCCTCTTCTCTTCCAGTATCCAAGATGC\nCTTTCCAGACTAGAACCCAGACATGTGAGCGGCTGGTGGGCCGCAACAGACAGGAATTGA\nGCAGCACCAGGGAATCCCTGGGAGTCACACTGCCTCTGCACAGTGTGGGTAGGTGGCTGC\nTTCTGCTGCAGAGATTTTGGAGGCAGGAAGCCTGGTTGTAGAGTCATCCTGTCTGTCGTG\nATTTGTGCCAGCAAGATGGAAGATTGCCACCCTCCCATCTCTCTTCATAATCATCCTATA\nTTTATATCTGGCATGAATCGCTTGGACCCAAAATCACACCAAGGTCACAGATGCAGGAAA\nGCCTCAGAAATAATGTTGCTTTTGACATTTGAGCCTCTGCAACATAAAAAGACACATGAA\nGGGGCTAGGATGGATACACAGAAGTAGACTGCAGTGTCTGTCAGAGACCAGAAGCTGTTT\nCTTTGTTGCCATAGTCTTTTTCAGGAGGGTGGGCTCAGAAAGCGATCCCTAATTTGTATA\nACTTTGCCATGGTTGCTTCTTTAGGCGTACAGTACCAGTCTGCTTGCCTCTCTTCTCCTG\nATGTCTGGCAGTTCTGTGTTCTGAGATTTAACTCTTTGTGATGCTGTTTCTGCGGTGATT\nACGCTAACATTAGGGACTGAACACTCCAGAAAAATCAGAGGAGCCATTTCCCAGCCCATG\nGGTGGAACTACCAGACTACCTGTCTTGTCAATATGTTTGAGGTAGGAGACAATTCTCTAA\nCCCTGCAAGCATCCTTCTGCCATGGCTTTGTTCTTGTAGCCCTGTTCCTGGGATGGGCTA\nCAGTCCTGTCTAACAATAGCACATAGCACTCTGCCTGTACATTACCTCTCCATCCTCTCT\nATCCCATGATGCTGCTGACATTTGAAATAGGATCAACAACACATGCTGCTAATTGGCACT\nAGCACAGGATCACACATATGTAATGTGTGGTCTAGCCACCCTCTTCTACTGTGGCTCAAA\nCCTTACAAGACAGCCCGGAAACAGCCAGTCTTTGGCAGCCAATGGGATAAAGATGTACTC\nTGGCAATGGTCCCACTTACACAGGAAAGAGGGTAAGGATGTGATGGTGCCCAAACCTGGC\nAGCCATCTTATGTCTTCTACTCAAGTGTGACAATGACAGGGGAGCAAGCTGGCCTGCATT\nTGTGTGACTCTGATGTTAGGGGAGGGTCTGGGGATTTTACAAATCCCTGTGACATTGGCC\nCCAGGCTCTGGTCAAGAAGAAACTGCTGCTGGTTAACTCTTCATGTTGCTTAAACTCATT\nGTAGCAGTGGCTCTGATATGTTGGATCTTAGGAGAAGGAACAATGGCTCAAGCATTATAT\nGATGGCATGTGATGAGTCAAATAATTCTGATTTCCTTTCCTGCGTCCTCAACCTGAGTTT\nGTTTTTAAGAAGTATATCTATCAACAGTGTGACAGAAAACAGGTGGGATAGTGAAAGAGT\nTCATTAAAGGAACCTTATTTATTTTTAACATTTTAAGAAAGGTTTTACTCATGTCAAAGT\nATGTATGCGTGTGTTTGTGTGTTTATATGTGTGTATATGTTTGTGTGAGTATGTGTGTGT\nGAGAGTATGTTATGTGTGTATATGTTTATGTGAGTATGTGTGTGTGAGAGTATGTTATGT\nGTGTACATGTTTGTGTGAGTATGTGTGTGTGTGCATGTGTGTGAATATGCTATGTGTATA\nTGCATGTTTGTATATGTGTTCTGTGTGTATGCTTGTGTATGTATTCGTGTTTATGTGTAT\nATGTTTGTATGTGTATATCTGTGTATGTATGTGAGGGTGTTATGTGTGCGTTTGTGTGTA\nTATGTCTGTGAATGTTTGTGTGTGTTTTACAATGGGGTTTTGTAGGACGAAAGAAAGGCC\nTACCTAATTTTACTCCCAAGCACAAGAACAAATAACATTGGAAGCCAAAAGGCAAGGCGA\nGGCTGTTGATGAGTCACTATGGAGAAGAAAGAAACAGCAAGCCTAGGGGATGTTATTTTA\nAGAGACCTACCCTCCTCAGAGAAGCTTCTTTTCGCAGTGTTAACACAGAGACAGCCACAA\nGCAGACAGAGAATATGCAGAGTGAGAGACTTTGGATCGCTGTCCTAAGCAGGAGAGCTTC\nATCCAACTCCTTTCCTCTGGGTACAGGGATCTCAGTGTAAGAGAAGGTGCAAAGATTCTG\nAGAACCAGAGGTGTGAGATGATTCCAGGGAGACAGTGTCTTCCAGACACAACAGGATGGA\nTACACATATGAACTCACGGAGACTGTGGCAGCATACAGGGACCTGCGGAGGTTCAAACCA\nGACAAAATCCCTGCATTGAGAAGGGGAGGCAGACATAAGGTTCCATCTCTAACCAAGAAG\nCTATTTACAGTTGATACCATGCAGGGGAGGGGAAATTAGATTCCTCTAATGGAGTGTCAG\nTAAGTGTATCAACCACGCACCAGGGCAGGCCCCATGCCTGACACAAAATGAACTTTATGT\nGGGCACGCGTGCGCATGCGCGCGCGTGTATGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT\nGTGTACTTTTTGTTTTGTTTTGCTATTGTAATGGATAGGGATATGGGAAGGATCTGAGAG\nGAGTTGTAGGAAGGCAAAGAATATGATCAAAATACTCTATGAAAATTTTTAATAAAAAAG\nAGAAATGATATTAAAATAGAAAACAACATCACTGGACACACTAAGTCATTACCTGGGATA\nTATAGTCCTTTATAGAATAATTTTTGGTGAGCATAGAAAGTAATAGATTATATGCATTGT\nATCTAATTGTACTTCATATTTGTTTCTTCACTCCCAGACCTCCTCCTCAGTGATTTCCTT\nAGTCTCTCTGGTTTACCTTCTGATTTCATGCATGCCCTGACCCCCGCCCCCCCCCCCACA\nCGCAAGCACACACACAGTGTATAACAGTCTAATTCATTTTTTTCCTGAAATGGCATAATT\nTTGTTCAGCTTTGGAGCTGAATGAAGCTATTGTATATATAGACACATTTCCTTTAACTTG\nTCACCGGATGGTGGGCAGCTAGAGTATGTCACTTAGCCATTGTTGACTGTGCTTCAGTAA\nACATGGAGTGAGTATATCGTTTGCATTCCCAGATTCTCCTGGGCAAATACCCAGCAGCAC\nTATAGCTGGATCACATGATAGATCTATTTTCAGGGTTTTGAGGAACCTCTGTACAGATTT\nTCTAATGGCTGCACTGTCAGCAGTGTGTAAGGGTTCCTGTTTCTTGAAAGGTACTTGCTA\nGGCCAAGTCAGCATGGCTTTTGTTGATAGCAGGGGAAGAATTTCACCAAAATCGACAGTG\nAGGGGTATGAGGGGGCTGGGAGGCTGAAGAGATGGTTTGGCAGTTAACTGTATTTGCTGT\nTCTTATAGAGAACCTGACTTCATTGCCCAGAACCCATGTGGAAGCTCACCATTGTCTCCA\nACCCCAGGAAATCTAGTGCCCCATTTTTGGACCTCCACAGGAACCAGGAACACATGTGGT\nACACATATAAGTAAGCAAAACACTCTACATATAAATAAAGTAAAAATGAATACATATATT\nAAAACTTTAAAAAGAGCAAGGAGCTTTTGGCAAACTGTTACAGTAGTATTATTGCTGAAA\nCTGGGTGGAAAACGCCAAGGACAGAGCCCAAGTTTAGGGACCTTGAGAGCTTAAAGGAGA\nTCGGTCAAGGAGAGAGTGTTGGTCAGGTCTCTGTCCTGTTCAGTAGAAATGTTACTCTTC\nCTTTCAAAAATGTTAAGTCCACTATTTCACTGGATCACTTTGTACTCGTTAAGGATCTTG\nGGATTTGCTGACCAGTGGACATTTACTACAGGAATCAGGTACTCCAATTGAATGTCAACA\nGAACAGACTCGGGAGTCAGATTGAGATTCCTCATCTCCATCCAGTAATCCATACAAGGAC\nATCAAAACTACACACTTAGGATTCTCTAGACATGAGGACAAAGCAATCTCATCCAGATGC\nAATAGATACCCTTGTTTAAAAAATGTTATCACACAAGGCTGGAGAGATAGCTGTTAAGAG\nGGCTGGCTGCTCTTCCAAAGGACTGGCGTTTAAATCCCAGCACTCACATGGTTGTTCTAA\nTTGTTTGTAATTCCAGTTTCAGGTGATTTGACATCCTTACTCAAACCTACATGGAGGCAG\nAACACCAATGTAAATAAAAAATGTTAAAAATGTATCACACTAACTCTTCAGTGGTGAGGA\nAGTTCACATTCAAGGGAAGCTAGTGGGGTTCCACAGAGAAGTGACTTAGGACTTCCTTTA\nGGGATGGCCAACTGGGGCCAGTGATGAAGCTGCTAACTTCTGTTTGAGGGACAAATAGGC\nTTACACTCACCATCCACACTTAGCCCCCTTGGGTGTCACTAAAGTGCAGCAGAGACACCA\nATAGAAAGCTCTGATATTCAGGACAGGAATGAATTTTCTTACTACCCATGAGCACTTGCC\nCTTATTCTTCTGAATCTATTTTCATGGTAGATCACAAAATAAATGGCTGTCATTAGGATG\nCCATAAAAAGTATCTCAAAATGTCCATGAGTATGGAAAACATTGGGAAGGACCCTTCCTT\nTAGCACACAGTGACCACTGTTTGTATGGACTACTGTGTTTCTGCTGTATATCCCTTTAAC\nAGACAGCCCCTGCGTTTATTTGGGAAGGACTTTTTCCTAATCATACAAGCTCAATGGAAC\nTGTCAGTCATGTCTCCTGCCATTCCTGGATCACTATATGAACAAAAATGGTCTTCTCCAA\nGGTGGTCTCACTCAGCCAAGGGGAAAATTTGCATTGGCCCTGAGCAATCAATGTCTAGGT\nAGGAAAATGATGAGACCTGAAGCATCCCATGGCCAGAATGGACAGCACTGATTTTCTAGA\nTCCTCTGACATGCTCTGATGTCTTACTTTCTAATGCCTAGTTTTCAGTATTCTCCTTGAT\nTCTGTATGACACTCCCTTCTCTTTTTGCTGGTGGCCAGTGCCATTTTTCTTGCTTCTATG\nTGAAGCACTGGCAGGTGCATCACTGTCACAGTAGCCCTGTCTGCTCTGGAGTTCCACTGC\nAGCCTTGACTTGTAGGTGGTGACTGTAGTAATCTCTTTATAGAGATGGTACCCTCCACAG\nGCTTAGTCAGGGAGAGCCCTTCTTACAGCTCACAATTCTGTGGTTTTACCATCCATCCTC\nCCTGCTCTTCTGTTATCAGGGACCTGGGAGAGGGTGTGGATCATGAGTCCTTACCACTTC\nTGGAACCATAGCCACTTGCCTGCTCCCTGTATGTGTGTATTCATCTGCATGTGGACGTGT\nGTGTACCACAACATATGTGTCAGAGAACAAACTCAAGTGACAATCCTGGCTTTCCCCCTT\nGTTTGAGACAAGTGGTCTTTTGTTCACTGTGGTAGGCCTGAAGGGAGATGGCCTGTGTGC\nTTCTGGAGACTTGTCTTGCCCTCCCATCTTGCCATAGGAGTACAAGGATTACCTCCATGA\nGCTACAGCATCTACCTGTTAGGAGAGTTCTGGGGGTCACAACTCAGTCATTACACTTGTA\nTAGCAAGCACTTGACCCACTAAGCCCTCTCTCCAGCCTTGAAGTATTCCTATTGTCTGGC\nTTGGACAGTTCTTTCTTTCTAGTTTGTGAGCTCTCCTCTTCTTAGGCTAATTGTCTCTCT\nCTTCCCTTGGTAGCCTATACATTCGAAAACAAAACTCTATCGTTCCCTCTGAGCAAGGGA\nAGCCCTGGTGCAGAGGCTTAAAAGGTCTTCCATTGTCATCTTCAATTGGCAGTGCTGGGG\nAAGCACGCCATTCAATTAGCCAATGCATGGAGCACATAGGCATTACATTCCCTTCTCTTC\nCTCCTCCCCATCCTCCTCCTCCTATTTCTTTTTCCCTTTGTTGCTATTTTATTTGTGATA\nTTTATGTATCTATACCCATATCATGAATATAATTTACTGGACTGTGAAGGGTTTTCTGTG\nTAAATAACTTCTATTTGTCCATAATTGAATACACGTCACTATGTGTAACGGTGTTTGTCT\nCGGAAGTACTGACAAAAGGAATGAAATAATGTCTGCAGTGAATGGATCCCTAGCAACTCA\nAGACACTGGTCTTTATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAG\nTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGG\nAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTT\nTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTG\nTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACT\nGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAA\nCCATTGTAATGGAGAGCAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACA\nGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGTGCAGACACTGGTCTTTAATAG\nTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGG\nAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTT\nTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTG\nTAATGGAGTGCAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACT\nGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAA\nCCATTGTAATGGAGGACAGACACTGGTCTTTAAAAGTCTTAACCATTGTAATGGAGGACA\nGACACTGGTCTATAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGGCTTTAATAG\nTCTTAACCATTGTAATGGAGAGCAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGG\nAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTT\nTAATAGTCTTAACCATTGTAATGGAGTGCAGACACTGGTCTTTAATAGTCTTAACCATTG\nTAATGGAGTGCAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACT\nGGTCTTTAATAGTCTTAACCATTGTAATGGAGGGCAGACACTGGTCTTTAATAGTCTTAA\nCCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGGCA\nGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAG\nTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGG\nAGTGCAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTT\nTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTG\nTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACT\nGGTCTTTAATAGTCTTAACCATTGTAATGGAGTGCAGACACTGGTCTTTAATAGTCTTAA\nCCATTGTAATGGAGTGCAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGTGCA\nGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGACTTTAATAG\nTCTTAACCATTGTAATGGAGTGCAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGG\nAGTGCAGACACTGGTCTTTAATAGTCTTAATCATTGTAATGGAGTACAGACACTGGTCTT\nTAATAGTCTTAACCATTGTAATGGAGTGCAGACACTGGTCTTTAATAGTCTTAACCATTG\nTAATGGAGTGCAGACACTGGTCTTTAATAGTCTTACCCATTGTAATGGAGGACAGACACT\nGGTCTTTAATAGTCTTAACCATTGTAATGGAGTGCAGACACTGGTCTTTAATAGTCTTAA\nCCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACA\nGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAA\nTCTTAACCTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAG\nGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTA\nTTAGTCTTAACCATTGTAATGGAGTGCAGACACTGGTCTTTAATAGTCTTAACCATTGTA\nATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACATAAACTGG\nTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAATATTAACC\nTGTAATGGAGGACAGACACTGGTCTTTAATAGTTTTAACCATTGTAATGGAAGACAGACA\nCTGGTCTTTAATAGTCTTAACCATTGTAATGGAGTGCAGACACTGGTCTTTAATAGTCTT\nAATCATTGTAATGGAGTGCTGACACTGGTCTTTAATAGTCTTAATCATTGTAATGGAGGA\nCAGACACTGGTCTTTAATAGTCTTAACCATTTTCATGGAGGACAGACACTGGTCTTTAAT\nAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAAT\nGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTATTGGAGGACAGACACTGGTC\nTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCAT\nTGTAATCGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACA\nCTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTT\nAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGA\nCAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAAT\nAGTCTTAACCATTTAATGGAGTGCAGACACTGGTCTTTAATAGTCTTAACCATTGTAATG\nGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCT\nTTAATAGTCTTAACCATTGTAATGGAGTACAGACACTGGTCTTTAATAGTCTTAACCATT\nGTAATGGAGGACAGACACTGGACTTTAATAGTCTTAATCATTGTAATGGAGTGCAGACAC\nTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTA\nACCATTGTAATGGAGTGCAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGAC\nAGACACTGGTCTTTAATAGTCCTAACCATTTTAATGGAGGACAGACACTGGTCTTTAATA\nGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAATCATTGTAATG\nGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCT\nTTAATAGTCTTAACCATTGTAATGGAGGACAGACACCTGTCTTTAATAGTCTTAACCATT\nGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACAC\nTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTA\nACCATTGTAATGGAGTACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGTAC\nAGACACTTGGGCCTATTGCTCCCATCTGTCATCGCTGTTCACCTGGCTATGGATTTCATC\nTCTGTCCCTCCTCCACTCTTATCATGGGTTCTCTTTGCCTGGGCAGCCTCCACCTGCTTA\nGTCTTCAGCCCTGTAATTCTTTCGTGTCTCAGTTCTATCTCATCACCACTAAGACACTTT\nTTGTGAATGGTTGGAATTTGCTTTTATATAAATGTGTGCACATATATACATATATACACT\nCTATTTGTTAACATAAAAATATATAAACTTTATTAAAACTTACACACAAACAACATGCAA\nGGCACCAATTGCAATTGGGATAAATACAGCTAAGTGTAAGGACGGAGTATAAAATCATAG\nCCACAGTGCCTGAGGAGTACTCTATAGTACTTTAATGTCTTTCTATCTAGTAAGCCTATG\nCTCTTCTTTTGGCAAACTCACAAGCTGCCAGTCACCATAAAATCCCAGATGATATTAATG\nTTCTCCTTATGAGCAGATTATCTTTCCAGTAGCACACTCCCATAGGAAACAGTGATCTCA\nCTTTTCCCACTCACCAAGTCTAGTGTATTTTCACCACATTTAGTGCACATAACATAGTAA\nTTATGCATTAGTTGGCTGTCAATATTATTGTAGGACTTTTGATTGGCAGCAGGCTATCAG\nCAGTTAAGTTTTTGGGTGAATCAAAAGTTATATGTGGAGTGTGTGTGTGTGTGTGTGTGT\nGTCCCTCGGGTGTGCCTGTGCAGGCCAGGGATCAATGTCAGATGATTCTCCATGTTATTA\nATTAATTAGGGGGGCGGGTGGAACTCACAATCCTCTGCCTCTTGAGTGCTGGATTCAAGG\nGTATGTGCCACTGTGCCTGGCCTTCCACATAATTTTTTGACTCAAGGATTCTCAGTTGTT\nAGACTGGCTGACCTGTAAGCCTCAGAGATCATACAGTCTAGGCCTCCATGGTACCACTGC\nTTTCCATGGGTTCAGGTCTGCCTGCTTGCTTGGCAAGCACTTTACTGACTAAGCCATCTC\nCCTAGCCCCTACATGTGAATGTTTGCCTGTATAGATGTCACATCCCTAAACTACTGTTCT\nGAAAAGTTATTCACAAACTGACTGCATAAACATACAGTAATATATCACTTAAGGGCAGTA\nAGACATCCTTAAAAATGTATCACTAGGTACATTCATGGTTCTGTGCATATCATAAAGTAT\nAGGTACACAATCCTACACTGGAGCTTTGCCTGGACTAACTAGTATGTATGTGTGGTATCT\nGCATCTGGACCCATAAGGAATCAAAAACTATGAGCTAAGTCAGATGGTAGAGCCGCACAC\nTCCAGTAAATGCTCCAGTATAGAAAAAAGGGAGATTATAGGACATACCCTAAATTTAAAA\nTAAGGTCCACAAGTCTTAATCGCGTTCTCACGCCCGGCCAGGAAAGAACACAACAAACCA\nAAATCTTCTGCGGCAAAACTTTATTGCTTACATCTTCAGGAGCCAGGAGCGCAAACCCCC\nAGCCCCAAAAGCGAAAGCCACCCCAATAACGAAACCGAAACCCCTTCCCTATTTAGGAGA\nGTTATCTTTCGCCTAGGACGCATCACTCCCTGATTGGCTGCAGCCCATGGCCGAGCTGAC\nGTTCACGGGAAAGGCAGAGTACAAGTAGTCGTAAAATACCCTTGGCACATGCGCAGATTA\nTTTGTTTACCACTTAGAACACAGGATGTCAGCGCCATCTTGTGACGGCGAATGTGGGGGC\nGGCTCCCAACATCTCCCCCTTTTCTTTTAATAAGAGCAAATAGGCCACCCATATTAATGA\nGAGTGGAGATAGAGGTCAAATCCCCAGTGTGTAGGTAAAGGAGCCGTACACATAACCTCC\nTCCCAGGCTCATCACCCAGAGGGGTCCTGGTCTGGTCCCGTGTTGTTTTTCCTGGGGGAA\nGGACACTTGAACACTCAACCTTCTTGAAAGATGACATGTCTCCCTAGAATAGGCTCATTT\nTATGCCGCAGAGCCCTTCTATTGCAGTGCTTAGCCGTGCAACTCTCTCGGGCTGCTGAAG\nCACACTCACTCTATCCCGTGCAATGAGACTAGCCTCATGGGATATAAGAGCTGAGTGGCC\nAGCGACCTATTGCCTAAGCATAGATATATCAGGGGAAGCTCCATGTTCTAGTCCTGCAAG\nCGCCTGGGCAATAACCACCTTGTCTCTCCTAGTTTGGGCCTTAAGCTTACAGACCAATCA\nAAGAAGCAACACTAATCCACAGCAAAGTGTATCTCCAAATAATATCAATCCCACCCATTC\nTTTAAAGAAGGGAAATGCTGAGGAGATCCAATTGGGTAATCCTTTGGTCAGGGACAGGTC\nCAAGCGCGTGGAGTTGACCTGAAGTCTCAATTCTCGAAGGATTTGTTCAAATTTAGCCGT\nCCAATTCTGTAACATATACTGAAAAAGACTTTTTGACAAATTAGCTGCCCTAGTAAATTT\nAACATACTGAATGGAAGTAACACACAATCCCGGAAACTTTTGTTTACACCCCAGCTGAGC\nTATTTGCCATAATACATCTAGTTGTATCTGGACAAGATCTATGAGTTGATTAACCAGCAT\nGAGACCTCCCTGTATCTTGACATTAGCTGAGGCCTGTTTATCTATGACTGTAGTCACTGA\nGGCTGACAAAGTGTTAATGGTGTCAGTCGTCTGGACCTGTCCAGACAGAGCCAAGGCTGT\nCTGAATCAAGGCTAAACCCAGTTCCTAGTTAGTGGTAAAAAAGCAGGAGAATACTTGAGC\nATTATACATCACCGTCATTGGGAGTGGAAATGTCGACATTATCCCCCAACGCTGCTCTCT\nCTTTATTATTGACGCCCTGGACATCACCAAGACGAGGGACATCAGTATTCCCTTGGTCAG\nTCTGGATTTTTCGGGTGAGTCTTTCTGGTATCCAAAATGGGTTGTCTTCATTCTGTGGGA\nAAACACAAACCGCTCCCCTGGATCTTATCAAAATAGGATCCGGGCCATACCATTTATTAT\nCAAGGACATTTTTCCATTTAACCATCTCATTGGGCCTATCTGGCTCTGAACAATGACGTT\nCAGCCGCAGTATGGCCATGAGCATCAATATTTAAAAAATTGAGTGTAAAGAGTGCCATAG\nACACAGACACTCTTGGTGCTCGGGGTAAAGTCTCCTCAAAAGTTCCCCTCTTCTGTTTTA\nTAAGATAGGCTTTGAGGGTGCGATGCGCACGCTCAACAATACCCTGTCCTTGAGGGTTGT\nATGGAAGTCCAGTCAGGTGGGTTACGTCCATCTGACGGCAGAACTGCTGGAATTTTTGAG\nACGTATAAGCTGGTCCATTATCAGTCTTAAGGAGTTTGGGTTTCCCCCAAGCACTCCATG\nCCTCAAGGCAATGTTGAATCACATGTGAGGCTTTTTCTCCGGTTAACGGAGAAGCAAACA\nTGATGCCAGAACATGTGTCAATGGACACATGGAGATATTGAAGTTTTCCAAAGGAAGAAA\nCATGTGTAACATCCATTTGCCAGACCTGTAGAGGTCGAATACCGCGTGGGTTAATTCCCA\nCATGAGGAACTGGCAAGAACTCACAGCAGCTTTGACATTGAGTAACAATGTCACGGGCTT\nCTTTTCTTGTCAAGGAGAAACGACTGCGTAATGTTTCAGCCGTCACATGAAAATTGTTAT\nGAAAATTTCTTGTAGCCTCTACCGGGGATGATAGGGCAGCAGCCACCACTTTAGTGGCCT\nTATCTGCCAAATCATTTCCCAGAGCCATGGGGCCAGGTAGGCCTGAATGGGCTCTAACAT\nGAGTAATATAAACAGGAAATCTTCTAGATAACAAAACTAATTGTATCTGCTGAAAAATAT\nTGGCAACTCTACTGGAAGGCTTAATCACTCCAGCCACTTCTAAAAGATTTACTGCATTAA\nCCACATAACAGGAATCTGACACAATATTAAGGGGTTCTAAAAAGGTTTTTAAAACTTCTA\nAAACCACTAAACATTCTACCACTTGAGGTGAATTTTCATTATATTGTTTGGATACCACTT\nTACCATTAGCCACATAGGCACCTATGCCAGTTTTTGATCCATCAGTATATACCACAATAC\nCATTTTTAAGTGGGTTTCTTACTGTTATTTGTGGAAACACAACAGATTGATTTTGGGCAA\nACTGTAAAATTGGATGTTTTGGATAATGGTTATCTATTTGTCCTGAAAAGGAGGTAACTA\nAAACTGCCCAATCATTAGATGTGGCTGCCAAGGTTTGAACCTGTGCAGCGGTATAAGGTA\nCAATTAAAAGATATGGACTTCGCCCAAAGTGGGTGATTGCTGCTTTTAGGCCTTTAAGGG\nCAAGCTGTGCAATTGCATCAGGATACCAATCTATTATTTTAGCTGGGGATACGTTTGGAT\nGGATCTACAACAATGGCCCATTCTGCCACAAAACTGCGGTTGGCAATTGTGCTGTCTTAA\nAGACACACAAACTGAAAGGCTGCGAATCCTCAATACGTTGTAATTGTGCATTCTGTAAGG\nCTTTTTCCACCTTTTGTAAGGCCTGGTTAGCAGCTAGAGTAAGAGTCCTAGGGGAGGAGA\nTATGAGGATCTCCTTCTAAAATACCAAACAAAGGCCTTAACTCAGCGGAAGGAATCTTTA\nAAAAAGGTCTGAGCCAATTAATATCTCCCAACAGCTTTTGAAAATCATTTAAGGTATGGA\nGGTGATCTCTTCTTATCTAAACATGTAAATATTGATTTCTCTCAAAGGAGGAAATATGCG\nTGACATCCATTTGTCAGACCTGTAATGGCCTGACGCCACGAGGGTTTACCCCTACGTGAG\nTAGATAAAATTTGACAACAATCTAAAGGCATTATTAAGTAATCAGAATCATTTTCAGTAG\nAACCAATCTCTCTGGCAGCTCTAGGAATACCAGAGGAAGAAAAAACAGCCATGTAGGCTT\nGGCAAAATTATTAGTTGAGCTATTCTGTCCCCTTGTGATATAGAAAAGACAACTTGAGGA\nCAAGAACAGAGAACCTGAAGTTCCCCTTTATAATCCTGATCTACAACTCCAGGGTGGATA\nATAAGACCTTGTAGGCTGCAAGAGCCTGTCTCTGTCATTATTGTCCAGTGGCTTCACCTG\nCTCGGGAGAGCGCCTTCCAGGCCCTAATAGCCTTTTCATCTGATTCAGAACTATTAAGAA\nCTGGCTCCTTGAACTCATCTAGTGATGAGTATAGGCTCCTTCTCCTAGAAGCCTCCGCTG\nATTGATCTTTTTTCTTTTCTTTTTTCTTCTCCTTCCTTCTAATCTCTCCCCAGGTATTCT\nTACCTGACCTAAACTTTTCCTCGGGTTCAAGACCCGTGGAAAGGCCTGTATACTTATTTT\nGTGTACCATATTTTCTCTTTGCTCCTACTCTCTCTCCCCGCTTTACTTCTGATAGATTGT\nCCTGAATTTCATCTAGAATCCGCCCTGCCTTAACCACTTGATAACATGTGAAAAGGAACA\nAAAGGGCTCCTAACACTAGAAAAAATTTAAGGCCAAACATACCTTGTAAAGCCATTTCCC\nACTTTACTTCTGATAGACTGTCTTGACTTTCCTTAGAAAGTTCAAGACCAGACTTACCTT\nGTAAAGCTATTTTCCACTTTACTTCTGATAGACTGTCTTGAATTTCCTTAGAAAGTTCAA\nGACCAGACTTACCTCGTAAAGCTATACTTACGGGTTACCGCCGTTCCCCAGCTGAAAAGT\nTCTGAATTCACGCAGTTGAATCCTTCTCAACAGTCTGTTTTACGAGAACACTTCATTACC\nGTGACCCGCAGTTCTGGTTCCGGAATGAGGGATCTTCCTTGCGCCGGTGATGGTAAACTC\nTCGTCCCGAGTTTTTCTTCCCGGGTTTCCTCTTCCCGGATTTTCTCGTCCCGGAATTTCT\nCGTCCCGGAATTCGGCACCAATTCTTATTCGCGTTCTCACGCCCGGCCAGGAAAGAACAC\nAACAAACCAAAATCTTCTGCGGCAAAACTTTATTGCTTACATCTTCAGGAGCCAGGAGCG\nCAAACCCCCAGCCCCAAAAGCGAAAGCCACCCCAATAACGAAACCGAAACCCCTTCCCTA\nTTTAGGAGAGTTATCTTTCGCCTAGGACACATCACTCCCTGATTGGCTGCAGCCCATGGC\nCGAGCTGACGTTCACGGGAAAGGCAGAGTACAAGTAGTCGTAAAATACCCTTGGCACATG\nCGCAGATTATTTGTTTACCACTTAGAACACAGGATGTCAGCGCCATCTTGTGACGGCGAA\nTGTGGGGGCGGCTCCCAACACACAAGGGTTAAACATACCAGAAACATATCCATGTTTTAT\nCATTATCAAATATTATATATGTACTCTACTTTTACATGATTGACAATGCAGTAAGTTTTT\nAAAGTTTTGGTTGGTTAAACAATATGAACAATATGTGGTGGTGAGTCCTACATTCTATAG\nCATAATTCAAGGCTGGGGGTTGTGAGCAATTTGGTCACCGTAAATGGTTTCTGAATATAC\nAGTAGCCAAAACGTAACTCAAATGTGAGTGGGTGAGAGATCTGAAGTATTTCTTGTAGAA\nCTCACATTGTATTACATGACTCCACTGAAGCCTGGGTTCTGAAATGCAACATGGATATTT\nCATGTGTTCAGGCTACCATACCACACATAGCCAGCAAACACTTCCTGACATGCCTCTGCT\nCAGATTAGAGAATGCCGTGTCTTATGATTTTGCTTGCACTGTGCATGGAAGGGTTTCTGT\nTCTTCTAGAAAGATAATGCCTACCATTTTCTAGTATGGACCAAATTTATATCTTTGTGTT\nTGAATGTTTGATTTTCAAAAATCTCTGTGTGAGTTGCTCACTTACACTTCATAGAAATGG\nTAAATTTTGGCTTGGGGTTAAAACAGAATTTTTACACATTTCCAAAACAACTTGAAATCT\nCTGCCATTTTGCACTGTTTTTATATGAAGTAGCATTCTCATCACTGACATATAAAATCAA\nAATATCAGTCAACTCTAAAAAAAACTGAAGGTGTTCTATGTCCGACAGTATCAAACATTC\nAGTTCAATATTTAATTCATTATATAACAATAAATAAGCAAATCATCCCATTACTCTGCAC\nATTTGCTTTCGTTGTTAATAAGCAATAATATTTTATATAGATCAAAAAATAATGCTGATA\nTATTATTAGTAAATATTTAATTTGTGTTTCTATCTTATATACATATTTTCCAGGGTTGTA\nAAAATTTCTGGAGCAAAAAGAAGTCACAAATGGGAAAGCTTTAAGAAGCCCCATCAGTGT\nCACCACAAACACATGTGCTTTGATATTTTGATGGCCATGAAGTCACTAGATGACAGAAAA\nATTTCAGCTCCACATTATTTGCTTTAATACCAGGGAGCAATCAGTGGATATGAGGGCCCT\nCATTGACCAAACTGTTATACAAACATGACTGTGAATGTGAAGGGGGAGGAGGTAGGAAGG\nGGGTGAGGGAGGAAAAAAGGAAGAAAAGAGAGGAAGGATTTATTATGTTAATTGCCTCAA\nTAGATTACAGAGGTCATGAAACCCCACATCTGCTGCTGGAAGGCTGGTGAACAAGGAAAG\nCCAGCCCAAACCCGAGGCCTGGGTACCAGAAGCACAGATTTCCCAAGAGAAGATGGACAG\nCCCAGCTCCAACTGAGAGAGTGTTGTCCACCCACACCGATGAGGGGCTTCTTTACTCTGT\nCCACCGATTCAAATAATAATGTTCCCAGAAACTCCTTCCCAGATATACCCAGAAACAAAG\nTGTATAGATTTCCTGAGCATCAGCTAAACCATTCACATTGTCATGTAAAATGAATAACAT\nATTTTTCTCTTTTAAAAATCATAAGGGGTGTGTGCACTCACTGTGAAGATAGAGTGTGTT\nCTCACTGTGAAGATGGAGTGTGCACTCACTGTGGAGATGGAGTGTGCACTCACTGTGGTG\nATACAGTGTGTTCTTACTATGAAGATGGAGTGTGCACTCACTGTGGAGGTAGAGTATGCA\nCTCACTGTGGAGATAGAGTGTGTTCTTACTATGAAGATAGAGTGTGTTCTCACTATGAAG\nATGGAGTGTGCACTCACTGTGGAGATGGAGTGTGTTCTTACTATGAAGATGGAGTGTGCA\nCTCATTGTGAAGATAGAGTATGTTCTCACTGTGAAGATGGAGTGTGCACTCACTGTGGAG\nGTGGAGTGTGCACTCACTGTGGAGGTGGAGTGTGCACTCACTGTGAAGATAGAGTGTGTT\nCTCACTATGAAGATGGAGTGTGCACTCACTGTGGATTGGAGTGTGCACTCACTGTGCAGA\nTGGATTGGATGCTGTATAGGAATAGTATATTTAACAGAATAGCATGGGTAAGTGTAGCTT\nGTAATAAATGGGTAGAGCTGTGAAAACCACACCATTTAGTTCTTTCTCTTTGGCATTTGG\nAGTTAGTTATTTTATTTCATTTTCTAAAATAAATATTTAGGGTCCCTTCCTTACTTATCT\nGGAGATATCAGAATTCTCCAGAAAGACAGCAGTAGGATAGCTGTATAGGATTAATAGAGG\nGAGTTTTTTTCCTTGTAAAGGATTTGGCTCACTCACTTATGGGTGAAGAAACTCAGGGCA\nAGCTATCTGCAGGCTGGAGATGCTGACATGTCAATGGCAGGGCTTAGTCCAAGTTCAAAG\nGCCTCAGAGTTGTGGAAGCAAATGGTGTATCCTTCAGCTCAAGGCTGAAATCCCAAGGAA\nCCCAATCACATCTTATCCTTTAGGTACTGGGTCAGATGTGGTATCTTGGGAAAGACTTTA\nCAGGCACAGCCAAAATAATGCTTTTCCAAATAATTGTTATTTAATCCAGTCAAGCGAACA\nCCTAATGCTGACCTGCCCAGGAGTTAGGGATTGCCTCTGGCTATAAATAAATTTTGAAAC\nTGTTTGGAGCAAACACTGGGAATGAATGTGTTTCTATTATTTCCTTGTCCCCAACTCAAT\nTACCTCTTATTCTTAGAACATGCTCAGAGTCCCATAGAACCTCCTGTTATCTACCAAGAC\nGAGGACTGGAGTGCCAGCTGCTAGCTGCTGAGTTTTGTATTTCTCAAGTACAAACACTGT\nTTAAAGTCCATATTAGCCCCAAATAGGCCCATAGGATGCCCTAGGAGAAATTACTGCTGA\nGTTGAGAATTAACCAATAAATAACAAGTTGTAAACACTGATGCCATACAGATATCTGAGA\nGAGAATGTGTTCATCACATCTTTTTTCCTTGTATGACTTGTTTAGTTTCTTCATGTTTTA\nAATAATGTTGTACTTAAAAATTATCTTGGGATAAAATTTTTTATATAACATGTATAATTT\nATTGGCTCAGTTCCCCTCTAATATTTTAGTATTCAATAAGTAACATTCTCCCTGTAAATT\nTTAGTAAAAATGCATATTAAGTAACATCCTCATTTTTTTCTAATTATATTTATTTGCTTT\nGCATATCTTTGTGCATGTGTGTCTACAGATATGCATGGAGAGATCAGAGAATTCTAGAGT\nCATTTCTTTCCTTTCACCTGTAGGGCCTGGGGATTGAATTGGGGTGATCAGGCCTAGTGG\nCAAAGCACTCTTACCCACTGAGCAATCTCACTACCTAATATTAAGTAATTTTTTTAGAAA\nCACCAATACTGTCATCCTCTTTCTTATATTAGTAAATATTATAAATGCTAAAGCTGTCTC\nAATATCAGGAAGTAAATGAAGTTAAATGCATGCTCTACCTCTGAGCCCCACCCCAGATCT\nCCAAAGTATTTTATCTCAGTGGATTGAGGTTATAGAAATGAGGCAGTTGGGAATAACTTC\nTGAGTCTGATTTCTAAACCCATTTTAGCTGGTTTTCTCATTAATGTGATAAAAAATCCTG\nACTGAGCAGCTGAGGGGAGGGAAGATCTCTTTTGACTCATCTGAAGATTCAAACCATAAT\nACCACTTAAAATGTATTAAACCAGTTAGATAAGATCATGTTCATAGGTGTCCTTTGAGCC\nTGATTCACACCCTACCTCCTGCCCTTTCCCCTCACTCCCTGTTGCCATCAGTCCCCTCTC\nTTCACTAAACATTTTCCTTTGACTTCTGTATCATCTATACCTGTGCAGTTTTAGGAATTG\nGTATAAAATCTAAGACCCACAAGTCGGAGAAAACATGCAATATGCCTCTTGGACATTGGC\nTTGGTTTTTTTCATATGATTATCTCTGGTTGTATCCATTTTCTTGAAATTGAACTAACTT\nCATTTTTTTTTTATGGCTGAAAAAAATCCATTCTGTATAATACCACATTTTCTTCATCTA\nTTCCACTATTACTTCATACACATTTCTCCAAAGTGCCTATTCTTCATGATTTGAAGAAGG\nTACAGTTAGGGATATACTCTGAAAGATACAACCACGGAGAGCCACAATTAAGGAATTCAC\nCATTTGTGATTGCATAGCTCAGCCATAATCCCAAGGCCCTTTGCCTCTGGCTTATTTCTA\nCCTTTCTGTCTTGAAACTAACACAGGGTGATGAGCTAATGCTGGCCTTGCCTTTGGAGTC\nCTGTGTGTACAGCCCGTTGTTCTAACGAAGTCCAGTCCCATCAGCTCCTGTGGAAGGTGA\nTAGAACTCTCCACAGTAGTCAATTCAGGAAGTCTTCCTTCTGGTCAACGTTTATGTCCTC\nATTGTGGATCCAGAGCTATGGTGATAAGACCTGCCTGGAGCTTTTGTTCTTTGTTTTGTT\nTTGTTTTTGTTTTTGTTTTTTGGCCAGGGTGTCTTTTGTTTGACATCTACAGATACACTG\nCATACTCTCCTTTTTTTTTTAATAGCCATATTCCTTGCTTTAAGTAAACAAAGTACATTA\nAAGTCAAGATTTATAAAGAGGAAACACTCAGCCAAGTGCTTTATGAATGTCAATTATCAA\nCAGTATTCATCCTTTCTCTTATTGTGAGGAGGACCCATGCTGTGCTCCATGTCAGATAAG\nGTCAATGTTTGTCTCTTATCTCTTTGAATTTGTTGCCTCCTTTGCTTAGACTTTTATATA\nGCAGGATTACTCTCTTATAAGAGTGAAAGACCCACAGCATGAGGACTCCCCCATGTGCTG\nACTCAGGAGAGATGACACCCCCAAATCACTCACGAGAAATGGTCTTGATGCAAACTGCAA\nGAGGTTTATTCAGAAAAGACCAGTGCACTGGTGATGACTCATATCCCATGCAGGGGTGAC\nAACGAGCTCAAGGGGTAAGGGGTTTATAAAGACACAAAAACCGCAAACACCTGGCATTGG\nGCTATAGAAAGGGAAAAACGGCAAACACCTGACATCCTGGAACAATGGGGCTATTTTGGA\nCACAGGTCTAGGGGCTTAAATAATTTTTTATGCTCTGTCAGAATCTTTTATTCACCACTT\nCTTCTAGTTACTAGTTCTAATATTAGAACTACATTTCAATCTCTTCTTCAAGGTTCTGCA\nGAGACTGGCACTGTTGTCTCAGCACCAACAGCTGGACTGCACTAATCCTTTCTCTTACAA\nAGGTCACTAACCTATTAAGAATCAGCGGGCCAAATGTTAGCAGCAAAAAGGTCCCACTTT\nGATAAGTGGAAATGAGGGTGGTTATTAAAGAGGCCTTCAGCCACGATGTGCCTGGGGGTT\nCCATTTTTGGGGTCTGATGTGGGTTGTTACTCTTTTTCTGAATTGTGCCAGCATTGTAGA\nTGCAGCTTAAGAGGATCAGCAGTCTTTTCTTGGGGTTGCGCAGGAGCTCATTTCACGTGG\nGAGCTGTGGATCCAAGCGGAGCAAATCTCCTGGTTCATAAGCCTCTTTGAGCTGCTCCCA\nGGTCGTGTTTCTGACCACTTCTAGGGCTTTCATACGTGCAAACAATGAAGGACTAGGGTT\nAAATTCTAACACTCCCCAAGCCTCGGTGAGTGGGGGAGGCCCCCAGTAAAGCATTTCATA\nGGGAGTGAGCTTAAGCTTCCCGGGGTGTTCCTGACACGGAACAAGGCGAAGGGAAGGAGA\nGCTATCCAGTTATTCCCGCCGGTCTCTATGGCCAATTTGGTTAAGGTCTTTAAGGTTCTA\nTTCATCCTCTCTACCTGTCTCTGTCTCTTATAGGCTCTGGGGCCTATAAGCACAATGTAA\nTTTCCAATTAATCCCCAGTTGGGTGGCCAGTCCCTGACTTACCTAGGCAACAAAGGCGGG\nTCCATTGTCCGACCCTATTACCTTGGGAATCCAGAATCGTAGAAAAATTTCCTCCAGGAT\nTTTCTTGACCACGACATTGGCAGTTTCTTTTTTAGTTGGGTAGGTTTCCACCCATCCTGA\nAAAGGTATCTATAAAAACTAAAAGATACGTATTACCATATTTAGCTGGTTTTACTTCAGT\nAAAATCTATTTCTCAATAGGCTCCAGGACGGTCTCCTCATAGTCGTCTTCCTGGAGGATA\nTCTTGAATGTCCTGCATTAGTCATGGCACACAGTACACAGTTTCTGACTACGGCCTCCAC\nTACATCAGAGAGTCCGAAAACATAATAGTTGGAAGACTTAACCAAAGTCTGTAGATGCCT\nGGCTCCTAGATGGGTTAATTGATGTCACTTTTCCATCTTTAGCTTCTCTCAGGCCATAGG\nGATTCTCAAACTTGAAGCCTAATTTATTCATTTGTTAATAGTCTTCTGGGGTGTAATTGA\nAGCTAACTTCTAAAGAATGATGGGGGTCTTCAAACTGATTATGCCAGGTTTTCATGGTGA\nGGACCATAGGTCCTTGTGCCGCGTTTTTTGGCTTCTTGATCAGCCATCTGATTACCTCTA\nGACACAGGGTCTTGGCTCTTTGATGTCCTGGACAGTGTATGACGGCCACTTTCATGTGAA\nTAGCCTCAAGGAGACTCAAAATCTCCTCTTTATTTTTAATATCTTTACCTGCCGACGTCA\nATAATCCCCTCTGCCTATAGATGGTGCTGTGGACGTGGGCTGTAGCAAAAGCATACCTAC\nTATCGGTGTAGATGTTACCCTCTGGCAGACTGCTGGCCCACACCACATATTTGCCATCTA\nCCACCACCGCCCCAGCCATCCTTTTACTGTCCACCAAAAAGCTGCTTCCGTCTGTATACC\nAGTTTGGAACGCCTGGCCATGGCTGATCACGCAGATCACTCCGGACCCCTGTTTCTTCAG\nCAAGGATGTCAGCACAGCGGTGGATGGTGAGGAGTCTTCAGTCTCAGGTAGGAGGGTAGC\nAGGACTGAGGATAGCAGGAAGAGCAAACGTTACTCGCTCAGTCAGCAACAGACTCTGATA\nGTGAGTCATTTAGGCATTGGTCATCCATTGGTCTGGAGGCTGGCAGATCATGCTTTCAAG\nAGAGTTGGGGGGCCATCACAGTTATTTGCTGTCCCAAAGTTAATAGTCTCTGAATATGTG\nGCCTAATTCCACCCCTAGCCTCGTGGCTCATTGGATATTGCCACACCCCTATAGGGGTAG\nTATTCATCTTCAGTCCCACAACCACGGGGGTTACTCTGACAGCCATCCCCATGCCCCCGG\nTCTTCATCCATGCCCTAGGGAAGGCATTTAGCCAGTCTCTTAGGTCTGGCCCCTCTGCTT\nGCTTCGTACATTCATGCAGGCGATACTCATCCTCAAGTTGTAGGGCCAGGATCATGGAGG\nCAGGAGATTCCCAACTTACTCTTAACCCTTTTTGCGTGAATCTGATCTGGGCCTTCAGTT\nTAGTCAAAAGGTCTCTCTCAAGAATCGTTGTGGGACACTCAGGGATGACTAAGAAAGAGT\nAACTCACTTGTCCTTTGTCTAAGTCTACAGTACGTGCAGTGGTCCAAGGGTATTGTTTCT\nGGCCTGTGGCTCCAATTACTATGTTGTTTTTTTGTTTGTTTGTTTTTGTTTTTAAGTTTT\nTTTCCAATGGTTGTTTCAACACAGAGTGTTCTGCCCTGGGGTCAACTAGAAAGTCCATAG\nGGGTCCCCTCCACAGTCAGGGTTACCCTAGGCTCGGGGAGGGGGTCTGAGCCCTGTCTCC\nCCTAATCATCATCCTAGAGCCAGGACTTTAGGGGCCTTCCCCTTCTTCTTAGGGCATTCT\nCGTGCCCAGTGTCCTTTCTCTTTGCAGTATGCACATTGATCTTTTTCCAAAGTTTTCTGA\nACAGGTCTTCTTCCACCAGGTTTAGATTCCCTGTTGCCCAGGTACCCTGTCCATCTATTT\nTCAGATCCACCTCTTCCCTCACACTCTCCTAGTACTGTGGCCAGAATCCTGTTTCTCTCC\nTGTCTTCAATCTCTCCTATTTTCCCTTTCTTCTTCCTTGCACTTTTCCCTCTCTTTCTTT\nTCTTCCTCAGTCTCTCTCAGGTTAAACACTTTCTCTGCCTCTCTAACTAAATCTTGTAAA\nGCCATGGCATGTAACTCTTCCAGTCTGTGTAACTTTCTTTTAATGTCTGATGCTGACTGC\nCCTATAAAAGCCATAGCTACTATGGCTTGTTGACCCTTAGAGGTCAGGTCAAAGGGAGTA\nTAGCACCTGTAAGCCTCCATTAACCTCTCTAGGAAAACAGACAGGGACTCGGTTGGCCCC\nTGCATTACTTCTCTTACCTTTGTCAAATTGGTGGGGCATCTTGCTGCTCACCAGAGCCTG\nGCGGTAAACTGTCAACCTCTTCCTACCTTGAGCTATGTTGTTGTCCCAGTCGGGTCTATC\nGAGAGGGAACCCCACATTTATCTGTGTTTATCTCATTGGGCAAATTGGTCGGGGCCCCGT\nTAATCCCTGGTATGTTCTCCCAGGCCTATAAGAGAATTCTTTCCTTCTTTTCCGTGGTGA\nAAAGAACCTGCAAAAGGTGTTGGCAATCATCCTAAGTGGGCTAATGAGAGTCTACCAGGC\nTGGTTAGTCTAGCCGGATTTTCTGAAAAAGTAGGATGGTTAGATTTCCGGTTATAGAGAT\nCAGATGACAAGAATGGCCAGTACTGAAGAGTCTAGAGAGTGTGAGGGTCTGCAGGTAGCC\nCCACTGTGCACAAAGGAAAGGCAGACATAGTGTCCGGAACCTCATCTGCAAAGGGACACT\nGTGCGGTGCCAGCTTTGGGTCCCAGCTGCTGGTCCTCTGACTGCTCCGGCCCCAGGGGTG\nGCCTCTAGATGTCATGGAGATGCAGGAACCGGAGGGGGCAAGGGATAGGGAGGAAGAGGA\nGGAGGTTCTGGCCACTCAGGAGGCCCCTCAATCTCAAGATAGTTCTTGGGGGAAGCTGAA\nGGCCAAGGCAAAGGCTCCATTTCGTTTCAGGAGGAACCTTCAGTTTCACTTTTGGTCTGT\nGGAGAGCCAGGGCTTGGGAGCCTGGCTTCTGCTGCAGGATCCACGGCTTGACCCATGGGG\nGTGGATTCTGGACGAGATCTTGTCACACAGTTACGTAGGGCTGCTAGTCCAGGTGAGACC\nCAGGTTCATCCTGAAAGACAATGGCCTTAACTTCAAAGATTACAGTCAAGTCAAAAGTCC\nCCTCTGGTGGCCAGCCCACATCAAGTGTTGGCCACTTGGAAGCACAAAATGTCTGCCAAG\nGTCCCTGCTTGATTTCCACTGAAAGGTTGTGGACCCTCGACCTAACTTCAGTCCAGTGAT\nCTAGTGTCAAACTTAGGGGAGTTGTCACAGTCTGTCCCATTGTCCAAGTCACAAAAAACA\nCAAAACAGACACAGGAGATACACACACAAAGACTGACAAATATACAAAACCAATTCAAGG\nATGCAGAAGGTTGGGCTGGTCCTGACCCCATCCCTGTCAGACTCCTGGAGTCCTTCCCCT\nCGCTCCGAGTTGTCCCTCAAAGCAGCAGTCAGTGATCCTGACATGTCTGCTGATCACACT\nCCGGGTCTCGTCTCTTCTCAGTCTCCCATGAGAAGTTGTGACTGCAAACAGAAATTTCCA\nAACTTCACTGGCACACAGAAACAGTTTCAGACAAGAAATCTCACCTTCAAGTGGGTCTTC\nCCGATGACACAGATGAGACACAGATAAACAAACCAACACAACAAGCACACTTTCATTTCA\nGAAAACAGAAAACAGACACTCAGAACAGAGACACAAGCTGGTACGCACACATTCCAGAGG\nGGATCCCCATACCTCCAAGTCGATTCTCAGGTTGAGGGATGGTCGCAATTCCCAGCCAAT\nGCACCAAATGAAAGACCCACAGCGTGAGGACTCCCCCATGTTCTGACTCAGGAGAGACGA\nCACCCCAAATCACTCATGAGAAACAGTCTTGATTCAAACTGCTAGAGGTTTATTCGGGAA\nAGACCAGTGCACTGGGGACGACTCGTTTCCCACTCGGGGGTAGAGGAGTCGACTACAAGC\nTCAAGGGGTAAGGGATTTATATAGACACAAAACCCGCAAACACCTGGCAAAAACCGCAAA\nCACTTGACATCCTGGAACAATAGGGCTACTTTGGACACAGGTCTAGGGACTTAAATAATT\nTTTTATTCTCCGTCAGGATCTTTTAAGAGTAAGCAGCACAAACTATCAAGACAGTCATGT\nGGATATCTTAATCTGAAGTTTAGTTTGAAATCTCTACAGGATTGAAGTTAAAATGTACCT\nAGACCTGTGTTATCTTTTATTTATAAAACACCCAATTTGAATGATCATAGAGAACCTTCT\nCATTATCAATGACAGTCCTAACAATAATTAAAATGGTGGCCAAGATCCAGCCCTGTCAAC\nAATTCTATTTTTAAATACATTTCATAGCTTAGAGTAGTATTATATCTGGGGAGAACAGGA\nAGCCTTGGACAAAGAGCTCCTGTCTATGCTGCACACTCTCTTACAGTGAGCATCCCGTAT\nCTAACAGAAGAGTTGTCCCTATCAGTGAGCTGCTATGAATGCACAGATGCTAACGAGGAA\nTTATTACCCAAAGTCTACACTTTATCAGATGTTCTCTTTTACTCTTGCTTCCTTCCCCCC\nTTCTTGGGTCTATCTGGGCTTTGTATTTAATTGTCACGTCTCCCCAGGATGCTCTTGGCT\nCAGGCAGCTTCTCACGCTTTCCTTGGACTTAATGATCATGATATTTTCAAAGGGACTCTG\nCTCATAGACTTTGAAGACTGTCCCTCGGTTGGAATTTGTCTGCTGGTTTCTTCATGCTTA\nGACTAGAGTTCCGGGTTTTAGAGAGGAAGGGAACAGAAGCAAAGGGCTGCTCTCAGTACA\nAACTACCCCCACACACCTCATCACAGCTGACCAGGACCCGGATCACCTGTTTAAAGCCAT\nGGCCCGTCAGACATAGCATGTTTAGTATAACATATTTCTGCCACATATTTAAACAATGAG\nAAGTTTGCTTCTGTGCTACTGTCGGAAGCACAAGCTTTGGTTGCAGACTCAGGAACATTG\nGGTCAGAGAAGCTTCCCTTTGCACTAGGTTGGGGGTCACTGCTGAGACTCATGTCAAACT\nATGGAGTATGAGTAACTATGTGCCAAGCTGGGAATGGGCCATCTCTATCTCCCTCCCACC\nATGACCCAAGGTTAGGCCACTCTGAGGAAAGGTGGACAGAAAGAATGTAAGGGGTGTGTG\nGGGAAGAGAGCTGTGATGTGCTGACTTCAGGACATGGCTACACTGTTGCACACATCAGCT\nCACAATGACTGTTGTTACCTGCACAACGTCAAGCCAGCCCAGATTCCAGCATGAATGGGG\nAAAGGTCCCCAGGGTCCTACCTTTGGTAGAGGATTTATTAGCAGTAATGACCGCCGAGGG\nAAGGACACTCACTCTCCTTGTGGTAACAGCCCTCATAGGCTGCTCATGCCCCTGTGGGTG\nGCCACACACCCAGGTGTATGTGGGCAGAATTAATTGGATTCAGGAGGTTTTAATAACAAA\nAGCATAGAGATAAAAAGAGGATATAAAGCCAGGAGGGAGATGGGATGGGACCATGAGGGA\nCATTTAGAAGGGCATAGGAGTAGATGGATATGATCAATATTTGCTGTATAAATGTATGGG\nGCTTTCAAAAAACAAAATACAGTTAAAAAACAGATTGTAATTGAACTAAATATGGCTTTA\nGTATTGATTTTAGGTAACAAAAGATGTTATTGACACAAAATGTCTAGAGGTAGCTAAAAT\nTGTCTGAATACTTGAAATTATGTCTATGTTAAATTTTAATATTTTAAAAAACATTAATTA\nTTAAAACCTGCACCAAAGCTGTCTGTAAGCACTCGGTATCATATACTCAAATGAACCTCA\nTACTCTCTCTACTGAAAGACAAAGGCTACTGGCTATAATAATATCTGAATGCTTTTCCTT\nGTTGGACCCCTAGATACCCAAGCTAGCATAAAAACCTACATAATGGTTTTGCTTTCCTTT\nATTTATTTATTTATTTATTTATTTTTGCCAGAGTCCCCATTATTTGTATGAAAGAATAGG\nGGATGGGAAAATTGCCAAATGTCAGTAAGACAGGTGGTCAGGAAAAAACTTAGAGGCTGT\nGTAATCATGCTATGAAATCACATCTGCAGAAAAGTAATTGTTGATAGCTGAGCTTCCATC\nAACAAATCCAGATGTTAAACAATGGTGTGCACACAGATAAAGTATACTCACAAGGGTCGA\nTCTGAAGTATACTAATGCACACTTATTTTTCACGCAAGCTAAATCACTGAATCTTCTTCC\nTCACTCTCTGAGACGCCAGCAATCATTTGTATCCATGAGAAATCAATAAGCACAAAGGAA\nTAATCTATGACTAATATTTAAAGAGATATGTCTGGTGATTAATGTTATTTAATCAGTCCA\nGGGAGAGATTCTACAGGGGACTATGTTAACCCTCCACAGTATGAGATGATATCTGACATC\nGCATCTGCCTGATGAAGTAAGTGGTTAATCAAATCCAGCTTTTAACCAAATCTGTGTGAA\nTTAGGAATAAAAATATTCCTACCATATATGAAAAAATCTACTGCATGGGATAGAAAAACC\nTCATCTGTTTAGATATTTAAGAGTGGTTTTCTTTCATTGTGACAAAACAAATGTGAGTGC\nTCATTCAATAAAATTATTTAGTGAACACCAATGCACAATTGTCTAATATTAAAAATATAG\nTAGTAAGAAAAGCAGGAAGAAATTCTTCTCTGAAGCTTATGTTTTAGTTTTCTGGAAGAA\nTGTGTGAGTATGAGTGTGAATGTGCATGTATGTGCACACGTTTGTATGTGTGTGTGCATG\nTGTTTATGTGTGTCTGTGTATGTATGAGTATGAGTGCCTGTGTATATGTGTATGTGTGTT\nCATGTGTGCTTGTGTGTATGTGTGAGCGTGTTTGTACATGTGTGTATGTGTGAATGTGTG\nTGCATTGTGAGTTTGTGTGCATTTGAGTATGTGCATGTGTGAGAGTATGTGCATTTGTGT\nATGTGCTTGTGTGAGAGTGTGTGCCTGTGAATATGCATATGTGTGTGTGAGTATGCATCT\nGTGTGCACACATGTGTGTCTGTGTGAATGTGTGTGCATGCATGTATGTGTGAGTGTGTCC\nGTGTATGTATGTGAGTGTGTGTGCCTGTGTATATGTGTATCTGTGAGTGTGTGTGCATGT\nGTATGTATGAATGTGTATGTGCATGTGTATGTGTGTGTGTAAAGATAGAGACAAGAAATA\nAACACACAGAAAAAATGGCAGGTGGCAAACAGTTTAACAAAATAGGTCAGAAATTTAGGA\nAAAGCAGAAAAGGGGGTGGGAGTGGGAGCCTCCAGGAAGGTCTCCCTGAGGATCTGACTC\nTTTTTTTTTTCTTTCCATTTTTTATTAGGTATTTAGCTCATTTACATTTCCAATGCTATA\nCCAAAAGTCCCCCATACCCACCCACCCCCACTCCCCTACCCACCCACTCCCCCTTTTTGG\nCCCTGGCGTTCCCCTGTTCTGGGGCATATAAAGTTTGTGTGTCCAATGGGCCTCTCTTTC\nCAGTGATGGCCGACTAGGCAATCTTTTGATACATATGCAGCTAGAGTCAAGAGCTCCGGG\nGTACTGGTTAGTTCATAATGTTGATCCACCTATAGGGTTGCAGATCCCTTTAGCTCCTTG\nGGTACTTTCTCTAGCTCCTCCATTGGGAGCCCTGTGATCCATCCATTAGCTGACTGTGGG\nCATCCACTTCTGTGTTTGCTAGGCCCCGGCATAGTCTCACAAGAGACAGCTACATCTGGG\nTCCTTTCGATAAAATCTTGCTAGTGTATGCAATGGTGTCAGCGTTTGGATGCTGATTATG\nGGGTGGATCCCTGGATAAGGCAGTCTCTACATGGTCCATCCATTCATCTCAGCTCCAAAC\nTTTGTCTCTGTAACTCCTTCCAAGGGTGTTTTGTTCCCACTTCTAAGGAGGGGCATAGTG\nTCCACACTTCAGTCTTCATTTTTCTTGAGTTTCATGTGTTTAGGAAATTGTATCTTATAT\nCTTGGGTATCCTAGGTTTTGGGCTAATATCCACTTATCAGTGAGTACATATTGTGTGAGT\nTCCTTTGTGAATGTGTTACCTCACTCAGGATGATGCCCTCCAGGTCTATCCATTTGGCTA\nGGAATTTCATAAATTCATTCTTTTTAATAGCTGAGTAGTACTCCATTGTGTAGATGTACC\nACATTTTCTGTATCCATTCCTCTGTTGAGGGGCATCTGGGTTCTTTCCAGCTTCTGGCTA\nTTATAAATAAGGCTGCTATGAACATAGTGGAGCATGTGTCCTTCTTACCAGTTGGGGCAT\nCTTCTGGATATATGCCCAGGAGAGGTATTGCTGGATCCTCCGGTAGTACTATGTCCAATT\nTTCTGAGGAACCGCCAGACGGATTTCCAGAGTGGTTGTACAAGCCTGCAATCCCACCAAC\nAATGGAGGAGTGTTCCTCTTTCTCCACATCCTCGCCAGCATCTGCTGTCACCTGAATTTT\nTGATCTTAGCCATTCTGACTTGTGTGAGGTGGAATCTCAGGGTTGTTTTGATTTGCATTT\nCCCTGATGATTAAGGATGTTGAACATTTTTTCAGGTGCTTCTCTGCCATTCGGTATTCCT\nCAGGTGAGAATTCTTTGTTCAGTTCTGAGCCCCATTTTTTAATGGGGTTATTTGATTTTC\nTGAAGTCCACCTTCTTGAGTTCTTTATATATGTTGGATATTAGTACCCTATCTGATTTAG\nGATAGGTAAAGATCCTTTCCCAATCTGTTGGTGGTCTCTTTGTCTTATTGACGGTGTCTT\nTTGCCTTGCAGAAACTTTGGAGTTTCATTAGGTCCCATTTGTCAATTCTCGATCTTACAG\nCACAAGCCATTGCTGTTCTGTTCAGGAATTTTTCCCCTGTGCCCATATCTACAAGGCTTT\nTCCCCACTTTCTCCTCTATAAGTTTCAGTGTCTCTGGTTTTATGTGAAGTTCTTTGATCC\nATTTAGACTTGACCTTAGTACAAGGAGATAAGTATGGATCGATTCGCATTCTTCTACATG\nATAACAACCAGTTGTGCCAGCACCATTTGTTGAAAATGCTGTCTTTCTTCCACTGGATGG\nTTTTAGCTCCCTTGTCGAAGATCAAGTGACCATAGGTGTGTGGGTTCATTTCTGGGTCTT\nCAATTCTATTCCATTGGTCTACTTGTCTGTCTCTATACCAGTACCATGCAGTTTTTACCA\nCAATTGCTCTGTAGTAAAGCTTTAGGTCAGGCATGGTGATTCCACCAGAGGTTCTTTTAT\nCCTTGAGAAGAGTTTTTGCTATCCTAGGTTTTTTGTTATTCCAAATGAATTTGGAAATTG\nCTCCTTCTAATTCGTTGAAGAATTGAGTTGGAATTTTGATGGGGATTGCATTGAATCTGT\nAGATTGCTTTTGGCAAGATAGCCATTTTTACAATATTGATCCTGCCAATCCATGAGCATG\nGGAGATCTTTCCATCTTCTGAGATCTTCTTTAATTTCTTTCTTCAGAGACTTGAAGTTTT\nTATCATACAGATCTTTCACTTCCTTAGTTAGAGTCACGCCGAGATATTTTATATTATTTG\nTGACTATTGAGAAGGATCTGACTCTTGAGCAGCATGAGGGGGAAGTAATGAAATGAGCCC\nCGTGGATACCTGGGAAAAGGTTTGCCCAGGAAATAAGAGAGTGCTCTATGTTCAGGGAAT\nGCCAAGGATCTCCTGCAGCTCCAGAGGTGGAGGGAAAGAACAGGAGGAGTGAAGCCCACT\nGGTGGAGCTGGCAGACCATGCAATAAGGGCTTCGGGGGCATTCAAGCATAACTATGAGAT\nTCGACCTAAGTTCTGAAAGGTCACCCCAGTGCCCTTCTGGATTATGCTTAGATGGCCACG\nGCAGTGATCCCTGTGAGAGTGGATGGCTGCAGAAAGCAGAGGGCAGATGGTAAGATTCTG\nTTGGCATCATGAAGGGCGGACTCTGGAGGAGTTGGTTTGGCATAAAGGTGGGATGTGAGT\nTTATTTCTGGCACCGGAAACAAGGAATGCCAGTTACCTTTTCATTGTGCATCAAAATACC\nCAAGAAAGGCATGTGTATGGACAGGCGTCAGTCTGTGGTCAGCTGGCTCAAGGGCTTTGG\nGCCCGTGCTAATGCAGAACATCTTAGAAGGGAGGGCATGGTGAGCCAGCGCTGCTTCCCT\nCGTGATCGCCAAGGAGAAGAGAGGGAGGAGAGGAAAAGAAGAGGGATGAGAGAGAAATAA\nGGGGGAGGGGAGCAAGATATAGTCTACACAGGCACTTGCCCAGGGGCCTCCTCCTGTAGT\nTAGGTTCCACCTCCTAAGATTCCAGCAGCCCTTCAGGTTATCAACTCATGGTCTAGCCTA\nTCTGTTAAGGTCAGACCTAGTTACTTCGTCAAAGCCCAATCTCTGAACACAAATGCATTG\nTGGACTAAGGTTTAAGGTAAAAAGTCTTTGGGTTACATATCAGATCCAAGCCAGAATGGG\nGAGAGAGGGGCTTTCATGGAATGATTTTATAGATATTTCTATTGTTGTATATGTAATGAG\nCAGAAAATAAATGAGGCTTTATAAGGATCACTGTTGGGAAACTATAATTATAGAATAAGA\nGCTAAAGTGCCCAGTTTTAAAGCTACCAAAGAGAATAAAGCTATAAAGAGAAATGGCTGG\nTCAAAAGCTACAACACAAGGGGCTGGAGAGATGGCTCAGTGGTTAAGAGCACTGACTGCT\nCTTCCTAAGGTCCTGAGTTCAAATCCCAGCAACCACATGGTGGCTCATAACTATCCATAA\nTGAAATCTGATGCCCTCTTCTGGTGTGTCTGAAGACAGCTACAGTGTGTTACATATAACA\nATAAATAAATCTTTAATTAAAAAAAGAGATACAACACAAGAATCAGTCTGATACTTGGTT\nAAATTTATTAGGCATCTAAAAATATAATAAAAACACTTCTAGTTTACAACAGCCATAAAA\nTTGAGTTACCTGTTAATTAAACTTGTGTGGAGGCATATAATACATATCGAAAAATTCCAC\nAATTTTTAATGTGGATAAAACCTTAGATATATATAGAAATATGTCGTACCCCAGGACAGG\nAAGATAAAATGGGAAAGGCAATTGTTTGTGGCTTAATCGGTAGCTTTAATAGAACTTCAC\nTTAAAATACCTATGATGCCATTGACATTTGTAAAATTTAAAATATTTAATTCTATAATAT\nGCTTGGAAAGATAGACAAGAATATTAGAGGACTAATGAAAACAACAATAATTATCTCACA\nAAATAGAGTGTTTTTATAGCAACAATAATTGAACCAGTGAAACATTGCATTAGGAGAAAC\nATTGGCCATTGAAATAAATGGGCAGTGAATTACTTACTTTAAGAATATAAAAAAAGACAT\nATATAGCAAGTGAAAACAATATAATTACAAAGAACATAATTATTTTCTTCATATGGCTGG\nTAATAACTTTATTCTATTATTACTAAAGGAAATTTTACCTGAATGAGCTGTAATAAACAT\nTAATCCAAAACTGGGCGTGGTGGTGCACGCCTTTAATCCCAGCACTGGAAGGCAGAGGCA\nGGCGGATTTCTGAGTTCGAGGCCAGCCTGGTCTACAAAGTGAATTCCAGGACAGCCAGGA\nCTATACAGAGAAACCCTGTCTCAAAAACAAAAACAAAAACAAAAACAAAAACAAAAATTA\nACCCAAAAGAGGTAGTGTGGTTCTTTTTAACTGAATAAGGAGCTGGCTGAGATGGTTGAA\nGTTATAAAGAAAAGGTGGGCGTGACGTTGTGTTGGATGATTTTTTTGTTGTTGTTTTTTG\nTTTGTTTGTTTGTTTGTTTGTTTGTTTTTCAAGACAGGGTTTCTCTGTGTATCACAGGGT\nTTCTCTGTGTATCCCTGGCTCTCATGGAGCAACCAGCTCTGGCGTGTTGGATCATCTTGA\nTTGTCCACCTGACAGGGTTTAAAATCATCTAAGAGACCCGCCTCTGGACATGCCTATGAA\nAGTGTTCCCAGAGAGGCTTTTTTGTTGTTGTTGTTGTTGTTGTTGTTGTTGTTGTTGTTG\nTTGTTGTTTTGGGTTTTTCAAGACAGGGTTTCTCTGTATAGCCCTGGAACTCACTTTGTA\nGACCAGGCTGGCCTCGAACTCAGAAATCCGCCTGCCTCTGCCTCACTAGTGCTGGGATTA\nAAGGCGTTCACAACCACGCCTGGCTCCCAGAGAGGCTTAACTGAAGAAGGAAACCCCTTC\nTAAATGTGGGTGGCATCATCTCACAGGCTGGAGGCCGAGCAGATGGCAGTAGTGAGCTTA\nGCAGTCCTCTCTGCACCCTGCCTGTAGGTGCTTTCCTACACTCCAGCTGCCAACGGTAGA\nGCTTAGTCATGCACCACCATGTCATTCCTGCCTTGGTGGAACATACGCTCCTTGTGCAGA\nTCTTTTATTCCTCTTTCTTTTCTTTTTACTGATTATCTATGATGTACTATAAAGTATGCC\nTTGGGCTCTCCTGTGTATAAGCGCCATTTTCAGAAAAACAACAACAAAAAACCAACAACA\nACACCTTCCCTCATTTGCTTTGTCTTATGTTTTCTCCCAGCAATGAGTAAAGGAAATAGG\nGAAGATTCTCCAATACTTTTGAAAGATATGCGCAGATGTCATAAAGATAAAATATTAGCA\nAATAAAATAGTTTGTTTTGAGTAATTGCAGGAGGTCCAAGCAGCATATTAATAACCCTAC\nTAAGTGTTGCTTAGGGTCTCTGCTCATTTTCAAATCTATTAATATAATGGGAAGGGGATT\nTATTGTAAAAATGGTATGAAGAACTCATAAAAGCTCTAAAATTACCAAGTCTCCAACAGA\nCAAATATGCATACACTTATAAGCCCACAAAAGAAGAAATACTCAGCATTATTTATTTTTT\nAAATGCATGGAAATTAAGTTGATGTCTCCAGTAAGTGGCAAACCCCAGCCCACGAGAAGT\nTGATGTATCTTTCAAAACAGGTGCATCATGAGGAAGAAGTGGCAGCCTGAGAGAACTGAA\nGGAGTCTTCAGTAGGGAAATACTTTAGGTATCATTATAATGTCTTAGCTTTATATGAAGA\nAACTGGAAGGAGAAGGAAGAGAAGATAAAATCTTAGCAAATAAATAAAATGTTTTGTAGA\nCAAGAGCCAGGCCACACAGGCACACTAGGGGACCACTTCCTCTCAAGTAGATATCGTTCC\nCTGAATTTCTATTACTTTCCAATAGCTCATCAGAAGATGAACTCACGGACTAGCTCATTG\nATACAGTCAGACCCAGTCACTTACCCAAAGCCCAAACTCTGAACAGTGACTAAATTTTAC\nATTTTAATATGAAAATATATTAGGCAAAGACACATGCATCCTATAAAAAGATAAATTGTT\nTACAAGCACCTGAAATAGCAAACAACGAGTAAAAACCACATAGATGTTCAGTCATGGGAG\nAATTCTCAACAATTGTGGAGTTTAACAAAATCTGATGTGTGAGTAGAATCCTCGTTTGTT\nTTCTAGAACTCCAAAGTAAGAAAATGTGACATATGTATCACATAAGAACTATTAGGAACA\nATAGCCAAACTAAAATTATCATCACAGTCCAGATATAGAAAAATGTCGACCTAAAGATGG\nAAGATGTCATTAAGAGAAGCACTTGAGTCTAAGTGGAGGAATCAGAATGTAATTTGGTGT\nAAAATTTCCAAAGGCAACATTAAAAAATTAATGTAGGGCCTTGGAAGATGGCTCAGTTGG\nTAAAATGTTTGACATGCAAATGTGATGGCCTCTCAGGAGGAGACTTAGGGTGTGAGCTCA\nGGCTTGGCTGTAGCAAGACAGGGCCAGGCTCTGAGCCAAAACCTCTGAGATGGCAGTAGA\nGGGCTCAGGGAGACCTGTCCAAACTCAGGCTTGTTCAGGACAGCTGAGTCTTTCATAGTC\nAGCTTCTCTTGGGTCTCCATACCTCCGAGCTACATCTTGTTGGCTGCTTCTGTATCCACA\nCCTGAGCACTGCATTCCTGCAACTCACAGCCAATAGTCCAACATGGTAAAGTCAGCAGGA\nGGGCTTGGGCCAACATTCTGGGCTCTGGTTACCATTCTGAAAGGTTCCCCATAGCCTCAT\nCTTTTGAAGGCACAGTCTCCAGCCTGTGGTGCCATTTTGAAGGCTTTCAAGAGATGAGGG\nTGTGGGGGACATTTGAAAATGGTGAATACGTAGGCAGAAGAGATGGGGCAGAAACATGCA\nGGGGACTCTACCAAGATCCAGTTTTTGAAGGAAGGTTCCTCCATCAGATCTTTAAAAATA\nTCACTTTATCAGCTTCTGGTGATTAACCTTAAGCCTGGACCTCTTCTTCCTTCAACATCC\nAGGGCTATGATGTACCTCCTCCCTAAGTAAAGGCTTCCTTCTTATTCACACAATCAACTA\nCTTCTAAAATTAAAATCTCAAAATGATATTTTGTTATTTATTAAATATTTTTCAAGTTTA\nAGAAAATGAAAACACTATTATTTTTGCATATGTTTATATGTCTGCATGTGTCTGTATACA\nTGTTTATCTTAGTGAACTTACTGCTGTGAAGAGACACCATGACTCTTATAAAGACAACAT\nTTAGTTGGGGTTGGCTTACAGGCTACTGAACTGAGAGACTCAGTCCAGTGTCATCAAGAC\nAGAAGCATGACAACATCCAGGCAGGCATGATGCAGGAGGAGCTGAGAGTTCTACATCTTC\nATCTGGAGGCTATTAGTAGAATACTCACTTCCAGCCCACACCCACAGTGACAAACCTGCT\nCCACGGAGGCCACACTTACTCTAGCAAGGCCACACCTCTAAATAGTACCAGTCCCTGGGC\nCAAGCATTTACAAACCATCACATTCCACTCCCTGGACCCCATAGGCTTGTTTAAACACAT\nGAGTCTATGGGGGCCATACCTAAACATAGCATAATGCAAAATACAATTAGTTCAACTTCA\nAAACTCCCAAAGTCTATAGTAGTCTCAACAATGTTAAAAATCCAAAGCTCAAAGTTTCTT\nCTGAGATTCATCCAATCACTTAACTGTAATCTCCAAAGCAAGTCAGGAAACCAGCTGGGC\nAAACTCCAAACTCTGCATCTCCATGGATGATGTCAAATTGGTCTTCAGATCTCTCACTCA\nTTTTTCATCTTTGTTGAATGCAACAGGCATCTTTCTTCTGGGCTGGTTCCACTCCCTATT\nAGCAGCTTTCTTCAGCAGATAGTCCTGGCTTCTTGAGCATCTTGGAGTCCCCAAGGCAAC\nTTGAGTGTTACAGCTTCTGTTTTCAATGTCTGGGATCGACACATTATCTTCTGGGCTCCT\nCCAAAGGGCTGGTGTCACTTCTTCAACTCTGCCCTCTGTAGCACTCTAAGCTCAGGTTGA\nTCCACTCCACTGTTGCTGCTGTTCTTGGTGATTATCCCATGATACTGGCATCTCTAATAT\nTTTGGTGTCTTCTGCTGCAACTAAGCTTCACCAATAGCCTCTCACAGGCTTTCTTCATGG\nTGCCAGGCCTCAAATCCTTTGCATGACACTTTCAGTCCTGGGCCATCAACTGCAACTGAG\nGCTGCACCTTCATCAATGCCCTCCATGGCCTCTCACAGTGCCAAGCCTCAGCTGTTCTCC\nATCACTCCTTCATGCCTTCAAAACCAGTACCACCTGGGTGAGTCTTAGATATTACCAAGC\nACAGTTTTAGCAAGAGTTACAACCTTGGCTATCCCTGGAACACAGCTTCTTTGTGCTCTC\nAGAAAACAATTCCCAGAAGATTTCACCTCAGTGATGCTGGTCTCCTCTTAATCACCACTA\nATTTCTTAGCTCCAGCTAATCAGCATCGATTGTTCCAGTAGTCCCTTCTATTTTTCACTC\nTAAAGCCAGAGCTACATGGCCAAAGCTGCTATGTTCTGCCGTTTTCTGGGGCTGGAACAT\nCCCCCCCCCCCCCCCGTGCCTTATTCTATTATCAGCTTTCTGTTTTCTGATTCTCTCTCT\nGCCTAGGTTTGGCTTTCCTGGAATTTTCTCTGAGGATTGACCTTGAACTCAGAGATCTGC\nATGGCTCTGTCTCCTGTAATTCTGGGATTAAAGGTGTGTACCACCATGCCTGGATCTAAA\nCTTAGCTGGGCTGGATCTTGCCCCCAAATCCCTTAATCTGTTATATCCTAGAATATCAGA\nTTAAGTTCCATTTCACTTCCTGGTGCCCCTTTAATACTTGAACCATATATTTCATATTTT\nTTCCTTTCTAAGCTTGCTACATTTGTTCAAAATGCTCGCCATGAGACCTAGCTAGGGAAC\nAAAGTTTCCGCTGGACTTTTTTGAGACTTCCTTTGTCAATGCAATTAATCTGAGTCTCTT\nCACCTTAGCCTCAGGAAGACTCTTCAGACAAGGGCTACAAGACTATTGTAGCCATATTCT\nTGACCCAAATACCACAAAAACAGTTTCTAGGCCACATATTGAAATGCTCCACTGAAACCT\nCTTGGGCCAGCTCTGCAGAATTCAATTCACTCTCAGTAACAAAGTCTTCCATATTCCTAC\nTAGGATGGCCCATTAAGCCCCACTTTAAGCATTCCACTGCTTTCCAAATTCAAAGTCCCA\nAAATCCACATTCTTCCAAACAAAAGCATGGCCAGACCTATCACAGCAATACCCCAGTCCC\nTAGTACCAACTTCTGTCTTTGGGTTTTACTGCAGTGAACAGACACCATGACCAAGGCGAC\nTCTTATAAAGACAACATTTAGTTAGGGCTGGCTTACAGGTTCAGAGATTCAGTCCAGTAT\nCATCAAGTCCGGAGCATGAATGTCCAGGTAAGCATGGTGCAGGCTGAGATGAGAGTTCTA\nCATCTTCATCTGAAGGCTGCTAGCAGAACACTCACTTCCAGGCAGCTAGGGTGATGGTAT\nTAAGCCCACACCCACAGTGACACACCTGCTCCAACAAGAGCATAGCTCTAAATTGTACCA\nCTCCCTGGGACAAGCATATAGAAGCCATCACAATGTTCATTTGCATATGAGTGTATATAT\nGAGAGATAGAGACAGACAGACAGACCACTCACATGCATAGAGGCTGGAGGGTAAACAGCA\nGGTGTTTTTTTTTTTTTCCAGTTACTTTCCACTTTATTTACTGAGACAGTGTGATGGTTT\nGTATATGCTTGGTGCAGGGTGTGGTACTATTAGGAGGTTTGGCCTTGTTTGAGTAGGTGT\nGTCACTGTGGGCATGGGCTTAAGACCCTTATTCTAGCTGCCTGGAAGTATGTCTTCTCTT\nAGAGGTCTACAGAAGAAGATGTAGGCCTCTCATCTCCTCCTGCATGCACCATGCCTGCCT\nGGATGCTGCCATGTTTCCACCCTGATGGTACTGGACTGAATCTCTGAACCTGTAAGCTAG\nCCCCAATTAAATGTTTTCCTTATAAGAGTTGACTTGGTCATGGTGTCTGTTCTCAGCAGT\nAAAACCCATACTGACATAGAAATTGGTACCAGGAGTGTGGTATTCCTGTGACAGCCTGAC\nCATGTTTTTGTGAGAACTGTGGAAAGACTTTGGAACTTTGGTCTAGAAGAGCCATTGGGT\nGTTCAGAGCTCTGTGGGATGTTCTATAGGAGTCTGGAAGATAATAGAACACTGCAAATGA\nTGGGGGCCTGGCTTGTAAAATTTCAGAGGGAAGATTAAAGATTTTTATCAGGGTTATTGT\nTATTTTGAGTGTGGCGATTCTGTAGTTTTGGTTAGCTGTGGCTGAAGAATCAGCTGTGCT\nTAACAAAATACCAGAACTACTAAAGAAAAACCTTTATATTAGTGGGATGATTGATGCTGG\nTTAGCTGGAGGTAAGAAATTAGCAGTGATTAAGAAGAAACTGGCATCACTAAGGTGAAAT\nCTGGGAAGTATTTCCTGAAAGCACAAAGAAGCTGTGTTCCATAGGCAGCCATGGTTGTAC\nCTTATGTTAGCAGCCAGACTTGGTAATATATAAGAGTGACCCAGGTGGTACTGTTTTTGA\nAACATGAAGGGATAGCTATTGATGCTTGGCACTGTGAGAGGCCAGGAGAGGTCACTGGTG\nAAGGTGCAGCCACAGTGGCAGTTAAAGGCCCAGGACTGAAGGGCTCATGAGGCTTGGCAC\nCGTGAAAAGACCCCGTGAGAGGCTATTTGTGAAAGTACAGCCCAGTTGCAGCAGCAGTTC\nCAGCATTTTGGAGATGTCAGTACCATGAGATGACCACCAAGAACAGCAGCAGCCATGGAG\nTACAGGCAGCTAGAGCCTAGAAGACAAGCTATGTGACTCAAGCCCTTGGTGGAGCCCAGA\nAGATGGCGAGTGGATCCCAGACACTAGATGGTTAGAGTTTGATTTTGCTTTTATTTGATT\nATGACTGTGCCCTGATATTTTTCCCCCTTGAAGTAAGAAAGTATTTTAGTGGAGCCCAAA\nGTTAAGAGACTTTGAATTGTAAAAGACTTCAAATTTCAAAAGAGATTGAATATTTTAAAG\nGGATTGAAATTTTAATATGTTTGAATTTGTAAAGACTGTGAGACTTTTAAAACTATTTAG\nATCTTGGGGATGAATAAGAAAATAAAGGCTGAGGCCTAATAGTGAAGTGTTTATGTGTCA\nAGTTGACAAGAGGTCAGTTGTATTGGCTAGTTTTGTGTGTCAACTCGACACAAGCTGGAG\nTTATCACAGAGAAAGGAGCCTTCCTTGAGGAAATGCCTCCATGAGATCCAGCTATAAGGC\nATTTTCTCAATTAGTGATCAATGAGGAAGGGCCCAGCCCATTATGGGTGGTGCCATCCCT\nGGGCTGGTGGTCCTGGGTTCTATAAGAAAGCAAGCTGAGCAAGCCAGGGGAAGCAATGCA\nGTAAGCAGCACTCCTCCATGGCCTCTGCATTAACTTCTGCCTCCAAGTTCCTGCCCTGTG\nTGAGTTCCAGTCCTGACTTCCTTCAGTGATGAACAGCAATGTGGAAATGTAAGCTGAATA\nAATCCTTTCCTCCCCAACTAGCTTCTTGGTCATGATGTTTTATGCAGGAATAGAAACCCT\nGACTCAGACCCACAAGGTCTCTACATTAAACCCAGAGCTTGACAATTTGGTTAGTGTAGC\nTAACCAGCTTGCCTCAAGGAAAGGATGTCCCAGCTCCATCTCCTAAACACCAGGACTGTT\nGGAGCTGTGCCAAATCCATCTGAAATTTGCATGGGTTTTGGAGATCCAAACTCTATTTCA\nTGTGTGGAGGAGGGTAAGCACTTTCTCTGTACCCCTCCCCCGCCTTGTGTTCTCATCCAT\nAAGCTTTAGGTGTTTAATGATTAGGACTGTAATACACGTTGAACTAAAGGTTGTTCCAAG\nGTTGGACTTCCACAGATTGAAGCCTAGGCCTCTTTATAAATATCCTATTTTTCCAGAACC\nTGCTGTTAGAATAGCCTTTCTCCATTGTCTTGGCATCTTTGTTTAAATGACCTGTTATGT\nTTGTGTGGATGTCTGTCTGAACCCAGTCCAGGTTTGTTAAGCTATTTGTCTACCTAAGAC\nTGTAATAAACCTTGAAATTATATATTATTTTCCAATCTTTCCTTTCCAGCTGTTTTGACT\nATTCTGTCCCTGCCAGTTCCATGTGAACTTAGAATCCATCTGTCACTGTCCTCAAGCAGC\nCAGGGTAGAGGCTGAGAGCATTCTGTCAATTCCAGAGATCTATTTGGTGACTATTGACCC\nCAGATTCATACTGAGTTTTAGTCTTTAAATGTTTATTCAAATCTTTATTTTCATTGGTAA\nGATGTTTTAGCAGAGTTCAGAATCCCTTTTCTTCAATGATCTCTCAAAGAATTAATATGA\nAATTAGTCCTACTTCTTCCTAAGTAGAATTCACTGCTGAAACCATTGAGACTGGAGATTT\nTTTTTCCTAATCTCCAGTGCCTTTGGTTAATTTCATTTGTTTGTATTTTGTTTTCATTCC\nTTTTTATTTTTCTTTATTCATTTTACATCCTGCTTACTGTGCCTCCTCCTGGTTATCCCT\nTCCCACAATTCTTCCTCCCATTCCACCTCCTTTTCCTCTGAGAGAGTGGAGCCCCTGATC\nCTGGGTGTCCCTCCACCCTGGCACATCAAGTCTCTATGGGGCTAGGCATATCCTCTCGCA\nCTGAGGCCAGAAAGGCAATCCAGCTAGAAGAACATATCCCAGGCAATAGCTTTTGGGATA\nGGCCCCACTCCAGTTGTTCAGGACCCACATCTGCTACATATGTGTGTGTGGGGGGGGGGG\nGGAAGCTGAGTCCAGCATGTGTATATGCTCTTTGGTTGGTGGTTCAGTCTCTGAGAGCCC\nCAAGGGTTCTGGTTAGTTGACTCTGTTAGTCTTCCTGTTAAATTCCTATCTCTTTTGGGG\nCTGAAATAATTCCTGTTAAATTCCTATCTCTTTGGGGGCTGAAACTCTTCTATAAAAGTC\nCCCAAGCTCTATCTAATGTTTGGCTGTGGGTGTCTGTGTCTGACTGAGTCAGCCTCTGGG\nTGGAGCCTCTTAGAGAACAGCCATGCTGCCAGTCAGCAATTGGTACTTGCCCATGGGTGA\nGGTCTGAAGTTGGGCTAGTTATTGGTTGTCCATTCCCTCAGTTTCTGCTCCACCCCCCAT\nCCCTACATTTCTTGTAGACAGGATAAATTTTGGGTCTAACATTTGTGGGGGTGGGGGGTA\nGATTTGCATCTCTATTGTTCCACTGGAATTCCTGCTTGATTAAAGGAGGTGGCCTCTTCA\nGGTTCATATCCCCAATGTAGTGAATCACAGCTAGGATCACCCCTTTGATTCTAGGTCACC\nTCCATGTTATGTCTTTGAGATGTCCCCTACCTTCTCACCCTAGTCAGTTGCAGGTTTCCA\nTCCATTTTCATGGCCATCTGGCCATTTCTCTTGCCTCCTAACCTGACCCTGAATCCCCCA\nTTCCCCTCCCCAGCCCTGATCCAACCCAGTTCCCTCCCTCAATCTGTCTTCTATGACTAT\nTTTATTCCCCCTTATAAGTGGGATTTAAGCATCCTTGCTTGGCCCTTCCTCCTTGTTTAT\nCTTCCTTGAGTCTGTGGAGTGTAGCATGGGTATCTTGTATTTTATGGCTAGCATTTACAT\nATGAGTACATACCTTACATGTCCTTTTTAGTCCGGGTTACCTCATTCAGGATGGCATTAT\nCAACTTCCATTCATTTGCCTGCAAAATTCATGATGCCTTTGTTTTTAATAGCTGAGTAGT\nATTCCATTGTGTAGGTGTACCACATTTTCTCTATCTATTTTGCACTTGAGGAACATCTAG\nGCTGTTTCCAGTTTCTAGCTGTTATGAATAAAGCTGCTATGAACATGGTTGGGCAAGTGG\nCTTTGTGAGATGGTGGAGCATCTTTTGGGTATATGCTCAGGAGCGGTATAGCTGGATTTG\nAAGTAGAACTATTCCCAGTTTTCTGAGAAAGAGCCAAATTGATTTCCAAAGTGGTTGTAT\nGTGGGAAGCCACATGTGCCATTGCAGAGTGGCACTGACTACTGCTGGCCACCACGCATAA\nGTTTGGACAAACAACCAATGTGTACATATGCAGTAAAGTTTTTTGCAAAGACACTGCCTG\nGCCCAGGCATGATAATGACGCTTTGAGAGTATAACCAATCAGATGTGAGACATGCAAATG\nAGGTATGATAATGAGGCTCTGTGAGGTACAGAGAAAGAGTAGCCAATCAGATGAGGAACA\nTGCAAATGAGGCGTAGTGCATAACCAATCCGGGTGTGAGACACGCCTCTCCTAGGCCTAT\nGTAAGCAGCACCAGTTCTGGGCTCGGGGTCTTTTCGCCTCTGCAATCAAGCTCTCCCAAT\nAAACGTGTGCAGAAGGATCCTGTTACAGCGTCGTTCTTGCTGGTCAAGTCCAGCGCACGC\nAAGAGTTGTACAAGTTTGCAATCCCACCAACAATGGAGGAGTGTTCTCCTTGCTTCACAT\nCCTCATTAGCATGTGCTGTCACTTGAGTCTTTGATCTTAGCCATTGTGACCAGTGTAATA\nTGAAATCTCAGAGTCATTTTGATTTGCAGTTCCCTGATGGCTAAAGGCTTTGATGATTTA\nAGTGCTTCTTGGACATTCGAAATTCCTCTGTTGAGAATTATCTGTTTACCTCTGTACCCA\nATTTTTAAATTAGGTTATTTGAGATGTTAGTGTCAGATTTCTTGAGTTCTTTATAAATTT\nTGAATATTAGCCCTATGTCAGATGTATGAAGAAGATATGTATGGTGAAGATCCTTTCCCA\nATCTGTAGGCTGCTGCTTTGTCCTGTGTCCTTTGCCTTACAGAAACCTTTTAGTTTCATG\nAGGTCCCATTTATCAATGGTTGATCCTAAAGTCAGAGCAATTGGTGTTCTGTTCAGAAAG\nTTGTCTCTTGTACCAATGAGTTCAAGGCTATTCCCCACTTTTTCTTCTATTAGATTTAAT\nGTATCCAGTTTTATGTTGAAGTCTTTGATCCACCTGGACTTGAGTTTTGTGCAGGGTGAT\nAGATATGGACCTATTTGCATTGTTCTACATGCAGACATCCAGTTAATCAAGCACCATTTG\nTTGAAGGTGATTTCTGTTTTCCATTGTATGGTTTTGCCTTCTTTGTCGAAAATCAAGTTC\nCATAGGTGTGTGGGTTTATTTCAGGGTCTTTGATTTGATTCCATTGATCTATCTGTTCCA\nATACCAATACCATGTTGGTTTTATTACTATTGCTCTGTCGTATAGCCTGAGGTCAGGAAT\nGGTGACACCTTGAAAGTTCTTCTATTGTTCAGGATTGGTTTTGCTATCCTGGATTTTTTA\nTTTTCCATATGAAATTGAGAATTGTTTTGTCAAAGCCTGTAAAGAATTGTCTTGGAATTT\nTGATAGGAATTACAATGAATCTGTAGATTGCTTTTGGCAAGATGGCTATTTTCACTGTCA\nATCCTACTGATCCATTAACATTTTAGATCTTTCAATCTTTTGATACTTTCCTCAATTTCT\nTTCTTCAGTGACTTGAAGTTCTTGACATACAGGTCTTTCTTTTGCTTGGTTAGAGTTACA\nCCAAGGTATTTTGTATTATTTGTGGATATTGTAAGGAGTATTGTTTTCCTAATTTATTTC\nTTGGCCCATTTATCATTTGTATAAAGGAGAGCTTCTTATTTCTGAGTTAATTTGTATCCA\nGCCACTTTGTTAAAGGTTTATAAGATGTAGGAGTTCTCTGAGAGAATTTTTGGGGTTGCT\nTATGTATACTATCATATCATCCACAAATAGCAATATTTGACTTCTTTCTTTCCAATTTGT\nATCCCCTTTATCTCCTTTAGTCTTATTTCTCTGGCTAGAACTTCAAGTACTATATTGAAT\nGGGTAGTGAGAGAGTGGGAAATCTTGTCCTTGATTTAGTCGAATTGCTTTAAGTTTCTCT\nCAATTAATTTGATGTTGGATATCGGCTTGCTGCATATTGCTCTGATTATGTTTAGGTATG\nTGCCTTGTGCCCTCAATTTCTCTAATACTTTTAACATGAAGAAATGTTGGATTATGTCCA\nAGGATTTTTCAGCACTAATGAGATGTTCATGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT\nGTGTGTGTGTGTGTGTTTTTTTTCCTTTCAGCTTGTTATATGGTGGATTACACTGACAGA\nTTTCTGTATATTGAACCACCACTTTATCCCTGGGATGAAGCCTACTTGATCATGGTAGAT\nGACATTTTTTTAAATATTTTCCTGGATTCAGTTTGCTAGTATTTTATTGATTGTTTTTGC\nATCAATGTTCCTATGAGAAATCAGTCTGAAATTCTCTTTGTTTGTTGAGTCTTTGTGTGA\nTTTAGGTATCTGGGTGACTGTGACTTCAAAGAGTGAATTTGGCAGTGTTACTTCTGTCTC\nTATTTTGTGGAATAGTTTGAGGAGCATTGGTATTAGTTCTTCTTTGAAAGTCTGGTAGAA\nTTCTGCACTAAAAACCATCTAGCCTTGGGCTTTTTTGGTTTGTTTGTTTGATTGGTTGGT\nTGGTTGTTTTTTGTTGTTGTTTTTTGTTTTGGTTGGGAGATTTTTGATGACTACTTCTAT\nCTCTTTATGGGTTATAGGACTGGTTAAATAGTTTACCTGATCTTGATTTAACTTTGGTAA\nGTGGTATCTGTCTAGAAAACCATCCATTTCATTAGGATTTCCCAATTTTGTGCATGACAG\nGCTTTTGAAATTAGACCTAATGATTCTTTAAATTTCCCAAGTTTCTGTTATTATGTCTCC\nCTTTTCATTTCTGATTTTGTTTATTTGGATACTATCTCTCTGTCTTTTGGTTAGTTTGGC\nTAAAGATTTTTCTATCTTGTTGATTTTTCTCAAAGAACCAGCTCTTGGTTTTGTTGATTC\nTTTGTATTGTTTTCTGTTTCTCTGATTGATTTCAGTCATGATTTTGATTATTTCCTTCCT\nACTCCTCTTCAGTGTGCTTGCTTCTTTTTGTGTTTTTTGTTTGTTTGTTTGTTTGTTTTT\nTTATTTCTAGAGCTTTCAGGTGTGCTTTTAAACTGCTAGTATGAGAACTTTCTAATTAGG\nCACTTAGTGCTTTGAACTTTTCCTCTTAGCACTGCTTTCATTGTGTCCCATAAATTTGTA\nTAGGCTGTGCCTTCATTTTCATTAAATTCTAGAAAGTCTTTAATTTTTTTTATTTACTTC\nTTCCCTGACTGAGAGATCGTTGAGTAGAGAGCTGTTAAGTTTCTTTGAGTGTGTAGGCTT\nTCTGGTGTTTCTGTTATTATTGAAGTCCAGCTTTAATCAATGGTGTTTTAATATGATACA\nAAGCTCATTTCAATTTTTTTTGTATCTGTTGAGGCTCACTTTGTGACTGACTGACGATAT\nAGTCAATTTTGGAGAAGGAGCCAAAGGAGGTCCTGAGAAGAAGGCATATTCTTTTATGTT\nTGAGTGAAATATTTTATAGATGTCTGTTAGGTCCATTTGATTGACAATGTCTGTTAGCTT\nCATTATTTCTCTGTTTAGTTTTTTTCTGGATGACCTCTCAACTTTTGAGAGTTGGTGTTG\nAAGTCTCCCACTATTAATGTGTAGAGTTTGATGTGCAATTTAAGCTTTAGCAATATTCCT\nTTTAGAAATGTGGGTGCCCTTGTGTTTGGGGCATAGATTTTCAGAACTGAGATATCTTCT\nTGGAGGATTTTTTCCTTTGATAAGTATTTAGTGTTTTTCCTTGTCTCATTTGATTAATTT\nTGGCTGAAAGTCTATTTTACTAGCTATTAAAATGGCTACTCCAGCTTGCTTCTTGTGTCT\nGTTTGCTTAGAAAACTTTTTTTTCTGTCCTTTACTCTGAGGTAATGCCTATGTTTTTTGC\nTGAGGTGTATTTTTTTTAAGTAGGTATTTTCCTCATTTACATTTCCAATGCTATCCCAAA\nAATCTCCCAATACCCTCCCCCCCAACTCCCCTATCCACCCACTCCCACTTTTTGGCCCTG\nGCGTTCCCCTGTACTGGGGTATATAAAGTTTGCAAATCCAAGGGGCCTCTCTTTCCAGTG\nATGGCCGACTAGGCCATCTTTTGATACACATGCAGCTAGAGTCAAGAGCTCCGGGGTACT\nGGTTAGTTCATAACGTTGTTCCACCCATAGGGTTACAGATCCCTTCAGCTCCTTGGGTAT\nTTTCTCTAGATCCGCCATTGGGGGCCCTGTGATCCATACAATAGCTGACTGTGAGCATCC\nAATTATGTGTGTGCTAGGCCCCTGCGTAGTCTCACAAGAGACAGCTATATCAGGGTCTTT\nTCAGCTAAATCTTGCTAGTGTATGCAATGGTGTTAGCGTTTGGAGGCTAATTATGGGATG\nGATCCCTGGATATGGCAATCACTAGATGGTCCATCCTTTTGTCTCAGCTCTAAACTTTGT\nCTCTGTAACTTCTTCTATGGGTGTTTTGTTCCCAATTCTAAGAAGGGGCAAAGTGTCCAC\nACTTTGCTCTTCGTTCTTCTTGAGTTTCATGTGTTTTGCAAATTGTAACTTATATCTTGG\nGTATTCTAAGTTTCTGGGCTAATATCCATTTATCAGTGAGTACATATCATTTGAGTTCCT\nTTGTGATTGGGTTACCTCACTCAGGATAATGCCCTCCAGGTCCAACCATTTGCCTAGGAA\nTTTCATAAATTCATTCTTTTTAGTAGCTGAGTAGTACTCCATTGTGTAAATGTACCACAT\nTTTTTGTATCCATTCCTCTCTTGAGGGGCATCTGGGTTCTTTCCAGCTCCTGTCTATTAT\nAAATAAGGCTGCTATGAACATAGTGGAGCATGTTTCTTTCTAACTAGTTGGAACATCTTC\nTGGATATATGCCCAGGAGAGATATTGCGGGATCCTCCGATAGTACCATGTCCAATTTTCT\nGATGAACCAAAAGACTGATTTCCAGAGTGGTTGTACAAGCTTGAAATCCCACCAACAATG\nGAGGAGTGTTCCTTTTTCTCCACATCTTCGCCAGCATCTGCTGTCACCTGAATTTTGATC\nTTAGCCATTCTGACTGGTGTGAGATGGAATCTCAGGGTTGTTTTGATTTGCATTTCCCTG\nATGATTAAGGATGCTGAACATTTTTTCAGGTGTTTCTCAGCCATTCGGTATTCCTCAGGT\nGAGAATTCTTTGTTTAGCTCTCAGCCCCATTTTTAATGGGGTTATTTGATTTTCTGGAGT\nCCACCTTCTTGAGTTCTTTATATATATTGGATATTAGTCCCCTGTCCGATTTAGGATAGG\nTAAAGATCCTTTCCTAATCTGTTGGTGGCCTTTTTGTCTAATTGACAGTGTCTTTTGCCT\nTACAGAAGCTTTGCAGTTTCATGAGGTCCCATTTGTCAATTCTCGATCTTATAGCACAAG\nCCATTCCTGTTCTATTCAGAAATTTTTCCCCTGTGCCAATATCTTCAAGGCTTTTCCCCA\nCTTTCTCTTCTATAAATTTCAGTGTCTCTGATTTTATGTGGAGCTCCTTGATCCACTTAA\nATTTGATCTTAGTACAAGGAGATAGGAATGGATCAATTTGCATTCTTCTACATGATAACC\nACCAGTTATGCCAGCACCATTTGTTGAAAATGCTGTCTTTTTTCCACTGGATGGTTTTAG\nCTCCCTTGTGGAAGATCAAGTGACCATAGGTGTGTGGGTTCATTTCTGGGTCTTCGATTC\nTATTCCATTGGTCTACTTTTCTGTCGCTATACCAGTACCATGCCCTTTTTCTCACAATTG\nCTCTGTAGTAAAGTTTTAGGTCAGGCATGGTGATTCCACCAGAGGTTCTTTTATCCTTGA\nGAAGAGTTTTTGCTATCCTCGGTTTTTTGTTATTCCAGATGAATTTACAGATTGCTCTTT\nCTAATTCGTTGAAGAATTGAGTTGGAATTTTGATGGGGATTGCATTGAATCTGTAGATTG\nCTTTTGGCAAGATAGCCATTTTTACAATGTTGATCCTGCCATTCCATGAGCATGGGAGAT\nCTTTCCATCTTCTGAGATCTTCTTTAATTTCTTTCTTCAGAGACTTGAAGTTCCTATCAT\nACAGATCTTTCACTTCCTTAGTTAGAGTCACGCCAAGGTATTTTATATTATTTGTGATTA\nTTGAGAAGGGTGTTGTTTCCTTAATTTCTTTCTCAGCCTGTTTATTCTTTGTGTACAGAA\nAGGCCATTGACTTGTTTGAGTTAATTTTATATCCAGCTACTTCACCAAAGCTGTTTATCA\nGGTTTAGGAGTTCTCTGGTGGAATTTTTAGGGTCACTTATATATACTATCATATCATCTG\nCAAAAAGTGATATTTTGACTTCTTCCTTTCCAATTTGTATCCCCTTGATCTCCTTTTGTT\nGTCGAATTGCTCTGGCTAGGACTTCAAGTACAATGTTGAATAGGTAGGGAGAAAGTGGGC\nAGCCTTGTCTAGTCCCTCGGTTTAGTGGGATTGCTTCTAGCTTCTCACCATTTACTTTGA\nTGTTGGCTACTGGTTTGCTATCTGTAGATTGCTTTTAACATGTTTAGGTATGGGCCTTGA\nATTCCTGAATTTTCCAAGACTTTTCATCTTGAATGAGTGTTAGATTTTGTCAAATGCTTT\nTTCCGCATCTAACGAGATGATCATGTGGTTTTTGGCTTTGAGTTTGTTTATATAATGGAT\nTATGTTGATGGATTTCTGTATATTAAACCATCCCTGCATCCCTGAAATAAAACCTACTTG\nGTCAGGATGAATGATTGTTTTGATGTGTTCTTGGATTCAGATAGCGAGAATTTTATTGAG\nTATTTTTGCATCGATATTCATAAGGGAACTTGGTCTGAAGTTCTTTTTTTTTGTTGGATC\nTTTGTGTGGTTTAGGTATCAGAGTAATTGTGGCTTCATAGAATGAGTTGGGTAGAGTACC\nTTCTACTTCTATTTTGTGGAATAGTTTGTGCAGAACTGGAATTAGATCTTCTTTGAAGGT\nCTGATAGAACTCTGCACTAAACCCTATTTATTTATCTATTGTATCTTCTATGTCATCTTC\nTGTATTCTGTTGGTCTTGGGCTTTTTTTTTTTTTTTTTTTTTTTTGGTTGGGAGACTATT\nAATGACTGCTTCTATTTCCAGGATCTTCTGGCTTTCATAGTCTCTGGTGAAAAGTCTGGT\nGTAATTCCGATAGGCCTGCCTTTATATGTTACTTGACCTTTTTCCCTTACTGCTTTTAAT\nATTCTATCTTTATTTAGTGCATTTGTTGTTCTGATTATTATGTGTCAGGAGGAATTTCTT\nTTCTGGTCCAGTCTATTTGGAGTTCTGTAGGCTTCTTTTATGTTCATGGGCATCTCTTTC\nTTTAGGTTTGGAAAGTTTTCTTCTAGAATTTTGTTGAAGATATTTGCTGGCCCTTTAAGT\nTGAAAATCTTCATTCTCATCTACTCCTATTATCCGTAGGTTTGGTCTTCTCATTGTGTCC\nTGGATTTCCTGGATGTTTTGAGTTAGGGACTTTTTGCACTTTGTATTTTCTTTGATTGTT\nGTGCTGATATTCTCTATGGAATCTTCTGCACCTGAGATTCTCTCTTCCATCTCTTGTATT\nCTGTTGCTGGTGCTTGCATCTATGGTTCCAGATTTCTTTCCTAGGTTTTCTATCTCCAGC\nGTTGCCTCACTTTGTGTTTTCTTTATTGCATCTACTTCCCTTTTTAGGTCTTGGATGGTT\nTTATTCAATTCCATCACCTGTTTGGTCGTGTTTTCCTGCAATTCTTTAAGGGATTTTTGT\nGCTTCCTCTTTAAGGTCTTCTACCTGTTTAGCAGTGTTCTCCTGTATTTCTTTAAGTGAG\nTTTCTAAAGTCCTTCTTGATGTCCTCTACCATCATCATGAAATATGCTTTTAAATCAGGG\nACTATCTTTTCGGGTGTGTTGGGGTGCCCGGGACTGGGTGGGGTGGGAGTGCTGCGTTCT\nGATGATGGTGAGTGGTCTTGGTTTCTGTTAGTAAGTTTCTTATGTTTGCCTTTTGCCATC\nTGGTAATCTCTGGAGTTACTTGTTGTAGTTGTCTCTGGTTAGATCTCGTTCCTCGGGTAT\nTTATGTTAGCCTCTATCAGCAGACCTGGGAGACTAGTTCTCTCATGAGTTTCAGTGTTCA\nGAGTACTCTCTGCAGGCAAGCTCTCCTCTTGCAGGGAAGGTGCCCAGATATCTGGTGTTC\nCAACCTGCCTCCTGGCAGAAGTTGTGATCCACTCACCAGAGGTCTTAAGATCCCGTGGCA\nGGTCCTGTGGGTAGCTTGTGTGTGTCAGCAGACTCTGCCCCCAAGCTACCCCGGTGCTGG\nCAGTACCAGAAGGGGAGGTGTATTTCTTGTATGCAGCAGAATGGCAGATCCTGTTTTCTC\nATCCAATCTGTTAGTCTGTGTCTTTTTTATTGGGGAATTGAGTTCATCTATGTTGAAAGA\nTATTAATGACCAGTAATTGTTGATTTCTGTGATTTTGATGTTGGTAGTAGTAGTATGTGT\nTTCCCTTGTTTTTGCTGATGCAGAGTTACCTGTTTCTTGTGTTTTCTTGGATGTAGTTGT\nCTTCCTTGGGTTGGAGTTTTCCTTCTAGGATTTTCTGTAGGGCTGGATTTGTGGATAGAT\nATTGCTTGAATTTGTTTTTTTTTCTTGTAATATCTTATTTTCTCCATTTATCGTGATGTA\nGAGTTTTACTTAGTCTAGGTTGGCATCTGTGGCTTTTTAGATGTTGCAAAGTATCTATCC\nAGGCCCTTAAAGCTTTTTATTAGAGTCTCTGTTGAGAAGTTGGATATAATTCTTAGTGGT\nCTGCATTTGTATATTAATTGACCTTTTCCCCTTGCTACTTTTTTTTAAAAAAAAAGGCTT\nATTTCATTTATTTTCTTTTTTAAATTAGATATTTTCTTTATTTACACTTCAAATTTTATC\nCCCTTTCCTAGTTTCCTCTCTGAAAATTCCCTATCCCCTAGCCCCTTCCCCTGCTTCCCA\nACCCACCCACTCTGGCTTCTTAGCCCTGGCAATCCCCTACACTGGGGCATCGAACCTTCG\nCAAGACCAAGGGCCTCTCCTCCCATTGATGGCCAACTAGGCCATCCTCTGCTACATATGC\nAGCTAGAGACATGAGTCCCACCATGTGATTTCTTTGATTGGTGGTTTAGTCCCAGGGAGC\nTCTGGGGGTACAGATTAGTTCATATTGTTGGTTCTCCTATAGGGCTGCAAACCCCTTCAG\nTTCCTTGGGAACTTTCTATAGCTCCTTCACTGGGGACCCTGTGCTCTGTCCAATGGATGA\nCTATGTGCATCCACTTCTATATTTGCCACCCCTTCCCACTTTTAATATTCTTTCTTTGTT\nCTGTAGATTTTGTGGTTAGATTATTATGTGACAGGAGGATTTTCTTTTATGGTCTGGTCT\nGTTTTGTGTTCAATGTGTTTCTTGTATGTCTTTATATGTTTCTTGTCTCTCCTTTTTTTT\nTAGGTTGGGAAAGTTTTCTTTTAAAATTTTGTTGAGAATATTTTCTGGGCCTTGGGTCTG\nGGACTCTTTAAATACTTCTATTTCTATTATTAAGTTAGATCTTTTCACGGTGTCCCAGAT\nTTCCTGAATATTTTGTCAGGAAATTTTTAGATTTAACATATTCATTGACTAATGTATCCA\nTTTCTTCTATTGTATCTTCTATGTCATCTTCTGTATTCTGTTGGTGATGCTTACATCTAT\nCCTGCTCTCTTAAAGGTCTTCCATCTCTATGATTCCCTCAGTTTGTGTTTTCTTTATTAC\nATCTATTTTTATTTTCAGGTCTTGAACAGTCTTATTTATTTCCTTTACCTATTTAATTAT\nGTTTCCCCTGTATTTCTTTAAGGGATTTATTTGTTTTCTCTATCATCTTTATAAGGTTGG\nATTTAAGGTCATTGTCTTATCCTTTGGCTGTGTTAGGATATCCAGGACTTGCTGTAGTAT\nGGTAGCTGTGCTCTAAAGGTGTTATGTTGCCCTGGTTTTTGTTGATTGTGTTGTTTCAAG\nGGCCTTTAGCCATCTGGATGGCTTTGGTCCCTGGATGTTCTTGTTGTAATAGGTATTGGG\nAGGGGGTTAACCTTGATGGTTCTGGTGGGGCAGGCTTCTGATGAGTTTCCTTTGGCTGTA\nGTTCAGTATTGGCAGGTCTCATAAGTGTGGGTGGAGAGGTGTCAGGAGAATGGAGGTCCA\nCCAGGGATAGCAGACTGCTCAGGATAGCTTGGGGGTGCTCCAGAGGATTCAGCAAGCAGG\nGAAGATGTGTGGGACAAGACTTGGTTTTCATTCTCAAAATACATTTTGTAGGGCATAAAA\nTTCCATATCAATAGCGTTTGTTTTGTTTTATGAAGACTATTCCTCAGTGTTCCCACACAC\nTTCATTTTCAACAAGAAATCTATAGTAAGTCTGCTGTCATTATCATTTGTGTCCTCTGTA\nTGAGACACATCTGTGCCAGTGTGGCTGCTATCACTGATGTTGATATCTTTAGTTACGCTT\nAGTGTAGTTTGCTCCACAATTACCATGCTCAGCACACATGAGTTAGAGAAATCTTAGGCC\nTTGTTTCATCTATATTTCCTGTGCCTTTCTTTCTTCTGGCATATAAATCACATATTAATT\nGGTTTCAAATTGTATCTCAAAGTAGGAATTCTAATTTCTTTAGTCTTTAAAATTTTTTCC\nTGTTAGAGCTTTCTCAGTGTTTAAAAACACTGTCTTATCTTCTAGAGGACCTAGCTTCAG\nCTCTCAGCACCTACATCTTGCAGATCACATCTGCCTGTAACTTTAGATCTGGGTTATCTG\nATGTCCTCTTCTGGCTCCATGAGCATGGGCACACATGTGACATCCATTCATATAAATACA\nCACATACACGTTAATAGAAAAATAAACCATTTAAAAATGTGCACGTTGCTGGGCTGTGAT\nGATTCATACCTTTATTCCCAGTACTTAGGAAGCAGATATCTGAGTTCAATGCCAATCTGC\nTCTACAGAGCGAATTCCAGGACAGCTAGGATTACACGGAGAAGCCATGTCTCAAAACAAA\nTCAAAATAAACAAACAAGGAAGCAAACAAAAAACTAAAACTAAAAAACAAACAAAACACC\nACCAACAAAAAAGATCTTCATATCTCTGAAGTGAATAGTTACACATGTTTTCATGTTATT\nTTCTGTTAATTTTTGTGTTGGCAGTGGGTGATCTTGGTTATTTTCTACTTAGGGATCAAG\nCATTTCCAGTTTTCATGAATAAATTTGAGACATTATAAATGATCTTGTTAGCTTCTGTAC\nGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTTTACAGGC\nATTCTTTTAAGATTGTTTAAGTATGGAGCTCGGCTGTGTGAAGACCATTTACTCCTTTGA\nGATCTTACTTCTCAGAAGTGTTAGGCAGATTCAGGTTAGTGATCAATCTATAGCTAATTA\nCTCTTCATTGCTGGAACAAGTGCCTTCTGAGGATTCTGCTAATGTTTCATGATTTATGAG\nGTTTCCCAGACTGGCTTCTGTGAGCACACACTGTTTGGGCCCCCATGTGAACAATAGCCA\nCTACTTTTTCTGACACTTTTACATAGTTGCTCCCTAGCTGTGATTGTCAACTTTCCTTTT\nGTAGAACATAGAAACTGGTACAGGTTACCTCTAAAGAAAAAAGTTATCCTTTTCCCAGAG\nTTTTGTGTTGTTGGCACTTTAAATCCCAATCCAGGGTTTCTACTCCGCCTTAGACCATTT\nGGTTCCTGGAAAAAAGACACACACACACAAACTTTATATTTACAATAAGCCTTAATAAGC\nACTAGAGCTGGGCAGATATCTACCCTTGATGCTATTAGAATCTATTTTGCTTATTGATAA\nTCCCCAATTACCTAACTATGTTTCATCTGGGCTGCTTTTAATTCCAATTTTCCAACCTTC\nAGGACCATGTTTTCATGGCTCATCCAACCCATGGCAGCATCTCTTTCATTCCTCCATCAC\nTTTCTTCTTCTCATCCTGGTTCTCCTCTGACCCCAAGCCCTGGAATCCTAAACCCCACCT\nCTGTCTCTTCTGCCCAGCTCTTCGTTGTTAGCAACTTTATTTACCAATTAGAAATAACTT\nGGGGGCAAGGTCACACAGTGTCACTTGGGTCTACTAGCAGACTCTCTGGGGCAGCCAGGT\nCTTGGGGGCTCACCCTTAGCATTACAATATACAACAAGACCAAACCTCAACAGTTCTGTA\nTGTCTCACACTTAGATTAGGCATGGTATGAAGGTGATGGGCAAATAATAGTGGAAACAGG\nGGTGTGGACACATAGTCTCATCCTATGCTACAGCAGAGAAGGGACAGAGTTGCACAGTCC\nCCTTCAAGAGGTGGCGCATGCCTTTAATCCCAGCACTCGGGAGGCAGAGGCAGGCGGATT\nTCTGAGTTCGAGGCCAGCCTGGTCTACAGAGTGAGTTCCAGGACAGCCAGGACTATACAG\nAGAAACACTGTCTTGAAAAAAACAAAACAAAAACAAGAGTACATCTCTAAGAGTACATCT\nATGAACATCCAAGTATTGCCTACCTTTAAATTTTTGTTTAAATTATTTATGTGTGGGTGT\nGGGTTGTGTATTCTATGAGCTGGTGAGGAAGTCAGAAGACAACTTGTGCAAGTCGGTTCT\nCCCCTTCCATCATGCAGACTCTGGGCCTTGACTTTTGACCCTTAGTAGATGCTGTTCATC\nTGCTAAGCCATCTCCCAGGCTCCAGGCCTTACCTGACAACTTCTCTTAATTTTGCTATCC\nTGATGCATATAGATCCTGGGGAGGGTTGGGGGGAGGGTGTGTTACTGACCATCCACTCAT\nAGAAATAGCAGTGAATAATGGTTTCTTCACATACATGTGGGGATCAGCTTTCAACTGAAC\nACTTGATGGGTGTTACTCTGAATGTCTCCCAAAGGCCATCTTTGTACTTTCTTCCTCTCT\nGGTAACCTGTCTTCTGAACTCTGTCCATCTATCTGCTTGGGATGGGGGACCACGTTCTCT\nACTTAGTTACTCCTTGTTCTGCGGCCTGGGAACAATCTTAATTCAAGTCTGTGATAATTG\nTAAAATGTATATCATTTGCTTCTTATTTCTTATGGGTCATCCCATTTTGTCTTATATCCT\nTTGACTTGGAAAGCATAGCTTCATGTGTTTTGTACAGGTTTTCGTCTGATCATTTGCGAG\nAAAAAAATCTGCCCTATTACATTTGACTCAACCAAATGCAGATGTTCCTTCCTATCTCAG\nTATAATAGAGATATGTCCAATAAAATTAGATGTACCATTTGATGATCAAATATATATTAG\nTTTAGAGATTTGCCTTATTTATAAAAAGCCTTATAATTGCTATTATATTATTAGTTGAAA\nATAATTGTACAATATGCCAAATTTCTGAGTTCAGATTATAGATCAAGTATGATTTATTGT\nGGCCTATATCTTTCCAAAAAAGAATTTCAGGTGGATTCTTGATACCCAGGGATACTAAAT\nAAGGGTAAAATAGCATATTGATTAAAGGGGAAATTAAGTAATAATGTTATCTGTTATAAT\nAGTTACTGTCATGGGAAGTAAATCAAGTTTGTGCATTCTGGTTATACAATGTGTCAAATT\nTATTCAGTTTCTCATTTTCATTATCAAAATGAATAAAAGATTGGTGGGAACTTTATAGTT\nACTGAATGTCTACTATGTGCAGCCTAAATAAAGGTCTAATGGCAAGGTCGTTCAGTGAGT\nAAAGGACTTGCTGAGAAGTTTCAGCAATCACTTTAATTCCTGAAATCCAAGTAAAGAGGA\nCTGACTCTACAATGTTGTCCTCTACCCTCCACATATACATCATGGCATATATACCACACA\nTGTGTGCACACATGCATACATGCACACATGCTTTTTATTGGCTATTTTCTTTATTTACAT\nTTCAAATGTTATCCCCTTTCCTGATTTCCCCTTCAGAATCCCCTTCTCCCATTCCCCCTT\nCCCCTGCTTCTATGAGGGTGCTCTCTCACTCACCCATACACTCCTGCCTCCCTGCCCTGG\nCATTCCCCTACACTGGGGCATTGAGCCTTCACAAGGCCAAGGACTTCTCCTCCCGTTGAT\nGTCTGAAAAGGCCATCCTCTGCCACATATGCAGCTGGAGCCATGAGTCCCTCCATGTGTA\nCTCTTTGGTTGGTAGTTTAGTCCCTGGGAGCTCTGGGGTGGGGGGTCTGGTTGGTTGATA\nCTGTTGTTCTTCATATGGGGTTGCAAACCCCTTCAGCTCCTTCAGTCCTTTCTCTAATTC\nCTCCATTGGGGACCCTGTGCTAAGTCCAATGGTTGGCTGAGAACATCCACCTCTGTTTTT\nGTCAGGCTCTGGCAGAGCCTTTCAGGAGACAGCTATATCAGACTCCTGTCAGTAAGCTGT\nTCTTGGCATCCACAATAATGTCTGGGTTTGGTGTCTGTATATGGGATGGATCCCCAGGTG\nGGGCAGTCTCTGGATGGCCTTTCCTTCAGTCTCTGCTCCATGCTTTGTCCCTTTAGACAA\nGAGCTCTTCTGTGTTAAGAGTTTGGAGTTGCACACACTTTTTTAAGTAGGAAAAATAATG\nTTTGAATCTTACATCCCATTTCTGAGTAGAAGACAGTTTCTATCATGTGGGTTTCTGGAA\nCTAAACTCATCTTGTTAGGCTTGGAAGTCAGCACCTTTATCAACTGACCCATCTCATTGG\nCCCAGTGGCTTTTGATGGATGTGATAATGACCTACCTACCTTTTACTTACAGATTTTTAA\nTTAATTTCGTGTATGCATGTGTATTTCTGTGTGTGTATGTGCTTGTGTGTTTATGCTTGT\nGTGTGTGTGTGTGTGTGTGTGTGAATGTGTAGAACTTAGAGGACAACTTCTTGGTCAATT\nCCTGCTTTCAACTTACTTGTGTCAGGGTGTCTCTTGTTTACTACTGTGGCTCTGCCTACT\nTCAGTTGAACAGTTCCTGAAAGTCCAGGGCAATTCTCCTGTCTCAGCCATTGCAAGAGTG\nCTGGGGTTGCAGCTGCACTCCACCGTATCTGGCTGTTTGCATGGGTTATGGGTATTAAAC\nTTAGTTGTCTGGCTTGTGTACATAGTGCTTTTCTGGCTGAGCCATCTCTCCAGCCCTACA\nCACATATGTATAATGTACTTCCATTATTCTGGACCCAACTAGTCCATTCCTGAATAATCC\nCCCTTCTATTTTCAAATCTTTTTAAAAGTACAGAATACCCAGGATATACCCCCACATACC\nCAAAGAAGCTAAACAAGGAGGGTCCAAGTGAGGATGCTTAAATGCCACTTAGAAGGGGGA\nACAAAATAGTCATGAGAGGCAGAGGGAGAGAAGGAGGGGCCTGGGTGGAAGAGGGGGAAG\nGGAAGGGAAATGGAAATGGGGGGCACAGAATCAGGCATGGGGAGAGTCAAGAGAAAGGCT\nCAGAGGGCCAGGGGTATGAAGGAAATATGCAACTGTGGGGAGTCGGAGCAGGGGGAACCT\nCTAGGAAGTCTCAGAGACCTGGGATCTGGGAGGCTCCCAAGACTCAATGCAGGTGACCTT\nAGCTGAAATGCTCAACAGTGGGGGTATGAAACCTGAAGAGATCACCTTCAGTAGTCAGAC\nAGGGCCCCCAGTGGAGGGATGGGACACCAACCCATCTACAAAATTTCTGACCCAAAATTG\nCTCCTGTCTAAAAGAAATTCAGGGATAAAAATGGAGCAGAGATGAAGAAGTGACCCACCA\nGTGACCAGCCCAACTTGGGATCCATCCTATGGGTGAGCAGCAAACCCTGACACTATTACT\nGATGTTATGTTGTGCTTGCAGACAGGAGCCTAGCATGCCTGTCCTCTGAGAGACTCTACC\nAGCAGCTGACTGAGACAGATGCAGATGCTCACAGCCAAACATGGAATGGAGGTCAGGGCC\nCCTATGGAAGAGTTAGGGGAAGGATTAGAGACACTGAAGGGGATGGCAACAACATAGGAA\nGACCAACAGTGTCAACTAACCTGGACTCCTGGGAGCTCCCAGAGACTAAGTCACCAACCA\nAAGAACATACAGGAGCTGCTCTGAGCCCCAGGCATATATGTAACAGAGGACTGCCTTGTC\nTGCCCTCAATGGAAGAGGATGGGCCTAATCCTGCAGAGATTTGATGCCCCAGGGTAGGGG\nTATACCCAGGAGAAGACTACCCTCTCAGAGGCGAAAGAGGGATGGGGAAAAATTCTGCAA\nGGGGAAGCCAGAAAGGGGTAAAGCTTTGGGATGTAAATAAATAAAATAATTAATTTAAAA\nAATCTAGACTCTGCATATGAGAGAAATCATTCTGCTTATCTCTGGAGTTTGTCTTCTTTC\nACTTAACACAATGATCTCTGTTGCAGTAACTGAAAACAATAACTTTCATTCTCCCTTAAC\nCCCAGAACCACTCTAGTGTGTGAAGAACCTGTAGGTTCTTCATCTACACATCTGTTGGTC\nACTGTTTTCTGAATAAATGTTTATTTAATATAGATGAAGTCTTTATTCCCAGAAGTGTTC\nCATGGTGGCTTACATTTCTTATGTCCTTATCTCTACCACTTTGGGGTGCTTTCCCACCAT\nCTGGGGTGCTCCATTAGCCTCTGAGTGTCCCCCACCCTCTGAGGGTGCTCCCCTACCCTC\nTGAGAATGCTCCCCACTCTCTGAGTGCCCTCCCCTACTCTCTGAGCGTGCTTGAAGTTGT\nTCCCTCAACCTCTGGGAGGTGCTCCCCACCATCTGGGGGTGCTCCCCTGCCCTCGAGGGT\nGCTCCCCCACTCTCTGATGGCTCCTTCACTCTGTCTATCCCCCCTTTTCACCCATTGCCT\nACATTCTGCTCTCTCCCAGAGTGAGCCCTTACTCCTGACTCCTTATCTGTAGTATTTGAC\nAGCCCTCTCATTTCTCAGCTTACCGCTGGCCATGTCTTGATGTTTAGAGCTGTGCAAATA\nAACAAAATGGGTATCCAGTTTTGACACTGGATTATCCCTCTCCACTTAGAAGATAATAGC\nGAGTAGCTATGTTCACTGTGCCATGCATATATGTATAAAATTGTCAAAACTTAAATTTAA\nGAAAATAAAAAGTGTTAATAATATAAAGCACCTATGAATGCCCAAACAGAAAAGCCAGGA\nACTATTTCATTACCATGTGTGAAAATTTTGGCATCTAAAAAATACAATACATGTACTTTT\nAGCCTATTTGATTTGCTTACTTCCTGGATTTTCTTGGGCCCTTGTTTTCCCTAAAATCCA\nGCCACTTTCCAATTATGGCGCCCTAGCTGCTGTCAAGGCCGTTTTAACCCTAGTGCTATT\nTGCTATCCCCACCTGCTCCATGATGCATCCAGGCTCTAGGACTGGTTAATCATGTACACT\nGGACTGGGGTAGAGGGAAATCTATCTTGTAATTTCTTCTACTCCATTCTACTCATAGCCC\nCTGAGATCATTTCTTCCTTTCAGTGAGGTGCACAGAAGAGATGGGTTGGATTCCTTCATT\nTGTTGAGGGAATCTGGGCTTCCAGCAGATATTCGGTAAGTATCTCTACACAAAGGAAGCC\nATAAACAAAGGCAAATGTGCCAAGGGCCACAACTGTGGTAGATGAATGTCTCTTAAGTCT\nCCATCCTTTTGCTCAACCTGGATTTCTCCACACTCGAAGCTACCTCTGCCTATTTCTGCA\nGTATAAACCCAGCCCCTGTCCACATGTACCACTTGAAGTAGCTTCAACTGTAACGTGTTT\nTACACTTCACAAGTACACGGTCCACATAGAACTAAGCAGAGCAGCAATATTTTACAAGAT\nACCTGGTTATTCCTTGGAACTCATTTCAGAGACTAACCAGAAAGGACTCTCCTGTCTCCA\nTGCTACCTAACTCTATGTTTTTAAGCACCTGATAGCATTGTCCATAGCTTACATTTGTAA\nACAGTTCCTGTGTACATCTCACCTCCTCCAAAATGGAAAGTTCTTTGAAGGCAGAAGGGC\nAAAGCAGGCACTGTGCAAGTATCAGCTGAACATTCAGAAGACTATGGGTGAGGATGGGCC\nAGAGTGAAGGTCCCTAAGTCACTAACAAGATATGTTTCTCATGTCATCATTTCTTGATTG\nCCAATATTAAGTTTTAAGTATTTTGACACTCTAGTGTGTCCAGAATTTCCTCACAGTTCT\nGGGCTTTGAATCGTCAGGTTCCTGGTGGCAGCAAATGATTCTCTCAGGGACTCCTGAGGT\nCAATTATATTTGAATCCAATCAAGTGACATGAAATAAAGGTTCCAGGTAATTAGGGCACC\nACAGGAGAAATTAGAAGAGTAGAAGAGCATCTTTTCTTTCTTTCTTTCTTTCTTTCTTTC\nTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTCTCTCTCTCTCCCTTTCTTTCTTTCTT\nTCTTTCTTTCTTTCTTTCTTTCTTTCTGTCTCTCTGTCTCTCTCTCTCTCTCCCTCTCTC\nTTTCTTTCATCCATTCATGAGAATGGTGTAGTGATTATTCTGTGCTTAGTTCTATGGTGG\nACATATAAACACCTTAGAGCAGTGGTTCTCAACCTTCTTAATGCTGTGACCTTTTAATGC\nAGTTCCTCATATTGTGGTGACCCTCAACCATAAAATACTTTTCAATGCTACCTCATAACT\nGTAACTTTGTTGCTGTTAAGAATCATAATGTAAACATCTGATATGCTACCCCATGGGGGT\nCCCAACCCCCGGGTCGAGAACCACTGCCTTAGAGAGTACATTCAGCTGGAAGATGACCAT\nCACTACAATACTTGTCTTGCACTTGTGAGGACCTGAATTGGATCCCATATCCTGCAGATG\nCAAGTCTGGGCAAGGTGGCACACACTTATGACTTCCATGTTGGTGAGATGCGGCTAGCCA\nGGAATTGGGGCTCCCTAGATAGTATCTAGTCTAGCTTAGTTAGAAAAACAAAAACAAAAA\nACAAAAAACAGGTCTGTGAAACAAAATAAAGGTTGACAGAGCCTAAGCAATGATATGTGA\nGGTTACCCGCTGGCCTCCACATGCATATGCATACATCTGCACATAGATTTGTGAATACAC\nATGCACACACAAGTGCATGCGAGTTTATGCACACACCCACACATAAAATATATAGGGACA\nACAACAACACTTATTCATAGGAACATGTAAAAACTATCTATTTCTTCCTTTTCCAGGTTC\nCTCATGTACAATATCAGTCCCTTGTCTCTGCATTTCACACCACCCAGTTAATTTCCAGGC\nATTTGGGGGTCTTTACAGTAGGTGAGTGAAAGCAGAGATCAGAAAAAGACATTAAACACC\nACTGCAAGAAGTGCCAGCAATGGACACTTGTAATTGAATGAGAGTCTATAAGAGTCTATG\nAATATCGCTGTGCTCCCATAAAGATGCCTTGATTTGTCTAATTTGGAGAAAGACTTAAGC\nGACACTGAATATATAGTATATATGGTATAAAACAAAACCGGTGGGCAGCCTCCTGCTTTT\nTGTTTTCCATTGACATCTTCAAGGGAAAGTATCCCAGCGATAGGATTTTCAATTTGCCTT\nTTTGTCTTAAGCAATGTCCTTTCTTTCAAATTTGCTCCTCTGCCCTCCCTCTTCTGCACT\nAGGGAGGATCCTTCAAAATTCCTAACAGGCAGCCCTGTGGAGAGATGGGAGGGAAGGGAA\nGGGAGGGAGGAAGGGAGGGAGGGAGGAAGGGAGAGAGAGAGAGGTAGAGGGTGTCTGGCA\nGTGTACATGTGGTACAGGCAGAGGGATCAGAACGCTCACAGAACAGGCAGTGTAATTCCA\nTGTTCTTCCTAAGTATCAGCCCTGCGGGGAGCTCTGCCGGCAGTCTACTTGGAGAGGAAA\nAGTAGATTTGGGGGAAGATGGAAGGAGTCAATTCCTAAGTGAGTTGGTCCTCACTCATCC\nTTGAGGGCATCTCCTGATCTCCAGTGACTGCTCAGACTCGGCCCTCTCCCTCCCAGATAC\nTTGCTTTAGCAGAAGAGACACACCTTTCTGCAGCAGGGAAAAGCAACTGACCAGATTGCA\nAGCCGGTAGGTTGTGACATTCAGCATGTTTATGCAGCAGAATTTGCTGAGAGATGCAGGG\nGGGCGGGGTGTTGGTCGGGCTGGCTGATTTATCTGCAGTGGGGAATGTTTTATTTTAATT\nGTCAGTTCAAAGCAGAATTGTTGCCTAGGCTAAGGTGGCAGCTAGAATTGCTGCATTTCA\nGGCTCCTGGGCTGCGTTTGTGTTCCATGTGGTTTCTGCATGCAGCTTGGAGAAGCTGGGG\nAGAGCTCACCTTTAAATAACCTGCAGCTTGCTACGCTTCTTCTACTCCATATGTAATTTT\nTGCTCTTCCTAAGCACAGTTCCCACCCTATCTTCTCAACATCCCCTGCCCCTCTCCCCAC\nCCTGTGGGAAATGTGGCCTAGCTTCACCTTGAGCCCTTGGCTCCCTAAGTCTGTCTGTCC\nGGCTGCTTTGCCCTAGGTGCCGGTAGATGCTGTGCTGCTGCCCTGGGCCCAGGCAGACTG\nATTCAGCAGAAACGTCTGTGCATGGGAGTTGCAATCAGGGACCATGGCAGTGCAGCTGGT\nGCCGGACTCCGCTCTCAGCCTGCTGATGGTGAGTGTGCTGGGGAGGAGGTGGGGCCCAGG\nAGGCCCCCACTCCAGCCTTCCCCTGCTGGCCTCAGGGACTGCTGCTAACTGCTGTGGCTG\nCTGTCATGGCTGCAGACACGGAAAGCACGGCTCTGCTTCATCCAGCAGGCTCCTGTGAAA\nGGATTTCTTGGGTCAGAGAATTAGCGTGACTAAGCACTCTCAGGGAAAAGAAGCAGTAGA\nTTTGCCATTTTAGAAACTTGTTGCTGCTGCGTGCTATTTTGAGAGACGTGCTTACAAACA\nGGTGCTAAGGGTGTCTCCGAATGGATCTCAAGACGCCTCCTGTTCGCTCAGCATCCTTTG\nCTCTGGGGTCTTTCAGTCTAAATTCTGAGAGTCGTGCTTGTTTGTTTGATTTCTTTCCAT\nGCCAGCTGTGGGGTTTATAAAAAGATTATTTTAATTTTTTTTGGGGGGGGGGTGCTCCAG\nACTGAATGAATAAGGCAACCTTCTCAGGTTCCCCTAGAGAACCCAGGGTGGTTCAGGGTG\nGCCCTTCGGCTGTCAGATTAGTGGAGTCTCCTCTCCCATCTCCAGATGGCAGGGAGAACT\nGACATTTATATGTGTGTGAACTGCTGACCTACTTTAGATCCCTACGGTTTTTACAATGTT\nAAGAAAGCTGTTGCTCTTAGTGCTTTGAAGCAGGCAAGGACAGCGCCAAGCCCCTTGCAA\nCCCAACTGGCTTTTGACTTGACCCTGGGTTCAGTTTGCTTTGCTGCCTTGGCTCCCCTCC\nCTCCTCCTCTGCTGCCCAGTAGTTCACAGGCCCTGGCAATGCTGCCTCTGGAAGAAGGCT\nGCGTCAGCTTGGCGTGGGAATGTACCTAACGTTTACTCCGGAGAGTTTACGAGCAGAGTC\nTAAGTGCTCCTGTATGGTGTATTGATCTGTGTTTTCTGATGGAGATGGGAAAGTGCAGCT\nTGGTGAGGGTTGATGAGTTTATTAAGGCGACTGGGAGGAGTGGCTAGAGTGCTTGCCTCC\nTAAGTGGCGAGCCTCATCAAATTAAGAGGGACTTCCTCCTTGTGCTCCGTTAGCATATGT\nATATATGTATGTGTGTGTGTGTACACACACACACACATGCATTTGGTCCATGGAGTCACT\nTGAATTGCTAGAAATTGCTTGGGCCTCTCGGACTTCTGGTCTACCAGAAGGAGGAATTAG\nGAGTGAAAGTCATTGCTATAGCCATTACTCTTTAAATGGATTCCCTGATTACTAAGGCCA\nCTGTGCGATATTGCTACATATTTCATTGTCTACTGTGGGTCAAACGAGTCCGTGGTCAAA\nTTTCTGAGTATCTGTTATGGTTGCTAACACTGTACGCCAATGTCTGTGAGGAGATACTTC\nGAAGAATGCTGGAATCATGAACATATGCAAAAAATATAATCACATATCCTTCTATGTGTG\nAATATACATACATGTTGTCTAATATTGCTAGGTAAATATAAATTCTGCAGTATGTTCATA\nGAGAGTAAAAAGTTTGTTAGGCCTGCCTCTCTGCCTCTGTACTGATGCTTAAATGTATGT\nCTGTTTTTACTACATGACCCTGAGGATGAACACTTGGTATTCAAGCAAAACAAAGCTTTG\nCATCCTAACTCATTGGGCTATCAATGCCATGTGCCACCGTGTGGACTCCTAATAATATTA\nATATTAACATCGTTTTGGCTATCATTTCAGTTTGGAGTTTATCCTCTACTTTGCCTAGCA\nCTCGCTTCCTGCCTGGATGAAAAGATTGTGATCTTTTCTCTCTGGGAAGCCAGGAAAATA\nGCCCTTGACACAGCTGTGGACCAGTAGGTTAGAGCCTCCCAGGAGCACTGCACATAACCA\nGAGTCACTTCTAGTTCACATTTGGTTCAAGGAAGAGTTCTCCTAAGAACTTTGCTATGTT\nCTGCTTTTTAAAGGGTAAATTCCAAAGTAATTGCTTCCTAGACATGTTTTTCAATAATTT\nATAAACAAGTGTGAGAGAAAAGAAATGGGAAGAAGAAGCCATTCAGTGGAACTGACTTAG\nCTGTGAGTTCAGGAAAGAAACTATATGAATTATTATGTATCCTCTCATTAATTAGCCAAT\nAAGCTCTTAGTATTTATCAAGCACTTGCTCGCTGGAGAGAGTAGCATGGTATAATAGCAA\nAAGCCATAGCTCATGACAGCATGGTTTCAGGGACGGTCAATACCCTGTGGCCTGAGTGTA\nGCTGTGGTTTGCTGTGTGCAGTCCTTGGGCTGCAGGAGTACAATCAGCTGGAATCTTTGT\nTTGGTTCTGGAAAGCTAAAGATCTCTGCATTCTGTCTCCAGCTTCGCCACTTACTGGTAA\nTATTGAGCATGTCGCTTCTCCTCTCCTGGTTATGTAGTCTGCTGACGGGGAGGGTCTAAT\nGCACCTTTCTTTCTGTTGGGCAAAAATTAAGCTCTGTAAATATGCTATCTAGGATAAAGT\nTCCTGAATAGCCAGCTTGAGTACTTTATTCAATGTTGTCACCTCCCCCCTCCCCCCCGCC\nACCCCCTGAAACCCAGCACGGGAACAGCATTGCTTTTTTAAAAGGTGGCATTTGGTTTCA\nCCCAGGTGGCTTTTCTGCCAGAGAAAGTATGTTTCCGATCATTAGCTGGTTGTTTACACT\nCTCCTGTCAACCCCAAAGAAGCCTGCTTTGTTCCCCTGAACAAAACCCACTGACCCCAGG\nACAGTACCTAACATACCTTTGCCAGTTAGATGTGGGTCTTTCAGGAGGAGTCCAGCATTG\nTGTACTAGCCCTATGGGAGAACTACACTGATTCTTTCCATAGAGGGTAGGAAGGGTCAGA\nTGCTTGTGAAAGTTGGAGCAACTCAAAGAATCGATGAAGGGTGAGTGGAAGAGCAGATTA\nTCCCTGGTGAGAAGACAGCCTCACACGCATCAGAGACTCACCTACCCATCGATGTAGAGA\nTTCTAGGAATCCAAAGAAGACACTGCCTTGTTCCCGATGCTACTCCATACAGCTAACTGT\nAGAACAGGTTATTTGTTGAGACCATGTGAGTTCAGAAAAACTGAAATGACTGAAGCATGC\nTGCCATCCAGAGGTTTGTTATTGATTGCTTGATTGATTAATATATATATTGGTATAAGGT\nATTTCTATGTAACCCAGTCTTTCTTGAAACACTTGATCCTCTTGCCTCTTTCTACTTCCT\nGAGTGTCAGGCTTATAAGCATGTGACACCATCCCTGCCTTGGTGATCACTCATTTTGTGC\nATCCAGAATATACATATATGACTAAGAGGCTGCCAAGGTTGTCATATGCCATTTTGTGCT\nTTAGATGACAAAGGCTCATGCCTTTGAGATTGGAAGATTAAAGCATTTTTAAAAAACTGT\nTTTTGTTACATTTACACATGTGTGTCTGTCTGTCTATCAATATGCATGGGGAAATCTGAG\nGACAGATTTTAAGAGTCAGTTCTGTCTTTCTACCACATGGGCCCTGGGGAACCAACTCAG\nGTTCCTGAGCCTTGGTGGCAAGTTCATTTATACTGTGCACCATAGTGACAGTCCTACACT\nAGTTTTTAGACTAAGTTAAGCTGTGAAGCAATAAATAATGGGAACTGTGCTTTTCTATAA\nACAGAATGTCTTTCCATATGTTATCCAATCTCTTCCAAGACTTTTTTTTGAGACAAAAAC\nACCTGGTAATCAAACATCGAGGACCTGTCAATGAACACACACCTGAAATTGATGGTCCAG\nAGTCCCAAAACCAAGGCTTACTGCTACAGTATTAAATCAAAGAATTTGACACACAGGATC\nTTCTAACACATTAGATGAGTATATATTTGGCCTAGATTCAAACATTCTTTTCGTCCAGTG\nTTTCCAGTCAGAAAGTCTTATCCTCTTATTTAATATTTATTATTTTTCTGCATTAATATG\nCAAGGTTGAAAAGAAGGTACAAGTTGCTGATGAAAGATACTTGGGTTAACACTAACAGGA\nAGGACAATATTTTATCTACAAGAGACTCCTCATGTGGTCAATGTTCTAGTCCTTGAACTG\nTTGTTGTTGTTGTTTGGTTTTTTGTTTGTTTGATTGTGTTAAGAAAGAATTTGCCAAGGT\nCATGTTTAACAGTGGAGAGATTTAATGGGTAAAAACTCAAATTCATAGGTAAGAGAAATT\nTATAAGCGAATCTTTGTAATGAAGGTAATAATTGAATGAAATGAGTTACTTTCAGATGTC\nTGACCTTTTTTTGGAATGCACAAGCTTCCTCAAATTCTTTTTCCCTAAGCCATTTTTTCT\nCATTTAGACATCTTCCTCTTAACTATTATTTGCTGACTATAAGGAATATGGAGGCTGATC\nACTGGCTTTAACAAACTTACAACTGAGTTGAACAGACAGGGTAGCTTCCTGGAAATGAGA\nAGACAGCCTCTCTAAATGAGACGTGTATGTAAGACGACTTGATAGAATCACATAAATAAA\nTGAGGCTTAACAGAGCACATCACCAAATGAGCCCAGGACAGAAGGCCTGGATTCAAAGGC\nTCTGAGGCACAACTAGAGTGGGGCTTACTGAAGCTTAGGTAAAAAATGTTACAAATAGGG\nGGCCAAGAGGGGGAATTTAAAGTCAAGAGAGTGAGTGAATTTTAATGGAGTCTGGATGTG\nTTTGGCACATGAAGATCTGACAGCTACGGATGGATTTCTTTGGGGGCACAAATGGCTAAA\nAGGTCAGGAGGGCAGGTGGAGGTGTTCTTGGAAGAGTTAAAGTCTTAGTTCCATCACCAT\nGGTATTAGCTCCTCCCTCTCTCTGACTGTGACAGACTTATTCAGGGTTTATAATGAACTT\nTCCTCACATCCCAAATGACCAAAAGTAAATAGAATTCAAGTTCTTTCCCAAGAAATCTTG\nCTTCTGTGCTACTATTACTAATTTTGATGTTTCCAAACTGCTTTTGTGTCTGTAGTTTTG\nCTAAATGTGCTCCACAGTACAAGAAAGTCAGATGTATCCCCCGTTCTATGAAGAAGCTGA\nGGTCCAGAGAAGGTAAATTGCCTGCCCCAGAAGGCTCGTGATGCTGCTGAGCTACCATGC\nTTACGTTAATGACCTGTGTCGAAAGTTAGAGAAGAAGAAGATGTTAATACAGGTGTGGAT\nTTCTAAAAGTCCTCACATTGGGTCATCCAACCGTACTAGGTATCTGGGTATAAGGTAGAG\nCTTATTATTAATGTTATTTACTCTCTAGAAGAGCTGTTCCCAAACTTCTATGGGAACTGG\nTTATATCATTGTTACATCTAAGTCAATAGCTAATATCCTTCTTAAATTCAGTTATCTATC\nTTCTAAGGTTCAATTTCTTGATCCATAACTAAAAGCTTGATATTAGTGAGTTTTAGCTAG\nTGTTTAACGTATAAATGTATCCCTTTAAAAAGGAGAGATTTGATGTCAATGACAATAATG\nCTAACTCATTAATTTTTGTTAGATTTGTAAATTTTCATTTTTATCTTATCTGCCTTATTA\nTATTTAAATAACAGAAACTTGCTCAAACCACAGCATTTTTAAAAACATGAAAAAAAGTAA\nATAATTGAAGTGTTTAGCTTGGAATCCCTTCCCCCAGAAGCAGCCCTATGGTGACCAGTC\nCTGAGGATCAATAAGGACAGATAAGTAAGCAAGCTTTTCCTCAGCTGCTTACATAGTCTC\nTCTGACCCTCTGGATAATGAGCTGTCCCTGAGCCAATAACAAGGTCTGACAACAGGGATT\nTCTGACTAGGCAGGATGGATTCTGGAACACATACCTTTCAGGAAGTAAGAGCTATATCAA\nCTGGCTGGTAATGCCACCCAATCAAATGGAGTAGAGAGACCAGTTTCTGAACAGAGAAGG\nGCTATATCCAGAAGAAGGAGGGGAGTCTGGCAAGGCAGAAATAAAAGATGCCCATTTGTA\nATAGTCTTTGTACCTTATATACCACAATCAGGCTCCAATAAAATTACTAAGAGAGATAAA\nACATCAATCAAGCACTGGCCAAATTTCCTTCAAAATAAATATATTTAAAGAAACCGAATT\nATCTGATTTTTTTTTGGAAGATCAAACAAATCTCACCTTCTGTAAAAATGAAATGGCAAT\nTACTATATATGACTTAAGATAATTCACTGAGCTACACATGCAAAGTATTTAGTACTGCTC\nTCAGCCCAAAGCAAATACAGGCTCAGTATTAGTAAGTGTTTGCTTTATCTTAAACTAACA\nTAAAATGACTATCCTTCTATCTATCTGAACTTAGCTCTTTGGATTCCTGTATGAGCCAAA\nCTCAAGTAAAAAAAAAATTAGTAATTACCTAATTCTGTCTCGGCACCCAAGTCTAGGAAG\nCAAATGACCACGTTTTTTGCATTTGGGAAAAAGATGTTTCCAGGGTCACGAAAACCCATT\nCCAGTCACACACAGATTGAAATTTACATTCCTGCCTTCAATCACCAACAAAAGTCTCTTA\nCCCTCTGAAGAGAAATGACTAAAGTATAGGCAGCAATATGTTCTCTCTGGCAAATGTCAG\nACGCATGCCTTTCAGAGCTGCCACACATGATGGGGCGGCGGCTGCAAGAGCATCTCTGTT\nAAAAATTAATTGCATGGCTGCTTTGCAAAGCTTAATAGCAGTTTGGAGAACATATGTTGC\nAAATATAGGTAGCGGTTTCTCATTGAGCTCTGCGCCAGGATGTGATTTTTAATGGAACAC\nATGGTATTTAGCCTGGTCATCATCAAAGGTTCTGAAAACCGGCTTAACAAAGACCATATA\nTAAATGTGGTAAATACCGAGCAAGGGAAACTGCAAGTGAGGAGAACCAAATTCCGGTGTC\nAAGGTAACACTGGCTGGTGGCTCACACTGTATCATAATGAATGCTCTTTACAATCCTGGA\nTATTGAAGTCTCAGTCTCACAGTCTAGACCTGGGGAAGCAATTTCCTGAGTGGTAGATCC\nAATTCATCTCCCCGAGCAACATCATGCATACTTGCAGTATTAGCTATCTGCACATTGGTG\nGTTTCCAAATCAGACCTTCAGCACCAGCCTGGCCCCCAGGCTCTAGCAACTACAAACCCA\nAACTTATCAAATTTATCCCCTTGCTTATCCCACAGGTGCCTCAAACTCAGTCCCTCGACT\nCCCTGCAAAGATTTCTGGGCTTCATCCTCATCTATATACTTTCAGTTCATGGGTGGTGAT\nGCCATTTGGCCTGTTGACTGGGACCCATCTTTGATTCTGAGCTGTCTCTCATCCACCCAC\nCCTAGTTAGCCTCAGGCTGAGCTCTGCCCGATTTCTCAGACTCTGTCAAAACTGGTTCTT\nCCCACCTGTTACCCCCTTTCTCTCTCCTTGGCAGAAGCACACATCCTACCTGGGCCATCT\nGTGCTGCCTCTTGCCTGCTACCTGCTTCTGATCTCTTTGTACTGTTGTCTTTCCTTAAAA\nCTTCACCAAAAGTGTATTTAAAAGATCTAAGCTGTCATTTTTCCATTGAAAATTTCTACT\nGATACTTGATGGTGCCTGAGATGAGCCTCAAGCTTCTAATACTCCACATGACTGATCTAA\nACATCAAGCCTCTGCCAAGCCATTGTCCCTTCCCAGGGCTCCAACCTCAGTTCCTCCATT\nGCTTCACAATGACCACACTCTGATACACAAGTTTCAAGGTGACTGTGTCATTTTGGAGTA\nGGCTTATGTAAGATGCAATCATCTGATGGACTGAACATGAAACATATCAGGCTGCTCCCA\nTGTAACATTACAGTCACTTTTCAAATAAGTAGGAAAATACCATAAAGATTATAAGCATAA\nTGGAGCAAACTCATGACCCAGTAACAGAACTGCTGCTCCTATTGTAAAGAAGAATGCATT\nGTACCCAGTCATATGTGCTACACTTTAATACAGATGCCAACATAGGAAGCTCATTTATAC\nCAGCATCGCCAAAACCTGACTGATGTATCACACCTCTGCACTGGGGTGACATCACCACAA\nACCTGAGTGATGTACTGTGCTGGGCTGGCTTTGTGCCACTCACAGTAGAAATGTACAATC\nCTGCTATAATCTTACAGGACCACTGTCCTTTGAGCAGTCAGCCCTTTGTTGACCAAAATG\nTTACATGGTACACAGGCGTACTTCTGTCCACCAAGAACACTGACTCAAGACTGATACTTT\nCAAACAGATGTTTTCCTGTGGTTTCTTTTATTGCTATGTGATTATCTAACATACACATCT\nGCTTTCCTTAATAGATCGTGTCTCATAAACAGAGTGCATCTTGTCTACTCACCCAACACA\nCTTTATTGAGCAGCTATTCTCTTCCTGACACTCAAGCTTTCTTTCTGGTGCCTGGGATTA\nAGCCTGGGTCATGGTGCATGCTAGGAAGGCACCTTGCTAGTGATCTGTGTGTGTCTTTGG\nTTCCTAATATGCTTCCACACAAGGGATAAAGCAGCAAACAAGACAAACAAGGCTTCCGCA\nGTCACCAAGCTTATGGTTTCTTTTGGAAAAGCAAAAAAAAAAAACGAAACCAACTGGGCA\nCAGACAGGTGAGCCATCAGGAAAGAAACGCCTTATACCTAGTTAAATGGTGATTTTCAGA\nCAGTGTTCAGATGGCAGTTTAGACTAGGTGGTGGCAGAAACTTTCTCGTGGAGGTGGCAC\nATAGCTGAAGAGGGAATGGCAAAAAGAAGACCATGGTAAAGTGTCTTGAACACTGTAGAG\nTAGGAAAGAGGCCCATACCAAAACCAAGAGTGCTAGTGGTAAAAAGGAGTCCAGCGAGGT\nACACTCTAGAAATCTCATCAAAACAGAGTTTGTGGAAGAGGAAAATGACACAGAACCATT\nTTGGAGAATGTGCATAATTAAGGAGGCAGAGGGAAGAGAAAGATTATCTCCCCAGGGGAA\nGACCACAGGTAGGTGTTGGGTGTTGTTATGGGGGTGGGGGTGCGGTGGCAGGAGAGATTC\nTGGCCTCAATGAAGCTGAGGAGTCACAGAGGAGCCACAGAGGAGAAGGAAACCGGATTTG\nTTGTGACTGGCTGAGGAACCACATTTCAAGTCCTCTGGGTGAGACCCGCATTCGACCTAT\nCTGCACTTGGGAGACTCTGGGTTTCCAGAAGGAACCGCTAGACGGCTGTCTATAACAGGG\nATGCTCTGGGGGAACTGCTCTGTAGCGGAGTCTAGCTTGCCCTTCAGAAGGCCAGTGGTG\nGGACTGTGGGGAGGGTGGCATCCTAGCATTCACCACACTGGGCTGAGAATAGAGTTTGAA\nGAATAATAGATTGTCATTCACTTAGCTCCACTGAATGGAAGGTGCTGCTTGCAGTAGAAT\nTTTCTGGCAGTAAGGCCTGATGGGCAGGCAACAGAGCAGGCTGCAGCAGACCAGTGATTA\nGATCTGGGGCAGAAGCATGTCTTGAGCGACACAGAAATCCTAAAGAGAAGGAAGAACAAA\nGCCATGCCCAAGATAGGGCTTTGGCCCAGCTAGGATTAAAGTGACATTGTACTGATGCAC\nGATGAAAGGCAGCATTTGAGTGAGATAAATGTTACCTTGACTTTTCAATCAACTTTGTTC\nACGTGAAACATACCACCTGGCCTGGTCTAATCGGCTGTGGAGATTTTCTGCCCTGTGTTT\nAGTGCCATTCCATCATAAGATGGCACTTTTCTGCAGGGCACAACTGAGCTAAGAACATGT\nGGACGAAACAAATATTAATGTCCCAAATGAGCTATTTAACTCTCATGTGTGGGAAGACCC\nAGCATTTCTGCCACCACTTATACACTTGTGACTTCAGATAACCCCAACTCAGTATAAGGA\nGTTCCTGTGAGGTACGCTGGACTTGCCTGTGCTCGACACTGGGAACTTGACATGATGTCA\nTCACTGGAGCCTGTAATCTTCTGGGAGTTATCCTCACTTACATGGTAGGCAAGGGGGCAC\nATTGTCACCACAACCACAGTTGGCTTGCTGACCATAGGACTGACAAGATCCTCTTCACAA\nGGCCTGGGTTGCCTATAATTGTTGCTTCTAAATTCTTGAGGTACACAGTACCCCTGGGTC\nCCAAACTATGTCTGAGTCGACAAGGAAGAGCTGTGCAAATCTCTGTTGAGGTCCCTTCAG\nAAACCCACACCGTCAAGTGTGCCATTAAGGTGAGACTTAAGTGAACAGAATACTGAGATT\nCTGTGAATGAAGAGGGGATCAGCAGTGTTTAGAGTAAGTTTTAACCACTGCAGCATATTG\nTTCATTGCCTGTAACTTAATGTCGTGTTCCTTGATGGTCTTTTACTCTTTGGTTTGAAAC\nCTATCCATGTGGCTTTACTCAGAGTCCACAGTCCATAGCTAACAGGTTGAACAATAGGCT\nGATCTCTGAAGAAGCCAAGACTATGATCACAGCACAGAGTCATCTATGTATAGCTCTGTG\nTGCACATGCGTGTTGGAAGTCAGCCTAGGTTCTGAAGCCATCCGTCTCCCTTGATTGTGA\nGGCAGTCTCTCTCTAGGACTTGGAGCTCACTGACTGGGATTGGTTGGACAGCAAGCACTA\nAGACTATTTCTGTCTCTATTTCTCCAGAACTGGATTATAAGCATATGCCCACACATCCAA\nCTTTTTATGTGGCTGTTGGGATCAAATCAAGTCCTCATGATTAAAGTTGACTTGCTTAGC\nCATGCTCCCAGTCCCTGAAGAAGCCAGCTTCATTTTCCTACTACAAAGACCTTGCCCTTT\nGAATTTTTAGATTTTCCTCTAAACTGTACATCTGGGAATCACTTGTTTAGTGCTGCACTG\nTGCTGGGTTGCAGAGAACACCCAGCGTGTGTGTAAATCACTAGGAAATGTCTGATTTGCT\nTGCTTTGTGACCTCTAAGGTCACGGAATTTAGTTCTCATTGATTGTGGAAGCTGATAAAG\nCAATAGCCTTGCTTCTTTTACATGCTTGGTATTTAAGCTAATAACTTGTTTTGTGTCTTT\nATTGCCCATGTGTCAAGGTAAAAGAGGGACATAGTTTGGTACTAAGTCTCAAATGTGTTT\nTTTCCTTATGAGGGGCTTGAGTGTAATTGAGCTGTAATGAGCATGGCTAAGGTCATTTCC\nCAAGAATTAATGAACAGAAGGATGTGTTCTTGGCCAGAGGCTGAGTCTTTGGTCATTAAC\nCTAGTTGGTCATTAATATTGTTTAGGAATGCTTTACACCAGGCCATTACACCCCTCGCCA\nTATGCTACTACCACAGGGAAACGAGAACATTACCTGTGTCAATAACTATTTGTTTTCTTT\nCTGTTCTTCTGGCTACTGATACTTTTACAGCCCTTTTAATACTTTTTCCAAAGGCCTGAA\nGCACCAAGGTCATGAAGGAGAGAAAGGGAAGGGAGTGGAGGAAAGGAGAGGGGAGGGGGA\nAGGAGAGGAGGGGTGTGAGGGGGGGGGGAAGGAAGAGAGGAGGGAGGAAAGCCCAGGAAG\nAAGAGGGTAGCTCTCAGCGAGCAGAGTTGAATCTGAGTCATGATGAAGTTCATGCTCTTT\nTCCATGTTTGGATCTTAAATTTTCCTCAAATATGTTTTGAAAATTTCAGGCTAGTACCTG\nGACAGGGACATCAGTAGTCTGGGCTTTGCAGAGTAAATCTGTGATTGCTTTGGAGACTAT\nGTGACCAAGTTCTTTCTCCCTAAGCAGCAAACCCTGGGTCTCTTCTCTTCCCTTTCTGAC\nTTGCTCTCCTTCTTCTCGGGGCTCTTTCCCTTCCTCACATTTTCCCATTCTAAAACAATT\nCATGGAGGATGTCAGGCAATGTCATCTCGGTATGTGCTGAGGAATGAATATGTGTCTAAA\nTACCACTTGACCCCTCCTGTCAAGAAATTTAGAGTTAGAAAGGCCAATAAACAAATAACT\nTCAATGCAGTCAGGTAAATGTTACAGCAGAGAAATCTCAATGTATTTTAGAGCAAAGGCA\nCATAATCCAGGGCCCTGCAAAGTGGCTCCAAAGGTTCTGGTGGGGTTTTGTCTGTGGCAG\nAGGCTTACAATGTAGCCAAGGCTTGCCTGGAATTCACTATGGAGTTGAGATTGCCCTCAA\nTTCACATTATCTTCCTTTCTCTACCAGTGAAATGCCAGAATCATAGTATACACTGCCACA\nCCCAGCTTCTGGTGGGATTTGAAAGGTTTGGTGAGCTTATAGAAGCCATAGGTGATGGTG\nGGGCATAGATCCAGGTATAAGAAATGGCAACAGATTACTCTAGTGCAGGCGAAAGAGTCC\nAAAGTCCCAGCAACTGTGTCATGATCTTGTACAGACAAGAGGGAATCGGGAAGAAGAGAC\nCAAGATTGCCCGGAGCAGACATTAAATACCTACTGGATACACAGTAAGGAGTTTGAACAT\nTGTCTGGAATTCCATGAGCAATCATTCACAATTTTAAACATAGGATAACATGTTAAGATC\nTGAGCTATAGAAACGTTACTCTAGAAATTTGGTTTGAATGTAAAAATGTCTCAATATGTC\nTGTGTTTCTATACTTGGTCCCCAGCTTGGGAAAGACCTTGAAATGAGCCTCCCTGGTAAC\nAGTGGATGGACTTGTAGATGTCTTATCATGGTCCTACTTCCTGTCTTCTTTCTGCTTCCT\nGCTTGAGGATGCAGTGTGAACAGTACTCCTTCACACTCCTGCTTTCCCAGTACGATGGAT\nTGTATGCCTTAAAACTGTAAGCCAGGGGGAAACCTCTCCTCCCTTATGCTGCATCTTGTA\nAGGTGTTTGTTCACAGCAACAAGAAACATATTTAATAAAGGAGGCCACATGGAAATGGGT\nTAAAAGAAGCAGTGGACCCTCGGACAGGGAACTCAAGTAAAAGGCAGACAATTGAGAAGT\nACAATGGGCATCATGAATAGAGGAACCAATGCATTGTGGGAGGAGACACGGTGGGAAACA\nGAGATCTTCCCAGTGGCTCCCATTGACAAGTAAATTAAAAATGAACACTTGTTCAAGGGG\nCTTTAAATTAAAGTTCTTAAAATCTTCTGTGTGTGCATGTGTGTGTGCATGCATATGATT\nGCATGTGTGTGTGTGTGCATATGCACACACGCATGTACTTGCCATGGTGCCCATGTAAAG\nGGTCAAAAGACAACTTTTGGGAATCAGTTCTTCCTTGTTGAGGCAGGGTCCCTCTCCTTG\nTTTCTGCCACTGCACCCTATACCACAGGCCAGCTGGCCTGAGAGCTGAGAATTTTGTCAC\nTGCCACTGTCTTCCCCATAGTGGTGCTAGGATTACAGATGTGCATTACCACATCTAGCTT\nTCTATGTGACTTCTAGAGATATGGGATCACCAGGCTTGCAGAGTCAACACTTTTACCCAC\nTGGGCCATGTCTCTAGTCATAACACAAGAGAGTCTTTTGGTTCACACATTGGGTTATAAG\nGTGAAGCTATGGCCAGACTCTGGATCTGGCTCCATACTTACCCTCACTCCCCTTAAGTAT\nTTAGGTTCTACTCTTGCTCGTGAGCCTTGCCTCCCTGCTGACTTTCCTCACAGATTCCAC\nCTCTTACAGTGTCTGATCTGTAGGCTTCCTCATTCAAACCTAAGGAGGGAGAGAGTAGAA\nGCAATGAATTCCATTTCTTCAGTTCAAGTGATAGAGAGTCCTGCCAAGGGACTTTTTGTG\nATCCCATCACATGGTAGAGGCAGAAAGACAAGAGGCCAAGACTACTAAACGTACCCTTTT\nAGAAAGACATCAATCTCCCTCATGGCCTATACCATATCAAACAGGTCTATTAATATAGTT\nACAGTGACATACATTTCAATATGATTTTTTGGAAGAGACAAACTTTCTGACAAGCAGTTG\nTCTTCATTTTGTACTGAGAGGGGTGGAATGACCATGCTTAGCTTAGCTGTGCCAGTGTCT\nGCTGTTGTGGTAGAAATGGGCTCATTCCAACAATCAGATTTGAAAGCAGAAAGTGGTATC\nAGTGTAGACAGCCTGTGGTGTCTGTGGTTGAAAGAACAGCCCATGTAGAAGAACTACATG\nGAGAAAAGGAGGTTAGTGTATGGGTAATGAATTTATTAAGAACAAGGACTATGACTCCTT\nCACCATTTATCTTGGTTCAGCACTTAGTTGAATGCCTACATATATAGCACATGCTCAGAA\nCATTTTTCATGTGAATGAAGATGCCTTGGAAGAGATTCTATTAGAACTCCATGGTACAGA\nCCAGGTGATAGGGTATACAAAGAGTTTCAGCAGAAGTAAATATCCACAGACATCGTGTGT\nGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTATACACATGGTACTTATGGC\nTATTATATCTATTGCTAATAATGATATATATAGAGAAGACAGAGGTTACTACTAGTTCCT\nTCCTCCACCTCTTCTCCACTTTAGATTTTGAGATGGGGATCTCTCACTAAACCTGGATCT\nTGCTTATTTTGGCTAGACTGACTGGCCAGCCATCCCTGGTATTTACCTGTCTCAAACCCC\nAATGTTAGGGCTACAGGTGTGTGCCAGCTTTGCCTAGCTTTTCATGTAGATGCTGGGGAT\nCCAAACTCATGTCCTTGTGATTATGTGGAAAGCATTTTACCCACTGAGTTGACTCCCCAG\nATCTTTACTCTTATATTCTTGTCTTTCTAGTACCTTATCATATGTGCCTTTCTGTTTAAG\nCTAATTAGAGTAGGTTCTGTTGTCTGAAGCCAAGGATTCTAAAAACCTCCTCTGCAGCTT\nTCATGGAAATAAGGCAAGAAGTCAGCCATCAGTCTAGTCTCATTGCAAAGAGGAAGCATG\nCTAATGACTACTGTGTAGACAACCAAGACCACAATCTCTGGGTAAATGCAGGCATAGTAG\nGAATGCAAATAAATAGGACAGACGAGAGAGACACTTTTTATTCTTCATTCAGGACATTTG\nCTTCTCCCAGAGAAAGCCCAGAATACTCAAATATAGTCATTATTCTGTGAAAGTTGGTCC\nTGTAAAGAGTATGAAGCTTAGACTATCTTAATCTCTTACTGCTGCAGACTTCACCACAGG\nCATGTCCACTGTCCAGATACCAGCATAACAGAATAGTTAGAATGTGATGAGGAAATAAAG\nAGCAAGCCATGATTTAAAAATGAGTATTTTTAATTATGGTCATATACACAAAAAGTAATA\nTCAGAAAGATTTTGAAACTTTATGTAGATATCCAGCATACACATGTGCAGTCTAAATCAT\nGAAGTGTGAATATCATTACTTGAAAGTTCCTTTTTTTTTTAGGTTTATAAATGAAAACAC\nCTTTATGGCTAAAATGTTCTTAAATATAAATAAAAACATAATAAAAATGAGCTTACCCCC\nCATGCCAGGTTTTAGTTTCTTGTATCCTTCCAGAGACTCCCTGGGCATATGTGATCTCTT\nTCCTTGTCACTCCCTACAGCTCAATCACATTCTTTACAAAGGCTGTACAGGTTTTGTTAC\nTTGGATGACTCATAATATATTTAATAGTCCCTCACTGATGGGTACTTAGGCTAGTTTAAT\nACATTACCATTACAAACTACTCTACGGTGATGCTCGTACACGTGCAGGCATCTTTGTGCA\nAGTGGCTGGCACATGGCATGGCACAAAATTCTAGGTGGGGAAGGATAGATCAAGACAATA\nTCTCCTCACATTTTTATAAATATTATACAATTACTTCAATGGCACCCTGCCAATCATTCT\nCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCATTTCAACTTCGGAA\nGCTTGAGTTCAGTAAGATCCAGTTCATAGGGGCTGGTTGCAGGGAGATGGAGTGTAAGAA\nGTAAGGTAGTCTCTAAAGGGTATTTATAATCTTACTGTATAAACAATTACAGCATTAAAT\nGTCTACAAAATTCAAGTGGCAAATGAGCTGAGAATATCAATTGCACATCTGCCGCATCTC\nAAAGGCAGATGGCCTTTTAATTTTATATCCCAAGAATTACACCCAAATTTCATTCCTCTC\nCCCAGAACGCTTCCTCACTCTTTTTACTTTCACACTTTTCAAATATCACGTGCATTTTAA\nCATAAACTGCCACAAAACTATCTTGTATCTCCCACTGTAAAGACATCAAGAACTGATTGA\nCATTTAACCCATGGACCCATAAAAAAAAAGACTATAAGGCACCATCTCTGTTGTCAGGGA\nCCTTACAATCTAGGTTGAGAAATCAACATTTAAAACCAAGTGGTGATATGCCAGAGGAAG\nGGGAACAAGTGTTCTGCTGTATAATTTAACTATCCACACTTGGAAAGACAAAGAAGGGAG\nAGATTGTTTTTCATAAGAGCGGCTGTCAGAGATGCTTAGGAGACAGATGGGTGTTGGCTT\nGGGCTGGGGCACAAGAAAAAGAAAGGCAGGAAGAAAGAAAGGAGGAGCAAATGAGGTTGA\nGTAGTATATAGGCTGGAGGGAGAGTGGATGAGATTGTGTACCTATGGGAGGGAACAGTGG\nGACCATGGAACAAAAGACCCTGCTTGGGATGAGTAACAGGAGGTGACCAGGAGCCATTAC\nAGCCTACTGATGAGGGCATCCAATGAAAGATGGTCTGTACTGTGTTCAGGATATTCCTGC\nAGAACCAAACTGGCTCAGATCTGGTCACATGCGCACAGCAACAGGAGTTACAATTGACAT\nTTTAGTGTCACCCGCGTGTAATATGGTCCTTATGGTTAAAGCTTTGTGAATTTACCTAAA\nTATATTGAGTTCCCAGAGGTTATCAAGGCTGTCTGCCCAACAAGCATTGTTTGAAGGAAG\nACTTGGGTCATGGTGGGAGTCATCCAACAAGGGGATGAGTGTGCAGGTTCCCAGGTCTGT\nGGCCACAGAGGGCTGTACTTGTAGTGATTGGTAGAGAGGAACACTGCTGGTAGAACTCAG\nGCTTAGAGATATGTAAGGACAAGAAAGGAAAATCTATGTATTACTCATTGTACCCAGTCT\nCGTACTGAGTACCAAAGGGGAGCAGAGCACTGTCCAAGACAGTATTCCATCCAGGGACCT\nTCAATGTGGGCTGGCTGAGAGCATAAAGAAGAAAGGACAAGGACAAGTAATGAGAAACCA\nATGAGAGATGGGCAGAAATGCTATGGAGATTCAAAGAGGAGCTCTTGGATGACAGGGGAA\nCCAGGATAATTAAGTATTGGACCTCTCTCGAGGGGGTATTAGAGCCCAGGTTACAGTGTT\nGAGAAGAGTAGAAGGAACATGTATGAAAACCAGAGCACAATAAATTCCCTTTTGTCTTTG\nTGTAGTCTTTCATTTTAGTAGGAGGCTGGGTATCAGAGCTCATAGGCCCCATTTGTATAC\nCTGTGAACACGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT\nATGTGTGTGTATGTGTGTGTGTGTGTGTGTGTGTGTGGTGTGTGTTTGTGTGTGTGTGTA\nTGTGTTTGTATGTGTTTGTGTTTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG\nTGTGTGTTACATGTGGAGGCCCAAGGTTAACACCAGTTAGTATCTTCTTCAGTTGTTCTT\nTACTTTAAAGTCTGACACAATCTCACCCTGAACCTGGACCTTACTGATTCAAATAGGCTG\nACTAGCTAGCAGGCCACATGGCTCTTCCAATCTCCACTTCCACAGAGCTGTGATTGTGGC\nCATAGACTTGATATAGCACCATGGGTTCCAGGGGGACATGTCACAATCAGGTTCTAATGG\nACTCATGGCAAGTGGTTTACTGACTGAGCCATATCTGCAGCTCCAGAACACCCTCTTAGT\nAAACAGCCACAATGGCGTGGACACACTTCCAATCAATGCCTCCAGTTCTTTGAAGGAGGC\nAGTAGCTGTTAAACCTGAGACTTAAAAGCAGTGCACGAACTGCTCTGAGATGAAAGACAT\nATACGGAGGGAGAAGCATCTTTGAATTTAAAAAAAGAATTCACTATTTCATATGAAAGCC\nAGGCTGTCTTTCCCCCTCAATCTGCTTCTGCATAATTTTAGTCTATTTTTCTAATTATGG\nTAACTGAACAAGAAAAGTCCCAACTGCTGTTCACATTCTTACAACTTCTCCTCAAGGAGA\nAAAAAAAATAATAACTTGGAAGTCCGTATCTGTGCCAGAGAAAATGGAACAAAGACAGGG\nTGTTAATTTTCTTTGTGTAAGTTGTCTTTGGCACATTTCTTTCCTTTCCTGCCCAAATAA\nTTTTAAAAAGGAGTATCATTGAAGACCAATTAAAGGGATTTGGATGAGGTTCTGAGTTTG\nCGGTTGGTATCAATCAATTGTGCAATTTGGCCATCACTAGCCCTTCAAAAATGGCTACAT\nTTAACTGTAGCTGAAGGAATAGAAATGAGATGGAGCCCTCTTTTGTCTGAACAACAGCTT\nCAAAGGGCTGAAAATGTGGGGGTTTCTTCATTCTTTGAATCAGAGGTTGTCCATTTGGCA\nAGGAGAAAATGTAGCCAATGTGCCTTGGATTCTTGGCCAGTGAATGCTGGCCCGCTACTT\nCCAACAACAGAATCATAATGAATCCAATAGAGAGGAAGAAAGGACAGCAGGGCAGGAGAT\nGGGAAACTGGAGTTCGGACTCTGTGAGGGAGTACTGCGACTGAAAACACAAGCAGCCATA\nTCCTTCGGTGTGCCTGTATCACCAGTCCTGTTGAGACCAGTCCCCTGGCATTTCTCTAGA\nGCTCGCTGGGGACGCCAACGGATGGTGTTAGACAACACTGTTGATGGAGGCTTCCCAATC\nCCCACTCCTTATTTCTGAAAGTCCCTAGTACAGCTGACTGCCTGTCTTTCAAGTTATCAC\nCTTGCAAAAGGACTACTTCTTGGTTTTCTCTCTAGTTTTCTCTTGTGGTTAGCAAATTGG\nAGCGGTGTTCAGTGGGAGAGAGGGGGCTCTTCCTTCAGGTCAATGTAAAGCCTTGTTTCT\nGGGGTGTCTATAAGACACAACAGAGATTATGTATCTGTGCATTCTTTTTTAAGCTTATTT\nCTGGAGAGTGTATTCCCACCGAGGACCCTCCTCCTGATTGGCTGGTAGATCACCCTGCAA\nGTTTCTGTTCCATTATGATATGTTGACTTCACCCTTGAATATTATTTCTGACTTATCCTT\nGGGCTCAAATTAGGAGCTTTCTGATATTTATCATGTTCCTGGTGACAGTGGAATGCAAAA\nAATAAACAAAAAACACAATGTAGCAAAGAGAAGTATGAAAAGTCAGACACCAAGAATAAA\nAGAAAACACAGCCATTCAAGACCAGCTAAAGGGGATTTGAATGGGAGGCTCAGAGTCTGC\nAGTTTGTACAAATCAATAGTGCAATTTGACCATCAATAGACTTTGAAAGGCTCTTCCAAA\nATGGTTGCATTTAACTGTAGCTGAGGGTTAGAAATGAACTCCAGTGAAGAGTCCTCCTTT\nGTTTAAAAGCCTGAGCTTCAGATGACTGGGAAGTGGTTTTCCCCTTCAATGTTCAAACCA\nATGTTTGTCGATTAGCAGTGTGTACTGGTGACAGAGAAGAGTAAAAACATCTTCCCTCAA\nGCAACACTCTGTTTCAAGTGGTTTCCATTTTCTTGGACCCTGTGTCAGATAGGGATTAGA\nATCTTCTTAAAACCCAAAACAAATATCTTTATATAGTTATGAATTTCCTAAATTCTCAAT\nCATTTTCTCAGGATCCCCCTTTCCTTCATATCCCAACCCCCTCCTCAGCACATACACATT\nTCTACAGGCTGAGAGTTTCAGATATATGAAATAAGCTGTAGCTTTTGGTTGGTGGTTGAA\nTCATGTCACATTTTTCAAGAGCTGGATGAATGTAAGGTGAGAAACATGAACACTACTCCT\nCAGGCAGAGCCTCCCTGGGTGTTTGCTTAGTCACAAGCTCTTCTCTCCATCTTTTCTTAT\nAGCAAGTACAGTTTCCTATAGCAGCCTGGTTTGAACTGTGGCTTAAATGCTAGACCAAAC\nTTCTTTAGCCCTTTTCCATGTAGAAAATACACAGCACATTGTACAGAAGGCCCTTGTCTA\nTAGTTCTTAATATTCATGGTTGCTTAAGCATTTCCTTCATTTACCATCAAAGCCATGCAG\nGAAGATGAAGAAGTTAACTCAGAGCACAGCAGAGGCAGGGGCGAGGCCCTACCCAGCTAG\nCTTATCCTCTGTGCTTAACAGTGGCAAGCAGATATCTGAGTTCTTTTGCAATGTTAAAAA\nAAGAACTATGTTTGCTGTCTCCTAAGAATGAAAGGGCTGGGGTCATGGGATGGTGATTGA\nTAGGATAATCAAAAAGAAACCTGGAGCAAATGACTGGATTGATATGCAAAATAAAAGACT\nGGGCTTATGATCTGCAAGAGATGAGCTATCCAGAGAAATTTTTAGAATACCAAGAGAGAA\nCTGCTTGGAGAACTGTCTCAAGCAGGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAG\nAGAGAGAGAGAGAGAGTCTGGAAAGCTGTCTCAAGCAGAAATAGGTCACCATCAGCTTGG\nACCCATGATTTGACCTCAAGTCATTTGTTTAATAACTCTCTAAGCCAAGGCTGGTCCTTG\nACAGGCCCAAGTATTGATACACCAGTATCCCTTTGCCCCTGGGTGAGAGCAGCCATTGGA\nGAATTTATTCTCAGGAACATATTCTTTCTATTTGTGGTGTGCTTGTGAGGAAAGATAGCT\nCTTCTGGTAGACAACAGAGTTCTCAGACAGAGAAACTCTCAGTCAACAGCACAGTTGGGA\nAGGGACCCAGCGGTCTTTTCTCACTGTCCCAGTGAGCAGATGCATCCACTCTGAGCTTGG\nTCAACCATTCCTTCAGTGAACACCCAGAATGGCACATAGGTAACAGCATGAGAGAATGGG\nAAATGAGGTTGCACCTTATGAGATAAAAATATGCTACCTATAGATGCCAAGAATGAAACC\nATACATTTTACCAAATGACATCCCCTAAGGTCATAATCCTTAGCGAGATGCTAAGCAGTC\nAAAGCCAGATGGACACAGTGACCCTCCAGTGATGGAAATGCTCATGGAGCAAAAGTCTAC\nAGTGAACAGCAAGGGAGTGGAGACTGTGTGGGAAAGATAAGGCTGCTGTGCCTGGATGGG\nGAGAATATAAAACAGCATAGCTGCAAAGGAAGAAAGCATGTCAAGTCCTAAAAACCAAAA\nACCAAACCAATCCACAACATCCACAAAAAGTTTAAAAATAAAATCCTTGTAATATCCAAC\nAATTCTGCGATGGAGATTGGGAGCAGATCTTAGGAGCTTCCTGGGCATTTTTCTAACAGC\nATTCCAACAACAGGCAGAAGATGGAAACTGCCTAGGCTCCCATCACTGGTGCGTGTATAA\nACCTGTGTCACGTGCATGCAATGGAATATTTCCTATGAAAAGGATAGATCTGACATATGC\nCAAAATATGGACAAACCTTAAGGACATTATGCTATGTGAAATGAGCCACTCACAAAAATA\nTAAATATTATACAATTCTACTTACATAAGGTGTATCTGATAATAAAATTAAGAGAGAGAG\nAAAAAGTTGAATGATGGCTATAAGGGCTAGAGGTTAATTGGGATCAGAGAAGGAAAAAGC\nTATTGGAATTCTGATCCCTCCACTTCTCATTTGTAAGTCTTAAATTCCCTTATCTCAGGT\nATAATAGATGTCCTGGTGTCTGCTGATGCAGCCCAACACAGTTGAATTCACTGGCTGCCC\nATTAGCACCACCTCCAATGCTAGGACCCCAAACATTTTAAAGAGGAAAGTTTTATGGATT\nAGATAGAAAGTGTCCTTTCCAGAAGCTTCTGTAATAAGGGCTTGGTCCCCAGCTAGTTGT\nACCACATTATTGACTGCTGATTTGGTGACGATGTGTAATAATCAGTTCATGGCTGGATGG\nGCTGTTAGCAAGTGGGGCTTGGCTGTATAAGGTGTGCCTCTGTCTCCCTATCTGTCTCTC\nTTCCTTTTCCTGGCTACCATGAAATAAGCAGTGGTGTTCTTCTTCCACCACAGTACTCGG\nCCTCAGCAGAGGTTCAGACACAATAAAACCAGCCAGTTACTTGACACCCGTAAAACCATT\nAGCCAAAATAAATGTTTTAACTTCAATTGTTTTTCTTGGGCATCTTTTCAGTACTGAAAC\nCGAACACCAAGACGCTATAGATTTTCCTGCTTTATTTTTCATTTCCAGCAGGAGTTGAGG\nTTGATTGGCATTCCCAAAGCCAAGACACAGTAGCCAACTGCCGTTACTGAGAACTCGAGT\nGGACCATTTCTCCAATCACTGCTGGTGCTTGTCCGACTCAGAGACTACAACCTGAATAGC\nAGCATCAATCACCTTGACCAAGGGAAGCAGAGTGTGTGCTGGAGTAAGGATGTGCTCACA\nGCCTATTTGTGCAGCAGTTGGGTCCATGCTCTGGAGAACTGGTTTCATTCCTGATAGTGT\nTACACATAGGGGATGAGGGGACTCTGGAGGAACCTTTTGAAAGTGTTGCCAATACTGCTT\nTTGTAACTGGGTAGCCTTGTGGTTGGGCATAGGCATTGACATCTCACAAGGGGTCTTTGG\nAGAACTCTACAGTGACTCATCACTGTAGGGCAAACTTGGGAACCTTGGACTGGCCCTGTT\nTGAAGAATAGAATTCCCACTGGAGACATCTTTATTTATAGCATCTGGTTCCCCTATTTCT\nCCGGAATCAAAGACATTTTTCTCAATGATCTTGTCAAGTGCCCTATATTTGGATTCAAAG\nCTTAGGTACAGAATCTACTGCTGACCCTGTTCTGTTCCATGAAAATACTTCAAAAGAACT\nGCCTGATGCATTCTTATCTCTGTCTGTCTGTCTGTCTGTCTGTCAGTCTGTCTGCCTGTC\nTCCATATAAAGTGTCTTAACAATGGGGTTACTTGGATGCTACCCGAGTATCATCAGTCAG\nAATTTGCATGTTTTAGCAACTTCCATATTTAGCATCTTAACTCTTGTGTTTCTTTGCATT\nGTGTTTCATTGCAGTCTTGTTTCTTAGCATGATTAGAACTGCATCCGTTCCTTCCCTCAC\nGGTCATTCACAGTATTTTACGCAGATGGCCTTTGTGAGTGTCACTCAAATGCTGATCTCT\nATCACTGAACTACACAGCCTCATGAGGGCAAGGTCTTAGCCGGTCTTGGCCACCACAGCA\nGGCTGACAATTAGCCTAGTGCTTGGCTTGGAGAATTATCATAGGACATGAATAACTATAG\nAGTGGGCTCTGGAATTAAAAGGAAAACAAAACCTTGTGGAAACATAGCCATGTGTGCTAT\nACTGGGCAAGCAAATATGGGACAGAATATTTTTGTGATGCACAGAGCAGAGAGTCCAGAA\nAGGTCATACTCATGTTAGTCCATCGAAGTTCTAAGCTGTCTGTCTTGTGTAGTTGAGAAC\nTGATGGGTTCCGTAAAGTAATTCACTTCCACGTGTGAGTTACCTGGGCTACCTGGCTGTT\nCAAGAGACCCAGCCAAGACTTTGAACTCAGTGATTTCTGCAGTTGACTTGGAAAGGGGAA\nAACAGAACTCCTGGGATCTTATCAATTACTTAGGGTACATAGACTGTGTTCTTCAGTGGA\nCCCTGGGGTAAGCATGGTTCTTGAGTTTATATATCCTTCAGGTTTGACTTTGTGTGTTTA\nCCATTGCCTCTTTGTATTGTGTGTAGCCAGCAGAAAGCCCACCTAGCCTGTGAAAACATT\nATTCCCTTACTCCTCAACACCCCCCTACTCCTCCTCCCTCGGCTTAGCTTAGGCAAAGTA\nCACTTTATTGAATTCCTCTAATCTTTCCTGACAGATCAATTCTTCTGGGCTCTTAATTAT\nTCATGTGGCTCCCCCTTAAATTTCCTTCAGGCTACTGGCTCTTTTGAGGCAGTAGGCTAG\nTTCTGTCTCAGGCAGCTCATTTATTTCCCAGGAGGTGGGCATCTGTGCTCAGAGCCAGAA\nCTATAAAGAGGGCAGATGTGGGGATGGCTGAGGAGGCGGGAAGGGGGGCAGTGGTGAGGT\nGTCCTGCAGGGAAAGGAGTTAGAAGGTCTCGTTTTAAAATATTACTGTCCTGCTTAGGAG\nCTGGCAACGTTATTCAACATCTTCAGCAATCTCAACTGTAAAAGAATTTTTTAAAAGTTC\nATTAATTGTCTGGGACATCACAAATATCAAGTAGTAGGGTGTCACAAGTGGACCCTCCCT\nGAGAACCTTTAGCAGTTTTGTAAGCTTCAAACTTTTCTTCCTCTAGCACAGTGGCTCTCA\nACCCATGAGTCACAACCCCCATGGGGGTCACATATCAGATATTCTGCATATCAGATATTT\nATGATTCATAACAGTAGCAAAATTATAGTTATGAAGAAGCAAAAAAAATAATTTTATGTT\nTGAGGGTCACCACAGCATGAGGAACTGTATTAAAGGGTCTCAGCATCAGGAAGTTGTGAA\nGTACTGCTAACATATGGTTTTCTGCACAGTAGCTCCTCCGCGGCTGGCCATATGTGTATA\nTTCATACCATTGAGTCAGTATAGTTCTTTAATACAAGGTTTTACAGCTAGAATACACTCA\nGAACAAAGGAGAGTTTCCATGAAAAATTGGAAAGACATCATTCATTGGAACAGAATAGAA\nTAAAGACCCTTTAACACAAGAACCTTGTTGTCTTGTTTCTAGATTGTAGAATTAGCCTCC\nTTGCAATTCTCATGCCTATAAGACTTATCAACTATTCATTCTCCAAGACCAACCAGCCAA\nAGCACTGGATATCTTGTGACCAAGAAAAGAATGAAATTCTGAGCAATATGGGACCTTTGG\nTTACCCTGCAATAAACCACCTTTCCCCTCATACTGTAATACTCATACTCCGCCATAAAGT\nTAAACTACAAACACCATTTTATTGTGGAACAATGCCCTGACCATCTCGTTCTTTAATCTG\nGAATCTGAAGCCCTTCCCTAAAATCTACTACTCCAGCTTCATCTACGTGTCCTCCTCCTG\nCACATGTGGCAGCGAACAGCAGCTCCCTGTCTTCTGATGTCCTTTCACACACTGGCCTTT\nATTCAGTTACTTTCTATCTATCAACCTAGTCTTCAGATGTGATTTTTCCTGTAGAGTCTA\nTTAACACAAATCTAGATGACCACCAAATAGCTAGCCAACAGTCAGAGTGGAAGTCCAAGG\nCATAGGTGTGTCATAGTCAGATGTGTGTTGATAAACTGAAAAATTATGTCTTAAATTATA\nCCATGTAAAAATGCCCATGTAAAGCTGGGAATACAGCCCTGTGCCAGAGTCCCTGCCTAC\nCATGTATATGGCACTACATTCAGTTCCTTTTAGTGATGGGGAACACAACGACATGGGAGT\nGAAGGCAATGGGGGAATTACATCCCCTTGTGGTTAGGTTGCTACTGTCCTCAGACAGACT\nTCCATTCAGCATAAAGTTCACCCCAGATAGATACAGAAGACCAGCTGGGATTTTCTTTGT\nGGTTTTTTTTTCTATGAAAAAATATCCCTCTCTGCTAAGTCTATGAAAACTGAAAGGATG\nAAAACTAAACCAAGGAAAGCCAGCAGCTGTCCCTTACTGCTCCTCCTTGCACAATAATGA\nAGGCAAAGATGTAAGGATGAAGAAGCTGATGGTAACGATGCCCAGGAGTGGACTGGGGAT\nGGGGTGGAGCTGTACATACTTAAGCTGTGAATGATTACCTTAGACAGAAACCCAGGAATG\nATCAGCTTTGAGCATAAAGACTCAATGGCTTTTACTTGAGCCATTTTATAAGGATCTAGA\nGGTACTGTTGCTTTTCATTGGTATGCCTGAGATCCTGAGTGTTATCTATGGCCATTAGAC\nACTGATATCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTTTCTCTCTCTCT\nCTCTCTCTCTTTCTCTCTCTCTCTCTCTCTCGTGTGTGTGTTATTTGTACTGTAAGAAGA\nCATAGTCAAATGGTACCTTGGGGCAGTCTGGAAGCAGGTAGCAAAGAGTATCACATAATA\nGCACTTACTGTTAATCTATGAAGAAAATAATGTATTTCTTCTATTTCTGGTAATGGAGAA\nGTCCAAGACTGGCCAGCTGCATCTTTTGCTGCATCCCATAGTGAGACAGAGCAAGATTAT\nCAGCTTCTTCAGTGTCTTACCTGTGATGCTGAGGCCATTAGTGCCATGGTGAGGAAGCAG\nGAGCATCCTCTTGTCCTTCTCTAACCCTAACTGCTTCCCAAAGACCCATTCTCAAAATAC\nCATCAAGATAGGGATTTGAGGATTCCATTTCTAGTAAACTCAGAGCAGGATACATTCAAA\nCCAAACAAGGCTGGAGTACAGCTCAGTGGCAGAGTGATTAGCCAGCATGAGCTCCTGGGT\nTCTATCTCCACAGGTAGGTAAAGAAAGGAAAGAGGGAGATAGAGATCAGTGGATGGATCA\nAGCTGTAGCTTAAAATCTGGTGCTCAGAGTCTAAACAGGAGCCAAGGAGCTGGCTCAGCA\nGGCTAAGCAAATATGCACAAATATGGGGTCCTGCACTCACATAAAAAGCCAGATATGACA\nTTGTGCCCCTGAGATCCCAGCACTGGGGGCACAATAGGAAGGTCACAGGAGTTTGCTAAC\nCAGACAATCTATAATCAAAGTAGCTACATGGTCAGTGATAGAGCCTGCCTCTAAAAGCAA\nCTTGGGGTGAGGTGAGGAAGACACTCTAGTCAACTGCTGAGCTCTGCATGGCTGTGTAGA\nCACACAGGCACCTGTACACACACCCGTACTCACACACAGAGCTACACTTGGGGCTTGGCA\nGAGACAAGGACAGGATGGCCTTCCCAAAAAGATGGCAAGGGTGAGTGAGGGTGGGAGGGG\nACCTCCTGTGGTCAGAGGATTCTGCATTTTATAGCCTTGAGCAGGAGGCCCGGCATTCTC\nCTTTCACAGAGCACTAGTCCATGCTTGTGCCTTTGCCTCTGCGTTTCTGCCTGTAAGTAG\nCCTTGTTGGGTCAGCTGGGATTCTATTGCCTTGGCCAAGGGCAGTCACAGGAAATACGCT\nCATCTGACAGCATGTTCATGACCAAGGTAACGTGAGCATTTAAATCCTCAAAGCCCTGCC\nTCCACAGTGACACACTTCCTCTAACAAGGCCACTCTCCTAATAGTGCCACTTGCTATGGT\nTAAACATTCAAAGGCACGAATCTATGAGGGACATACCTATTCAAGCCACTGCAGGCAGGT\nATGTCTTATTATACAGTTCTCTCTCTGTCTCTTTCTCTGTCTGTCTCTCTGTCTGTCTCT\nGTCTGTCTCTGTCTGTCTCTCTGTCTCTGTCTCTGTCTCTGTCTCTCTCTCTCTCTCTCT\nCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCCTGAGATTGCAGTACATGATTGT\nTTAGCTAAGCTGGAAGCCAGCAATCCAGCAACCCTCTAATAATGTGGTAGTGGGCACACA\nCAGCTATGCCTGTTGCTGTAAGAGGGTGCTGAAGATCTGAACTTGGGTTTTAAGATTGCC\nCAGCAAACACTCTTACCCACTCATCTTCCAGCTCCTTTGTTAATTCTGTGTAATGGAACT\nGCATGATGGGCTGTTTTCCTAGGACTGCAAGGATCTATGGTTTACTCTGCATATCACATT\nCTCAAAAGGTGAAAGAAGCCAGAATGTCTATATTGCTGTCTACCGCTCTCTCTCTCTCTC\nTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCCCTCTC\nTCTCTCTCTCTCTCTCTCTCTCCTGCATTCATTCCAGAATGGCTTTGGCCATCCACAGCC\nCCTGCCAGCGGCAGATTTTGTAGACTATGTCCATTGCTATCTCCTGACACCTGATGCCAC\nTGGATAAAGGCTAGCTCGGGACAGAGTCAGTGACTTTGTATCTGACCAGGAAGCTCTTGC\nATCCAGAAATGAGTGAGGTGAATTCCTTAGTCTACCGGGGACTGGAACACTGAGATAAAG\nTCAGAAGATGTTGGAATGGAGAGTTCAGGAAATACAAAGACCAGAAGGACCACAGTAGGC\nCTCATCTTTGTATCCAAAAGAACCAAACCAAACCAAATCAAATCAACCTATATTTTCCTC\nTTGATTTGCAGTTCCTTAATTACTTTTATTAAAATGGAGGAGATTACATCTTTAGTGTAA\nGTTGAATATTTTAAGTTTTAGAAAAAAAGATCCTCCCTATAAACCAGGATACCACAGTGA\nCTTGATGGTAGAATTGTGGGGAACTTGCCCATCTCCCTACATGCCATAGAATGGTTACAA\nGATCTCAACACCATACTAGGATTGACTCCCCCTCGTTCCTCCCATGTATGTAAACCCATC\nCAAAGACCTGCGTTTGTATAGCCTGGTCCTCCTCAGCATTGGTATTTTAGGAAGGGAGGG\nAATCTTATTATTAATAGTATTCTATCTGTATCAAACTCAGTTTCTGCATTTGCTAAAAAG\nCCAGGAATACTATACTTCACAGAAGTTGCCAGCCCAGATCAGCAGGGAAGCCTGCTGAGT\nGATGCAGAAGGAGACACCACACAAATGTAAGATCCAATCACAACCTCCCTCGGAGCACCT\nGAGCCCTCAGCAATCTTCTGGGGAATCAGATAAGAACTGATAGTTGATAAAGCTCTTGGT\nTGGTCGAGGAGCACTTCGGCAAATCCAACAGAGTGCGTTTAGGCTGTGGTGGCCTTTCTA\nAGCCATTGCCAGGAGGTTAAAGAGATGCGAGAATGCACTTGCTGTCCTGGAGAAAAGCTC\nTATGTCTTTACTAGAGTTTTGATAGATGTTGCTGTTAAGAATGGTACAGGCCTCCCCGTT\nTTCACTGGCCCACTCCTTTGGATCTGGTTGAATTGGAGTCCACTTCTGTTGCAATCATGA\nTGCCAATATGAAGGGTCAGTGAACTATGGGTTGTGTGATATTGTGCAGAGTTACTGTACT\nCAGCGTAAATCCCACAGACTCAGCCTTATTATTTCATCTGCTTCCAGCCATGCGGACATG\nGAGGGACACTTAATATTTGTAAGCCTGTCTGTTTTATTAGTCCACATGAGGCCATGTGGA\nCCTCTGGCCTTTGAAACCCTGCCTTATTGAATCATTAATGGCTTAAAGCAACGACATAGC\nTATTTCTTTTATTTAAAAAGTAGGAAATATACACTGGCCAAAAAAGAATATATCAAATAT\nATATGCCGCTTAAGGAAAAATACAAGAGCACCTGTGAACCTTGTCAGTCTGCCAGGAATC\nCGTATTTGTTGCACACAATGGTTATCATGTCTTAAATCACCTTCTTTGTCCTACCTGAAG\nTCAAAATAGCCTCCTAAGGAGTATGATGTTAGCCTTAGTTTGGTGTTAATTGTGCCTTTA\nCTTTTCTTTCTTATATTTTATAAATCTTATGATAAGAAAACACTCATCAAAATGAATGAG\nACTGAAAGTCCACACATCTGAGTGAACTTCTGTACAGTTAGAAGAGCCATTCTGAAGCAG\nTGGACTTTGTGCTTTCGTTATCAAATACATTTCCACACACTTATCTACCACCAAAACCAA\nAAACCCAATGGCTGAGAATGAAAGCACTTAGCTTTTCTAACTCCTGCTGGCTCTCTGTAT\nGCAGTCCTCATTCGTCCCTTAACCATCTTTCCTCTTTCCTATATGTTACACTGAGCCACT\nTCTTTCGGTAGTTGTAGTATGTTCGTAACTGTCTCCAATAATGTAAGACCTCCTTTCTTT\nTCTGCCTTAATGTTGACTTTGAGCTTCCTTCATTCCGTCGTAGCAACGTTCACTTATGAA\nTGTGCTGTAATTCACTCTACTGTAGGTGACCATCTGGACTGTTTCCAGAGTTTTATTAGT\nAGCACCATGCTGTTTGAACATTCTTAGATGTGTTAGCTGGTAGCTAAGAGCATGTGTTTC\nTGTGGGATTCACACCAGAGGGTAGGAGTACTGGATTTTAGCCATCAAGGTATTCTGCTAT\nGCTGACAGACATTCTGGTTTAATAGGCAGGCACTTTTTGCTTTTGTTTGTACTTTTAGTT\nTCTTATAGCTTTATCCAAACTTAGAATTGCCACCCGATGCCATGAAAGCATCATCATTCA\nATTAAGTGCTTGCCTTGCAAGTCTGAGGACCTGAGTTTGGTCCCCAAATCCCACCTCAGA\nAAGAGCCGGGGATGGTGGTGCACACTTGCAGTTCCAGATTAGGGAGGCAGAAATGATCTC\nTGGAACTCACTGCCCAGCCAATCACGCCTACTCGGTGAGTTCTAGTTCACTGATAGAACC\nTGTCCCAGTGAAACTAAAAATAAGGTAGACAGTGCCTGAGAAATGACACCATGGGTGTCC\nTCTGTCCTCTACATGACATTATATGCCATGCATACAAACACACCGAGATAAAAAATAAAA\nGGAAAAAAAAACATACACACTCAACTAGGCAATATCTAAATGCTTTTATGCACTAATACT\nGTTCACTTAATAGGATAATGCAATACCCCTCTATTTTGAATCTGCTAGGATATTTATCAT\nGAATGGATATTATATTTTGTTAAATTATAATTATTAGTTTATAGGTCTGAGGAAAAATCA\nGATGTTTATAATTTAAGCTACTAATGATGTAAATTTCCCTATTAAGCCAACTCCACATTC\nCTGATATCAAACCAAGGAAGTATGGTGGGAGCCTTAAACCTTTTACTTACATTTATTTAC\nTTGTGTGTGCACGTGTGTTCATGCATGAGTCCTTCTAACTCACTAACAAGGGATGCCTTT\nCCTTTTCTTCAATTTTAATCATAAATTTTAGCTTTCATTGTACATTCTTTGACATTGTTG\nCTTGTTTATTCTCAAGAATTTTATTCATTTTGATATTATTAGAAATAGGATTGTTTTCTT\nAATTTCCTTTTTACATAATTCAGCGCTAGTGTGCATAAATACAAACGACCTTTGTATACT\nGATTCTGTATCTTTAATGTGTCCACTTATTAATTCTAAGAGTTTTTATTGGTGGAATATT\nTAAAATCATATACAAGTGTGTATATGCATAATTACATATGATCGTGTCATCTGCAAAAAA\nGGATAATTTCTCTTCTTCCTTCTGATTTCGGTGCTATTTGTGGCTTGCCTTCTGACTCTG\nGCTCTCATTACTTGTTCTTGTTCTTATAAAAACTGTTTAGTGTTTTTGACATTGAATATG\nGTGTTAGCTGTGGGCTTTCTCTGTGTGAACTTTATTATACTGAAATATGTTGCTTCTATG\nCCTATAGTTTGTTGTCAATGAAGTTTATAGAAATAGAAAAAAACAAAAACTATATAGATG\nATAAGTGATTAATATACAAAATAGGTATTAATATCCAATTCTCCAAATCAAATAGCAATC\nATCAAACTAATGGTAGTGGAGTTGAAGTCGGACACAGGATGTAGAAAGGGAATTCCCTAA\nGGATGACGTAGAGATGACCAGCAAGTATTTAACAACTGCTCAGCATCACTAATCACTGGA\nAAGGGAGGTCAAAACTGCACCCACTTAGTTTAGTCATCACTTTAGTTCTATTAGTATGAG\nATCTTTAAGAAGCAGGAACAAAATAGATGTGGGGCTAGAGAGATGGCTCCGTAGGTAAAG\nTACTTGCTGCTTAAGCAAGAGGACCTGAGTCCAGGTCTCCAGCATCCACATAAATGCCTG\nTGCACAGTGGCCTGTGCCAGTAACCCCAGCTGTGTGTAGGGTAGCAGAGACAGGTTGTTG\nCTAGCGGTTTGTAGGCCAAACAGTTAATTTCAGGATCAGTGAGAGAACCTGTAGATAGAT\nAGACAGACAGATAGATAGATGATATACATAGATATACATATATATAATTTAATATATCAC\nACAAGTGTGTCATAAACATATAACATGCACACCTCCACAAAATAAATAATATGCAAGTAA\nATACAATTTAAAATATCATGCTCCAAGCATGACAGTATATACCTGTACTTTCTACTCACA\nGAAGGCTGAGGCAAAAGAATTAGGAACTCGATGCTGCTGAGGTAAGGGGGCTGAGGGTGG\nGATCAGCAGGAGGGGAGGTAGGGAGTTGAATTTGGGATGTAGAGTGGTTAAGTAAGTAAG\nTAAGTAAACAATGCATGTCAGTCAGGTAAGTGCTCCCTCCCCTGCCTCACCCTGAGTCCC\nTGGCTTGCTATTGACCCCTCATCTTATAGAAGCATCATGTTTGCCTTGACCCCTCGTCTT\nATAGAAGCATCATGTTTTGCCTTCTTAAGAGCAGCCTCTACCAGTTCCTGGGCTCATTTC\nTGCAAAGGATTGGGAACCAGGCAAAATGGTAAATTCTAGGTTTGAGAGACACCAGGTATT\nTAAGACAATAATTCTGCAATGTCAAAAATGACAAAATAGCTCCTATCCAAGAAGCTCAAA\nGTGTCTCCTAAACTAACTTCTCCCTAGACTCTGGTGGAAAACTGATTCTTTCAATGAGAT\nTATTTTCTACACTGAAGTTGGGGGTGGAAGGTGGAGATATGGGCCTGAGAAGAGAGATGG\nGTCCCCTCCCATTAACTCTTGTATTGCCGTTCTTTTTCCTGGAAAATGTGAGAGTGATGT\nGAATTGTTTAAAAGGTTAGTTAAGAATCAGAGCATAGGGGAACTTGTAGCCCAGTTTCAT\nGATAAGAAAACCATGTGATCCTACATAGACTGCAAATAGAAATAGCCAAATCTTACTTTA\nATGTGAGTCCCCAGTCCTCTTGGAGTGTCCTGATGTGGCCTGAATGGAATCGAGACAATG\nGGAGAAAGGGAAACAGATCTGTTCCAATCCAACCAAAACTTGGCAAACAACAGGAAGTAA\nGTCATGCTCTGCATGGCATGGTTAGATTTCAGGGCTATTTTGCCCAAACCCAGAGCCTTT\nCAGCCACTGGCACAGAAGAAAGGCCCTTGGGGTCCTCCTTGGACTCCGTGGATGAGAGGC\nTGCATGGTAGCAGAGGGTAGAAAGAGGTTTTGAAATATCCTGGGCCCACCTTCTTGGAGC\nAGTACCATAGTTAGCTCTCATAGTCTTCAGTTGGACCCTTGTCCTCCTGTCCCTCACAAG\nACAGCTACATATTCTGGTGCTCTGAAAACATGGTGATGCTCAACGACTTTCCCTGCAGCT\nTGTGTCTATTCAGGTGGCTCATGACCAGCTGGTCCTGGGGGCCAACTGCCATCTGGACCA\nACATGTTCTCCATGTTGAAAAAGATATCCACTCGCTGCAGGACACCGTAGACATAGAAGA\nGAATGAAGAGGCTTCAGGATGTGACTCTTTCAGGGTTCAGGTTGTTGACCAACAGGACAG\nAATTCCCAGCTCCTGCCAGGCCTAGGATGGCCCCATGGACAGCCTTGGCTTCAACTGCTG\nCACATAGAACAGCTAGATGGGCCAGAACTCTGGGGATGTTAGGAGCAGAGAGGCAGGAGG\nCTGCAGCCATGGGTAGGTCCAGCAGCCCTGGCTGTCTCCATAGGGCAAGCCAGGGTAAGT\nGTAGTGTCTGCCCTTGTTAGTGTATTTGACATTAAGGCTTCTGAACTTGGAAAAGTCAGT\nGTGTAGCATGCAGCAGGCTTTGTGTGCTCTGGTCATCTGGTGACAGCTTGGTGTGCTGTG\nTGCTCTCAGGTCAGCATGCTACAGCAGCATCTGGAATTGGTTGTTCTACGCAAATGAGAT\nAAGCTTGAGAATGGTGTCAAAAATTAAAGAACCTGATAAAGCATAGCCAGGGGCATGAGT\nAGAAGAGGGTTTCCATGGTGATCCTGAGCATGGGGACACAGGCCTGCCATGGCCATCCTC\nAACCTCAGTGGAGACAGTCAAGGCCAGGCTTCCCAGCTGCACTGAGATCACAGCCTGCAG\nACCCACCTGGGCATGCACCTGATGGATCTAGCTGGTGCTGAGCTCCTTGAGGCTGGAGAA\nCTGAATGTAGATGGGCTATCCATATCGGATGGGCCCCACTGACTGTAGTAGTTGACCATG\nCCATTGGCAACCTCCTTTGCATATACCTTGATAAAGGACTGGTTCTTCCCCACTGGCATG\nAGGAGGCTGCTGACTTCCCAAAGGGCAAGTCTAGGGAAAGAAGCTCACCTCAGTGACATC\nCTTGCACAGCTGGCATTTAAATGACTCTGGAAGGGACTCCTACCCAACTGTGGTCTCCTT\nTCAACTTATTGCTATTGTTACTACTGGCTGCTTCAGCTAAGTGGCTGTTCTTGATGAAGG\nGACAGTTGCTGACATAAAGAGCTTGTCGGACCTGGCTTTGTACCTATCTACAACTACATC\nTGGGAGTATGCACACAGAGCAGACCCAGGGGGACAGAGAAGAGGTACAGAAGTCCCAAAT\nAGACATTTTAAAAGGTGACTTTTATGCTTGCTTTACATAAAGAAGATTAAAGGTTTTCAT\nTTTCTTCAATCTGTTGGTACTGGGAACTGAACTCTGGTCCTCTGGAAGAAAAGCTGCAAG\nCACTCTCAACCTTCAACCTTAACTCTGAGTCCTCTCTCTAGCCCTTCCCACTGTTTTTCA\nCTAGGTATGGCCTATTCATTTCTGTTCAGACCCATAGATCACAATCCATGACTTCCAATT\nCGCTGTCTCTGAATCTTGAACACCAAACTAGATGACTGGTTTGGAGGAACAGGAAGAACA\nAGAGGAATTAATATGTGCTAAGTAAATTCAATGATGGGCCTTAGAAATACTTAGTACCTA\nGAAATTTGCATAGATCCTACCCCAGTCTTGAGGTAGATTATACCCATTTTACAGATAGTC\nATTTGGGTCTGCTTCCTTGCTAATGCCTTCACAGATAGTGAAATGGGGAGAAAGTGGAAT\nTCTTCAGTGTGACAGAGGCTTTCTAGCCTCCAGTGAGAGTAACTCAGAAGTTAGGGTGCC\nAAAAACTCATGATCACATAAAGCTTTCATTGAGTCAATGGCCTCAGGTTCTTGTCCTACT\nAGATGGGATGGTCTCATGGAGCACAGGAAGGGTAAGAATTTGGAAAAGAGCTTATTATGG\nGTGTGCAGATTAGGGCATAAGATAAAGCAAGGTCAGCTCCTGTGAGGCAAGAGGACTTGA\nATGGAGGCATGTGGGGGGAGTTGGTCCATCCAGTTGACCCATCCACATGGGTGTCTATGT\nGCTTCTTGATCTCAAATGTCTTGATTAGAGTTTTGGCCTCATCTTCACATAAAGCTATCA\nAGCAGATGTCTGAAAATAGAAGAAAGATAACAAGAAGCCAATGGTGGTCTAGAGTGTCCT\nAGTACATATGGGATTTCTGACCTCTGGCTGGGACAGAACCAAACCCTTTCTGGCCAAGGA\nCAAGAAGAGAGGACTCTCTATAAGCTGCCTAACCAGGTTCTATCTCCTGGTCTCACCACC\nAGAATGTTTTAGAAATGGGTGAGCATCCAACGTCCCTCTGACTTTGTCTCCTTTCCACAC\nTACTGAGGTCTGTAAGTTGCCTCACTCCTGGAAGGCTGTACAACTCCACTGAGTTAGAAG\nCCTCCTGTAATGCATTGGGGTTCCCCTTCAGTATAGCTCTGTTTGCTGAGTTCCCATCTG\nGACCACTTCTGAGTAACACTGGCAGCAGCTGGCATGTATCTGCTTGCAGTCTTAGCTAGA\nTTGAGCCCAAGAGAGGGCTTTGTGCTGACAAAAGGGGGACTCAGACCCAAAGCAAGCAGG\nCAAGGGAAGATGAGGTCCCACTGACACATGCATCTTTGATAGTCTGGAATAGGCTCAGCT\nAGCTGTTCTACATCGGACCCTCAGTACAGCCACTATACATAACCTCAAATATTTAGGATA\nAAAACAACTCAGAATCACCACACTGAAAGCATTCTTCATTAACTGTTCATTAAAGAAACA\nGTGGTATATCTTCTATATATCAGGCTACGTAAAGGTATTGATGTAGAATGTGGTTCCCAC\nCCTTGACTACCACCTAGTGCTATGTTGCTATATTACAGACAAGTGGGGTTTGCTCCCTTC\nTCCTCTGGGTGTAAGAGAAAGAATTCCCAGAGAAAAACCACTGGGGAGGGAGCATTGTAG\nAATGAATAGGAAGGGAAGGGCAAATGACAACTAGAGATCTCTTTCCACCACCCACTCCAT\nGTGGAGGGTCATTTTGTAACCTCTGTACCCGGGAGGCTGAGAGAGGAAATTTGCAATAGG\nTTCAATGTCACCTTAGGCTACATAGTGAGTTTCAGAACAGTATGGGTTATAACATGAGAC\nCCTGTCTCAAAACAACAACAAAATGGACACCACTACTCATAGATATGATTGTTGAAGATA\nTTAATATATTTAGCCAATACCAAGAATTGGTCATTAATTTTTCCTGTTGTTGGTGGTGAC\nGGTACAATTCAAGTTCCCACTATCAATATTCAAAGTGTTTATATTTTGCCTTGTGTGGTC\nTCAGTGGTGAGTTTTCTTGCCATTGCCTGCTGTTTTAACAACTGCAACCGTTGGTGAACA\nTCATTCCCATCTGAAACCTTTTGGACTCTGGGATCTCCCTTACTTAATGTTAGCTTTTGG\nTACAAATCCAAATCTAAGAATGAGAGACATGGCTGGGAATTATGCTTGAAGATGCTGAGT\nGAATGACTTTTAACAGGTGCTAAGACCTCTGCTGATGTCGACTAGTGACCATCCTCTTGG\nATTTGATGAGTTTGCACTTTTGGCTCAAACTGAAGCTCATGTGAGACACTAACATCCTTT\nGAAGACAGAGCTCTTAACTGTCCGGTGATGATGTTTGGGCTTGAGCTTTTATAGCACCTT\nCTGGAGAGACACACTTTGATGTCATTTTAAACCTCAAGAAATCACATTTTCGGGTGTTTT\nAAACAGTGTTTCCAGGCTGAAGATTCTGAGCAAGAGGGCATGCCTACATGGATAACAAGC\nCGATCTGAGAGCAGCCACATAAGGAAAGAGAGTCCTGGTGTTAATTTTGTGCAGAGGACT\nTCAGTTTTGAATTCTTGTAGTGGTGGAATGCTTGATCAGATGGTGAATGAATTTGTCTCC\nATCTTCTCCTGTGTACACTTATCAAGCCTGTCTTTCCAGCTACAGGGATCATGTGTGATC\nCGTGGTCTGCACTCTACTGATCTGGCAGTTTCTAAATTTTCTTTATTTTGCTTTTGTTGT\nCCTAGAAGTTTCCAAGAATATTGTTTGGGGAGTGTGGTTCATCAGCTAGCCTTGGGACTA\nGGAAAGAAAGACACTCTCCTCAAAGCTGTGCCAGGACCATGTTAGAATTGATTCCTTCGC\nTGCCTCTCCCATCTTTATTTAATCTACAGGTTCTCTATGGCTTGAGCAGAGACAATTACT\nCATTTTATTGGAGGACTTGCCTGGGGAGCTTCTAGAAGGATGGATGAGTCACGGTTGCTG\nGTTAATCTTGTCTGCCAGCAAGAGAGTTTTATCTAAGTAGGCAGTAAGCTTCATCTGAAG\nCCATCTGATAACCAAGTTCAACCCATGGCCAGGGGCTGTAGGCCACCAAGCATGATTTTG\nATGTGATGTGACCTGACATAAACTCATTAGTTTGCTTAAAAAATTATGATTTGGGGCAAG\nTTTTTGCAGCCTGGTTATATACAGCTCCTTATGTATACTTGAAGATGATAATGTCATTTC\nACAATATCAAAAGTTTAAACACATTTAGACCAATTCCCAATAACTTGAGAAGCAAACTTT\nCAGACTCTTGTGGATGGCCTCATACACAGTTCCTCTAATTATATTTTTGCTCTGTGTCCC\nCTATCTGTGACAATTCACCAAGGTCAGAATCAAACCAGAATAGCTTATAGAGGCTCAGAG\nCAGGGCAGTTGGATTGCATGATGGGTTGGGTAGATGGCAATGGTCTGTAGATATTTAATT\nGGCACAGAGTTTAATCTGGGAAGTGAAGCAGAGAAACTTCTGACTGCTTCTCTGCTAATG\nATTGTTACAGAAAGAGACAAATTTTATGCAGCTACATTTTGCCGAAATTGTATTCATTTG\nCTATCCTGTCATAATAAAGCACAACAGGCTAAATCTAAATTCACGTGTCCCTTCCCTGGA\nGAATAAGAGTCTGAGATCACAGTGGCAACAGGGTTGATAGTCTTCTAAGCCCTGTCCTTG\nTCTTACTGAAAGCTATCCTCCTGCACGGTCTTCAGAAGGACCTCCCTATACAGTCCCCTC\nGGATCTGTTTTCTTCCTCTTTAATTGAAATCTGTCAGATTGGATTAGAACCCATTCTGTA\nCCCTCACTTTACCTTGTCACCTCCATCACCTCTTTAAAGGCTATGTGGTGAGGTGGGGGA\nGCTAGGGCCTCAGCATATAAAAAAATTTGTAACTCAATTGTTCTCAAATGAACAATGAGA\nGTTGCCCATGAGCTTTTGCCAAAATTTGCCTCCCTAGTGTCCCTTCGAATCCGTATACCT\nCAGCGCTTTGAAAGACTTCTGTAGGAACAATGTGTGGTTGGACAGGAAATGAGAATGGGT\nTGAATAGATTCCAGAGCAAAACCCATGAGCTGTTGAGTCAGTGAGATCTGTTTGGACTTG\nACAGTGGTGCTTGATTTTCACAAACTGATGGTTGCAAATGTTTATATACAAATCAGTGGT\nGTGATGCTTTTACCTTTCGTGGGGCTGAGTGAGGAGGAATTTCATAGTGTGTACAGCTAA\nGGTCAGAGTGACAAAAAGCCACATTCACAGGAGGGGGAATCACTTTGATGCTTTTCTACC\nAAGCTGAAGTTCCAGGAGGGTGGCTTGCTACCTCCCTGTCCTTGTCTTCCTTCCTGATAC\nCCTGAACCATCCATCCCCAGCCTGTACTGCCCTGCTGAATGCTACTCAAGTTAGATTACA\nCAATTGCTCTTTGCCATAACCACCATCACATCCATCCGTGTATGATGGACAGGTGTGGGA\nTCGATCAGAAAGAAAGAGCACAGGGGAGATTAACTTATTCTCCCACTGACTGCTCAGGTG\nAGAGCGAACAGTCTTCATTCTGTGGATCTCAGTTTGGACCCATTCAATACATTTGACATG\nGGTAGGATGGACATGGTGCATAGTGGTTATGGACATAGGACTGAGCTGGACTAGAAGACA\nATGGCATCTTTAATAAGTTTTTGACCTTCAGTTTCTTTAAAGTGGGATAATTAAGAGATG\nCTCCTCTATATAAGCTTTGGAGATGCAAACCAGATGCTTATGCTTGCATGACAGGTACCT\nTCCATCTCAGCCATCTCACCAGCCCTGGATATCTTCATAAAGAAGCCAGTCTGTGTGATT\nCTGTTATAGCAGCACAACATAGACTGAGACAATATAACTTGGGTTGAGTGTGCTCCACAC\nTCTCTGAACACCTATGGATCAGTGTGAGCAAGGTCACTGCAGTGGTTTCTAAGCTAAGTG\nGTTAGAACACCCTGAAATTGTCTCTGCCTCAGTTAGCTGCCTTGGAGAAAAGAAATGGCT\nGTGATTTCCTCCATCGATGAACAAGGAAACCAAGCACCACACAGAAGAGGAAGGACAGAC\nCTGAAGTCACCGTGAGATAGGAGGAAGAAACCCATATGTTTCTTCCTAAAAATACAAGAT\nTAAAAAGAAAAAGGTAAAAAGATTATAGGCCTGCTGTCCCAGCTCTGGTTTCTTTGTAAC\nATTTGTCAGACAAGAAGAAATTGATTGCTTCATTAGACCAGAGCGAGCTCTAGGAGGGAA\nGGCCGTGCTGCCTGCTTTACATGATCAACTGCAAAATTCAAGATCCCATTCAACCTCCAG\nCCAGAGCAACCACAGCTGTAGCTCCACTGAACCCATGGGATTTTGCTTCAGTTCAAAGGA\nAAAATAAAGGAAAGGCTAACCTTGTGTATTCTAAGAAATGATAATTAGAGATAGGCTTCT\nAGCAGTGTGGAGTGGGGTAGATGGCTTAGTTGGTGAAATAGTTACTAAACACAAGGACTT\nCAGTTTGATTTCCAAAACATCACATACACACACACATACACTCACACACACACACACACA\nCACAAACACAAACACACACACACACAAATGCACATACTTAGACACACTCACACACACAAA\nCACACGTACTCACACACATACATACACACATATTCAGACATACACATGTGCACATACACA\nCACATACTCAGAAACACACACTCACACACTCACACACTCATACACACACACCCATACACA\nCATATACACACATGCTCTGACACACACACTCATACACTACTCACACTCACACACTCACAC\nACACACACACACACACACACGGTGGCAGGATGCACTTATAATACAAGGCCATCACTAGCA\nGACAAGTGGGTTCCTGGAGTTTGTTGGGTTTGCCTTGAAAGTTAAGTGTCTCCTATTGGC\nTTATGTGTTTGAAATGTTGGTCCTCAGCTGGTTGTGCTGTTTGGAGAGGCTACGGAACCT\nAGGAACCTAGCAGTAAGGCTTTGGTACGGTGGATCTTGAATGTCAAAGGCTTGATCCAGG\nTCTGGTTCCTGCCAAGTTCTCTGCTTTCTGATCACACACTCTCAGCCATCTTTTCTTCCC\nCACCATGATGGACTGTATCCCCCTTAAGCCTCAAGCCAGAACAAATCCTTCCTGTCTTAA\nTTGTCTCTCTCTGTCAGGCATTTTGCCACATTAGTGAGAAACATAGCCAATACAATGGTC\nACCTGTTACATTCCCACAAAGGCAGGTTTAAGTGAAGGGCACTCCTTAGGTTTAGTTCCC\nAAGCGACCTAAGAATTAGAACCCAACATGGCCAATCCCTGCCTTTGAGAGGACTTGAAAC\nTCAGAGCCCCGATGTTTTGCAAGTGCAGGATGCCAGAGAAAGAGTGCTAAACATTATAAG\nGAGCCCCACTTCTGGAAGCTGGGTCTCCAGGCCAGGTCAGCCGTTGCTAACTGTGGACCA\nGAGCAATTGAGGACAATTTAAAAAAGGAAAAAAGCAAGTCACAGTGTCTGACCTTCAGCT\nGCTGTACTCATAACTAAAGCACACTGGTGGTAGAGGGAGCTCAGGTCACTGGGAGAATGG\nAACCTTGAGGAGGCAGGCAGGGGATTCCTTAGCTCCCATATCTCTGGGTCTCGATAGACT\nTAGGGCCCCTGTCTAAGCAGGCAGTGAGCTTAAGAGGCTATGTGAGCATCTTCAGACTCT\nTGACACCAGAGAGAAAAGGCCAAGGGGCATATGAGGGAGAAGGTAAAGAAGGTGGGGGAA\nGGGCTTACCTCCTTGTCCTCATTTGCTGTGGGGTTTCTCCTCTCTGTCTCTTCTCTCTGT\nGTTTCTCTATTTCTGAGTGTATCTGTCTGTCTGTCTGTCTTCTCCTCCTCTCTCTCAGAA\nGCTGACTTCCTTGCATAAGGGTGTCTGGCTAAATATTCACCATGGTTATCTGGAAGAACA\nTAAGCAACAGACTCCAAATGAGGAGATTTGTAACCTTGGCTCATGCAATTGGGAGTTAGC\nATTTCAATGCATGAACTGAGTTTGGAAAAGCACACACTCAGTCCAAGGCATTCTCCATCT\nCTCCCAGATAAGCAGCAATAGCTGTCTATAAGCTGGAGAGGTAGAGATGGGGATTTGAAT\nTGTTCTAAAAAGCTGTATGCCTCAAACAAGGAATTACAATGATGCAGCCATAATCAAAAA\nCAGAACATCTGGATGCTGTCTGGATCCATTGCTATGAGCCAGGATGAGCAGCTGGAATGC\nTCTGTATCCACACCATAGGCCACAGTGGCAGCAACAGTACCTGCATTTATGTGGCAAGGG\nTGGGGCTTGTGTGCACCAACTGGCTTTCTCCTTCCCCACCTGCATTTAACTCAGGTCTCC\nGACCCAGTGGGCCATGCTGCCCACAGTAAAGGCAGGCCACTGTGTTCTTAGCTCCTCTCT\nCACACACCATTCTTCTCTGCAGAAGCCTCCACAGACACACCCAGAAGAGTGTCTTACTAA\nTTATAGACATCTCTCAGTTCTCACAAGTTGGCCATCAAGATTAAGGTCACAGGTGGCTGT\nAGCAAAGTGCGACAAATGGGACACCTTAAATAGTGTGGCTATTTCTCATCATTCTAGAAA\nTTGTTATGTACAAAAGCAAATCATTGGATGTTCTGGTTGGTGCTCACTTCCTCACATGAT\nGGAAGAGTCAGGGAAGCTCTCTGGTGACCTCTTTTTTAGGGTCATAATCCAAAGACCCCA\nTATTCCAACACAATAGTCTTGGGAAATAAGATTTCAATATAGACTTGAGGGTTGGGCAAG\nGGGCACGTGAAGTCCAAAGCATCCTCCATCCCTTCCTGACAACCAGGATGGCTTCTCTTG\nACAATGTCACTTAGCTACATGCTTACTGAGCCCCGACATGGAGGTGCGAGCTTCAGGACA\nGAACATGACAACAGCTTCGTGCTGCTCACATCAGGAGGGTCAAGAATTAACACTTCAGAG\nAGGCAGGTGGTAGCCAGAAAGCAAGGCCCTCTGTAGTCTCTTTCTGGCCTTTTCCTTTGG\nTCTCAGGGATGAGTGTTTATGGCACTGAGGCCAGGCTTTTCCTGTATAATTTTATCCCTC\nTTTGAACTTTCCAGAGCAGGAACAGAAGCCAGAGGCAGAGGGCCAAAGGGGTGAAATTGT\nACTCTGAAAAGGGGGCACCGAGTTCCTGCATTGAAAGCCCTCACAACTAGGGCCTCCTCA\nTTAAGAGATTCTAAAGAGAGCCCTCCCTCTCAATAGCTTTCCCAAGAAGCCACTGGAAAG\nCAAATACTGGGTGGCAGGGTTTGTGCCAAGTGGCTTTTGTGGAGGTCTCAGGGGAGGCTC\nCTTAAAGGAAGTGTCCAAAGTGAATCACGACTTGGACTGATTGTCAAACTGGTCACATTA\nGCTTCTCCCTTGTTTGTCTGTGGGTCTCCAGAACTCTCAGGGCCCTGGGATGTCCAGTAA\nGCTAAAGCTGATCTTCAAGAAACTCGGCAACTTTAGCTTGCACTTTAGAGCCTAGAGTCC\nTTACACACTAACCAAACATAATACTGTTCTTCATCAGGGGAAAAAATACCCCTATAAGTC\nCTGTGATTTGGCCAATGTCAGACACAACAGAGTCAAGATAAGAACTAGGTCTCTTCATCT\nCCTCTGTTCTTCTACAGTTTTAAAGACCAGGAATGGGGCTGGGGAGCTAGCGCAGTGATA\nGAGACTCCCAGAACCATAAAAATTATAACAATAATAATAACAAGAATGGCAATATAGTAA\nGACCAGAAGTGGACTCCTGATGGAAAAATTAATTGTACCCAAATTCATAGATATTTGCAT\nTTACCCATTGGCTCATTGTATTGTGGTCTGCTCTGCATAGAATAAAGCCTGAACTTCAAA\nATAAACCAAAACTGTTTTAACAATGTCAACAGAAATGTAGCATGACCTTATTCTCTGCTC\nTTGGGAATACTTCGTTCACCCTTCCTTCACTCCCTTTGTTTGTACTGTCTGATGTATTTG\nCAGGGACTTATTCAAATGGTTGCTGTTATGTTATAGTTTCAGAGGCCCCCACAGGCCCTT\nGTGTTTGAACACTTGGTCTCCAGCCGGTGGTGGTATTTTGAGAAACTGTGAAACCCTTAG\nGAGGTAGGATTTAGATATAGGAAGTAGGTCACTAAGGGGGTAGAGTGGTAACAGGCTTGT\nCCCAGTATAGTCTAGCCCTAGTTCCAGCTCTGGCCCAAGCTTTCTAGTTTTTGGTCCACA\nGAGCCATACCTTCTTGTGAAAAGTCATGTTCACTGCATTGCTGTGATCTACCATCACAAA\nCCCTGAGCCCAAATAACTCATCTCTCATTATGCCACCTTTTGTCATGCATTCAGTCACAG\nTGACAAGAAATGACTAATAGGACACCAATCACATGGCCGTTTATGGAAATCCACACAGTG\nTGTGAACAGTCAGGTTAAAAACCACAGTAGGAATGCTTTTAACTTGTCCAGCAGTGGTGA\nTACACACCTTTAATCCCAGCTCTTGGGAGGCAGAGGCAGGTGGATCTCTGTGATGTGATT\nCATCCTGGTCTGCAGAAGAAGTTCTAAGATTGTCAATGTTATACAGAAAAGCCATTTCTC\nAAAAAATAAAACTAAGAACAAACATAAATAAAAGAGAGAGGAGAGAGAGACAGACAGAGA\nGAGAGAGAGAGAGAGAGAGAGAGAGAGCTTTTTACACCCCAATACATTTCTGTACCATGG\nAAATACTCCTCTAGCTATTTCAAGTGGATTGATACTATCAGTCTTGATTTGGAGGAACTG\nAGATGCCAGGCACTCAGGAGGAACTAGATGACCTTGTGGAGACAGGATGGAAGAGACTGG\nCATGAGCCAGGAGTTAGAGTTAGTACCCGAGTTTTGAAGGTTTGACTAGGACAGGAGGAA\nACTTAACCAAAGACCTCCTAGAGCAGACCTTCTAGAATGTTCTGAGACACTGAAAAAGAA\nGCAATGTTAATCTGAAAATTAAAATTCCACTTCTAAGTCCAGGAGCAGAGATAAGACCTG\nATTCGGGATTCACATGGAAACCCAAAATAGTTCTCCCAAGAGGGGCCTGGGAGAGGAAGT\nATCCAGTAGCCCCTAAGAACAGCACTGGTGTGCCTTGACCTGCCTGCCTGGCTGATCTGT\nAGAGGCTGTAGGTGCTACTTAGCATAGAGTTGAGCTGGACAGTATCCCGTTGACACAAAT\nGTATTAATTCTTATGTTTATAAAGTGTGAGACTCTTTGGCCCTTCCTGTCTCCAAGTCCT\nCCTTGGTTGAGGTTTAAAACCTGTCTTTCCAACCATAGAAAAAGACGTTAGGGATCCCAG\nTTTCCAGTTTCCAGTTCCCTGGCCTGGTTCACTGAAATCACACCATGCTGGCAATGCAGC\nAGCCTTTCAAAGTACTGACCATGCCTTTCCTTCTCCCTTTTCCAAGCTTTTGAGTCTTCC\nACAGCCTCTCTGCTCCTCAGAGTGAACCATGGAATTTAAGGCAAAATAATGGAGTGGAAG\nGGAGAGTGAGCCATGGAATTCCAAGCCATATATGAAGTGTAAACGCTACTGTGTGACCTG\nTTTGTCTGTACCTCAGAGTGCTTACAGTTTTGATCTGTAAAACTGATTCCTGCATATCAC\nCCTGACAGTCTATCTTTATGAAATGTTGTCAGTCATAACCAGCAGAGAGACAGAGGACAG\nACCTCTAAATTCTCCTCCTGAAACCTGCATGTTTCTTATGACTTTCAAAGCTAGTAAGAG\nCTCAAAGGGGTTTTGTTTGTTTGTTTGTTTGTTTGGGGTTTGTTTGTTTTTTGAGACGGT\nCTTACTATGTAGCTCTGGCTGTCCTGGAACTCACTGTGAAGACCAGGCCGGCCTGAACTC\nAACAGTATCTAACTCCCCCCAACCCCCTTGCTGCCCGAGTGCTGGCATTAAAGGCATGTG\nCCACTATGCCCAACCCAAGGTATTTATTGAATTCCTGGACCATCATAGTTTCTCTATGAC\nATAGTCATAACCTTCAGGCCCATGAACTTTATTGATTAAAGGAGCAGACTCCCTCTCAAT\nTCTTTCCAAAGCAACTGGATTCCTGATTTTGAAAGCAAGGGCTGTTGAGTCACAGTTGCA\nAGTATTGTATGGAATCTGGGCCTGGAAAAGTCTATGAAAAACTTAAAGTTCACCTCTCCT\nAAGCTGTTTTAACTTGAAAATGCAATCAGGATTGATGAGAGAGACAGACAGAGAGAGAGA\nGAGAATCATATTACCAGTTTGTGGGAATTTCTATGCCCACAATAAAATTAATATTTTATT\nTGAAAAGCTATTTTGTGGAAATTGATGGAAAATAAGTGTCATGACTAATAAACAAAAGTT\nGAATCATTGAGCAGCGATGAACAGAAAAGGGGGCATCTGTAACCCAGAGAACTAATATTT\nATTGTATGCATCTTTTCTGGCTACAAAATCAGTTATTTCACCATCCCTAAGACCTGTTTT\nCTAAAAGCAACAGTATAGAGTTTCAAATATCAAGGTGTCTTTTTGGGTCAAATATTTGTA\nAGTTACATTGACTTCAAACATTTAAGAGACAGTGAAATTCAAACCCCTTTGTGAAGACTA\nAGCTTAGAGTGTTCCAGCATGGGTGACCACCTAAAGGAAGAGTAACCAGCGAAAGTCATG\nTAATATGACTTCAAAGTGTCAACATTGAAATGTCCATGATGGCAAGGGAAATTAGTCACA\nCTTGATCACCTCAAGAAACTGAGAGAAAAGAATGATCTGACTTTCAGAAACGGCAAAGCT\nGGCCAACAGCAAAAGATAGGTGTGTGTGTGTGCGGGGGGGGGGGGGGGGTCTTGGTTGGC\nTTAGATACAGATACTTATAGGTGGAGGGGTTGGATGGGGTGCCTTGGTTGGCTACCACTG\nTTCCAGTCAGCCAAGCCTCTTTCCAGCAGAACAGAAACTACAAGTTTATTGCCTGATGTG\nGCAAGGAGCTAATGGATGAAGCAATTGAGACTAGATCATCAACTCCCTTAATGATGAGAC\nCTAATAATATTAATCATTATTAGCTTTCAATTATTAACTCTTCACTTAATCAAACTGGCA\nTCTCAAAGTCATCATCAATTCACAAATATATTTAAGCTTAAGGACTTATCAGTTCATGGT\nGCCCATAATCCTAGCATTTGGGGAGCTGAAGCAGGAGGATTGACATGAATTAATGTCTGC\nTGGGTTACAAAGCTAGTAGAATCACCTTGGAAGAGTGGAATGTGTTCCAGTTGGAGGTCA\nGAGGAAGATATTTGAAAATGGAAGCAGGGGCATTTGCTTAACCTGGATACATCAGCAGAA\nATGAGTCATGGTCCTTGTGATCTGCCGTAAGAGGACGGTATTGTTGGGAGATGTTGTCCT\nTTGCCGAGTAACATTGTAATTGAGAAGAGTTGTTTGTTTCTTGCTGCTCACCTATACTCT\nGAGCTGGAAGTTTTTTTCAGACATGACCTCAAATCTCAAATAAATATATGGCTAAGTTGA\nTAATACAACAATAGACATCCATGCACAAATACAAATTACAGTAATTCGTTTCCTCTCTGT\nTTTCACTTAAAAAGTAATAATACCATTACCTACTGGTCATTTTCCTAAGCATGCGTCATT\nGACACAGCTGAACCATGGCATAGTTGAAATAATTGTTGCTTTAAAAGTTATAAAATACAT\nTCATAGCCCACAAGTAAAGTGCCAGAATAGAGCAAGATAAAAATTCCAGGTTTTCTCCAC\nTTAACATCAGGCTGAATTCTAACGTGTAAGCTAGTTACATAAAGTCCACAATGCATTATT\nTGCATTGTGCATAACTGCAGTTAGTAGTTAGGGATCTAGGCTAGGCCACCAAGCCTATTG\nAGTCATAGGATGGCATTCAAGTCTTCATAAGTTACATGTTATTCTTCAAGATTCAGAGTT\nAGTAAACAAAGGAGCCAGAACTCAAACGTCAGAAAAATCTGAATTTATTTAATTATACTA\nATGTGTAGTTAATATATGAACATTAAATGAAGAGTTATTTATAGCTTAAAATGGGTTATT\nAACCTCAGTGAATTCCTAGTTGGCTGAACTACAGATGGCAGGAGGAGGGGAGAGCCACAG\nAGTGTTATCCATTCTTGATATAAAATATATAGTCTGGCCAAGCAGGATGCTAACACAGTT\nATTAATCAGAGAAGGACCTTAGCATTGGACATATCTGTGTATAAACTGTAATGTTTTTAC\nATTCTTAATTGACAATAAATAAGTTAATTGCTAACAATCTAGTTCCTTTTGTTATTAAAA\nTTGGCAAAATTAATAACTTATTACTCACTAATTATTATTGATAATAATTCTTTTCAGAAG\nGTGTTATAGAGGTTAAATGAAATTGACTATAAAGATACATCTTTGAACTGCATCTGTGTG\nCATGCATATGATGTATGTATGTGTGCATGTTTGTGTATGTGTACCTGTGTGTGTGTGCAC\nGCATACGAGTGTGCGTGTGTGTTTGTGCATATGCATGTATTCATGCATGTAGAGACAAGG\nTTGGCATCAGGTGTCTTCCTCTATCAAATCCCACCTTTTCTTTTATTTTTTGAGACAAAG\nTTTCTCACCTAACCTGAAGTTCGTGAATTCAGCAAGTCTACCTAGCCAGCGGGCTCCAGA\nGATCCACGTAGCTCCTCTGCTCCAGTTCTCTGGTTGTGGACTCTCTCTTCCTTCCTTCCT\nTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTCCCTTCCTCCCTTCCTCCCTTCCTCCCT\nTCCTTCCTTCCTTCCTTCCTTCCTCCCTCCCTCCCTCCCTCCCTCCCTCCCTTCCTTCCT\nTCCTTCCTTCCTCCTTCCCTCCCTCCCTCCCTTCCTTCCTTCCTTCCTCCCTTCCTTCCT\nTCCTTCCTCCCTCCCTCCCTCCCTCCCTCTCTCTCTTTCTTTCTTTCTTTCTTCCCTTCT\nTTCTCTCTCTTTTCCTTTCTTTTACAGGACTTGCATACTGGGTATGTCATCTTCCCAGCC\nTCATGCTTTTTCTTGCTCCCGTACTCTATCTTTTCAACTTCCAACCACGTTCACAGGAAC\nAGGAGCTTGCGTACACACAGCCTCACTGTCTGGACAGACATGGCTAGGCAAAATACTCCA\nGCTGCAGAAATAGAAACACTGCATATCTTCACACATGTGGAAAGATGGAAATGCTAATTA\nCCCTGAATTGGCTGTTTTAATTATAAATATGGTTTAAATTATTACACTAGCTTCTATGAA\nGATGTGTGCATACTACATCTCAATATAAAATAGTAAGAAAGATACTGTGGTGTTTGCCTG\nTAATCCCAACATTTGGGACGCTAAGAGAGGATGCTTAATAATTAGAGGCCAGCCTGTCGT\nACATAGGGAATTTCAAAGCAATTTGAAGTTCAGAACAAGATCCTGCCTCAAAGAAAGCTA\nAATTAGAGGGTTGGCTCAGTGGCTAAGTGAGTGTATTGCTGTTGCAGAGGACCCAAGGTT\nGGTTTCCGTTACCCAGGTCTGGCTGACTACAACCTCTTGCAGCTCCCACACTCCATCTCT\nAGGCCTCCAAGGGGACCTGCATTGATGAGCACATACCCATACCCATGCGTGCGCGCACGA\nACACACACACACACACACACACACACACACACACACATGCACACACACAATTAAAATTAA\nAAATGAATCTGAATGAAACCTAAAGATCAGAGAGATGGCTGAATGGATAGAGTGCACGCT\nGCGTTAAGAAGAGGACTGGAATCCCCACAGCCAGGGTAAAACCAGGCAAGAGTGGCAGCA\nGCCTGTAACCTCAGCACTTGGTAAAGACTGGGGATCCCTAGGGCAAACTGGTTAACTAGA\nCTAGCTGGAACTGGTAAATTCCAGGTTCAGCCACAGACATAAATTTTTTTAAAAAAATTA\nTTTATTTATTCAGCAAATAAAGTGAATCAAAGTTAAGGAAGACACTGGATATAAACTTTG\nAGCCTTCACACATATGTGCAGGCACATGTACCAACACACAAAGGAACATATAACATAAGT\nATACATATGCAGAAAAAGTCCTTAATTAAATAATTAATTAGGAATAAATCACTAAAATTC\nATTTTTAATATGTCAGGTTCTTGGACCTCGAATTAACTCCTCTTTCTCAGTTCAGCCATG\nGATTTTATTTTTAGAGTTCCAATTGGTGGCAGTATCATTGTGTGCTTTTGTTCTGCTAAC\nTACATCTGTCTGCCTGCCCCAGGCACTGAAATAGAAAGGTCTCGTCATTATGCAGCCCTA\nGCAAGGCTCCAACTCAACTCTTCCTAGGAATTCCAAAGACAAAACTTTGTTCCTGTTTAT\nATCCCTGACCCAGCGTGAGAACTCATGTGCGCACTTCCTTGATGATATCAATCACATATT\nAACTACAAAATGCATTTTATACACATCGACTTACCCTCAGATTCCTGGTATTCCCCAGAG\nAGTGATAAAAGGATATAATTTATAATAGTGTAATTAACTTTTGACTATATTTGCAATTCG\nATTTCTTGAAGTCTCTTCACTGTTAGGAAAAATTAAGGTGGTTAAATGAATGTGTACTCT\nGAAGTTTGAAAATATGAATTTTTCCAGCTTCATTTATTTTTTCTTTCATGAATATATTGG\nATTTATATCATTAATCTCTGGAGAAGCGTTTTCACACAAATTTTTCTGCTTTATGCTTTT\nCTGAGGATTAGCACACATGCAGAGCATAGCACACTTCATGAGCTCCTAGCATCAAATGAA\nACAGAAATAAGATTCTTTCATTTGGTATTTCAATTCTATTTTACCAAAAACGATTACTAA\nTAATCTTCAGGCACCTTTCCAAATTATTTCTGACTTTGGGGAAAAGCCCTTGAGGGATAA\nACAGTGACTCTCAGCTGGGGACTATTTTATCCACTCTTCTTCCCCCAACCAGGAACATTT\nTTTTGTTATCTGGAGAGATGTGGGGTCATCAGAATTCACAGGAGTGATTGCTATTGACCT\nCTAGTCAACAAAGATCAAAGATATCACTAAGCATCTCTCAGCAAGGCAGGGGAGATGGCT\nCAGTTGGCAAAAGTATTACCCTGCAAGCATCAGGACCTGTGTCTGATCTCTAGGACCACC\nCCCCCATCACACACACACACACACACACACACACACACTAAAAGACAACTACAGAGATAC\nATTCCTGTGATCTCATCATTGGGATGATAGACAGGCATCAAGAAACCTTGTGTCAAAGGT\nAGATGGTATCTGAAGAACAATATGGGCTTTCCTCCACAAGAAACACACACATACATGCAC\nATGTATACACACAAACTCACACAGATACACAGACAGACACTCAGACACACACACATACAC\nACCACAAATCCTAACCAAACTCTCCTAGACAAAGAATTCACTGGTCCAGCATGTCCATTT\nGTCAAGACTGAAACACCCAAACTCAACAACAAGTTCCACTGACTATCTCCAGATACGTAT\nAACAATTTTATGGTTGTTTAAGTTCCTTTTCTTCCAAGATTTGACTCCTTTGCTGTAGAT\nGGCAGGTGAGGCTTCTGGCTAAGTTCCTGGTTTGTCTGTATAGGTATGTATGTTTGAGTA\nCATTAGCATCTACTTCTATACATTCCTCTCCCCAGCCCCAAGCTGCTGCCACTGTGCTGG\nGCGACACTTGATCACTCTTAGTGACTTTATGATATAAGGTCCATTGTAAATCATGAGTGC\nATAAGTTCAGATACCCAGAACTCAAGTAAATAAGCCACACATATGCTGCCACTATGTAGT\nCCCTTGAGACATCCAGACCAAATCCAAATCTGTGAGTTCCAGGTTCAATGAGAAACCCTA\nCTAGATAGTAATTAAGGAAGATACCTTACAACTGACATGTGCATATACCTACATTGACAC\nATCCATGCAACAGACTTATGTGTGCACATCACACACACACATACATACATATACACAAAT\nTATTCTAGAAGTAATGGGTTCTCAGTATAGCACAAATCCCAGGGTATTTGACAAATATCT\nATAGATACGTCAAGGGTAAAAAAACCAAACCAAGCAAAAACTTTCTTGCATACAGCCAAA\nGATAACACATTACTCAACTTAATTGGGTACTTTTTAAAACTAAGAGCACTGAATAAGAGG\nGTTTAAAATAACCATGATAATAAAAATGAACACATTTTGTTATAATTATGCTACCCTTTG\nAAACTCTAAAATCAAGGCATGGCAGGGTTCTTATTATATGAAACTATGTGTCAGGGATAT\nAAAGATTTTCATGTGGATTAGTTCTTCTGGTTCTTACCAACAGCTCAGAAAGAACTACTG\nCTTTTGATCTGTTTTAGAGGTGAAGACATTGATGACCTGGAGACATTAAATGCCTCACCC\nAAAGACTGATTCAGTTCTGAGTTCTTTATCAAGTGCTTGTGTGCTGCACCACAATGAGTT\nAGGAATGCATGAGGTCAGGATCAGCCACCCAGTCCCATAAAGCAAACCTAGATTGACATC\nCTTTATGGGGCTGACGTCTTTCCCAGAATGTGCACATACCGTTTCTTCTGTTCATAAACT\nTGACATCTACACTTGACATCCAAGACATCAGTGCCAATGTCAGTCAGCGCCTTCAGTCTG\nGAAGCTTCAGATCTTTCTCTGAGTCTCCCTGAGATCTCCTGTGGATATCAAATCAGGGAC\nATGACTTCACAGATTGAACGTGCACTACCTCTGACCTTTAGTAAGGTCTCCAATAGGGTG\nGGGCAGCTAAAAGACCACTACATGATAGGCACTTGAAAATTCCTACACTTGAGCTACGCC\nACACCCTAATCTTACTGAGTTTATTACAAAATTAAATTTTCTTTGTGTGTGAGTGTGTGT\nGAGTGTGTGTGTGTTTGTGTGTGAGTGTGTGTGTATGTGTGTTTGTGTGTGTATGTGTGT\nGTATGTGTGAGAGTGTATGTGTGTGAGTGTGAGTGTGTATATACATGTGTGTATGTGTGT\nGTGAGTGTGTGTGTATGTGTGTGTATATGTGTGTGTATGTGCGTGTGTATGTGTGTGTGT\nATGTGTATATCTGTGTGTGTATGTGTGAATGTGTGTGTGTGTATGTGTGTATGTGTGTGT\nGTGTATGTGTGTGTGTGTGTGTATGGGTACTGGTGCATGTGTGCATGGATGCATGTGCAC\nATACATGTGGAAACCAAGAGGCAACATTAGGCATCATCTTACTTGTATTTTGAGACAGGT\nTTCTCACAGGTCTGGAACTTCCCAAAGCAGCTAGACTGCCTGGCCAGTGAGCTTGCCCGC\nCTAGTACAGGGATTACAATTATATGCTACCATTAAAAGAATTTTCTACCCCATGTGTGCA\nTTTACACACATGCACATGTGGAGGTCAGAAGGCAATGTGTGGAAGTTAGTTCTCTCCTTC\nCACCATGTTGGTTTCAGGAGTCAAACTTGGGTCTTCAGGATTGATAGTAAGCACCTTCAC\nCTTCTACTAACCCATCAGATCAGCCCCGTGCCTAGCCTTTTAAAGATGGGGGTTCTGGAG\nACTGACCTCAGCTCTGCATGCTTGCAGTGAAAGCATTTCACCAGATGATCTATTTTCTCG\nTTCCTAGAAAAATGACATTTGAAGCTAGCTTAACTTCTAAAATCTCACCCAAAGTTGTAC\nCATGCATGGTTAGGTTATTTTACCTCTGAGGTTCAAAGTGACATTCCACTAAGGAATGCC\nTGCTCGGCTTCAGGTACAAAGGGTGAAAGGCTACTCGTCCCAGTGGTCACAGACAGTGGC\nTGCTGAAAACGTTCACGGGCTGCAAGGGACAAACTTGTCTTCCAGCACTCAGATTGGACA\nGATAGATGGATCTCAGTAATAAATGATCAGTTGCTTTGTGAGTTACTTCATGTGTCAGAT\nGAAAGAAAAATGAAGTGAACAGGAATATGGAATTGCAGTATTTGTTTAAATGCTCTCTAG\nGGATTCCTGATATTCAGGTGAAAATAGCATTATAACAAATTAAAAGTGAAACCACATAAT\nTTTTAATAGTACATTGATACGAGTACATGGTATGATCTTTGAAATATGCAAGGTAATTGT\nTAAATACCCTCTGATTGAATTAATTTACTGTTTTGGATAAGTAGGTCACGAACTATGGTC\nCAGTTATACATAATTTATAACACATGGACTTTAAAAAGTAATGATTATTTCAGAGGGAAA\nTTAATCAGTGATGACTTGGAATCTTCAGCCTGCTCATTTCCTCCCTGCTTCAGGGGCTCT\nGGTATCCATGGGAAGCTGCAATCAAAGGAATGGCAGAATTATACAGTGCAGTGGCTGTGC\nTCTGTTCTGCAGAGTGGGAAGGGCTGGGATGTGCCCAGGGATTCTGGGCAGTTGCTTCAT\nCTCGGCTCACTTGCTCCATCTTTGAACTGGGCATAGTAATAATTACCAGCTTCACAGGAG\nGACAGAGTGGATTAATGAGCTAATCTTGTAAAGCGCTTGGCAGGTAAGACGTTCTTGAGC\nGATGCTATGATTGTGCTCATTAGTTTTCCTTGACACTCTGGGAGTGAGTCTTAGCAAGGA\nGACGTGTAATTAATGCCACTGCTCTCCGTGGTTAGCACAGTGCCTGCTCATAGGAGGGAA\nGGGCGCAGTACTTCTTCAGCCCATTGCTTTCTTTGAGAACCACTGAATGTGGGCTCCCCA\nGCATCTGCACACCCCAAATGCCTTCCTCTCAGTTGCCCTTACTGACAATGGAGCAGGCTA\nCAGGAATCTCTGAATCTGGGATCCTACTGTGGGTAACAAACACCCCATTAGGCATCTTCC\nTGAACCAACAAGTAGCTGTTCATGGGGCGGGGGGGGGGGGGACGACCATGTCCAAGAAAG\nCCCGAGGCAACTGTGGACTCAGCTAACCTCCTGATGGTGGGTGAAGGTGATGTACAATGA\nATAGCTTTAATATTCCAAAGCACATGAAATGGATGCACCTGTTTTTAAAAATAATCAGTT\nCATGCAACAAAGGACGGAATTTGGGGAGCTTCCTAGCAGCAACAGCTTGGTATAGGACTG\nGCATGCATCATCAGAATGTTATGCCATCTCCTGAGGGTAGACATTAGTTTCTTGCTTTCT\nAGAGTCAAGTCAAACCTGAACTTACATCTCTGTCTCCGTTGATGCCACCACCGAGAAGTA\nGCACAAGAGGTCCCTTCCATGGCCCCACTGTTGTGAAACACATTTCCAAGCTCGGATCAC\nAAAGATGCAAAGCTTGAGGAACAGCTGTGCTGGTCTGTTTACACCCCCTCCCCACCCCCG\nCGCCTGCTCTGATGGACGGAATGGGAGCAGCACTGTGCTGGTTTAATGGCTTGACCTCCC\nAACGTCTCTGATGAATTCAGTATGCATCCTTGTTTGATTTATTTGTGAAAGAAATGGTTC\nTGCTAAGACAGGAAGGCCTTCTCATTGCAATGTAGGGCTCACCCAAGGCTCTAATCAGCT\nGGTACCATCTCCTGAACACCCCGTCCCCTCAAAGCCACCTAGAGCTCTATGATGCTATGC\nCTGTAATTTTTCTCCATCCCTGAACTCACCACAAACTCTTCAAATGAGTCTGCAAAGATT\nCTCATTTCAAATTCCCCCAGCTCCTCACCATCCAAGAAGCCTTTGTGTGCCTTTAAGTTC\nTGTGCTTTGGCTAGAATCTGGGTGTGGAGACTGGGTTGAAGGCAATGTGGCCAAGCAAGG\nGCAGTCAGCTCCTGCCTCTGCCTTGCTGCTCTCCACTGTCCTCAACAACCATGCACCTCA\nCCCCAAGCTCGGAACCATTTTTTTTTTTTTTTTACATAAAGCTGTATGCTTTAAATTTTC\nATTTGTTCATTTATGTTTTTGCATGGGAACACATGTTCTATGCTGCATGTCTATGTGGAG\nGTCAGACGCCAATGTCTGGAAACATTCTCACCTTCTATCGTGTGGGTCTTGGGTATCAAG\nGTCAGGTTGTTAAGCTTGGTGGCAAGCCCTTTTACAGGCTGAGCTATTTAGCCATAAGCA\nCTGAATTTTTAGTGTCACATATAACAGCATCATAAATATATATTCTGCATATATTGTATG\nTGTGCACACACACACACACACACACACAGGCTCATATCCATGAGAATGGCAGTGGACAGC\nATTGGGTATCCTGCTCTACTACCCTCTCCCACATTCCTCTGAGGAGGAGTCTGCCATTCC\nATCTGGATGTCTGCCTGATCCTCCATCTTCTGCCCTTCACAACACAGGTTATGGGCTTTT\nCACATGGCTGATAGGATCCAAGCTCGGGTCCTCGTGCCTGCACAGCAATTGCTCTTCCAC\nGTGGAGCCATCTCTCTAACCCAAATTAGTATTTTAAAGAAACCGGATTCAGAGAATATGG\nGTGGCAGCCCTGTCCCAGAGTTAGTGTTTGGAGCCAAGAGAAGAGATTATCAGGCAAGGC\nCATGGAAAGCTATATGTCAACCCAGTTTTCACATAGAAATTTGGAGAAAGACACAGACGG\nGCATATGATATGGTCTACACTTTGTGCTTTGACACCTAAGCATTAACTGTCTCCCAGACT\nCTTCATACTTATGAATCAAGGATTAATCCTCGAATGTTGCAATTGAATTAAGGAAGAGGA\nAGTGGGTACAAGGAAGCTAAAGAGAGATGGAAGGGCTGGAGGGGAAGGAAGGGGTACAGG\nGGATGGAGGGGATGAAGTGGTAGAGGAGTTTGCTCAGTTGGTAAAACATAAGCAAAAGGA\nCCTGAGTTTGGCTCCTAAGAACCCATTTTAAAAAGTCAGGCACAGTGACATGGACTTGGA\nATTCTATTGCTGTCAAGGATCCTGGAGTTTGCTGGCCAGCCTAGCTTACTTGAGGATTCC\nTAAGCTAGTCAGAGTTCCCGTCTCAAAAAACCTGAGGTAGATGGAGCCTGAGGATTGACA\nCTCATGGGCATCTTCTGGCTTCCATATGCACGGGCACAGACATAAGCACACCACACATAA\nGCAAGCATGCTCATGCGCAGTTAGAGGCTGAGGGAAGCTGAGAGCAAGGAAATGGGGAAA\nGCAAAGAAGCATGAGGGTATGGCGGGGAAAACAGTGTTTCTTTCTTCTTCACAGTGGTCT\nCTGGTTGGTTATCAACCACTTTGAGAGCTGTGACAGGTGTGTGTGTGTGTGTGTGCTTGT\nGAATCTCATTTGATAAAATATTCTCAAAAATGCTAGAGTATTAAAATACCTTTACTTACT\nCTATGTTGATGTTAGGAACCACATAAGTAGCCCCTGCTTGTAACTGTCAGGTTGCAGATG\nAAGAGGACGCATCTGTATAAGTTACTTAAGGTCTCACACCCAAGTACTGGCAGAGATGAA\nCTAGGGTAGCAGTTATTATTAACTAGGCTGCCATTTTAGAGCTCAGGACCTCTTGACTAA\nGTGATGCCTTTTTCAGGACACTGAGGGCTGAAGTGTGCCAAGTCACAGTGGGATGGGGTT\nGCAGTGCGACTTCCTACTGTTTGGAAGGGCAATGGCACAAGAGGGGTGCTGCTTCTCTGA\nCAGTTTGCTCTGTGACACAGGTGGCAGCTTTGATTTGAGTCACCGGAAGGGAAGAGGTGG\nTGTTAGGGCTATAGGTGGTCAGGTCATCTTCAGTTCAGGGCTACCTGGATGGGGGCAGTC\nTGATAATCAGTTTTATAGCAAGATTGACCCTGAGCACATACCATAATAGCATTGTTTAAT\nTATTTCCAGGCCACTGGTGAGAAAAAAAAAAAAAGCAATCACTGAACTAGGATTTGCTTA\nACGGCTGCAGAAATTCCAAGCGTCAGGCGTGTGCTTAGCAGGACCTGGAGACAGCTCTCC\nCCTCAGAACTCAAAGCCGCTTTTGCTTCTTTTCCTTTTCCTTTTCCCTCTAGGAGATGGA\nTAGGGTTTGATCCCCTGAACCACCAGGGAAGGAAAAGGGAAAGAGAGAGGGAGAAAGGAA\nGAGAGGAAGGAGAGGGAGGAAGTATAAAATTGAGGAAGGGAAAGGCATCAATGAGACACC\nACAATGACTTTTGGTGCTTGCTGACAATCTGATGATCTGTGTTCGATCCCTGGAACCTGT\nGCAGTGGGAGGAAAGAATTAACTTCTTCAAAATTGTCCTCTGGCCTCCACATTTATACCT\nGTGGCATGTGCACATACAAATGTACACATATCCATCCATACATCCATACATTCATCCATA\nCACACAGACACATACATACATACATGCATACACATGTACCTAAACAAATGAAAGAAGAAA\nCTTAGCCAGAAAAACACAGAAAAAAATAAAAACCCACAGAAGTCCATGTTGTCATGGTTA\nAAATCCAAGGACTTAGAAGCCAGAGTGCTTGGTTGGAATTCTTGTTGCTATTTGGTGTAA\nTCTAAATTTAATCTTGACTAGTCCTGTATCTTACTTTCTTCATCTGTAAAATGGGTCTTC\nTAATGGGGGCCTGTCTTATTGGATGATGTTAATGAAGATAATATCATACAGCATCAAGAG\nCTGTACCTGATATATTGTATCTCTTACCGCTCTATGTGCACTTACTATTTTTATTAAGAT\nTGTAAATTAATCTCAAATAGAGGGGTGTAATCACGTGTCATGTTTGGGTGAAAGAATACG\nGTCATAGTCCTAGATTCTTCTAGGCAAATTAAACATGGCACGTGTATGTGCCAGGAACAC\nTGTGACCGTGCATTCACTCCTCTGCAAGTCTGAACACTTATTTCTCACATCTCACCCGAC\nAGTACTAGAATTTCTTCATCACCCCTCCATCCCAACAGGAACCTTCTCTGCTTCTCAGTA\nACACGCAACCATTTACGGGATGGGTTGAAGTAGAGAACTTTGTTTTCCAGCTAGCCACTA\nAAGTGATTCACTTTTGCTGAGTTGTATTACAAAAGAAACACAACTGATTATTTAAGTGAC\nAGAGTTCACATTCCCAGGTCCCAGAATGGTGTGAACACCTCTTACACGTGGTCCCTAAAG\nACCCTACAAGAGCTAGGGAGGTGGCTCAATGGGCAAAGTGTTTACTGCATGTCTAATTAT\nCTGAGTCTAGATTGCTAGAACCCAGGTAAAAAGCTGGGGTTAGAGTATATATGTCTGTAA\nCCCAGTGGAGATAGGGGTAGGTCCTGTAGCCTGCCAGGAGAGAGGAGGAGGAGAGAGGAA\nGTTGCAGAAAGCTCTGTCCATGGACCAGATAGCCTGCTATATGCAATAGTGAGGGAGAGA\nGATTGTGTCTCAAACAAAGTGAAAGGTGAGGTCTGACACCCAGGATTGACCTTGACTTCC\nACACACGTGCTACGATGCATATGTGAACACACACACACACACACACACACACACACACAC\nACACACACACACACAGAGTTTTACTGTACTAATTCAGTAACGGTGTTGCAAAACAAGACT\nCTCTCTGCTTCCTATGTGCAGTTGAGATCAGAGCTTTCAGCTCTGGCCACCATTTCTTCC\nCCACTGTGGCACACTCTAACCTTCTGGAACCATAAGCCAAGTAAGACCTTGTGTTCTTAA\nGTTGCCTTTGGTCATGGTGTTTATCACGGTGACAGAAAAGTAACCAATCCACCTCCCTAT\nGACTCCTGATGCTGTGTAGCCTCTCCCTCCAAGACTGCAGGGGGTGGGGGAGGGGTGGGG\nGTGGGAAGTCCCTTTGTCCACATCTTGTCTACATTTGTTGTCTTTTGATTGTAGCCACTC\nTAATTCAAAGGTGGCAATACTTAATTGTGGTTGTAATTTATAGGCGATAATTTGCCTTTA\nTAAAAACCTGTGCCTATCTCCTAATTCCTGAGTGTTCTTAAAAATCAAAGGTGAAAATTG\nTAAGCAGAGCTGGGAACTTTTGTACCACACTGATGAAGAAAGGGTTGGCAGCCAAAGTAT\nTAAGATCAGATTGTGCCTCGCGTGATGAACATACGAGGCTCAGTTCTCATCTTAAACCTG\nATTGCAGAGCCTTTGAGGTGTCTGGCTATGAAATAAAACACTAACTTGTAACTTCATATG\nGATGCAGGACAGCTGGCAGCCACCTGATTGGATCAGCACGTGACCCCAGAGCCCAGGAGG\nACATATCAGCCTTTCCTATGTTATTGAAGCTGCTCAGTGGCTTGACCTGTTAACATAGTC\nACCATTTGGTGTCAATATTTGCAAAATGGATAACTACACTTTGCTAGATAGTTTGTATGT\nGATGATAAAAATTTATTAGTCCAGTCTGGTCAAAGATAGAAGTAGAAGTCTGATTATCTT\nGGAGGTAAAGGAGAGTCCACATGGTAAGGGAGAGGGAGGAGATGTGAGTAAATGTTGAAT\nTGTGGTATGTTTGTTCTGATGCCACCCTCAACCCCCTGAGGGAAATCCCACATACCCCTT\nCCTCTTCATTATTATCTGCTCCCAGTTTATGGCCTTCTCCTAAATCTGACATATCTATGA\nATGAAGGGGAATGAGTCAGACTTTATGCCCCCCCACACTGGACCTTAGCATAGACCAGTA\nGTTCGCAACCTTCCTGATGCTGCAGGAAGCATTTAATAAAGTTAAATGCTTTTAATATAG\nTTCCTCATGTTGCAGTGACTCCCCAACCACAAATTTATTTTCATTGCTACTTCCTAACTG\nTAATTTTGCTACTGCTTTGTATTATAATGTAAATATCTGATATAGAGGATATCTGGTATA\nTGACTCTTGTTTGACCCTCAAAGGGCCTGTGACCCACAGCTTTAAAAAAGCTGGCATAGA\nCTCTTCCAGGTAATTTTATCCCTGTGAAGGTAGTATTACTTTTCTTAACACTTCATGATA\nTCAGGAAGAGGCAGAAGACATGAGAGGGTAAATGGGATCATGTGACTAGGAAGTGCTAAG\nGGATTGAAGGAGGCTCTGCACCCTGTTCCCCCTCCCGCTCAGGAACGCAGCAGTGAACAG\nGCAGGAGCAGCCCAGTGATCCTGTGTGGAATTTTGCAAAATGAAGTCCATTCCAACCTTT\nCCTCCTTGAGAACATTTTTCTCTGTTTGAGGAATGTATAGTTAGTGTTAAAAGTATAAAT\nAAAGAAAATTATAAAAGAAAATGTTAAAATGGCTCCAACCCCCAGCACCAAGAGATGGAA\nAGATCTCGAGTTACCAATAAGTGGCTTCTGTAGAAGGTTTTCCAATCATATCCTTAAAGT\nACTATGAAGGCCATCTCCCTGTGTAAACTATGAACAACTGAAAAAGATGGGCTGATTTTG\nTAAATGAAGACTGACAGACAGACAAATCATTGTTTTAAATATTTTTGTTAATATGACTAT\nTGCCAATATGTGTGGTTTTAAGTTGCACAGTAGGCTTATACTTTTTTTAACATTTTTTTA\nAAAAGTTTATGGACTTTTATTGATCAGTAAAAGCACTCTGTGTCTGACACATTAACAATT\nTATGTTAATGTTATTATAAAACTTTTGACTTATTGCTTATCTGTTACATTTTTATGATTA\nTAATCTTTTTATAGGTTTATTGGGGTATAATTAAGATGAACAATGGAACACATTTCAAGT\nGCACAGTATTTGTAAGGTTTGTACTTATATATAGTTTTAAAAGTATCACCACAATAAAAA\nTAATGAATATATCCATCTCTTCCTCCACATATTCTCATTTCTGCTTCCAGCAGTCGCTAT\nTCTAAATTCTGCCAGCATACATTTATTTGAAATACCTAGAAGTTCTTATAAACGGATTCA\nTACCACTTATATTCCTCTACGGTTTCTTTCACTCAGCATAATTATTTTTGAAAGGCTGGG\nGATGGAACTCAAAGCATTGAGCATGCTAGGCCCGCCCTCTCCCGACTGAGCCACGCCCCC\nAGCCCGGCACTCACCAATCACTGCATCACTACTTATCACACAAGGTGTAAAATGGCATTG\nCAGTAGGCATGCTTGGTTGGTTAAGGGCCTCCATAACCAGTGCTCAGAACAAGGTTGCCA\nGAAATAGCCCCCTCGCCAGCATGTGGCATCTGACTTGGGGCTCCACAGACTCACTGCCAT\nTTTTAGATTCTGCATCAACTGAAGCCAAGAATGAGGAAAGGAACTCCAACAGGAACCGGC\nTTCCGGGAGAGTGCGGTCGGGTACTTCAAAATGTCTCTAGCTGCATATGTATCAGAAGAT\nGGCCTAGTCGGCCATCAGTGGGAAGAGAGGCCCATTGGTCTTGCAAACTTTATATGCCTC\nAGTACAGGGGAACGCCAGGGCCAAGAAGTGGGAGTGAGTGGGTAAGGGAGTGGGGGGGGG\nGGCATGGGGGACTTTTGGGATAGCACTGGAAATGTAAATGAAGAAAATACCTAATTAAAA\nTAAAAGAAAAAAGAAAAATATCATTAAAAAAAGTCAGATCTGTTACAGACTAAAGACACT\nAGAAAGAGACTGTTTAATGATTTTTCCTTTTGAAAAGTATCACATTGACTTATTCCCTGT\nGTGTGCATGTGTGTGAGTGTGTGTGTGTGTGTGTAAATGTGTGTGTGTATGTGCATGTGT\nGTGTAGTTGGTTCTTTCCATCCACCATGTAGGACCTAGGACTGAACTCAGGTGATCGATC\nAGGTTTGGCAGCAAGCACCTTTATCCATGGAGACATCTTGTCAACCCCATTTTAATGATT\nTTTTTTCACATGAAAGGAAACTTTATCTGGGGAAATTTTCTAGATGTATTTGCTTTTAAG\nTGATCATAGAAGAGCACAGGGACACAGATGAGGAGGTCAGGACAACTGTGCCAAAGGTCC\nGTGTTTGAGGATAAAGGTGGGAGCACTGGTGACATTTCTATTCTTGAAACTGTCACAAGT\nCTGAAGCTTGTTCAAAGAACATTGGAAAATTAGGGGATGGAAGAATGGCTCATCAGCTAA\nGAGCATTTTCTCCTCTTACAGAGAAGTAGGCTTTCGTTTCTAGCACTCTAGTTCCAGAGG\nCTCAGATGTTCTCTTCTGGCTTCTGAAGGCACCAGGTACATACCTGGTACACAGACATAT\nGTGCAAGGAAAAATATTCATACATGCTATTGAAGACAAATTTAAAAATAGAAATATTAGA\nAAATTCAAATACAATGGATAGCTCTTTTTATTACCCTAGTACAATCATCAGCATAGGAGT\nCAAGTGGACAAGTTAGTTTATATGCACACATATGTGCTATTATATGTTGTGTATTGTATA\nTTATGTATTATACATTATATATATATATATATATATATATATATATACATACATACACAC\nACACACACACACATATAAATACACACACACCTTGAGTTTTTTTATACACTGGGCATTATG\nTAATTCCTATTTTCAAAGCCAGAAATGGCAGTTCAGAGAGGCTGAAATCTTGCCTCTACT\nATATACTTACATTTATACATATACTATATATTTATCCATATCCATATACTATATACTATA\nTATTTATCCATATATATATATATATATATATACACAAACATACATACATACACATACATA\nCATACATACATACATACATACATACATGCATGCATACATGTACACACACAGACACCACAC\nACACAGTGACTTTTCTATACACTGGGTACTATATAATCCCATCCTCTAACCCAGACATGG\nTGGCTCAGAGGACTGAAAACTTGCTTCTGTATTCCCAGTAGTACATTTTAGAGCTGGGAT\nGTGCACTCCTCGAAGCTACCTGGAGCTCTTTTGGGAAAGCTTTCATTTGGGGGGAGGGCA\nTATATTTGTTTACAATTTTTAATGTAAGGCAATTTATCAAGAGAGACAAACCAGAAGATG\nAAAATGAAGGCAACAGAAAAATTCAACTTCTCACAACCAAAACAATTATCACATCCTTAA\nAAAATAATTTAGAAAAGTGTTATAAAAGATGTTGCAGATTTGCATTCCATTTATCCACAT\nTGTGTTAGTTCATAATTCTGAACAAATCATTTTTAAAGTGTGAGACTTAAATCATTTTTC\nAGTGTATATGTAAATGTTTTATCCCACACATGTTTATTCAACTGGGCCATTTAACGTCAT\nAGCAATTTATATTTCTTTAAGTTTCATTCAACTTTCCTTAGGGTTGAATACACATGAAAT\nGTGCTTTAATGCGTAAGAATCACAGTGGATAGCAGCAAAGGACTGGGAGAGGCAGTAAGG\nAGAATCTGGTCATTCACACTGTGATTATTCTGCACATTAAGGAAAGGTAACTCACGCTTA\nTAGACCCTCAAGACATCCCTTTCCAAGAACCAAAATCAACTCAGGACGCCTTGCAGACAC\nTTCCCTACCCCTGAACAAATCAATGACTCTCACACATAAAAACTAAAAGTTATAGCAGTA\nAAGACTTCACTGGCGATGTAAGTCTGTAAACTATACTCATGTCTTGTTTCTGAACCCCAA\nAGTGCAAGAAACAGGACTCCCAAGCTCTCTGGGCTGCAGTAGCTCCCTGGGTTGCAACTC\nCCGCAGCTCTTTGCACACACCGTTGACTGGTCCTGGGCTAGCAGCATGCACCAGCTCCTT\nGCCTTCACTTGCGTCTCCATCTTGATGCACGTTTCCTCCAAGCTGGTGGGACGCAGCGGC\nCAGGGTGTAGGTATAATGGTGGTGATGTGGAGCGGACGGGCCGTGGAGCACGCACATCCT\nTGAGGCCACCAGGAGCTGAAGCTGAGGAGATGGTGTCCCCATCTGAGGGTGCAGTGGGGC\nACCTGCCCTTGGTCTTCTGCTTGGCGGACAACTGCCTCTTCAAAGCGTCCACCAGGTTCT\nCGCTTTTGGACCTGCTCTTTCCTTTCTCATCCTCGCTGCCAATGTCACAACTGGCCATGT\nCTTTGCCATAGCAGCTCCTGAAGACTCATCTTTCATCAAGTCGCCAGCAAGGGACTGGGG\nCTGAACCACCATGAACTCAGTTTCACCTTTGCTTTTCCTCGGGTTAAAAGATTTCCTGAA\nTGTCTTCAGACTGATTTTCCTCATTTTGACAAAAGTTAACTAATCCAAATGGGTTAAGCC\nGCTTCTGGAGCAGCTACACCCAAACATCGGGAGCGGCTGCAATGCATCATGGGTGAACTC\nTGCCTGGCTTCATTTAACCTCTGATACTATTTTCTAGCTTACACATTCTGATCACAGTCC\nATCACAGAGTCAGGTCAGGAACTCAAGGCAGGAACCTGGAAGCACGAACTACAGACAAAC\nCTTATGGAAGCATTTTCTCAATTTAGAGTTCCTCTTTCCAAATAACTGTAGCTTGTGTCC\nAGTTGACAAAAATCTGACCAGCATACTACCATACGAAATGAAAACCCTGCTGCTTGTGGG\nCTCTGCTTCCTTTCCACAGCTGCGGGACTGCCACACTTGGCCCTCTTGGGAAAGCTTTCA\nTTTCCAATCTTTCTTACTTTCCTGTTTGTGTATAACGTGTCACTCCCAACTTAATATAAG\nACAGCAAATCTCTAAAACCGGACAGTCTCCGCATGTCAGAGCTCGGTGCAGCTAAACTGA\nGTACTTCTGACCCCAGTTCTCCCATGAGGTGGCAGGGAAGCTGGTGGCTGGAGCTGAGGT\nCTCATGTGCAGGGCCTGGAATGGGATATTTACTGACAAGTTTGCTTACAAGATTTCATGG\nACCTCACACAGAGTTGTGTCAAGATCTAGTAGCTCTCTTCTAGCATCTTGAACCATGATG\nGAGAAATCTTGCCTTGGACAGAAGCCACATCTTTTGCATCTCAGGCTCTGAATTGACATC\nCAATCTACATTAGTTGCTTTTCCTCTTGCTATGACAAAGGAGGGTGTATTTGGATCACCG\nTTTAAGGGTACAGTCCATCATGGCAGGGAACTCATGGTGGCAGGGGTGTGAGACAGTTGG\nTCACAAGGCATTCACAGTCAGGAAGGAGAGGGAATGAACGAATGAATGCTGGTGCTCAGC\nTCATTTTCTCCTTTTATCCCAGCCCAGAATTTCAGCCCATGGACCGTTGCTGCCCACATT\nTAGGGTAGCTCTTTCCACTTCAGTTAACCCAATCTAGAAATTTCCCTCTCAGGCATGGCT\nAGATGTTTGTTGCCATGGCGACTCTAAAGCCCATCAAGATGAATTCTCACACTACCCCTT\nCTGCTCTAATCTTTAGAAACAAGTCAGTAGCTCCACCCACTCTGGAAGAGAAGGGATGGG\nCATGGGACTAAATTCCAGGCACTGGAGACTGTCTTAGAAGCTGCCTGTCAGAGAGCTTTT\nTAAGTTTTATCAGCCCCTCTGCTTACTTTCACCTTTTTCTACAGACACCACAGCCTCTCA\nAAAAAGGGCTAGTTTTTACACACAACCAAGTCACCTGACCAGTGTATGTAGCTGTGACTT\nTGTGACTTCTCCTTGGCCACAAATACAAGTCACCTCAGAGGACCTTCCCGAGTCCATTAT\nTATGAGGCCTCTAGGTGCTGACTTTACTCACAAAGACCTGCCAGTGATCCCTGTGGCTTT\nTTTCCCTTCCCCTCCCCCCTAAAATGTCATGTTCCCTTTCTGCTCATGACGAAGACATGT\nCTTCATCAGCCAATCCTCTCCTGGACTTGGAGACACCCTGAGGGTAGAGAATGTGTCATC\nTTTGCTAAACTCATTACTTCCCACCGAGCACAACCTTGAGGCCATGGACCGGGTTAAAGA\nGAACTGCCAAATATCTAGGAGAGCTTGCTTGAGCTTCGGCCCTAGCAAGAGATCTGGCAT\nCTGGCCGAGTGGCTTTATACACTCAGCTGGTTCTGCAAGACAGACTGTTATACCTGGGCG\nGCTATAATAGAGCTCACAAGCAGATTGTGGACTTGATACCTTCCCAGGATTACAGCCTTA\nATCTTTTCTCCTTAAGTGGAAAATCCTTTGAAAACGGGAGAAGGGGGGAACAATGTAGAA\nAACAAGAATCCACTTCCTGCCAAGTATTGTCACTGTTAGAGTCACTATTCTCTTCTCTCT\nCTCTCTCTCTCTTTCTCTCTGAAGTGAAGCATCAGAGAAGTAAAACTAAAAGAACAATCA\nTATTTAATTCCATGTCTAGAAATCAATCCAATAAGTATGACAGCATGCTTCCCATTCCTC\nTTGACCATGTGTGCGCAGCTTAAATAAAATCAGAGCTGGGCAGATGGCTCAGTTGATGAG\nGTACCTGCTGTTCAAGCATTAAGTCCTGAGTTCAAATCTTGAGCATCTGGGCATGGTGGT\nGCATATCAAAATCCTAGCACTGTTGAGAATGAGGGCACAGGGGGATCACTACAGCACTCT\nGACGGCCAGTCTAGCGAGTCAGTGAGCTCTAGAGACCATCTCACTGAACTGCAGGCCATA\nGTGGGAGATGTGAAAAGTATAGATTGTGGTTCAGCGAGAGACCTTGTCTCAAAATGTAAG\nGTGGAGGGAGAGTCATTGTGAGAGACACCCAATATTTACTTCTGCCTTCACATGCACATG\nCATGCACTCACACATATACCAATATATGTATGTGCATGAGCACCAGGAGATCAAACACAC\nAGACAGACAGACAGACAGACAGACACACACACACACACACACACACACACACACACACAC\nACACACACAAATTCATCTATAAATGCATGTGCACATGCACCAGGGACAATGAAACAGGAG\nACCAAACACACAGAGACACACATACACACACTATACACATACACACACATAAGAATTAAA\nCAAAATAGAATCATGATATATAACCACTCATTGTATCTCACAAACACTAACCATAATTTC\nTGAGTTTTCTAGCCCATGCAGGAATTTTAGTTTGAGGCCATGCACCCATCATGAATGTTG\nAGTGTGTTTCCAAGGTTTTAACCCTTGCAAAATGAAAATATTTGATTCATTTGTATATGT\nGCTAAATCGTTTTGCACATATTTGGTAACTTCATTTAGAGACATCCCTGTAAATGAACTT\nTCTGGGTCAGATGTTGATGTGAATCTTATAATCAATGCTGAGAACAGCCAGAGGGTCTAG\nAAAGGGATTTGGCTGCACAGTGGTTATAAACTGCAAGTCATAGTGAGAGTTTTGAACAGT\nATAGATTATGATTCATTGTTTAGGATGTCCTGGCTGCCAGTCCTAACCATTACTGTCTAG\nCTCTTTGATCTTAGAGGGTCATTTCAACTCCAAATTTCAGCTTCATGTTTCGTAATATGA\nGGTTAAGGGAGTCACCTGAGTTGAGGCTTACAGATCCGCTTAGTTCTGCCAAGATCATCC\nCTTAAAAAAGAAGTCCTTTCAAATGCTAGAGGCTGCACACATGCCTCAATAATTGGAGAT\nTCTGTTTCAATTTCAATTAATTTAATCTGAAAAACCTGGTGCGATGTTTAATCTTAATTG\nTCAGCCCTATTGGCTCTGGAATCAAGCAAAAGACACACTTGGATCTGTAAATGTGTTTCC\nATAAAGTTGACTGAGCAGACAAAATCCTCCCCCAGAGTGGACAGGACCTCCTTGTGGCAG\nTCCTGATATGAGGAGAGGCCCATGAGAGAAGCTGTTGCTTTTGCCTGCTTGTTTTGACGT\nCTTACTTGCGAGTGCATCTACTGTGTTGCTGCTGCTGCCACCGTTTGCTGACCACAGAAC\nTGTAGAACCCAGTTTCTTTGGGCTGTGAACTTGACCAGTGACTTAAGACTCTCCAGAAAT\nCCTCCCAGCCTTCAGCATTAGATAGGGATGGATGAGGCAATCAGCTTCATGAATAGAGCA\nGCTACCATGATCCCAGCCATTGCTGAAGACAGCCATTGTTGGATTACCCAGACTGCACTG\nTGTAAGGCAATCTAAAAAATTCCCATTGAGTAGATACTCACTCTGTCAGCTGTGGTCCCT\nTAGAGAACCTTGACTAATGTCCATGGCACTGCTTAAGAGAAGCACATCCACCAAAAGAGG\nCTTCAGTCCAAGGCATGATCAGAATTCTCTCCAAGGTTTCCTGACAGAAACACATAGTAA\nACATATAGGAGAAAAATCAGTCAAGCACATTTTTATGGCTGTTATTTCTAGGAATGTGCC\nTGTGCAAATGTACATACTAGATGCAAGCAAGCTTCCTAAAGATTCTTTTAAAGGGCAATA\nTGGTAGCCAGATGTGATGACTTTGGCCTAGAGTCTCAGTATCAGGAAAACCAAGGCAGGA\nAGATTACAAGTTTGAGGCCAGCCTGGTTTAGATAGTACGGCTCTGTCTCAGCAAATCAAA\nCCAACGCCAAACAACCAACCAAATAAATAAAAAGCGATAAGGTTAACGGTTATATAAAGA\nGCTCACAAGTATACAGTAAGTCTTGAATAAACCAGACAACTGTCGTGATGCTGTGTGAAT\nGCATATTAACTCAGCTCTTGGGATAAGGTTTCCAGTGACAGCGTGCCATATCCCAAACAA\nTTGAGATGGAAATGGAGATAATGTGTCCCGGAAAAATGGAACCGAATGACTCAAAAATTG\nGCCCTAGAGATAATTCTCAGAGTTTATGAATAAAATTATGTAATGATATGTAAGACTGGA\nAAAGTAATATCTCTACTTTAATGTATTATTTAGAGTATGTGATTTTAAATATGCATGTGC\nAACTGAATTGATAAAATGAATTTTCCAAGTCATATTTATTTTATCTACACCCCTAGGAGT\nTTATAAATCAGCTAGATAAAAGTTTTATTGAGGGATCTTCTCATTGGGTATGATGGTTTT\nCCCCATATGGGCAGATTTATGAGCTCCTTAACACATGATGTTGTGTGAAAATAAAACAGG\nCAGTTTACACTATGCTTTGTACTCTGTATACAACACAGCAGATCCTCAACTAACGCTAGA\nTCCATTTATACGTGGGGAATTGGACAGTCGCTGGGGAAAAGTGGCTGAAAGCCACTTAGG\nTCCAAGGGGTAGAGGCAGTGTGAAGGTTCCAAGGGAGAGGGACGGGAACGAAATGGGCTG\nAGGCATAGCTTAGTTGGTGACCTGCTTGCTTTATATGTACAAACCCTTGGTCAGTTTCTC\nAGCACCACATAAACTGTGCATGGCAAGGTATGCCTATAGCCTCAGATTTCAAAAAGCAGG\nGACAGGAATATAGCATCATCCTCAGCAACATAGACATTTGGATGTCAGCCTGGACCACGT\nGATACTTTGTTTCAAAAAGAAAGAAAAATAAAACCAAGATATATTATTTCTCCAGAGCGG\nCGTAACTAAGGAGTAGATGCTGGGACTCTGCCCAAGGCTGAGCCTTCCAATGTGTGTGTG\nTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGGTGTGTGTGTGTGGGGGG\nGGGGGGTAGAATGGTGGCCCTCGACCAGCCAGTCACAGGGCTAGGGTCGCTCATTGAGGC\nAGACACCAGAAGTTTGACTGTGAATACCCGAGGCATGCATCAGGCTGTGAGAAGCCACAG\nGACCCGCTCCTGGGGTAGGGAGGCGCAGTCTGAGGTCCTCGGGAACTGCCAGGAGCAGGT\nTAGTGGGTGCCCGAGCTGTATGGAGGCCAGGGACGGCAGGCTCTAGCTCTTGGGCACCAC\nAGATGCAGCTTGATACTGTGAAAGAGCTGAGAATGGAGTAGGGGCCCGAGGGGCTGGCTC\nTGACTTGGGGCCAAAGGGAAAAGAGGGGAAGGCGAGTGCTCCAGCTTGATCTTGGAGGGA\nTGAAAGGCCTTGGCTTGCTCAGGTGGGCATCTTGGCTAGGTAGAGACTGTAGCTGAGAAT\nGCAGAGATGCCTTATGCAGAGATTAGACACGTGGCTCGTTAGAGGAAGACCTGCTCCATT\nGCTCCCGCACAGCGGATCCCGATGAGAAGAAACAGTCTGTGGTTTTAAGGCATTTATTGT\nCATGGTGGAGAGTTGTGTTGGGTGAAATCTTACCCCACTTTCTCAGGATGGGCCAGAGGT\nTAAATACCTTTTACAGGGAGGAGTGTCTGGAAGGGGAGCTGAGATGATAGTAGAGGCAGA\nGAAAGGCAGAAAGAGGGAGAGAGTAGAGAAGTAGAGGCTGGCTCCATCTCACGTGGAGAG\nAGGGTAGAAGGGAATGTGGAGAGAGGGGGAGCAATAGGGCAAGGGAGAGAGACAAGAGTA\nAGAGATTAAGAGAGGGAAGAGGGGGCAAACAGCCCCTTTTATAGTGGGCCAGGCCTACCT\nGGCTGTTGCCAGGTAACTGGGGGGGGGGGGGAGTCCAGACAGAATACAAGGGGCTTGGGG\nCATTGCCCAACGTAACTGATGGCCACAGAATTATGGAGAGCTAAGGCCTAGTGTCAGGAG\nTCTGGTGTCTGGGGGCATGGCAAACACCTTCCATGAACGCCTGCTGGATCTCTGGGGTTT\nAATCCTAGCTCAACCAGAAAACAGGCTGCCTTTCATGGTCCTGAGTGTGTGTGTGTGTGT\nGTGTGTGTGTGTGTGTGTGTGTGTGTGTATCAAGTCCTTTATCCCAGAGGCTTCTGCTCA\nCTCCTTCATAACTGGAACCTGACTATATGGAGGTAATACATCAAGCTGAAGTTGTCAGGT\nGGCAACATATGGATCTTTGTGATACAGTCTAGAAAACTGGCCTGGGTGGGATGGAGGGAG\nGGAGGGAGTCAAAGTCAAAAAGCCAGATAGAGGCAGAGAGAGAGAGAGAGAGAGAGAGAG\nAGAGAGAGAGAGAGAGAAGGAAAGGTAGAAAGATAAGCCCCATCTCCTTGTTAACCTATC\nTATTTCAACAGAAAAAGAAAACAGCAAGAATATAATATCATCTTGGGCAGACACCAAGAG\nCTGTGTTTTCAGATTACTGTTGTTCTTAGCACTGTGAAAATGCCTGCACCCCAGGGCCTA\nAGGCATGAGTCCGGTTGTTCATGTGCACAGCTCAACAGAGACTGTGTGGAACAGAGCTGG\nGTTGAACTGAGCTACTCTCAGAAGGTCCCCCCAGCCATGCAGACGTGAACTGACTCCTCC\nAGGAGAGTGGGCTGACTTCTCCCACCCTGCTTCCCAGCTTCTTGCTTAACTGGACCTTCT\nGTGTGGCCAGTGGTTTCTGTCTCTGTTCCAAGGAGGGCAGGGTTGATCTGAGCCTGTTGT\nGTGTATGATGCCCAGCCTGGGCAGTAACATAACTGAGCCCAGGCATTCCTCCTGGATCCG\nGAGTGGAGTCATCCCTCCTTTGTGAAAAATCCTTCTCTTGAGAAAAACTAATCTGCAGTC\nTGACAGTTTTGAGAGCCACCCAGTGCATTGGCAGGCATTGGCAGGCATTGGCAGGCGTTG\nGCAGGCATTGGCTCATCTACACATCTGTACCTGCTCTCTGGAAGTTTTACAGACTGACAA\nCAGTTGCCTCCCTCTTCCACCTCTATGCCTGATACCCTTCTCTTCTTGCTATCAGATGCA\nTATTCTAGTTACTATGCAGAGCAAACACATTCTTCTCAATGGCTTTAATGTCTTGAAGAC\nAGCCCTTGCTTCTCTCTCTAGCTTAGGGTACCTTAGTGTCTGAGAAATGGTATCAAACAC\nATTTGCCTAGTAGACTTTGTCTTTGTTCAAGTAATTTAATTACTTATAGCTCATTGAATT\nGAGGCCATGTACAGTGTGTGTGTGTGTGTGTGTATGTATTAATGCTTGTATACATGTGAA\nTGTATGTGGGTGTGTGTAGATGTGCCTTTAACCAACACTTCTTGGTTCTCCAAAAGTACT\nCCCCAGTGGCTAGAAAGTCGGGGTTGATGTTTAGTTATGATAAGACATTTCACCCTGATA\nAACTGCTTTGCCTCTAGCTCTCTAACAATTTTGCATAGAAGACCTTAGAGGACTTACGTG\nACTCAACAAAAACATCAAATGTTGATAAGGCTTTCTCTGGAGCTTCATGCTGGACTTGGG\nACCACCTGAGTCTTTGGGAAGCCCTCCTAATAGCAGATCAAATAGTCCTGGTGCCATTCT\nAGCTCTGTGGATAAGTGCTACCTCTAATGTCCTGCTTAGGAGGCTATCTCTAGCCTCTTT\nTTATCTAATGACTCTGAGTTGCTATGGCAACTATGAGAACAAGTATTAGTTTGCTCAGGC\nTGCTATAGCAAAGCACCACAGACTGGGAGGCTTAGAAAGCAGAAATTTCCTTTCTCACTG\nTGCCAGATATCAGAATTCCAAGGTCAAGGGATCAGCAGGGTTGGTTCCTTCTGAGATTTC\nCTTCTGTGGCTGGCAGGTGGTTGTAGGGTCATTGTCTTCCTGTTTGTCTGCCTCAAATTC\nCTCTTTTTATAGACTTCAGTCCTATTGTATTAGAGCCCCTCCAGTGACATTTTTTTTCTT\nAATTACCTCTTCAGAGGCTCCATCTCCCAAGACAAGCATACGCTAAAGTACCAAGATTAG\nGACTTTAACATGTCAGTCTCCAGGGTCTAGAATTTTACCCAGGGCATGAAGCTGATGTTT\nTGTGTTGTTTCTCTTTTGTTGAAAATAAAATTTGTCCTCACATGTTATAAACTGATTATG\nTCTTCCCCTCCCTCAAGCCTTTCCTGTTCCCTCCCACCTCCTCTCTCATATGAACCCTAC\nTCCCTTTCTCTCTTTCCTTAGAAAACAAATGGGCTTCTGAGGGATAATAATAAAATAAAA\nTATTATAAGATAAATAAAAAACTAATACATCAGAACATATATATGTGTGTGTATATGTAT\nGTATATATATATATCCCTAGTTTTGCTTTATCTTACCTTATATTTTATAATAAATATAAC\nTATATTATATATTATAATATATCATCTTATATTATATATATCAGATATTATATATTATAT\nGTTATACACACACACATATATACAAACACACACACACACACACACACACACACACACACA\nCACATATATATATATATATATCCAAAGAGAAGGCACAAGAATTAGAGACTCACACACAGA\nATCTCACAAAAACACAAGACTAGAAGCCATGATACACACAGAGGACCTGATGCAGACCCA\nTGCAGGCCCTGTGCATGCTACCTCAGTCTCTGAGTTCATGTGAGCCCTGCTCATACTGAT\nTTACAGGATCTGGTTCCCCTGGATCTCCTCCTGGCTTCTACACTCTTTTCCTGAGCCCCA\nAGGACGGGATTTGATGGAGACATCCCATTGAGGGCTGAGTGTTCCAAGGACTCACTCTGT\nATAATGTCTGTCTGTGGGTCTCTGTGTTTTTTTTTTCCCGTCTACTGCAGGAGGAAGCCT\nCTCTTATGATAACTGTGTTCTTATTTGCTTATTTGTTTATTTATTTATTTAATGCCAGAA\nTTCTGAGACCACAAGTTTCTCCTGGATATACATCCTGTGCATTATAGGTATGGACTCACT\nTTTTTTCATATATACATCCCTTGGGGTAGACATTATCATCATTTTGCTTATGAGGAGACT\nGAAGTAGCTGAAAGACCACCTGAGCACACCTCAGAGCGGCTCCTTTCTGATGAATCCAGG\nGACCTGTCTCCATGCCTTTTTTCTGTGTAGACCTGCAGCTGGGACTCAGCCAACTGTCCT\nTTACCACTGCTCCTGCCTCTGGACATTTCAGGAGGCGACATGAGCTCATGAATCCTGTGT\nGCTCAAGTCCAGGCTCTAACTGTGTAGCATTTGTGGAAAAGCTCATGACTGGATGGGTGT\nTAGGTTGCCGGGGACTCCCATCTGACAGCACGGGTGCCGGGAGGCGGGGGGATGCCTTTG\nTGCAGAATCTGCACTCAGAAGATCCCTGTTTACCCAACAAAATTGTGCTTCTGCAAAAAT\nTGTGTCTATCTAGAGGTGGATAGAGACAGAGACTCCATCTTCTCTTCCTTGGGTTGATAG\nGCAATGATTCAAGGTAGATGTTCATGTTCACAAATACTAAAGGGAATGCTGTATTATGGA\nAGGAAGAATGTAGGCTTTGGAATCATATGCATTAACATTTGCTCACAAGTGAGACTCTGC\nCGGGTGATTTTCCTTTGTTAACTGTTACATGGGATATGAGTGCACGAAGGTGTGCCTACT\nGATGTGGGTGGAGGCCAGAGATCGAAATCTAGCGTCTTCAGTAACCACTGCCTACCTTAT\nTCTTCAAGACAAGGTCTCTCACAGAATCAGAGCTCATAGCTCTGGCTGGACTGGCTGGCC\nAGGGAGCACCTGGGCTCTGTTTGTCATCTGCCCCACCCATCTCTGCCCCACCCCTCTCTT\nGCTGTTGGGGTTATATACATGGGGCAACATGCCTGGATTTTTATGTGTATTCTAGGTTCA\nTTTATGTTTCTGCAATTAAAAATACCCTAACAGAAAGCAAACTAGGGAAGGAAAGGTTCG\nTTTGGTTTACAGTTCCACATTACAGTTCATTTTTGTGGGAAAGACAAAGCAAGAGCCTTA\nAGTATCACATCCATAATCAAGGGCAGAAAGATAATGTATGTATGCATCCTTGCTTGCTCT\nCAGCTGGCTTTCCCTTCCCTTGTACTCTTCAAGACAATGCTCTACAGACATGCCCACCCA\nCTAGCCTGATCTAGATAATTCCTCATAAAGACTCTCTTCCCAGTGATTTTGGGTTGTGTC\nGAGTTGACAGATAAAGGAAACCAGCACAATATGGGAGTTGGCTATCGAAACTCAGATTCT\nTACACTTGCAAGGCAAGCAGTTCACCCACTTAGCCATCTCCCTAGCCCCTTGATTAATCT\nTTAGGACATAATTGCTCCATCTGAAAAAAAAATAGGATATGCTGTCTCTTTACAGGGTCA\nTTACGATATTGCACATTATATAAATTGCATTAGTATATAGTTTTGTTTTATTTTATAGTA\nAAACCAGGCTAGGCTACACTGTAATAGCAAGTAATTCTTGATCTTGGTTATATGATATAA\nTTATTTACATCTTGTGTCATAAGTCTGCCCGTGGCTTCTCACTCTGATAGAAAAGCATTG\nTCTAAAGCACAGCTAAATACCTGACAAAGGGCAACTTAATAAAGGGGGGGTTTATCTTGG\nCTCGCAGTTCTTAGGGATACAGTCCATCATGGTGGGGAAGGTATGGTGGCAAGTGTGGCA\nGATAGCTGGTCATGTTGAGTTCACAGTCAAGAAGCAGAGAAGGAGGAATGTTGGCATCTC\nTCTCCTGTCTACTTTTCACTCAACCTATAGAATAATACCATCACCCATATTTAGGGTGGG\nTCTGCCTTCTTCAGTTAAGCCTTTCTAGACAAACACACACTCACACCCTCACACACTCAC\nACAGTCACATACATATGCTTAGAGATATGTTTCCATGGTGATTCTCAACCCATTCAAGTT\nGAAAATGAAGGTTAGCCATTAGATCTATCATGTAGTTATATTCCTCTTTGAGTGAATTTT\nGTACTGCTTTCTCTAGTACCTACATTACTCTCCCATTTACTGGCATTATCTTATCCCTTT\nGAGGTTTATCTCCTTGCCTGCACCATCCAGGAAGAGCTGGGGAATACTTGTGGCTCTGTT\nTCACATTATTTGTGCAAAGGACAGAGTCTCTCTTGTGTCATTAATCATGGCTTAATCTGG\nCATTTATTACTCCCTCCTCCTTGTTTTACTTTGTAATTTTCTCCAGAGGTCATGGCTAGA\nGGCATGGGTTATACTTTAAATCCTTAAAAAGAACATGAAAATGCAGAAGTTATCCTTTAT\nATGCCTTTATTGGACTTTTGTCATTTTTTATTACCACTAATATACTACTTACACCTACAG\nACTATCTATCACTGAACTTCTCCAAGATCCTTAGCAATGCCAAGTAAGGAATGTCTGTGA\nGATCTAATATAGAGATTCAGCCCCATAGAGAATTACAAGAATAAAATTAATTTGAGGAAT\nTCTTTTAATTTCAGTTAGCATCTGACTTGTAGGTGTGCGAGATGTTTCTGATTTTATGCT\nACTGTGGGAAAGGGACACTTGGGGAAGTTTAGAGTCTAATTTTTAGACACTCATCCACCC\nCTCTCCACCCTCTATGAAACACTGAATTTGAACAAATATCTTACCCTTGGAATTTGTATT\nTATGTCCCCCTGGTGTTGATCCTTTAACTCTCGAAATGGGGACCTCTTCCACCCTGTCTT\nGACCCTCAAGTGTGAAAGGCTTCTGCTCTCCTCTGTTTGTGGCACCAGATAAAGACACTT\nTGAGATATACAGTTTTGTATATAGAGATAACAGCAGTAATTTCCTTCCTTAGTGTCCTAG\nTTAGGATTTCTATTGCTGCAACAATACACCATGACAAAAAAAAAAAAAAAAGCAATTTAA\nGGAGGAATGAATTTATTCAGCTTATATTTCCAGGTCATAGTTCATCATTGGAGAAAGTTA\nGGACTCTAACAGAGTTGGAAACAGGGGGCAGGAGTTGATGCAGAGACCATGGAGTGTCCT\nGCTTACTGGCTTGCTTCCCATGATGTGTAGTACGCTCTGTCTGCTTTCTTATAGAACCCA\nGGACCACCAGTTCAAGGATGGCACCACCCACAATGGGCTGGGCCTTCCCCCATTGGTCAG\nTAGTTGATAAAATGCCTTACAGCTAGATTTCATGGAGGTGTTATCAATAGAGGCTCCTTC\nCTCTTATGACTCAGCTGTGTCAACACACAAAAAACCATCCAGTATGCCTAATTTGATAGC\nCACTGATGCAAGCTGACTATCCTTAGTTCTCAATGTTTTGTGAGCAAATAACAACAGTCT\nAGGTCACCTACTTCCTGTGTGCTTACCATTCTAAGCAAGGCAGCCCCATGTGATCAATGC\nTTAGGGAAACAAAAGGCACCCTAAGGATGAAATGTTCTATCACTACCAAATCCCTGTAAC\nTTCTGCTACCTTACTCCCCCTGTCATTGCCAAATACCTGACAGAATCAACATAAAGGCAG\nAAGTATTTTGTTTGGTCACAGGAGTTAGACTCCATTAAGGAAAGCATAGCATCAGGCTTA\nGAACACCATTGTGATACTATTCTATATGTTTGGCCCAGGGAGTGGCACTAGTAGGAGGTA\nTGGCCTTGTTGGATCAAGTATGTCACTGTGGGTATGGGCTTCAATACCCTTGTCCTAGCT\nTTCTGGAAGCCAGTGTTCTCATAGCTACCTCCAAATGAAGATGTTGAACTCTCAGCTCTT\nCCAGCCCCATCTGCCTAGAGGCTGCCATGCTCCTGCCTTGATGATAATGGATTGAACCTC\nTGAACCTGTAAGCCAGCCCCAATTAAATGTTGTCCTTATAAGAGTTGCCTTAGTCATGGT\nGTCTGTCCACAACAGTAAAACCCTAAGAAAACTGTGATATGAGTGTATGGTAATGTCTTG\nTTCTATGACACCCAACAGGAAGCAGAAAGCTTAGGTAGGAAGGGAAGTCAGTTGACCTAT\nAACCTTAAAACATTGGTCCTAGCATCCTACTTCTGCAATTCAAACTCCATGTCCAAAGGT\nTTACACAATCCCCCAGGGACAGTAACACCAGATGAGGCCATGGGTTCAAACACGTGAGCC\nCATGCAGGACACTTTACATCTAAACCATCATACCTTTCAAAGGTGGTATTTATATGGAAA\nCTTCTATTTTTCTTAGGGTTTCTATTGCTATGAAGAGACACAGTAACCACAACAATTCTT\nTTAAAGGAAAACATTGAATTGGGGCTGGCTTATACATTCAAAGTTTTAGTCCATTATCAT\nCATGGCAGAAAGCATGACAACATGCAGGCAGATATGGTGCTAGAGAAAGAGCCTAGAGAT\nCTCTGGATTGACAGGCAGCAGGAAGAGAGAGTAATATTGGGCCTGGCTTGAGCTTCTGAA\nTCCTTAAAGACCACCCCTGTGACAGACTTCCTCCAGGAAGGCCACACCTCCTGATAGTGA\nGACTCCCTCTGAGCCTGTGGAGGTCATTTTCCTTCACACCATCACAGGAACTGCGCTGCT\nGGGTGGGAGTTCTGAGAAGGAAAAGTACAATATCTTGTTCATGGAATGATTGTTCCACTT\nACCTTTGTAGCATAGCTTAAGGCAAGCCTGCCTCCCTAGGGTTGGTCCCTTGACTAGGAC\nATTGACTTGGCTCAGTTGGAATATTAGACCTCTACTATTGCCAGAGATTCTAGTCTCTTG\nAGCAAAAGTTTTACAGTAATAGACCTTTATTGTTACTCTAACAGTGTCTCATTCAGTTCT\nCATTTAGGTCTTTTTTGTTTTGTTTTTAAGGGACTTAAAATCCTCTCTCATAAGTGGTGG\nAAGGAGATTACAATCACTATGGAATTCTGTATTGGCTAATAAAATTACTTAATGTCAATT\nAGCAATTTTGAAGACACCAATCTAAACCTCCCAGTGTATTCAAACCATGTACAGATTTCC\nAAAAAGTGAAGATTTGGGGTTGTTTTGTTTTGTTCATTTTTGTTGTTATTTTGCTACCAG\nGGTCTCATTCTGACCTTCCATCAGCTCCCTAGTTCTTTGGAATCCATTGAGAGAGTTCAG\nACATGACACACAGAGACAAAGCCATGGGATTTATCCCACGGTAATGTGGGGACACTCTCA\nAGAGTGAGAATGGACAATGACCAAAGGACCAGTGCAGAGAACACTCTCAGGGAAGGAGAG\nTGGACAGTAACCAGGGAGGCTGTTATGTAGAGTACATGCTTTGGGGGTGCAAGTGCACAA\nGGGACAACCCAACCATCGTGTAAGCACATTATCAAGGGAGAGGAATGACAATAGCTACAC\nAGACCGTTATAGAGCATAAACTCTTGAGGAATGAGAATGGATGCTAGCCAAAGGTACCTT\nGTATAAAGCACATTATCAAGGGAGGGGAGTGGGTAGTAGTCAAGAGGGTTCATTTCTCAA\nCCTGTATTTTAGCTAAGTTTTAAAATACATTGTATTGTGTGTATTCGTACAATTATGTGT\nTGAGGCCAGAAGTAAACCTTTGGTATTTCCATATGTACCCATTATTTTGTTGTTTGTTTG\nTTTGTTTGTTTTTGTTTTGTTTGGGGGTTGGTTTTTGTTTTGGTTTGGTTTTGTTTTTCA\nAGACAGGGTTTCTCTATGTAACCCTGGCTGTCCTGGAACTCACTTTGTAGACCAGGCTGG\nCCTCGAACTCAGAAATCCGCCTGCCTCTGCCTCCCGAGTGCTGGAATTAAAGGCGTGTGC\nCACCACGCCCAGCCTGTACCCCTTGTTTTTTGAGACTGATTCTCACTGGCCTGGAACTCA\nCTGATTAAGTTAGGCTGCCAAGCTAGTGAGTCCTGCCTACTGTCTCTGTTGTCCCAGAGC\nTGGGATTATAACTGTAAACCACCACACATAACTCCTTTGCTGAGTTACATTCCCCCATTC\nCTACACTATTTCTTAAACTCCCTAGTTCCGATTCCTTAGGACTGTTTTCATGTCTAGGTG\nATGGACATGATCATTTTGATTAACTCTTGAGAGAGGGGTAATGGTATGTTTTTATTCTCT\nCCCAGAAAGCCTCTGGCTAGATGGTAATCTTATGATCTTTTGGGCTAGTCACAATGTTCT\nGTCTCTATCTGGGGCCAGAAATACAGGTCAGAACACATTCTTTTGCACAATAATCAGTCC\nTTCTGTTTCAGTCCCTGGTTTTACAGGCTACTGATTGTGAGAAAGGAGCCCAGCCTCTGT\nGACTTTCCAGCCTATGTATATTTGTCTAGCAGGTCAAGGCAGAGTCTCCCTGTGGTGTCC\nAGGCTGGGCTTGAATTAGTGGGTTGGAGTAAAGCTCTCACCTCATCATCTCAGGTAACTG\nAGGCTAAGATGTGCGCCACCATGTGTGGGCTAGAAGTCTTTGATTCTATACCAAGATTTA\nAAAAGAAACTTCTGATAAAATCTGTCTCATACCAAGGGAAAAATCCTAATTGTTGCATAA\nTTAGCTTTTTCAGGATCTAAGGTTGTCAGAGGCTGGGGGGCTGGGGGGGTGAGGTTGACT\nTCTAGGAGAAGGAAGATTCTAGGAGCTACTTCAAACAGTCCTGTAACTGCTGGCAGGAGA\nGAAGATATTCTAAAGAGAGACAGTTGTCCCCCCTGTCAACTATCTGACTTTTCACACTAG\nAGTTTAACAGGCTTGCAGGTCTTAAAAACAAAACAAAACCAACAAACAAAACAAAAACGA\nAGAGAAGATTCAACTCTACCTGGGGCTGCAGAGGTCTGATTCATCAGCGGGGATCTTACA\nCCCAACAATTCCAATGTTTTTCAATAGGACATAAACAAAACAGAACAAAGACCCAGTCCA\nTTCACCCCTAGGGAAGGACAACCTGTGTCACAGGTAAATCTGTGTACGTTATAGCTTTAT\nTTGTCTCAAGGCTTTCTACAGACTCTAAAGCGGCCATTGCTACCATAGGGAAGGAATTAG\nAATTTTTTCTCCCCATTCAGCAAAACTACATATGACTCTATTTCCCTTTACCAAATTCTA\nTTTCTAGAGAACACAGAGAAACTAAGGCAGTGAGTGTTTAGACCTAACTGCCAGGTTCCA\nGCCATGTTACTACTGTGCTTTGTTTTGTTTTGTTTTGTTTTGTTTTGTTTTGTTTTGTTT\nTGTTTTGTTTTGTTTTGTTTTGTTTTGTTTGTTTTCACAGGAAGAGCTTGGGTCAAAGCT\nGGTTTTTGCTTGGCCTTCACTATGTTCCCTTTCTGTGGCGAATGGGGGACCGAGTGTCTA\nTTTTATAAATATGGGGATGTGAAATGAAATGTCACATGAGCTGCGATGCTTTATTATGTT\nGTTTTATGGGTCATTTTTAATATGGGTTATTTTATGGAGCTGTGTTACCATGTAGCTCGA\nAAGCACTGAATTTTGGTGGGAGATGCTCCGCTCTCATTACAGCTACCAAGAGGCATGGGA\nGCTGAATTAATAGACATGGAACAGAGACAACTGCTGTCTTTGCAAAATGCGGGGGGCCAT\nTAAGAGGATCAATCAGTAGGGGGTGGTGTAATCCACCAACATAGGCATTTTCCACACAGT\nTCTGTTGCTGCATCTCAATGCAAAATGGTCCAGGATTTTTTTTTCAAGTGCATTAAAGAG\nGAGAGAATCCCAGCAGGGGCTTAATAAAGGATTTTTTTTTCCTTTCGTGCTCCCCCCACC\nCCCACCCCTTGACTTTTTATTCTTGCAACAAGCTTCATAGTTTGGAAATCATTTTTGAAG\nTCAGTGTTGTGAATATTAAGTAGGGAAGGAAAAGAGGCCAAGCTGTTACCTTGTAATAAA\nAATCAGACACAAGCCCTTTCCCACTGCCTGCATAGAAGGCGCAATAGTTTTGGGAACTGG\nCCTTTCGTTCTCATTCAACAAGCAATATTTAGTAGTGACAGTTAAACCTTGAGCAGGTCT\nTAGTGAGATTATAACCTCTATGCCTTTGTGAAGGACTCCTGTCCTCTAAGGTATAAACTT\nGAACCTTCTACAGGAGACCAAAGATGTCTTGTTGCCATTGAATTAAACTAAACATGCTAG\nTGTTGCCCATAACAACAGTTGCTAGGCGACCTTTGCCTGCATGTGGAGGGGCGGGAAACA\nTTGTGGCTCATGGCTCTATTTATCATCATATTTCAGCAGTCTTGCTAAGGGAAGGACCTG\nACACACACATGACAGAAATGTCACATGCACACTAGAAGAGGGACATGGGCTGAGAAATCT\nTCAATAGTTGTTATACCTTTGCCTGTGATTTCTTGACTGACTCTCACTGTAGACATAGAG\nCTGTATGCCTGTACTAGATTTAGAATGTGTCCAGCCCACCTCTTCCAGGGAAGACCAGGA\nGGGAAGGGAGGAGCACAGGGGAGAAATAATGAAAATGTCATTCCTGTGTCAGCAGTGGGT\nCTGAGGCTCCAGCAACAACTGACATCACTCCACACACAAACAACACTCACCCCCAATAGA\nCACTAGTTTGGAATATCAGTTAGTCAGGTGTGGTGGTGCCTGTGGCATAATCTCAGCACT\nCAGAGGACTGAGGCAGAAGAATTGCTATGAGTTGTGAGCCATCCTGGCATACATAAAAGG\nGCCCTGTTTCAGGCCATCTTCTGATATAATCAAGATTAAAGGTCATAGTACAGTTCCATT\nTCTGAGGTATGTACCACTATAGATTGTTTACTGTTTGGGGTATATATGGGATTATGTGGA\nGGGCAGTTTACATGTGTATGACAGGGCATGCATGAGTGTGTGTGTGTGTGTGTGTGTGTG\nTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTAGGCCAGAGGACAACCTCTAGAGTCATTC\nCTTAAAAAACAACCTTGTTCTTTGAAGTATTGTCTTTCATTGGCCTGATTCCCACCTGGT\nAGGCTAGGCTTGGCTGACCAACAAGCCCCAGGGCTCCCCTGTCTCCTTTCCCAGCACTGG\nAGTTATTAATGTGTGCTACTTCGCCTAGATTTTAGGGCAATTAACTTTTTAAAAGATGTA\nCCATCTCATCAAAGTGTCCCCACTGTTCATTAAGCCAATTGGCTGAACATCATTGGAACT\nTAAACAGGTGTTTCCAAAAGTCAAACCACCATTTGAGAAGAGCACCTGCTCACTGGCTCC\nCCACCCCCTTCCTCTTGCTCTCTCTTACACTGGGCCAGAACATGAAGTCTCAGCAGCTAG\nGCTGAGATCCACAGTTTAAGAATTTAGATTGTAGCTGGATTGAAACCCACCTTGATTCCA\nCCACCCTCTTTTTGCCAGGCCTAAAGGAACAGTCTTCAAAAAGTTTTTTTTAAATACAAT\nTATATAAAGCCACATTTAAGTAGAACAAATTAAGATGTTCATGCGTGTATTAATCCATGC\nAGTCACACAATGTAAGCAGCATCTCTGTTTGAGACCTTCTGACTTTTGAAGGATACTGCT\nCATCACCACAAAAGAACCGAGAAGGAAGAATATCTAGGATATTCTGTATGAAAGTGCCAG\nGTGATTAAAATGCCAGTAGCTGTGGAGTGAAATGTCAGACCCACCTTCTGTATTCTGCAT\nTCTCAATATTAGAATCACACAGAGATGATACTTTTACAGGTTGCAAGGAAGGAAGAATAG\nAAATCAATTTGTGGAGGGAAGAGAGCATCTTCCTATAAAAACAAAAGGGAGAGAGGAAAC\nAGCCATGTAAAGGGGTCTTTAGAGAAATTATGGGGCCAGATACGAAATTATTTTCCAAAG\nGAAGAAATAAAAGGACTGATGATCCAATTAGTTGTCAGAACAGCGCAGTGGTAAGTCCCT\nGACTCTGGGATCATGTCTGAGCTCACCTGGAGTTGCTCCTGCTTACTGCTGAGCCACATC\nAGGACAGATATTTCATCTAGAAAAGCCTCTGCTTGTCCTGTAAATGTGGGGCATAATTAT\nTTTTAGTTCCCTGGCAGAGTGAGTGTGAGAATCAGCTGACTGAGAGAATAAAGGGCTTTG\nCAGTGTGTTTGGCACAAGGGAGCTGGCAGCAGACGCTGGTGTGGTATAGCTGGTATCTCA\nTTGCTACTGTTAAATGGCAGGGAAAGTTCTTGGGCACAACTCCAAGAGGGAGCAATGGAG\nTGGACTTGACCAGGAGAGCAGCCATTGCTGCTTAGCCAATTGTAGGTGGGGGACATTGTA\nTACAGAGGTGGGATTAAGGGCAGACCTATTTCCAGGACACTGGGATGTCGTGGATGGAAT\nTGGACACAATGGCTACTACATGCCAGTTAGAAACCAGGGCTATATTACTTTGCCACTAGA\nGAATGTCAGAGGATGACCTCGGCCAACAGCAGCAGCAGCAGCAGGCTCAGTACTCAACGT\nTTCAGCTGACCCAGAATAAACTATGGAATCCCAGAAGGGACATAAAGTGGTCAACATAAT\nGAACAGCACTTGACTCCCACTTGGGTGTTCCTCGAATTATCCCATTAGGTTGTGGCAAGA\nGCCAAAGAGCACAGACAGGCCATAAGCCTGGAATCCTTTCTCTTCCTCCCCCTCCTCCTC\nCTCTTTCTCCTCTTCCTCCCCCTCTTCTTCCCTTTCTTCCTTCCTCCCTTTCTCCCTTTC\nTTCCTTCCTTTCTTCCTTCCTTCCTTCCTTCCTTCCTTTCTTTCTTTCTTTCTTTCTTTC\nTTTCTTTCTTTCTTTCTTTCTTGTCTTTTTCTTTCTCTTCTCTTTCTGTACTTAACAAAG\nAGGAAAGCTACTGCTCAAAGCATATGACTGATACCAGGTGAAGTGGGTCAATGCAAGAAA\nTATAGGAAACATGACCTAGTATGTGACTTCTGACGCCCAAATGCCACATTCCTGAACTGT\nGACTTGCTGTACTGACTCAGGTTCTACCCCAGGTCACTCGCTCTGCAGTGAGCTTCGGAG\nCAACTGTGAGACAGCGTCCCTTGGATGCCCAGGAGCTCACTCACCTGAACAGTACCTGGG\nTGTTTTCCAAGTTCCTCACAGCCCACTAATTCTAAATTGATCTTTCGGAACAGTTTTCGA\nCCCAGTGAAATAGGAACTAGGAAACTGCTCACCTCCCCGTTCCAAAAGAGGCAGTTTTGA\nGACACATTCTACAAGGTTCCTTAGGGATCCCCAGTGATTCCGATCCCCATGTCCTGTCTC\nAGTGTGAAGCCTGGTAACTATGTGGTGGTTTCTCTTCTTTCCTGCCCTCCTCCAACCTCC\nCGTCATCAAGTCCTGAGATTTCCTCATAGATTGAATAGTCATACTCTGCTCTGAAGGGGT\nCCCAAACTAAGACAGTTTTTTAAATCTTCAGCAAAGATAGTCTTATCTGTTCTTTGCCCA\nGAAGTGGGCTAAGACCCAAAGCCCAAGTTCACAAATGAGGGAGGTGAGTTTTCCTCAAAA\nCATCCATTGTCCTTATGTTGAAGTCTTTTCTATTCTGATGTTTGCCTGATGAATCGATTG\nTCCATTTATTTCTTGGCTGACCATCTTCTGAACCTCTTGCTGACTTAGGAGAATCTTCCA\nTGCATTGAGAATGGCAGGCTCCTGTTGCCCAGGCTGGACTGAACACGTTTGTGACTGGGA\nCTCTGCCAATGGATGTCCCTGCCTGGACATCAGCATTGCCACAAACACATACCATGAAAT\nAGTTAGAGAGAAAAGGGGGCCATCCAACGTTTAATGAGAGTGTTAAGTGTTCAATGTTGT\nGGGCCAGCATCCCATTGCAACCTGAACCTCACTCATCCCATGACTCATACTCTAATGTCC\nTTCTCATTTCACTAATCCTCACAGAACTTTCCAGCAACATTTCTTTTTCTTGAATCATCC\nAGAATCACTTTCTTCTATCACAACCAAAAGCCTTTATCCATGATGCTAAAAGACCAAGCC\nAACAGTTCATGACATAGGTACCACACTTGGGAAAAGATGTCCCTCTTAAGGATCTAGGGT\nGAGGCTGGAATGGTTTTGTTCTTTTACTTTATTGATTCAAGATTGAAGGCTTAGACACTG\nTATTAGTCAGGGTTCTCTAGAGTCACAGAACTTATGGATATCTCTATATAGTAAAGGAAT\nTTATTGATGACTTACAGTCTGCAGTCCAATTCGTAACAATGGTTCAGTAGTAGCTGTGAA\nTGGAAGTCCAAGGATCTAGCAGTTACTCAATCCTACATGGCAAGCAAGTGAAGGAGGGAG\nAGCGAGACTCCCTTCTTCCAATGTCCTTTATAGTCTCCAGCAGAAGGTGTAGCCCAGAAT\nTAAAGGTGTGTTCCACCACACCTTTAATCCTAGATGACCTTGAATTTGGAGATCTCCCTG\nTCTTAATCTTCTGAAATCCATAGCCACTATGCCTCAAGATCTCCATACCAAGATCCAGAT\nCAGAAACTTCTATCTCCCAGCCTCCAGATTAGGGTCACTGGTGAGCCTTCCAATTATGGA\nTTGTAGTTCATTCCAAATATAGTCAAGTTGACAACCAGGAATAGCCACTACAGACACCAA\nGAAGACCATCCCTTGTAGAAAGTCTTCAAGAAAGTGAATGGAAGCCTCAGAGGGACTCCA\nTGGAGGACCAGCATGGACTTAAAAAAAAAAAACCCAACATTTACTTGGGGCTGGCTTACA\nGGTTCAGAGGTTCAGTCCATTATCATCAAGATGGAAGTATGGCAGCATCCAGGCAGAGCT\nGAGTGTTCTACGTCTTCATCCAAAGGCTGCTAGTGGAAGACTGACTTCCAGGCAACAAGG\nGTAAGGATCTTATGCCCACACCCACAGTGACACACCCATTCCAACCAGGTCACACCTCCA\nGATGGTGCCACTCCCTGGTCCAAGGATATACAAACCATCACAAAGGCCTACCTGTTTATA\nGTCTTCCTGCTGAATGCTTGTTATGGAAACTGGTTAGAACCTTTTATCTTGGGAAATTTC\nTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCACACACACACACACAC\nACATATTTATTTATTTATTTTGTTTATATATCAGTTTATTTCAATGGTAAGAGGGAGACT\nAATGTCTTATGCATAGTGAACATATATTCTTCTAATGTACTACATTGCTAGCCCTTAAGG\nAGGCTTTTTGTTCGTTTGTTTGTTTGTAACGTGATGGAAATTCAACCCAAGGGTTTGTGC\nATGCTAGGCAAATGCTCTACCACTCATCCATGTCCCTAATGTTCTTGTATCATTAAATAT\nCAAAGGTTGGATTTTTATGTGTATGTATGTGCACATTTATGTAAGTGCACATGTGCGAGT\nGCACATGTATGTGTGTGCATGTGGAGGCCATGCACTTTGGACATTGTTCCTGGAATGCCA\nTTCACCTTGGATTTTTTGAGACATAGTCCCACACTGACCTGGAGTTTGTCAGCTAGGCTA\nGGCTTGTTGGTCAGCAACCCTGAGAGTCACCTGTCTGCCTCCCACGTTCTGGGATTACCT\nGTATGTGCCTGTGGATTTTTGGAATTGAACTCAGATTCTCATGATTGCATGAAAAACACT\nTTTCCCACTGGGCTATCTCTCTAGTCCCCTCAAAGACTGGAATCTTAGAAAACTCGTGGC\nAAACATTTGGAATAGGGATTATGGTGTGTATTTATTTCATGTATTTGAAACTCATGGCAG\nCTCAATTCTAATGACTTCCTTTGCCTGCCATATGGCAAAATGAGTACATATTCCCAAGGA\nCAGAAGATAGTCTGCCAAGGCATGGACCTCTGAATTCTTCCTTTGAACTCTGCAACTGCA\nCAGCTGTCTGGGGCTGACTGGAGAGACCTTGGTAGAAGGCTCGACAATAGAACACGTGGC\nCATGGTTGCTCTGTAATACCCATGTTAACAGGCATACTGTTCAGTAACAACACCCACTGA\nAAAACTGGACAGAATTTACATTGATATGGAAGTTGTATTACAGATCACAGAAGGATAGAT\nAGACATACAGATAGATATCTTTATGGATATACATTTCAAAAATTGTATATATGAATAACC\nATAAAACTCTTTGTAGCAATTAAGAGGTAAGTGTTATGGAAAGGAGAAAATGGGTGTGGC\nCCTGACAAGAGACAGAATAGGTTACCCTTCCCCCATGATACAGCACAGACTGAGAAGATA\nTGGGTTTCAGCACAAGCTATAGGTGGAATAATTACTGATTCAGAGGTGAGCTGGACATGA\nTGATATACATCTGTAATCCCAGCACACAACCAGTCTGGACTACATATATCCTTTCATTTC\nATTTTGAAGAAATGAGAAGACAGGTGTGTCTTCTATTTCCATCATGTATTTATGTAGCAG\nCAAACTAGAATCAATAGTTAGGAAAATACAGTGGATATTAATGCCTTAAAGTCTGCACTT\nTGAGCCATTTTTTGCCACTCTGTTTCTCTGTAGTCTGTGGGTCCTTATAAGAGTGATTGA\nTCTAATGGAGAGCCATGGGGTTCTTATTGGCTGTAGGTCTTGGAAAGATGAAAGAGAAGG\nAACTGAACGCTCAGAGTAGACACTTCCCAGGTGCTCACGGCTCAGAGTCACAGCCATCTT\nAATAAGAAAGAGTTGGTTTTAGCTGGAAGTTCATGTAGGACTACCAAGTTCTATTTCCAG\nAATATGGCCTGGGCTCCTCTGGCTACGTGTTACCCATATTACAAAGCCACAAGACCTACC\nTTGATATTAGATATGCTTTTAGACTGCCAACCCAATCCTAGCGCCACACCCCCATGGCCA\nCATTTTAGGGCAACAACTCAGCACCCCTGTATTTGGTGTGTTGGTTAATAACTGTGAAGA\nACTCCCTCGGGCCTAATTTATCATCAACTTCAGAATTCCTGTGAGGTGTCCAGTAGACAC\nAAGGGAGAGCAAGTTGCAGATAAAAACTTCGGGTGATGTTTTGAGTTGTGTTGTGTTGTG\nGGCCACCTCAGGTGTTCAGCGTCCCTGGATACCCACACCATCTGATCTGGTGCAGGGTAT\nCAGAGGATGACATGCATAGCCCTGGACATCTCCCTCTCCTTCCTCAGGAGAAATTCTAGG\nAAACAGGGGATCACGATCAATATCTTTAGAACTGTGATGTCAAGCATTCAGTCATGGACC\nATGCATTTCATTTATTTGCTCCCCTGCTGCTGAGCACAAGAAGAACACGTGTTCTGGGTG\nAGCTAGGGAGAAATATCTCATTTCTTATCCATCAGCTAAGCAGACATTTCTTAGCCCCGT\nTTATCTCCATACTTCATCCAAGCAAAGATGTGTGAGTTGTCATCAAGTGGCAAAACATTG\nCCCTGTTAGAATCTCTTCCTTCTGTCATTTAGATGTGTGGTTGTAGAATGACTTTCAAAA\nAACATCTCTCTGGTCTTATAAATACTAGCTTAAAACAACCATGAAGGCGAAGGGCTGAGA\nTGGCTCAGTGGGAAAAGTGCTTGTGTGCAAGCATGAAAACTTGAGTTTAGAGCCTCAGCA\nTCCTATTAAAAAAAAAACAGGTCTACCAGAAAAGAACTTTAGACCCAGAACTAGGAACAC\nAGAGACAGGTAGATTCTTGAAGCTAATTGGCCAGCCAATCTAGCTAGATTAGCAAGCTCT\nGGGTTCAGCAAGAGACTGATTTAAAAAATAAGATGAAAAGCAGCCGAGGGAGACATCCAG\nGATCACCCTCTGGCCCCCACATGCACGTGTACCCATTGCACATGAACATAGATACACACA\nCATATACACTGAAGCATGTGCACACACATATACACTGCAGCCGCATCTGGATGTGATGTC\nAGTACACATGTCACAGAAACCAGCCAGGCTGCCCGGGCGCTACCATCGCACTGAGCTGCT\nTCCTGTCTTCTGCCTGTGCTAACAGCATTCTTATGTAGAGATCCCAAAGCAATTAGCCTT\nTCAGCTTACCAGCTTATATTCTCCCCCACTCTATCCCTATTCTGTGGGTTTGCAAACATT\nAAACATCCAGACAGTAAACATTTAATGACTGCTTCCATTGCCCCAGGTATCTCTAGGAGC\nATTGCCTGTTGCTCGCAGTAATCCTGTGGTGCACATATCATTCCCACTTAGAGGCAAGGA\nTACCGAGTGTCAGAAGGGTTTAGAAAGTGCCCAAGAGTCATGCCATGAATCATGCTGCTG\nGTTTGTGCCTGGCACAAGTTGGGATACAGACCTGCCTAACTCATAATTTTCATTTGGATT\nTAGGGTTGTGGCTTGGGTGCTAAGAGCTGCCTGGTATGTTCAACAATATAAGTGAAAATA\nATAAAGACTATTTTTCCTACTCTACAACCCTATCTGTGCAACCAAAGTTATTGCATGGGC\nTCAGGGGAATCGGTGAGAGTTCTTAGGAGTAGAAATCATGACAGCCGGGACAGAACCAAG\nGGATAATGACAGCTGTTGCTGTGAGGTACCTGCTGGGTGCCAGCACTATGGGGTGGCCTA\nTTTTGGGGACACTCATATCCATTTTGTGATATAAAGACTTTTTGTTCCCATTTTATAGGT\nGGGGAAGCTGAGGCCTACAGTAGCTAAGGAAATTTCCTGATGACACATAGCTGACAATGA\nACAGAGGCAACCTTTTTCCATTTTGGTGGTATCCAGACTCCACATCTTAACCATGCCCAC\nAGTGGTGACAACCAGAAAAAGCTTCTCTAGACTCAGTGTCTTTGACCCATAATTCCTGGA\nGAACTAGGGTGATATGTTTCTGACTTTGGCAGTCTGCCATAATAGTGAACCTCTACAGTC\nTGCGAGAAGGTGTAACAAATACCATGAAGTGTACACACATGCATGCACGCGCGCGCGCGC\nGCGCACACACACACACACACACACACACACACACACACTTCACAATTAAATCAGCTCACC\nTCCGTGGGCATGGAAAAAATGAAGCAAATTGGATTATTCCACCGATTCTCAGAGAGCAAG\nAGGACAATTCCAGTTTGATATGGGACAGAGTAACCCCATAGAGTGAGCATAGGCTGGCTG\nGGTTGTGAAAGCTTTGAGCTGTATTTCAGTATCCTGGCTCCAAAGAGTCACATTTCTTTC\nTGTTTTATATAGAATTGATTAACTTTACAGTACTTGGTTATTTTTTAAAGGTGTGTGTGT\nGTATGTGTGTGTGTGTGTATGTGTGTGTGTGTGTGCGCGCATGCATGCCTGTATCTGTAT\nGTGATTTATTAGGACAGCTTGAGAAATAAAAGGAAAACAACAGGAGATCTAAAGGTGTAA\nCTGTGTGGTAGAGTGTTTGTTTTGTACATGTGAGGCCCTGCCTTCAGCCCTCAGTGATTC\nAAGAGATGGGGAGAAACAGTTAGATTCAAATGCATTTTATATAAGACTATATACATATTT\nACATATTACATATAAATGTATGTTTTATATAGAATTGATTATATATTGAATTATATATTA\nTATAACTATATAATATTACTATGTTATGTTAAATATTACATATATCCTTCTTTGGTTCCA\nTTTCTACACGTGATTTCATTTTTAGAGGGGCAGTTACTTAACGAAGTCACAATGGCAAGG\nGGAAATCCATATGAACCGGCAATCCCAGAAGTGCTTACGTTAGGCTATGGGCTGTAGTTT\nCATGCTTACACTCTACCCTGGTTAAAATGGTACTGAGGGAGCATTTAGCATGGAAACTAC\nTTGAAGCGGCCTTGAGAAGACTTATAGAGAGAGGCTGGAAGCTAAATTGACCTCCCTCCT\nACCCCTACCCCACTCCCTGCTTTTAAACAGCAAGGGTTTGGTCACGATTTTTCTTAATAT\nAAGGAAATTAATTGGATATATTTTTCAATTAGTAAAAGAAATAAACAAATGGAAATTGGT\nGATTTGTTTTCATCCAGAACTTAATCTGCATTAACTCAATTACACCAGATACATGAATTC\nCCCTGTTGGCTTGATTGCAAGTTGGCTCAAATTCATTTTTATTGTTTGCTCTGTATTAAA\nAAATCTGTGCCTCGTGTTGAACACCCTTGCCACTCTTCTAGAGGAACAGAGTTCAGTTCC\nCAGCACTAATGTCAGGCCACTTACAACCTCCTGTTCCTCCTGCATCAGGGGCTATAACGC\nCTTCCTCTGGTAATTTTGGGTACTGCACTAACATGGGCACTCACAAACATACACAGAATT\nTAAAATAATACTTTAAAAAGACTTTTTTTTAAAAATATTATTTATTTATTTTTATGTATA\nTGAGTACACTGTAGCTGTCTTCAGACACACACTAGAAGAGTGTGTCAAATCCCATTACAG\nATGGTTGTGAGCCACCATGTGGTTGCTGAAAATTGAACTCGGGACCTCTGGAAGAACAGT\nCGGTGCTCTTAACTGCTGAGCCATCTCTCTGATCCTTTAAAGACTTTTTACAAATCTTCC\nCTCTTGTCACTTTTGATTCTGAACAGCACTGTCTCAAGTGAACTTCACTGTGAACTTAGT\nGCTCCCTACCTTCCCTTAAGAGATCCAGGCAAACAAAACACCATTTCCTTCTGCAAAATT\nAAACAATGCAAACCAGCTGAAGAAGAGGTATATATACAGTTAATCATACAGAGTACTTGT\nAAAGTCAACAGGAGCATCAATGACAATCATTCTCAAAACACTCTCAAATAGGATAGTCCC\nAACCAAACAGGCGTATATGGTCACTGTGCTTTCATGAAAACATTGTCATTACATACTGCT\nTATGAGTATATCAAATTTAAATTTTAGCCCCTCAAAATTGCAACAAAACAACAGGTTTTT\nTTCCCTAACATCAGAAGCCTTAAGAATAAATTAGTTTGATTAAAATGGGATCTGGTCAGA\nAAGCTTAGTCAGATAAATGATCATGAAGCACTCCCCAAGAAATTATTCCTTCCCCAAGTA\nCTTAGCAACGCTGTTCATTGCCGCTTGTGGGTCGGGAACCAATGGGAGGTAGGAGGGAGG\nCGATAGCCTAGGGAACAAAGTCTAACCCATCTCCAAGTTTCTAGTCTACTGAAGAAAGTC\nTATGAAGATGGACCACATTGGTATTATATGACAAATACAGAAGAAAGGACATTTCATATA\nGTCCTGGTGTGGTGTTCAGCTGAGGGTTTATGATGGCTGGAATGGGGTGGGAGAGTATAT\nAATCCAAAAGGTTCCAAGTTGAGGAGAAGCATGCTTGAAGTTCTGGGTTTAACAGAAAAT\nGTGTCCCCTTGGAAGGGATGGACACAGTAGATCAATCTCTCTGCATGTACAGGACTTCCA\nGGAGGGCAGTAAATTAATGAGGCTCAGTGAGTGAGCACCAGAGCTCCAAAGGTTTGCTTA\nGAACCTGTGCTAAGCAACTTTGACTTTATACTGACTGTCATGGTCACCCCTGAAGTTCAT\nTAAAAGCAACAGAAATGTGTCAGAAGAAACCCTCTTGGTCTGGGTTTGAAGAACCAAGTA\nGGCTCTTGGGGAGGAAGCAGACCAAAGAACAGGAAAGAAATCTGCCAGGAGACAAAATGA\nAGTGATGGGGAAGCCAAACTGGTGGTGGCTGCAGGGAAGGGGAATTCTCAGGATGTAGAA\nTTAGTGGGTTATTGATAGCTATGCTGTGGTGGGTGATGGAAGCAGAGATTAAGGATAGTG\nCCAGAGTTGAATCTCCCCAGCATCATGTGTTGAAATCCTAATGCCCCGTGTCTTTATTAC\nAAGGTGACATTTGGACACAGACATGGGGACAAAATGAGAAGACACAGGTAAAAATTGTTC\nATCTCAACACCGAGTGGGAAGATCTAGAACAATTTCTCCCTTGTGGTTTGCAGAAAGGTC\nAACCCTGGTGACAATCGAGCTAGTGAATTCAGCCTCCAAGACTATGAAATGGTGAATTTC\nTATGATTTAAGCCTCCAAGGGTAAGGAGCAGGATCAGAAAAGGACTCCTGCTATGAGTGG\nCATGAACACAGCTTTGAGCCTATTAGTTGTGCTCTAGTTGGCTATGGCATGGATGGTCAA\nGGCTCAGGAGAGAAAGCTGGATGTGTAGTGACTGATTTGGGAGAGTCCCTGGCATGTAAG\nCAGGATCTGACACAGCAGAGAGGCCCTTGGAGGGAATATGGTGTAGAAGGTGACATGAGA\nGAGGGTGAGCCCTGCTCTAACTTTGGATTCTTTGCTTCTGTGACAAATAAGACAGCTTCA\nTTATGTGCTGTCTTGGAATAGTTGCCATAGGAACCAGCAATAGAGTAGTGCATAGCAAGA\nCCACCCAGAGGCTGTACTCAGGTGTGACATGGGTTAAGAAATTGAGCCTTGAGATGGTCC\nTAGACACAATGATGAGATTCTGACCCTCACAAACTTGTCTTGTTGAAGACAAGAGCTAGA\nAAACCCAAATATTAAATCGCTAATTTCTGTTGAGAAATAGGAGCATGTGGTAGGACATAC\nATGTGTGTCTGCCTAACCAGCTTTTTTTGCAAATGGTAGGAGAGATGGAGAGAGAAACAC\nAGCACAGGCATCAAAGGATTGTTTGGTGTATGTCAATGGATAAGCATTATAATTAGAATT\nTTACCCCTGTAAGCTAACCCATAGGATGCTGGTATCTGAAAACTCTTCACAGGAAAAAGT\nAGTTCAGAATTTAACAAAAATGCAAGCAATTTTAACATTGCAAACTACTTCCCAGGCAAG\nTACATTAGCCTATCTTTTGGATTTTTAATGATTTGTTTTAAGGCAGTGTCTCATATATCC\nTGGAGTGACATTATTATTTATCTCCGGATGATCTCTAATCTCCCTTCTCAAGTACTGGGA\nTTATAGATGTGTGCCGTGTGCCACCTTTGAGATTTGTTTGTTTGAGTTAGGGTCTCACTC\nTGTAGCCCAGGAACTAATTACGTAGCCACCCTGGGCTTCAAACTCATGGCAAGCATCCCA\nAGTGTTGCGAGTCCAGGTCTATATCCTCAGGTCTGCTATTAACCAGTCTTAAATAGCTGG\nAAACACGATCTTTGTTCTTAGGGGTGATATTGAAGGAAGGAGTGAAAAGAAAATACAATT\nCAGTTGGACTTTCCAAGGACCCCTATCTCATGGGAAGATTGTCACAGAGAAAATTATGAC\nCATCTAGTGTCAAGTGTTCTAGGAGAACTACAAAAGGCCACAGGAGACAATCACGTGCCA\nGGGCGGCCTCTCAGAGGAAGGTGTCTTTCTAGAGGTGCTTGCTCCATGTTTAGAAATAAA\nAATTCGTTGATTTTAAGACATTCTTTAGAAATAGGGCTGTATTAGTACCGTTTTTCATTT\nTTGTTGTAGTTTATTTGTTTTTACTGAGGAGGCACAGATCTGAGTCATCCCCCTCCTCTC\nTTAAATGGGTAAAATCTTCTCTTCCCCGCAGAGCTGTGGACTCTGAGGAGCTCCTGGCAC\nCAATTTATCTTATCACAGGAGGGATTTGAGGGAACACCGGGCAAAGCCTGTTTCTGCAGA\nTGATTGATTTCAGTTAGACTTTTAGCAGCAATGAATTAATAGGAGTGTAGAGGTATAGGG\nGCAGGGAATCATGCTGCAGCTACCTGTACAGTCATGGAGAAGAGTTCAGCAACAGGGAGG\nTTGAAGGATCGGCCTGTTCCCTCCAGTCACAGTTGCCTCTTGGAGGAGCATATATGGGAT\nTCTTGTAAGCCACAAACTATAAAGAGTGTATCTAAGGTCTAATGGCACTGGAATCCACTG\nCCTTCCATAGGACAACCCTTTCTAGATGTTAGCTTTGACTAGTGTTGGGGAAGAAATAGG\nGGAATTCTTGGCTACGACAGTGTTCTTATAGAGATAGCGATAAAAACAAACAAACAAACA\nAACAAACAAACAAACACCAATACTCTGAAGGGTCAGTATGCCGATCCGCTAAGAGGTTTT\nCCCTGCTTCATCCAGAAGTGGAGACCATAGCAGGTATCATCTCATGGGACTGGGAGTTCC\nCTTACCAGTGGCTCTAACATCTTATTAATTTCAAAACCCACTGAGTCACCAAGATCTTGT\nACCACAAGAAAATGTAAGCAATATTACTCTTTGCAAAGCTTTTATTCTGGTGGAGTTCAT\nCTATTTAAATTCATGACTGATCGTGGGAGGAAGGGTGTGGCCCTAGTACAATGAGAAGGG\nTCGTAAGCAATGACGTCACACTTTGAATGGTTTAGAGGTAGCTTTTAACTTGAATCCTTT\nATGATGTTAATTTATACTGTCTGTTATTCCTGGTGTTTCTGTCTGTCTCCCACTGTGCCC\nTGCTCATGCTCTTGCTCTTTTCCTCCCTGCCTTCTAAGGAAGACCTTAACTATAAGCCCT\nCCCGAGTAGCTATCCTTACCTTTGGCAAGTTCGCTCAGTGGTGAGCTCATGCTTAGCTAT\nGCTTGCCAGCACCTCTGCTTCCGAATTCAAAGCTGCACTCACATGGAATAATGAAACCTT\nCTGCTAAGAGAGACTGACTGAGGTTAGTTGATAATTATTCTTCTCTGCCAACAAAGAGCA\nCAAACACACAGGAGTTTCTAATGATTTCACAGCTAATTTGTATGCACCAAAAATAATTAA\nCATCATGTAAATTTTCCTTGCCGGTTGAGTCTTTTTTGAATATTGAGAGATATGTCATTT\nTAAAATAATTTCATACTTCACTGATGGACTAGAATTGAGACATTGGATGCCTATGGCATA\nCAGGTGCTGGTGGGCAAGTGCTCCTCAACAGAAGACAGGGATATCTAAACCGTCCAGAGT\nCAGTTACCATCCTTCAAGAGAGACAACAGTCTTAAGGCTGTTATCTACGGAAGCAAGTAA\nCACTTTCTCAACATTCAACACAGAACCACAGTCCCTGTAGTAACACTGATGGGTTCGGAC\nATAAAATCATTGGCATGAGAATTCCTTTTGAATTTGAAATAACAAGTACAGATGTGCTTG\nGATTTTCTCTACTATTAAAAGATGATGGACTGGAGAGATGGCTCAGTGGTTAAGAGCACT\nGACTACTCTTCTGAAGGTCCTGAGTTCAAATCCCAGCAACCGCATGGTCGCTCACAACCA\nTTTGGTGCCCTATTCTGGGGTGTCTGAAGATAGCTACAGTGAACTTACATATAATAAATA\nAAGAAATCTTTTAAAAAAGGAAAAAGAAAGAAAAGAAAAGATGATGCAGATATAAGTATA\nCCAATCCAGTTTTAAAGAAAACAGTGAAATTAGTTTAGTTATGATGGAAAACAAAATACC\nATTTCCTCAGAAAACTGAACACAGAAGTGTTGTATGATTCAGCCATTCCATTTCTGGATT\nTGTTTCTGAGTATAGATTCACAGATGAATGGATAAAGAATGCATCACACACACACACACA\nCACACACACCACATACATATGACACATTCACACAAACACTTAACACACACATATCACACA\nCACACATAACATACACTCACACACATACACACACATCATGGAGAGGGAGAGAACATAGAG\nAGGGCAGGGGGTGTTATTCATCCATGAGGAGGAAGAAAGCATATTCTGACACTGGAGGAA\nACTAAAGGTCTTTGTGTAAGTAAAATAATCCAGAAACACAGCTGCATGGGCTCTCTTGCA\nCATGAAGTCACAACAAGCTGGCCTGCAAATAGAACACTGATTACTAAGAACTGGAAAGGA\nTGCAGAGCAAGAACGACGGTTGGACATGATCAATACATATAATATGCACGCAGCATCCCG\nTTAATATGTATTAGCAAAATATTAATACTTAAAGTGTACTAATAACACCCAAGAGGAAAA\nGAACAGTGTTGAGTCTTCCCCAGATCACACCATGGAGGGTTAGCTCTGAAAGGCTGTAGG\nAAGAGTACAGCCCCACCCAGGATCTGCCATGAGGTATCTCACCTGACCCCCAGTCTTCTG\nTCTCCACAGTCTTTGAGGCAGTGAAACTAGGCTTCTATTTTCACTAAAGCCCCATGTTTG\nGCTCTTCTCCCACAACCTATGTACCCAGGAAGAAGTCATCCCATACCCATTTAGGACAAG\nTCCTGGCTCTAGTTCTCCCCAGAGTCCTGACTCAGTCCAGAAGAGGTAAGTCACCTCCCA\nTCCAAAGGACAGCACATTTGATGACATGTCAGCTTCACTTTCATGCTTCCCAACTGTGGG\nCCTGTGTATGCACATGTGTCCCCTGTGCCCAAATCTTGGTGGACACCTGGGTAGGCACCA\nTTGTCATCGCCTGTGAACTTTCTAATGGAGTTGAAATGTGAGATCATAGAATTTTCAAGA\nGGAAAACAAGTCAAAGCATTGTGTCCATCAGTCTTAGGGTCTTGTTGCCTTGAAGAGACA\nCCATGATCACTGCAAGTCTTCTAAAGGAAAACATCTAACTGGGGCTGGCTTACAGTGTCA\nGAGGTTCAGTCCACGACCATCACAGAGGGAATGGATCATGAAGGTGTGCAGGCAGACATA\nCTGCTGGAGAGTAGCTGATAGTTCTTAACATCTTGATCAGAAGGTAGTGGGTAGAGCTTG\nTGCATATTAGACCTCAAAGCCCACCTCCACCGTCACACACTTCCTCCAACAAGGCTACAT\nCTCCTAATAGAGCCACTCCCTAAGGCCAAGGATTCAACTACATGAGTCTATGGGGCCATT\nCCTATTCGGACCCTCACACCAGGCTGGAGGGTGAAATGATGCATTTTGCAGCAGGCTTCC\nATTGTTTGGGGGTAAAACTTGCTGAGTCGCCTGACTGCACAGTTAATTCCCACCTCCACT\nCCCATATTTGCAATATTCTTTTAAGCTTTATTCAAGATCTGCAAATAGAAGCCCTAAGAA\nAAGCTTCCCACACGAGTAGGAGAAAACTGCACCCTGCTATCGTACTCTGTGGGGAACTCT\nGTGATTATGCGCAGTTGTATTGCATGTGCTTTTAATCTTTCATTAGCTTTATACTTTTTC\nTCTCTCAGAGAAAGAAGATCCCAAACTAAAAATTCACTTTCTTACTTTTAGGTTATGAAG\nCTAAAAAATTACAGTTCAAAAGAGAGAGACAGAGAAAGTCATTTTTTTAATGCTTTCACA\nAAGACTCGGTAGTCTGTGGCCCTAATGATCATATTCTGATGATAAATTAACTTAACAATG\nCCCTGCAATTTAAGTAGCAGACAGCATAGAAATTCTTAGTCCTTTCAGCCCTGAACAGTA\nCATATTGATGGTTTTAATGATTGAAGGCCTGGCTTGTTTTTCATTAAAGTGTACACATGG\nAATCTAAAATAACTTTTGAACTCCCAGGAAAACATTTATTTTCTGACTTTTCCATTAATG\nTCAAGACAGTGGCTTCTGGAGTTGATGAAATCTACCTTCTGTTTAATTGGCTGTTGTTAT\nGACGTTTCAACAGAGTAACGTTGGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG\nTGTGTGTGTCATGCGTACATGTATGTGTGTGTGTGAGTCCACATATGTGTTCATATGCAC\nACATACCTGTGAGGAAGCCAAAGAAGAGGATGTCAGATGTCCAGTTCTATCATTCTTGGC\nTTTTGCCTTTGAGGCAGCATCTGTCATTGAACCCAGAGCTAGCCTGGCGACCAGTAAATC\nCCAGATACCCCACCCCCATCCCCAACTCCATTCTCAGCAGTGCCGGGGTTATAGGCATGT\nTCAACCATGCACAGCTTTTTATATGGGTGCTGGGGATTTGAACTCAGGTCCCCATGCTTG\nTCGAGCAAGCACTCCTACCCACTGAGAAATCTCGTTTTAAATTTCACATTTTGTCTGAAA\nTCTAAACTAAATGGTTCAGTCCATCATGCTTGCTCTAAGGTTTTTGGCGATAAGTTGGAA\nAATGGAAAAAATGTGATTTTTTTTATGTACCTGTTAGTTTTACTGGTGTAATTTATATAT\nATATATATTATTAAATTCAAGAGTATCTTATCAGAGAAGCTATTGCTTTGTAGGTCTGTG\nTTTATAATTAGATATTGCACAAAGCACATTTTAAAAGATCACAGTTGGTTTCCTTCCTCT\nTGTCAGAATGCTATAGGTTTTGGTTTGTGCATGCGATATCATGACTGTATATTTTGAGGC\nACACAGAAAACATGCCACATACAAGATAGAGTGGGCCTCAAGGGTTCATGACCTGTAAGC\nTTGGTCACCCACATGGTGATGTTAAGAAGTGGTGGGACCTTCCAAAGGTGGAGTCTAGGG\nAGAGGCCTTCGGGTCATTGGGAATTTCCTCTGAAGAGTTGAGTATAATTCACCTGGGATA\nCAGTTAGTGTTTATGGAAGAGACTGTTATAAACAGACCAAGATTGGTTCTACCACATACT\nCTGATTCCCCATGCATGCTTTGAGTTCAAATGAGTTTTAGAATCCCAAGCCCCTTAGGAA\nCAATCTGGTCTCGCTCTTCTATTTTCCAAAGACAAAACAAAAGTCAGAAATGTTAGGAAA\nATGTTTGTCTGAACTCATCTGGCTTGTTAAGAGAGGAGCCCTGGGCAAGTTGGTGCTGTG\nTGGACTGTTACTACCCAGATGTGTGATGTGAGAAGGACTTTGAAGGACCACATTCAGGAC\nCTCCATGTTGAACATGCAGACTGGGCACTGTTCATCTTTAGGAGGTGCCACTCCCATAGA\nTTGTGACCACTGCCTAGGGAGGGGGGCACATTAGCTGAAAGGAGGATTTATATAGACAAA\nATGGTAGATAGAGCTCTTTCACTTTCTCCATACTAAAGAATGGTTTTGTCTGTACAGAGC\nACCTTAAGCCAGAGTATCCCCATGGAGTTATGTCCTTGTATTAGGATATCTATCTTCCAG\nACACTGGTATTGTTTACATTTTGACTTGGATTTGGAAACTAGGTCCACAGTCTGCTATGA\nGTGTGACCTTACCTAAGATATTTGCCCTCTCTGGGTTCAAAAGTAATTGTAGCATCTGCT\nTGCTCTTCAAGGTAATTATGCAAAACAAAATGAGATCAGGGCCTTGGAAATGGCATGCTC\nAGTAAAGTCTGGTTGTGCAGGCATGAAGATCTGAACTTGAGCACCCAAACCCACATTACC\nAAATTTAAATGGTGGCATACCCTGGTGATCCTGGTGCTGGCAGAAGTAGGCAGATCCCCA\nAAATGTGGATCAGCCAGCAAGTCCAGCCTAACTTCCCACAAAGATGAGCTCCAGGCAAAT\nGAGAAATTCTTTTCTCAATTTAAAAATAAAATTTTGAGTAGTTCCTACGGACTAGCACCT\nTCTGGCCTCCACATAGACATACACATACATGTGTGTGAGCTCCTGCACACACACATAAAC\nACACACACACACACACACACTAAATGATATCATTAGACTATTTTCAAAGCACCTGCTTAT\nTTGTGCCTATGACATAAACATTCACTATTATAACCAGGAATTTTTGACTCTACCCTGTGT\nTTCTTGGTTTGCCTTGAGTGAACCTTCTGAGAACCTGCGAGCTTTGAGCAAAACTTTTTA\nTGAAGAAATATGACCCCAAAGACTCATATATTCAAATACTTAGTTATCAGGGAATGGCAC\nTACTTGAGAAGGATTAGGAGCTGTGGCCTTAATGAAGTAGTATGGCCTTAACTAGAGGAA\nGAGTGTCATTGGGTCAGTGGGAGTGCTTTGGGTTTTCCAAAGCCCAAGCAAAGCCTAGTC\nTGTCTGTCTGTCTGTCTGTATGTCTCTCTCTCTCTCTCTCTCTTTCTCTCTGCCTATGGA\nTCAGGTTGTAGCTCTCAGCTACTGCTCCAATGTCTGCCTGCACATGCTTTCCACCATGAT\nGATAATGGACTAAACCTTTAAAACTATAAGCAGGACCCAATTAAATGCTTTTTCTTATAA\nCAGTTACCTTGGTCATGGTGTCTCTTTATAACAGTAGAACATTGACTAGAACACCTTAGC\nTCTGCCCTCATGTCAGTACGGTTGAAGAAGAAGAAGACATAGTAAACACACACCTGGATG\nGCAGTGAAAACCACACTCATGAGCATAGCCCTCTAGCAGCTCTGCCTGGTGATAAGGAGA\nCACTCAGTGATCCACACAACAGCCCCCAGGTGGCACAGCTTTGAAACTTTGAAATCTTCT\nTTAAAACAGCATACCATCTTTGCTCTAACAAGAATGGTAACGAAGTCACCGGTGGTCACT\nCTCTTGGTCCTCTCTTGTATACTTTAAGGATTATATGCAAATGGTCCCTGAGACACAAGG\nATCCATGTGTGCTTTTACAGCTTTCCAAGGGTGAGGAAAGTGTACATTCAGTGAGAATTG\nTACTCTGAACTCTGAATTTTGGTCTTTTCTTGCTTAGCAATAGTGATGTGGGTACATCAT\nTTCCTCCTGCTGCTGGCTGGTGACATCAAGTGGCAGGTCCCTTTCAATCAAGGGGTGGGT\nATGCAGCTGGTATTAGTGGGTGCTATATCGCTAAGCTCTGATGCTGATTTGGTCAGGTGC\nATTAAATGCATTTTCTATTTGCAGTATTTCTAGTTTGCAAAAGGTTATTGCGATGTGGCC\nTCAGGATGAGTGAGGCAGCAGCTGTACACGTGTATCTCCCCTGGCATCTCTTCTGGAGTG\nCAGCAGAGCTGAGCTCGGAAACACCATTTCAGGGGCAGGAATGATTTTCCCTATCAGAAG\nTATAGATCTGGTTTCTTCACTGAGTGGAAATAAGATCACTAGGTGTCAGGAGCTCAGGGG\nAAACATTTGATACAGCTGAGTAGGAACAGATGTCATTTAGACGAAGATGGCTGGAGCCAT\nCCTATCTCTTGCTAGAAATAAAAAGTCCAAAGAAGCCAAAGGATAATGACATCCCATCTC\nTAATAATTGCTACTCTTCCTGGGCTTCCTCCTGGCGCTCCTAATGGGGAAGCTTTGATGA\nTGCTGTGGACGTAGCTGAACAGCGCCTTGCTATGAAGGATTCTGTAGGGAGGAGGGAGAG\nGTGCTCTTGGGAGCCCCCATTCTTTCCTCCCCTGGGAGAGGAGGGCCAATTTGGAACTGT\nCCTGGGGCACATTTCCTTCAGCCCAGACAAAGGCACAACTGTTCTTGAACATCAAAGGGT\nACAGCTAGTCACACCCCAGGCATCATTTTAGAGCTTGATGCCACCTCATTATGTCACTGT\nTTTGCAATAAAGAGACTAGAAGCAACCGCCTTTTCCCCATGCTGGAGCACTAGTGAGGGG\nACTCCAGGCTTTTAAGCCCTTCAGATGTAAATCTCTGTCTGGCAGTCCCTCTCCAGCTTC\nCATTAGGAAATTGGTTTATAATGTGTTATAATGGGTGACAGTTTTTCAAGTCACTTAATT\nGGAATTGTTCTTGTGATTTTTTTTTTTCACTTAGCTCTTATATCCTAGTCCTAAACACTT\nTCTGATCTTTGGAACTTTAAAAAGTCCAGGCTGGGGTGATGGTTCAGGGGCTGGGATGGG\nGAGGGGATCTTGTCATGTAACGGTGAGTACTTGGGTTTGGACCCCCAGAACCCAGGTAAA\nGCTGGAACTGTAGCGCAAGTGCCTGTCATCTTAGCATCCCTGTGGAAAGGCGGAACGTGG\nAGACAGGAGACTATCCCGAAAGAAGTTCATCGCCAGCAAGCCTGGATTATGTAGGAGGAT\nGAGACCCTGTCTCAGAAACAAGGTGGGAGGTGAAGTCCAGTGCCTGAGGCTGATTCACAT\nTGTGGCACGCATCACACCAGGCATGGGGGGAAGGGAGGGGAGAATTTGGAATTCCCCACC\nATCCTTGCTTAGCTGCAAGTAGAGGTAGCCACTTGCCATGCTAGGGAGAGAGGTACAGAT\nGCAAAGGGATCCCAATGTAATAAAATCCAACCTTTACCTTTAAGATCTTGTCAGAAAGAA\nATGCTAATTGGATCTTTACAAATATGCACACTTGAGTTTGATTCCAGACACAACACTGTA\nGAAGTGTCTGACCTTCTGTCTCTCTGCCCATGAAAGATTATGGTTTCAATGTAAAATGGC\nCTCTGTGGACTTGGGTGTCTGTGATCCCTCTTTTTTGTCCAGACCTTGTGCTTTCAGATT\nTTGGCCATCTTGTTAGAAGAACTGAAGAAGCAAATTAGTAAGTCATTTGATTCAAAGGCA\nAAACAAAACACAACTTTGATATGTCTGCAACATATCAAAGCAACAGCCTAAATGAGACCG\nCCTGAATGAGTCGGGTTACTGTTTGTGGCATCCCTTGTGGGTCCACTGGAGGAATTTCGC\nTACTGGCAGGATATGACTATTTTTGTTTTGATTGACAGGTGTAGGTTATACAAGGCCTTG\nTTCCTTTTGGTTTTAGTTATATGCTTACCCAATCATGTCTAAGCATAAAACAAGAGATTT\nGTCCTAAAAGTTCTCTTAGAGAAAACAGTTTACCTTAATGCAAACTTAATGCTTAAAAGT\nCTAGGCAGGATAGAACCCTGTCCCTAGTTCCAGGATATTTCAGGATGTGCTTGACTGCAG\nAGAAGGAGTTACTAAGGGTTGCTAAGGAACCATAAAGTAAAGTGGCCTGGTTGTGCGTTG\nTTTGTTGAAGGTTATGTGTAGCTCCGTGCAAATGGGGTCATGGTTGCTAAGTGCTTTGTT\nGGGAAACTAGAAGAGGTGGCTGGTGCCAGCTTGGGTCCTGGGTTGCTAGACTTCTCTCTA\nCACTTGTCTCATTTGCACACTTGGTTCCCACTTGATGCTGTTAAAGGGGGAGGTTGTTGA\nACCTAGCTGACTGATGAAGTAAGAACTTGTAGAGTATAGCCCACCCATAGACGGCTCACA\nTATTCAGATCTGAGCTCTTGGTTTTCTTTATGCCCCCATGAAGCAAACAGACATGACAGG\nTTTCATTCACCACCATGAGGGTGCCAGCTGCAGCCACCATGCCATCTCTGCATTGACAGA\nCTGTTCTATGAGCCAAAATGAATCTCCTTAAGGTGTAGTCTGCCAAGGTAAAGAGAGAAG\nTAACTGACGCATCCTTAGGGGGCTACCATAAAGCACAGTAGTCAAAAACCTGAGTCTAAT\nACCAAACAGCTTCAGTTCAGGCCACAGGTCTTCCTCTTGTTGGCTCTCCAACCCTGACCA\nGGCTGCCTAACACTCCAAACTTCTGTCTTCTCACTCATCACTTGGGAGTGGAAATTGCCC\nTTGCCCCTCAGTGTTAGCAGAGGGTAGATTTAGTGTAGTGTAAGCTGTCAATAAAAATGA\nGCTACTAGCAGTTCTCATGTCCTGAAATGTTATTAATTAATCAATTTGACTGGTAAAACT\nAGGAACCAATACAAAGAGAGGTGGGGCATTCAGATCTGGGAAAAGAATCCTACAGAGATG\nATCCCTGCTTTATATCTGAACAGAACAGCCAAACAAGGGTACAAATAGAGACCCAGGGCT\nCACCCAAAGTTCTACAATTAAAAATACAACAGCTTCAGACCCATCCACCCAATGCCCAGA\nAGGTCTGGAAGAGGCACTACAGCAGGAAATGAGAATACTCAGAGAGCAATAAGAACTTTT\nCCATTCACGCTGCAAGAATGACACTATTTTAATTCCCATTTGAAGTCTTTGTTAAAGCAA\nAACAGGAATGCTTCTGTGGGACTCAGTTTACCTCCTTACAAACTCAAGAGTTTAGGTTCA\nGGAGAGATCAGAGATCATTCAGATTTTGACATCTCTAGTCTATAGGAAAAGGTGACTGAT\nCTGCCTAAGAGCACAGAAGGTCAGGGTTGGGAGCCCTGTACAGGATGATTTCCTTTCTGC\nCCCTAGACACAGCATCCGCAATGAGCTTTGGCCCATCAGGCTTAGAGGAACACCTAGAAA\nAGACCTTGACCTTCCCCCACAGTGTCTACCTGGTACACAAAAGGGGGTATACGGATATGA\nGAACAAGTGGGCCAGAGGGCTACTGAAGTCTTTTCTGTGTTATGGGGGCAGTACCCCTAA\nCCAAGGGCCTCAGGTACCTGGAGCAGAGAGCAGCATACATACAGATTACTCCCGTAACAG\nCTATAACCTCAATACCAGATTCAGAACTCACCAAGAGAGTGTGGGGCATTTAGTCCACAG\nCTTCATTTTAATTATGTTAGGGAGAAGCTTGTCCCAGCTCTTTACAGTTACAAAAGTGTA\nTGCTCACCATGTAGTGTAAGGACCCCTAACCCCAAACCAAAACTGTTTCTGATTTCTGAA\nCATTCACATACACACATACTGAGATGATGCTCAAGCCAGGACACACACATCACTTCTGTT\nCACTGACCCTTTATATCCAGATGGTGCAGTTAATTCTAAGCGATTTGTAGTATGCCTGCG\nCTCCAACTTCTCATGAGATCACTTGGGAAATGGCCCATTTGTGGCACATCACATAGCCCT\nCAAAATGTTGCACATTTTGGAGAGTTTTGGATTTTGGATCTGTAGCTTGGGGTGCTCCCA\nTTGGATGGCAATGAAAATCAAACTAGTAGAATGGAAGAAGGGTGGAGCTGGAGCTCTGAC\nAGGACTGAAGGTCAGTTCTCAGCACACAAGTAGGACAGCTCATAACGAGCAGCAACTCCA\nGGCAGATCCGGGGGATCCCATACCTTCTCCTGGCCTCTGTGGACACCTGCACACACACAG\nTGCACATAAACCCACATAGGCGCATACATCATACATACATACATACATACATACATACAT\nACACATATTCGTACATACATATAAATAATGATAAAGCTCTTAGAAAAGAAGGAAATAGGA\nATCAGTAGTAACCTCTCTGTTCGGATCCCTGCTATGTTGCTGCCTCATCTGTATTCTCTC\nTGTGTGTACACTTGTAAGCTTCTAATATTTCTATGTGTTTTGTCACCTACGCTGTCATGA\nGAGCTGGCATTTATGAGTCTCTTACCTGTGTTCGGCATTGTGTTAAGCAATTTATGAAGT\nCTATTTCATTTAATCTCTACAGAAAACCTAAAGTGAGGAAATCTGTAGTAAATTTACAGA\nTGGAAAGATTGGGGTCTGGTTCAAAGTCACATTTTATATATCAGGTACATTTTTTGCTAT\nTACCTGTTCTTCAGAAGTATGGTCCTGGCAGCTCCATCCCTCACCAGACAACGACTAACT\nGTTTATCAACTATCTTATTCCTCTGAACATTTTAGGTCTTCTGTCTAGATTCTTATATTT\nATAAGTAATAAAGTTACAAATACTGGAACCACTTGTACATAAGACTTCATGGAAATATAG\nATATTCATCCTAATATCATAAAATAAAATGAGTATTTTTTTTTAAATCACTGGTTTGGTC\nTGGAAGCAGTGGCTTCCCAGACAATTTAACTCCAGTTTGTATTAGTATCAAATACTACAA\nAGTGAGGATGGCTCTGTTGATTTTACCCTCCAGTGTTGTTGCTAATTAAACACGTGCATT\nGGGGCTGAGGTTTTCTTTGTAGGTAGAGTGTTTGCAAGAGACTTTGACTTTGAATCCCAG\nCACTAAAATAGCAACAAAAACAAACAAGGAAAAACCAACGTGTTTGCTTCCCTTGTTAAA\nGTCTGGATCTTCAGGTAGGTGATTACCAGGGCATAGTGCACGTGCCAGGAAGAGGCAGAG\nGAATGGAAGGAGCTCAGCACTGACCAACAGGGCAGGGATTGGGTGGTTATGTACTCAAAT\nTCAAACCATGAACTTCTAGCATGAAGATACCTGCGGTTGTGAGATTTCTTTCTCACTGTA\nAGCGAAGTGCTGGCTGACTGTCAGTTTGTTGCTGGGATGGAGAGAAGCCATGTGGACTCA\nTGTTTGAGAAGGTTATGAGAGCCATGGATGCCCTTGTGGTGATGTGAACATCCATTAGTT\nTATCTGGATGTCGAGCTTTGAAAGGAACCTAACAACCAATCAACTTCTGGGCGTATGTCA\nCCAGTAGCAGGTCATGTTGTACATCAAATGGACAAGAGAAGCAGCCCCTGGGAAAGCTAG\nGAAGACGCCAGCCTGTCTGTCTGAGTCCCAGAATATATAGTAAATTGCAAAAAGAATGGA\nAATCTCACAGAGTGATAGGTTCTGAGGTTAACCATTGTCCTTGTGTGATAATCACACTGC\nTGGTACAAGTTTAGACCAGGCAAGAAGGAACCCCTCCACTCCAGGGGTAACCAATCAGGA\nTGCCTGGTAGCCCCAAAGAGTCTCTATGTACCTTCATCCTATTTCTCCCTGGCATTGTCT\nTTATTGCATTTGAGAGACTGGAATTCAAACCTACACCTGTGTTCAAGGTGTCAGCTGGTC\nCTTGTACCAGGAGAGCTGAGTTTTTGCTGGTATAAGAGTGTATGTGAGAGAGCTACAGGT\nGTAGCACAAACAGGAAGGCCACAAAGTTCAGAAGGGCCACATCAGATTACAGATGCACCT\nCCCCTCACTCTTCCCAGTGACGAAAGGAAAGTGAGAAGGGGGTCTTGGATAAGCCATTGA\nAAACTAGGAAAAGTTCCTTTTGCATTATCCAGTGAACCTTTGCAAGGCTGAACCCAGTCT\nCTAAATAGCTAGAGTCACTTGGCCTTTGGGGGAAATCTATGGTTTCTTATTTCCTACTAA\nTGGTTTCTGATCACCTGGGAAGCAGGTCAGGCATGGTACTGGAGCACCAGAAAGATTTTG\nGGAATATAAACACATGTCAAGATCTGTAACCATGTGGCCTCTCTGTGTATGAGCTGTGTG\nTAGGTATGTGTGTGAGCATGTGAATACAGCTCTGGGGGTATGAGTGTGTGTGTGTGTGTA\nTATATGTGTATGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTATGTATATATATG\nTATACATATATATAGATATATAGATATATATAGATATATATAGATATATAGATATATATA\nGATATATAGATATATATGAATGAATAGGTGGAGGCCATAGATTGATGTAGAGTATCTAAC\nTCAATTGCTTTCTACCTTTTAGGGAGATAGGGTCTCTCACTGAACCTACTGATTTCTCAA\nGTCTATCTGGGCAGCGAGTTCCAGGAATCCTCCTGGCTTTGCCTCCCAGAGTTGAGATTA\nCAGACACACACTATACCACCACATCCAGGTTTTGACATGGGTGCTGGGATCAAACTCATA\nTCCTTGAGCTTATAAATCAAGCATTTACAGAATGCCCTATCTGCTCAGACCCCCTTTTAT\nGGTTTTTCTGGGAAGAGAGAAATATCCTTATGCTAGCAGTAGCCAGTACAGTAGCCAGTA\nCAATAGCCAGTACAGTAGCCACAGCCACACAAAGTCCTCAGCTGACCTATGGCCAGTACA\nACTGAGCAATGGAATTTTCAATTTATTCTAGCTGATTTTTATTTTGAAATTGATGGCAGC\nATTTCATAGCACAGAGATGACAACCTGACAGAAATCTTTCTCATTTCAATGGCTAATAAT\nATTTTTATATTTTATATAAAATTGTATTTTATATAAAGTTTTAATCTCTAATGACTAAAG\nGAAGTCAAGTGTTGCATTTAATCCAAAAAGAATGAGCAGACAGAGCTTTGGTAAGGATGG\nTTAGAGAGGAGGCAGTTAACTTAAGGCGGGGCCCAAGGCAGGGAATTTGTTTAAATGCAT\nTTGCCTTTGTGCAGCTCCGTGCACTCCACTGGGAGCTGGGGCTTCTCCTTCCTGGGTGAA\nGCAGTTATTTCAGAGTCTCAGTGTTTTCAGACTCAATAGGCTTGATATTTCATACAGCTG\nGGCTATCCTGGGTATGAAAAGCCTCTCCTTCAGCTTCAGATTCCCATTTCTTCCAGCTGC\nACGGATGTGATGCTGTGGGTGCTCCATCACAGTGCTGATCCAGTAATGACAGCCCACATA\nTAGAATTAAATAAGTTGCCGCTTTATGGTGGAAAGACAGTGCTATGCAGAAGGATCTGAT\nCATCCCAAGTGCAGTGCTTTGACCCAGTGGGTCCTGATCTCTTTATTTTGCAGTGATAAA\nGGAGGATTTAGCTGGCCTTGATGGCACAGGCCTGCAATCCCAGTGGTAAGCAGGCTGGGG\nCAGAGCCCAGCCTAAGAAAATCAATGAGACCCAATCCCAAAATAAGTAGCAAGAGGGCTG\nAAGGTGTAACCAAGTGGTACAGTACCTGCCTAGCATATGTGAGTCCCAGTATCACACACA\nTATAAAGAAATTAAACCCAGCTATGGTGATTAGCATTGACCCACAATGGCTTAGTGCATG\nGTGAACTTCTTTCTACTCACTCAAAGCCCTCTTAATTAATATTTATTTATGAGTGGCTCA\nCTTTCCTAGGGCCCATTAAAGACAGAAGAAGTATCTGGGGTACCTCTGAGAGCCTTCAAA\nCGCTGCTGAGCCCCCTTTTTACTGACACGTCTGTGGGAGCTGAACCTTCCTAATGCTGTG\nTGACCTTTTACCACCTTTCTTCATGTTGTGGTGACCCCCAACTGTAGCATTGTTTCATTG\nTTACTTCATAACTGTCATTTTGCTAATATTATTATGAATTACAGTGTAAATATATTGAGA\nGATAGAGATTTACCAAAGGAGTCATGATCTACCAGTCGAGAGCCACTGCAGGAAAATCCC\nGAGCAGAGCCGCAATCATTTGAACAAACAATTAATCATCTGAGAAGAGAGACAGCTTTAA\nGTCAAGGGAAATCCCAATCCAATGGGGCAGCTGGGTGTCACATTCCTGTAACTGGACTCC\nACTAGCTCAGAAGGGTTGGGGGGTGAGGGGCGTCTATCATGATTAAACAGTCAAGTAACC\nAGAGGCCAAACAAGAGGACTCAAAGACTCAGTGGCAGGGACAGGAAAGTAAGAGAATAAT\nCAGCTGAGCTACCCTTGTTCCGTATGAGAGAGAGGTGACATCAACTGATATGTTGTTGAT\nGAAGTCACACCATCTCTACCCACTTCCAAATGCCCAGGCATGCTCTAGAATGTAGTGTTA\nTCTTCAGTCTATCCTTCCTGCCCTCACCCATCTCATCAAGGTGATATTACAGAAGTGTTC\nTGCGTGGATTACAGGAAGACAGCCTGAGCAGTTAATCAGCATTAAATGTCCTGTTGGGAC\nCCGTAGCCAGGCTGACTTGAAGTAGACGGGAATGGGAAGAATCAGAGATCAGCTGGAAGA\nACAGGCTCCTTGACTCTGTCTCCCTCCAGTACTGCCATGCCTCAAGGCAGAGCCTAGAAG\nAGGAGCTAGAGACTATGCTTCCATAAAACCCTTCCACCAACAAAAAGAACCATCTGGGAA\nGGTGGGTTTTAAGCTAAGAAATAGTAACTTGATTGCAACCCCAGCGAGTCAGAGATTTGA\nTTGAAGGATTAGTAGAGAAGTATAAGAAACTGCACATTGTTTGGTGCTCAGCATTTCATA\nACCATCTTCTTCTACAATAACCCCCACTAAGCTTCCCTTTCCTGGCGTCCTTTTTGCTTG\nTTTGTTTGTTTGTTTAGCCCCTTTCTATGATTCTCTTCTCCTTCAGAAGTGAAACCAAGT\nTATGTGCTCTATTGTGGCAAACCTGTACCTATCATCCTGTTGATAACAGTTGCTGGTATG\nTTTCTTAGAAGATAGAAAAAAATTACACACTTTATGTCAAAACCAGTATCTTTTAGTCAT\nACAAGAATTAAAAACGAGCTGGGCATGGTAGTGCACGCCTTTAATCCCAGCACTTAGGAG\nGCAAAGGCAGGTGGATTTCTGAGTTCAAGGCCAGCCTGGTCTACAAAGTGAGTTCCAGGA\nCAGCCAGGGCTATACAGAGAAACCCTGTCTCGAAAAACAAAAAACAAACAAACAAAAATG\nTAAAACAATGCTCTCAGTACTGGAGAGATGACTTCAGAGATAAAGGATGCTTGCTGTTCT\nTGCAGATAACCCAGGAACCCAGTAACATAATGCTTATTGAGAGATTTATATTGATCAGAA\nGTTTTTAAGGACAGAATTTCAAACCAACATCAAGATAAATGAAGAAGGCAAGGCACTAAA\nCTATGATGCATTTAATATTAGCTCATAGGGGTGGACTTCTGCATTGGTTACGTATCATCT\nCACTGTGACTGAATACCCACAAGAAGCAATTTAATGGAAAGGGGGCTCTTTTGGTTATAT\nAATCTCATGGTGTCTGGGGCTCTATCCGAGATGGCAAGAACTCACAGCATGACCTATTCC\nATCTCTGTGGATCAAGCAGCATTCTCAGGTCAGGACTGGGGTAGACCACAATCCTGTCAC\nTTGTGTTTTCCATCTAGTACCCATGTTCACAAGGTTCTATAGCCTTTCAATGCAACACTT\nCTAGCAGGAGACAAATATTCAAACACAGGAACATTTCATATACAAACCATAAAAATATCC\nCCCCGTAACAAAGTAATGTCTAGGTACCATTGGTTTTGGATTTTCTCTTCCAGGAATAAG\nCATGTAACAACTGGATTTAAACCCAATTTTAGCCTTTAATTCAAATCATTCAAATTCTTC\nAAGTACCCCCGTGGGAAGCTAGATCAGCCCAAGGCTTTCTCAGAAGCCCCAGTGAAAGGA\nCAAAGGGTACTTTCGTTCTCTGCCCTTGTCCAGGAATGGACTTAGCAAGGCTTGTCTGAC\nTCAGTGTCTTAGAGGAGTCAAGGTTGTGGCTTCTGGAGACCCAACTCTTCCCCTCTGGGC\nTGTGCTTATTGACTAAAGCAGCATTATCTGAGGTCTATCGCGTGCTCTCTTTGACAACAC\nTGTTTAACTTAGTACTTCTTAATTAACTGGCTTCACACAAGACGAAGCTTATGAAAGACT\nTCCATACCTGAGATTTTATCTTCTCTTTCTCATCCCCTGCTACCTTACCAGTAGGGCCCT\nGTCAATGAAGGACCCACTGGTCCAGATCAACTTAACTGGAACACAGAGCTAAGGCTCCCA\nTTGTCCTTTCATCTGAGCCTCTGAGAAAGGTTTGGGTAAGTCTGGCTCTTCACATACCAC\nATATCTATTTGCTAGCAGGTACATTTTCATGTTAATCAGGAACTAACTTGATAACAAAGC\nATTAAGCTCAGCATGACCAGAGACCATGGGACCAAGCAGTGGGGAGTAGATGGGTTTGGA\nGTAGTTTAAAGTTGAATTGATCTTAGTAAAGTGACCAACCACTCTTAGCTTTAGCTATCC\nCAGGTCCATTAATCATAGTTCCATGACTATATGTGCAGATGTGTATGCGTGATGGTATGT\nGTGTGCACACATAGGGCTGGACTGTCCCATCAGTGAGCCATGTGCTCAAAAATGGGATGC\nAGAATAGGTTTTCACAGTTCCTGGCCACTGGTACTAACTTGCTTTTCCCTGGAAAAGCCT\nGTGGATTGAAATGCCCACATAGATCCTTGGAAACTAGTGAATAGAGAGTAGCAAGAGAGA\nGTACAGAAATAAAAACGTCTCTCTGCTATTGATGAGTTTGGGCTATGATTAATCCATCCC\nAAATTGAACGATCACCAACCAGAAACCTATTTAACATGCCAAAGCTTCTGAATACTCTAG\nGAGACTTTAACTATGCTCAAAACAGTTATCTTAGACTATACTTGAACAAAATCATCTAAT\nATACACTCTGTTCAATAATAATGCCGAATACCTCACATAACTTATGGAACACTTTAATGA\nAAAACAGGATTTGGGGCAGGTATACTTTTATACCATCATAAAAAGTCATAAATATATTGG\nTTACATGTTGAAGACCAACTGTCTTTAAAATTGTTCTGAATTTAAAATTTCAGAGTAAAA\nTGGTGATAATAAATGTGCTGAGAAGATGGGCTTTGCTGCTAAAGTGCTTGCTGCCCAAGC\nACGGGGAGCCAGAACCCATGTCAAATAGTGGAGCACAAGATGCATGCCCCTATAATCCCA\nGTACTCTAGCTGTAGATCCAGGAAGATACCTGCAGCTTGCTGGCCAGCTGGCCCAGCCAA\nATCAGCAAACTCCGAGTTCATATTTAAAAAAAAAAATAACATAGAACGTGATTAAGGAAC\nACATGTAGTGACATCTACCTTCATGCACATACAAGCTCTCACACACGTGTGCACACACAC\nAAATGTATACATAAATGTCCACACAGAGAAGTGGTTAAGAACAGCATCATTCATATTTTT\nCATTTGTCCGTGCTCAGTGTGAGCACAGGAAAACTATGACAGTTGATGGCAATGGCTGGC\nTACCTTGTCGGTGACCTTCCCTGGGCTATCTGCATGAAGGAAGGGGGCTCTAAGTCACCT\nAATCCATGCAGTTACTACTATTAATTTTTATCATAGAGCATATTCTCCAAAAAAGAGCTG\nGCACCGCTCTGGGTGATATGGTCATGAATATTACCCCTTCCTGCTGGCAATCATGTAGGA\nATTGATTGGACTCAGCGTGACTCCTTCTGCTACAGTGCACACCTGGAGATCTCACTGCAT\nGAAGAGTCAGACTGGATGTTCAAAATTGAGCAAGTTTATTTATTATATGAAGAGAGAGTT\nGGATAAATGGGGAGCCTTGGGGAAATAATTTTGCAGGTAGCATTCAGCTTCAAGCGGCTG\nTGATATCTCTCTGCTATTTCCTGATAGCAACTGATTTTTTTTTTTTTTTTTTTTTTTTTT\nTTTTTTGTGCAAAGAAAGACAGGGAGACTTTTTTTTTTCCAGAAAGATTTACTATCTCGT\nGTCAAAATGATCTTCTCACAGATATGGTTTCCCTGTGAAATTTCACTGACATCTGGGCCA\nGATTCTTGAAAAATGATTTCTGGCTTTTTTTCCCCTTCATTTCTAATTTACTGGATTACA\nATAGATAATTCTTCACCCCCTTCTGAACCTGTTTCCACGAAAGCGAAAATAAAAACCAGG\nACGTTTAGACTATATTAAAAAAATGTCAAGGGAACAGGGTAGAAATTTTTGATGTTATAG\nAAGAAAGAAACAACATACGTTACAGTCGTGATTATTTTCATTATTTTTTTAAACCTGCCT\nAGAGAGTAAGGCTCACGCTTCAGTTTTAAAGAAAAAGGAAAAACACAGGTGGGGAAAAGA\nTGATTTAATGCTTCAGTCAACTGAAAGGGAGGGGCTCTTCCCCAAGGCCTTCATGGGGTT\nGGCAGTTTTCAGCTCCTGGTATCTGAACAATCAGGCAGGATTTCAGTAAGGGTGTCTGAA\nGTACAAGTAGAATGTCTGTTAGGCCAAAAGTAAGTTTTAACATTTCACTGAAGAAGACAC\nAAAGATTTCTGAAACCAGAGATTTCAGAAACTCTGTTGACTTCCCAGATGGTAAAAGCCC\nCTAAAATAGGAATTATTATTTTGTACCTCATTTTTCCCATCATGCTTTCTACTAGTCTAG\nTCTACTAGAAGAGGGTTTCAATATATGGTTGATGAATAAGGAGGTCATGTAACTGTGGAT\nGAGTTAAAAAGACTCCTTGGGCTACGGAGTAAGGCCAAGACCAGTATAGGCAATGTAGTG\nAGAATCTGTTTAATTTTTTGTTAATAGAAGAAAGATCTTTGCATATAAGTCACAGTAGAG\nCATTTGCCTAGCATGAGAAGGGTCTTGTGCTCATTCCCTAGTATAAGGCAGCAGTGTGTA\nGTGGGGATGGTCTATATATGACAACCCACAGCCAGAACCACAAAGAATAAGGACACATGC\nTATCATTTATTCTAGGATCAGAAACAAGGTAAAGGTCGATTTGCTCATACTGTTAACCAA\nCACAGTATTTCAAGTCTGAGCCAGCACAGCGAGGTAAGAGAGAAAAATCAAAGGCACCTG\nAATAGGAGGGCAGGAGGAGAAGCTATCCCGATTTGCAAGCAGCATGATTCTGTATGGCGA\nTAAGGCTAGACTGCACCGAGAATGTTAAAACTGACCAGCCAATTCAGTAAGTTGGCACGA\nTATGAAATCAATTTCAAGAATCGATGGTATTTGTATATATCAATTGCAAAACTGCTGGAA\nAAACAATCTTAATGCTAGCTGTTACAGCAAATAACCTGTATAAATAAATTTAACCGAGGA\nAGTGAATTATCTCCACAATGAACATTACAGAACACCAATGAAGGAAACTAAAGATAACAC\nACCAAATGGAAACACATTCCATTTTCCAGACTAATTAATATTGTTAACATGCCCACACTA\nTACAGCATGATCTACAGAAGCAATGTAATTCCTATCAAATGCTAATGACATTCTTCACTG\nAAATAGGAACAAGGAAAAAAAGAAAAAGCTCCTAAAACTTAGATAAAACCACTAATGACT\nGTGAATAGCCAGAACATTCCTGAGCAAAACAAAGAAAGCTGGAGGCAGAATAACATTGCA\nCCCCAACACACTGCAAAGGACACGCACAGAGAAGTGCAGTGGGAAGGCGAATGTGGAATA\nACAGCCACATCATTATGACCAATCTGTCCCCAGCAACAATAACAAACCAGCAAAAATATA\nCATTAGGAAACGAGTCTCCTTAATAAAGGATGCAAGCAAGGCTGGCCATCGACATGCAGA\nAGAACGAAGAGCTTTTTCTCTCGTGTTTTTTAGATACACATACATGGAAAACACTCTGAG\nACACTGTCTAGGTGAAGACTTTTCCTTCAGCTATGACCACCGAGACCACCACCTACAAAA\nGTAAAAATGGACCAATGAGACTGGCTGCAGTCTAAAAGCTCTTGCACAAGTGGAATAATC\nAAGAGTTTAAACGATGACTTACAGAGTGGGATAATATTTGCAAACTACTTATCCATGATC\nAGAATAGTAACCAGAAATGGGTAGTTCTTAAAAGACGCGTGCAGATGGCCAATAAGAGCG\nGGAGGATGTTCTTAGCATTTCTAATCATCAGGGAGGTACAAATTAAAACCATGATGAGAT\nATGACATTCCTCTGTGTGTGTGTGTGTGTATGTGTGTGTGTGTGTGTGTGTGTGTGTGTG\nTGTGTGTGTGTGTGTGTGTGTGTACATGTTTGTTTAGGTGCGTGTGTATGGGTGCACATA\nTGCCCATGTAGAGGCTACAGTTCAACATTAAGTGTGACTCTTCAGAAAGGGTGTATATCT\nGGCCTGAGGTTTGTTGAGTAAGCAGGCTGGCTGGTCAGGAAACCCAGATATCTGACTCTT\nCTTTCTCCCCAGTTCTGGGATTAAAATATATTGTCTTCCCATTACTGTATACACTGAATG\nAATGAATGAATGAATGAATGAATGAATGATAACAAATGCACATCACCATGCTCACCTTTT\nTATATGGGTTATAAGGATTGAATTTAGGTCTTTGTGCTTGCATAATAAGCACTTTGCCAA\nATGAGCCATTTTTTCAGTCCCTATTCATACATAGTGTGTGTGTGTGTGTGTGTGTGTGTG\nTGTGTGTGTGTGTGTACTGGCAAGGATGTGAAGAAAGGGGAATTCTCCTATGCTGGTAAT\nAGAAATGCAAATTAGTGCAACTATTATGGAAAACAGTATGTAAGTTCCTCAAAACATTAA\nAAATAGAGCTGCCACATGATCTGGCAATCCCATTCCTGGGTGTATATCCAAAGGAGAAAA\nAACCAACACGTCAGAGAAATATCTACACTTGAGTGTTAATGCAGCACTCTTCGCCCTAGC\nTAACATGTAAAACCGAGCTAGAACTCTGTCAGTGGATACACAGATAAAGGAAATGGAAAC\nTTAGTTGCCACACAAATAATAAAATCTGTCATTTGCTGCAACATGGATGTAAGTCAGGAC\nTGGCTCAGTGACCTATCAGGCATGAAAGACAAACACTGCACATTCCCTTCAAAGAGGACG\nCTGACAGTTGATTCCAGAAGTCAAGAATAGTGATTTCTAGAGCCAGGGACAATGAGAAAG\nGCAAGGGAGGAGGAGAAGTTGGAAATGGCTTCAGGGGTTTGATTGGCAAAGAGGAATAGA\nTTCTCATATTCTGTAGCCCATTAGGGTGAGTATGGTTCAAACTAGTTAACAGGTATGAGC\nGACCCATTAAAATAGCTCATGAATTTTGAATGTTTCCAATACAAAGATATGATAATTCTC\nAGAGCTGCTTAATGGTCCTCGGTCCCATTGGGATGATGAACATATTTTAGACCTAGACCT\nAGATAAAGGTCTCGGTTGTACACTGTTAAAGTGTGAAATTGCTAATATAAGTGACATGGA\nTTTCACTTCAGTTAAAAAGGAAGGAAATCCAGATGTTCATGTGAAACTCAGACTCATCCT\nGTAAGAGCTAAGGTACCTTATGGGCATATGGCATGCACCTATGGCATCAGTGTGAGAGCC\nTAGGCACACATGTGGTATGGAACCAGCATTAGAATAAGGTACCCAAGGAGATGGCATGAA\nGACACAGTGTAGGCTTAGGGGAACTGGGGAGGTGTGGAGGTGAAACACTGGTGACTAAGA\nAAGAAGCAAGTTGGATATAAGAACTATCCGTACCCCGTGAACAGTGGGGGTGGGTGTTAT\nGGGAAGGCCTGTACTCTCCATTCATTCTCTGACAGTTTTCAAAAGGTTTTCAAGGCCTCC\nCTTTATACACATTTCTGGTTTCTGGAGTTAGAGTTTTGTTTGATATAATGAGATCTCCAG\nACATAAATCCACACAATACAAGTATTTGGAGCCTCCACAGCAGAGTTCCGAAGTGAGGAA\nCATCACTTGGTACATTACTCTTGATTGATGGGTAGATTAATTAAGAAGCAGCCTATCAGA\nGGAGAAGCAGCACACTGTTTCATTGACTTACAGACAGTCTGTATGTGTTTCAGTCATCTG\nCAGTAGGAGCATCCTCTTCATATTCTTCCCCAGATCATGAGTGCCAGGCATCTTATTCAA\nACAGAAAACAAAATTAGCCATGGTTGGTCCAGAGTGGAATTTCTGAAACAGTATTGGAAT\nTGACCTAGATATTGACAAGGATAACAGCAGAATGCTTGATAGTGGTTGGCAAATACAGGT\nAGTTCTTCTTTATTTCTTTGTGACATTACTGTCTGTGCAAATATATTTAATTCACATTAC\nTGTGTACATGGTACTGACAGCTGCAGCCTATTGAGGTGATTATAAATGCAATAGGAATAA\nATCATCCTTTGCTGACCCCTGTAAGAAAAAATGTACACAAAACTGCTTCCCGTCTTCCAA\nGGGAGCTCTTACGTTTTCCCAGTGATTAACCTGGAGGAGAGACACACAGAGCTTCCTGGA\nAACACAGAGCAAGAGTCACACATCAATAGTATTCCACTCATGGATGCTCTTGAACTTTCT\nCCTACTACTGTGGAAAGAGTGTGAAGGCTCTTCTGTGGAGAGCTTTATAGAGAAGAAAGC\nAAGTATGAGGGATTCCACAACTCTCTCAAGGAGAGAGATTCAAGAGAGGGTCTTTCTGAA\nCCGGATTGAGACTGGATGAATAAAAACAGTGTAGGGGAGCCTTCCACATGGCAGCGGGAC\nAACTTAAGGGGCTTCTGTTAGCAGTGCTTTCTTATATGAATTTTATTTCCTTAGAATGCA\nTTTATAATTTTCCTTTCATTTTCTTCAATACTAAATAGGTTATACACATTTCTGTTTTAA\nCAAGCTAATCAGCATCTTTTGAGTAAGTTTAGACAACATGATAGAAACTTATGAGTAAGG\nCATTAGCCAGGCCATGTCATATGCAATTGGAAGTATTAGAGATAGAAACGGAGCTCCGGG\nGTAAAGCCTTTACTTGCCCAGCAAGGACAAGGCCATGAGTTCTAGCACCAGGACTGAGAA\nGAAGAATTAAAAGTTTAAAGAGTTGAAATCACTGTTTGCAGAGGTTGCAGCTAGTGATAC\nGGTAGACGGCTTGACTCGGATGTGTGAGGACTTTGGTTCTAACCCTAGCACAGATAAAAA\nAATTAAGAACTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTGTGTGTGTG\nTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTCTGTGTGTGTGTGTGTGTGTGTCTGTGTG\nTGTGTCTGTGTGTGTGTGTGTGTGTGTCTGTGTGTGTGTCTGTGTGTGTGTGTGTGTGTG\nTGTGTGTGTGTGTGTGTGTGTGTGTGTCTTATACAGAGGTAAAGAAAATCCTGTTAGCAG\nTTTTCATAAAAATGGAGAACAAGAGCCTCTTTTCGCAGACCTAGAAGAGCAGTTTTATGC\nAATGCTCCTGAGCGTCAGTGAATGGGAATCATCTTGGGTGACAGCGGATTGTAACTTGAG\nAGACAAAAGCATGAGGGAAGTAGCTGTGCACCTTCAGCAGAAGTGCAGACCTGTGTGTGA\nGTCCCCGACTAATGCATATGACATGAGATTGGTGGAGAGCAGTGGAGACGATGGGCTTGG\nGGCAGTTGTATCCAGGGCTGTCAGAGAAGAGGCTGGTAGAAGTAGACGCAGACAGCCTAG\nTGAGAAAATGATCATAATTGTGGAATAAAGAGGAAATAAGAAGCAAGAATAAAGCAGCAT\nTAAGAATAAGAAAATAATAAATAAGAAAAGAAAAGCAGAGAAAAAAATTATCTTTACTCA\nTAAGGAAACCCAGCATTTACCAGGAAGGGGCGGGGTGGGGGTGGGGGATCCAGACAGTTG\nAGCTGAAAAACCCAATCTAAATGTGAAAGCGAGGTATGTGTACTGAAGCTGGGAATATTC\nATCAATGTGTTAAATGTCACACGTTCTAAAAATATGAGATAGATTTCAACAGCCTATAAA\nGACCCATGATTGGAATCTTGCTTCTATGATGCCATAGCAATTCAGATGGTTCTTAAGTCT\nCCATGGCAACAGCCAACACTACATTTTGTCCTTTGAAGTCACATGACACCTGATGTCACA\nTAACAGTTAGGGAGCAGAGAGAAGCAGCCAATTGTATTTCTAATCAGTGGCACAGACACC\nAAGGGCTACTGTGGAAGGCTCTTGTTGGCCCTATGGATTATAGTGGTCAGAGCCAGCAAG\nATGGCTTAGCAGGTAAAGACAACAGCCTCCAAACCAAAGAACTGAGTTCAGTCTCCAAGA\nCCCACTTGGTAGAAAGAGAGAATCGATTCCTGCAAGTTATCCTCTGTCCTCAACTGGTAT\nGCTGCAGCATGTGTGTGTGTGCCAACACCCCCCCACACACACACACACAGACATACACAC\nCCACATACACACACACACACACACACACACACACACACACACACACACACACAGACATAC\nACACAAAAGAAATAAAACTGTAAAAACAAGTTTCAAAAAATGCACCTTAACTAGTAGGAT\nCTGGGTGTTATCTTGTTATCATGAGCAGTTGCTCTATATGAGCAGTGGTGTGATTTATGG\nGTTGAATATCAGTTCAGGGAAGATCCCTTCAGGCTTCCACTTGTAATATCTAATCATCTT\nAGTTGTACCAGTGATACACTGGTTAGCCATGAATAGCCTACCACCTCAGGGTAAACAAGG\nGCCTCACCCACTAAGGATATAATGCTATACCATGAGGAATAAAGTATAAGTCTCTTTCTT\nGGTTTTCCATCTATGGAATAGAAGCAATCACCAATGTTTTTTTTTTTCTTAGTCAAAGGG\nGAAGGTCTATAAAGCATTTAGTCAAATTTTGTCCAATGCTTTTTGGGGGCCTGTCTGAAA\nGAAACAGCAATCTTGGCTTTGGGTATGGAGGTGTCAAGATGCTGCATTTCTTAACCTGTA\nGTTGGATAGAGCATCCCAAATCTTGCATGCATGAGAAAGATAGAGGGAAATCTCTTTTGA\nGTGTTCCTTAAAGTCACAAGGAAAGATTCAATCCAATCCCCAAAGCTTTTACCATTATCA\nAGCTGGGTGAATTAAGACCCATAAACTCAATATGACTTTGTTTTTCAGTGGAGTTACAAG\nTCCACAGGCACTAGACTCAATGATGATGCTAACACGTATCACTGCCCGAACACTTGTCAC\nTGTCCCTCCTTATTTATCTCTTCCTTTAGTGTGAGAGGATTCCGAGAGAAGAGCAGAGAT\nAGCCCATGCATATTCATCTTCTTCCTCTTCCTTCTTCAACTCATATGCCTGCATTCTTGC\nTATTTTGCTGTGGAGTTTAAAACATGAGAGAGTGATACAGGGGTTCTTGGAGCTAAAAAC\nATTCTATAACAACAGTGTTGATGGAAGCTATTAAGCTCTTATCTTACAGGCCACAGGATA\nGAGAAACAGAAAATACAGAGCTGGGAGACCATATGCTTAAAGGCTAAAATACAGCTGAAG\nGTTAAAAGATAGCAAGGACACAGAATAACCTGAACTAACTGCTGACTGTGCAGGATAGAT\nGCGTGGGTGAGAGCTGGTTACTCAGAGAACGTTCCTGGAAGAGAGTTGATACACACTTGA\nAGGAGACCTAATATTTACTGAGTGCTTATGAAGTAATGGACTTTGGGCCCTTTGCCTTCT\nTTTTCTCATGGATTGAAAGGTAGATTCTGGATAAAATAATGCACATGGGAAAGAATTATT\nGGTATCATAGAGCTGGTTGTATAGTGCATTTGCCAAGAGTGTGGACATCAAAATGAAGAT\nGCCAGATGACGACAAAAGGCCAAATAAGGACTTCAGGTGTAAGGAGGAACCACAACCTTT\nTTTTTTTTTTGTATAAAATTATTTGTCCCCAACCATGGGACTTAAGAGAAAGATGTCCTA\nTATTGGGGAAATCAATGTGATTACTAAACACATTCAAGCATTATGTTACAGACTATAGTC\nTAGAGGAGGCAAAACCAAGGATGCATGCAAGGCAAGCTAGAAGAATGATTGCCGTGGAGA\nAGAGCATTGGTGTAATGTAAGGACAGATCTCATTATGGAAAGAAAGTAGGATTTGAGTGT\nTAAACTTGAAAAGACTGTACGGCAGAGATCTTTGCTACAGAAAATGAGCAAGCTGAGAAG\nTGCCCAGTGGGAGCTACTCAGATGTATCTATTTGGGTTTCTGGTTTTGAAGGGCTACAGT\nCCACCAGTCCACCATGGCAGAGAACTCATGGTGACAGGACCATGAGGCATCTGGTATCAC\nTGTATCTGTAGGTAGGAAACAGAGAGTAAGCAGAAAGCACCCCCGACCATCAAACTTCAA\nGACTCACTCCCAGTGACCCACCTTTTCCACCAAGGGAAACTGTCTCTTGACAGTTCTAGA\nATCTTCCAAAACAGTTAAGGACCAACTTCAAATACATGAACCTCTGGGGGACATTTTACA\nTTCAAAGCATGACAGCACAGCCTACTTCCCCCAACACACATGATTTCTTCTCACCTAATG\nGTCCATGAAATAAAGCAAAGTCAGACAGTCCACATGTACTAACTTCCAAATAACTTCAGT\nATTCCTTGAGTCCGTTCTCTGTATGGTGTATGAGCTTTTGTTACATGAAGCCAGGGCTTC\nCAGGTGCTTTCGTATGTAAGAAGAGAAGTCTATTAGCTATAGCACAAACTAAATGTCCAT\nGGAGATAGTTTCCCAAACCATTCCTCTATAATAACTGTTCCTTTATTGTATGCACAGCAG\nACACGATGCTGAGGGAGACACAAAGTTTTAACCTTCCGCAATCTTAGAAAAAAACCATCA\nAACTCTCTGAGACTTGATTTCTCTGTAAAACGAGTGACTAGATTAGGTAACGTACAATTC\nAGCTCTAATATCCTACGGAGTTTATATCATGTAGTTAGTCTTAATGATGCCTTTAAGGAA\nCAGTGTTGCTGCTTTTGTGAGTGTAGGCTACTTCTTGTTGTGAATAAGCGTATTCTTGAA\nATGTCAGCTTGTGTCCAGGGCTACCAGACGCTGCAGTCTCTTTTGATGAATCTCTAACGA\nAAACCCAAAAACTACTGGGGCTCAAATAAACCAATGAATTCTTAAATTATGCTCTCTTCT\nATCATGACATTACAAATAGAGTTAAGAGGAAGACTGTTCAGTTCCCAGGAGTTAGGTCAT\nAGGAGTTAGACTGACTATAAGTGTGGTCCTGAGACCATAGCATCTCCTTTACAACACTGC\nTTCAAGCCTACCCTACCAGTCTTCATTGTTCCACTCACCCCAGACCTGGATAGCTGGCCC\nACTGCTCTTCATGCTGCCTTCGACACAAATGGTTCTGCTTCGCCTGCCACCTGCACTCTT\nGCCAAGCCATTTTCTATGGGAGGCACTAACTGCCTCTTCCCCACTGTCATCAGCACTCTA\nTCCTGCTCTCTGCAGAACCTGGTCACTGTTTCCCCTGCTGTACCTGCCCATAGATTCAAA\nTGTTCCTGATCCCACATCCCTACAGGCTAGGTAGGTACCAGCCCTCTCTACTCTGGCCAT\nTATGACTCTATAGAATTGCCATAGATACCCATCCCCATTGTGGCTCCTGATATAAGAATT\nGTTCTGCCATGGATGCCAACTGATTATCACTCTGTTCACCTTAGCACTCTCTTGTAGAGA\nGCCTCACTGATTGTCACCTGTAACAGTAACATCTATCCCCGAAGTTCTTACCCATGAAAT\nCAATTCTCTCTTCCAAATATTGTACCTATTTCTCCAACAGGAACTACTTTTGCCTTTTTA\nACGGTCTGCCTCTATTCTTCAACGGAGTTAGACAAATGCAGAGAGGTTAGTGTGCATTAG\nAAAACATACATTGTGTGACGGAATTTGCCAGGGTTCCTGGGCCCTGCCTTTGCTGCAATC\nTTCTGATCTTCTTCATTCTTTTGTTTCTGTTTCCCGAGACAGATCTCAGAGTCTCAGAGT\nATACCTGGGCTTGTCTCCAACTCACAGTGGTTGTTCTATTGCTGTCTCTTGAGTGTTGTC\nTCCTATGCAAGTACCATTACCCAATTCAGAGGAATAATTGTGTGTGTGTGTGTGTGTGTG\nTGTGTGTGTGTGTGTGTGTCTGTCCTTGTACATGTGAAAGCCCAAGGTTGACATACCAAG\nTGTTCCTCAACTACTCTGCACCTTACGCATTGAGGCTAGGTCTCTTAATTGAACCCAGAG\nCTCACTATATAGGCTACTCTAGCTAGGAGTTTCCTTTATTCTAGCTAGGAGTTTCTGGGA\nGCCTTTCCCTTGGCCTTCTGAGTGCTTGAATTATAGGTGGGCAGCTATGCCTTCCTGGCT\nGTTATCTGGGTTCTGTTAGTCCAAACTCTAGTACTCATGTATGCACAGCAAACACTCTAT\nCCACTGAGCGGAAACTCTTGGTCCCTAAAACCTGCTTTCTATGTTGAGATTTAGTGCCTC\nATCTATCTCTGCGGAAAGACAAGGACTCAAGAAAAGAATGAAAGGCATCTGTTGCTAATC\nCTTTCTCTTGGGTTTCTCTGGAGAAAACGTCTTAGGCAAATGGTCTTCCTGGATTCCTGG\nAATAAGCATGTAAAATAGACCCCCACAAAGGCAGTGCACACACCATATTATGCACACAAT\nAGGAAAGCAGGATGCACTGCCAATTCTCAGCTATGCGCTTAGGCAACACTTGTCTGCATA\nCAGGGACAAGTATGATCAACATGTAGAATAGCCTTGGGTTCTAACAAAGAAATAGCCAAG\nTCAAGGCCCCAGGGAACCAAATCCAATGCATTCCTTTCTCCTGGGCATTGTTTTCTGTGA\nTCCCAAGCTCTCTGGTTGCATAGCTGTCTAAACACATTCTGACATGAAAGGGAAGTACCC\nTGAGCTCCCAGAGTGGTCATGTTTGTTTATGCTCCACCGCTCGCTTGTGCCTGCACAGTC\nACATCCTGGCAGTCCCTATCAAAGATGCTGTTACAGAAATCCACATTTCCTTTAAAAACA\nGAAAAAGACAAAAAGAGCTTTTATTCACCAAACCTCTTCTCTTTCACTTCTAACACACAG\nTTCCTGTGCAGCGCACCTGGGCTCCTAGGAAGGGAAGAGTCCATTCACAGGGAGGTGAAG\nGGAAAGCCATCCTGGCAAGCTTGGGCAGGCAGTGCTGCCAGTGCACAGAGAACCTCTTAG\nGAGATGGGCAGAGTGCCTTGAACAAAATACTTCCAGCTTCATTAAACAAGTGAATTGTCT\nTAAATTGAAAAATATTATCCTTTCTACCTTTGAATATTTAGTAGAAAGTTGGCTAAGATT\nTCAACAAGCCAGAGATTTAAAAAGGGGGGGGGGGGCAAATCTGTTTTGTTTTGTTTTAAA\nAAAAAAGAAAGAAAGAGAGAGAGAGAGAGAAAGAGAGAGGGAGGGAGGGAGGGAGGAAGG\nAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGAAAGAAAGAAAGAAAGAAAGAAAGA\nAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAGGGAGGAAGTCAAG\nGATGTTTTGAAGAGCCAGGTAAGGTGAGGAGGAAGGGGGTGCCTCTGTGGGCCCATGCTG\nAGGCATCCCTTCCCCCTGAGGTCCTAGCCATATGACAGACATAGTATGGAATCGACTTTC\nTTTGGGGAATGGGAAGGGAGTTTATAAAAGTTTATAAAAGAGGTAAGTTTGTTAGCATGA\nACAGTCTTTATGGTGAGCTATGGGAAGACAACCCTTTCGTGGAGCAGAAGGAGCAAGAAG\nGGCTTTTTTCTTCTCTCTAGGAGACTGTATGTATATATGTATCACAATGAGAAACAATTT\nTAAGTTCACATTTAAAAGAGAAAGGAATCTCAAAACCTTAGCCTTGTGAATATGATAGTT\nGATCATACAGTTTAGCATGAGAAGCACCTTAAGTCTATAGTTACAAGACAATCAAAGGAA\nACAAAATTTTAACTTGTGATTATGAAAGTTGGATCGTATAGTGGAGTCTTTTATTAGAGT\nTAGGCTAATTTATAAGAACTCTATCAATTAATGTTAGGACAGTGGCATAACAAAGGGTTT\nCGGGGATCTGCTTTTTAAAGGCCAAGTGCCTTTCTCTAAACTATATCCAGGTAAATCGTG\nCTTGGAAACCATTCAAAGTTTTAAAATAGAGGGATTTTGCCCCATGGCTACTGTCATACT\nAATAGTTTAGGTTTTTATGATTAATTACCAATGGGTTTCAAATCAATGCAGTTCTCATCT\nTGAGTTAGATTCCTTAGGTTCAGGCTGAGGTTCTGAGCGAGGAAAGATCTGTTCTCATTA\nAAAGAAGGCATCAACATTTATTTCCTCAGCTGATGGAAATCCAGGCATCTCTGATGGCTT\nCAGGCACTGGGACCTATTCTTCTGTTCATAGAAAATAAAAGGATTGGCGTTTCGCTCGTA\nAGGGACACATTTAAATATCAAGGTAAAGATGCGTCTCACACAAAGCAGAATTCATTCCAA\nATTCCTGGATAAAAGATGCCGTGAGAGTTGGTCTACGATGACAACTAGAACGGATTTAGA\nTGGCACCTCCCCCTTTGTCTTTGAAGGTGCTTCGGGGGTGTGCAAGTGATTGTGCTGGTG\nTGCAAGTGATTGTGCTGGTGTGCAAGTGATTGTGCTGGTGTGCGAGTGATTGTGCTGGTG\nTGCGAGTGATTGTGCTGGTGTGCGAGTGATTGTGCTGGTGTGCGAGTGATTGTGCTGGTG\nTGCAAGTGATTGTGCTGGTGTGCGAGTGATTGTGCTGGTGTGCGAGTGATTGTGCTGGTG\nTGCAAGTGATTGTGCTGGTGTGCGAGTGATTGTGCTGGTGTGCAAGTGATTGTGCTGGTG\nTTATTTTACAAGCTGGACTCCAGGCCTGAGTAAAAGAGGGAAACGAGAAATCCCCCAAGC\nATGGGCCTCCACATCTCTGCTTACTGATCTACACAGCCGTAAGCCTTATGCTTTTGTCCC\nATGGCCAAGAGCAGCTTAAGATGCCACACCTCCTGCTCTGTGATGGATTGTACCACAAAG\nCTGTAAGCCAAAATAGGCTGCCTCCTACTTAAGTTGCTTCCTGTCAGGTATTTGGTCACA\nACAAGGAGAAAAGCAAGCGATGCCAATTCCCATCAATACCCAACACCATTAATTTAATTC\nTCTTGACTCAGCTAAAACAAACCTCCAAGTAAACAATTACTTTCTTTTGTGCCTTCAGTA\nGAAACTGACCAAAACCTTAAGATTTAGTAGCAGGCGATGCCCCAGTGTATGGGAATGCCA\nGGATAGGGAAGCAGGAGTGGGTGGGTTGGTGAGCAGGGAGAGGTGGGATGGGATAGGGGT\nTTTTATAACATTTGAAATGTAAATAAAGAAAATATCTAATAAAAAATTAAATGGAAAAAA\nAGATATAGTAACAGGGGGTTAGGGAGATAACTCAGGGCTTGCTGCTTTTGTGGAGGATCT\nGGGTTTGGTTCCCAACATCTACATAACCGCCAAAAGCCCCTGGAACCCTAGTGTCAGGGG\nTCCAGTGCCCTCTCCTGACTTCCCTGGGCACCAGTGTGTATGTGGTATATAGAAAACTCA\nAGCAGGCTCATACACCCACACTAAATAAATAAATCCTTCTTTTTAAAAGATTCAGAATTG\nATTTGGGAAAGTAATCAAAGCTTGTAAATAATGCACAGAAGGGTGTGTTTGTTGTATGGA\nAAGTCACAATTTCCCCCAAATCGAATTAGGTAATCCTAGCAATTTAATTAAAAGTCCTGT\nCAAATCGGATGCAGGTGTTTTTATTTTATTTTAACTTCTAAAATTAAATAACTTAAAAGG\nAGCTTTTACTATAAAAGAATTTCCTGCAGGGTTTTCAATAAATTAATGTGCAATTTTTTC\nAAGAGACTTGTAGTGAAGGGAAAGGAGCCCTGTCATTTCCTTCACTTTTGGCATAAGAAT\nGGCTTCAGGTAGAGCGAGGTATGAATTAAGTTTTAAAGTAAGAAAAGTAAAGGGTCAAAG\nTCTATGACCAAGAAGTCAGACAGTACTATTCATAAGTCTGCGGCTTCCTGTTGTCTTCAA\nATAAGATATTTTCTGCCAGGACTGGAGGAGATGGCGCGCTGGTTAAGAGCACTTGTTGCT\nCTTCCAGAGAACCCAGCTTCAAGTCCCAGCTCACACGGCAGCTCACATCCTCTGTAACGC\nTAGTTCCGGAGAATCCAATGCCCTCCTCTGGCTTTTTAGGAACCACCATGTATATGGTGG\nACATTCAGATAGACAGACCAAACACCCACACACTTCAAATAAGAAAGGTTAATTAAATAA\nGATAATAAGTTAGATAAAATAAGTAAGATAAATACAGACATGGTCTGCTTCTCTGCTTTT\nTTCATATAAGTTGTTCTTAAAATCCTCTCTCACCACTAACTCCGCCCCTCCATCATGACA\nGCCCTACAGATACTTAGACCACCAGTTCATGTGGACAAGCCTGACCTAATGTCCCTCAGC\nACAAATTCTTGGAAAACGGAAACAAAAGTGTTCAAACAGTGCCCTCCCCTGCATCTTTCC\nTCGGAGCTGAGTGGAGAAGGTTAAAGAGATATGCTAGCTCCTGCTCTACCAGATGCCCTG\nTCTCAGCTTCCTCCTCCATAACGACTTCCCAAATGTCTTCTGAGGGGTCCCTAGAGCAAT\nGTCCTGGGAGGCAACAGCTTCTGGGGTTCTCTGTCCTAACAAAAGCTCTTAAATGGAAAG\nTCTTAAAGGCAAAAAACAAAAACGCAAATATCTCTTTTCAAAAGCTTCAGAGTAATCCCT\nCTGTCTTTTATGTATCTTCAACAAACACATGAGTAGATAAAGACCCATTTCCAGCTCAAG\nTTTTTATGATAATGACAAAAAAAAAAGCAGTTCTATTTTCTCCGCTGTGTGGCTTTTTTC\nAGAGAGACAGGAAGCTCTGAAGGAAGACGTCTCCCAGGGCTGGATTCCAATTAACTTCTG\nCACCAAGTGCTGATAACTTTAGGCAATCACTGTTCTTTGGAAAATGGGGCAGAGAATCTA\nAAACATCATAAAGACAAGATGACTGATCAACCAAGACCCAGCACTGTCTGACTGTTTCCC\nCAGACGGCCATAAGTGTAGAGAATCGTCAACAAAGCACCGTAAGTCTTCTTGGAGGTAGT\nCAGTGATGTGACAGCGCTGGGCTGTGTATACAAGAGCAAAGATTTTGGAACAGAGTCTCG\nGAAAACACTTTTGTAAAGCACATTATTCCACACAATGAGCTTTCCGGGTCTAGTAGAATA\nGGAAGAACTTGAGATCTGGAGTTGAAGACCCACATTTGGGGTTTCTATGCTGGATCTGTT\nCTGAATGTGCACATGTGCACAAAAGTGTGCGATTCCTTTGACTTAGTTTTTTGACGCAAG\nCTCTACCACTGAACTTCAGCCAATTTAGCTAGATTGCCTGGCCAACAAGCCCAGGGCTCT\nTTCTGTCTCTGCCCCACCAGTCCTAAAGTTAAAGGCCCAAGGCATTGTCTGTGTGCCTTT\nTTATGTAGGATCTGGGGATCTGGACTCATGTCTTCATTCACACAGCAAGCATCTGCCCCA\nTTGAGCTGTAACCCCGGGATGTACATTTCAGCAGTTCTGTGGTCTTGGGCTAGCTTTTGA\nATCTTTGAGCTGTATAACAAGCACAATGCTTCATTTCATTCATGGAGACCAGGATGAGCT\nGCTCTGGCTAGCCTTGTTCATTTCTGAGTTGTTGGCTTGTTCATTAGGCTATACATTGAC\nTTTTTCCTCATGTTCCTCTTGAGATCAGCAAGCCAGCCTCATTGTTTCTTCCCCATGGAC\nATGCCAAAGATTTCACTGTATCAGTTATCCTACTATCTGAAGCAAGCCATGGAGTCATGC\nACACAGAAATCAAGAATGTGGCGAGTCACATGGAAAATATCATAGGTAACATAAATGTAC\nAGATATCTGGGACCAAATGATGCTATTTACCACCAGACCTAATTCTCTTTTTCTGACCAT\nCATCTGTTAAGTGGGGAGGGATGAGATACTCATGAACATAAAACCAGATGCAACTTAACA\nGAATCTAGTATAAATCCTAGAAAAATAGTTAAGATCTGTAAATACTGCTTTCTCCCACCT\nCGCCTCTCTACCCTTGTAAACAGGGAAATTAATACCTGCCATGCTATACTGGATTCTTTA\nTTGTAGTGTTCTTTAAAGGTAGCATGGGAAAGTCCTTCAAAAGAGCCCCAAATGCTCTAT\nAATTTCCATAAAGCAGCAACTTATAGAATGTTTATCCTTATTCGGTCACAAAAAATTCAA\nGTACTTGATTTTCATCCCGATTTTTTGCTGAGTACATTAGCAGGTAGTCAGTGATGGTTT\nTCCCTGTGATACACTACAGTTCATGTTATAAGCCCAAGCACGTTAGTGTGACTTAGGATG\nAGAGTCAGGGTTGCCAGGAAGGTGGTTTGGAGGATATTAGTTAAGTAGCTAGCTCACTCA\nGTGTTACTTGAGGAATCTAGGACTCATCTGGGAAGCTCTCTTCAGTCCTTACTGCCCTAA\nACCCGAAGTGTTAATGAGGATGTTTGGAAATACGATGTAAAGGGAAGGAAAGGATGTGAA\nTGGCTGTCAGGTTGTGATCTTCTTACCTTAATGAATGGAAAACTGTTTATGAAGCAGGGT\nATCTCAGGCCCCACATAATGAACCACAATTGTGCAGGGAGCTGTGATCCCCAGAGACTCC\nAAGGGACTTAAGGAAATTAACCTCAATGACAACAAGGATGTTAAGAACAAAGGGTCGGGG\nTTTTAGTCTGAGGTGGGCAGCCTCACCTTCTGACTGGGACAAACCTAATGGTCCTCATGA\nTATTTACCTGTGTTTCTAATCTAGAGAAGTTTACCTTGAAGTTATCTCCTCTGTCTCTCT\nGTGTCTCTGTGTCTCTGTATCTGTCTCTGTCTATCTCTGTCTGTCTCTGTCTCTGTCTCT\nGTCTCTCTGTCTCTGTCTCTGTCTCTCTCTGTCTCTCTCTCTCTCTCTCTCTCTCTCTCT\nCTCTTTCTCTCTCTGTGTGTGTGTGTGTGTGTATGTGTGTGTGTGTGTGTGTGTGTATTC\nTATATCCAGATGGTAACAAAGAATAACTCAAAGGACAGAGGCCATTGGCTAGCACCTCAT\nGCATAGGCACATTTCCCCCTGAGTTTAGAAGCCCTGAGCCCACAGCAGAAAGCCCATTAG\nCTGGATAGCAGCCAAGATTCTCTTTCAAAGCAGCTCCCATTTAATTCAGATTTTTGCCAG\nTTTCCACATGTTTAACACTCATTACCTTTTCTCCTAAGACCAGGCCCATCTAGGGTTATA\nAATCTTGCCCTTCTGGAAGGTAGAAGATCTTTTAGAATGTGAGGCTGCAAGCAGAGAGCA\nGTCCCAGTTAGAAAACTCTGGCCCTGAACCAGACAAATTGGTACTCCACAGCTAAATATT\nACTGAAATGTTGATGACTGCAGAGATCATCAGGGAACCCATACTGGTCATGGGAGTACAC\nTTGATTGCCAGGTTCCTACGTCTACCATAGCTGCTCCTGCCTCTCTGGGGGTCCCTCCCC\nTCCTCAAAATATTGTCACTTTATGCATTTCACATGAGCAGTAGCCATTGATATTTAAAGG\nGCTTGGGGGATGATTGGAAATAACTTGACATTGCATTTTATAAATAACTGTCTCTTATAG\nAGAGGGGAGACCTTTCTCTTGAGAAGTACTCTGGCTTGTAGTAAATTGCCAATGAATATT\nGGTTTCATGAATAGATAACTGGTTGAGGTACTGAATATTAATGCATCACTCTAAAATAAT\nATTTTCTCATGCTTACCTTCATAACCTCGCACTACTAAAGAACAGAAAGTAAATATGTTT\nTTAGCATGTTGGATGCCTTAGACTGGAACAGAAGATTCTTTTGATGGGATGGAAACCATG\nCACCAGGATTCGCCTCACTGGGCTAAACTCAGTTCTGTTAGGTGGGGTGTGTGACTTAGC\nTAAAACATCCTCAAAGCAAGACTGAGAAGAATACCTCCCTTAAGAGGGCAGAGTGTGAGA\nAGTAGATAAACTAATGTTGGGAGACACTCAGTACGGTGCCTGGCACAGTGTTTCATGGTC\nACCATCGGAAGTAGGGGCCTCAGCAGCAGTGCTAGGTCAAGCTCTGCTTTACTGTTTCAG\nGTCCTTTACATTCCTGGGTTCCATATTCATTCTCTGCAACCTCACAGACCACAGGGAAAA\nCATGCAAAGTGGAAGCTAAGGAAATATCTCCATGACTAAATGCTCTCTGTGTAGCATGAG\nAACCCAAGTCCTTAATACCCATAGAAAAAATGTAAGAACTCCAGGGACCCGTGGGTGAGA\nTTGCAAGTCCAGAGTTAGAGGCTGCCTGGGCTTGCTGGCCAACCAAGTAGCCTGACAAAT\nGAGCTCGAGGTTATCTGCGAGAACCTGTCTCAAAAATTAAGGTGGGGAAGGACAGAGGAA\nGACACAACATCAGCCTCTTGCCTTCTCACAACATGCACACATACACCTATGAAAGAGTGG\nGAAAGACACATGGCAAACAACCCCAAGTTCCAGGAACTTCGAGTTTGAGAAGTTGAACAT\nAAGCAACCCCAAGAGTTATGCCCCTCTTGGAGGTGCTATATATAGGATCTTCAAAATTCC\nTTCCCAGAATCCCTTCCTCTGGCTTTGGTGGGCTGTTCTGGTTCCAAAAACCCATGCTTG\nGAGTCTGTCAGACACCAAGCAGCCCAAAACAGGATCAGTGTAACTTTTTTTGTAAGCCCT\nGACACAGTTCTGCTGTGTCCTACCCACTTAGGAACACTTGGAGAGAGGCAGAGTAACAGG\nGAGCAGTTGTGCCCCGGCTAAAAGGTCAAGGAGCAAACACTGTGTATGTCTGCAAGTGGT\nGGTGAGGGGTTCTGGGATCAGGACAGGTGTGAAACAAAGCAAAATGTTCTAGAGCATCCA\nTCTAGGGCCTAGAAGCAAGTCATGGATGTAGCTTGTTGTAGTCACAGAGAAGCCAACACA\nGTGAAAGTCTGTGTGGCACACAGAGTGAGTGAGAGCATCTCCACAGGGAAGACAGGAAGG\nTCTGCCAGACAGGAAGGGAGGTAGGGGGTGAGCACCGGGCTCTTCCTTGAATAATGGAGA\nTCGAGCTTCTCCCATGACACCCCCAAAGTAAGGCCCGTGGACACGTAGAGGATAGGTATG\nGAGAGGAGAGCGGAGTAGAATGAGGGATGGAGATGAGGGAACAGAATTCTTTGGAGACAA\nGCCACTTTAAGTCTCCTGAGAGAGAGCTGACAGTGAATGTCCGGGAAGGAGAAATGTCTC\nACAGGCAGCAGCCCTTGAAGTCAAGAGGAGGTCACACGAGCACATCGCATACATAATCAC\nTGTGCCAGTGTCATGGGCACAGAGTGAGGTCACGGGGACGGGGGACGGGGGGGGGGGGGT\nGTTGCATCCGCCACAAGGTTGTGGACCAGGCCTTAGGCTACACTGTTCCCACTGTGTCCT\nTAGGAACTTGAAGGGGTCTGACCCAGCAGACAGCAGGTGCATTGTAGCTATTTGATGAAT\nGACTGAAAAAAAAATTGTAGGAGACTCCAAATACTTGGATACTGAATAAGACCAACTAAG\nATAGTTGTGAAGGGAATACGGTCTGGAAGCCACCCCAAGGTGACAGGAATCTTTTATATC\nAGGACATGGGCTTATTCTCCGTGTATCTGGATGATTTGCTGGTATGGTGAGAGTCTGGAC\nAATGAGATGAGCACTTGGCTCAGGGAGAATGTAATTTCAGCCTGATACATAAAGTTGAAT\nGGAGATGCATTGAGCATAGAGAACTCCAGTGCAGGCGGAGAGGTCAGTCAGGAGTCGAGA\nGAGTTCCTTAGCCCATGGTTTTGAGAACTAGTGGAGGAAAAGTGGATTAATACATGGTTG\nAGGGTGTAGTGAAGGAAGACTGAGTAAGAAGGTCCACCTGCAGCTTCATCTTGGAGCTGT\nGTTGGGAGTCGGGTATAAGAGAAGCAGGTAAAAAGAGGGACAGGTCCCATTCCAGGGACA\nAGAGACAGATGGCGGTAGGTGTAAATGCCATAGGTCAGCTCACGTCTGCTGTGTGCATCA\nAATGTATGTATGAATATGCCCTCAAGCTCTTGCAAAGACATGGGTGTTCTTAGGTATGGT\nGACACACTCATTCATGGAGGGGCAGGTTTTGAATTCTTACCACACAGATAACCCTTCAAG\nCTGAAGGAAGTACATCTGTTCAGGTTCATTCCATTCCAGTTCATTCCATTACACTCCTCT\nTTGGTATGTTTCTTCCATTGTCTGCTTTTTCCAAGTTGCTGGCAATACTAAATGAGATAC\nCTAGTTTTGGCAGTATAATACACACACACATACATATGCACAAACATACACACAAACACC\nACATGCACACAAAATCCCCCATTATGCCATAGACACCCATTTATACATATATACACAGAC\nAGGCATGTACACATAATCTCCATTATGCCATACATACTATATACACACTACACTACACAC\nACCATCCACACACGCTACACTTACACACAAGTCCTCATAACACACATACGCAAGGAACCC\nCCATTACAAATCAAACATACTATACATACATACTACCCACATTATGCACATACACATACA\nCACACACAACTCCTTATAGCACATACCCACACATACATAGCTCCCAAATAACACACACAC\nACACACACACACTGTTTAATGCTCAGCCTCTCTGGAATAGAATCCATACATTTGATTTTG\nAAAGTTTTCTGGAGAAGGTGTGTCCAAACATCTGATCAAACATCAAAAATTCCAGTTCCC\nTGTCCAGATGTTGTGTCTACACTGGGTTTAACAAATGGTTATTTTGAAATATGTAAGTGA\nCACGATTTTTTTTTCTGCTTTCTGCATATGGACCAGAAAACCATCTGAATAATGGTGTCA\nACTGATTCCATTCAGGATCCCCCTTTCTAATGAAAGACGAATAGATGGATGGATCTACTC\nTCTCACTCCTGAGAGAGCACGCTGCCTAGTGAAGCCGAGAGGCTGGGAGCGCCAGGCAGC\nAGCAGTTCTGTTTGCCTCTTCTGTTTTGGGTGAGCTGCCCTGTAGTTTGTTCAGACCACT\nTTTCTTGGCTCAAATACAATACCTAAGACAGAGATCATTTGTCAAGTGAGCACGGTACAC\nTGAGAGCTGTAGGCAGATTATGGAAAGAGAGAGGGAGGAGAGAGAGGGAGGAGAGAGCAC\nCGGAGAGAAGAAAGAGGGGGAAGAGGGCGAGGAGTGGAGCAGACTTCTCCCCGTACATCC\nTTTCTCGGGCACCTCAGGCACCAAGAATTCAAGTTAGACTGCTCGCGGTGCAGAGGCGCC\nACCCGCGAGAGGGGAGCCACTGGAGGCTCCAGGCATGGCTCTTTTCATGTGGGATGCTTA\nAGGACTGCAACACAGACAGAGTAACTTGCAGAGAAGAGAAACTGGCATGAGGATTCCGCC\nAAAATGGAAGGGCTCCTATCTCCGATGAGAACCAAGGTAAGGGGGACTAAACCCTGGTTT\nCTTTGCGCGCTCCTTGGTGGTTTAGGGAAGGCTCACTGAAAAGGAAGATTATACTAGCTT\nTTGTCTCGTTTCGGAACTAGGCTGGCGAATGCAACTGGACCTCTCAAAGAATAGCTTTGC\nCTCCAAGGCAGAGCTACTACAATCAGTGAAAAGGGGAAGGGGGCGGGGGGCCATCTGTCA\nGCGTGGACAATGGGAATCTTAGTAAATGAGTTTGCCTCTCGGTTGATTAGACAGCCATAT\nTTTAGCAGGATTTCCAATCATTCTTGCTTTGGGACCGGAGCTGCCCTCCAGCTGTTGGTG\nTGCTTGCAGGAAGTACGGATTTCTCTGGCTGCGCTGATGTTTCGCAGGATGAGTCCCGCT\nTTTAAGGCAAAGAGCATGCCCAGCTTTCACTGGAACATCCTCTGGGCTCCTCCTCCGGTT\nCAGAGCGGAGGATGGGGAAGCCTCTCTATTGAAAGTAGGTTAATGCATTCTGGAGAGCGT\nTTTGTTCTCAGAAAACTCGCCGACCTGAACAAGAGATTTCAGGGCAGCGCTAATCAAACA\nCACCTTGAACTTGTTCCGGAAGCCTATAGAAAAAAGCTCCAGGAGACTGATCCCAACCTC\nGTGGACATTTTTCTCCTTGGTTGGAGTTTGCTTTTTACTTGAAAAGGACTGCCTTGTACA\nTGGACTTTCCCAAGGAAAGCTCAGATGAAGAAAGGGCTACTGAATTCATGCATAACTTTG\nAACAGAGGCTGAAAGTTTTAAATAACGCTAGCAATATTATTTTTCTTAATTGATTAATTT\nTAAAATTTAGGAGGCAAATAGCTCTTTAAACATATAACAGTGGTGAAATCAATAGGATCA\nGGCTTTTATTTAACTCGTTTCTTTGATGTTCAGCTAGGGTTAAAAAACAAATAGAGCCTT\nTTGTCAAGGAAGTGGTCTTGGTTGTTTTCTTGTTGTTTTGTTTTTGTTTGTTGTTGTTAT\nTGTTGTCTGCCCCTTCTAGTTAAGGGGCATGACTGTGACACTTTGAGACAACATTGGAAT\nGTTGGGACATGCATGAAAGCACCACAGCATGTGGGGGTGGACATTCTGCTGGGTTCACCC\nGTCCTTTGATAATCACCCTTCATTAGAAGGACAGCCCCAGTGACAGTTGCTACAAAGCTT\nCTGATTCCAGCCCCTTGGCTGGCTAGCTGAGAGATCTCCTTGGAGACCTGTGTGGTGGCC\nTGTTGTTCTCTCCTCCCCAGGTGATGTCAGGTTGCTTGCAGGCAGTGTCTTCCAAATGTT\nCTTCTCTGGAGGTAGCAGGCAGAGAGCATACAGTTTTCACAGCTGCAGAGAAAATGGCAA\nATGCAGTTGGCTTCTCTCTCTTTATTGACAAGCTGAGATCCGAATGCTTGGTGGAATGGC\nTGTGGAATCTGTTCATTTGGCCAGCTCCTGAAATCACTGCTGCAGACAAACTGTACTCTC\nCTAGCGGTTCTTGCTGAGGCTGACTATGTCTAGCAATCTGAGCATATAACCCCATACAAG\nTCCAACTCGCACGGACTTCAAGGGGAGTTCCCTATGGAAATGAGATATACCCAGACACTC\nCACAAATCAAGCAATGGGCCCATTAAAATGGCATGCTAAAGTATCCAGGAGAAATGGACA\nTCTGTGGGTCAGATTGCGCATGTACTATGTTTACTGGCTGAGTTCTCATCATGGTTGGTT\nCTTTGACCATCACGTCATCTAGTACACATTGAGATTAGAGGCTCAGGTCCTTCCAAAGTT\nCAAACCTGATATTACTACACACCAAATGGACTCTGGTTCTGACCCTTCCGTTGCCAGGTT\nACAAGGGATTTGCCCCTGTGCTTGAATTGCTTCTGTGATTTCCTTTTTAATCTCTTTTAT\nTTCTGACTCTGGAAATTGATATCTCCCTATTTGAAATTTCAGCGTACATTTGAATTTGGT\nAACCTACAATAAGTCCTGCCAGCTCAGGGAATGAGACCTGACTGCATAAGGATCAAGAAC\nAAAATCCCACTCCTGAGCCTCATCTTCAGTCTCTGAATTGCTGAGTTGTGTGTTGTTGAA\nATGAGCCAGCGATTTTAATTTGCCAGAGTCTGACAATACTGGTGATCTCTTGCCTTTCTT\nAAACTTTGATCACACTATGCCCTATTAAGTCTACTCTGGAATGTTTTTTCATGTTGATGA\nGGATTTAGCTCGAAATGTCTGATTTCCTAGTATCATGGTTGGGCAGACAAAGGACACTTC\nCTTCAGCAAAATTTTGGTGTGTTATGGTTACTTAATAACTAACTGACAATTTAAAGCAAG\nTGTTGAGATAAACTGGACATCATGCAGTAATTTCATTGTGCCATGTAATAGACTTAACCA\nGTCTAAATCATAGGTGCTTAATGCATTTTCATCTTGGGATTTGCATAATTGGCACATAAA\nTATGCATGAGGTTCACTGGAAGGGGCCAAATAGAATGGGCAAAATGGTCAGGCATGCTGA\nAATTAAGGCTATTTCCAGGAGGACACCTGAGCTTGCTCTGTCTCCTGGGTGGGTGGTCAC\nACTTGACATACCTAGAAACAGACAGGGTGACAGCTGGCTTCCTCTAATAACAGTGTATTG\nTGAGCCACCCAGGTTTTAAACACAGCTCTGGCCTGTGGCTAGATACTTGGGCTCACTGTT\nCATGCTTCCTTTTGGATACTATAAACCAGTGGTTCTCGATCTTCCTAATGTTGCCACCCT\nTTAAAGTAGTCAACATGAAAGTTGCCACCCTTCATGTTGTGGGGACCCCAACCATAAAAT\nTATTTTCATTGCTACTCCATAACTAATTTTGCTCCTCTTATGAATCATAATATAAACATC\nTGATATGCATGATATCTAGTATGTAACCCCTGTGAAGGGTCATTCAACCCCCCAAAGGGG\nTTGAGACCCACAGGTTGAGAGCCACTGCTATAAACCAAGCTAGGAAAGTCATTAGGCTGT\nTGGTTGTATTTTTGACTGTCCCCCTAGCAGGTGATGGCTGGGGCATGGGATACAGGAGCA\nCAGCAAATGATGCTTGTAGAGGCAAGATGGAAAGAAAGAAGGGAAAGATGCTGATTGGAT\nTTCGACTCTTAGGAGGGCAAATAGAAATAATGCTATTCTTTGTTGCCATTGTGTTGCTTG\nTAAATGTCTCTCTTCAATTCCATTCTTCACCTTCCAACCTCCTCTGTTCTCCTCAGTCTC\nCTGAGTATTGATTGCATCCAGTGAATGAGGCAAGGGCAGCAGCCTCCTGTTTTCAGTTTC\nTTGGGGTTCCTCTCTTCCTACTGTGAAATTTTCAGCAAGAACTGGGGGAAGGCAAGGAAA\nTCCAGCCAAGCCTGGCTGTTATGAATGCAAGGAGACAACTGTAGAATGGGGGCAAGATGA\nAGAAGGAGGGGTGTCGGGAGAGGAGGAGAGAGGAGTTGGGGAAGACAGAAGAAGGGAAGG\nGGAGATAGGAAAGAACTGGTATGGAGAGGGGAGACAACAGGAAGTAAAGGTAGGGAACCT\nGAGAGGGGAGGTGCAGGAGGAAAGTGAAACCAGGAAGGGGGAGGAGAAAAGAGAGTAAAC\nAGAAAAGAGAGGGTAGGAAAGAGGAGAGGGGTGGAGTGGGAGGAGGATGGAATAATTGGC\nCAGACTCCATTACAGCTGTGCTTTGTTAAATGTTTATGAAGTAAAGAAAACACAGGTCCA\nCAGTAACCTCTCTAGAAAAGGTGGACATTGACTTTTAAAGCTTCACAACTATTTCATGTG\nCTAATTGAAGTTTTTAAGAATACTCACCACACTGCTGTCTTTAATATCTCTTCTGGTTCA\nCAATTACCTACATCCCCAGGGACAGTACATTTTGATGTGTCTGGACCTGTCTTAATTCTG\nCCTCCAAGACATAAAGACATTGCATCATTTTGTGAATTAAAGTCACTTTAAAAAAAAGGG\nGGGGGGGGGAATGGCTTCTGGTTTGTGGCATCAAATAACTTTCTAAAGAATATCCTCTGA\nGAAGAATGGTCTTTCTGATAAAAGGGATACTTAAAAGGATGGGAGGCTGATCTTTTAAAG\nGAAACTGTCTAAGGGGCTGAGGATATAACTTAGTGGTAGAGAGAGCTTGTGCAGAATGAT\nCAGGGTTCAATCCCTGCAGTGAAACTTGCTGCACGGGAGCTGTCTATAACTCTTCCCCTC\nAACTCATATTGCAATTTTGGAACTGCATTAAAAATATAGATGTAAGATGGTAAACAATTT\nTTAAAAAGTCAAAAAAGTGCAATCACTCTGTGGATATTTAGATTAATTATCAGAGAGTGT\nCTAAAATACATGAAGTCACTTCAAATTTTGTAAACCTGCTTGAATCTTTACCAGGCATCC\nATGGACCATACTTCCTTAAGTGATCTATTGTATTCCTCTCACTTGATTTATCAATTCCGA\nCAAACTGTTAGACCCCATGAACCAGAAAACTTAAAAAGCATGTCTTAGCCTGTGCAGAGC\nAAAGCTAAGGAGGCCGTGGCAGATGCTTTCAGCTGTAGTAACCAGGACTTCGCATAAGAT\nTATGGCGAGCTAATGACAGCCTGGGTTTCATCTTAATGAGGACTCAAATTAAAGAGGACT\nCCCTAGAGCTGGAGAATGACAGGTCCAGATGAAATACAAGGAAATATTTGTTAATAGAAA\nAATATTACCCTATGAAGTGTTGAAACAGTCTTGAAAATAGAGGCGTCTGAGGCAGGCCAG\nGAAAGATCCTACCCAAGAACATATAATCCTATGTGACACGCCTGGGAGAGCTGAGGCAGA\nCATTCTGTGTTTTTATGGTGCGGCGTCATGTTTTACCTTAAATCCATGAAGCCAGAAATG\nGGTTTGTGTGTGAAGCATGCATCAGATCTTCTCACCCAGAGCTACTACACGTTATGTGTT\nGAACTGCTAAAGTCAATTCAGCAAGCAAGAAACAACCTCACTCTTCTCTAGAATGACCCA\nGTTAAAGGCAACTGCGGGGTGTGCAAAGGAAGTTGAGGCTACGGCACTACTCATCTGGTT\nACATTTGCCTGTGGTAGTCAGCTTCCCGTTACTGTGACAGTGTCCTAGGATGACAAACTG\nTCAAGAGAAAAAGGTTCATTCCACTCATAGGTTTGGAGGTCCAGTGATCTCCTGGAGCTG\nCTTTTCTAGGGACTGTGGCACCTATCATGGTAGGGGTAGAGAAAAGCTGTCCACCTCACT\nGCAAGGATAAAAAGCAAAAAGAAGATTCCACAGGACCCTTGAAGGCCTCCCTGAAAGGAA\nATTAAAAATCTCCCATTAGACCTTGCCTCTGAAAGTTTCCATCCACCTACCAGTAGGAGC\nAAGCCTGTGTTGTAGGGGCTTTGGGGGAGACTCTCCATAGTCACACTAATAGAACCTACT\nAAAGAGACAGTGAGCAGGGTGCTATATCCAGTTCCAGTTAAATTACCTGGGTTCAGACTC\nTAGGTGTCACCTCCTGTAGCATGGCATTTCTGAGTCTCAATTTCCTTGCATATAAAACAA\nATACAATAATAAAATCTAATTTTTATTTACTTTTATGCATGTTTTGATGCAAATTTATAC\nATACCATGTGCCAGTAGAGGCCATAAGAAGCCATCAGATCCCCTTGACCTGAAGTTACAG\nGTGCTTGGGAAACACTCATTGTGCATACTAGGAACTAAACCCGGGTCCTCTGCAAGGGCA\nATATTTCTTAACCGCTGAGCCATTTCTCCAGCTCCAGATAACAGGACCTATATCCTGGAT\nCATTATGAGAAGCAAACCCATTCATTACCAGCAGGTTTCAGACCCCCACAATAGATATAA\nTAATAGTATGAATGTACAAAACATTAGGTGTGTAAATACGCACAGAAGTTCAGACTCATG\nATACGTGTTTGGAACAAGTTGTCCTCCTGAGAACTGAATTGTAAAAACAGATGATCTGTC\nTTTCATATGATGTAACTGAAGTGAGGAGGGACAGCATCACCTACCCGTGAGCTCCCTGCC\nAGGTAGGGTCTTCACCTGTCACCTGTCACTGTGCAGCTCCAGGGGCTTAGGGGAAAGCAG\nATACCATTGCAGCATAAATCAGTGCTCATTACAATAAACCCTTTCTCAACAAATGACTAT\nGGCACATGGAATGTTTAAAATCGAGCAGCATCAGTTAAAGGTATCCAAATCAATTAAAGA\nACAGCAGCTTTTCCTTTTTATGGTTTTAGTCTTTGTAGGAAAGACGTGGGTTATCTCACA\nGCAATCTCCCCTAGAGTAGATAGGATCCCAGAAGTTTGCTCCCCACCCCTCAACCCCTGA\nGACATCTATTTATTATTCCCTAACACTCCACTATCTGGAACCCTCATGAGAGAGTCTGTG\nCCTCACCTGGATTTCTAGGATGCCCAGGATCTCCTTGCTTACCGTGTCCTATCCCACTTC\nATTCTCCCTTTGACTTTTGACATGAGCAAATCAGGCTTAACTTAGTGCCCCAAATCACCT\nGAGTGTTTTAAAGTGCAGTTTCCAGGACGCTCTTCCTGAGATACTGATTCTGCCAGTCCG\nAGGAGGTGGGGCAGTGTGGGTGGGGAGAAAAACCCTGCATTTTTGTCAAAAGGCTCTCGA\nTGTCCTTTCATTGGTTGTTAAAAGAAACAGCATCTTGTGAGCTCTTGCCCTCCAGACACT\nAGTGGGCGCTGTTCTACCCAGACCAACCACTGCCTCTCCTTTCCAGTCCACCAGTCTGAG\nGACTCAAACTCGCTCTTCAGTTACAGGTCAGAGATAACTTTCTCGAGTTGTGTCCCTAGA\nGCATGCTCTGTTTGCTTTCTTTCCGGTCTTCGGCATACTCCACGTAAGATCATGTTCGTT\nTGTATGTCTCTTTGCAATGGGCAATGAGCCTCTGGACTGCCAATTTCACGCTATCTTCTC\nATTCCCCTTAGACACAGAGTACACAGTGTAGCGCACCAGGACTGCAAGCCCTTGGTGACA\nCAGAAGTTATCTAAGAGTCCTTAGGCGTTCCATAAATACCAAGAATTGAGCAGATCTTGT\nGTCGCCAGAATAACTGCTTAGGTCAGTCTAGAACTATCTCCAGATAAGGCAGGCGGATTC\nCACACTGTGGGGTCATGGATGCAGAAGTTTCTGGGACAAGTTGTGCATAGGTCTTTTCTT\nATTCTTTCCTTTCAGAGTAATGTTAAGAGGTACTCAGTATTTTAATGATTGCCAAGGTAT\nGAGATTGGATACAGGAAAAACATAACTAGAAAACAACATTCACCTTAGGATGGGGAGTCA\nTCTTCTAGACTAATATTCAGAACTTCACTTTCCAAAGTGTTTGATGGTGTTACATTTTGC\nTAAAGCTAAGGGCTATTTTCTCGATAAAGCATAGCTGCACTTACTCCAGGCAAATGGTCA\nAAATTGCTTGCCTTCTGTCCCTACCTCCAGGATATCTATGTAGAGAAAGTACACCAGTTA\nAAACCAGGAAAGCTGCCAATTTGTATGATCATTACAAAACAAAGTGCACCTGTGTGTGCT\nTTCTCTTTGTGTATATAAAATAATTTTATTCTGTTAAGAGTTGAACCTGGGGCCTCATGC\nTGAACAGGCACAGGTCCACTGAGATACATACTCAGCCCTACAAAACATTATTGACCAAAA\nTCTGAAGATAGAAAAATAGTAAATGCATATGATATAACAGCACACAAATGCTTATTATAG\nGCATACTAACATGTTAATATATAATATGTAGCCGGGGGTGGTGGCCCACGCCTTTAATCC\nAGAGGCAAGCGGATTTCTGAGTTCGAGGCCAGCCTGGTCTACAGAGTGAGTTCCAGGTCA\nGCCGGGGCTACACAGAGAAACCCTGTCTCAAAAAAACCACACACACACACACACACACAC\nACACACACACACACACACACACACACATATGCAAGGAGCAAGGCAGCAAAGCTGGTGAGT\nAGCAAAATGAAACAGGCCATTCCTGCAGCACACTTATTTATCCATCCAACATGGACTCAT\nTAAATGTTCCTCCTGAGAGTTAGGCAACAAACAGGCTTCCTTCTGTCAAGACAGCACAAA\nCCACAAGGAAAGGTTTAACAAAGAGATCACAGCAAAACAGAGCACTTTCCACCTGGAAAA\nCAAAGTGGGGGCAGGAGGGGGGGACACATTCTAGAAGCTGGAAGCTGGAGACAAGAGTTT\nGTTTCTGAGGCCAGATTACGTCTCAGGAAGTATGACAATTTTAATACAAGTGGATGATAG\nTAATTGGAAAAACTAACCCCACATTGATATTCAAGGAGAATTGTGGTAATGGCAATAACT\nTCGTGCCTTCCAAGGAATAAAGATGCCTTCTGGAAGATTCTGTTAGTCTCCTTTATCTTA\nCACAAAGAGCACAAACTCATATATTTCAAAAATTGGAAAACTGAAATTTAATAATTTTTC\nCCATAATTTCATAGCAACATGCTGTATGCAATGCTACCTTAGAAAACACAGGGCAGGGTA\nCTATGAAACTTGAGCAAGATTAAAGTTCTTCCCTGAACAAAACGTTCCCTTGAGAATAGA\nATAACCCTCTATTATCTTTGTAGAAAGTCTGGTACTCTTTGGTCTCTGTAGATTTTTAAT\nTAGATATATATTTAGTGTGTCTGTATCTGTTTACCTGAGTATGTCTCTCTCTCTCTCTCT\nCTCTCTCTCTCTCTCTCTCTCTCTCTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT\nGTGTGTGTGTGCCTGTGTTGATTTGTTTTTTGAGTCAGGGAAATCACTACGTTGCCCAAG\nCTGACCTTGAAATCTTGAGTTCAAATGGTCTTCCTTCCTTCCATCCATCCTTCCTGATAG\nGATACAGGCACACACCACTATAACTAGTGAAACTAATTTCTACTTATATGATTCCTCACT\nGTCCAAAGTTTCACCTTCCAAGTCATATTTGCAATTAGGCATGTTCTAAGAACTCTAAAT\nATAGAAGTCTAGAAATAATTTATAATTTTTATCTCATAAGCATGGTTGAAATATTGCACC\nATCCTACTGTGTCCCATCCAGAAGGAGTCCTGCCTTTGTCAAGAGTATACACATAGTATA\nCACCACACACTTTACTAGGCATCCCAGTTATCAGATTCATTGAAGTCATATTATGGCTGT\nATGTGGGGTCAGATACCCAGTGAGTGTCTTGAAGTATATCCCCAGATGAAGGGGGCTACT\nGTACTTTCCAGGCTGCGTGTACAGTGAGTAGCTCTTTACTATGTTCCTTACATGCCTCTC\nTTAAAGATGTCACATTTTGTCTAAGCTGAACATGCTTCTACCTTGTGACCTCATCGTCGT\nAGCTACAGAAGGTCTTGTCAGGAATGTCGTTCAGCAGAAGGAGAAGCCCCAGATCATCAT\nTTTACACGGGGATCACACACATATGAAACAAGGGTTATGTTCAGTTTTATGAGCTGTGTC\nCCAGGAACATCTGGGGGATCTAGCAAAGCACTGAGGTGCTACTACAATGTGTCCTAAGCA\nGAAATAGGTTTTATGAAAAATGACTAATTTGCTTAAGTGTTTTATCTGCCATTTTTTAGC\nATGTAAGACCATATGAAGAATATAGGTTTATGAAATTATTGGCCAGTAAGGATAAAGCAT\nTGCCAGGAGACTAAAGGGCACCTTCCCTTTCCTCCCAGAAGAAACAGCAATCATGAATTT\nAATGTTTATCACCTCTTACTTTTATGGATATTTTATTATAAATGTTTTCAATGAAACTGA\nTATTATATATGTTTTAGTGCTTTCAAGAATGGTAGCCTAAGTGTGTGTGTGTGTGTGTGT\nGTGTGTGTGTGTGTGTGTGTCCCCTGTGCAGTTTATTCATCTCACTCATTACTTTTGTGT\nAAAAGTCACCTTATGGATATATACGTAGCTGACGTCCATTTGCTTTCCCCACTGAACAAA\nTTGTGTGAGTACAATCTTACCACAAATCATAGATTCATCCTCCTGTGGGCAGACGTTTCC\nATTACAAAATTACAAACAATACTTCTGTGACGGCACATACACACGTTTCCTGAAGCACAT\nGAACAAGTCTGCTAGTGTGTCCACTAGGGAGAGGAACTGCTGAGCTGCGAGGCAGAGGCA\nCCCCAACATTAAATCACTCTCCAGAGACATCAATGGTTAAGATTGGTGTCTTGGTTTCTA\nCACTGACACCCTCCCTTCCCTCTTCTGTGGCAGGTGCCTCGATGCACACATAGGAGGAGT\nGCGGCTGAGGAGACAGCTCAGGGCCTGCTCCACAAGCATGGGGACCTGATTTCAGATTCC\nCAAGATCCACATAAAAGCTCAGCAAAGCAGCATGTGACCACAGCCCAAGGGCTGGCTTCC\nACATGCGTAGGCACCTCATGTGCACATACATGTACACACATGTCCACACATATACAGAAA\nGTATGAATACTTCTATGTACAATGCATTTACTGTACTTGTTTTATCGTGTCCTAAAAATA\nAAAGATTTTATTATTCCTTACCAAGACTCTATTCCCCAGTCTTTAGTAACATTTGCTGTC\nAATGTCTTCACTCTCGTGCCTATGAGTATGAATGGCATTGCATGTGGCACCAACCACCAA\nGTACTAATCAGAGGTCACTTAAGTTGACTTTCTGTACATAAAACTCAAAATGGTGCAAAG\nAAACTTGATAGATTCCATGATCCACCATATTTATTTCATGCCAAAGAAAAATGGCCAGAG\nATTTATCTAATACAAATGGTGCTTCTCTGCCAAACATAGACCTGGAGAATCACAGAGTTT\nTCTAGTTTGATAAGAGAAAAGAAATAATAGAAGAATTCACTTTCTACCCGAAACACAGTG\nACATAGAAATGCCACACTCAAAACAATCCACCAAATGTCAGGCAGAAATGGACTCACCTG\nAGTGGTGGTGTCTTCCCATCATCACACAGCTACACCATGCTATTAGTTTGAATTGTATTC\nACTTTATATATGTTTGTTTTTGAACTTTATTAGACTGTACAATTTTATAAGAACTTTAAG\nGAGATTAGTTTTTAATAATTATGCATATTTAAGGAGCTATAATTAAGACAAAAATAAGTT\nAATGAGCACTGGATGAGCTGGTAATTGGTTGCCTTGGAAGGGATCCATATATTCCTTAAG\nTGAGATTAATGGATAGGGCTGATATGTCTTTTAAGTCTTATAGATATCTCTACAAGGACA\nATCCTGAGCATGTGAAGTAATATGCTTGGTGGCCTACTGCTTGCCCCTTCTTAGACAGAG\nACCCTGTTTTTCTTCATCACCTTGTAGTTCTATTGTAGCTCATAAGTGATCAAAATTTTA\nGAGAGCTTGTAGTCCAGAGAAAGAACCTCTCTGCTCAACCTCTCTAGAGTCATGCTCAGG\nTATTTCCCAAAGAAATACTTCATATGCAGATCTTTTAATTATGTGCCGGGAGAGCTAAGA\nTACTACGGAGGGGGGGGGTGAAGACAGGGGGAGGGAAGGGGAGGGGAGGAGAACATGGAG\nCTAGCAGGCAGCTTTGACCTCCAGCCAGGAAGGAAGGGTACCAAAGGCAGAAGCTAGAGC\nCATGTGTCTGGAGTCAGAATTATAGCAGGGATGTCTGCAGGAGCTAAGTTTGGTAGAGTG\nGCAGCTCAAACAAGGCAATCAGAGGCAGAGAAAGATTTTCCCTTCTTACCTGCCCTCAAA\nTCTTCTCTAAGCACTTCCCTCTGGCAAAGCCAGTTAGCCAGTCTTGGAGTCACACATCCT\nTGTGAGAAGAAGATCCAGGGAAGTGGGAACAGACACTAGATAGCAACTTCTCCCAGATTC\nTGTTGTCGTCTGGTCTAATCTCTTGGATAGCTCCCATTGACAGTGACTGCTTAGACATAA\nTTCTATACTCTCCACTCCAGTAGAGCTGCACACAGTGCCAGAAAAGGCAAATGGCGTTCC\nTGCTCTGTACCAGGTCTGATTGGAGGCTGTTCTGCCTGGGGCCCTTGTGCGTGTGTTCAG\nAAGGATTGATTGATTAATAGTACCTGTTGTGAGTGCAGAATGGGAGTTTCCACACTCATA\nACTGATATATACCACCCCTTCCCATCTCCCTGGATCTTCTTCTCACAAGGATGTGTGACC\nCCAAGACTGGCTAACTGGCTTTGCAGGAGGGAGGGAAGTGCACCACCAGACAAAGCACCC\nGGAAGGAACACACAGCAGGAGCTCTTGTCTGGAGCAGATGTGAATTTTACACCTATGAAC\nCCAAGTGTGTGAGGATGTTCATTACTTTATCATTTTAAAATTAATTAGTGTGCATCTTAA\nTCTTCATCTCTGCCTAAGCAGGCAATTCAGTTTCCCCACTTTCTCATGGGGCACATGGAA\nAACAGGAAAACTCTTTGTCTTAGTTAGAGTTGTTAGTGCTGTGATGAACCACTAATTACA\nAGTTGTGACCAAAAGCAACTTGTAACAAACAGTTCACCATCAAAAGCTGTGAGGACAGAG\nCTCACACGGGGCAGGAACCTGGAGGCAGGAGCCATGGAGTGGGGCTACTTACTGGCTTGC\nTTCTCATGACTCCCTCTGCCTGCGCTCTTATAGAACCCAGGACCACCAGCCCATCAGTCA\nCTAATTAAGAAAATGCCCTACAGGTTTGCCTAGAGCATTCGATCTTATAGAGACATTTTC\nATAATTGAGGTTTCCTCTTCACAGATGACTTTAGCTTATGCCAAGTCGACATAAAACTAT\nTCAGCATGTTCTTACACCACAATCCTCTGCGGTCACCACTGAGAGCTCATTGTCTGCCCT\nGCAAACTAGAAGGCAGATGGCTCTCTCCCTCTATCCAACTTTGCAAAGGCCTGTGCCCCT\nCAAGTCCCAAGAGTCCCATGCTAGCTAACATCTTTCCCTGGGCCCTTCTACTTCCTGGTG\nCATTGACAGGGAGGTATAGATCTCTGCTGCTCACACAGTCTTTCCGGGCTGGGGATTCTC\nTTCTCTCCATTCAACACACACACACACACACACACACACACACACACACACACATACACA\nCACACACACACACACACACACACACACATACACACACACACGCACACACACATACACACA\nCACACACACACATACACACACACACACACACACACACACACACACACACACACATGTAGG\nCTCCACAAGGGAATCAGAAGCAGACACTTGCTCCCTCTTATCTTTTTTACCAGTACAATC\nAAGCTGCCTATCAAGCATCCTTTGTATTTTATTTGTATGTGCTTGTTGGTTTTAAATTTT\nATTTTGATATGCTACATATCAAATATAAATATTGACCTTACAGCAGTAGAGCAGAAGGGT\nGGGTTAGCAGAGCCTCGGCATGTTTGGAAAAAGGGAAGTGGTTAGCATAATATTGCACAT\nAGTAAGGCTGACTGTGTGTGCATTCACATGCAGGAGGCACATGCACGTAGAGATCTGAAG\nTTGACATTGATCATCTTCTTACATGGTTCTCCACTATATTCATGCCTTTTCATAGAGGCA\nGGATGTCTCTGTTGAACCTAGGCTTTGAAGGCTTGTTTATTCTAGCTATCAGTTTTTCTC\nCAAAGATCTTCTGTCTCTGCCTCCCGAGTGCTGGATTTACAGATGGGATACCATGTGCAC\nACAGCATTTGCATGGATTTTGGAATCCTGTCTCCTGTGGTCCTTACATTTGCATGGCAAG\nCACGTTGATCAATGAGCAATCTCCTTATCCCCTCAGTCAGCTGTTTATTTACTTTTTTAT\nAATATACTTTATTTCCTTCTCCTATGTACTTTGCAAAAACTCCACAGTAAATGACCAGCT\nTCACTCAAAAGCAAGAGTCTTTCCAGAGGAAACCAAGTTCATCTCCGGGAGCAGCTTGGC\nATGGAAAGTGAGTTTGTATTACCAAAGCCAACAGCCTCAGGAGTTTCCCTTATTTCCCAC\nTGCCCATCTCCCTGTGCATGTTTGTCTATGAAAGAAGGAAAAGATCTGCATAGCACTGGT\nGGCAGCAGCTTGTTGTCACAAGGAACCTTCCATAGGAACCGTGTGTCCGTGCTGGTGACA\nTTGATGTTGATTTTGCTACATTCAATTAAGAACATGTTCCTTTGAGGAGGCCAGGTGGAA\nATCTTAAAACTTGCTGCATCCTCCTCCTCACGTTCCACCTCTGCATCACCATCCTCATCA\nTCTCTGGCTCTGAAGTGCATTTTTCTGAAATCTCATCTGCTCATCCAGATGAATGAAGAA\nGCTGGTGGCAGACCCTGCACAAACTCAACATTCCGGAATAAGCGAGTCACAGGTCTGGGC\nTGGTTGCCGTCATCATCTAGGAAGATGCTGCTGTCCATGGTCAGCACGGGTGCCTGCACC\nTCCTCTGTCCTCAGTACAGGCTCAGCCTGTCTGGCAGCACTGTCATCGGGCTCCTGGGCT\nGCAGCAGCACTGCTGTGTTCTGTGGGCAGGCCATCTGCAGCCATTGCTGAGGGCTCCTCA\nCTCACAGGCTTGGAGCAGCCCTAGGGAGAACTCCACTCTCCCTAGTGGTGCAGGGACCAC\nTGGCACCGCTTTTGGGAAAGAAGAAATGTCACTTTTAGGGTTAGGTTTTTGAAGTGGAAA\nCTTAAGCTTTGGAAAGTCGGTTGGATGGTGTTTTGCTGGGGCAAACCCATGAAGGAAGGA\nTTTGCTGAAGCAGACATGCGTGAAAGGATGTTCTGCTAAAGCAAGCAGGTGAAAGGAAAC\nGTGATGATGGATTCTTTGCCAACAACACTCATGGTCCGCCTTACATTGCAGAGTTGAGCT\nGCATTTGTGGGACTCCATAGAGAATAACTCACCAGGAAACTTCTGGTGCTGTGCTGCAGT\nTTCTTGCCACCTCCACTGGGCTGATCTGCAGAGTCATATCAGCTGAGACAGACACACTGC\nTGAAGCAAGGCAAGACCCTGGAGGACACGTGATGTTTGGAGGATATAAATAGTACTCAGT\nGGACAGTGACAGAGGCTGAGCTAGGTTTGCTTATAGAGCTAGCTGTGTACCACTTGTGGG\nTCTCTCGTCTTCACTTCCCTAAGAGAGGCACAGCTGAAAACTTCTCATGGCATTTCGCCT\nGGTCCCTCCTGCTGCCTCGAGATGAGGCTGAGGCCTGGCTGTCTCTGCCAGGCAGTGCCA\nCCACGGCTGATTCCTTTTTGTTATCCTGACTCTACCAAACCGGCATATCCAAACTGGTGT\nATTCATGAAGTGTTCGTGAGTGGATGGAGCTGCCGCTGCTGACCTGTGAACAGAACTGTG\nGACCCCAGACAACACAAATATGCGTTGCATCAAAGAACCTTTCTAAACAGGTCCACTTCC\nCCGTATCCTTTCTTTCCCACTATCTCTGGTGGGTGGTGAGCTAAAAGGGAGGTTAAAGTA\nTTTAAGAACCATCATTAAAAATAAGGTTTGAAAAAATTAAAGTTACAAGTTTTTGTAATT\nCTGTCTTCCCAAGGTGACCTTTGTCATACATGAACTTTTTTGAAAGTGCATCTGTCCGTA\nGCCTTGTGCGATAAGGAAGCCAGACATGTTGTTTTGACAGATGTAGAGCTGGTGATGTCC\nCCAGCAGAAGCCAAGCTGCCTGAAGAATAACTCCAGGCCTGAAGGCACACTGAAGATTAA\nTTCTGCCTGTGAGCTTCCTATTCCTCATAGGCCAGTGCCCTGGCCTCTTTGCCCTCTTTA\nTTTTTTATTAAGTATTCTGAATAATTCTTTGAATTTTCCAATGAAGTATGTGACTGGGCT\nCTGGTTTAATCACATACTCATTTCTTTTCCAGCAAATTCTAGCTTCCCATGAGAAATAGA\nGTAAGGGTCGATAGCTGTACCTTTGAGCTTCTCCCCAACCCATGGCTGCTTTATGACCTG\nCTCAGGAAGCATGGTGTTTATGCAGTGAGCCTCTTTTCTGAGAGCTTGTTGCTGAGGTAG\nGAAGTGTCTTGCCAACCACTTTTGCATTGTGGAAACAGTGAAAATGTCTGTCAACTGAGG\nGGCAATGGGGCCTGAGGTTTTCTCAAAGCAGAGGAAAAGATAAGGAAGAAAGAAGGGAAA\nAAGACATCTCCAGAATATGAGCTTACAGGTTTCCTAGGAACCATGCCCTGGGGGCTTTGA\nGGAAAGGGGGAGAAGCTGTTTTTATGGTCCAAAGGCCTACTCTTCCCACCAGACCTTCCT\nTCTTCTACAATGAGCAGAGACCATCTGTATAAATTTCTTTTTGTATCATTGACATCAATT\nTACCCAACAGAACAAGTTAAGGGAGGGAGGACAGGATTGCAAAGACTTATGGTCTCATAG\nTGTTGCAGTCCTCTCTCTGTAGCAAGGGATGCCTGGTGGAGTCACCTAGTCCTCGTGGCA\nGAAACACAAGGCTGAGCAGCTATTCAGATGGTGCCAACCAAGAAGCAGAGAATTCAGCTG\nGGACAGGGGTGGGAACATGACCTTCAAAGGCCTGCCCCAGCAGTCTATTTCCTCCCTGGC\nAGGATCCAGCTCCTAAAAGCTCCACTGTTTGCAAAATTGTACCATAAGCTGGGCTCCGAC\nCATTCGAATCATGAGCCAGAGGGGACATTTCAGATTCAAAGTATACTCCCCACCCCTGAT\nATGCTCAGGAGGCCCCAGCAAATAGAAATAGCCACAACTTCTGGATGGAACTTTAAAAAC\nTGGGCAGTCAGGAAATTGCCCCGATCTTGGCCTCTCAGGAGCATGTACAATTTCTGACCA\nTGTAACACATCCAGCACACAGATTGGCAGCTGCAATTCTAAACGGTGTTTCCTCTAGATA\nAAAGCCCGGAGTCTGCTGATTACATGGTCTTTCCATGAATGGAGATGGAATTGGTAACCT\nGCCTTTGTGGAGTAATTTCTAAAAGTGCTGATGCGTTTCTACCTTGTTTCATTAGCCAGC\nGCTTATTGGAAGAGGAGGGAGGAAAGGGAATGGAAATGTGCAGTGTGGGGGTCTTGGCTG\nTGAGTGGGTTTCCTAGGAAACCACCTGCGATCAAGTGCGGCGGGCTCTCTGCGACGTGGA\nGGAGGGATAGGTATCAGAGTGAACGTATATAGAGAAAGAGAAAAATGCACCATTGCCTGA\nGCCCCTAGGTCTTTAATTAATGAAGAGCATACACTATTTTCAGAGGAATCCCTTGGAGCA\nGCAGAGAAGATGGAGACTGGGGTGGTAGGGGGCACACGAAAGGGTGCATTAGCTGCATAT\nGGAAATCATGTAGCACAATTTGGTCCTATCAATATGCAAAAAAAAACAGCAACATGTGAG\nCAAAACAAAAGCATCAGCCCCGTTTCTGCTTGGCACAAGCAAAACTGCCTCTAAGAACGG\nAGGTGAAGCCCCTGACTCTCAGCAGATCACAGGCTGGGGTATGGCTGTGCCCCAGATAGT\nTTCATCATCTTCATTCTGTGACACACAGTGTGAACCTGGTGCCTGGAGGAAAGAGAGCTG\nGCTGGGGTTAGCATGCCATCTAAGGATGTACTGCATGGTCATTAACTGTCCCTGTGTCAT\nCACAGCACCGATCCTTCCTGCGAGTAGGAAATAAGATGCCAGCAGACTAAAGGAAGTGTG\nTGTGTTTAGTTTCATTTTCTGTGATAAAATGCCCTGACAGATGTAGCTTGGGGAGAAAAA\nGGATCCTCCTATTCCTTAAAAACCTACATCCAGGAAGGCGATTGGGAGCTTGAAGCAGAT\nCACCTTAAACACATCAAGGAAAGAGAAATAACTGCCCCCGTCCTTCTTTTATTCTTCTTT\nCTGTATTTTTACACAAGTCAGGGCCTAGCCTAGGGAATGGTCCTGCCCACAGTGGCCTCA\nCTGTCCCTATACCAACCAGCAATGAAGACAATCCTCCAGGGGCTAGCCTCAACTAGTTAC\nTCCCTCACTAAGAATCTCATCTCTGGTGATTTTATGTTGCATTATGTTAATGGAGAGAGC\nTAACCAGCACAGGGAGGACTTAAAGGTTTATTTCTTTGCTTCAAATATCACTAATGTACA\nATACCAGTCACTTGGTAGATTTATAAATTTATTTATTTTTATTAAAATCCATGTACTTCA\nAGGACATGAGTGTTTGGTGTAAGCACAAGTCCTTGAAAGTGTACGCTTGGACTATGAATA\nGGTAATGCATGATAAATTTTCAAGCATTTAGTATCGATTGATTCTGTGTAACTTAGCAGT\nATAGCACTGCCTAGCATGTACGAGGCTATGGGTTCAATTCCTAACACTATAAACAAACAT\nACAGAACGTGGCTTTTAGTTTCTCACGGCAATTGTGAGTTCCCAGAAACATCTTGATGAG\nAATTTGTTGCTTCTTGTTCTGGTGTGTAAATCAGGTTTGTTTTCAGCGGAATGTATATAA\nTCACACATCGCAACTCATTTGTAATTAAAGTGTGGAACTATCTTATATGTCTGTGTATGT\nACAGAGAATAAAATCTTAAGACCAACCTAATAATTTATAAATTGCACGAACACCATAAGG\nTCTCACCCTGTGTTTTAAAGCTATGTGTTTTTGGATCAAAATGTCTTTATAATAATGGGG\nGAGGGAGTTTCTTTGTTTCTTTTAAAAACATTGAAGAGGGGCTGGATACAGCCCAGTAAT\nAGAGTGTTCGCATAGCGAGTGTAAGGTGCTGGGCTTTAGTCTCTACCACTGCACGGTGAT\nCATGGTGGTGGTGGTGGTGGTGGTGGTGGTGGTGGTGGTGGTGGTGGTGGTAGCAGTAGT\nATTAAAAGATTTTTCTTAATTCTGAATGTTTTTGGAAGTGTCTTCCCTGCCTTTGTTCTC\nTTGACATAGGAAAGCCCTGGCTGAGAGCATGGTGATCCTATTTTAGTTGACCCTGTTGAC\nAGACTAAATGACGACTTCTACAAAAGAGATAAACACAATAACATGGTTATGCATATGAAA\nTCTGTGTATGCTCTGAGCCTGAATCCTGAAGGGGAATCCAAGTACTTTAGTTTCTTTTAT\nTGTCTGACCCCTTGTTGCAGACTCAGGCATGGTAGGAGAATTCAAGCACCCATCAAATGT\nTTGGTAGAACTGAGTTTTCTTTGACAACTTCTGCATAGTTCTGAATCAATATCTTTAATG\nCAGCACATTACTACACAGAAGATCCCCCTCTGTGGTGGTATAATAGCCAACACCATGAGC\nGTGTTGCTCTGGGCAAGGATGTATCACTGTAGGGTTAAGAGTGGCACCACACCCATAGGC\nTCATGTATTTGAATCTACATCACTGGAGAGTGGAGCTATTTGAAAGAACTAGAAGGATTA\nGGAGGTGTGGCCTTGCTGGAGTGGGTGTGGCCTTGTTAGAAGAAGTGTGTCATTTGGGGT\nGGGCTTTAAGGTTCAAAAGCCCATGTCAAGTGTAGGCTCACTGTCTCTACCACTCTGCCC\nAGGATCAGAATGCAGCTCTCAGCTGCTGTTCCAGCATCTGCCTGCATGTCTCCATGCTGC\nTCACTGGGATGATAATGGACTAAGCCTTGGTCATGATGTCTATTCATAGCAATAGAACAG\nTGACTGAGATATATTGGAACTACATTATCTTCAGACACCTTATGGTAGGAGTAAAGTGAA\nCCATTATTTCATTCAAGACAAGGAGGTGAAGGCACAGACACAGTGACTAACTAACTACCT\nTCCAACCATAGAGAATGGAAGAGTCAGGATTTCTACTGATGCAGTTGTGGGCCTAGAGCC\nCACAGGCTTTATGAGATATCTCGTCTCCCACTGCATTTTGCTTCCAGCATGCAATGCTGC\nTAGTGTAAGAACAAAATGATCGTCCATCTGGCATGGCCTGACCCATACTGGACCTTTAGC\nGTCTTGCTCAATTTGACTCAACTGCAGGTTGGCAGTTCTACCAGTCAACATAGCCTTGGC\nTTCCAAAATTTACAAAATCAGGTCATTTTTCAAATCACTTCTCTGATCCTAACCTTTGTT\nTATTTCTCATTAGTACATTTTGTCCTAAAAGGAGTTCAAGTAACTACAATAAAAACCATG\nCATAGTATGCTTATTAAAGCAAAATGGAATATTGCAAATGGAAACAGGAAATTAAGCAAA\nTAGATGATTACATATTTACTGTAATTAAGCATTACATTAAGTTATTACTCTGTCATTTTC\nCTGTACTGATTAGGTACAGATCTGCATTTTTTTCCCAACTCACGTGTCTAGAATGTGCTA\nTGTAACTTGGGCAGGACAAAGGTTTTTAAGATGAAGACATGGATAGGTCTGTCCCCAATA\nGGTAATACCTGTTCTTAGGAGGGAAATTTGACCCACATGGGCCTGTAACTGAAAACTATA\nTTACGTAGAAGACAGATCTGTATTGAGTTGTTAATGTTGTAAATACAAACTCTGGAAGGT\nAAAATTCAAGACAGCTCTGGGAGTACAAATTACTGGATTTCCAAGATTCTGAAATTCATC\nAGTGACCTCATTATTGATCATGGTCAGCAAGGAGGGGTTAAGAGGAGGACAGAGGAGGTC\nTGGAGAATATCAACAACTGCAAAATTAACAGAAAGTTGATAGGAACGCTAAGTATTTGGG\nCCAGGAGACAACTCAGTCATTAAAGCGATAGCTGTACAAACATGAAGGCTGGAGTTTAGT\nCCCAAACGCACATGTCAAAATCACACATGGAGACATATTCTATTATCTGGGCACTGGGGA\nGGCAGAGACAGTAAGGTCCCTAGGGTTCACTGGCTACTGACTCTCCTAGTCAGTTAACTC\nTAGATTGAGTAACAGACTCTGTCTCAAAAGGTAAGGTGGAGGAGTAGTTGAGGAAGACAC\nTGGACTTCATCCTCTAGCCTACATGTGCACACAAGACACACACACACATACAGAGAGAGA\nGAGAGATCACACTCAAACTAGATATTGTTTTACTAGTTATACTACTGTGTTATATATACC\nCTATCATCTCAAATCATATTCTTCTGTGGCTGCTACTTACAATAGATGACAGGTGACAAA\nTTCTAGAGCTAATATTGATTGGGCATCCATTACCTCTTAGGCTTTGGTCACACACCAACC\nTACTTGTTCCTTATTTAAGTGACTCTGTTAGGTGGATCCCCATCACAGAAATGAGAAAAT\nTAGTTGTGGTGAAGTTCAATAATTTGCCCAAGGTCACAGGGCTAAGCAATAGGCAGAGCT\nCAGAAACACTAAGCATTTTGAGATGGTTCTTTCATTTCTGAGTTGGATTGTTAAGAAAAT\nATTCTAGCTGGGCGTGGTGGCACACGCCTTTAATCCCAGCACTTGGGAGGCAGAGGCAGG\nGGGATTTCTGAGTTCCAGGACAGCCTGGTCTACAAAGTGAGTTCCAGGACAGCCAGGGCT\nACACAGAGAAACCCTGTCTCGAAAAACCAAAAAAAAAAAAAAAAAAAAAAGAAAGTATTC\nTAAGCATCATCACAGATCCAACTTCAAAATCCTGTGGCAAACTAAGTCTACATCATTATT\nCTTTAATGAAAAAAATAATCTCATTCAATAAAGAGAAGTTCTGTGTACCGTATGATAGAT\nGCCCTATACCCTTGTATCTGAAGGATGAAATACCCATTCCCCCCTTTGGGTCAGTTTCAA\nCCTCTCAGGACAATGGTATATTGATGACATATTAAAATCATGTCTCCTACATCTAAGAAG\nCTCAGGTTCACATCAACGTTGAGCCAATCACCAGCTTCTGCCCCTGGAGATGTTGTTTAA\nTGCACCTGTGCCTCCGTCTTCTCAGCTACAATAGTGAAAGCAATTTTTTGACATAGCTAT\nCAAAATATTAATACCTGCAAATCAGCCTTGACATAACTTTCTATGTACTGCTAAGCCAGG\nTAACTCCTGTCTATAATCGTGGTATTTTGGAGTCTGAGGCAAGAAGATAATGAGTTCAAG\nGGTAGCCTGGGCCATGTTGAAAGTTTAAGATCAGCCAGGGGTACAAAATTTGACCCTAAT\nCTCGAAACAAAAATGTGCGCATATATGAAATTGAGCCTGACTAGGACGGAGCAAGTAGGG\nTGCTATAATAATAATAACAACAATTATTATTATTATTATTAATCACCCTTCCTGGGCCAT\nATTCTGGTCACATATCCTCATTGGGCATTGTTCATGACCCTCTTAAAGATCAGTACAGGG\nATCTGAGACACAGACTTTCCCAATACTTTACAAATAGAACTCGGTTCTTACATCCATGAG\nGAAATGTTAGCATGTGTTATGTTGATAAAGAGCAGAGAACTGGATGTTTGATATGAGGAG\nGGCTAAAGGAATGATTTCTCCTAAATGGCTCTACACCAGCAATGGAATGGATGTGAACTC\nTCCTTTCCTGTGACTTTCTTGCTTACTTAACAATTCTGCCATATGGCTGTCACCCTCCCT\nGTGGGTGCCATTGGTGCTTCCTCTCTTTGTCTTTCTGTGCCTGAGTGTTAAGCTCTGCTT\nCCTGTTTCTTTATATTTTATATATCACTTCTGGCCACCTTTCTCCATGTTGGCCAGAAGT\nGAGCTTTAAAGTGACCCTCGCTCATTCCTTTGTTCTGCTAATCAACCACCAACAGCTTCT\nGCAGGTCTCGGTTAAACAAAAGAGCAGTGAGAGACAGTTCCAAAGGACCTCTCAATTCCT\nAGAGCCCGTTTTCGCATCTTTGCCTACATCTGGTCACTTCAGTCTCTGGTCTTTCTTGTG\nACCCCTTCAGACCTCTCCACAGTTTTGCTGCCCTTCCAGGATTCCTCACTGCCTGTTCTG\nGAGCCAAGTTTCATATGAAGCAATCAAGATTCTTTCCTTAAACCAACCACCTATTTGACT\nCCAGGCTTGAGAAGTTGCCCCATCTCTTGAAGGCTTGTAGATGGCATCCTACAAGGCAAA\nGCAAATTTCTACAGGGTACCATGGCATGAGAGGCCCCTTTTGAGTGGTATAAACTGTCCC\nAAGGCAATATTTAAACATGGGCAAATGCACGGGTATTATTCATGAAATGGCTGTAAAGAT\nACATACATTAAAGACTGGAGATGTAGCTGAGTGAAGGAACATTTGACTGATGAGCACAAA\nGCCAGGCTTAATCCTGCAGTACCGAAATACAAATAGATATTGTCAGTGGCGTTATTTAGA\nGCAGAGACTCATGAGGTTTGGTGAGTTTTAATTTGTGGGCTGAAAGCTGATAGATCCAAA\nCTTTGCATCCAAAGCAAAGAGACTTGCCTGACCATAATACAGAGTGCATCAGAACCTAAG\nAGTGAGGGAATAGGAGGGAGCTCTTTGGGTGAGTGTACTCTTGATTTTGCAGTTGTTGTC\nCTCCCTTCTTGTCTCTCCTCTCTTTCACAGCCAAATTCTCAGAGGAGGCCTCCAAAGGCC\nAATGCCTGGTGGGATTGCACTGTAGCTCTAATTCATTAATTAAAATTATTTTTTATGTGC\nATTGGTGTTTTGCCTGCATGTCTGTCTATGCACCACTTGCAGAGTGTCTATAGAAGCCAG\nAAGAGAGTGTTGGACATCTTGAGACTGGAGTTATAGACAATTGTAAATTAATCAGACCCT\nTTCTGATTAACCACCACATGGGCACCTGGAATGGAACCTGGATCCTCTGGAAGAGTAGCC\nAGTTCTCTTAACCACTAAACCATCTCTCCAGTCCTATGATTTTCATTTTAATACAACTTT\nGAGTCAAAAAAAATTGAAATTCTAAGAATGGATATTTTTTTTGACTGTCAGCTAGCCTGT\nGATGAGAAAACTGGGAAACACTGAGTACCTTCAAGAGCAGAGAGGTGGTATCCCCCCCCC\nCCACCCCTTACACTTGGCTCTCCTCTTAGCCTCTCCCTGTTGGAGAGGCTTACTCCAGCT\nTGTCCTAAGTCCTGCCCCTTTGCCTCAGGTCATGAAGACGATCATATTGTATTAGTAACT\nTGTCATTGCTGTGACAAATGCCTGTCAAGGGTTATTAAGAAGGAAGATTTTATTTTGTCT\nCACAGTTTGAGGGGACACAGTCAGTCATGGTGAAAAGAGCATGGTAGCAGAGCTATAGGG\nCAGCTAGTCACATTGTGTCACATCCACAACCAGGAAGCAGGGATAGTCACATTGTATCAC\nATCCACTGCCAGGAAGCAGGGATAGATGAATACTGGCACTCAGCTTGCTTTCTTTTTCAT\nACCTTTTCATTTACTATAAGGCCCAGCCCACTTTCACAGCAGGTCTTCTCCTCTCAACTG\nAATCTTCCTGGAAATATCCCCATAAATACACCCAGAAATTTGTATTTTATGTTATTATAG\nATCCTGTGAACTTGACAGTGGAGAAGATCAATGATCACATCTACACTTGTACTTCATTTA\nATTATTTTTTATTCTAATTGTGGAAAATCTAGTTAGCCTACACTTCTTATCTTAGTGTGC\nAATTCAGTGACATTACAAAGAGTTGCAGCAGGAGTTACCATCAGCACTGTCCATCTGTTT\nGGCAAAACCCAAAGCTTTGTATTTATTGAACAGTTTCCAGGGCTGATTTTCTGTTCCACT\nTATCCTTGGGCAGTTGTCTATTTTCTATTTTGATGAATATGATCTCTCCAGGTGCCTCCT\nATAAGTGAGACCACACAGCAATTGGTGATCCCTTTGTGAATGGCTTATTGCATTTACTAT\nCATGTTCTCAAGGCTCATTCACTTGGTGGTATATGCCAGATTCCCCTTCCCTGTCAATGT\nGAATAGTAGTCTATCATTTGCATATAGGATTTTGTTTTACTCACCCATGATGGGGGAACA\nCTTGGGCTGCTTCTGTGCTTTGGCTGTAGAAACAATGGTGCTATGAACATGTATAGACAA\nATGTCCCCATAAGCTCCTACTTTCAACTTTGGGAAATATATGCAAATTGCCAGATTATAA\nGGAAATTCTTTTTTCAATTTTTTGGTTTGCCTTTTTAATGAACCACCATTTATTTCTTAT\nAGCACATTATATTCCCACTAAAAGAGAACATGTTTTCCAATTTCTCCACATCCTTGCAGG\nATAGTGTTTTTATTTATTTATTTTTTTTCATTTCTGTCATAGCCTTCCTAATAGCTATGA\nGGTAGTAGCCCATTGTGGCTTTGGTTTGCATCTTCCCAGTGATTCATGGTGTTGCTTATT\nTTTTAATGTTTGATTGGCCACTTGTATGTTCTCTTTAGCTAAGTATCTGTTCAAATCTTA\nTGTCCATTTTTTTAAATCAAGCTTGGGTTTTTTTTTAATGTGCATGTGTGTGTGTTGTCT\nTCGTTTTGTGTGTACACATGCACACGTGTTCATGCAGGTGTGGCTATATGAGTGTATATT\nACCTGGAGGTCCACACTGAATGTCTTCAATCGCTCTCCAGCTTATGTTTTGAGACATGTC\nTCTAACTGACCCTAGAGCTCACTAGTTTGACTTGACTGGCAGGCCAGAGAGCTCCAGGAT\nTCTCCTCTCTTTGATCTCCATCACAGGGCTTTTAAACATGTGATCCTGTGCGCCTTGTTT\nTACATGGCTCCTGGGAATCTACTCAGGTCCTCATGCTTGCATAGTGGGCACATTACTGAC\nGAAGCCGCCGAAGCCATCATCCCATCCCTGGGCGCTATTTGCATTGCAGAAACAATGTGC\nTGGCAGCCAACTGTAGGAAAAAGTGCAAGTCTATACATTTTAGGAGGGTTGGCTTTTTTT\nAAATTGACTATTAAAATACTACCTAGCTGAAAGTGCTTGTCTTTGCCTATCTATAGAACG\nCTCTCCCACCCCACCCCCCACACCCATTTTTGGTAAATGAGGACACTAGAGTAACATCTA\nAGATGCCTTCCCAGGTCATAATATCTTAGATGCTTAGGAAAATCTAAGCATTGCTTTTGG\nTGTGTGTATTCTAGGCAAATCCTTCAAATCCACATCCCAGCGCAGATTTCCAGCTAAGGG\nCACAGAGCTTGATGCTATGGTCTCTCTTAATTCTTTTAGGTGTTTTCTGGAGTTTTGACA\nGTACACTCTGAGAGGCAGCCACCATGAGACTGTACCTTTTGAATGGTCAGCGTTTTCCTC\nAGTCAGATTTTTACTTAAATCACTTGACAGTTTCCCTTAACAGCTCACTCCGCTTAGAAA\nACCTGGGCTCAACGGTTTACAGATGATCATCAGCCCGTGTACATAAATGATGTGCATGTC\nTTGAATAACCATTACAGCAGACAGAAAGAAAACACACTCAAGGGATTTAATGAAAGAGTG\nGAAAATTCCAGTTAAAACTAAATATTTTCTTTTCGAAGCAGTTTTGCTTTAAAATACTGT\nTGTTCATTTCTTGTAATGCTCCTGTCTGTAACACAGACTTTATCATATAGTATTGATCCT\nGTTAAAAGCCAGTCACCCAGCTTCTTTTATAACTCTTCCTTTATTTGAACATGGTATGTT\nAGAGAAAATACATGCTTTGTGATATTTAAAGGGAAGTAAGATTTTATTTGGCCAATCAAC\nCTTTATTGAATTCTGTTTCTATAGCAGGATCCAAAGATAAGTAACTACTGGTAGTATATG\nTGAATCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTGTCTG\nTCTCTCTCATATCACTCTCTAAATTTGACCAAGTTCATGGTGGGAAACATTGTGGAGAAG\nGAAGTGGAAGCAGCTGTTATAAAATGTTGGAGAGGATGGAAGCCATTAGTGACCTGCAGT\nTGCAGTGGCCTGTGGGTAGAAGAGAGGAGGAGAAGACCTAGGTTAGTACCCAGGAAGGAT\nACCTGGGACAAGAAACCTGGTGGGTTGGGCCCAGCTTCAGAGGGGACTAGCTGGAACCTC\nATCATTGGATGGAGGGATGAGGAAGGGTGTTTTGTGCCAAAGGGCAAAGCAGGATGAAAA\nTGCTGGGCGTGGTTCCTGGGCTGAGACTGTCACCTAACGAACAGGGAGTGACAGGGACAG\nGCTGAGCAGAGGACTATTGGTGTGGAGGTTGTACCATGTGTCCAGGTCATTTTCTTATGA\nAATAATGATAAATAGCTGCTGCTGCACTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTTC\nTCCTCCTCTCCCTCCTCCCTCTCCTCCTCCTTTTTGTCCTCCCCCTCATTTCCTCCTCTT\nACTCCTTCCTCTGCCGCTATGGAACTCAGATGCCACTCCCAACATAACCATACAGTTTTG\nGGACATACAGACTATTCACTACACTTCTTTGTCTTCACTTACGTCTTCTGGGTGGAGGCT\nTTACAAGCAAATTCTCTACCCATGTTCAGGGCCATAGGCACCCGATAAAATTAGTACTAT\nCACCTAAGTGCAGAAATCTTGCCTAATCTCCATTCCCTGACTCCACGTTCTTCTTTCTCC\nTTGGCATTTATGTCAGGATCTGTCTTCTCATTCTAAACAAAGCTCTTCAGATACATACTC\nATTGTCTTTCCCATTATCCTGTAGACAGAGTCCCTGCCATGCAGTACCTGTCATGTGGCC\nTCAGGCTTCTGGCCAGACCTCAGTACTCCCAGAACCGCCTTTTATCTGAAAAAGATAATG\nACAAATTTCTTGTTCCTTTAGACTTCTAGTCTTGTAGATAGATAGATAGATAGATAGATA\nGATAGATAGATAGATAGATAGATAGAGATACATATATACATATCTGAATGTACACACACA\nTACACTGGGCTGAGTGGAGCAACAGCATCTTATCTGTTATTAAAGGGTTAATAAATATAA\nTGCAATGGTCTTTACTTTCCTTGTATGGACACAGAGAGGGAAACTGGACCACAGATGGAC\nAGTTCTAAGACAGACTGAGGAAATCAACTCAAGATAATTAAAGTACCAAAAAGAGAAAGG\nAGGAAAGTCTCAAATAGAAGGGTTGATGCTTAGGACAAAAGACATGTACAGGTCAATGAT\nCCTTGTCGGTGTTAAGGATGCTGACCATATTCATCTTACAGGTTGTAGTGAGTACTACAT\nAATACTGCCCGAGGGATGCCAGATGCCCCTTCTTTGTAAAAACAGATTTCCCTCATACTG\nTCTATGCATCCTGGAGTCTTACATTTAGATGCCCTCCAAAATATACAGTCATACAATTTA\nGCACAAATAGAAAGGAACACAATGGGATGTTATTTCTAAAGTGTTTGATAGAACATGACA\nCACATTAGAGGCCAAAGCAACAGATTACAGGATGTGTAGGACAATCACAGAAATGTGGAT\nATCATCATGTTCTAGATTGGACCAGGACTGCTTACCAAGAAGCTCAGCGTAACAATCTCT\nTGTAAAAAGCACTAGTTGATAGGTTGTTTTTGGTTTTTGGTTTATTTTTTGTTTTGTTTG\nTTTGGTTTTTTAGTTTTCATGATCATTTGAGAAAAACAAAATGAAACTCCCACTGCTCAG\nTATACAATTTTGGCCATTTTTAAGATGACCCACTTAAGAAGTGGAGGATGCTGTTTATGC\nCATGGTGAGCACAGCTCTGATTTCCCACCACAATCATACCTAGTCTTTGACTACCAAATT\nTCAAATTTCCTTAGATGTTGTCTGTGTCTTCCTGTTCTTGCTATTTGTATGTAATCACAA\nTGCCAACAAGGTAATAACAAACATGTTAATAGACAAAAAAAAAAAAAAAAAAAACAGACA\nAACTCACGGCTCAGAACAATGGTGAGTAGGTTAAAATTTCTTGATTTCTGGCAGCATCAG\nAAAAATAACAATGTAGATTGAATTACTAATTTTGCAGTGATGGCCATAAGACCTTACTAT\nGTAACTAGAAATACATCTTCATATTTACAGGAAGTTGGAATTAGCTAATTCCCCTGTTCA\nCCATGCTCTGAAATGTTTTGCTGAACATTTTAGTGTTATTAGCATATGACTAGGCGCTAG\nTCACAATGAAAGTGGCCAATAAATACTCCTGGATGAATGAACGGGTTTATCAGTTCCTTC\nATGGATCAGTGCTAGTTGGAAACACAGCAATTCATTTTCCAATCGATTCTAAATCTTCTG\nGGATCTCAATTTATCTGCTGGGTTACTGAAGTGGTCTTTGCAGTTGATCCAATTCAAACT\nTACCCCTGTCTAGCTTACAGATGAATGAGTCTCAAATTATGGTTATTTTATTTGGCTTTG\nTCAATTCCTGTGGGTGACCCCTAATCTACTTTTCTATCTGCTGAACTGACTACTTCCCCA\nGCGGTTTACCCCAAATACTTGCTGCTTCTACTGGCTCATGGTCCCTCTCCCTCATGGCAC\nCTTCCTCTTCTCTGTCTGTCTGTCTGTCTGTGTGTGTGAGAGAGAGAGAGGGAGAGAGAG\nAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAATGTATGTCTTCATGTGAA\nGGGTACAACACATGTATGTGTATGTGGAAACCACAGGTCAACCTCAACTGTCACTCTACA\nGGACACTGTTCTTAAAAAAAAAAAAAAAAAGACAGGGAGTTTGCTGACATGGAGGTCACT\nAATTCAGCTAAACTGGCTAACCAGCCAGCCCCAGGGACCCTGTCTCTGACTCCCTGGTGC\nTGGGATTACCAATGAACAGCACAACACATAATAATTTGTTTGTTTGTTTGTTTGTTTGTT\nTGTTTGTTGTGTGTGAGTTGGAGCTACCCCACAGTGGCCTCTTGTCTTGAAGAGCACAAG\nAGCGTACAGGGTTGTTTATGAAGTAACTCTGTTCAGAGTATTCTGACATCCCCAGCTCCA\nAAATGCTTCTTAGAAAAAAAGACACTTAGTACTTAAAATAAGCCCATTTGTGTGTGTGTG\nTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTATGAGAGAGAGAGAGAGAGAGAG\nAGAGAGAGAGAGAGAGAGGAGGAGGAGGAAGAGGAGGAGGAGGAGGAGGAGGAGGAGGAG\nGAGGAGGAGGAGGAGGAGGAGAAGGAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAG\nAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAG\nAAGAAGAAGAAGAAGAAGAATTACCAAAATACATAGAAATAAAATCAGAGGATCAAGAAG\nTAAGGAAAATACACTCTCGTGCATTCAGAAGGAGAAAACATGCACACACAATTGATGATT\nACTGAAGAGAAATCAAGGCTAGGAATGGGAGAAGATGGGGAGGGGCCATCTGTAGAATGT\nCTCTGTTTTATGACAATAGATTCTTCTGGGCTGCATAGTGTGAATTACCATGTGCCTCTA\nCCCAACTTTAATCACTTTAAGACTCATATTAAGCAAACAATTTATGTTGAAATCATTATG\nTCCTGATAGCTTTCAAGTCACAAAGCAAAAATAAAGAAGTACAAAATAAAGAAGTCTCAG\nTAGGAAAGGAAGGAAGAGAGGGAGATACCAAGGAGGCCTCTGTTCAGTCAAATGCAAAAC\nCCTTTTGACTCTCTTCATAACTTCAAAACACATGCAGTTCATGATGGATTTAAAAGCACA\nGCCCATAAGCTCATGTGCCCACAAGTATTGTGTGTATCTTGTCTCAGAATTGGAATATAT\nCCTTCCACAGAGCATAGGGAAGAAATCCCTGCATAAAAGATGGTTTTTAATGTATAAAGG\nTTCAAATATAGTTATTCTATTTCAATTGATGTGAAACAAGGCCAAAAATGTGTCTTTAGG\nAAACTGTGCCCTTGTGTGGTAGCTTAGGGAGGTCAGGAAGCAGACCCAGGTGACTTCATT\nTAGTGTCTAGCCCTGGTTGAGTTGGAATTGTCATGAGGTAACAGTTACTGAAGGGAGATA\nTGAGAATAGTATCAGTCCTGAGAGAGTTTCATGCTGGGGAGGTGGACATTTCCTGTCTGG\nGATGTTGGAATAATCTTGTTAGCTATACAAAATTTTGCCACACTGTCTCACACTTGTCTT\nCTAATTAATTATGAACATTCAAAACTGGCTTTCAAAGATTCATCAAAAGATCTCAGGACA\nGCCAGACGAATCAGAGTTGTGTGAGGTTCAGGACCAGCTTTAGGGAGGGAAACGCAGCAT\nCCACCGATCATTTCTGACACCTGATACATCTCTGAGAGCTTGAAATTTATCAGATCTATG\nAATTTTCAATGCTGATTAAGAGAGATTTATTTTTCTTTTTTTTTTAAAGATTTATTTATT\nTATTATATGTAAGTACACTGTAGCTGTCTTCAGACACACCAGAAGAGGGCATCAGATCTC\nATTATGGATGGTTGTGAGCCACCATGTGGTTGCTGAGATTTGAACTCAGAACCTCCAGAA\nGAGCAGTCAGTGCTCTTACCTGTAATCTGAGCTGCCTAAATGTTAAGAGACATCTGGCCA\nGACATGAAGAACCCATGTGTGCTTTTCTGTCTGTGATGGAACTCCAACCTCACTGTTACA\nTTCTCAATCACTGTTTTTTTACTGTTTCTTTCTCTATTCGGTTTTAAGACCCTGGACTTA\nAAAATAAAGTGATCTTTTTGCTTAGATGCTTCAATCCCCAAGTAAAATGTTTCAAAAACC\nCCTTGACAAGCTTCCATCTTCCTCGGATACATCAACACACCTGTTTTCTGCTAAGATGAC\nATCCGTGTTGTCAACCAAGCACAGCCTGCCACCTCTACATCTTGAACCAAACCTTCTGAA\nGTTCAATAAGAATTAACTATCTCAAAATTGTGCAGATTTTTCTCCTTCTTATCCCAACCT\nTCCTGCTGAGGGCCAGAGGGCACTGTAGGACTGTCTTCTTACAAAGAACGGGGACAGCTT\nGGGGATCTAATGCTATAAGGAAATGTATTGTTCCCAGATCAGCCCAAAGCCATGTCAGAA\nCTGGGCTCCTGTTGGTCAGGTTATAGTGGGGCAAGGCAGAATGAGATTCAAAGGGGAGGT\nCTGGGATTTGGAAGGTCCTCCCACAACTGGGTTTATATCTGACATTCCCTCCAACTGGCT\nCTGAGCTCTCCAAATAACTGCAAGCCTTCTGGCTTATGTTTACGTGTAAATGTCCCACCA\nCCCAAAAACATTCAGAGGAGAGGAATAGGGAACTATAGCAAAGACCTCAAACCTGCTGTT\nTCTAATGTTCTCTCCTTTGTTTTCCCTGACAAAATCTTTGCAAATTCCCCAGCTGCCCAT\nGAAGAGGCCACCAAAGCTGGCAGAACTGTCTCTTCTGGGTTTTAAGAGGTAAACTCAGCC\nTCATATCCATCCCCATCTGCTACTCCCAGTGCATTGCTCCGCTCTCTGTTTTCTTCGGCA\nTTTCCTGGTCTGCTTGATGAACAACACGAAAACGGTTGAAAGGTGCTTGGAGAACTCCCA\nCATTGAATGTGTGTTTGAGTTTTGCGCCCCACTGGTCAGGGAAATTGCCTGTGTGGCTGC\nAGACTAAAGGGTAACCCACAACCAAGCAGAGGTCTTCAGTCAGGGCTGTAGACGGGGGAG\nGGGTGTGTTTGGAGCAGAAGCTAAGAGGTTATTATTATGGTTAAAAGAAAAGGCCAGACA\nCGCGTGATTTCAACAACCTCAATCTCAACAAGGGCATCTTATAAGCCCTGCAGGGAAGAA\nAGGCATGGTGTTTTGGGTCAGTGGACTACAGAAATTGGCCCTGTGTAGCCAGAGGCTCAG\nAATCATATTCCCTTCTGTCTCCAGAGCAAAGGTGTTGAACCATGTATTCCCCCAAGTCCG\nAATTTCTCAAAATAGACTGACAGATGGGTCAAGCAAGGTCTCAGTTGAGGACCTCAGATA\nTCTGCTAGGAAAGATTGAGCCAGCAAGCCCAGGGACAGCTACAATCTTACATGAGACTGC\nCTTGTACATCATTTGAGTCTGTTTCACAAAGTCACACTGAGCTGGATTTCATCATTAAGG\nCTGAGTATTGAGGCCAAGATGACCCAAAGGAGCCACTACATAGAGGAGATGACAGAGTGG\nGTGGGGCAGTGGTTTCGGGAACTGGCAAAGGCCCCAGAAGGTCCCCTGTCCCTCTGCTGT\nTGTCTCTTTCTAGCTAATCTAATGGCTTCTCCCCATCAGACAAAGGTTTCAACTCACCCC\nTGCCTCCCATCCTCCTGTGTTATCGCTCACTGTAGTGTTTTAAATACAATGATCAGAGGG\nAAGTCTGAGGACCCCATAGTTAATCATTTCCTTTGTTCTAGCAAATGCTTAAGTTGGGGA\nTTTTGTGATTGGGATGCATAGCACATACTACAGTTAGAGGCTAATGGCACATCAGTACCA\nGTAACAGCAGGTACCAATAACTCCCTAGCATTGCCAACTCTTTCTGAAAGAAAAGATCCA\nCACTCCCCCTCCACAGAGCCAGACATACAAAGTGAGGGTTTTTTGATTTTTACCTTGGCA\nCATCAAAATCAAATTGAAGGTTGCATTCTAACTTAGAAAGATTGGATCTCAGAAACCAAA\nAATATACACATACTTGTGCATGTATGTATGCAATGCCTAGTGGTTGATTATTGTCATGGT\nTGGAATATGCTTGACCCAGGGAGTGGTACTATTAGGAGGTGTGGCCATGTTGGAGTAGGT\nGTGTCACTGTGGGCATGGGCTTTAAGACCCTCATCTTAGCTTTCTAGAAGTCAGTATTCT\nGCTAGCAGATGAAGATGTAGAATCTCAGTTCCTCCTGTACCATGCCTGCCTGGATGCTCG\nACATGTTTCTGCCTTGATGATAATGGACTAAACCTCTGTGCCTGTAAGCCAGCCCCAATT\nAAATGTTGTCCTTTATAAGACTTGCCTTGGTCATGGTGTCTGCTCACAGCAGTAAAACCC\nTAACCAAGACAGTCATCGAAGCTATGTGCAAACTTAGCTATTGCAGTTGTCACTCTGCTG\nGGACAAAACTACCCAGTAGAACTTATTTAAATCAGGAAAGATGATTTCAGCTCACAGTTG\nTGGAAGGCTCAGGCTGTGGCTGAAAAGCTGCATGCACTTGAGCAGGTGTCACAGTTGCAG\nAGATGTATGGCGAGGATCACTGTTCACATCACAGCAGATATGGAACAGAAAATAGCCGCA\nGGGAAAATCCAGGGCAAAGGACCCAGCTACAGTGTTAGACGTTCTCCAACTAAGCTCCAC\nCCCTAAAGCCTCCAGAACCTCGCACATAGTGCCTGCCACCAGCTGCAGAGCAGGAAGCTT\nTGGACAACATTTCAGAGTCAAACAAATGAAAACAAAACTCTAAGAAAGAAACAATAACAG\nCCCTCATGATGCAGGTCTGAACTTCAGCTATGACAGAGGCTGAGGCAGGGGAATCACAAA\nTGCAAAACCTGCCTGGGCTGCAGATTGAGTTCTAGGTCATCCCGTGTCATTTAGTGAGAC\nCCTGTCTCAAGATGAAAAGTGAAAAGAGGGCTGAAGATAGAGCCCAGTGGTTGAGTGTTT\nGCTTAAAATGTGCAAGCCCTATGATTAAGCCTCAGTTCAAACCATATGAAGAATAGCATA\nGCATAGCATAGCATAGCATAGCATAGCATAGCATAGCATAGCATAAAACAAAACAATAGT\nCTTCATAGAGAAACCTATACATAGTATGTCAGAGGACAAATGGTCATCAACTATTAGAAA\nGATAAGAACAGAAGGTTTCTGGGACAAGCAGTTAGAGATAAAAGAAATATTGGTCACAAC\nAAAGTGAATATGTTCCATCAACCTCTGTGCATGTCCAGGGTCTCAGGGAAGGGAAAGGTG\nCTCTGAAGAGAAGGCAAGCCAGGAACCAGGTGGCTAGACCCAGTGGTAAGACTACAGCCT\nGAAAGAGTGTGAGGAGGCTATGGCCAAAGACCACCCCTGGGTCACAACAACAGAACAAGG\nGGTAGGCTATCCTGTGGAAGGAGGGGAAAGAATGTGTTCGCACAGCTTCATCCATGAGAA\nGCTAGCTACCAGGTGCCCACAAGATGGAAAATTTGGCAGCATGTGGGCAGGGAGGTTTGC\nCAGCTTCAGATATCAAAGACTGGCTTCTTTCTGTCGAGTGCTAATGGAAGCTATTAATAT\nCCAGAGGTCATACTTCCTCTTAGACTCTGGATGTTTCCCAGGAGCACTGAAAATAGAGAA\nTAGAAGCATGTTCACCCATCCGTAGGACACAGAGCCAGTGGCCTCAGCAGGACCTGCAAG\nAGTCCCCTGGCATGGGTGTCGGGATGATTCTACTCCCAGGAGAAAACCATCTATCTATAA\nAAACCAACCTGCCCAGCATACAGGCCCCCAGGGAATTCTCCTTCCTGATGGGACATTGTT\nAAAGTCAAATTTCTGCCCTGTGAGCTAATTCTCCTCTGGTATTGTCCCAGTTTTGAACTG\nATAAAGTGTAGGCTGTGTCCTACAGATTGTGTCATAATAATAATGTTCTTGATATAAATT\nATTAGTAATTTTACATCAGTAAGCATCTCCTGAGGCTCTCAGAGGGCTGTTTTGTTCTAC\nTTTGTTTTACTGATTTAAATCAAGTGATTAAAGAAAAAAACAACACTCCCTTGCCTTGGT\nTCATGCTGTTAACTAGATTCACAGTAATGAACCAATTCTCAGCAGTTCACCATGGTAGAG\nAAAGCAGGTAAAGAAGACAGGCCCTGGGGCTGACTCGGCTGAATCCTTGTTACACAAGTT\nCTGGGTTCAGAGAAGCCCTTGGAGGGGGAACAAACATATCCTTGGTGGGGAAGCACCCCC\nACTGTGGCTGGACACACTTACCAGGAGGCTTTCTCACAAGTAAAAAGCAAAACACATCAC\nACAGTCTTAGATCTCCCCGGGACCAGCTGACTTGTGCAGGCACTCAGCAGTTCTTTAAGG\nTCTTTATCTCATCTGACCTCCTGACCCAGTGATGGGGAATGAGAGGCACACAGAGTGGAG\nTGAGGTGAAGGGAGGACTGCAGACATGTCATTAGTGATGGCAGCCATGATGACAGTGACA\nTAATGCGACTGCTTACTATGCACACAATGCTTTGTAGTCAACACACCATGCATTTCCTCT\nGCACAACTAGCAGATATATCTGCAGTAGCACACAGGACATTGTGTCCAAAGACTAAAAAC\nCTTCTATTGAATATTTGCTAGGCAACAATATGCTGGGCAAAGATGTGTGCTAGCAAGCAA\nATTTATTTTACTATCACAGGAGAAACACACCAAAATTTGCATCACATTTGAGAACTCTGG\nACTCTTTGGATATGGGGGTAAATGAGGCTTGCTCTCAACAACATCTCCTTAAAATGAAAA\nGGAGAAATCATGCCTGTATCTATAAGGATTTATAACAAAGAATCAAAGTATAAGAAATGA\nTAGGGAAATTGACAAAGTACAACAGTTGAGGGTTAATTGAAGTAAGCTTTCAAAAAATTC\nTTTATTTATATGTATGTGTGTACGCCTACATGACTTTATGTGCACCATAAGTGCGCAGAT\nATCCATGGAGACTAGAAGAGGGCATTGGAGCCCCTAAAACTGGAGCCTCATGTGATTGTA\nAGCTACCCAAGTAGATGCTAGAAACTGAACCTTGGTCTTCAGCAAAAGCAGTAAGTGCTC\nTTTCTGCTGAGCCATTCCTCCAGCCAGGAAGTAAACTTTTTAGAGAAAGGATCTTAGATT\nTGTGGAGGTGGGGTTTGATTCCAATCATAGGAACACGGTATTATTCTTAAGGGGACAATG\nTTTTGACTAGAGATGTGTAGAGAGAAACAGGACCATTGAAGCAACAATGAACAGTGCTAT\nCAGAATGTGGCAAGGCTGGGAGAAGCAGATTCTAAGTCAAAGGGCTGAAAGGTAATTCAT\nCCAGGGGTGAAGGACATAGAGGCAGTCAGGCTTTCTCATCATGTTGCTTACCAGATGAGA\nCAAAGGAGAAACAGAGAAGTCAAGACTCTCAGCCAGGAAATAAACCTGGGTGCTTGACTC\nCAGGCTTCTCCTCAAATGTAGTCTGGAGTGGACTTGTGATGCATAGGCCTCAAGTGCGTC\nAGGACTGTTTTGTATGTGACAGAACACAAAAATCACACACTTACTTCAAACATTGTAGTT\nTTTGTTGCAGTTGATTTGGGGGGATTCTTTGTTTGTTTGTTCCTTTGTTTGGTTTGGTGT\nTTTTTGTTTTTGTTGTTTTAGTTTTTATTATTTTTGTTTGTTTGCTTGCTTGCTTGTTTT\nTATAACATAGTTGCACAATTTGGAAGCCCAGATTTTATAGATGACAGCATAGGATTGCAA\nTGTCAAAACATTGGACACGCCTGCAGTATTAGGACCTCTCATGGTGACCCTCTAAAGCCC\nCTTCCCATGTAGCTTCCCCAGAGCAAGGAAGAATTCCCCCTTACTGCCTAGGACTAGGAA\nGAGCTTAGAAATAGTTCTCCTGATCTTGGTAGTAAACAAGGCTACTGGAGGCCACTGTGC\nAGTGAAGACATGGGAGGAACAGACAGAGTATACAGACTCCCAAGAAAGGAGGAAAAGGCC\nAACAGGCCCTGGGGAGGGTGGGGATGATACTCAGAATAAGAAAGACATTTGTCTCAAAAA\nGATGTAGGTTTCTGGCTTGGACGTGTGTGTAAATGGATGGAGGTTCCTATGACTGAGCTG\nGAAAACACTGGAAGAAGTGAAACTCCTCTCAAGTCTTTCATGGGCCATTCCACTATCCTC\nAATGCCATAAATTAGAGTGGAGACTCACCTCTGCCTTGTGCTTGCCTCTGTGGCCCTGTG\nCTGGACACTGGTGGCTCTGTTTACCACAGACTTGCTTGTGGCAGTAGTGTTTTATTTACT\nACTGTTTCCCCCACCTCCTCCCAGGCCTGCAAGCTCTGAGATAGCCCAAGTTGTGGTGTG\nCCTTTGCTGGTGTGTGGGTGGGTGAGCGTGTGCGATGGCATGTCTTGTGGTAAACTGTTG\nATTTACTGCAGTGAGAGATAGATTAATACTTGCTTGATTTGTTGGGGCCATAGCATTGTA\nAAGGTCAGATAGTCACACTTGGCAGGAAAGCTGCATTTGAACCATGAAGCAGGGAAAATA\nTTCACCTTAGCAGCTCTTCTCATCCTGATTATGCCTTCGTCTAGTGATTGCAGTGCTTAA\nAGAGTTCATCCCGTAAGCCTTTTACATTACTATTTGTGTGTGATGTGTCGGTCCTTGGGA\nGACAAGGACTTTTAATCTTGCTGGTCCCCAGTGAGATTATGAGGTATAAAATTGGGCCTG\nTGCAAACCTCAGACTGTTAGTGTGGTCGTGTGCTTAAATTTCCTGGAGGAGATCACTTAT\nCTTTTGTCTTTGGGTGAAGAGAATATACTGTCCCATCTTCCTTGTCAATAGTTGAACAAT\nTGGTTCGGGAGCTCTAAAATACCATTTCCAAAGCAATGGAGAAGCAGCCAGTGGACACTA\nCTCGTAATTGTTTAATATTGTTACCACATTTGCTTACAAGAAAAGCGAGACAACTTGTCA\nTCCATCAGGAAGGAAATATTCCTAGGCAGCAGTCATGGAGGATGCTCTGCAGTGTCATGG\nCAACCATCCCCCAGCCCCAGACTTGATTACTTCCATTGTATCCCTGGTCATAGCTGAGCT\nGCCCCATTAACTTCACTTTCTCCCTCCTCGTTTGTGAAGGGGACGCTGGGAAGCAGCCCA\nCCACACACTTGCTCTGAAAGATGCACAGGATCAGAGGGATCCTTGCATGTCCTTCCTGTC\nCTCTGGATGCAGTCAATGAGAACATTCAAAATATCCTGGACTGCACCATGAGCCACCAAG\nAGAATCATGTGCAATTAAAACAAGAAATCTAGGGGGAATCAGAACCTCCTGTTAGAGAGA\nGTGCTGTTTGGTGATCTGTAGTCACAACCTGGTCCCATTGCTTACTATACATCAAGCCTC\nAGTTTTCTCTTCTGCAAAGTGGGGAACACAGCAACTTTGCAGAACAATTATAGCTCAAAC\nAAGGATCACAGTACCTGGCACTGAGAAAAAAAATATTCAGTATCCAGTACTGTAATTATT\nGTGTCTAAAGTCACAAGAGAGGGCCAGTGAAGATGGCTCTGTAGGTAAAGTTACTTGAGA\nCCAGTTCTAGCAACTTGAGTTTTATCCCCGCAACACACACGTTTTGGAAGGAGAGAACTG\nACTCCTGCAAGTTGTCCTGTAACCACTCCCTGCGTCTACATACTCAGGCATGCATGCATG\nCATGCATGCATGATGCACACATATTAAAACGTAATAATAAAATAAAATCACAAACGATGT\nGGTGGTGCATACATGTAATCTGAGCATTTGGGGAAGTGAGGTAGGAAGAGCCCTAAGAAC\nTTAAAACATGTATGTATGTATGTATGTATGTACGTACGTATGTACATATGCATGCATGTA\nTGTGTATGTATAGATAGATGATAGAAGATAGACAGACAGATAGATAGATGGACAGGCAGA\nCAGATAGATAGACAGATTCAATCACAAAAAAGGTTTAGGGGAAAGTAGAGACCCAACTTA\nGGTCTCCTAATTCTGGTCTCACTAGATGACACTGCCTGGTTTCATTAAACTTCAATAAAA\nCAGCCAGGAGCCTCCAAGATGAGAAAGTGATGTCTGATCACAGGGAAGATTCAGAATTCT\nGTGTCCAGAGACTAACACTGCTCATGTTCCAGGGAAACTCTGGTATAAGTTCCTAGCCTT\nCAGTTTATAGATTTGCTCAGAACCAAGGTCCACAAAGCATGCCTCAGTCTTCCTAAGAGA\nGACAGAGCATAGTCAGTGGGTTGTATTATGGATTATAATAAAATGGTCCAAGTGCGTGTT\nCAGTTTGATTTGAATGTGAAATGTCCCCCATAGGTTCCTACATTAGACGCTTGCTCTCCA\nGCTGGTGGCATATTTCAAATAAGGTTCTATTGCTAGGTTCTGCTTCCGGTTTGGTAACTT\nCTGAAAGTTGTATAACGTTGGTGTTGTTTTATAACAGAACAAAACCATGAAGGAATCTGC\nCTGAAGTCAGGCTTGCTGTTATTTCTTTTTGAAGTAGTTACCCTTATAGTTGTGTGATGT\nATGGGGCTTTCTTTGGATTATCTTGTTTAATCTCAGAAGCTAGGAAGGACCTTGACTTCT\nATGCAACAATGAGAGACAATGGAGTCGAATAGATGCAGTAATTCAGGCAGAGAGTTCAGA\nTGGGTTTTGGGCTAACGTCTGGTCTCTCTTCTAATGGTAGCCACACTCACACACTGTAAT\nAGTACAAGGCTTATGGTTGACATAACAAACTTATTTTGTACCCACAACGGTCATATATAC\nATCAACTACACTTTTATAACTACCCTCTAAAGGGAGAGTGCTTTCAGCTCCATTTAACTG\nATGAATAAACCAAGGAACTGGTAGGTGAGGTAGCTTGTTCAAGATGATGTAGCTTAAGTG\nGCCAGCTAAGCTGGATGGCTCCCAAGTACACACTTTGGTCCTTAGCATGTGACCTTTGCA\nTGGAAGTGTGTTATCTAAGATCTGCTAGACAGGTATCTTGGGACCCAACTAGAACAACTG\nGACCAGAACTTGTGTTCTAATAAGACCCATAGGCACCAGGCATACATGTAGTACACAGAC\nAGACATGCAGAAAAAATATCTATATTATATATTTTTAAGTTTAAAATATCCCCAGGAGAT\nTCTATAAAGGGTAAGAGCCACTAATCTAGGCTCTTTCAATGCAAAATGATACCAGGAAAA\nCTGTCCTTATGTCTCACAACTTCCCAGATGGAGAGAAAGGAGAGCTGCCCTGTTTAGGCA\nTTGTGCCCTGCCCCATAGAAAGGGACTATAGCCCAGAAGCACAGATGTCAGCTAGAAGAA\nCTGTGTGCTAGCTAAGCCAGTAGCAGATACTGTAATAGACAAACCCTTTATTTTAGTGGG\nTTCATAAAATGGTTTTTTTCCCCTCATACATATAAAATCAATCAGTCAGAAGAGCTTTCT\nTCACCATCAAACTAGACCTAGTCCCCAGGTCTCCCTTCATGCGCCGCCACCAGTACTAAG\nCAAAAGGGAAGGTGGAAATCCATGCTCAGGGAGGGCTACTGAGCAACCGGCAATCAAGGC\nTACAGTTGGCTGCAAGTGATTGGCACTCAGTTGTTCACTTATCCATTCGATGAATTAATA\nATTTGCTGAATAATGAACAAGATCCACTTATTCAGTCATGCACTCATGTATCCATTCAAC\nAGATGTTTATTAATGGCTGAGAGAAGGAGGATCTTAGATAGAAAAAAGTGCAAATCTGGA\nGGGATATTCTGAGTGGGTATCAATATGCACAAGTACTTTGAAAACAAGAGAGAGGGGATA\nAATATATGCCTGTATCAGGCAAGGGGAGGGAGAGAGAGAGAGAAAGAGAAGGAAAGGGAG\nAGGGAGAGGGGAACACTTGGGGAAGCCCCCCTGAAAGAGATGGTAATAAACCAAGCTTCT\nATATAGAAAAGGGGCAATCTACTTCACAAGAGAGTGGATTATGAAGATTTCAAACTCCAG\nAAATTGCAGAATGTAGAAGTCATGAAGTAAGTCAGGTCAAGAAGCAGAAATGTTGGTAGA\nCTGGATGATGGAGAGACAGAAGGACTGGGACACACATACAACAAAATTCAAACCTGGCTG\nATTTGCTTGTCTCCTGGGAGTTGAGTAGAATGGAACCAGGATCTGCCTCGTCCTGAAGAA\nAATATGCAAATAGTTGTGTTGTATCACTTTCTCAGACAGAAAAAAAAATGACATTGTGCT\nTCCTTCCCTAAATGCCCTTTGTAATCTATGAGAGAGGAGGAGCAAGCTGTTTAAATTCAC\nTCATATTTTATAATCTGGGAACAGCTGTCACCTGCTGTGCCCTGGGGAACTCATTACTTA\nCAGAGGGACATGCAGATATCACACACTCCCTCAGTCGTGCTCGGCCCTGGGCATCCCGAG\nAAGCAGAGCCTGTGTCTTGCATAAGTGCCACACCAAGCCCCCTCCCCTGAGTATGTCCTC\nTGAAGGGTCTATGGGACAGGATACAGAATTCTGTCCTTCATAATTATGGAGTGATTAATT\nATTTAATTATAGTACATAACAGCTCAGGCAGTGCCACCGCCTCTCGTTTGTTGGACTCTG\nAGCCCCCATTAATCATTTGAAATTTTGAACTTGAAAGAGATGGGCTGATACAAAGCGTGA\nATTGTAGTACTCTCCCCAGTACCCATGATCTGCTTCAAAAACACCACCAATATATCACAG\nCCACCATTGCCTTCAGCAGCCAGGGCTTTAACCCCAGGTGAGCATCTTAGGAAGGGGATG\nCCGTGTGTGCACATCAAGGACATGTGCTCCAGCCATGGAAAGAATCCTGTTTTGCTAATA\nAGCCGTGACTCCATCTGCTGCCTGCGAGGAGAGACTTTTCTCCAAGCTTTGAAAGCTGGA\nATCTCCTTCTGGCTCTGTCTTCCTGCCTTTGTGATGTTCCTGGTAGATATGTCCCCAACA\nGTTTTTTTTCTCAGAAGCTTGCAGCCTGGGTACCAGCAGGGCACGGCTCATCCATAGCTG\nCCTGACACCCTCTGAACTTGGGAAGTCACCTGAGTTGACCTGACTGCTGGTAGGTTGCTT\nCTAGATGTCTTCACCTTACTGTGACCACCTCCTGAACTGCACACTCATTTGGGAATAGAG\nATCACCTCTAACAATGATCTCCCTCCTTCCTGTGAAGCTTCTTGGCATCCTGCTGCAGAG\nACATACCTGGTTGGTTATGGGGGTGGGGGCGTGAGAGGGGTGGAGGGGGTGGGGGATGTG\nTTGCAAGAGAGATTACTCAGGAGAATTACAGAATGCCAAAGAGATCCAAATGTGATTGGG\nGATTCAGGATTGAATAGCCAGAGAATGTATGATTACAAATCCCACCACTGAGCGAGTACC\nATCGCTTCAGCCAGCCAAGATGCTCAGGCTTATACCACTGTGCTACTGATCTTAACACAC\nTTTCCACACTCAGCATGATGACCCTGGTGCTATCCAGAGGTACCCAAGGCCTGACACAGC\nCATCAAGCACTGCTCTAACCACTCTACTCCTCTGCCAGACCCCTTTCAGTTCTGTGATAC\nAGGGTCTTGCTGGGCAGCTGGCTCTCAAACGGATGCTCTTCCTGCCTCGATCATCCCTGG\nCTCCACGGGCTTCACTATGGGCTCCCAGAACTGATGCTTGTGTATCTGATTGAAAGGTCC\nGGGTCTGATACCCACACCACGAAGGAAGAATGTGGGAGAAAGCAAGTGAGAACATAGGAA\nTACCAGTCTCTCCATGATGGGAATAATTGACCCATTAGGACTCATAGAGTGGGGAGCTCT\nCAGAAGGGAGTTAGCTGCTTTGTGGCTTCTGTATTTTGCCTCTATGGGATGAAGTGGGTT\nTAAATAGATCAATACTGGGCACCTTGGAGTTTGGATCCATATTTAGCAGACAGCACTTTC\nTGACCCTGACGATGGCCAGTCTATTCTTCTGATTGCTTTGCCTTTGCCTCTAAATACTTC\nTTGCTAGTGGGGGACAAGAGGCCCTGACAGTGAGAATTCAAGGGAAAGGGCCCAGGATGA\nGGTGCCGAGGTTACTTTTGGTCACTGCTGAAGCCTTTCAGCTGTTTCTGTTACATCCTCC\nTTCTGTTGCCTTTCATTTTGTTGCCAAGAATGGCCCTATTCTTCCTAGAACTGCCAAGAG\nCACTGTCCCGAAACATGCTGGCCACGTGAGCTGGAGCTAATGGCAGAAGCTCTGCATTGC\nTCCTTAACACTCAGACTCCAAAGCCTTAGGCCCAGAGCTTATAGATTGAGATATATTTGA\nTTAAAAAAAACCTTAGACATTTGGAGTGTACATTATTTGGCAATTTTAGTCTCCCCAAAT\nAGTGCCGATTGTCCTGTGCTACACAGTTAAGGACTTGACTCTTTAGGATACCCATTCCCC\nACTCTAGGCCCTAGAAGGAATCATAGTTCCAGAGCCAAAGAAAGACATTTCAGCTATTTG\nTGGTGTCTTAGTTTGGGCTTTATTGCTGTGAAGAGCCCATGACCAAAGGTCATATTCTTA\nTAAAAGGAAACATTTGACTGGGGCTGGCTTACAGTTTCAGAGTTTCAGTCCATTATCATC\nATGGTAAGAAGCATGGCAGTGTGCAGGCAGACTCGGTGCTGGAGGAGCCAAGAGTTCTAC\nATCTTGATGTGAAGGCAGCCAGGATAGGACCATCTTCTGCAGGCAGCCAAGAGGAAAATT\nTATCTTTCACATTGGGTGGAGCTTGGGTGCGTTCCCTCCAACAAGGCCACACCCACTCCA\nACAAGGCCACACCTCCTAACAGTGCCACTTCCCATGGGCCAAGCATATTCAAACCATCAC\nATCTAGCTTCTGGCTTACCTAAATGTGTTCCCAGGACTTATAAAAGTACACTCAAAGATT\nACATCAATACCTGGTGGGTGCTTACATCATCCATATTGAGCATGAGCCAGCTCTTCAGTC\nTCCATTTCTCATCTCTCCTACTACCTGCTCATCACCAAGGTAACCAAATTCTCATGTCTC\nTAAAATCTGTCTTTATCTGGGTGGATCCTTCCTTTGGCTCTATCAGATTAAAAGAAGGTA\nCTGGTTGCTTGATATCTTAGGAACCTTGAACTTGAAGAAGAAAGTAGGCTGCTGAATTCT\nAGGTTAGACTTAAAGAGACAGCAATGGGTAAGAAAAACTCTGTGAACTTCCAGGAAATGT\nGGCTTCTGCTTGCTCAGAAATAAATGCAAGAAAGTGGCCATAAGGATAAGAAAACCAGAG\nCAGAGTCTTGCCCAACACCCGCAAGGGTCCACACGGGACTCCCCACGGGACCCTAAGACC\nTCTGGTGAGTGGATCACAGTGCCTGCCCCAATCCAATCGCACGGAACTTGAGACTGCGGT\nACATAGGGAAGCAGGCTACCCGGGCCTGATCTGGGGCACAAGTCCCTTCCGCTCGACTCG\nAGACTCGAGCCCCGGGCTACCTTGCCAGCAGAGTCTTGCCCAACACCCGCAAGGGTCCAC\nACGGGACTCCCCACGGGACCCTAAGACCTCTGGTGAGTGGACCACAGTGCCTGCCCCAAT\nCCAATCGCGCGGAACTTGAGACTGCGGTACATAGGGAAGCAGGCTACCCGGGCCTGATCT\nGGGGCACAAGTCCCTTCCGCTCGACTCGTGACTCGAGCCCCGGGCTACCTTGCCAGCAGA\nGTCTTGCCCAACACCCGCAAGGGTCCACACAGGACTCCCCACGGGACCCTAAGACCTCTG\nGTGAGTGGATCACAGTGCCTGCCCCAATCCAATCGCGCGGAACTCGAGACTGCGGTACAT\nAGGGAAGCAGGCTACCCGGGCCTGATCTGGGGCACAAGTCCCTTCCGCTCGACTCGAGAC\nTCGAGCCCTGGGCTACCTTGCCAGCAGAGTCTTGCCCAACACCCGCAAGGGTCCACACGG\nGACTCCCCACGGGACCCTAAGACCTCTGGTGAGTGGACCACAGTGCCTGCCCCAATCCAA\nTCGCGCGGAACTTGAGACTGCGGTACATAGGGAAGCAGGCTACCCGGGCCTGATCTGGGG\nCACAAGTCCCTTCCGCTCGACTCGAGACTCGAGCCCTGGGCTACCTTGCCAGCAGAGTCT\nTGCCCAACACCCGCAAGGGCCCACACGGGACTCCCCACGGGACCCTAAGACCTCTGGTGA\nGTGGAACACAGCGCCTACCCCAATCCAATTGCGTGGAACTTGAGACTGCGGTACATAGGG\nAAGCAGGCTACCCGGGCTTGATCTGGGGCACAAACCCCTTCCACTCCACTCGAGCCCCGG\nCTACCTTGCCAGCTGAGTCGCCTGACACCCGCAAGGGCCCACACAGGATTCCACACGTGA\nTCCTAAGACCTCTAGTGAGTGGAACACAACTTCTGCCAGGAGTCTGGTTCGAACACCAGA\nTATCTGGGTACCTGCCTTGCAAGAAGAGAGCTTGCCTGCAGAGAATACTCTGCCCACTGA\nAACTAAGGAGAGTGCTACCCTCCAGGTCTGCTCATAGAGGCTAACAGAGTCACCTGAAGA\nACAAGCTCTTAACAGTGACAACTAAAACAGCTAGCTTCAGAGATTACCAGATGGCGAAAG\nGCAAACGTAAGAATCCTACTAACAGAAATCAAGACCACTCACCATCATCAGAACGCAGCA\nCTCCCACCCCACCTAGTCCTGGGCACCCCAACACAACCGAAAATCTAGACCCAGATTTAA\nAAACATTTCTCATGATGATGATAGAGGACATCAAGAAGGACTTTCATAAGTCACTTAAAG\nATTTACAGGAGAGCACTGCTAAAGAGTTACAGGCTCTTAAAGAAAAGCAGGAAAACACAG\nCCAAACAGGTGATGGAAATGAACAAAACCATACTAGAACTAAAAGGGGAAGTAGACACAA\nTAAAGAAAACCCAAAGCGAGGCAACGCTGGAGATAGAAACCCTAGGAAAGAGATCTGGAA\nCCATAGATGCGAGCATCAGCAACAGAATACAAGAAATGGAAGAGAGAATCTCAGGTGCAG\nAAGATTCCATAGAGAACATCGACACAACAGTCAAAGAAAATACAAAATGCAAAAGGATCC\nTAACTCAAAACATCCAGGTAATCCAGGACACAATGAGAAGACCAAACCTACGGATAATAG\nGAATTGATGAGAATGAAGATTTTCAACTTAAAGGGCCAGCTAATATCTTCAACAAAATAA\nTAGAAGAAAACTTCCCAAACATAAAAAAAGAGATGCCCATGATCATACAAGAAGCATACA\nGAACTCCAAATAGACTGGACCAGAAAAGAAATTCCTCCCGACACATAATAATCAGAACAA\nCAAATGCACTAAATAAAGATAGAATATTAAAAGCAGTAAGGGAGAAAGGTCAAGTAACAT\nATAAAGGAAGGCCTATCAGAATTACACCAGACTTTTCACCAGAGACTATGAAAGCCAGAA\nGAGCCTGGACAGATGTTATACAGACACTAAGAGAACACAAATGCCAGCCCAGGCTACTAT\nACCCGGCCAAACTCTCAATTACCATAGATGGAGAAACCAAAGTATTCCACAACAAAACCA\nAGTTCACACAATATCTTTCCACGAATCCAGCCCTTCAAAGGATAATAACAGAAAAGAAGC\nAATACAAGGACGGAAATCACGCCCTAGAACAACCAAGAAAGTAATCATTCAACAAACCAA\nAAAGAAGACAGCCACAAGAACAGAATGCCAACTCTAACAACAAAAATAAAAGGGAGCAAC\nAATTACTTTTCCTTAATATCTCTTAATATCAATGGACTCAATTCCCCAATAAAAAGACAT\nAGACTAACAGACTGGCTACACAAACAGGACCCAACATTCTGCTGCTTACAGGAAACCCAT\nCTCAGGGAAAAAGACAGACACTACCTCAGAGTGAAAGGCTGGAAAACAATTTTCCAAGCA\nAATGGACTGAAGAAACAAGCTGGAGTAGCCATTTTAATATCGGATAAAATCGACTTCCAA\nCCCAAAGTTATCAAAAAAGACAAGGAGGGACACTTCATACTCATCAAAGGTAAAATCCTC\nCAAGAGGAACTCTCAATTCTGAATATCTACGCTCCAAATGCAAGGGCAGCCACATTCATT\nAGAGACACTTTAGTAAAGCTCAAAGCATACATTGCACCTCACACAATAATAGTGGGAGAC\nTTCAACACACCACTTTCTTCAAAGGACAGATCGTGGAAACAGAAACTAAACAGGGACACA\nGTGAAACTAACAGAAGTTATGAAACAAATGGACCTGACAGATATCTACAGAACATTTTAT\nCCTAAAACAAAAGGATATACCTTCTTCTCAGCACCTCACGGGACCTTCTCCAAAATTGAC\nCATATAATTGGTCACAAAACAGGCCTCAATAGATACAAAAATATTGAAATTGTCCCATGT\nATCCTATCAGACCACCATGGCCTAAGACTGATCTTCAATAACAACATAAATAATGGAAAG\nCCAACATTCACGTGGAAACTGAATAACACTCTTCTCAATGATACCTTGGTCAAGGAAGGA\nATAAAGAAAGAAATTAAAGACTTTTTAGAGTTTAATGAAAATGAAGCCACAACGTACCCA\nAACCTATGGGACACAATGAAAGCATTTCTAAGAGGGAAACTCATAGCGCTGAGTGCCTCC\nAAGAAGAAACGGGAGACAGCACATACTAGCAGCTTGACAACACATCTAAAGGCCCTAGAA\nAAAAAGGAAGCAAATTCACCCAAGAGGAGTAGACGGCAGGAAATAATCAAACTCAGGGGT\nGAAATCAACCAAGTGGAAACAAGAAGAACTATTCAAAGAATTAACCAAACGAGGAGTTGG\nTTCTTTGAGAAAATCAACAAGATAGATAAACCCTTAGCTAGACTCACTAAAGGGCACAGG\nGACAAAATCCTAATTAACAAAATCAGAAATGAAAAGGGAGACATAACAACAGATCCTGAA\nGAAATCCAAAACACCATCAGATCCTTCTACAAAAGGCTATACTCAACAAAACTGGAAAAC\nCTGGACGAAATGGACAAATTTCTGGACAGATACCAGGTACCAAAGTTGAATCAGGATCAA\nGTTGACCATCTAAACAGTCCCATATCACCTAAAGAAATAGAAGCAGTTATTAATAGTCTC\nCCAACCAAAAAAAGCCCAGGACCAGATGGGTTTAGTGCAGAGTTCTATCAGACCTTCAAA\nGAAGATCTAATTCCAATTCTGCACAAACTATTTCACAAAATAGAAGTAGAAGGTACTCTA\nCCCAACTCATTTTATGAAGCCACTATTACTCTGATACCTAAACCACAGAAAGATCCAACA\nAAGATAGAGAACTTCAGACCAATTTCTCTTATGAATATCGATGCAAAAATCCTCAATAAA\nGTTCTCGCTAACCGAATCCAAGAACACATTAAAGCAATCATCCATCCTGACCAAGTAGGT\nTTTATTCCAGGGATGCAGGGATGGTTTAATATACGAAAATCCATCAATGTAATCCATTAT\nATAAACAAACTCAAAGACAAAAACCACATGATCATCTCGTTAGATGCAGAAAAAGCATTT\nGACAAGATCCAACACCCATTCATGATAAAAGTTTTGGAAAGATCAGGAATTCAAGGCCCA\nTACCTAAACATAATAAAAGCAATCTACAGCAAACCAGTAGCCAACATCAAAGTAAATGGA\nGAGAAGCTAGAAGCAATCCCACTAAAATCAGGGACTAGACAAGGCTGCCCACTTTCTCCC\nTACCTTTTCAACATAGTACTTGAAGTATTAGCCAGAGCAATTCGACAACAAAAGGAGATC\nAAGGGGATACAAATTGGAAAAGAGGAAGTCAAAATATCACTTTTTGCAGATGATATGATA\nGTATATATAAGTGACCCTAAAAATTCTACCAGAGAACTCCTAAACCTGATAAACAGCTTC\nGGTGAAGTAGCTGGATATAAAATAAACTCAAACAAGTCAATGGCCTTTCTCTATACAAAG\nAATAAACAGGCTGAGAAAGAAATTAGGGAAACAACACCCTTCTCAATAGTCACAAATAAT\nATAAAATATCTTGGCGTGACTCTAACTAAGAAGGTGAAAGATCTGTATGATAAAAACTTC\nAAATCTCTGAAGAAAGAAATTAAAGAAGATCTCAGAAGATGGAAAGATCTCCCATGCTCA\nTGGATTGGCAGGATCAACATTGTAAAAATGGCTATCTTGCCAAAAGCAATCTACAGATTC\nAATGCAATCCCCATCAAAATTCCAACTCAATTCTTCAACGAATTGGAAGGAGCAATTTGC\nAAATTTGTCTGGAATAACAAAAAACCTAGGATAGCAAAAAGTCTTCTCAAGGATAAAAGA\nACTTCTGGCGGAATCACCATGCCAGACCTAAAGCTTTACTACAGAGCAATTGTGATAAAA\nACTGCATGGTACTGGTATAGAGACAGACAAGTAGACCAATGGAATAGAATTGAAGATCCA\nGAAATGAACCCACACACCTATGGTCACTTGATCTTTGACAAGGGAGCTAAAACCATCCAG\nTGGAAGAAAGACAGCATTTTCAACAATTGGTGCTGGCACAACTGGTTGTTATCGTGTAGA\nAGAATGTGAATCGATCCATACTTATCTCCTTGTACTAAGGTCAAATCTAAGTGGATCAAG\nGAACTTCACATAAAACCAGAGACACTGAAACTTATAGAGGAGAAAGTGGGGAAAAGCCTT\nGAAGATATGGGCACAGGGGAAAAATTCCTGAACAGAACAGCAATGGCTTGTGCTGTAAGA\nTCGAGAATCGACAAATGGGACCTAATGAAACTCCAAAGTTTCTGCAAGGCAAAAGACACC\nGTCAATAAGACAAAAAGACCACCAACAGATTGGTAAAGGATCTTTACCTATCCTAAATCA\nGATAGGGGACTAATATCCAACATATATAAAGAACTCAAGAAGGTGGACTTCAGAAAATCA\nAATAACCCCATTAAAAAATGGGGCTCAGAACTGAACAAAGAATTCTCACCTGAGGAATAC\nCGAATGGCAGAGAAGCACTTGAAAAAATGTTCAACATCCTTAATCATCAGGGAAATGCAA\nATCAAAACAACCCTGAGATTCCACCTCACACCAGTCAGAATGGCTAAGATCAAAAATTCA\nGGTGACAGCAGATGCTGGCGAGGATGTGGAGAAAGAGGAACACTCCTCCATTGTTGGTGG\nGAGTGCAGGCTTGTACAACCACTCTGGAAATCAGTCTGGCGGTTCCTCAGAAAACTGGAC\nATAGTACTACCGGAGGATCCAGCAATACCTCTCCTGGGCATATATCCAGAAGATGCCCCA\nACAGGTAAGAAGGACACATGCTCCACTATGTTCATAGCAGCCTTATTTATAATAGCCAGA\nAGCTGGAAAGAACCTAGATGCCCCTCAACAGAGGAATGGATACAGAAAATGTGGTACATC\nTACACAATGGAGTACTACTCAGCTATTAAAAAGAATGAATTTATGAAATTCCTAGCCAAA\nTGGATGGACCTGGAGGGCATCATCCTGAGTGAGGTAACACATTCACAAAGAAACTCACAC\nAATATGTATTCACTGATAAGTGGATATTAGCCCCAAACCTAGGATACCCAAGATATAAGA\nTATAATTTGCTAAACACATGAAACTCAAGGAGAATGAAGACTGAACACTATGCCCCTCCT\nTAGATTTGGGAACAAAACACCCATGGAAGGAGTTACAGAGACGGAGTTTGGAGCTGAGAT\nGAAAGGATGGACCATGTAGAGACTGCCATAGCCAGGGATCCACCCCATAATCAGCATCCA\nAACGCTGACACCATTGCATACACTAGCAAGATTTTATTGAAAGGACGCAGATGTAGCTGT\nCTCTTGTGAGACTATGCCGGGGCCCAGCAAACACAGAAGTGGATGCTCACAGTCAGCTAA\nTGGATGGATCATAGGGCTCCCAATGGAGGAGCTAGAGAAAGTAGCCAAGGAGCTAAAGGG\nATCTGCAACCCTATAGGTGGAACAACATTATGAGCTAACCAGTACCCCGGAGCTCTTGAC\nTCTAGCTGCATATATATCAAAAGATGGCCTAGTCGGCCATCACTGGAAAGAGAGGCCCAT\nTGGACTTGCAAACTTTATATGCCCCAGTACAGGGGAATACCAGGGCCAAAAAGGGGGAGT\nGGGTGGGCAGGGGAGTGGGGGTGGGTGGATATGGGGGACTTTTGGTATAGCATTGGAAAT\nGTAAATGAGTTAAATACCTAATAAAAAATGGAAAAAAAAAAAAAAAAGGATAAGAAAACC\nAGTAGAAGGTTACTTCTGAATTTTATGGAAATACTTATCTCCATAGGGCCACCCCCTCAC\nTAGCAGTTTAAGGGTCGTATATTCATTACTTTATTTATTCAATAGCTATTCTTGAGTGTC\nTACTCCCTACAAGACTGTTTAGATCTTACCTTACAACAGACCCTCATCTTTTCCTGAGGC\nCTGGAATGAGACACAGGAGTCTGTGTCCTTGAGACATATGCAAGCATTTTCTCAGAAGAG\nTGTATGCGTGAATAAATACAGATTGCCTGGGAGGTGGGTGGGAGAGTGCACGGGAGGTCG\nTGACCCTCACGTGAGGGGATGGACACGCTGAATGGAGGCATCTTAGTGCACTGTGAAGTC\nACAGGACTGCATGAAACACTGGAGAGGACACAAGTCTAAACCAGCCAGCAGGATTGAGCC\nAGCATCTTTCAGGAAAGAACAACCTTTTGTGACTCTGTTGTCCTCTGTCCTCATGGGAAG\nCAGTCCACAGAGGAAAGGCCTCAATGCGAGCACAGGCTGGGTTTCCACCCATAACATCAG\nGCCCTCAACTGACTATGTCCTATGTCAGAGGAGTTCTGTCCTTGGGCATTCTCCTTTAGC\nCACAGAACCATGCTTTCATCAAAGTCAGACCAAGAAAGAAAGTTCCAGGAGATTTCACAC\nACATAAAAGGATATTGCATATATCTCTCAGGGGTGGTATAGATTGGTTGGTCGCTGGCCA\nTTTCCACTCTTGTAAAGACAAAGAAGGATCGATAGTGAGTGACGGTAAATTACAGTAGAT\nGCTGGTGCATAGCCACTGTCTTATTTATAGAGGACCAGTAATCTGGGCATGCGTTTTTAT\nGAGATGATATCTGTTTACTGTCTGGTTTCAACACAGCTATAAGCCAAGTACCCATGTAAT\nAAAAAAAAGCTGAGTTCCATGGCCCACTGGGCCTCGTCTTTCCCACACAATCCCAGGTCA\nGAGGGCTTCCTTCATCCTTTCAGGATTTTGGACTCCAGGGCTCACTGATATGGTGATACT\nCACTGAACCAGTGCTCAGTGCAAGCCGGTGCCAGCAAGTGCTGGGCTTAGTCTCAGTAGC\nTGCTTTCAGCCCTGGTAGGCAATAGAAGATTTCTAACACTTGATTACGTCTGTTCATCCC\nACCCACCTGACAAGTCCAATCTGATCTTAACAGAAGAGTGAACATGCAAGCAGCACCCTT\nGCCCTGCAAGGTGTGCACGTTTCAATTAGACCCAAGGTGGAAAACAACCTCTGGTCTCAG\nTTTTCATGTGTCCCTAACATGCCGCACACGTTTTCAGGGTGAAACATGTCTTTTCTTTCT\nCTCTCTCTCTCTTTCTTTCTTTCTTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCC\nTCCCTCCCTCCCTCCCTCCCTCCCTCCCTCCCTCCCTCCCTTCTTTCTTTCTTTCTTTCT\nTTCTTTCTTTCTTTCTTTCTTTCTTTTTCTTTCTTTTTCCTGTCAGCTCCAGTTCTTAAT\nAGAACAGTGAGTGTAATGAGGCAGGGCATGAAATTTTCATAACCAACTCCTCCATTTACA\nTACACAAAAGCCAAGATAGCCGGAAGAGAAAAACAACTAAGGCACGTAAGATCTGAAGTG\nTTTCTGAATATCACTGCTGCTCGCCTGATGCTTTGAAATTGATGTGTGTGGATGGTGTGT\nGCAAACTGTTTCTTCAGCCATTCAAAGCTATTTATCGAGTGCCCATATTATGGGTGAAGT\nTTTCCTCTGAGAATGTAGTACGCTGACAGATGTTTAAGGCAAAGGGTGGGAAAGAGAGGA\nGATGGATGGAGTGTTATAGAGACATCAACAATGAGGGATAGGAGATAGAGATATCATAGC\nCGTAGTCTGCGGCAAGAAGATTAGAAGGCTAGTTATGGTAGGATAGAATCGAGTGATGTT\nCTGCGAATATAAAATGTACATCTGATTTCAATGACAGAGCTGCTCTTGACTTTGAACTTC\nCAGAGACTAGATTCTCATTATATTCTTGGGACTCAGGGCAATTCTTAGAATGTAGTCACT\nGGTCTAACACGTCCGCTGGCTGGCTGCGTGGATTTCCTACATAGTAGCTATAGGTAGGCA\nATACTCTAATACTCTATAGCCACTCCTTTGAGCTCATTCATTCTCCCACAGTCCTTTAGA\nGCCAGAAGTTGCTGTTTAGCATGCAGGCGGCTGTAACAGATCCCACCCCAACACCAACAT\nGTGCCAGTCCCTGTGGATTATCTTGGGATTTTACAGGATGTTTCACCTACTGGTTGATCT\nGAAGGACTCTTTTTGTTTTGGTTTGGTTTGGTTTTTCGAGACAGGGTTTCTCTGTGTAGC\nCCTGGCTGTCCTGGAACTCACTTTGTAGACCAGGCTGGCCTCGAACTCAGAAATCTGCCT\nGCCTCTGCTTCCCGAGTGCTGGGATTAAAGGCATGTGCCACCATGCCCTGCGATCTGGAG\nGACTCTTAAACTCTTTATATTTTCTAGTTTTATGTCAACTTGATACATAGTAGAGTCATC\nTGGGAGTAGGGATTCTCCAGTGAGAAAATGTCTTTATTAGATTAACCTATAAGTGAGTCT\nGCTGGATATGTTCCTTATTGCCAATGGTGTGGAAGTGTTCCTTGTAGTTTTATGCTACCA\nCCTTTTGCTCCGGGATCAGCCGTGCTACCAGCTCCCTCCCCTCCCAGCTTCCCTTCTGCT\nCTACCCGCCTTTAGCTCCAGAGATGAAAGTGCTACCAGCCCTCTCCCAGCTCCCCTGAAA\nCGGCAGAGGAAAGACACACACAATTTGTTCCTTTATAATTTGCCTTCTTTGCACAAGTAC\nTGGGTGTGCTAAACACCTTTAGCCACCTACCTGTAGTAGTGTTCACAAGCTCCAGCTCCC\nCCTTCGACCTCACACGGTGTCTGTGTTGTTCTTCCTTCAAAGCATGGCAGAAAAACCTCC\nCTCTCCTACCTTGTGTCTACCTTTTTCTCCAGGGACATGGAGGTCCCACTTATACCTTTA\nGCCTAGCAATTAGCCCCCAGTTTTCTTTACTGACAAATCAAGAGCCAATTGGGGAACAGG\nACCTTAGCATCAGCACCACCCCTCTTCATGGGGGTGGCAAGCCCACTTTGGAAAGTACCA\nCCTCCAAGCAGGTGGGCATGAATTGTATATGAAAACAAGCTTAGGCTAGTCCTCTGGTGG\nTGGCTTATCTTCCAAAGAAGCAGACTGTGCAAACCATGAGGAGCAAGCCACCAAACAGCT\nCTAGGGAGTAAAGTCAGGTTGTCTGCACAGACCTCACTTACCCAAGTGAGGCAACTATGA\nGTTCCAGAATCAAAGCACACTCAAAACTTAGTTATTCTTAAAGTCCTTCTCCCATCTCAG\nAACCAGGATGGGCCTAACGTATAGGCCATAGATCCTCCAGAGAGAAGAGAGCCCATAGGA\nAACTGTAAACAGGAGTGGGTAAGTGATACACATATGTGTATGAGAAGCTTGCCCAAGCCA\nTTTTCTTTCATCTTTGCTGGAGCATCAAATGGGAAACAATGACTGTGACTTTTTAAATTT\nTTGCTTCTCCCACCTCCCTGTTGCTGAAGACCAAAGCCAGGGCCTTGCACTTTCTAGGTA\nAACACTGCACCACTGAGCTAAATATCAGTCTTAGGAAGAAACAGAACTTCTAAAGAAAGC\nTGTATTCAAGTATGGATTTGCTCTAAAGATACTACTGAGGTTATAGCATTGGCCACCTAC\nAAGAGTGCTCAGCACCCTGATGTTAGAATAAGTTGGATGCAGAGCAATGGCCTTGGCCTT\nACCCTACCTGGAAGCTGAGAAAAGCCATTCCCTAATTATCTGGATGAGATATGAATGATA\nAGAATGTTTTATTCAATAACAGCAATGTGTTGAAGAAGGAAAAATAAAAACAAAGAGGAA\nAAGGTGGAAGAAGAGGAGGAGGTGGTGGAGAAAACAATAGCAATCATATATACATACATT\nTCTAATTGGAGTCTCACTATTCTTTGTTTAGCATAACTCAAAAACAAAAACAATCACTGA\nATAATTCTTTTAAATAAGCCTTATATATACTTGTATTTAAAACTTTTAAAATATATTAAT\nAGTGGTAAAATGAAAATTGATACACTACCCAGAATTAATTGAGCTCTACCTACCTAGTTT\nGCTTTCTGTTACTGTAATAAACACCATGGCAAAGGCAACTGAGTGGGGAGAGGTTTTATT\nTTGTCCTGCAAGCTAAAGTCCATCATTAAGAGAACTCAAGCTGGAAACGGGGCAAAAACC\nAAGGAGAATGCTGCTTACTGGCTTGTTCTCTAGTTCCCCCTGCTACCTTCCTTATATGAC\nCCAGGCCCACCAGCCTAGGGATGGTATTACTCAGAATGGGCTGTGTACTTGTACTTCAAA\nAAGCAACTAAAAACTGTTCACAGACATCGCCATAGTCCAGTCTGATCCAGGCAGTTCTTC\nAGATGAGATTACCTCTTCTCAGGTGACTCTAGATTTGTTTCAAGATAAAACTTGAATCTA\nTGACAATATATATATATGCCATAAAAAAGGGATCAGAGAATCCAGATATGGAAGCATACA\nACTGTAATCCCAGCACAGGAAAGGCAGGGAGGAGGAGAGCATGTTTGAGGCCAATCTGAG\nGTGTATCATAATACCCTTCCCAGAATAAAACAAGAGAATAAAGTTAAAAAAACACACTAG\nATTTACAAGCTGCTCCTGGACCCAGTACAGTCATTTGTGGCCAACCACTCTGAGTTTCAC\nAATTAGAACACACTTAGCTAGAGTCACGTTTTATAGCTTCTGTCTATCTCCATAACTGTA\nACAGTTACACTCAATGAACAAGGAAGGAGGTAGAAGCATCAGACAAGCCTTTATTTTGAA\nTTTGGAAAGAAATTGAGTGCGGTAATTTGCTTCCCATAAGCCGAGGTTAATGTGAAGATG\nGTGAGGTCCCCGTGGACCTATTGTTCCCTCGAAGAAGCTCATTCCTTCTTTAATTATCAT\nAAAGTGTAAATGTGGCCACTCTAGACCACCACAGACGGCTCTCACCATCCTCCACTCCCT\nCATCTCTGTGCTGACCAAATGCACACACCTGCCAGATTCGCTCTCCGAAAATGTCACATT\nAATCATGTTTTCTCCAGCTCGCTGATCTTCACAGCTCCTAATTACTGAGCAGATTTCCTT\nCCAGAGCAGACTTGACAGCCCCAGGCTCTCCTTGCTGGGCTCTCGTGTGGCTGACTTTCT\nGTGGGGCCCCCTTCCCTCCAGTCCTATCCTCCTGACCAGCCAGACTCAATATTTCTGCAC\nTTAGCCATAAGCTTTGCCCAACACATAGAATTTCTTCTAACCGCCTGAGGCTAGGAGTCT\nCTACATTTCTCTGCCTTCCTCTATTCCAGAATCACAGAGCATCTGCATGAATCAGAGCCA\nTGGGTGATTCTACTTCCTCTTCCTGCCCCATGGGATGTCTTTCCTCTTCACTGCCTCTTC\nCTGCCCCATGGGATGTCTTTCCTCTTCACTGCCTCTTCCTGCCCCATGGGATGTCTTTCC\nTCTTCACTTCCTCTTCCTGCCCCATAGGAGGTCTTTCCTCTTCACTTCCTCTTCCTGCCC\nCATGGGATGTCTTTTCTCTTCAGAGCTCTTACAGCTTAATTTGTTGTCATCTATTTGCCA\nATTAGTCATATACCCTCTCCATGTTGAATTTTCTTTGGATTTCAGAGGCAGGGTCTCACT\nGGGTAATCTAGACCTGCCTAGAACTTTATATGGAGCTGACCTCCAATCCACGAGCCTCTT\nGCCTCTTCCTGAGTGCTGAATTTATAAGGATGTGCCATGGTGCCTAACTCCTGTTATTTA\nAAATTAGAATAGTTAACTCAAAAACATTAAGAAGTCTTACCACCGTGATCATTACAACCA\nCGTTCTCCTTTCCATACTTGACATATTTTGCCTGTGGTAGATATGCTCAATAAACATGTC\nTTGTACTGAGAATGTTCTTTGCATGGATGAATTAATTAATCCATAATTAATTAATGGGTT\nGATTTCATTAAAATTCAGTGTCAAAAGACTTCTGTACTCTGCAGAGCAGAGCCAGTCATC\nATGATTCAGGCTTAGCAATGACTCCAGAGTAGACGACTGCCTGTGTAAGGGAAAAGAATC\nTTACATTCTTACGTCCATGACTTTCTCATCGCTGAACCAAAACAGCCATCAGAAGCATGG\nAACAGGGGGAAAGGCGCACAGCTGCAGGGGGACGTTGGTTCTTTGTGGAGGTGAAGGCAT\nGGCAACAGAAGCATCTCCATCAACAGTAGTGACAGTGTGTGGTGGCAGCTTCTTCATGTG\nGGGGGTGCAGACCGGGAAACAAAGGGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG\nTGTGTGTGTGTAGTTATACGTCTGTCAAAGGAATGTGGAGAAAAGAGGTTTCTTTTTCTG\nTCACTGTCACTCTGTGAGCAAAGCTTGGTTGTCATTTTGACTTGCCTAGGAAGAAGGAGG\nAATTTCCTCCACCATATTGGCCTAGGGAATGTCTAGAGAACATTTTCTTGATTGCTAACT\nGTTGTAAGAGGGCCTGGCCTACTGTAGTTGCAAATAGTGTTAGGAAGAGAGTCCTGGGCT\nGTATTAGAAAACAGGCTGAGCATAAACTCACTAGCAAGCCAGTAAACAGCATTCCCCCGT\nGGTCTCTGCTTCAGTTCCTGCCTTAAGGCTCCTTCCTTGAGTTCTGCCCTAACTTCCTTC\nAGTGATGGAGTGATGGCAGGAAATAAACCCTTTCCTCCCCAGCATGTTCTGTTTCAGCAA\nCAGATATCAAACTAGAACACACTCTTTCCCCTATAGGGTCTCTCAATGAACCTGGAGCTA\nGGCTGCTGGCCAGCAAACCCCAGAAATCCTCCTGTCTCTGCTTTCCAGTGTGGGGTTACA\nAGTAAGCATGGCAAGTCTTTGTTTTTAACAGGTTCTGGGGTCTGATCTCAGGCCCTCGTG\nCTTGAACAGCGAAAGGTCATACCCACTGAGACATCTCTGCAGAGTCACAATTTGCTTTAC\nAAAAAAAAAAAAAAAAACTAGCAAGACCCTGTCTCAACACACACACCACCACCACCACCA\nCCACCAACAACAACAACAACAACAACAACAACAACAAAATAGATATGCACTTCAGTTATC\nCAAAGTGTTTTATTTCTGCATTCTCATGTCGAGTCAAAAAACAAAGAACCTTGCAAATTT\nTGTTGACATAGTAACTTCCATGCCACCCTGGGCAACTTAATGAGATACTCCTCTCCAAGA\nAAGAGCCGTTTCTGTTTTCTTTCCTTTTAACATTGGTGGTTTTTTTTTTTAAATCTCTCT\nCTCTCTCTCTCTCTCTCTCTCTCCTTTCTTTGCAATGCTGTCATTTTCTTTGTGGTTTTC\nATGACACAACAAAGCAAACTAGAGATGATGTGCTGGGCAGATGACAATGGAGGAGAGCAG\nGGAACTGCCCATCCCCCTCCCTGGCTTTCCTACGATGTTGGTCTCCCTATTTCCTCACAT\nGGACTATCTTGTCCTCTGAGATGCTTTCATTCAACAGCAGTTTTTGATTCCATGATTGCT\nCCTCAGTCTAGAAACTGTACCCATACTCACAGGCTAAGGAAGCTGATCCTGCAAGCCTGG\nAGGAGCCTTCTCATCGCAATGGAGACAGTGAGCTGGTGTGACTCGGTGGTGGAGCAGTGA\nCTGCCTTGTGACTCGGTGGTGGAGCAGTGACTGCCTTGCACAGAGTCCTTTATGTCTCGG\nGGGCGGGGTGGCTCTGAGGGATAGCATCCCCAGCCAGGTAAAACAAGGAGAGAAGATAAG\nAGATTGGGACGAAACATGAACAGTGAACTGCTAAAGATGGCCGTGGTGGGCAAATTGCCA\nAGTAGTCCACCTTTTCAGAAAGGCAGAAAGTGAGCAAAGTACACAACCCACAAAGATCTG\nGGATGATCCCATGGCAGCCAGTGACATTGGGTGCATGAAAGCCTGTAGTAATTTTTACTC\nTGTGCTTTTTCTTTGGTGGGGACAGTGGGAGGAAGAAGCAGGGGGCTAAACTCAGGGTCA\nTGCAGGTGCTCAGTGGATGCTCTGCCTCTCCAACCTCAGCCTTCCTTTCTTCCTTTCTTC\nCTTCCTTCCTGAGTTTGTTTCTCTGCCTACAGAACTGTATTCTGTGGCAGACCATTTTCA\nTTTTATGGCTTCTCTCTAGGAATTTATTGTAATTAATAATTTTTCCAGTCAACTTGTGGG\nCCGTAATTTTGATCTTCCTCACTGTTCCCCATGAGGAGACAGATGCTGGGAATGAATCGA\nCCCCTTGTCCACCAGGCATCTCTTCACCTTTCTGTTTGCTAAGAAGGGTGGCCTAATCTG\nATTTTGCTTCCTGAGGGAAATGCTTAGGTTGGAACAGATACTCACTGGGACAGAAAGTAG\nACTTCTCCTTGGACATTCTTCCATGCACTCTTCCCATCTAGATGTGTTTCCAGTCTCAGG\nGGCTCTACTTAACTAAAGGTTTGAACCTCAGACTACACAGCACCTCTCAAGGGTATGTGT\nTCCAAGATGGACAGATTTGACAGGCAGTATTCACAAAGATTGTCTGAGGAGCTAGCCCAG\nGTTACTTCATACCACTAAACACATTCTAAAAGTTGTTGCTAATTTATGATGCATAACTTA\nGCACTTGTTTTAAAATCAGCTTAATTGCAGACCTACTTGAAATCTAAGAGAGATGCTCAC\nCTCCCCTAAATAAGAAAAATATCATGTTAATCTACATCATATTGAAAATAAATACAGGAA\nTGTAAAAATCCAGAAGCCTGGCAGTGACCTCTATTGGTAGCACTGAAAGGTTAAATCTTT\nCTGATAGGAATACAAAATGGTGCAAGCTCTATAGAAGAGCCTTTGGTAATGTACTAACTA\nACAGCAAAATGGCATCTGTATTCACTCCTGGGTCCATTTCTAGAGATCTGTCCCTAAGAT\nAGACTTCGATATGAAAATCCTTTGTAAACGCACAGACAGGTGTCTGAGTAGATTGCCTTC\nAGTCTAACCATGTAAAGGAATGCCGTATATCACTAAAGATGAGCAGGAGGTTAGGGAAAT\nAGCTCATTTGGAACCTGAGTTCCCCAGGCCCCATATAAAAATAAAGACTGGGCCCACGTT\nTATAGTCCCAGTGCTGGGGAAAGCTGAGACAGGCAGATCCTGGGACTTACAGCAGACCTA\nCTCAGACATACATACATTCCAGACCAGAGAAAGACCCTGTTTCAAAAGGCAAGGTGGGCC\nGTGCCAGACGAATGACAGGCGAGGTTGATTTCTGGCCTCCATATGCACGTGTACCATACA\nCACATGAACACACACACACACATGAACACACACACACACATGCATACACACACACACACA\nTGAACACACACACACACAAGGATGAGCAGCTTCTCTTGGCCCAACTGAAAGTAGGCTAGT\nTTTCTGAAAATGGAAGGATAAATGCTTACCCATTGTTTTATACTTAATAAGGCAAAGATC\nAGTCCTCATAACCACACAAACCTGTCTATCTGCAGGGACTGTGAGAGAGAACAGTGGGAG\nCTGTAACCTTTGCCTGCGCTTTGTTTATAGACCTAAAATTATGTAGAAATGTAATTACTA\nAAAAAATTAATTTTAACTAAACATTCCCTAGATATTAAATAAAGATAATGTGAGCCTAAG\nATTGTATCTACCTTGTGTAATAAACTCACTGAGAAGATCACCGTTTCAATCACCTATCTG\nAGAGACTGGAAAGACGGCTGAGCAGTTAAGAGAACTCGTCTTTCAGAGGAATTGGGTTCC\nATTCCCAGCATTCATGCAACTTTCCTTACTGTCTGTTTCTGTAGTTCTGGGAGATCCACC\nACCCTCTTTTGGCCTCCATGGGCACTGTACACACATGATGCACAGACATACAGACCGACA\nAACAACACGCATAGAAAAAGAGAAATAAAATCTCAGAAAAAGGAAAAATAATATACTCAG\nAAATGTTATTATAGCTCCCTAGAGACAAAAGAATTTTTAAATGATCTTCCATGGCCGTTG\nGGCACATCAGCATTGGGAATGCTGACTGGTTACTCTGAAGCTGTGGTGTGAATAGTGAGC\nGTAACTATGTGAGTATTGATGCACTTGAGATCTAGATTTTTGTCTTGGGAGAGATAAGAG\nGTTGGTAAATCTGAGAGATATTGTCTGGCCAATCTAAATTGAAAATATATGGAATACACT\nGGAAATGTAGGATACAATTTATAATAAGTAAAAGAAAATACAGATGATCAATTCGAACCC\nGGAGGAACCCCCAGAAATACACAATACATTAATAATCACTGTTCTTGATCCCTATGTTAT\nGGCATTTGCACACAATTTTCAATAAAAGAATCAACCTCCTTCAGGAAGTACTCATGCCAA\nAAGCAAGGAGCCTATACACACCTAAGGTTATATCAAACAGATCCTGCAGCCAGATGGCTG\nGTTCTCATTGTCAATGGATTATCTAACCGATAATAATGAGTGGCTTGAAATGCTTAGAAT\nTTGCCTTAATCCTGGAACTGATGATTCTTGAAGTAAACTCACAGATCACCTATAGATGCT\nGCTAAAGAAACCATTTTGCAAATTTTATGAATACAAGGAAATTCCCCTCGATGGCTGCAG\nTTCCAACAAATAAATGAAGAGAAATTGATGGGATAAGAATGCCACTTACAACACTTAGAG\nAATGAGTAGAGTTGGACAAAAACTCCCTAGCGTAATGATATCATCCAAGTAAGAGACTCA\nGACTTGCATAACCCTAAGCAGCAAGGGACAGTTATAGAAGAGCCTCCCTCACCCAACATG\nTACAAGGGACAGAAGGGCATGTCAAACATACCACCCAGGGAGCTGCACAGTGTATGAAGT\nCATGGTGGCAACTGACCTAGTCTGCTCAGCAAGTATACAGGGGAAAGGGAAGCGGCAGAA\nGAGACTCTACACCACAAGGGCACAGACGCGTCCTAGCCTGGCCTATGGTTACTCATGGCA\nCTTATCTGAATCTCGCTTAAACAAACAACTCTTAAAGGATGTACCCTCAGTTGAGTCAGT\nTTAAGCACTACTTGACTGCATTAAGAAATTACCATCTAGTTACATGAAAAGTGTTATACT\nTATTTTCTTTACATTCTTATATTTGAAATTTGTAAACTCTACTATGATACATGACAATAT\nATTACGTTATATAGTACGATTAAATCACCTATTTCTGGTAAGTTGCAATCCAGCCAACTT\nAGCCTACAGAGGGAGTTTCAGGCCACTGAGGGATCCTGTCTCAACAAACAGGGGCTGGGG\nCAGTGCCTGAGAAACAGAACAGTAGTCCAGGTTGTCAATATTTGCATTGGTACAGAGATT\nGAACCTAGGACTTTTTCTATGCTTGGTAAGGACTCTTCCATTAGGCTGTATGTCCAGGCC\nCCATTACATATCTTATTGAGAGCAATAGAAATTCAGATCTAATATTTTATTTTTGTGAAT\nATTAATATATGGGGCGCCCATGTGAAGATCTGGCATGACCAGAGCCACCACACTAAATCC\nAGTGCTGTGTTGAGTCATGTAAACTGAACAGCCAAGGGTCAACAGTGGCTGAGTCCTAGC\nAATTTCCCACACTCCAGGCTCAGCATCTTGACTTCTTGAACTTGGCCATTGGTGACAGGA\nGTAGTCAGAGTAGTCTTGGCGACTTGTCTCCCTTACTTTCTTCCAGGTAGTCTGCATTTA\nGAGGGGACCCTAAACACAGCCTGTGGAGCCTCTGAAGTGGGGGAGGGGTAGAAAGTTCTC\nTAAAGGTTCACTGTGTTTGAAAGCTCTCCATCATCAAAACCCCCATGATAACCTCCTGTA\nGAGGAGAAACTGCTTTATTTTGGCTAATGGTTTGAGACACCTCAGTCCATGGTCACGTGG\nCCCTGTGGCTTTGGGCTTATGGTAGCACACACAGCTCCTTGCAATAGGAACTCATGTCAA\nCCAAATGTTTGCCCCAATTTACAGCAAGGATCAAGGTCCTTATCTACATTTGTTTGTTCA\nTAGTTTAATGGGAATTGCAAACTACCTATAAGTCTTACAGGTTTTCTCAATATTTGTTTG\nAAATTTATCATTTCAATGTAGTGTTTATGAAAATTGGAGTGTCTATCATTATGGTTGGGA\nAAACAGATTGAAGCTGGGGAGAAAAAGGAGAGGAACCCTCCCCCTGCCCCCAACGACACT\nATCCACCTCAGCTTCTTAAGGAAATGACTGTTCTATAGATCAAGTAGCCAAAAGAAGCTA\nAACCTCTGAAAGGCCTGCTGGACTTAGCAATTGTACTCTGGTTAGAATCTGATTCTATAA\nAGACAGTACTTAGGCACAGCTAGGCTTGCATATGATAACTAAAGCTTAGCATTATTAATT\nACTGCTCAATGAAGATAGACTTCTTTTCTCCAAGTGAATGCATCACAGGAAGGTTACCCA\nGAATTCCTTTGGATGCTCTGTAATCATTAGAGTTCAAGACCTCTGAGAAAAATCGATTTC\nCAACCTTCAATATGTCTCTTTGTATGCGCGAATGGCATTTTGGGATTCAAGCATCACATC\nTGGATCCGCAGCTGGAGTAAGAAAGACAAGGGTCCACCTCTTTGGGTTCAAAAAACTTCT\nAGTAGCACTGCACTTAGTCAGAGAACGCATGGGAGCAAGGATGAGTGCACATAATCTCTT\nTGATCAAGTCAATGAATTGCTGATATGATTCTAATATATATATTTGGCTACATGCAGATC\nACAAATAGCACTGGGGTTGATGCGGGAGGCCTCTGTCCCATGGACCTCTGTATATCGGTA\nGCATCTGCAGAGGTTGTATTATGAAATCATACTTGAATGATACCCAGATATTTTAAAAAA\nGAAGTATTTTCACATTCCTCCCTCTGGGTATGTTTTTTTTTCTCTTATGTGTGGTTGATT\nTCCTGTGGGCTGGGTTCTGAATTCTAGAAGGTAAAGCTTCAGGAAGGAGCTGTGACAAGT\nTGCCCGGTTTGAAATCTCCTGCGTACATAATCACTGTAGCAGATATAATTGGAGCTAATT\nTCATATTTCCTGCATATCATATTGGAAAATTGAGCTGTCATATCTATTTAAAGGCTACAT\nGCCCAAGTGAGAACACCCAAGGCTTGTTTCTTTCAATACATTTGTGCAGGAGGATTTCTT\nCTCTCATGAACGTTGACTTGTACTAGAAGCCAAATTTGTCTAGTTGAGTGCACTTTGAAG\nTTTACATCTGCATTGTCTATGGAATTTAGAAAATGGACAGGGGACAAGCTGAGAAAGTAA\nAGTCATTTTTGAGCTGTCCTTTTCCATTAAAAATCCCTGCACTTCCAGAGCGTTTAAAAT\nTGTGGGTTATTGTAAGGCCAGTATGTTACACGTGGGTTCAAGTAGGTCTTGTTCATCTGC\nTATCTGTGTGTCCTCTCATACCTATGTAATCAAAGCATGGTTAATAGAAATGGTTGGGAG\nCCTGTCAGCCTGCCTTGGAGAGAAATTAAGCTATGTGCTATGAAAGTATACCCTAGAAGA\nTAGGAACCCTCAGCTGTGGCACTTATCAACCATCTAACCTGTCAACTTCTACATTCATGT\nCCTTTCCCTGTGGCTTTTTCTGACCTTGTTTGCATCTTGTGTGTTTTCACTAAAGAAGCT\nTGGCTGGGAGGAAGTGTGTGTGTGGGGGGGTGTCGCTAAGTGTACCCTTATACAAGTATG\nTAGGTTAGAGGACAACCTTGAATACTGTTCCTCATAATTGGTACTCATCCTATTTTTGAT\nACCATCATCTAGGTGCTTGCCCATTAGGCTGTGTTTCAACTGTTTAACCTGAGACCAAGG\nAGTATAGGAAATCATGTGTCCTGTAAGCAAGGTTTTTTTTTTTTTTTTTTTTTCCCTTCA\nGTGGAGCAAATTGCCCTCTTTCATTTATGCAGAATGGAAACTCTACATGGTAGAGTTTCC\nTCTGAAAGAGTTCTTCCTGAGAGTTCTCTAATCCTCAGAACCCATGCCCAGCCGGACCTC\nACAGAGCAGGGAATAGTCATTTGGAAACACTCGAAATGGTCTTTCCCCAGGCATTCCTCC\nCAAGTGTCCACATCTTAGGCTCTGGCTCTAGTTGAATGTTTCTAATGAATTCTCATAAGT\nTCTGGCATGGATGCTCCCTCAAACCAATACAGTGCGTTTACATGCATATCTCTGTGTGGA\nCCAAGAGGAAGAGAAGAACTGCACATAAACAATAGGATAGGATGGCCCCAGACAATGATT\nGACTTTGCTGGGCTGAGTGTAAAGCTGGAAGAATCCGCATAAATGACCAAGAAAGGGAAT\nCAAGGGGGCAGTTGAGTTCTTAGCTTATAAAGTTGTTTTGGCTTCAGTCATTCTGTCGGA\nGGCTAAGCGCTGTCTTCTGCCCTAGTTCCTATTCTTGCCGCTGTAATCAAGTGCGTGACC\nAAAGCATCTTACAGGGGGGTGGGGCACGGAGGGGAGGACGGGTCTGCTGTGGCTCATAGT\nTCAGAATGCACGTTCCTACACAGCAGCAGAGTGGAGAGCCAGTGGCAAATAGTTTAGTGT\nCTTCCAAAAATCGACACTTTCTGTTCCTTCGTGAATAAAGAATGCAGAATAGGTAAAGGA\nGATGAGTTAGTTGATAATGCCCTCAACAGGACATCTGGGGAATAATGCAGCGCTGTCATG\nTTTCCCTGTCCAGCCTGTGCTCATGTCTCATCCAAACTCCCAAGCCCTACACAGAAGCCT\nCACGTTTTCCAGGGCTAAGAGGGCTGAGCTCCATGCAAACTGGTTGCTCCAAACTTACTC\nACATTAAGTTCTCATTGGTAACTTTGGGGGATGGGAAATATCTAATCCTGAACATATTTA\nTTTGTAAAAGTTGGATTAAGAAGGTTGGTGCCTGGTGAGATAGCTTACTTGTAGCTTACG\nTGACAGGACCTGAGATTAATCCCCAAGAGCCATATTATCAACAAATCTAGGCCTGGGTGG\nTGTACATTGAATATATGTCTCCTATGGAATCCAATTAGTGTGGACCTTATTTGCATGTGT\nTTATAGCTGACCACCTAGGACTGGGGTCTCTCATCCCTGAAAAATCAAACATACAAAAGA\nAATCAGCTCTCTCTCCCTCAGCAGCCCCTGACTACCTATACCTCTTCATCTAGGAACAAG\nCCTTATGAAATTTTCCTCTGTCCATGTTGGCCTCTCAGCTGATGTGGTTGTCATGGGTCT\nTGTGTAGACAGCCATATTGACAGTTTAAGGGAGCAACACTCTGTCCTGTTCAGAAGGTAC\nTATCACACTTAGACTCTTTCAGCCCTCTCCTCCACAATGTCTCCTGGTCTTAAGTGTAGA\nTATTATGTTATAGATGTCCCATTCAGAGAGGAGTAACCCACTGAGATGTCCCATTTGGGG\nCTGATCACCCCACTGAGCCTTAAATGTAGGTGTTATGTTACAGAGCTGAGCACTCCACTT\nATTCTCTGCCATTTGGACCATTTGTGGATCAAAGATTATTTTAATAACCTGTCTCCATCT\nTCAAAGTCTAATTACGTTATTCCAGTTTCCACCTTTATTCCAATTTCCTTTTCCTCTTCT\nTCCTCCTTTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCT\nTCTTCTTCTTCCTCTTCCTCTTCCTCTTCCTCTTCCTCTTCCTCCTCCTCCTCCTCCTCC\nTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCTTCTTCTTCTTCTTCTTCTTCT\nTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTTTTCTTCTTCTTCC\nTCTTCCTCTTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCC\nTCCTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTTTATTGAT\nTCATGGAGAATGACTGTTTCCATGGGTGTATGTTTGTTTTGCATGGGTTGAGACCAGCAG\nCCTCCAGCAAAGGCCCAGGTACAATTAAGTCCTAGAGGGGTTGGTGGCAGCATAGAAAGT\nTCTAAAGTGTACATGCCACATATTACGAACCAAAGGAGGCAGCTGAGGTAGTTGTTTTAC\nTACTTCTTGTAAGATATGGATTTGATTGGCTTGCAACATTGAAACAGTATGTAGAAATGG\nATCCAGAAAGCCTCACTGTCTGGCAGGCTAGCAAATGCTTAGGTCCAAAGTGTATATCTA\nAAGTCATCCAACCAGTGATCCCCTGTAGTCTCCTTAGGTGCCTATGCATTGCTCTATTAA\nTAGTTCACGTCCCCATGGACAGTTCAAGCATTACAATTCAATTGACAACTGTAAATTACA\nATATAAATGCCATCAAATCAGTGGATGGCTCGCTGCCAAATTAAACCACCATGTTTGTAA\nTGGGACAGATCAGTTCCCAGTTTGAAAGTAATGGCTAGCAGAAAGCATTCAGTCCATTCC\nATGCAAATGTTCTTCAAACTTCAGCCAGTTCCTGGAGAGGGGCATATACTCTATCTAGAT\nAGGAAGCCAGTGGGAGATGTCATGAGCTAAAAGTCTAGTTCTGTCCTGAGTGAAAAAATG\nTATCGATTTAATTTTGTTATCTCTCCCTCCCTTTCTTCCTTGATCTCCCTTCCCCTCCCC\nCTTCCCTTCCCCTCCCCCTCCCGCTCTTGCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTC\nTCTCTCTCTCCCTACTGTGTCTTAAGATCTCTATGGCACCGGGCAGTGGTGGCACATGCC\nTTTAATCCCAGCACTTGGGAAGTTCCAGGACAGCCAGAGCTACACAGAGAAACCCTGTCT\nTGAAAAACCAAAAAAATTTAATAATAATAATAATAATAATAATAATAATAATAATAATAA\nTATCTATATTGCAGAGGGTGGTCTTGAACTTCTGGTCCTCCTGCCTCCACCTCCCAAATT\nTGGGGATTAAAAGGTGCCCAGTTTATACTGTTCTGTAGACCAATCCCAAGGCCTTGTACA\nAGGCAAACACTCTACCAACTGAACTAAATCACCAGCTTTAAGTCATGGGATTCTTTGAAA\nAGCAGACTTAATCAATCCCTTTAATTTTAACAGTCATTAAAAGTCACCCATTAAAGGTCA\nTGCACATCAATAAGAGGCTAGATGTCACCTATCTTGTATTGTTCACATACATACACACAT\nATTGCACATACACACACAAGCATGCATATTCATAGATACACAGCCATGTATACACACATA\nCGAGCATATACATGCCTGAATGTGTATACTCAGCACACATACAATTACAGTACGGTGTGT\nTGAAGTATATACAACCATGCATGCACACTTCATGACAGCAGCCATTGTGTATCTCCAGTG\nTTTCTTTAGGGTGAGCTGAACAAATACTGTTGCTCCAACCTGAGCAATTCCCACCGGAGA\nGGTGCAGAATGGGTGCCAAAGGGCCACCAAGCTGAGCTATGCAGACAGAGCTCCCTGAGT\nCGGTCCCCGCCCACCTCTCTTTTCCTGTTTTATTGGGGAAGGAGCAATATTTTCTTTGAG\nCACGGGGTTACCCTGGGGGTAGGCTGGCACTCTGTTTAGGAGAAGCTCTGCCTGTTCATG\nCTGAGAAGGAACTGGCCCAGGACAACAAAGAGTTGCAAGCCTACATTTCCATTCTAATTA\nGCATTTTCTTCACTTCGGGAGATTGTTACCCCAGGGAGCCTCATTAGCATAGTTTTGATG\nCCTCACCTGTACACAGGAACTCCTGTGGTGGTCTCTTCATTCCACATGCCTCTTACTCTC\nTAACTCTAAAATCCACAAGGCACACATACTGGCTCAATCTGTAGAGCCTGCCTGTCAGAC\nCAGAAGCCCTGGACAGTCTCTCACCAATTTCCTCACCAAGACTGCTTTTGGCAGAACCTT\nCCACTGGATTATGGCTTTGTTTACCTATCTTCCTTGGCTGAGTTGGACTGCATTATCTCA\nTCAAGATTCTCTTGCCAAGAGCCCACACACACCCTGCTTCATTATAATTTGACTCCGGAC\nATCACGAGTTAAAGCTGTAAGCTTGCAAGGAGCACTTCCTTCCACATTAGCCTTTCTTTT\nCCAAATAAATTCACTAGGTGGCAGTGAACAGCGAGGGAAAGAGCACTGCTTCTCAAAAGA\nGGCAAAAGCAAGGGGAGCTAAGCATATCTAATCTCGAATTCTAAAGAATCCTTTTAGGAG\nCTCTGATATACGTTGCTAATGGAAGCAGCTAGTCTCCATTAAATGATGAGATGCCAAGAT\nATAATGTCAAGTCTCTTCTCAGCACTCCACTGATCATTTTCAGACCAGCTGTGTTCATAT\nATTAAAGTTGTATGCATGTGTGTATGTGTGCATGTGTATGTATGTGTGCATGTGTGTGTA\nTGTATGTATGTATGTGTGCATTTATGTGTATATGTGTGTGCATGTATGTGTTTATTTGTG\nTATATGTGTGTATGTATGCATGTATATGTATGTATGTGTGTATATGTGTGTATGTATGTG\nTGTGTATTTATGTGTGTATGTGTGTATATGTACATGTATGTGTGTGTATATGTGTGCATG\nTGTATGTGTGTATGTGTTAATATTTATATGGGTATATGTCTATAAGTATGCATGTATATG\nCGTATATGTGTATGTTTGTGTATGTATGTATGTGTATGTATGTGTGTATATGTGTGTATT\nTATATGTGTATGTATGTGTATATATGTGTGTATAAGTATGCACGTATATGTATGTGTGTA\nTGTGTGTGTACATATGAGTGTGTCTATATGTGTGTGTATATGTGTATGTATCTGTGTATG\nCATGTGTGTGTAAGCATGCTCACGTGCATAGCACACTTTCTTTAGAAGACAGAGAAGCCT\nCATTATCAGATTAGAAATTTTAGGATTATTGTTTTATAGTTAATTCCTCCAGATGACCAT\nCATTTCAACTAACAGCCCCCATTTCTTCCTACTAAGCTCTGACTTCCCATTTGCTCAGCA\nGGTAAAGCTTAGAGTCCTAAGTGCCTCAGTGTGGAGAAGACTCTTATGTCTTAAGACACT\nGACTGAAACCTTAGTGCACGCGTCCTCTGAGTTCCCTGGGTTTTAACCTATAGGCACTTT\nGTTTGGTGGAGAAGAAAACAACTGTAAGCCAGCTAAGACAGCTTCCAGATGGTCTGAGCA\nTTGGTGTGTGCTGAGAGTTCCTTTGCACCAGACTCAGAACTGCCACCATTGTTATCCCAC\nCGCCTCCTTGTCCTGTGGTTTCCATCCTAGCGGAGATCCAGTGGATGCCATGCATGGAGT\nGATCTTTCCAGACAGGCATTTGACACCTTTTGTTGGTCATATTATCACTGGGACTCTGAC\nTGAATTCCACAGTTCTCAGGGCCGTGATTCACCCTATTGCCGGCTTTCTCCATACCCAGA\nCTCTGTCTTTGCAGTTCCCATGAATTTAAGTACTGTCTTGATGAGAAACTAACCCAACTA\nCTCCTGCTTTTCCTAACCACATAACCTCTGCGATACTTAGTCTTTGTTATCAGCCTGACT\nGGATTTAGAATTGCACAGAAGGTTAAAGTACACCTCTCCATGCATTGTGGAGGTCTCTCC\nAGAAAGTATGAACTCAGAGCAATGAAGCAACCCAAATGGAGGCAGCATATATACAGGAGC\nAGGTGGGGAAGGGGGTGAGCAGAAATAGAAAAAAGGAGAAGATGAGCCAAACACCAGTAC\nTCTCCCTTCTCATAGCTAGCAAGAAGTAAAAGAACAACATCAATTCCAAGCTCCAATCAC\nCACAATGTCTTAAACAAGGGTTTGGGCTAGGATATTGATTAGACCCTCTGAAACCATGAG\nCCAAAATAAACTATTCCTCCTTTAAATTGTTTCTGTTGGGTATTTGATCACAGTGACAAA\nAGAAAATGATGAGCACATACCCTCTGAGCTCTCAAGTTCTACACTGTATCCTAGGCTGGT\nCCTAAAATCTCATTTTCTAATGGCTGCCTCCCTCCCTCAATGCTGACTGTGTTCTCATGC\nACTATTGGGTATTGTTAACCTCTAAGTCCGTAATAGTGTCCAATTCCATGTTGAATTCCA\nCCCTTGTCCATGTGGAAACCATCCAATGATGATCACCATGAACACTCAGCTTTTTCTGAT\nGTCTAACTCAGTGAGCACTGATGATAGAGAGCTCTGTTGTACATACTGAGACACAGCTTA\nCAGCCTTCATATAGATCCAGGTTCTACCTTAGCATCTTCTCAATGCCAGCAGCAGCATCT\nTTCACAGCCATGCCCCACCTAGGATAGGAAGGCCTAGTTCTGTTGCAGCAAAGTCTTATG\nCATGGTTGTGCCCAGGGCATCAGAGTATCCAGCTCCATCATAACCAAGACCAGTTCCAAA\nGCAGTCGCCAGGCAGTGACATTGATTCAATAGAGAAAGTGAGTCTATGTGCTAAGTGGCT\nGCCAGCCTGGCTTGCAGTGTGAGCCTCCACCTGGTTACCTTCTATAACACAAAATAACAT\nATCAGAAACATAAAGGGAAATGAACTCAGCCTAGCTCCAGTGACAGGGTGGCAAGGTGAC\nCTGGAGATTGGGCAGATGAGAATATAAGCTACCCCTTGCTAAGTTGAACTCAAGCAATGT\nCAAGTTTCTCTCTATGGAATGCAAAGTTGGATCTTCCAGAATATCTGTGCTTCGGATGCC\nATGTTAATTATCCTGTAAAGGATGTAAAGGACTAGCTTGGGCTGTTAAGAGCACTCGTGA\nTTCCTCTTGGGAACTTAATACACACATAATAAATCTTGCTGAGGTAGCCAGACAGCAAAT\nGAGAAGAGGCCAAATATTTCCTAAGGAAAATGAAGACTCAACAAATCAGCTCAGGAAATA\nAATGTTAATGCAGACAATGAGATATTTTTATACAGCTACTGACTCCAAAGTAGTTGAAAT\nATTTTAAGGTTTATTTTTTCCTAGTGCTGTGTGGGAGGTATTTTTCTATGCTACACAAAC\nACACACACACACACACACACACACACACACACACACACACACACACACACTCACACACCC\nTTTAATGTACTTTTAAAGGGTAAAATCTCAGTTAAAGAAACTGGCTGTGCATGGTGCTAT\nGCCTGTAATTTAAGTACTTGGAAAGTTGGAGCAAGGAGGGGTGTGAGTTCAAAGCCAGTC\nTGTGAAATGAGGTCAGGGCTGGGGGTGGGGGGGCAGGACATGTCACACAAGGCTCACAAC\nCTGAGTTCTGTTCCCAGAACCTGTGGTGGAAGGGGAGATGCAGCTCTTAAAAACTGTCTT\nCTGTCTCCCACAAGCATGTCATGGAACACCCATATGGATGTGTACACACACACAGAGAGA\nCACACACACAGAGACACACACTCACACACACACAGAGACACACACACACACTCACACACA\nCACACACAGTGATGGAGATGATGATGATGATGATGATGATGATGATGACCACAATGGTGA\nTAAAATATTTTTAGAAGAGAGAGAAATAAAAAGAGAAAACTAAGATTAGTGGGCTCTGGA\nAAGAGGTGAAACTCCTCTTTTAAGACTTTGGGAATCTGTCCATTTTTAACTCTCTTTTCC\nTGAAATCCTGTTCACACTTTGCAGTTAAAGCAGGTTTGGTGCCATTTGCTGTCTCGCTGG\nTCTGTTCGATCGAAACCTCAGCTCAGCCACTTCAGTGTTAACTCTAATGGATACTTAATG\nTGGGCAATTCTTTTTAACAAAATCAGAAACTGGTATGGTTTACATATGTACTGGCCTGTC\nGGCTCCTGTGTTTGAACTCTAGCAATGAAGCTTAAAGAGGCTGGGGGGGGGGGTGCGGGG\nGGTGCTTAGGAAGTGTCCTTAGTTGGAGGAATGGGCTCATTGGGTATGGGAGTAGGTTTT\nGAAAGGTTATAGGCAGTGGGCTCACTTCTGAACCAAGCTCTCCACTTTCTGGTTTGTCGG\nGATGTGACAAGCCTTGAAGTCTTAAACACAGTCCTGTGGCTACACAGTGCCCCAGCCTCC\nATGCCTTCCTCACCATGATGAACTGTGTCCTCTTTAGCCATGAGCTCACAAACCCTTCCT\nCCCTCAAGCCATATCCATCATGCCTGCTATTCAGTCACAGTAATGAGAAGAGTAATATAA\nAAAGCTTGAGAATTCTCACCAACCAAAAGATGTATCTCGAGGCACTGAGCCCAGCCTATG\nGAGTTCACTAGTCACAGTTATAAAGTTAAAAGATTTAAAGTACTTGAGATACCTCATTGG\nCAAGTTGATTCCCTTGCTAATAAGGACCTTTGATCTCTAAACAATTGCAGATGCTTCAGG\nTGACACACCAAATTCTAACCCCATTCCATTTCCCTCGACCAGAGTCTACGATTTCTGACT\nGAGTCCTTCTCAGGTCCACTGTACCTTCCCCAGGCCATGTGCCCATACCACGTGTATGTC\nACCAACATACAGACAGTGGTGGTGTTCTCAGGTTCTCAGCCTCCCACCCGTGTGTGTGTG\nTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTATGTGTGTGTGCCCCTTCCTCCT\nGAGGATTCTGCCGTAGCAGTGAAACACGCATCCACTAGGCTACCAAGCACTTCTCTCTCG\nGCCATGTTCTTCCCATCTTGTGTGAGGCGGAGCTATAGGAAGTGTGACTTGCTCATGATC\nTATGACCAGCACAAATATTCTGTCTTGGTGATCCTGTAGCTTCCAGGTCTCAGGCAGAAA\nTAAGAATATCTTTTAGACAAAACATCAGCTTGGAGCCTCTCCGCCAGTCACTATTCAGAG\nGGTTTTTCCTCCCCAGTCATCCTTAGGTCTCTGCTATAAATACTCTCCCTGCTGCCAGCA\nACACGTTACTATTTTATACTTACTGTGTGTGCCACACAGTCACAGTGCCACCCACTCCAG\nAGACATTTCTGCTCTTCTCTTCCTCCCTGAGAATGTCACCTTCGCTCTCCCAGGGAATAA\nCTGGACTTACTCACGTGGAAGAGTACAAGTCTCACAAAGCAATGTATGCCCAGGGGCTGA\nATTTATGGACTTAGAAAGATAGCACAAAACACGTTCTAGAAAATACCTGTGTATCTGACC\nTATGAGCCCTGGCTCTCTGCCATAGGCTGGTCCCATCCAGTCAGTGCACACTATGGCCAA\nTGGCTCCCCTCAAGCGGCAAAGGAGAGATTTTCCCACAAGGGAAAACATTCCAGTAAAAC\nTATACCTTCTTGGTTTTAATGGTTAAAAAGGGTGAATTTTTTTCCACCCTCAATAAATAA\nAGTGTTTTGAGGCCAAGACTCTCGGGAGATAATCATTATAAAAGCTGCCACAGAAACTAG\nCATGTTTGAAAACACAGAATGAAGCTGGCCTGATTCCCAGCACTCTGGGGAAGAAGATGG\nGGGGAGAAGGCCTTTGTTCTCCTACAGCAGGTGACAGCACACCGCTGGACTCGCCAGTCC\nTGTGTGGGAAATGGTGCTGATAAGCCGCCTCATGTTGTGCATGCATGGGGCTAGCTGCCC\nAGACCAATGAAGAACAGTTGGACAATGGATGGGAAGCTGGCCAGCAGCAATCACATTAGA\nTACCCTTCCCTCCCCCGTGGAAATACCCTTTGAGAGCCAGCAGCAGATCCTGTGGGAAGA\nAGATGACACTGGGAGCCAACTGTGACAGGAAGATCAGCTGTGAGAGGAAAGAGATTTCAA\nGTTCTAGGGGCACTCCAAGAAAGTGGCTTTGAAGAGGTGGTGACAAGACTATAGGGGTTA\nAGGGGATGAGTCCCCACCACCTTCTTTCTCAACTAGGATTTCCTTACAGGTCTGTGATAG\nAGAAGACCTCTAATCCACCTTGCCTTTGATACCAATGTATCAATGACGGGGGCCCCGCCC\nTCCGCCGCCTCTGCGCCGTGTATTATCTTCCTAAGTGAACCATGAGGGCTGAGATAGCGG\nTGTTTGCTATAAGAAGCCTCCCTTCCCCCTGTGTTATTTTCATGGAACCTCCTAACAGCA\nGACCTGAACTGAAGGTTAGCGTAGCAGTGCTCAGAGGCAAGACATCATGAAGGAGGATGT\nAAAAAGAAGTTGTGTAAGGTGTGGGGTCAGATGAAGCCCTGGGGAGCTACTGAGAGTAGT\nTCCAGAATTAAATAGAAACCCAGGATTCCACAATCCCAACAGGAAAGAAACAGTCAGCAT\nGTTGAGACAGAAGCAAGCCCCCCCCCCCACACACACACACATACACATACACACACCTAC\nAGTGGTCTTCATGAGCCAAACAGCTGAGCCCAAAGACAGATCCTAGAAGACACATGAGCA\nCAGCGCAAAGAGAATCTGGGGGATGGGCAGGCTGAAAGAGGTGAGCAAGGTCGGGCACAC\nTTCAGAGTGACTGTCTCATTCATTGGGATCCCTCCTCTGCTCAGTGACATTGTCAGGCAG\nATGACACAAAGCCAGGCAGAATGGGTAATCTGCTGGTGACAGAATGAACCTCTAGAGGGA\nACTGCTGCAGGCTGGAAGGGCAGAGTGAGCAGGAGAGAGGAGAGATGTATGCATTTTCAG\nCTGCTAGGAAACAGCACCAAGGACTTCACTGACAATAAGCCCTGTGGTGTCCACACACAG\nCTGAAACCATTAAAAAGACCAATGCTCTCTAGCTCTGAGCACGAAGCTATCAGCTTACGA\nTCAGGACAGGAAGAAGATCTTATCATAAGCATCTTGTAGAGAGTCACATGGCTGAGCTGG\nGGAGATGGCTCAGTTAGTGAAGTGCTTGCCATGGAAGCTCCAGGAGCCGAGTTCAATTTC\nCAGTTCCCATGGAAAGGGCTGGGAGTGATAGCATTTGTCTGTAATCCCAGCTCAGAGGAG\nACAGAGATAAGAGGGTCGCAGGGGCTTGATGGAAGCCAGTCTAGCCATTCAGGGAGCTCC\nAGATTCAGTGAGAAAGCCCGATGCCCAGGAGTAAGATAGAGACCCATAAAGGAAGAACTC\nAGTGATGGCCTCAGATCCTGCATGCACATTTCTACACACGTATATGCATCAACCCAGATG\nTGTGTGTGCAGAGGAACATGTGCATCTATCCAGATGTGTGTGTGCACATCAACATGTACA\nCACACAAAGAAGTAAGACAGGTCACTCTGCTCTTGTCACTGTGCTAAGGACTATTGTGTT\nTAGAGAAGAAAATTTGAATTTTATTGGAATGGAGCTGAAAGTATTTGTCCAGAAAAAAAA\nAAAAAAAGACAAGAAAGATGTTGATAACTTTCTTCAGATATGCAAAGAAATCTCATATGA\nTAAAAGGAGTGAGGCTGGGGAGGGAAGATCTGCAGAGAGGAAACTGCATTCAAGTTCTTG\nACCTTCCCCATCATTAAAATGTTCCAAAACCCACTATTTTCCCAGAAGCCGAGCAGGATG\nCTGCCTTCCTTACCACCCAGGTGCTAATGCAAGAGCCAGCAACTGTAAAGGGGGCTCGAG\nCATCCATCAGAGTGCCATATCTTCCTCTCTCTGCCAAGGGGTGTGGTGTGCATCACAAGG\nCAACCCAGAATGGATAAATAGATGATAGGTAGTCAGACAGGAAGTTCAGGCAGAGGACAT\nCTTGATCTGTTTCCTCGTGCTGTAGTAGACTACCTGAGGCTGAGTTATTTACAAAACGAG\nCTTCATTATATTTGACCCATGGTGGAAATCAGAAAGGAATTAAAGACATAATAAAGTGAA\nGTTACAGCAAGAAGGGCATGGGTAGGGGAGCTTATATTTGTAACGACCCATTCTAGTGAT\nAACAGACTCCATCCCCAAGAGAAAGGAAGCAAGCCACTCAAAATGCTCCAGCTGTGTAAG\nTCTGCCCTTAGGTCTGCCTCTCAGCCTGCCGGACCAGCAGAGGTCAGGGTAAGTTTCAGA\nAGAGACAAACTATACTAAGACCAAAGCTGGAGAGATACGTAAACAAATGACAGATATATG\nGATGGATGCAGGACACAGGATCTAATAGAAATAAATAAACAGAACCCAGCCAGGTGGCTC\nAGGGGCTAGAGGCACTTGTGAGCAGGCCTGAAACCTGGTCCCTATATTCATATTCACTCC\nCTCTCGCTCTGACACTCACACCCATACAAACACACACACAGATAAATAAATGCATATTTT\nCTTAAAAGTCTATCATGACTAGCCTAGGAAGACAAGTGACTTAGGACTTAGCTATATTGC\nATTGGGTCCAGGGCTAACCAAGGCACACTTTCTACTCGCAGAACGGGCAGGCCTGAGTCC\nTGAACAGAGATGTATACACTTACATAATGTGACTTCCAAACACCCAGCTGTGATTGGTTT\nGTTCAGTCTTTGATTTCCCTTTTCAATCACCTCAGCAAATCTCTCCACGGGGACTAAATT\nACTTTCCCCTTTCATAGATAAGGTCATTAGAGTACGGGAAAGTCAGAGGAATTTGCATCC\nCAGACGGTCAGCCTCCATAGCTGCTATTGTCCTCCCAGATACCAAGGGGACTTTATAAAT\nATAAAGGGATCCTGTTTGCCCCCTTGTAAATAGCAAATAACCCCCACCTCCCCTTTGAGG\nTACAACAGAAGCTATGGTAACAGTCTCCTTCAAAGATAACTCTTAGTCTCTGTTTCCTCC\nTCCATTTTAGTGATGTAGCCTAGGTAGTACTGTCGTTTAGATTAGCTATTAGTTGCAAGT\nGACTTTGAAATCTATGTGGTATATAGACAAATCAAATATGGCCATATCTGGGTGAAAGGG\nCTTTATGCTTTGATGCCTGTTTCTCATGGAGGTAAACTGAGGTCAGTGAGCCATGGCAGC\nTGTTTGTGCTAACAGACTTGTCCATTCTGGATTCTACCAAGAACCAGTTTACTGAACACA\nTCAGTCCACGTGGAATTGCTATCAATGAAAAGAAAACTGAAGAAGCCCAAATAGTAACAA\nTAGCAGACTGTAGTTGTGCAAACGGATGCGATGGTCTGCTGTCTCGTTCTATCCTTACTT\nCAACATCTGACCCCAATTCGAGTAAGACATGTTGTACATCTCAGAGTATCTCTCACCCCA\nAACTACATGCCTACTCCAAACCAACCGCTTCCGATTTGCCTTCAATTTTCCCAGCATTAA\nCACCAAAATTCCCAAGCCCAGAGGAGCCCCCTCAGTCTCAGGCAAACAAGAATGGTTTAT\nTCCCAGCATTCACACACCATAAGCATCTGGAGTCATAGTCACATTGTTCTGAAGCTGGCA\nGAAGCAGAAACCTCCACACTCCAACTAAGATATCAAGAAGCTGAGCTTAAAGTGGCGGAG\nTCCTTTACCTCCCGGCGGCAAACTGGCAGAGGCAAGCCTGTGTTCTTCCACACTCAGACA\nAGTCAGCAATGACAGCTTTTGTTTTATTTTTAGAGATGGGGAGGGGGTCTTGCTATGTAG\nCCCAGGCTAGCCTTAAACTCTCTATTCTCCTGCCTCAGCCTCTCAAGTGTTGGGATCACA\nGGAGTGGACCACCAATTCAGGTAATAGGTGTTTGTCTCCGTTGGTGCTCGCTTGTGGTTT\nTAAGGAAGCATACACATCTATATAAGCTCTCAAGGGGGATCCATGAGTAAAGGAATTTGC\nAGATAAGCTTTCTTTGCCATGTTAAGACAACTAAATAACTTTTCTCAAGAAAAGGGGGGG\nGGGGAGACAAGAAAAAAAATCAATCCTTTAGATCATTGTTGAAAGCAGCCATGTTCCTAT\nGAGCTGAATATGAAGAGAATTTATAATAAAATCCTCCCTAACTACAGATTCTCCCAAATG\nCTCTCAGGTCGAGATAACCCTTTCTTCCCTTTATGAAGCAGAAAATATAAATCAGGTACT\nGCAGTTTGAGCCTGGGTCCTTGCACACGCATACTGATACACACTTTACCACGGACCTATA\nCCCAAACCCCTTTGTTGGTTGCTGCATTTGAGACAGGACGTTGTTCTGTAAGTTTTTCAG\nGCAGGCTTTAAATTTGTGATCCTCTTCTTCAAGCCCCATGTAGCTGGGATTTCAGGTGCA\nAACCACCAGCCCTTGCTAAGCTGCAAGTCATTAAAAACTAATTTCTCTTAAGAATAAGTT\nTTTCCGTAACACATGTTGAAAATGCATGAAAATTCAATCATCAATCCAATGGACTTGCTA\nTTCATATTAATGAATTTTGAGGCACTGTTAGAAGCTGAGTTATCACAGCTGACCACATGT\nTCTCTCTGTAAGGACAACAGAAGCTAATACAGTGCAAAGATACTTTTGTTTCCAGGATTC\nAAAACCACAATGAGCTTTGTGTTCGGCCCTTGATTAAACAAACAATTAATCAGCATTTCC\nATCCCCGTTTACCTAATTAGGTTTTCTTCTTTGCAAATAAGACAGGGTCACATGTCATTT\nTGATTTATTTCCATTTCTACCAGTGTAAATACAAATGTACCACAACATGACCTGTGGAAG\nATGAAGGCCTGTGATTTGAAATAGGAAGGAGAGGGTCAGGAAGGCTGAGGCACAGTGGAC\nTTGTCATAGAATATATTAAGGTCGAAGGCAGAGGATTTGGAAACAATAACACAACATAAA\nATAAAGGGAGCCTCGGTGCTAATGAAAAGATCAACACTCTTGCATGCTGGCTGTGGTCCA\nAAAAAGTGCAAAAGCTCAGAGCTGTGAAATGAATGGATTCCTCGCGCTGCAGCGGAACAG\nTTAATGCAAATTCCTCCAGGTTCATGAATCGCATTTGGGATCAGGCAGATGGTCCATCCC\nCAAAACCACGACTCCACCAATTTCACAGAGAGCAGGTTTTCACAGGACAGTGAGCACAAA\nTGAAGAGATGGAGAGAGAGAGATAGCTACCCACAGCTCACTCTGTTCCGCTGGCTGCTAT\nGTTTCCTGTGCCATTGTGTGAGGCAGTCTGTCTTCCCAGCATTCCCAGGGGCACAGAGTT\nGCAAGGCAAGGGTGAGCTTCTGAGACCTGTTAAGTCTCTCTGCCTTTCTGAGGTTTTCTG\nATAAGGAAGTCTGTCCCCTGTGAAGTGCCAGAGCCTCGGGCAGAGGGTGTTGAGTGATCG\nCATGAGGCTCTTGGTTGTACTGGGTTCCTTGCACACACCATCTGCTTTGGTGTCGTGACA\nCTAAGAGGGAAAACAAACAGCAGCATGGGTGGAGCCAGGATTCAGCTGCTTCTCTCTGTT\nACTACATCACAGCTTTATCATCTCAAGATAGAAGTTTTCTTTTACTAAGTTTTTCAGAGA\nTGTAAAGGTATTTGCTGATCCACAGACAGATGGTGGAGTGATTAATAAAGTTGAGGAGAA\nTCAATTAGTTTTTAAAAAAATACTCTTTTACAGCCTTTCCAGAAGATTTTATGTTCTGCA\nTGTATGGGAGGTCAATAGATCCGAGAGTAACTGCCTTTGAAAGGATGAGTTGTGCTAGGT\nGTGGTGCTTATGCCCAACTCTACAGGTCAAGGCTGTAGGCTTCCAAGTTCCAGGTCAACC\nTAGGCTATATAGTGAAATTCTGTTAGGAAAGGGGAAAAATGTAAGGAAAGAAGGAAGTGG\nGGAGGAAGGAGACAGGAAGGGAGGAGGAAGGGAGGAGGAAGAGAGGGAGGAAGGAGGCAA\nAGAGGAAGGGAGGGAGGAAAGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAG\nGAAGGAAGGAAGGAAGAAGGGAAGGAAAAGATATTTGTAACAAATATCAAATAACAAAGA\nGGAGAAGGCATGCCACACTGGGTAAGAATGCCTGGGAACAGTAGGTTAGGAGGAAGGAGG\nGTTAGGAGGTAGAAGGTAAGGATCAGATGGGAGCCAAAGCCTTCATGGGAATTTTCATGG\nGAAGAGATGAGAAGCAGTGTAAGCTACCGTTCTAGCCCAGAGTTAGGCGCTTGCAGAATT\nTGGTGAGCTCTGGGCTACAGGGTAGACCATTGTTCTGTGATATTCAACCCTGTGGTGATT\nTGCAGTAGGGGACAGTATCTCAGACTACAGTTGCTAAAGAAGTCATGTAGAAGAATTGAG\nTCTGAATTATTGGTTTGCACATCAGGGACATTCAAGGCAAGTCATCAGCTGTGAGAATTA\nGCCAGCAGTATAACAGGCCTTCTCTCTTCTAGCCCTTGTAACTCTGATGTGCCGGGCACC\nTGGAAATACAGAAAATAAAAGACATGGTCAGGATAGGAGGGTATAAGATCACTCTGCCCC\nTGCCTTTATACGCTCTGTCATGGTGACCCAAGCAGAAGCCGTGACTAGAAACATTTTGTT\nTGGTTGGTTTTGGTTTTTCGAGACAGGGTTTCTCTGTGTAGCCCTGGATATCCTGGAACT\nCACTCTGTAGACCAGGCTGGCCTCGAACTCAGAAATCCACCTGCCTTTGTCTTCCAAGTG\nCTGGGATTAAAGACGTGTGCCACCATTGCCCAGCGACTAGAAACATTTTTAATGGGGCAA\nTTTTGCTACTGTCTGAAGTAGACTGCGTATCTGTTATAAGCCATGGGCTCAACCACAAGC\nTCCTCTGTGAACAGCCTCTCATCAGGGCGACACTTTCTTATACATTCAGAAGTCGGAGCT\nGGTTACCTACCTTCTGATTTGATGCAGTTTGGTTTTCCTGTCTCTAGAATGAAATTGACC\nCTCCATCCTAAGTTTGGAAGAATATTTTGTCACTGTGTCAATGAGTGGATAAAGATGTTA\nACTGCCTTCCGAGTACTCTGTGGAACACCGTCTTTTCAAGCATGGCCACCTTCACTAAAA\nTTATTAAAGTTGCTCGACACAAGGGCACTAGAGAATCTGTCTTTAGAGAAGGTTTCAGTA\nGTCTGAGTCCTAGCTAGCTCTTTTCTTCAATCTCTCTTCCCCCTCCCTCTCCCCTTCTCT\nCTTCCCTTCCCCTCTCTCTCCCCTTTCCCTCCACCTCTTCCTCTCTCTCCCCCTTCCCCT\nCCCTACCCCCCTCTCTCTGTACGTGAGTGTGTGTGTGTGATGTTCATGTGGGAAGGAAGG\nGTTATTTACCAGTGCATATATGAAACTCAGAGGACAGACTGTGGTTTTGATCCTCGCATT\nCCACACATTAGAAGCAGGGTCTCTTTGTTGTTTCTTGCTGCCTATGCCAGGCTGGCTGGC\nCAATTTGTGCTTCTAGGGCAGCAGTTCTCAACCTGTGGGTTATGACCTAACTTAGGATCA\nTATATCAGATATTCCTGTATATCAGGTATTTATATTATGGTTCATAACAGTTATAAAGTA\nGCAAGAAAATTATTTTACATTTGGAGGGTCACAACATGAGGTACTGTGTCAAAGAGTAGA\nAGCATCAGGAAGGCTGGGAACCTTTGGTCTAGGGTCTCTCCTATGTCTGGCTTCCCTGTC\nATTATATGCATACTGGGATTATCGGCAGGCTTCCATTGGGGGATCCAAATTCAGGTCCTT\nATACTTGTGTAGAAAGTACTTCACCCACTACACCATCTTCCCAAACCTCCAGCTGTCTCT\nCACACGTTCCCAGGCCATGATTGATGAGAGCCCTATCTTGGAACTTGAGCCTGTATCTGA\nTTCTGTGGTTGGAGAAAGGACTTTGCAGCCAGGTAGACCTAACTTCAAACCTTCCCTTCA\nCTTCTTAGTTGAATCTGTATGGTGGATAAAACTACTAAACTTAGAATCTAGGAGCTTTGT\nTTCAATAAACTGAGATATTATCTGTCTTTTCCAGTATATGATTATTAGTCTATACTATGT\nATAAGGCACTCTGCTAGTTACTGACTTTGTGCTAGGTCACATTCATAGCTATTCTTCACC\nATATGTGGCTCCTTGGTCACAGGCTGGAAACTCTGTCATTTATTTGTTTAGACAGTGTCT\nTTCTGTGTAGGCCAGGCTGGCCATCAACTTCCAATCCTTTGATTTCAGTCTCCTGAGCGC\nTAGGGTTACAGTACTCACTTAGATCTCTTTGTCAGACCTTTGCTGCACACTGAACATCGT\nTAACCGTCAAAACCACCTGTGGCTTATGAATGCCTGTAACCATCATCAGTAGATCTGAAA\nATGTTATAGGATGGGTGGTTAATAGAGTCAATTTATGGACTTCCAGACATTCTCTTTTCA\nTTTGGGAACACCATGCACACCCTAGCTCAGATGTACTTCAGTTTCAAAGAACCCCTCCCC\nAACCATCGTTAGCCCTGAGGTCTCTGTTCCACCTTGCCACAGCTGAGGTTGCACTGAAAC\nAGAGACCAAGGCCATGGGTTGCAAAACTCTGTGTAAGCCATAGCATGGATGAGGTAGTCC\nATCAAGCATGGCCTCCCAACATGTGTCACCTATCCTCCACTGTCCCAGGGTGTGACTTCT\nAGCTACTCTTAGGAAAGAAAAGTCAAGTCCCATCGAAAACTACCGCTGTTCTCTGGGGGC\nTATCACACAGCCGTTGCAGAGCCTCCACCTGCTATATCAGCAGAAATATCCTCAAGAGGA\nTCTGTGTCCTTAACAATTCGGAGAAAATCTCCGGGACATATGGTCTGAATGAAGACAAAT\nATAACTTAAAAATCACGTGTTGACCGGTTTAAGGCAGTGGAAGGTGGAAACTTGGAGACT\nGATTTTTGCCCTGGAAATTTTGTTGTGTGCCATCCCCTCTGAGCCCGAGGAGCCTGAGGC\nTTGCCTTCTGGGAGCACTCCAGTACGAGGAAACTATATTGAGTAACTAGTCTTATGTGGT\nAGATGCTGCTTGCTAGTTCACAGCTCCTATCTATTTGTGTTGCTATTGTATAATTACACT\nTTGACATTCCCCATGTAACTGAACTTGCTCCTGAATTGTAAGTTATCTTCAACACCTCCT\nGTGAAGACACATGACTGACATTTTAAATGCAAGTTAAGATCCTTGCTGGGCCAGCAATGG\nTGCTACTCAATCTACCACCGTATAGTGTCAACCCTTCAAAAGATCTCCATCGATGGTGTC\nTCTTCTGCCTATATTTACCTGTCTGTCTCTCCAGATAGATGTTTGCAACAACACCACCCC\nCCGAAGACCTTACAGTCCCCTGGAGCCTGAGCAATTCATTGACTTTAATCCAGCCACCCA\nATATGACAAGAGATAACTGTCTCCTGAGCTCACATTTGCTTCTAATGACCCTGTCCCCTT\nCACTACATGCCTGGATGGAAGGAAGCCTACATCAGAAACCACTTCAACACAGTCCAAACC\nTAACTACTGTGGTTTCAAAGGTCACAGGGAGGTTACTAAAAACAAATTTGATAGCTCAGA\nAGGCCTCCGACTGGGAAAAGCCCTATAAACTTAATGGCACTTATGAATTTATGGGCTATT\nGTTACTAAATGAGTCATCTTTATACAAAAAGAAGCAAGGAACTGTGATTTTATTAGGGTG\nATACGACAGTCTCGGTTTACAGAGATGACTATAACCTATAAGTCTAAGTGGCTTGTGTCC\nCCAGAAATTGCCCTCTTCTACAAAGTAAGGTGTCTTTCTTTTCTCCAAATATCTGTGCCG\nCTCACTTAACCCATTTATCTCATTAAGATCAGTTCCCGACTGTGATAGGACAAAGTCTGG\nAAAACTGGTAGGAAGGCAACTCCATGGATTAGAAAGATGCTGTCCAATACTGACCAGCAA\nTGTCCCTTTCTGGTGCATCTTCCTGCAGGCTCAAACTGAAGCCGAGCACCCTGCTTCCTC\nAGCTGCAAACACGGAGAGGCTGGGATTGGTGGACGATGCCCTTGGTGGGATTGCACTTTT\nGCCCAGGCTTTTAAAGTCCATCTGGCTCAATAAAAGGTTGGCAAACAGCCCCTTGCCGAG\nAGGAATTCAGTTAGCCTACCCCATGCAGTAACTTATCCGGAGGCAAAAACCAAGATGCCA\nACAGAAGATGGCTCCCTGCTTGTCAGATTGCTGCTCCCTGGGAACTAGTTAAGTTGGGGT\nGTGGAGGCACTACAGGGCTCCCATCAACACAGGTAGAGTTCTCTTTCTTGAGTAATCTGT\nACTTTAGCAGCCTAGTTTTGTGTGCGCGCGCATGTACATGCATGCATGCATGTGTGTGTG\nTATAAATATTGGACAAATAAGAGGGGAAGGAGGTATGCGGACCTGGCATTTCTTTAGACA\nGTAAGTGAAGTCTCTTTCTAGGTGAGCCAGGGCATCATCATGAGTGACTGCATTTGACAT\nATAACTTGTCGCAGCCATCTCTTCTGTCCAGACCTAGGCCCGGCTGGCGCAGAGGTCATG\nCTCCCTGAGACCGCCCCCAAAGCACTGACAAGCTTGGCTTCTTCCTCCTACTTGAAGCAG\nCCATGCTATATTCTATGCCAAGCAGGCAGGACCCAGGGAACGATCACAATGCATTCCTCA\nCCCTTTGGAATGGACAATACATGCCTCATAGTCTCGGACACAGGGCCAAGGTCTCGCCTC\nTCTCTCTTTTTACCCAAACAAGCTTTTCTACCTGGTTCCCTCCCCATGTCCATGTCTGTT\nTCTCCATATTACTGGATGGAAGTCTAACAGGTGAGCATACCCACCATGGAGACTGGTTTG\nAACTTCTCTCTGGACTTTGGCAAACATATGTAGCTTCCTTGAGACCCAATTTCTTCATCT\nATCTGTCTTATAGATGTCGCATCCCCACTGTGCCTGTTATGAAAAATGTGAAATGTCCCC\nAAGGGGCTTCTGTGTGTGAAAATTTGTTCTCTAGCAAAGGGGTGTGGCTTGAGAGGTTTT\nAGGAAGCGGGAGAAGGCAGACCCCTGGAAACAGGATCTTAGAGGTATCTAATCCCCATCT\nCTTCCAGTCATGGTCTTTGTTTCCTGGCCTGCCACGATATGAACAGCCTGCTGAGTGGCC\nCAACCACAGTGGTGTCCCCACCACCATGCCTTCCTTGTCCCTGTGGACTAAAATAAATTG\nAAAGCATGAACCAGAGTCAAGCCTCCCTTTCTGGGGTTATTTCTCAGGCCTCAGCAACAA\nTGAAAATAACACATAAAATACCTTATCAGCTAAAGCTGTGGGCGTGAATGTTTACACGGA\nTGGTAAATTGTATGTAGTATAATTTGTGCAGTAGAGCATCTGTTACAGAATAGGTGTGTA\nATAAAGTATTATTGAGAGAGGCCATTTTCACCCTGATGATGATGTAGCATGTGAGGCAGA\nACCTAAAGGTCTTTTGGGAGTGATGGCAACAATCTCTTTTATCTCAGATGTCTTTGGTTA\nGGTCCTGAGAACACTGAAGATCAATGTTAGATTTGAAACAAAGGTGGAAGGCCTTGAATA\nTGTTCTCCATTAGAAGATCAGGATGGTTCTTATCCCTATAGTTCCCCTGAAAACAAGACA\nGAATGGCCCTTTAGAGCTTCCTTAATGCTAGGATACCACAGTAATAGCTCTAATAATGTT\nACAGCCTGAGGTGTACTCAGCTTTCAGCTGAGCAAATGGTAGAAACTAAACCCATGGCCG\nGTATTATCTGTTTATTATAAGTACTCATTTATGAAAGTGGTCTCTTGCGATGAGATGTTG\nTCTGCTTTGGACACCTCACCAAAGAGTCTTGAATCCTCGAAGCCCAGGTGATCATCATGT\nGGACTGAAGCTGAAACTATTCACTGTTGTGTAATATTGTTCTCAAATGGAATCACTTTAT\nAAAACCCTTCTCACCTTCTTTCCATGCCTAGTCCCCAATCACATGTGTGTGAGTGCCCCA\nGAGCTAACACCCACCATCTAGCATGTGTGTCCCAGGGTGAAGCAGTGACACTATTCAAGA\nAGGATTGAGACTATTTGAGAATGAGGCCCTTTATCAGTCTTTCAGAAGGCTCAATTTAGC\nATTTATGGTTCAATTATGCATTCCTCTGGGAAATATCCATAAAACCTGAATTCAGTCAGG\nTCTGCTTCTCTTTGTGTCTGCTTCTAAAAATTAATGCATTCATCAAGCCATAACAAGAGG\nCTGCTCTGCTCCACATGAAGCATGTCTCACAAGATGCAACACCAAATTACCATGCAGTAA\nTGGACCTCTCTGTACTGACACAATGACCCACAGACACAAGAGTGAGGAAAAGACTCTGCC\nCAGAGCAAGGGGTACAGACAGTGACACTTTGTTGAGTGTGGTAATTACGACTGTAAACAG\nATGCAGTGCACATGCAGAACTTAGAGAAACCCCTCACATGCATTACTCCCTGTGAGTCGT\nATAAGAACCCCAAGAGATTGGCAAAGTCAGCATTATTATTGTTCTCATTAGTTATTGTTT\nTCTCAATGGTTCAGCTTGCCTGTTAACGTGAGTGGATTTAGAATCAGTTAGATTAATAAA\nGGATACAGTTGGATGGATCTATGGAGAGGTTTCCAGAAACTATTAACTAATAAGGGAAGC\nTCTGCTCTGCCTGTGGGTGTCATTGTCCCATGGGCTGGCAACAAAGAGCGTTGGGGAGGA\nAGCCCAGGCACTCAGTACTTTATATGCGTCCTGACAGTCATGTGGTGGGTGGTTTTTCTC\nCATGTGCCCTCGTGGCCATGGTGGTTTGGAAGCTCTGTAACCACAACATAGGTATATCTA\nTCCCTTCCCTACTTTGTTCATATCAGGTATTTTGTCACAAGGATGAAATATTAGATTAAC\nATAATTATAACTGATTGTCCCAAACATCCTTACATATGCTCTCCTCTCAAAGTTTCCATT\nAGCATTGAGGGAGTTAAAAAAGGACCTGAACTCCAGTCATCAAATTTAGATCCTAGTGCC\nAATCATAATCTGCCCCTAAACCCTAATGTTAGAACCCTGAAAGGTTAAACCCCTTAACGT\nCTGAAAGTCCCCCCAAATCACAATCCCCAAATACTGAAATGCCAAGTGTTGAAATATCAG\nACAGCATGTTCATGAAAACGAGAGTTTATGTTGGAAATGGTTGTCTAAGCAGATTGGGGG\nTGGGGGGCAAACCCTGGAGAAGGGACCAGTGTGTGATAATGCTCTGGGGCTGACAATTAC\nATCTTGTTGGTAACACATATCTAGAAGGCTGGAAAACAACCATTCTTAGAGTACTAATTC\nACTTTACACATTTTTTGTTGTTGTTGAAAATTTGATTGGGTCAAAGGTGATCACCCAAGA\nAGTCACTAAGTGTACAATAGTGTTCATGTGCAGAAAGATATTGAGACCTCCCCAGTAAAT\nAGGGAGAAGGTGCCATTGCTTTTTTTTTTTTTTTTTTTTTTATGTTTGCCTTTGTGAAAG\nATAAAAATTCTTAAGATCTGGTGCTGGAGAGATGGCTCAATGGTAAAGAGCTCTTTCAGA\nGGGTCTAGGTTGAGTTCACAGTACCATGTTGAGATCACAACTTCCTATTATCTCCAGCTG\nTAGGGGATGCAGTGCCCACTTCTTGCACTCATATGTGCGCACACAAGCACACATGAGCAC\nACACACACACACACACACACACACACACAAATATATCCATTATTTTAAAAATAAAATAAA\nTTTAAAAAAAACTTGCAAGATCTCAGCTCTCTTACACTATGAAGGCTGTAGTAGCTTACA\nGGCATGAGAAATATGTCCTCATAGAACAATATATATATATATATATATGTACGTATATAT\nATGTATGTATGTATATATACATATATATACATATTGTGTATTTATTCTTTTAAGTTTTAT\nTTTATGCGTGTGACTATCTTGCATTCATGCAAGCATGTGTACCATATATGTTCCTGGTAC\nCCTCAAAGGTCAGAAGAGGGTGTTAGATGTCCTGGAACTGAAGTTATCGGTAGCCCTGAG\nCTGCCATGTTAGTACTGGGAAGCAAAACTGAGGCCTCTGCAAGAGCAGCCAGTGGTCTTC\nATGGCTGAGCCATTTCTCCAGCCTCTGTTGTATAGTTCAAAGTAATGAAAAGAAGGGCTC\nTCTAATGCTTCACTACAAAGAAACAATAAATAGATGTTGATTTGATCGTTATATAATGGA\nTACATATCACAGTGTGCCCTATAAATTTGCTCAGTTACTACTTACTGACTAATAATAAAA\nTTTTCAAAACCTCAAAAAATAATTTAACTTTGAAAAAATAAGATTATGAGACTAAGAAGT\nAGGCTCGGTGGTAGAGCATTTGCTTAATATTCCTAAGGCCCTGGGTTCTATACACAGGGC\nTACAAGAGAAATCAAACTCAAAAAAAAAAAAGAAAAAATAATATGTGATATTGTTCATAT\nGATTAAATACAGTTATGGGAGATAAGTATCTAACATGTGCCAAGGCTGAGCAGGTCCCAA\nAGAATTCCATCATCACAAAACAGTAAAATAATAATATGAGCAGGTTTCTACCAGAAACAG\nTTGTGGAAGAGAAAATTGGTTTTAAAGAAATCGGCTGTGTTTATGTAAATGCAATTATAA\nTTTGTAACAAGCCTCCTCTAGCTCTTGGTAACTCGGAGCCTTGTCTTGCACTGCTGTGTC\nAGCACTAGAAACTGGTCCAAGTTCTTGAAGATTTTAAATTATTGAGGCCATTTTTCTTTC\nACACTATCGTAGAATCTGTAGACTTCCCTTGCCGGAAGTATTTGATGTTGTATAAACTTC\nTGTAATATCATGAAGAAGTTTAAACCATGAAGAAGAAGGGCTGAAGGCTCTGGTCACATG\nCAACATCCCATTACCCAGTCCCACGTGGTCCACTGTGGCTTAGCTGTGTCATCCACTCAA\nCTACTTCCACATTCCAATTGTTGTGTAACCATAAGGTACCTGATCATTTAATTCCCAGAT\nTCTCTCTAGTGTAGTGGGTACACAAATTTAAAAATATATATATATATAAATTTCACTATC\nCAAGAGGACATGCAGATAGAATCAGATCAGAATGCCCTGTATGAGACACTCGCTGTTCCG\nTGCATCCGCTGGGCATGAACTCTGGGCATAATCCCCAAAGGCAGTGTCAGGCCACGGAGA\nTCCTGCTGCTCTGCCCAGCAGTTTATAGGAGCCATTCCAGCTCAGATGTTTTTCAACTGT\nTGGTTTTGATTGCTGTTGCTTTGATTACCTTCATAATCCAATATTCAGCCATTAAACAGT\nTGAGAATTCAACCCCAAAGCTTGTGTACCCCCCTGGATCTGATGATCAGTTGCTGTAGAA\nATGGAGGGTTGCAGCTCAGAGCCTGGTGGGAAAGATCTGATGTGTTTGTATGGTGTATGC\nTTCCCCTACTCCACTGCTGTGCAATCTACTCCATCAACAGAATCCTCTTTCTAAACTCTT\nCACCTGTACAGCCTGTCTTGTCCACCCTTGTACTTCCCTTGCAAGTATGTTACTGCCCTC\nTCACCCACTGGTAGCATCTATTGAACATATCTTGGCCAAGATACTGCCCACTCCATCAGC\nCTTCCTGCCTGAGCTTTTCCCTATCAGGCACATCATCCAGGTAATGACCTCATCCCCCAT\nTATATTTTGGTTTTAGAGAAGGTATCCAAGGTCCTTTGTGTCTGGTTCCAACTACAAAAC\nCACAAAGCTGAACACACAGACTGGTGGGAATTCTTGCAGATAGCACAACAGCTCTAGTTC\nTGCATAGCCTAAAATGCCTGCACCACACTCAAGAAGCTTCCAAGCAGATTCAACCTGTCA\nATCAGTTCACCTCAGCGTCAAGAGCATCCTCACTCCCCTACCCTCGCCCAGCAAACGGGA\nCTTCAAGAAGCACAGCCACCAGTAAAAGCTGCAAAAACTCCAGGAAGGGGTGTGTGAGGG\nAAAGTCATGCTTGGCATCAAGAGCGAGCCAAGCAGTTGGGGGCACCCTGGGTTGCTTGGG\nCTGCCGGGAAGGATGGTTTTTTCAGAGAGTACTCTCATAGAGCACGTATTGTTCTCATTG\nATTTTCATTCTTTAGTTTCATGTAATTACTGTTTCTTTTATCTCCTTTCTTTGGCTTTCT\nCTCTTTTCCTTGGCATATATTATAAACATATGTGTTCATTTTTCTGGAAATCTGTAGCCC\nTTGCTAAGTTTTATTAAGGGGTTCATTTGAAGAAACAAACTCCCAGTTAGTGAGATGCAG\nGACTGGGGATTCCGGGAAGGTGGAAGCTGATGTCCAGAGTATGTTTTATTACTCGGGTCT\nCCCTCTCACCTCATTTGCCTTTAAAACTAAATATGTGACAAACTGAGCTATCTCGGTGAG\nGAATGGGTGCTCACAAAAGGCTAATTACTTTGGTTTCCTCTTGTCTTTAAAAAAAAAAAA\nTTCCCTTTCCCAAAATAGCTGATAAATGGTTCTTTGTAGGGATGACCGGGCGCAGCTTCC\nCCTGCCGTTAAACGCCCGTTTGACATCTTAGTGGGCGTTAGGGTTGCATATCAGATCCAG\nACCTCAAGCTGGGATGCTTGTGTGTGAGGGTCTCAGAAGGTTAGGAGCTAGAGGACACAA\nGCTGATCCTAACAGGAAATGTTTACCTTACAATATTTTAGATTTATAATCTTCCGAGTTC\nAAATGCTCCGAAGTCAGAAGAGGGGGCTGTGAACACTCTGTGGTATCCTCATTGCACAGC\nCACATGTGCCATTTTGGTTGACTTTACCCAAACTCCCCTTCACTTGGTGCTTTTTGGATT\nTTACCATAGAAGTTACAAAATTCTGAGTTCCTGAGACCCCTCTCCTCCCACCCCCTTTTG\nCCCGAACTCAATCCCGTGACCCTAAATTGCTTCACATCTCTGACTTTGCCGCCAACCTCC\nCATTGTTCAGTTGATCTCTACTAGATATCCAGAAGAAAGCAGCCTTATTAAACGGTCATC\nATAATGAATGGATGGATGATTGATTGAGCCTTCCCAAGAGAATTTTGATTTAATAGTGTT\nGTTCTCATAAACCTGTGTCTACTGGACAGAATCTCAGGTACCTACATCAACATTTACTGA\nAGGCTTATTAAAAGTTGGTTGTGGTCCTTAGTGCTTTGTGGCAGTCACAGAATTAAATAA\nGTAACTATGCAAAACAGGGAAGAACTCTTTTCTAACACCTCAGTCTTTCGTCCCTCACTT\nTATCCTAGCCACCAACTCCCACTTCATCCAGGTATCTGCTTATATATACACCGTATCCAA\nTCTTCCCACCAAACCTCGTTCTCACGTGTCCCACACTTGGAGAAGATGCCAATTAAGTAA\nAGCATTTTGCACCATAGAGTGGTTCTCTCTGCTCTATTATCACCTTACTCTGAACCACTG\nCACCCAGACCTCACTCTTCCACCTCCAAAGGATTAAGCTCCACGACAAAAGTAATTTGAT\nGCTTGTGGGTTTTTTTTTTCCCCTTACCATTCGCATCTCTTCATCTCCTAATTTGAAAAT\nGTTTTCTAATCCAAAGCAGCTCTTCCTTCTAAACTTGGCTTCCCCGTGAAGTTCTTTCAT\nATGGTGGAAATTACCATACTTTATTGGAATGTATGAGGAAAAATGTTTCCATTTTCTCTC\nTTTCTTTCTTTACAATAAATTCACCTTTTTGTTTTGTTTCCAGACAAGGGTTTGTGTGTG\nTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTAGCCCTGGCTGATCTGG\nAACTTGCTCAGTAGACCAGGCTGCCCTCAAAAGTCTCCCAAGGACTGGGATTAAAAGCAT\nGTGACACTGCACCGCTATAATAATTCATCTTATGCCAAGTTTTTTTCCCTATGTTCTGTG\nAATGAGCAGGGTTTGCACAGGGGCTCCTATTAAAGTAAACTATGTACTTGTTTGTTTGTT\nTGTTGGACAGGGTTTAAGTATTTTATTTAGTTTACAGTCTCATCAACATTTGTTTTCTTT\nTTTCTTGGATATTTTCTTTATTTACATTTCAAATGTTTTCCCCTTTCCAGTTCTCCTCTT\nTGGAAACCCCTCATCCCATCCCCCTTCCCTCTGCCTCTATGAGGGTGCTCCTCTACCCAC\nTCACCCATCCTCTCGCCCTGGCATTCCCCTATACTGGGGCATTGAACACATTCAGGCCCA\nAGGGCCTCTCCTCCCACTGATGTCCAACAAGGCCATCTTCTGCCACATATGTGACCAGCG\nCCATGGGTCACTCCATGTGTATTCTTTGGTTGGTAGTACAGTCCCCAAGAGCCTTGGGGA\nGGGGGGTCCTGACCTGTTGACACCGTTGCTCCCTCCATGGGGGCTGCAAACCCCCTCAGC\nTCATTCAATCCCTTCTCCATCTCCTCAATCGGGGACCTCCAAACTCAGTCCAATGGTTGG\nCTGCAAGCTTCCTCCTCTATATTGGTCAGGCTCTGGCAGAACCTCTCAAGAGACAGCCAT\nATCAGTCTTCTATTAGCAAGCTCTTCCGGGCATCCACAATAGCATCCTGGTTTGGTGGCT\nATATATTAGATGGATCCCCAGGTGGAGCAGTCTCTGGATGGCCTTTCCTTCAGTCTCTGC\nTCCACAGTTTGTCTCCATATTTCCTCCTGTGAGCATTTTGTTCCCCCTTCTAAAAAGTAC\nTGAAGCATCCACACTTTGGTCTTCCTTCTTCTTAGGCTTCATAAGGTCTGTGAATTGAAT\nCTTAGATATTCCCAACTTTTTGGCTAGTATCCATGTATCAGTGAGTACATACCATGTTTT\nTTCCTTTGTGACTGAGTCACCTCACTCAGGATGATATTCTCAAGATCCATCTATTTGCCT\nACGAATTTCATGAAGTCATTGCTTTTAATACCTGAGTAGTACTCTATTGTGTAAATGTAC\nCTCATTTTCTGTATCCATTCCTCTGTTGTGGGACATCTGGGTTGCTTCCAGCTTCCAGCT\nATTATAAATAAGGCTGCTATGAACATAGTACAGCATGTGTCCTTATTACAAGTTGGAACA\nTCTTCTGGGTATATGCCCAGGAGTGGTATTACTGGATCTTCCAGTAGTACTATGCCCAAT\nTTTCTGAGGAACTGCCAAACTGATTTCCAGGGTGTTTGTACCAGCTTGCAATCCCACCAG\nCAATGGAGGAGTTTCCCTTTTTCTCCACATCCTCACCAACATCTGCTGTCACCTGAGTTT\nTAGCCATTCTGACTGCTGTGAGGTAGAATCTTAGGGTAGTTTTGATTTGTATTTCCCTGA\nTGGCTAAGGATACTGAACATTTCTTTAGGTGTTTCTGAGCCCTTTGAGTTTCCTTGGTTG\nAGAATTCTGTTTAGCTCTGTTCCCCATTTTTTAATAGGGTGAGTTCTTTGTATACATTGA\nATATTAGCCCTCTATCAGAAGTAGGATTGGAAAAGATCTTTTACCAATCTGTTGGTTGCT\nGTTTTGTCCCATTGACAGTGTCCTTTGCCTTACAAAAGCTTTTCAGTCTTATGAGGTCCC\nATTTGTCAATTCTTGATCTTAGAGCACAAGCCATTGGTGTTCTGTTCAGGAATGTTTCCC\nCTGTGCCCATGTGTTTGAGGTTTTCCCCAATTTCTCTTCTATTAGATTCAGTGTATCTGG\nTTTTATATGAAGGTCCTTGATCCACTTGGACTTGAGCTTCTAGTTTTGTTTTTAACATTT\nATAAGTCCTTTTTTTTTTAACAATAAAGAAATGTTTTTAATGGAAGTATTATAGATGTTA\nCAACCTAGACAATTTTAAACATTTCATTGTAGAAATTGGTAAATAGAAAAACAAATCTAA\nGCTTTTAAAGTAAAATTGATTGTATAATTTCCTTTTTCTAAGTAGCCTTCAAGTGTTTCA\nAATGTATAATAGTGGTAACTAGATTCTAAGACTGTACACTCTCTTCCTGTTGTCCCTCCC\nTGTCTGTCCATCACTCACATCATCTCCCCTGATCATGCTGCTCTATTGCTCTGGACCATG\nCCTCACTCATAGAGCCCTTGGCAGCTACAGTAAACAGAGAAAGTGGAAGATAGGAAAGAG\nAGGGAGGGAAAGGAAGCGGGAGAGAATGAGTGAACATGTGTCAGGCAGTCAGTGGCGCTG\nGGCTTTGCTTTGGCTATTTTATGTTTTCTATAGTTAAGTCGATGTTCTCGTTCAAGTGGC\nCTATATCTTTGTAAAAATGTGTTTTTACTTATTATTTGAGAAATTTATACGTGTATATAA\nTGCACTTTGACAATACCCACCACTGTTCTCCTCCTATGATTCTTCTCAGACCCGTCACCA\nAGTATCTGCCCCCCACATCCAGGTCCTTTAACAAAAAGACATGCCACTGAGTCCAACTGG\nTATTTCCTCGGTGTGCACAGACACAGAGCAAGGGCCACGACCCTGAAGGAAACGGACTCC\nCCTTGAGTAGTCATCTACTGCCATTAGGTCCTCAGACACAGAGCTTCGCAAGCTCCTCCC\nCCATCCATAGTGGAATTTTGACTGACTGGGTCTTATGCAGCTCTTCTGTGGGCAACTGCA\nCCTGCTGTACGTTATTGAGCACAAAGGCACTGTCCAGAAGACACTGCTCTGTAGCAGTTC\nAATGTGACCTCTGGGTCTCGCAGTCTTTCTACCACATCTTCTGCAGTGGTCCCTGCCTTG\nGCAGAAGAGGATGTGATATAGTTGTCCACCTAAGACTGTGCACTCTGCTATTGCTTAGTC\nTTTGCACCTTGGCCAGTTGTGAGCCTCTGTAGTAACCTCATTCCGTGCATAAGAAGCATC\nTCTGACGCGGGCTTTAAACGCACTAATCTGTGGATGTAAAGATGAATATTTAGAAGACAT\nCGTACCAGGCATGATCTCCATGCTACTTTTATGTTTAATTAGCTTATAAGGTTGCATGTT\nCCCTTGTTGATTTTCATTCACACTTGGTTTTAATTGTTCCTCTCTTTCCCCTCCCCCTCA\nTTTCCCTCTCTCCCATTCCTGCTTTACCCGCCCTCCCCTTCCAATCCTGTAGATTCAAGT\nCAGACTGTATCACCCTCGAATTTGCACGTAACTAGCTTGTGAAAACACGAGCTCTGAACA\nTGTCTTCTTAGCAAATGGTGGTGAGTAGTAGGGAATGTCAAGTCACAAGCAAGAGGGTAC\nACATATACAAGGATGTGGGCTCTTTCCCTTTAAGAGGGGTCTGCAATGTGAGGCAGCTTT\nCCTTTCCTGTGAGAAAATAACAAAGTGTCATTTTTATGGAGAAAAGATTTATCTTGTTTC\nAGAGGCTTCGGTCATGGTACCTGTTGCTTCTGTACAGAACATCATGGTAGGAAATATGTG\nCCAGAGAGAAGCAGCTTACCTCACAGAAGGCAAGAGACAAAGTAAGAGCACAGGGAAAAG\nACCAAGGGCAAGAGCACACCCCCTTTAACCAAGCCCTACTTCCCGAGTGTCAATTACTCC\nACAACAGACCATCAAATTAGGAATCAATCAATGGGCTAATCTATCATTAAGGTCCCAGCC\nCTCATGTCCAGTCACTTCTTATGAGCCCCACTTAGGAGCATAGCTGACCTATGGACCAAG\nCCTTAGCCTTTGGGAGGATTTCCAGGTCCAGACCACAACGTTTGCGTTGGTCCATCAGTG\nACACTCGTTTCAGTTTTTATCAGAGAACAGCTACTGAAGAATCACCAACATCGATTATTT\nTTTTAATTTTTTGAAACTGACTTAACTTTGAAAGGGGATTATCTAGAGTGGGGAAGGGAG\nGGTGTCCCCGACATTACTGTCATTTTATGTTAACAAATTTAACATGCACAGTTAAAACAA\nTATATTTTACTACAACCTTTAGAGTAAGTATTACCTTAACGTTACAGCTGTTTCCACCTT\nTCTTATATCGTCAGGGACTAGTGAAAACTGTCTCATGGGACCCCAGCACAGTATCAAGGA\nACCACCTGACCCTGCAGCTGGAGGGCAGGGTCTCTTGAGGACCCTGGTATAACCTGGAAA\nACCTCTTCCAGGGAAATAGGCATGAAGAGCCAAGCTTCTGTGAAGACTGTCAGGCTGTCC\nCTGGCTAAGATACGACCCTGTGTGGCAGAACCAGCTGCATGGCTAGAGATGGGCCAGTGG\nATTCAGTAGACTCTGTCATCGACTGCACCCAGGTGCAGAGCTCACTGCCCCTCCCTACAG\nGAACTAGCAGTAGAACTCACATTGTAATTGGTATGACCCGAGTCTAAGTGCTTAACGCCC\nCCAGCATATCACAGAGTGGCCAATTGACGCTTTCCCAGAACTACAGAAACACAAATCACT\nAACACCATTCTCTGTCTACACAGCAGTTGGGGAGCCGAGGTTAAGTTGGAGGCCCTAGAG\nACAGAGAGCCTCTGGGGACAAAGAACAATAGGAATGTACTTTGACACCAGAGGATAATAC\nAGCCACAGATCACTTAAGACGTTTTGAATAGATACAACTGACTAAAAGAGACAATTTCCT\nCCCCTCCTACTACTTAGCCTGGGGTGAGGACAAAACCCAGCAAACCAGTCCCATTAACCC\nTAATAAAACTAATCCATTAATGTGTGAATGAGCATAATTCTACATAAGAGTTCACGGTAA\nTATATGCCTGAGAAGTTTGAGCTAATATACACATAAATAATAGTACATAAAAGGTATTTT\nTGTTTCTGTACAATTTAACTAATTCCTATGAGAAAAGCTGAAATTCCTTACAACCTCCCA\nAAACTTTTTCAGATTCCCCAAAGGCTAAGAGCTCTACATATGGTTAACACAGTCCAAGGC\nTGGGCCAAAATGCAAGTATAATGAACGATATAGGGAAACTGATAACACTAAGTAATAAAT\nAATTAATGCTTTCCCAAATTGCAATAATGTTTTCTTCACACCGCTTGTATGAGAAAGTGC\nACAATTAATAGAGACAAATAAATGTTAGGGATTTAATATGTATTGACTTTTTTTTAAAAA\nAAACACATTTATTTTATTGTTTTCAGTTGTGCATATATGTGTGTCTCTGTGTGGGGGGTT\nGTATATGTGTGTCTCTGTGTGGGGGGTTGTATATGTGTGTCTCTGTGTGGGGGGTTGTAT\nATGTGTGTCTCTGTGTGGGGGGTTGGGCAGGTGCCAGATGGGAATTGATGGGTTTGTGAG\nGCACCTCACACGGATGCGGGGAACCAGGCTCACATGCCCTGTCAGAAGAATGTATGCTCT\nTAACCACTGAGCCATCATCCCCCATCCCCATAGTATCATTTCTTGTTCAAACTGGGCCAT\nCCTCCCACACATCCCCCTTAGGTAAGTGGTATAACATCTCAGCAAGCCAGCAGAGAAATG\nGCACATAGTCCTTTCTTCTAACAGGGGCCTGAGCCTCTGCTTTTTACTGGAAATCAAATC\nGGAAAGGTCGATTTCATGACATTGTCCCCCATTCCTGCTAAGGCATCTGCATATTGACAC\nTCTAAAAGATGACCCGAAAAAGCACGCTGTTGGGTGGGTTAAAATAAACGTCTAGTGCAG\nGGTGACATATAGAGAAACATTGCGATAGAGTAGCTATTTGGGCTGGAAGAGAACTTTCCT\nAGTGCAGTCTTGCTGGAATCACCTGCTTGCTTCTTCACAAATACTGAGAACCTATGTGAG\nCCATGTTCAGCCAGACCCTTGGTCTTAGGCTCTAGAACTCACAGGTGCAAATGCACATCT\nTCCCATTCCAAGTGGCCACAGTTGCCTGCCGCCATAGTCAATTGTTAGAGAAACTGGGCA\nGAAGCACATAGCTTCCCACCAACTCCTAGAGCAGTTTTCCCTGCTAAGATGAATCCCCTC\nTGCCTCAGGTGACCAGAGCCAGGCAACTCTGACTTTGTCTTCTGAAAGCATATATGTTGT\nTTCCAACCCCTGCTGTTGTGGTCCACGTGCAAAAGATAGACCTGTCAGATGGCACTGCTC\nACCACACACACACACACACACACACACACACATAAGCACATAGTCACACAGACACTCACA\nTATACACCTTCTTCTGGCGATGTTAGCAAGGGAAACTGGGAGCTAGGACTATGGTCACCA\nCTAAGCCATTATATGGGTAAGAAAGCATTACAACTCCCTCTTTTTATTTATTCAGACCTT\nGGTTCTGTGCCAGCGGACATCCAGAGGAGCAAAGTACATTTCTGTCTTCTTTCATGACAT\nACTGCTTCTTTGTTTCATAAAGTTAAGCACGGTTAGGCCATGCTTATGTATGCTTATGTA\nTGTATGCTTGTTTATGGAGCTTTTTGAATGTTGGTATGTATTTACATATTTGTGGTGGAG\nTGCATATGTGTCCGTGGAGTGCATGTGCAAGTGTGTGCAAGAAGTCAGATGTCAGCCTTT\nAGTGTTGTTCCTCTGGTACCCTCCACCTTGGCTAACCCAAAGCTTGCTAATTTGACTACA\nATGGCTGACCAGGAAACCCAGAGACTCACCTCTCTCCACCACCTGAGGGCTGTGATTACA\nAGCACATACCATAATAACAGGATTTTTTAAAAGAAGGTGGCTTCTGAGGGTTCAGCACAG\nGTCCCCATGCTTATGCTACAAGAACTGTATTGGCTGGGCCATTTCCCAGATACTATTTAG\nCATTTGATTGTGGTCATTTCTTCAGGACGTTTTCCTACTTAAGTTGGAGGACTCAAGTGG\nCTCCCTACCTATCTTGGTCTTGGAAATCTCATTTAAAAAGTGCCAACGCCTATATGACGG\nCCTCCACCCTGAAAGTCTCACAGCTGGAGGAAAGGCAACCACTGTCCAACAAGACACAGC\nGACAGGTTTAAAGAAGCACAGCTCCCAGGAGTCCCCTGACTGGGTGGAAGTGGCATTCCC\nTCTCCTGCAAGTTAGGCAGCATGGATGAAATGTTTATAAGCAACATAGTAGTCCCCATAT\nGCGTGGGAGCATTGATAGGAGCTAGTCCAACTACTGCAGCCTTGTATTCTTAACTTGCCT\nCTGCCAGCAATGCAACAAATGAACTATCTCCTCCATGCTCAAAATAGACACGGTTTTCTG\nAGGCCCAAAGTTCACCAGCTGGTCCCAATAAAGTGCCTTTAAAATTCCTGCAAGAAGATT\nATGCTTTGTGATTGTGCAAGAATATATATTGTCCCAAGCCTGTTCAGATGACCATAGCAA\nTGTAAGGTGGAGGGACTTGTGATAGTGTTTGCATGACTTGTGATAGGGTTTTACAAGGAG\nAAATATTTCAGACGCTACAGGAAGTGACCATAACAACAAGTCATTTAAACAGCTCCATGA\nAGGGAGAGTGGAGCTGGGGACACGCATTCTTTCAGCGAGGCTGTAGCTAGGGAAAACGCC\nAATATAAAAACAACCTATTTTTAGGGGCTCAATATCTCTTCTGTAAATGCTTGTGAGTCA\nTATTTTACAAGGGCAACACACTCAGCCACTGTTGTACCCCAGCTCCCAGCCACCTTAGGA\nGAAACAAAGAGGATTCCGTCAGTGAGCGCTTCCTGGCAAAATTGCTTGTGAGCTTTTGAT\nTGCAAAATCATTATGTTTGGCACTGAGTTAAGTAGCAGGAAGAACCTGACTTGATTTTTC\nAAATCCCTCGGCTGATACAATGCTGCTCTTAAGCTTTTAAACTGCTCAGTTAGGCTCAAA\nAGTCTCAGGGAAGCTGTAAAATGTCTATTTTAGATTCTTAGTTTTTAGTGTGCTTCCCAA\nGCCCCGGCAGGATTTTAATGGCATATCTGTAACAGGAGACCCCCACGCTCATATCTGGGC\nCGTGGTGTCTTCTCTGCTGAGGCCAATAGATAATCCTCAGGGGTTAGAATACATAGTCTG\nGAGAACACATGCCAGCTGGGAGTCTGTGAAACCCCCAGGCGAGCCTGTGTGATGGGATAC\nTATGCAGATGGCAGAGAACTCTGACCCATGTTCAGCTGAACCCTGGTGGCTTCCCAAAGA\nACTGCAGGGAGGGCCTTTAAATGACACTATGTGCTTCAAGTATAGGACATAGGATCTTTG\nTTTTAGTTGACATTGTTTTATTATTATCTTTCTCTTAAACTGGTAAACACAATAACGGGC\nCTTACATAAGCTCTGCATACATTGCTTTTTATTGCTTCTCGTCCCTTCTCCCTTCTTTGG\nGACCCTGCCCACCCCTGCCCCTGCCCCTGCCCCTGCCCCTGCCCCTGCCCCTGCCCCTGC\nCCCTGCCCCTACCCCTGCCCCTGCCCCTGCCCCTGCCCCCACCCCCTACCAATTCTCCTT\nCCTTTTCCAAGTCTATAAATTCTGTTATATTTTTTCTTACCACCCCCTACCTCTAGCTAA\nAGACATCTGGTTCCTTTTCTAGTTCTCTCTCTCTCTCAAATGCAGGAGCCACATATGAAA\nAAAAATATGCAGTATTCATCATTTTAGATCTGAGATATTTCACTTAATATAGTAGTGCCC\nACTTCTACTCATTTTGCTGCAAATATTATAATGTCATTTTTTCTTTCACAGCTAAACAAA\nATTCCATTGTGTGTAGGTATCATAAGACTTTTTCTCCATTCATCTGTTGTTAGACATTCC\nTTTACTGTAATGCAATAGTGAGCAAGGCATGCTGGCTTATCTGTCGTAAAACATATAGGC\nCTCTGGGTGATACCCAGGAGCAGTACAGCTGGGCCACTTCGTGGTTATGTGTTTAGTGTT\nTTGAGACTTCTATTCTGATTTCCACAGTGATTTAACTATTTTGCAGCCCCACTAGTCGTA\nAGTCAGGGTTCTGCTTTCTGGACATCCTCACCAGATGTGGTCTTTTGCGGTGCCGTAGAA\nAGAACATTAGCATCATCACAGTTAAATTTAAATAAATAAACTTAAATTTGGGATATGTCC\nATTATACGCTCTGAGCCTTAATTTCCATATCTGTGAACTATCCAGAGATAATAAGATCAA\nCCCAACATCATCACCAAGAGAAGGATGAGCATGGGAAACCTCTGCCTTCTACTGATGAGG\nTCAGCTTGAGCCCACAATCCTGCCAGGGCCTCACCAGTGGTGGGAACACAGACTAGAATC\nACAGCTCCAGACTCTTGCCTCGGTCTTGAAGTGCCAAAAAGTGACTTTCATCTATATCCA\nGTAGTTATTCAAGTACAACACATACTCACCATAGCACTCAGGAGACAGCCCAATGTGCTG\nTTATATCAAAATAATTAAAAGAACATATTTATTTTGAGGAATGGAAATATTCATTGACTG\nCATGATGCATCTCCCTTTCCTATGTATAAATCATACTGTCTGCTAGTGTTACTGTGAAAA\nATGCTGTCAGGGAAAGAGGAAATATGCATTTCTTCTCTTAATACAATGTCAGGGCTATAT\nCAGCCACCTCGCTTCTGCAGGCTTCTTACTGCCTGCCTCAGGATGCAGCCTACATTGAGG\nAGTCACAGAATGGACTGAGTCTTAGATGATGAACTCAGTCAACCATCCCTGAGTCAACTA\nCAGCTGAGCTCTGACTCTGGTCATGAGATGGTCATTTCCTCATTGTTTGACATTGGGCAT\nTCTGAAGCCGACCTCTAAAAGCATGCAGATAGCATCCAATGACACTTGTGTAGGTGCACA\nTGTTAGTTGCTGTTGTACAGCTGTGACAAAACACTTGTAGGAGAGACAATGGATTTTGCC\nTCAAGGGGTCAGAGCATTCAGTCCATGGTCCCTGGCTCCATGTTTTGAGGCCTCAACCTA\nACTGTGCTGTGAGTTTTCACTATGCCACATTGGACATCATAATAGTCTAGACCCTACCTA\nCTTCATGGAGTTAGGTACTAAGTACGTTAATTCGTGCAAGTCACTTAGTGTCTTTCCCTA\nAGGGAAGAGTGTCATCAGTGTCAGCTACTGCTTAATCCAGGAGGGAGGTCATCACACTGG\nATAAAGGCATAGATTCTGCAGCCTATGCAGGCTAGGAATCCTCTCTACATGTACTACTGA\nGTAATCTCTAGTTGCTGCATAACCTACCATGTCTCTGACTCCTCAACTACAAAACAGAGG\nTAATAATAGTGGCATCTGGTTCCCAGAGCTAGAATTATTAAATTGATCAACACAGAAGAG\nTGTCTGGTATGGAATACATTAAAAAAAAAAAAAGATGGTCACTATCTTGTGTTATCCAAA\nAAATACCATCATTTGATTCTAGACAAGAGCCAGATTGAGCTAAAGTGGTACTCCTTAAGC\nCTGCATATCCTGCGACCCTTTAATCCAGTTCCTCATGCTGTGGTGACCCCCAACCATAAA\nGTTATTTTTGTTGCTACTTTATGACTGTGATTTTGTTACTGTTATGAATCATAATGTAAA\nCACCTGTGTTTTGCGATGGTCTTCGGCAACCCCTGTGAAAGGGTTGTTCGACTCACAGGT\nTGAGAACCTCTGAACTAGAGGCTATGTTGAGGCTATGTTGAGGATGGAGAGCAATGAGGA\nGAAGTTCTTGGGAACTTCCATTCATAAACCACTCAGCTGAATATGCAGAACAGTCATGTC\nTTAGCCTGTTCCAGCTGCCATGAAAACCCACCACAGACTAGAGCTCTAGACACTGCAGAG\nTCTCAACTCAAGGTTCTTCATCACGCGACTCCACTTAGGCGTCTCACCTTAGCTTAATGA\nGGCTCAATGGCTTGTTTTGTGCTTCCATGGCCCTGCTTCGTGAGAGAGGAGAGAGAGAAA\nAGAGTGCCCAAGAGTTTCCCTCCTACAGAGCATGTCTGAGTTAGGGCTTCTGTTTCTGTG\nATGAAACACCATGAGCAAAACCAACTTGGGTGTCACTCATATTTCCACATCACAGTCTAT\nCATTAGAGGAAGTCACTGTAGGGACTTAAGCAGGGTAGGAACCTGTATCAAGAAGCTGAG\nGCAGAGACCATGGAGAGGTACTGCTTACAGGCTTGCTCCTCATGGCTTGCTCAGCCAACT\nTTCCTATAGCACCTAGGACCACTAGTCCAGGGATGGCACTACCTACAATGAGCTGAACCC\nTCCCTTTCAGTCACTATTTAAGAAAATGCACCACAGGCTTGGTCACAGAGAAACCTGGTT\nAAGGCATTTTCTTAATTGATGTTTCCACTCCCCAAATGTCTCGAGCTTTTACCAAATTGC\nCTTCAAACTAGCCCACTAAGGACACTCATCCCAGTAGATCAGAGCCCACTCTTCAGATCT\nTGTTTAAGTCTCGCTATTTTCTTAGAAGTCCTGTCTCCAAATGCAACCACCCTGGGGAGT\nAGACATTCAAAATCTGAATTTTCAGAGGACAATTTATTTATGTGAGATTCCAGGCAAGGG\nCAGAGGGGAGTAAATGGAAGTTTTGATCATGTGTAAATATTTATAATATCCCTGACCAAA\nGCTAGTCTTTAATTCTGGGTGAGATTGATGATTGATTGGTTGATTGGCTAAAATCACATC\nTATTAGTTCAGGCCAGCAGACTGGATTTGATTCCAAACAAATGGACATTTCACACAAGAG\nACAAGGCTATAAATACACAGTCCGTGGGAAGGGATCTTTTGTCTTCAATTGTCACATTAG\nCCATTGATTTCAACATTTCTATCACACTTTATTTATCGTGCATAAACTTAGTTGTATGTG\nTATGCGCGTGCCTGTGTGGAGGTCAGGGGAAAACTTTAAGGAGATGGTTCTCACCTATCC\nATAGGTCTTGGAATGACACTCAGGCAAGTTCCTTTACCCAATGAGTTACTTTACAGGCGT\nCTCCTCGTTGACTTTTGTCTTCTTAGATTCCTGTCTCTTTTGTCTTAAAAAATTCCTGAG\nTTATTGCAAGAATGCAAACTTCCCACAGAGCACATCACTTATTATTATTATTTTGCATTT\nGTCAACATGCCATATTCTCACAAATCAGCTCCCAGGTAAAGAAGCTGAGACACATCTCTG\nTTGAGATATGTTGAGGAAAGAGTACACATAACCTGTCTGAGGCTCTCCTTTAATTGAGAA\nTGGCCTGTGTGTTGCTTGGCATTTGAAAAGTCAGATAGGTATCTATTCTCTACTTTGCCA\nCAACCAAGAGGCAAATAACTGCAAGTCTAGAAATTTATCATGATGATATGCATACCAAAA\nTTTCTTCTGATCCAGAAGCAGATAATTTGATTGCAAAGCTCTCTGAGGCCCCCTCTCCTG\nAGCCTGACTGAAGACAGCTTGCAGTTTTTTATCATTTGCTGATTCTTAGCTATGATAAGC\nCAAAGGAGATATAGAGCATGCCAATCTCCTGACTAAGATGTCAAGGTTTAGTGACAAAGC\nATAGTCTGCCAGATTTAATAATGCCAAATAGAATCATAAAAATTCACTTGCTACTCCGGA\nGATGCCTGTGACAATTGTATTCAAACTATATCAGCAATATCTTTAAAAAAATGTATTCTT\nTTATTTAGTGGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT\nGTGAACAACAGAAGAGTTAAGAGTAGAGGATAGAGAAGTGATTTTACAACAAAATTTCCA\nAAACAGGTTCTAGTGGGGCCAAGCAGGGAAGGAGTGAGGAAGAAGACTAACACAGCCAGT\nGCCTTCTCTGTACAACCCCAGCTCGGAGCTTCCTCTCTCTCCAACCCTGGGGACTGGCCC\nTGGATGGCCTGCTCTACATTTTTACTGTAGTCATGCACACTGGATAGCCTGAGCTGCACT\nTTACTGCTGAGACTAGAGATTCTCTGAAAGATGAGCCCTTTGAGATGATGCTTTTACAAC\nAAGGGTGGGGGCCTAGCTGCGTCTATGTGGCTCTAAAGTCCATGGCTAATGTTCTCTAGG\nACTGTTACGTGCAGGTGGGAAAACCATACCCAACATCAAGAGAAGGCTTATCACAAAAGA\nTGGTGGTGGGGAAGACCAGGCTGGCGAAAGGGAAGGATTTTCATCTGGATCAGGCATGTG\nGAATGCCTCCAGTATCTGTTGCAACCTTTGTCATCTGTGTGCAGGTCACATGGGTGTCTG\nCTCTATAAAAACATCTTTAGACTCTAGGTATGTTTTAGGACATCTTCTGCACCTCACATT\nTATATCACATACCATACATTATAGTGAAGTTTTTTGTTAAATTGTTTATGGATTAAGGAT\nTGAACCCAGAGTCTTGCATACACTAAGCACGCACCCTTCTACCACTGTGTCCCTGCCTTG\nGCTCTTCTTGTCCTTGTAATGTTTCGTCAGCAAAACACACTCGGACAACCAGATCCTTCT\nACGGCAAAGCTTTATTGCTTACTTATCAGGAAGACCTCGAATACAGGAAACTCAGTCCTT\nTTATAACCCACAAAGAGCGGTTGGAGACATGTCAGCTCCTGATTAGCTGCTCACCATTAG\nCCCAGATAACGCCACGGGACAGGCAGGGCACAAGGCATGGAAAAATAACCCAGCACATGC\nGCAGACTACTGGTTTACTAGTTAGAACACCGGATATCAGCGCCATCTTGTAATGGCGATT\nGCAAGGGCGGCTCCTCACAGGCTCTTGTACTTTTCACAGTTGCTCAGACTTGCCCTGGAC\nCTTCTCTAGCTCAGGCTAGTCTTGAACTTGCAAACCTCCTACTTCAGCCAACCCATTAGC\nTAAGACTATTGGCCTGTACCACCAGTCATGACTTACGTATCTTATAGTAAGAAATTTAAA\nGCACAAAGAGATTCCCTACGCCTTGCACTCCATCCGCTGATTTGCGTGCTCATGAGGTCA\nGTGCTAAGTATCTTCCTTGCTCACTCTCCACCTGACTTTTTGAGACAGGTTCTCTCACTG\nACCCAGGAGCTCGACAATTCAGCTATGCTGTTTAGCTAACAAGTTCCAGGGCTAGACCAG\nCAGTGGTATATCTTCTCCAGCACAAAAGCACAGACCTGTACCACTGTGCTTAGTGTTTTA\nAGTGGACACTGGGGAATTGAACTCTGGTCCTGAGGCTCACATAGCAGACAGTTCATGTCT\nAGTCCAGCTCTCTGATCAGTACCTTTTAATTGTTTAATAGGCAGAGAGCAGAGTCTGTCA\nAGAAATTTTTTTTCACTCGAAGACATGGAGAAGCAGGAATGAGTTTAGCAAAATCTTTAA\nAATGCCTGCTTGCATGTGAATGAACCATAGCACAAGACCAGGAGGTTCCACTGGCTTCCA\nTGGGCTGTGAGTTTGGGGAGAGTACTATTTGTTCTTTAGAATTTGATATTTAAGACTGAA\nAAAAATTGAAATATCATAAAATACAAGCAGATGAGTTACTTAGTTTCTCATTGCTGCAAC\nAAATACCTAAGGAAAGTAACCTTTTATAAAGGAAGGCTGGGCTTGGAGACATGGTTTAGC\nGGTAAGAGTGCTTACCATACGAGCATTGGGGCCTGAATTTGGATCTCAGCAGCCATGTAA\nAATACCAGGCATGGTTATACACACCTGTGACCATGACAATGTGGGGGATTCCTGGGGCTT\nGCTGGCCACCAGCATAGTTCCAGGATCAGTGAGAGCCCCTGTTTCAAAGGAACATGACAG\nAAAGTGACAGAGTAGGGCACCTGAAGTCCTCCTCTGCCGCCACATGGGAGCTTGCAGAGG\nGCTGAACGGCCTGCCCCCTTTCAGTGTAGACAATGTCAGATCCATGCAGGGCACAGGATC\nTGTAGCAGACTCCAGTATAGATCTCTGCTTAAAAACAAAGTTTAGCTTTTCTTTGCACTA\nAGGAGGAATAAGTAAGCACTTGCTAAGTGCTTCCACTTGGTTAGAGAAACGAGAGTGTCT\nGTGTCAGTCATAGAAAAGAATTATAGGAAGAGAAATCAGTGCATATCTTCATGGGCCAAG\nAGTTGAGGTGGAGCAGTGGGCACGCTCAGTAGGAGAGACGATGCCCCTAGGGTCATCAGT\nAACAGAGTAGACAGCAAAGCCAGAGAAATGAATCAGCACAGCTGGACCCAGGGACCAGAG\nTGTCAGACAGAGCTCTTTGATGCTGTAACATTCAAAGCAAGTGTCTCCTTGCTTACAAGG\nTCCAGTAGGTCTCCTAGGCCATAGGAGTGATAATATAACAAAAGCAAGCCCTCCAGAAAA\nGTGAGGGGGGCGGGATTTGCTTAAATTTGAAGAAGATAGTGAGGCAAAGGATTATGGGGA\nAGTCTCTAAGGAAATAGAGACATGAAAACAAAGCATTCTGACTTCTGGCCAGGGAAAATT\nTGCAGGACTGGGCTCTGCTGATAACAAAGCCGTATGACTGACGTGGCTATGAGTCTACAC\nGGCACTTTCAGCACATCCCTGCCCCGTGAGCTCATGTCTGAAAGGATCTGACTGAGGCGG\nAAGTAATTGCTCACTGGGATGTGACCTCCCTTTGGCACAGCTAATCAGCCATGCTCTGCC\nATTATGGATCAGTGGCTCTAGCTCTCTGTTAATACGGTGCTGTGCAAATACACACCCCTC\nTCTGACCTCCTTCCCTTGTAGCTGGTGCTAGCCTGTGAGAAAACATCAAGAAGAAGCCAC\nAGGGCAGCACTTAGTCCGGCTTTGCAGCCTCTACAGGAACCCTTCTAAAATGTACCCACA\nACGTTTGGGGATTCTTTGGGGGATACTGTTTTGACTGGCTACAAGTCAATGGTTCTCACC\nCCACGTCTGTTTCAGTGAGTGGCTAGAATGGATCAGACTCAGAAAAACACTATGTTTAAC\nAGTTTGTGGGGAAAAAAAAAAGTTCCGATTGAGGAAGGGCACAAGGCATACAGAGAAGAA\nAGACAGGACAATCAGTGGCTTCTCTGGATGACCCGCTCCACCCCATCCTACCCTGCCTCA\nCCCCACAACTAGGGTTCTTCAACACAAAAATTCAGAGAGCTCTATTCTATAGAGGTTTTG\nCCAAGGTTAAATTAAATATCATGTGTGATTAAACCATTGGCCACAGAAATGGACCTGATC\nCTTGTCCTCCCCTGCCTCTCTGTTGATATGGCGTCTTAGTGACTGGTCCCCATCTGATGA\nTGATACCGGAGTCCTCCCTTTGTCTCTTAGGACAATCTCATCAGCATAAGACTGAGTAAA\nTTCCCAAGGTCTCTAGAAGCTCTATCCCAGGCATCTGGAACAAGAGCCAGGTAAAAGCAC\nGTGGCGCATGGGTGCATGAGTGTGCCAACAATGCCATACTGGCCATGGAAGTCTCATCAG\nATTCCAGTGGAGCTGCGAGACTCCTGCTCACTACAGTGTGTGTTTCGAGTATGGTATGGT\nGATGCACAGCTGTAATCCCAGCATTCAGGAGGCTGGGACAGAAGTGAGTATCGACAAAAG\nTGAGCATCTCATGATCCATTTTTAGCATGAATCATGCACTGACGAATAAAACTCTTTTAT\nACCTTAGATACGGTTTGGGTTTTGAGACAGGACTCAGTATAGTGCAGGCTGACCTCAAAC\nTTGCTAGGTATCCAAGGATGACCTTCAACTCCTAATCCTCTGCTTCCATCTTCAGGGTGG\nTGAGCATACAGATGTGCACGACAACATATGATTTATCCAGTGCTTGAGTCAAAGAACTTG\nATTTCCATAAGCTGGGCAAGCACTACACCAACTGAATGGCATCCCAGCCCTTGATATGTT\nTAGATACACTAGTACCACCATGTAATACTTGCCTTTGGTATTCAGTATAGCAATGTGCTA\nAACAGACCTGTAACCAAGAGTCATAGGCTTATACCATCACAAAACCTCAGTATGTAGCAG\nGCTTGATGCTTAGATTTGTCAAAGTAGATGCTGTCATGGTCACAAGGTTATCTCCTAACC\nATGCATTTTTTTAAAACCAAAAACTCCCCACAGTTGTAGTTAAATCTTTCTACAGTGATG\nGCCCAACTGCAGGGGAGGGGGGAAAGAGATAGATAATATCCAATAGTCCCAAAGGAAATT\nAGGAAGGAAAGAATTCCTCCAAAATTCCCTATATTGTGAGGTGTTGAAGGACAGTTTGGA\nTCATCCCTCCCACAGTCACATCCCTGACTGTGAAAAACACTAATAACCCTTCTGGGGGAC\nTTCCAGTTTTAGGGGGGCGCCCACCTTTGGTCCCTAAGTTTCTTGAACACCAGCCAGCTC\nATTGCTTCAGCTTCCTGCTTGCTTCCTGTTGGGAAGACACTGTGTGAGACACTACACCTC\nATGGCCCCTCAGTTACCTCTGCTGGCTCCTCACCCCCAAATCTTCATGGCCCATGTTTCA\nTGTCAGCCATTCTGTTTACCACCTCTCAAGGTTTTTAATTTGAATAAGGAGCTCCAGAGA\nGACTGCCACCTCCTCTGTTATCTTACAGACAACAAAACGAAGCTCACAGCTCTTAAATGC\nTGAGTCACTAGAGGCTCAGCTAGGTAACAAATGCCTTAAACACTGTACATCAAATAATCC\nAATGAGACTGGTTTCATCGTCCACATTGAGTAGGGAAGGAAGCTGAGGCCTCACTCATCT\nGCCCCAGGGGTAGCGTAGCTGGCTGGGCTCAGTTGGAGAAGTGCTTATTGCTCAAGCATT\nACTCACACTAAAACAAAAAACAAAAAAAAAAAAAAAACAACAACAACAACAAAAAAAAAA\nAACAGCCTGGTGTGTCAATGCGTGCTTGTAATCTCAGCACAGGCAGACAAGAGACATGGG\nCCACCCTGAGGCTTGCTGGCTGGCCAGTCTGGTCTAGTCAAGTGAGTTCCAGGCTCAATG\nACTCTATCTAAAAATGGAAGGTAAATCATAATTGAAGAAGAGAACTACTATCACTCTCTG\nGCCTTCACAAGCACATGTGCACACTCTCTGCCCACCAGGCACACACTCTGCCCCAGGCTT\nCACACGTCAAGGCAACAATGCGGAAGCCAAAGCCAGAGCCTCTCTCTCCCTTGATACTTG\nCTGGCATTGAAACCCAAGAGGGTCCATCTTCCCATACTTCCAGGATGTAGAAATTCCTGT\nAAAAGACTTCTAAAATAGAAGTTACCTTTCAACCCTAAAGCTGCATCTTGTGTTATTGCC\nAGTTCTTTCTGGGTCATTCTGGACCACACAAGATTTTCTTTGGGTTTTTAACACAGCAAG\nGGAAGAAACTTTCAGGAATAAATTATTGCCCCTTCCCCATTAACTGATAGTCAGCTGGGA\nGCATTAGAGGGTGAGTGGATAAAGGATAGTCCATATCAACCCACCATGAACCTCTGGCTG\nCTCAAATGACTGATGATTGAAAATTGACTATGTTCTAGTCTGAATGGTTGAATTAATATG\nGGAGAATGTTTTTCTTCCTTCTTTTCTACTTTCTTCCCCTTTCTTTTCTCTAGGTCTGTT\nGTTTGTTTGTTTGTTTTTGTTGGTTATTTTTTCATGGTTAATGATGATGTCCTTTCAGGA\nAGCCTGAATCTTGTTCATAAGCTAAATCCATGATTCTTCTACCTAGAGTAGTGGTTCTCA\nACCCCCTCTAGGTGTTGAATGACTCTTCCCAGGGGTGCAGATCAGATATGCTGTATATCA\nGATATTTACATTTTAATTCATATCAGCAGCAAAATTACAGACATGAAGTAGCAGCAAAAA\nTAATTTTATGGTTGGGGGAGGGGGATCATGACAACATGAGGAACTATATTAAAGGGTTGA\nAGCATTAGGAAGGTTGAGAACCACTGCCCTAGCGCCATGCATATAGTTGTTGACATACAC\nTAGGTGAAAGGTCACAGCATTTTGCCAGTCCCATAAAGACCCAAATCCTTGTAAATATGA\nTTAACACCTGCTCACAAAGAGCTTCTAAAGCAATCGAGTCATGGTGTTGAGGTCCAAGCA\nGTGGATAGTATGAATACACCTTGAAGACTTTGTATTTCCCTAGTCATTTGCAAAAGCAAT\nATCAGCTTGGTTACCTCTGGCCCAGGCTCCAGCAGGTATAAGCCGACAATCCAAGACAAC\nCTGCCACTTTGTCCTGGGCAGATGGAGTGCTACGTTCAAGGTCATTTCTAGTGCAGTTTG\nCAGTGTTCAGAGCTGGAACCTTCCACTCCCCACAGATACAATGAGCCAACAGTCCAGCCA\nTCTCCAAAAGGCTGACCCTGTAGAGCATCTAATGATAAAATCCAAACACCCATACACAAA\nTAATTTTGACTTCTATTTCTTTAAAATGTTGTCAAGTTGGGCCTTTGGGTTCAGCTGATA\nTGGAAATATAAATGTCACAGAACAGTTTTGCGTTATGCCCTGTGCCTTCATGTTTTATAA\nAACATTCCTACTACTTAAGAGGAAATACTGGTTCCTGGTATTTTTTCACAATTTGAGTCA\nTACACATCAGGTGTCACAATTCTAATCATTATTCACTTTAGAGTAGTAGCAATTGTATTG\nTTTGGTGTAGTTTAAGAAAATAGTTTAAATATTTTAATATGTTCATAGACTGGGGCATAG\nTTCCACAGTACAGCACCCAGCAACTCAAAGCCTTGGGCTCAATCTCCAGCATTCCAAAGC\nAAACTGAAAACAAGCAACAAAACAAACTTATAGTAACAAATTATTTAGCAATATGAAAGT\nTAGCAAGAGTTTTTTAATATGAGACTGGAGAGAAGGCTCAGCAGTTAAGAGATCTTGCTG\nCTCTTCAGAGGACCCAGGTTCAGTTCTCAGCACCCACCCCAGGCAGCAGTTCACAGCTGC\nCTGGAACTCCAGCTTCAGGGACCCATTGCCCTCTGATGTCCTCCATGGGCATGCACCTCC\nACATACGTGCACACACTGGTGGTCACACACACATATACTTATAAATTAAAACATCATCTC\nATCAAAAGAATCTGTGAAGACAGTGGAATAAACCCAAGGTGGTTAATGAAATGCCCACAG\nAAGGGATAATCAGGATATCAGTAAGCTTTCTCATTACTGTGACATAAATACCTACACCTA\nAGGAGAAAGGGCCAATTAGGATCACGGTTTCAAAGGGATTTCATTCCATCATGGCTATAA\nATGAAAGGTAGAAAAAGGAGCTCCTTCGTAGCACTAGGACTGTGAGGCAGCAACTGTTCA\nTGCAGAATGACCAACAGGATGAGAATAGAGCCCTTGTAAGATGTGACATCACATCTTAGA\nATTTCCTTGGAAATAATGTGGGGCACAACACTAACATTATTCCATTGAAAACTGTTCTTC\nCATTCATTCAGTCCTCAGCAAGTTCAATGGCAGGTGGTCATAATTTAGATAAAGAAAATT\nTTTTTCTGTCTCTACCTAGACAGACAAGAGAGTTGGGTGCCACATGTAAAAGCGTGCTTT\nCTTATGTTCCCATGTCCTGTTGTACATTCACATCTGGAAGACTTCAACAGTTTTCAAGAG\nTGACGAACATCCACGTGTACTTTCAAATAGTTGGAGACTGAGTTCCCTGACCTTCTTGGA\nTGGCTATCATCTGCCTATGTTTTTTTTTTTTTTTTTTTAAAGATTCATTTATTTATTATA\nTGTAAGTACACTGTAGCTGTCTTCAGACACTCCAGAAGAGGGAGCCAGATCTCATTACGG\nATGGTTGTGAGCCACCATGTGGTTGCTGGGATTTGAACTCTGGACCTTCGGAAGAGCAGT\nCGGGTGCTCTTACTCACTGAGCCATCTCACCAGCCCTCATCTGCCTATGTTTAAGTCATG\nGTGAGACGGCATAGGATGCATGATGCAATATGGACATCACGTGGACGGTTGCTATTCCGA\nTGCATCTTTGGAGTGAGACAAGATGGGGAAAGTTGGCATGTCTGTGGTACAGATACAACC\nATTGTAGACCAACTAGCTTCTTGGTCTCTGACTGGGTAAATTCAAGAATGTATAATTGGC\nAGATATAGAGGCCAGCTATACAGAGATTTCACTATGAGATTTTAGGGACTGACTTCTTCA\nTTAAACAAGAGATCATTCTGGGTTTTGTGTGGTTTTCAAACAAATTCATTATTATAACAT\nAAAATTTGCATTTTGGAAAGAGCACAAAACCCACACGAAAAAAAAAAATCTCTACCAAGT\nGAACAATGAAAGTGGCTGCCAATGCCAAAATAATTCAGGACACCCACACAGCATCCCCTG\nACCCTCTGTCCCTCCCACTGTAAACATAGGTCTATTCTTGTTTCTGATTGAGTAGTGCTT\nGCTGGTCTTGAACTTCACATAAGCATGATCATATATCACACGCCCTTTTTGTCTGGTCTC\nTGTTATTCAAAAGTACATTTCTAAGATGGCCTGATTCTGCGCTCCACAGAGACTCACTCA\nCTTCCCTTGCTGGAGTTCATCCCTCAGATGATCCTCTAGTAAAATATATACACATAGCTA\nTCTACTCTCTGATGAATGTTTGCACGGTTCGTGGAAAATATTGCTGTGAGATACCTGTTT\nGCTACCCACATGGACTTGTTTTGTTTGGATGTGAGCTCAAAATAAAATCTCTCTCTCTCT\nCTCTCTCTTTCTCTCTCCCTCTCTCTCTCTCTCTCCCTCCCTCCCTGTCTCTGTCTCTCT\nTTCAAGCTCTGCATGTGTATGTGTGTGGCATGCATGAATGTGTCTATGTGTATTTCATGT\nGCAGAGTCACTTGTGTATACGAACGAATCTTTGTGTTAGCAAATACATGTGAAGGCCTGG\nCATTGGCTTCAGGCATCTCCATCCATCACTTCCACTTTTTAAAGCAGAGTCTTTGGATGA\nATCCAGACCTAGCCAATGCTGGCTAGTCTAGCTAGTCAGCTTACCTCTGCCTCCTGCTTG\nCTGGGGTTACAGGTAGCAACTATGCCTGCCTGGCTTTTCACACGGGCTCCTGGGATCCAA\nACTGATCAGAATGCTTGCACAGCGAATCCACTTTATTCACTGAGCTGTCCATCCCCATCT\nCCAGACCAAGTTAACTCTTGTTTAACAGTGCAGCTCAGGTAGAAAGAGTGGACTGGGTTT\nCCATTTTGCTGCAAATACACAAGTTTATTTATAACAGAAGAAAGACAGTCAACCGAGATT\nTTCAAGGCGGAAAGCTGATGTGTAAAATGAAACTGGGAAATATCGGAGTGGGCACAGAAG\nCCAGGATTTTGGAGAATGTCCTGAAAAAGGTTTTGTGAAAGAAGTGAGAAGGAAGCTGAC\nTGAGCGGCCTCGAAAGCAGCTGGGAGAAGAGTGAAGGACAGATGGAGCTCTGTTCTATTG\nGAGAAAGCAGAACTGCTCTGATTGCCCGGTTTCAGCACACACACACACACACACAAACAC\nACACACACACACACACACACACACACACACACACGCATGCACATAAAACTGAAAAGCCAA\nAACAAAGCAGAAGAAAAGCCCATGTGACTCCTCCACTCTGGGACGTTTTCACTGTGCACC\nATGTCACCTTTCCAGAGCTTCTACATGACAGGGCCAGCCATCCGGCCTTCCCGAGAGGGA\nCCCAGACAGGACCAGTCATCTTACCTTCCCGAGAAGGACCCACAGAGTTCTTTTTATTAA\nGAAGTGGAACCTTCTCCAGCTACAAAGGCTGCCCCTGCTACTATACAGGCCAAAGAAATG\nTCTTCTGTCTGCTGGCGGGTAATAGACACCTTCCTTCTCTTGTGTGCTGTATATTTCTCT\nGTCACCTACTTTCCCAGCAACACCTCATTAGTAGGAACACCTGATCACTAAAGGCAGAAA\nGCCCCACACCCCACTGTGGGGTGAGTTCAGGCTCTGTATGACCTGACTGACTGGGGAGAA\nTACATTTGCAGCGTGGGGAAGAGCTACCTGAGCTAGTCTGGGTGTCTGCGGAGTGCCATT\nGAATTACCAAGGAGTGACTATGAGTGAACATGCCCACCTGGGCATCCCAGCCTTTATTCT\nGGTCACCAGCTTCACGTGTGGTCATTTGCCAACCAACCAAATGAGACCAAATGTCCCCCA\nGGGCCTGTTCCCTGTCTCTCAGGCCTGTTGACCCTCCCGGCTTTAAGCATGGCATCACTC\nTGTGTTCCCCCACAGTCACTTGAGCTAAGTCCCTTTTGTCCGGTCCTCCGAAGCTCTTCG\nTTGCACAATGGGCATGCTATTAAGATCATCGAGGACATGAATACTGAACATTTTCTAGCG\nCTCCTCCCCCATGGCCCTGCCACACACTCTTCCCAAGCAGCTCCGCCACTCCACAAGGAC\nACTCTGTTTCGTTCCATGGAAGAATGGTCTTCCTTGGTGGCAGGGAGCAAGTGATGGCTC\nACAAAACTACTGTTGTATCACGTGATCCCAGTGTAATGGATGAATCACAGATTTCAAAAC\nTTCTTCTCAAATTCCTTAGATTTGACGGAGTGAGCAAGTATAAGAAAGTTCTGGACCTGA\nGCAGGTGCCAGGCCTTTGTAGCTAGAGAAGTCTCTACTTCTTAATTCACAGAGCTGTCCA\nTACCTGAGCTCATCCCTCTGGGGTCAAAATGAAATGGTGACTACCATAGAGGGCTATGGT\nGAGAGTTAACTAAATTCATATTTGGGGGCTGGGCAGGTGACTAAGTCTCTAAAGTATTTA\nCCTTGCAAGTATGAACATCTGAAGTCAACCTCCCCCCCACCCCCCTAGAACTCACATAAG\nAAAAGTCAGGCATGAGCTGGGGCTGTGGTTCAGTGGTTAGAACACTTACCTCTCATGCGT\nGAAGTCCTAGGTTCAATTCCCAGTATCACCAGGAAAAAAAAAATCCAGGTGTGATACTTG\nGAATAGTTCTGGAAAGATGGAGACAGGGGGGAGAGCCAGCCTAACCTGTTTGGCAGGCTC\nAGGACAGTGAAAGACTGTCTCAAAAAAGGGTGTCTGTGAACTGACAACTAACCTTGTTCT\nCTAGGTCTTTGTACATGTTAGATAAGTGCTCTACCAACTGCTCCCATATTCCAGTGCACA\nTATATGTATGTGCACACACATATACACATATACACACATACACAAGTACATATCACAATA\nTATAATATACAGTGTATAATAGGGCTTGTAATTAGATTAGATAGGTAGGTAGATAGATAG\nATATTCATACATAGATGATTGTAGATAGGTATTAGAGAGATAAACAGATAAACTAGATAG\nACACCTAGATGCTAGCTGAAGCTAGATACAGATTATGGATAGAACAATTAATAAGATCTT\nACTCGGGCATTAGAAATACAAATTCATAGACATGAAAGTTCTATATCCCCTCCAGCATAT\nTCAGCACTACATATAACACCTTCCTCACGTGAGTAGAAAGAACATTATGAAGTGACACTA\nTGAGTGAGCAATCTAAATACAGTCTAAAGACAAGAGTCTTCCAGCAATTTATGACCCTAA\nGCGTTTCCAGCTGCAGGATTAATAGCCTGGTGTCTGCAGAACATGGCAAAAAATCACTAC\nAACCTCAATACAAATTCAATAGAAAACAGCAAGCTGTGTGAATATTTAATATGTTTAATT\nATGTTATATTAATTAAATCAATTATTTAGTGTCTTGGCTGCTATTCTATAATGATTTTTT\nGCATGTTCAGGAAATTAATGGTGTCCACACTGTCCCTTGTTTGCTCCAGTAAAGTCCTGC\nCGGTTGACACTATTGTCTGCCCAAACACTGCTTGTGACCTTGAGGATAAAAGGAAGCTGA\nCACGATTTGCAACCGAAATAAAATAGGCTCTGGTCATAAATGTAATGAGACACCAGGGTC\nATCCTGACTGATAAAAGTCACTGGTGATGAGTCTCCATTCAACCTAATCCTAGAGAAGCC\nCGCAGACCCTTGGAGTCCTGGGGTCTCTCGTATATCTTAGTACACTGTGCAAAGTCTGAG\nGACCTTTGTTGGCTACATCGCCGATCACTTATCAGATCAGTTTCTCATTTGGCGAGTTAA\nGCTTGGATAGCTGACAACAGTTATCAATTTCATATGGTCCACATCTAATCAGGTGTCATG\nGTCCCCAGTCATTCAGGATGCAAACCTTTCTTTCATGAGCTGGTTATGTCCTCTCAGATC\nAGAAGGGAATTTTTCCTAAGAGGAATATTTGAATGACTCGCCCTTTGTAATTGCTTGGTG\nTGGTTTTAATTTTTTTCATTCATCCTTCTAGGTGTGCTTTGGGCAGATAACACAGAAATG\nCATAAAGAAACCGTTAACATGGATTTTATTAAGTTGCTTTTAAACATGCACTTTACTGTG\nTAGATGGTTTTAGCATCTCTCTGTTAACTACTCACTTGTGCCCATTACCAGCCGTATTTA\nTGGGACACAGCTGGATCTATTTGAATCATGGAAGTCTTGGTTTAGAAAAGAGAATTTGTG\nGGCTGTGATGAAGCTCACTTCCACGAAGTGCTGGGTTTGCTCTCCAGTGCAGCATAAAAC\nCAGTCATAGTAGCACACTACCATGACCTCAGTACTCAGGGAATGGAGGAGGGCAGATCAG\nAAGTTTTTCATAACCATACGGGAACTTAAATACAGCCACCTATGTTGTGTTTTTATGAGG\nGCAAAATTGTTTAAGAATGGGAAGCTTGCCTAATGAAAGATATTTTTTATCCATTTTGTC\nCAAAATTCAAAAGTTGCCATTAGACTATGTGGCTTGACTTATCAAGAGTCAAATGCTGTT\nTAATACCCTGGGTGTGTGTACATTGGTGCAACGTTCATGCAGAGTCAGGTTGAAAATTAT\nTTATTTTTTAATATGCCCGTGACTTTTGAGTTAATAATTCCGCTTCAAAAAGACTACCTC\nAAAGGCATATTCATGCATATGCAAATTACATTCTCTCTCTCTCTCTCTCTCTCTCTCTCT\nGAGTAAATACTCTCTGAGTAAATACATGTATTTAAATGTCCATATATGTAATATGAAACC\nTGCATTCTGCATATGAAAGTAAACATGCCATATTTGTCTTTCTGCGGCTAGCTTATTTTG\nTGTAATACAACGATTTCCAATTCTGTCCATTTCCTTGAAAAGGCCATAGCTTCATTTTTC\nTTTATGGCTGTACATTTTGCCTTCTGATCTCAGACATCTGCCCCTCACCTGCCAAATAAC\nAGTGCCCTTACCCTGTTTGTTGCCTAAGAGAGAAATGGAGACAACAGTTTCTGTGAAGAT\nATGTGTATCCCCCCGCAACACACACACACACACACACACACACACACACACACACACACA\nCACATACACACACTTTAATCCTGAGCTCTGTGCTTCCACTGGACTGGCTGGCGAGCTAGC\nCCTTGGTATCTACCTATTTCCAAGAGCGCACCCTACTCTCTCATGCTAAGCATAGAGACA\nGGAGCACCATGCCTAGCTTTGCATGGGTTCTGGGAATCCACACTTGTGCAGCAAGAACTT\nTATCCACTGAGACATCTCCCCAGCCTCTCTGACAAATATTCTTAAATGCCTCATCTTGTA\nCCCAAATAACGTTCCTGAATAATAGTCCCTGAAGTTATAGCCCAGTGGTAGTTATAGCCC\nCACTTGTCTAGCATGTTGGAATGTCCAAGGCCCTGGGTTGGATCACTAACATTTAAAAAT\nAATCATGGTGGAGAAACCAAAGTATTCCACGACAAAACCAAATTCTCACATTATCTCTCC\nACGAATCCAGCCCTTCAAAGGTTAATAACAGAAAAAAACCAATACAAGAACGGGAACAAT\nGCCCTAGAAAAAACAAGAAGGTAATCCCTCAACAAACCTAAAAGAAGACAGCCACAAGAA\nCAGAATGCCAACTTTAACAACAAAAATAACAGGAAGCAACAATTACTTTTCCTTAATATC\nTCTTAACATCAATGGTCTCAACTCCCCAATAAAAAGACATAGACTAACAAACTGGCTACA\nCAAACAAGACCCAACATTTTGCTGTTTACAGGAGACACATCTCAGAGAAAAAGATAGACA\nCTACCTCAGAATAAAAGGCTGGAAAACAATTTTCCAAGCAAATGGTATGAAGAAACAAGC\nTGGAGTAGCCATCCTAATATCTGATAAGATTGACTTCCAACCCAAAGTCATCAAAAAAGA\nCAAGGAGGGACACTTCATTCTCATCAAAGGTAAAATCCTCCAAGAGGAACTCTCAATTCT\nGAATATCTATGCGCCAAATACAAGGGCAGCCACATTCATTAAAGAAACTTTAGTAAAGCT\nCAAAGCACACATTGCACCTCACACAATAATAGTGGGAGACTTCAACACACCACTTTCACC\nAATGGACAGATCATGGAAACAGAAACTAAACAGGGACACACTGAAACTAACAGAAGTGAT\nGAAACAAATGGATCTGACAGATATCTACAGAACATTTTATCCTAAAACAAAAGGATATAC\nCTTCTTCTCAGCACCTCATGGTACCTTCTCCAAAATTGACCACATAATAGGTCACAAAAC\nAGACCTCAACAGATTCAAAAATATTGAAATTGTCCCATGTATCCTATCAGATCACCATGC\nACTAAGGCTGATCTTCAATAACAAAAAAAATAACAGAGAGCCAACACTCACGTGGAAACT\nGAACAACACTCTTCTCAATGATACCTTGGTCAAGGAAGGAATAAAGAAAGAAATTAAAGA\nCTTTTTAGAGTTTAATGAAAATGAAGCCACAACGTACCCAAACCTTTGGGACACAATGAA\nAGCATTTCTAAGAGGGAAACTCATAGCTCTGAGTGCCTCCATGAAGAAACGGGAGAGAGC\nACATACTAGCAGCTTGACAACACATCTAAAAGCTCTAGAAAAAAAGGAAGCAAATTCACC\nCAAGAGGAGTAGACGGCAGGAAATAATCAAACTCAGGGGTGAAATCAACCAAGTGGAAAC\nAAGAAGAACTATTCAAAGAATTAACCAAACGAGGAGTTGGTTCTTTGAGAAAATCAACAA\nGATAGATAAACCCTTAGCTAGACTCACTAAAGGGCAAAGGGACAAAATCCTAATCAACAA\nAATCAGAAATGAAAAGGGAGACATAACAACAGATCCTGAAGAAATCCAAAACACCATCAG\nATCCTTCTACAAAAGGCTATACTCAACAAAACTGGAAAACCTGGACGAAATGGACAAATT\nTCTGGACAGATACCAGGTACCAAAGTTGAATCAGGATCAAGTTGACCTTCTAAACAGTCC\nCATATCCCCTAAAGAAATAGAAGCAGTTATTAATAGTCTCCCAGCCAAAAAAAGCCCAGG\nACCAGACGGGTTTAGTGCAGAGTTCTATCAGACCTTCAAAGAAGATCTAATTCCAGTTCT\nGCACAAACTTTTTCACAAGATAGAAGTAGAAAGTACTCTACCCAACTCATTTTATGAAGC\nCACTATTACTCTGATACCTAAACCACAGAAAGATCCAACAAAGATAGAGAACTTCAGACC\nAATTTCTCTTATGAATATCGATGCAAAAATCCTCAATAAAATTCTCGCTAACCGAATCCA\nAGAACACATTAAAGCAATCATCCATTCTGACCAAGTAGGTTTTATTCCAGGAATGCAGGG\nATGGTTTAATATACGAAAATCCATCAATGTAATCCACTATATAAACAAACTCAAAGACAA\nAAACCACATGATCATCTCGTTGGATGCAGAAAAAGCATTTGACAAGATCCAACACCCATT\nCATGATAAAAGTTCTGGAAAGATCAGGAATTCAAGGCCCATACCTAAACATGATAAAAGC\nAATCTACAGCAAACCAGTAGCCAACATCAAAGTAAATGGAGAGAAGCTGGAAGCAATCCC\nACTAAAATCAGGGACTAGACAAGGCTGCCCACTTTCTCCCTACCTTTTCAACATAGTACT\nTGAAGTATTAGCCAGAGCAATTCGACAACAAAAGGAGATCAAGGGGATACAAATTGGAAA\nGGAGGAAGTCAAAATATCACTTTTTGCAGATGATATGATAGTATATATAAGTGACCCTAA\nAAACTCCACCAGAGAACTCCTAAACCTGATAAACAGCTTCGGTGAAGTAGCTGGATATAA\nAATTAACTCAAACAAGTCAATGGCCTTTCTCTACACAAAGAATAAACAGGCTGAGAAAGA\nAATTAGGGAAACAACACCCTTCTCAATAGTCACAAATAATATAAAATATCTCGGCGTGAC\nTCTAACTAAGGAAGTGAAAGATCTGTATGATAAAAACTTCAAGTCTCTGAAGAAAGAAAT\nTAAAGAAGATCTCAGAAGATGGAAAGATCTCCCATGCTCATGGATTGGCAGGATCAATAT\nTGTAAAAATGGCTATCTTGCCAAAAGCAATCTACAGATTCAATGCAATCCCCATCAAAAT\nTCCAACTCAATTCTTCAACGAATTAGAAGGAGCAATTTGCAAATTCATCTGGAATAACAA\nAAAACCTAGGATAGCAAAAACTCTTCTCAAGGATAAAAGAACCTCTGGTGGAATCACCAT\nGCCTGACCTAAAGCTTTACTACAGAGCAATTGTGGTAAAAACTGCATGGTACTGGTATAG\nAGACAGACAAGTAGACCAATGGAATAGAATTGAAGACCCAGAAATGAACCCACACACCTA\nTGGTCACTTGATCTTCGACAAGGGAGCTAAAACCATCCAGTGGAAGAAAGACAGCATTTT\nCAACAAATGGTGCTGGCACAACTGGTTGTTATCATGTAGAAGAATGCGAATCGATCCATA\nCTTATCTCCTTGTACTAAGGTCAAATCTAAATGGATCAAAGAACTTCACATAAAACCAGA\nGACACTGAAACTTATAGAGGAGAAAGTGGGGAAAAGACTTGAAGATATGGGCACAGGGGA\nACAATTCCTGAACAGAACAGCAATGGCTTGTGCTGTAAGATCGAGAATTGACAAATGGGA\nCCTAATGAAACTCCAAAGTTTCTGCAAGGCAAAAGACACCGTCAATAAGACAAAGAGACC\nACCGACAGATTGGGAAAGGATCTTTACCTATCCTAAATCAGATAGGGGACTAATATCCAA\nCATATATAAAGAACTCAAGAAGGTGGACTTCAGAAAATCAAACAACCCCATTAAAAAATG\nGGGCTCAGAACTGAACAAAGAATTCTCACCTGAGGAATACCGAATGGCAGAGAAGCACCC\nGAAAAAATGTTCAACATCCTTAATCATCAGGGAAATGCAAATCAAAACAACCCTGAGATT\nCCACCTCACACCAGTCAGAATGTCTAAGATCAAAAATTCAGGTGACAGCAGATGCTGGCG\nAGGATGTGGAGAAAGAGGAACACTCCTCCATTGTTGGTGGGAGTGCAGGCTTGTACAACC\nACTCTGGAAATCCGTCTGGCGGTTCCTCAGAAAATTGGACATAGTACTACCGGAGGATCC\nAGCAATACCTCTCCTGGGCATATATCCAGAAGATGCCCCAACTGGTAAGAAGGACACATG\nCTCCACTATGTTCATAGCAGCCTTATTTATAATAGCCAGAAGCTGGAAAGAACCCAGATG\nCCCCTCAACAGAGGAATGGATACAGAAAATGTGGTACATCTACACAATGGAGTACTACTC\nAGCTATTAAAAAGAATGAATTTATGAAATTCCTAGCCAAATGGATGGACCTGGAGGGCAT\nCATCCTGAGTGAGGTAACACATTCACAAAGGAACTCACACAATATGTACTCACTGATAAG\nTGGATATTAGCCCAAAACCTAGGATACCCAAGATATAAGATACAATTTCCTAAACACATG\nAAACTCAAGAAAAATGAAGACTGAAGTGTGGACACTATGCCCCTCCTTAGAAGTGGGAAC\nAAAACACCCTTGGAAGGAGTTACAGAGACAAAGTTTGGAGCTGAGATGAAAGGATGGACC\nATGTAGAGTCTGCCTTATCCAGGGATCCACCCCATAATCAGCATCCAAACGCTGACACCA\nTTGCATACACTAGCAAGATTTTATTGAAAGGACCCAGATGTAGCTGTCTCTTGTGAGACT\nATGCCGGGGCCTAGCAAACACAGAAGTGGATGCCCACAGTCAGCTAATGGATGGATCACA\nGGGCTCCCAATGGAGGAGCTAGAGAAAGTACCCAAGGAGCTAAAGGGATCTGCAACCCTA\nTAGGTGGATCAACATTATGAACTAACCAGTACCCCGGAGCTCTTGACTCTAGCTGCATAT\nGTATCAAAAGATGGCCTAGTCGGCCATCACTGGAAAGAGAGGCCCATTGGACACACAAAC\nTTTATATGCCCCAGAACAGGGGAACCCCAGGGCCAAAAAGGGGGAGTGGATGGGTAGGGG\nATTGGGGGTTGGTGGGTATGGGGGACTTTTGGTATAGCATTGGAAATGTAAATGAGCTAA\nATACCTAATAAATAATGGAAAGAGAAAAAAAAAAAAAAAAAGAAAGTTGCTCTCAAAAGT\nAAGCTAATTATATAACAGTAACACTGTGTTTCTATAATTTTTCTTTTGCCACAATGTGTC\nGAGTGATCAACCCCTACCTTCCGCATGGATAGACACCTTGGCTGGGAGGGTCAAAAAAAA\nAAAAATAAATAAATAAAAAAAAAAATAAAAATAATCATGGATATCACAGCATGCTTATGA\nCATGTTTTAAAACTATTGACACAATTCTGTCATGTAAATAAGAAAAAAAATAGCATTAAT\nCTATCACCAAATAATATTTATTATAATGTGTAAATATATGTGTGTGGTGCAAGTGTACTA\nGAGGTCGTGGGAAGGCAACAGATGAGTTAATCACCATGAAGACCAGAGCTACAGAAGTTA\nACTCTCCCCAGCCTGCTTGACAGAGACTTAGCACATCCTGGGACATTGCTGTTGGTATAC\nTGCTGTTCTTACAACATACTTCATTTCTCATGACATTTCAATAGAACACAGCATGGCCAC\nTCCTTGATCTTCATGACAGCTGTCTTCCTGGGATAGTCAGTAAGTAGTGAAAAACTGCAG\nAGACCATGATCCACACCCACTGTCCACCACCCTACCCTCTTGCTGCCTGGGAAATCTAAT\nCGACACTGTCCCTCAGATGTCTGCTCACAACCAGTCTCACCTTATCTCTTGTAGGGAGGA\nCAGCATCCTTGGGCTAGAATAGTGATGAAAAGTAAGGGAGGATTCAGGATGGGAAGAAAT\nATGGATTGTATATGCACATGCATGCTAGTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTC\nTCTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGCATATGCACATTTTCAGTAGAGAAGGGT\nTAGTGGAGATCTCACAGATTCTTTTTAGCCTTTGCAACTTTCCCTGTTATTTCTGGACAA\nACCTCAAATGCAGGAGGCTGTATAGTTAGCATGTGCATCTCTGATAGAACTGTGTACCCA\nGCCTTCTCTATTGTGTTCCCAGGGTAGCTTGGCCTTTAATGGTAAGAGCTCCCTGCTATC\nATTTGGTTACTTTTTTTTCCATTTGGTCCCTAGATTCTCCCACTAAAGACGGTCTGGGCA\nTACACTGTGCACATATCTTTGCCAGGTGTGCATCAAATGTCTTTGCCATACTGTGTGCAT\nGCTGGTCCCACTGACCATGCTACAGAGACACTGAGCGGGCACATCAGACATCTGAGCAGG\nCTGGCCATGTGTGGGTTTAGGTCTTACTGGTCAGGGGTGACCAGAATCCACAGATGAGTT\nCTCACTGCTTCTAAATCTCTGAGTTGGCCAGCGCCCTTGTTTCTCATACTCAGTCTTTAT\nGACCAGGGAGTGTGCATCCGGCTACAGAATGACTGTGGGCTGTAGAAATGGCTTGGGGAT\nACAGGGCTTGATGCTCAAACATAAGAACCAGAGGTCAGATCTCCAGAACACAAATAAAAG\nCCAGGCAGACGTACAGGCTACCTATAATGCTGGCACTCAGCATGCAGAGACAGTATTCCT\nGAGGCAAGCTGGCTAAATAGAATACTTGAGCTGGTGCACTCAAGGTTCAGTGAGAGGCCC\nTGCCTCATTAAGTAAAGTGGGGAATGGTTGAGGAAGACACTGAAGTCAACCCTTGACTTG\nCACTTCCACAGACAAGAGCATCTGAACATACACATATAGCACACACACACACACACACAC\nACACACACACACACACCCTTGTTAAATGCACTATTGTCTGCAAAAGCATTAAGAGTCATT\nGCTATGTAAGTCATCACAGGAAGCAGGCACATGGTAGAAAGGCACACATCAAAGTCAAGG\nTTACTTGAATGGGATGGCGGTTACACTGGGGTGCTTTCTTTCCACCAGAAGGTTAGGGCT\nAGGATCAGAGCCTGGACTGGGGTTAGCATTATAGGTTCATTTAGGCAAAGATCTAGAGAG\nCAACCCAGATCACTCAAAACTACCCAAAGCAGAGAACATGTACCCAGAGTAACCATCCCA\nTACCTTAGTGATTTATGCTTTGCCCAAAATATCTTTACCCAGACACCACCCTTTGACCCC\nCCTGTGCCTGTAGAAGATCTGTGTTGCCATGACATACATTTGAATTCTAGGAAGCAAGGT\nGCCTTTAGAAAGTCCACAGAAATCTGAAATGAATGTCCTTCATGCCTTACAAATAAGCCC\nTTCTGGTGGCAACCTCAGAAGCCCTTCTAGGGACAGGGCATGTGATGGGCAACAAGCCCG\nAAAGAAGACCAGACAGGTTCTTGTACACCCTTTCCATCAGCACCCAGGGCGCCACAGCCA\nGTGCCTGACACTAATGTCACTTAGTTGGCTCTCAGAATCATGACACTGATACTTGTGAGG\nGAGACTTGTGGGTGCAGGAGATGGGTAGGGGCAGGAAGCATGTGACGAATAGACCCTTTG\nTGCTTGGCATAAAGCCACCAAGATACAAAATGCAGTGTAAATGGGAGGACAAGGCTGCCT\nGTGAAAATCAGCTGATCACCACAGTAGGAGCATGTGGACAGGCACCAAGAGATCCCTACA\nGCCCCATGCCCAGCCAGTGCCAGCCTGCAGGCTCATAGAGACGCAACCCTTTAAATTAGC\nATGTTTGTCCTCCCAGAGCCGGCCACAGCAGACAGGCTAGCCTTTATAACCCCACTCCGA\nCAGACAGCTGTCTGTACAGCTATGAGAAGAGAGCTGTCTTACTGATACATTACATCTCTA\nGGATTCGCTGGCTATCTGAATATAAGGTGAAACAGAAGTCGGACAGGCAAGCAATCAATA\nGGCCATTATATTAGTCACCTTACATGTGTCCTGGAGGGTTTTCCCATCCTACTACTATTC\nGTATAGAAGAATAATTATAGATATATATGTATTGAGCTTTGTGGGGGGAGGAGTGTTATC\nATATAAGCTAGCAAATTTAATTATTTAATTCTGTTAATCTTTTAAAATTATTTAATTTTA\nTTTTTCACTTATTCACTTTACATTCCACTCGCTGCCCCCTCCCAGTCACCCCCTCCCACA\nATCCTACCCCAGCCGCCCCCCCTCCTCTGAGCTGGTGAGGGTTCCCCTGGATATCCTCCC\nACTCTGGCACCTCAAGTCTCTTCCAAGCTGGACACTTCCTCTCTGACTGAGCCCAGCTAG\nAAGAACATATCCCACAGACAGGCAACAGCTTTTGGAATAGACCCTGCTCTAGTTGTTCAG\nGACTCACATGAAGACCAAGCTACACATCTGCTACATATATACAGGGAGGCCTAGGTTCAG\nCCAGTGTATGTTCTTTGGTTGGTGGTTCAGACTCTGAGAGCCTGACTCTGTTGGTCTTCT\nGTTTTTTAAGATAGGATCTTGCTTTTAACCTAGGTTTCCAACTTGCTATGTAATTAAAGC\nTGGTCCTTAGCTCTTGGTCTTTATATCTACTTCCAAAGTACTGGTATGTGTCACTACACC\nCATGCCCAGCTTGCTCTCCTGGGGATCTCTCTCTCTCTCTCTCTCTCTCCCTCTCTGTTT\nCTCTCTGTCTCTCTCTGGGGTGTGTGTGTGTGTGTGTGTGTGTGTGTGCATGCGAACTTG\nTCAAAGAGAGGAAAGAGACTTAAGGTTGACCCCCAAGGAGGCCAGTTTCAGGCATACAAT\nGCAGCATTGTTAATTGTGCTTAATTGAGGGCTGACTTTGGACTTGCAGAACTTCTGTACC\nCTGCATAGCCAATGCTTTGTCCCCTCTGACCATCACCTTCCCACACCCCCTCCCCAGTCC\nCTCAAACCCACCAGTCTACTCTCTGTCCTCTCCTCTGACTGTTTGAGATTCCTCCTGTAA\nGTGAGTCCATGCTGGGCTTGTCCTTATGGATCTGTCTTGTGTCAGTCAGCCTAATGCCCT\nCCAGATTTGGGGGAAAAGGATGGTTTCTTCAATAAATAGTGCTGAAGAAATTGGGTATCC\nTTATGCAAAATTAATTAATTAATTAATTAAAAGAACTCCCACAACCATATAAAAGTCTGT\nTCAAAATGGGTTAAAGACTCTTTTGCTGAGGGTTATTAGTTCAGTATATTCCAAATGTGT\nGTGTCAAAATAGAGTGATCAAGACAAAAGCCAGTGATTTTGCTTATAAAAAACATCATAG\nCCTTGTTCAATAATTGGATCCAATTACTACTAATGTTCATTAGTGAAAGCATGCGGTGGT\nTAACTAGGTTTTTTGTGCAGCAGTTCTGAACAGTCCTGCGGGGAGCTGACCTACCATTTT\nATACTTGGTCTTCAAGTAAGTGACCTAGAGTGGACAGGAAGATGTTCCCAGGAAACTATG\nTTCGTATGTTCCACTGCCTGGTGCCCGGGGCCTGCACCGCTGTCCTTAATATTGGCTTTC\nTGGGAGGTGAAGTGCTGTCTGGTTGAATGGAGAACCTCAACTTGATAGAGCATGTAAAGT\nGGATGGTTATTTCCAGGAGTGAAAAGCAAGACAGAATAAAACAAAGCATAAACAAACAAA\nCAAACAGAAAACAACAACAAAATAACCAGAGCGTTCTAGAAGAATGATTTCCTTTCAGTC\nCTAGAAAGAAGGAACAAACGAGAGAACAATTTTGTGTCTATAAAGCAAAGGCAGCTAATT\nGTGCCCTCCGTAGATCGGAGTTGGAGAAGTGACTCTGCCTCTGACGAGTTTTGCCATTCA\nCATAAGCAGGAGGACCTCTGTTCAGCCCTCAGCACCTGCCTAAAAAGTGAGGCACGAAGG\nTACCTGCTTGTAATCCCAGGACTGAGGAGGTGACAAAGGTACAGAACTAGGGTGGTCCTC\nCCACCCTATCCAGTGACTGCATGTCATTTCCGAGTTCTTCATGACAGTCTTTCATGAATG\nATACCCATAATCCATTGCATAGTTCCTGTTTGCATGTCAGGCTAACCCCCTTCTGATCAA\nTTGCTCCCTTTTAGAAACTATTTTAGAGGCAGCCTCACTAGAACCAGGGGTACGGCTCAT\nCGGTTAAAGTCATCTGCCACCAAGCTTGATGACCTAAATTCAATCCCATAAACCCACATG\nGTAGAAGGAGAGAGCCTCGTTTGGCAAGTTGCACTCTGACTTTCATACATGTGCCACGAC\nCTGGATGCAACACACACACACACTCACATATACACACATACACACAACTTTAAGACATGT\nTTCTTCGGGCCTTGCTCTAGAGTACTAGCCACTTGTGTACCTAGACTGTACAGAGTTGTT\nTACCCATGACATCTTTCTTTCAAGCTCAAACAATTGTAGAAAATAACCATGAAAAGCTGC\nTGTTGAGCCTGGAAGGCTGACTCATTAAATGAAAAAAGTTTAAAACTATCGCTCATATTA\nACCAACTATTCTCCATCCAGTAACCACTGATTCATCCAAGAAAGAAGGCTGATAAAATAA\nACTAGGATTTTTTTTTTATAAAGATTTATTTATTTATTATATGTAAGTACACTGTAGCTG\nTCTTCAGACACACCAGAAGAGGGCGTCAGATCTCGTTACGGATGGTTGTGAGCCACCATG\nTGGTTGCTGGGATTTGAACTCCGGACCTTTGGAAGAGCAGTCGGGTGCTCTTACCCACTG\nAGCCACCTCACCAGCCCTAAACTAGGATTTTTAGTGAATAAAAAACACTTCAGAGGGCCA\nGTTAGCAAAGGGCTCACTGTGTAAACTCAAAGGCATGCGTTTCATGGCTAGAACCCATAT\nCAGAAAGCCGGGCATGGTGGCAAGCACTTGTAACCTCAGAGCTGAAGAGACAAGAATCCC\nTGTGGCTCACTAACAACCCAGCCTGGCCTAGTTGGTGATTTCCACTCCAGTGAGAAACCT\nTACCTTAAAGCAAACCGGGATACACATGCATACCCCAACACATGTACATACTCAAATGTA\nCATGTGTACATAAAACCAGACAAATAAAGAGTACCTTTTCCCAAACTTAATCTGTAGAAG\nAATGGGCAGAGGATAACTTGATTTGAACACTCCCCTGAAATTCCTAGATGACTAGAACAA\nTATCTCATTGATATACACACCTCTGCCTTCTCCTAACAGGCATCTAGCACATGGCTTAAC\nCGGTGAGACATGCCTGGCTTCTCAGGTGTCTTCCAGGCAGAAATAGTTTTAACAAAATCC\nTTAGGAACTTTGTGAGAAGCAGCGCTATCGTCAGCAAAAGGTGGTGGACAAGAACTCATG\nCGGCAAGACATGAGACTGTAGTTTAAACACAAGATGGCAGCTCTGTGGCAAGAAAGTCAT\nCTGTAGTGAGTCTTAGTTGCTGATGTGGCTCTGGTTACAGAATCAGTGTCAGATGCTGGC\nAGCACATTAGCAGATAGGGAGGCCTGGGAAGCCAGTCCTCTGTCAGGGAAATATGTTTTC\nTGTATAGTCTCAGCTATTGAAGCTGTCCATCACAGCATCACCCCCCTCACGCCCCCGCTC\nCTCCTCTGACGCCACTGCTTAACAAGAGACACCTGTTGTGGCACTGGCTTCTCTGACTAG\nAGGCTCAAAATCGGACTCGAGAGTGTACCATGCCAGACCTCTCTGTAACTGATGACAGAC\nTGTCAAGCTAAGCCAGTTTGACAAATCATCAAACTCCTTTTAGAACAATGTTAAGCTTTT\nTATCAGGATTTTCTTTCTGGTGGGGGAGTGACTTTATTTCATGGTGAGTCTGTATTTAAA\nCAGACTCATACATACTGAATCTGTCTACCTCCATCTTTGGGAAAATGAACATTTGTGTGA\nAAACTAAACCTGGGAGTTTTCCTGTCCTCCTTTTAAAGAACTGGAGTAGAAGGAATAATT\nCTTTTAGTATATAGCAGAAGCCTCTGGAGTACGGACTTCTGTCTGTTCCTTGATCTTACA\nCGGGTTATCTTCTCTGACACGGGTACTGACTTAGTAAGTGCTTCCCCTGTTTGGAATCAA\nGACACTAGACTTTGTGAGTTAGGACTTACATGGTAACTAGGAGGCCATCTGGTCTCTTGA\nCACTGTTAGTACAGCCACAGCACAAATGTCTACTAGAGTCTTGACAGGCAAGTGTTCCTT\nGCAGGTTTTCTAAGGTCTGAAAATTTGTCAAAAGTGATGTTATTTCTTTGGATATATTAT\nTCCAGCCTTAAAATGAAGAGAAATTTTAGGCTGGGGAGATGGCTTGGTGGCTAACGTGCT\nTATGCACAAGTGTGAGGACCAGAGTTCAAATCCCCAGAACCCACATAAAAGTGTGGTAGG\nCACGGCAGTCTGCACGCAAGCCTGGTACTGCAGGAGCATGACAGGGAACTCTCAGAGCAA\nACTAGCTAGTCAGCCTAGCCAAAAACACCAAGCAGTGAGAGACCCTTCCTTAATAAATAA\nGGGGAAAAGCAATCAGGGGAGCCCCCAACATCAACACTGCACCTCCACATACATGTGTAC\nACACACGCATTAGCAAAACTATGCACACATGCAAATCATACATCACATATGCATACCACA\nCGTGGGTAATCCTAGCACACGCTTGAGGATGTTATCCTAAGTGAATAAGCCACTCACCAG\nAAGCCAAGGATGGTATGTCACTCATAGGGCATCTGTAGACAAATAAGATGCATAAAAAGC\nAGAATGTAGGACTTTACATGGGAGGGGCATTGAAAGAGGAGAAATGGAAAGACATAAAGA\nATTGGTGTTTAATGGTATGGCAGTTCCATTTGACAAAATCACCATTTCCAGGGCTGGACA\nATGGTGATACTCTGATATATAACTGGACAACATATAGCTGGGCACACACACACATATGAT\nAAGAATGGATTTAGTGATGTGAAGAACATTCACAACTTAACGGAGTTGACATGAGGCTGG\nAGAGGTGGCTCAGGGAGGAAGCAAACTTGCTGAAAACGTATGAAGCCCTGACCTGAATTC\nAGCTCTCCAGGCTATGCTTGCCTGTAACCCCAGAAGGCTGGTGAGGGTAGGGATGGAACC\nAGAGACAAGAAGGTCCCTGAGGTTTGCCAATCACCAGCATAGCAGGCAAAAGCAAAATAG\nCCACCTTCAGATTTAGTTCTGTCTCAAGGGAATAACATGGGGAGTGAGCGATTGAAGAAG\nAAACACCCAACATCCCTCTCTAGCCTTACATACATACTTACACACACACACACACACACA\nAGCACACACACAAACACACTCTTACCACACACACCACTACAAAAAGAAGTCAAAGTAGCA\nATTTTGTGTCATGTGTATTTTACTACAATTTTTTAAAAAATGCTTGCATGAATAAAAGGG\nGTACATTTTAGAAACAGAAAAGAATTTCCAATTTTTATGAGTATTCTACCTGACAGATGC\nTGCAGGACTTGACCCAGAGATTAAATCTATTTCTGAGATGTTTATCTACCCTTGCATGGT\nGGGGGTGTAGAAGGAGCAGGGAAGATCGTATGGGATCTAATAATATTCGGGGGGAAAAAT\nTTAGTTCCCTCCAACTTCATTTCCTTGTTTTCCACAAGACTGTGTGTTTCTCTGTCGTGG\nTGCACAGAACAAGGTCTGATGCGTCCTTCACAAAGAACCATTGATGGCGTGTCTGTGTGA\nATTGCCCTGGCTTTGGTCACAGCCAAGTTCTGCGGGACCCACTGCCCCTCGTTCGACAAT\nACACTCCACTGTGTGTAGCCATTTATGAAAGGTCAGAAATGAACTGAGAAATGGCTGGAG\nTCAAAAACATGTGGCCCTATAAATATCAGAGTCAGACGGCTTCAGGCATTTCCCCAGTCT\nCGTTTCTGCTCCATTCAGCTGTCTCCGCAAGCCTCTGCTGAGGTGCCTGGCATTTTGTGG\nGCACCTTACTTTGTACAGTTCTGCAGAGGAAGCTACCTTCTTCACTTGCTGCCCTTCTTG\nCCCAGCCCAGTAGCATAGAACCATTAATAGAGTTGTTTTGATTTGTTTTTGTTTTTTAAG\nTTAGAATTTCTTCTCGGGAGCCCTGGCAGCCCGTTCTGCAATGCTCTGTCTTATTTTAAG\nATTTTCCACTTTGCATTAGTAGCGACTTTGCCTAGTTACCGACCTGACACCAAAGGTGTT\nCTGTGAGCTGAAGGGTTTGCAGATTTGGGCTCCGTGAGTCCTATTGGGACATTGACCATG\nACATTAGCTGCCAGACTGGATGACTTCGAGATGACACTGGAGCACCTGTTCATGGATGTG\nTTTGTAAGTAAAAGCTTTCCATTCCCACATGCAAGGATTGTCCCTGCAATCCCAAATAGG\nGATTGTGTCCCCATATGAACAGAAGCTTCTAGCTTGCAATTGTGCTGTTTCTACTCCAAT\nATACAGAAGGGGAAGTTGGGGTGGGGTGGGGTGGGGTGGGGTGGGTATTGTTCCTAAATG\nTCCAGTGACACAGAACTGCCCACATGGATCAATGCCACACCACTGGCAGAGGTGTGGCAT\nTTTGAATGAAGTCAGCTCTAGAGGTCTAAATGAATGGGCGGAACAGAGAAAACAACACTT\nCCCACTACCCCCGCAGAGATCAAACCACTTCTGTTTGCGTTCCCTGGAGGAATCAGATTT\nGTTTGTGAAGCAATCATTCCAGAGGGCTGGGGGTATGGGGTGGGCAGTGAGGAATTCACA\nGTGCTCAAAACACTGGTGATTCCATGTAGAGAAATGCAGATTACTAGGTAGTGCCACAAA\nTCACACTGTCCACAGAAACTGGTTTCATATGGGTTCTCCAGGAATTTGTTTGATAAGATG\nAAGCTGTTTGGTTTGATTTATTTTCCTTTAAAGAAAAGGGCAACCGACAGGGAACACACA\nCACACACACACACACACACACACACACACGCACCTCTTCCCACAATGATTTTCTGAATTT\nTAGCAAAAGCCATGTCAACAAAGTCACTCCCCCAGCCCAGCCACCGGGGCTCCTTACACT\nTTGGGCTCTCACTATGGGGCACAGGTCTGCTCTCTGTGGGTCACTGATGGTGAACAGGGA\nCTGCAGAAGCAGAGGCTTGCAGGTGGCAATGCAGCTGGAAGGTGTTGGCCTGTGCTCTTT\nCCAAGAACAACAGTTGTTCTGCCAGGGGAGACGGCCGCAGCGCTTGCTGTGAGGGCACAC\nCGTCTGTGTTTAAAATGAGGAAAGGCCCCAGAGGGCTGGCCTTTCTTGGCTATACATCAC\nTGGGGCCCTTTCAGGGACTTCACAATGAATGGTGTATTTTGGCAGACAGGAGAGTCTGGA\nGCATTACTTATTATTAATTTATAATTTGTCTTCAAATGGATACCATTCCATGCTGGCGGG\nATTCCCAGAGGGCCGGTCTCTTGAAGGAGAGTGTGGGGAGCTGAGTCACTTGCGTCCATT\nCTGATCATAGTCATGGCACTGAGAAGTAAGCTTGAAGATAGAGTATGTGGTGGACCGTGG\nAGAGGGTCCTCCTGCATGTCTAGTCCTCGGTTGTCAGGTCACGGAATGTATAGTATGAAA\nCTAGCATTGATCTGACTCGCTACCACGGCCTGAAGTCTGGCAGCAGTGGGGCAGGACTGA\nGACAGGGGGTGGACTCTGGCATAGCAAAGGATCAGTGGGAGTTTGATTGTCTCAGAGGGG\nAAAAATAGAATAAAAAAATGTCTTAAAATACTCCAAGTTCATTAATTTGTTGCTTTGACC\nTCTCTAATTTCCCTTCTACTCCCTCTAAACTCCCATAGTCTTGTTTCCATGTCTGGCAAT\nGCTCTCCCTCTTCAAGAGGATGCTCTCAAATGCCCCATCCTTTTAAATAAATATCTCTCA\nGTTGATTATTCTAACCATTTTTCCGATCCCAATTGGACAGTTTGTTCGCCCATGCTCTTG\nAGGAGAATGTTGACTGCCCTGCTCTGTCTCTTTCCCCTGGCACAGTGTCTCTCTGAACCT\nGAAAACAGGCTGCCAGTCAGCACGCACCAAGGCTTCTGTAAGATGAGAGAGTCGGTCACA\nTCACTTGTTTCATAATCCCTTGTTACCACGTGGGGCTTCGCTAGCTGCAGCTGTGCAGCT\nGCCTTCAGTTCCCAGCACCCGCATCACACCACCTTTACCTCCAGCTCCATAGGACCTGAT\nGTCCTCTCCTGGCCTCCAAGGGTAACTGAACTCATATATACCCCCTGCCAAACAAATGCA\nTACATCTAAAATTTTTATTAATGATAAATATTTTAAAAGAATAGCAAGTATAGAATTTCT\nTGTTATATGTGAACTGCTTCTGCTGTCAGTCCATCTTCCTCTTGTTTCAGAAGATGAGAA\nGACTTGTTGCTTATCTCTCATCTCTAGTAGGCATAGCTCAGTGGCTCTGCCTTCCACGGA\nCATTCCAAGACCTCTCCATAGACCAACTGAAGAAAAAGGACAACAGGAAACCAAGCAGAT\nGTCATGAAACATTCTTTGTTGCATTAAATAGCTTGATTATCTACACTTGAATCTATCCTT\nTCAAAAGGAGGCAGATGCCTCCAGCTCTCGACTCTTCTGTCTAGCTTCTGTTGCCAGCAT\nTCCATATGCACATTCTTATGACCATCCAGAACTTTCTCATTATTAACCTGTTATGCTGAG\nTTCTTTCTTAAATATTATTTATTTATTTTTATATAAGTACTCTGTAGCTGTCATCAGACA\nCACCAGAAGAGGGCATCAGATCACATTACAGATGGTTGTGGGCCACCAGTAGTTGCTGAG\nAATTGAACTCAGGACCACTGGAAGAGCAGTCAGTGCTCTTAACCACTGAGCCATCTCTCC\nAGCCCCCTTATGCTGAGTTCTTATCTGGCTCAAGCTTCCTCTAACATTGCTCCTTCTGTT\nTGCAACTTTATTTTGATTCTTATCAACATTTGTGCATGGCAATTTCATGAACATAAAAGT\nCGAATACTAGAAGGTTTATGAAGAAATCTTCCAGGTTCCAATCCCTTCCTTCCAACCTCT\nGAGTCCCTCTGAAATCATGTTCTTCCAAATGTTATATCTGGTGGTTTTCTTAATAATATG\nTTATCTTAGACACTTTTATATTGCTGTGAAGAGACACAATGAACAAAGAAACATTTAGCT\nACGGTTTTTGCCCATAGTTACAGAGGTTAGTCCATTGTTACTGTGACAGAGAGCATAGCA\nGTACATGATGCTGGAGAAATACTTACATCCCAATCTGCAGGCAGACAAAGAGAAAGAGAG\nAGCTTGGACCTGGCATGGGCTTTTGAAACTTCAGATCCCATCCCCAGTGAAATACTTCTT\nCCTTCATTAAGGTTATACCTACTCCAGCAAGGCCACACCCCTAATCCTTCTAATCCTTTT\nAAACAGTTCCACTTCCTGGTAACTAATCATTCAAATATATGAGCCTTTTGGGGGACAGGA\nATTACTACTCAAACCACCACATGTATTTACATAGTAATTTCTTAAATACCTAATTTTGAA\nATTGTATGCTGCCACCCTGACAGATAAGGATTTAACTTTTGGTGTATGTGTATGTTCCTG\nTGTACAGAGGTACATACATATGTGTGAATGCACATCCATATGTGAGCACACACATTTGGA\nAGCTAGCAGACAGGTGTTAGTCTCTCACTGGTCTAAAGCTCATGAAGGTCAGGGTTTAAT\nCTTAGTCAGGGTTTCTATTCCTGCACAAACATCATGACCTAGAAGCAAGCTGGGGAGGAA\nAGGGTTTATTCAGATTACACTTCCATATTGCTGTTCATCACCAAGGAAGTCAGGACTGGA\nACTCAAGCAGGTCAGGAAGCAGGAGCTGACGCAGAGGCCATGGAGGGATGTTACTTAATG\nGCTTGCTTCCCTGGCCTGCTTACTTGCTTACTTATAGAACCCAGGACTACCAGCCCAAGG\nATGGCACCACCCACAATGGGCTCTCCCACCCTTGATCACTAATTGAGAAAATGCCTTACA\nGCTGGATCTCATGGAGGCATTTCCTCAAGGGAGGCTCCTTTCTCTATGATAACTCCAGCT\nTGTGTCAAGTTGGCACACAAAACCAGCAAGTACAACCATTGAATTTCAAGGATGAACCTG\nTATACACCTCTCCAGTTCTTTTGAAAACAAAATGTAAGTTGGGTTGGTTCCTGGGATCGA\nACTCAGGTCTTCATCCTGTCAGGATAAATATTTTACTTGTTGGGCCATCTTCTCAGTCTG\nCAGGTCTCTTATACCCCCACCCCCAACTCACACACACATTGCTCCTTTCCCCACTTGTAT\nTCTTGATGGACTGATGTTGCAGTTTAATGTAACACCTAGTTTTATTGTGCTAACAAAATA\nTTGTTTATATCTGAGAGATAGAATAAATTATAACTACATATCCTGATGGGCTTTACAACT\nTTATGTTTTTCCTGGAATTAATAATTGTCTCCTTCTAATATTTTCTTAATATCCCATATT\nCTCATCAGCCATTTAAGAACTTCAATAGAGTTATATGACTTATGTCAATTTGGAAGCTTT\nATTAGGCTCAGTTCACTTCCATTTTGTGGTGGGGTGTATCTTTTCTAGACCTTTCCATCC\nTTCATCTGTTAGAGGAGTTCCCTTCTTGGTCTCCTGAATAGCTGTCTTCTTGATACCTCT\nCTTGCTCATCATCCTTTTGGGCCCCCTTTATATCTCTCCTGCGTCCAGTCCTCCTTTGCT\nTGGAATTCTTGTTGGCCCCTCTCTCCAGGCTCAGTGTTCAATCAAAGTGCTGAAGAACTT\nGATCTCCAGTGTTCACAAGAAGTAAGTCTACCCATTGTTGAATGGCTATCCTATGCTTTT\nCATTAAAAGACCATGTCTAGTGTTTGCTCGAGTGATGTTGAAAATCAGAGCTACATTTTC\nCGGTTTGACTCCTCTCTTAAATCTCATCTCAAAACATCCAAGCACCAGAAACTAAGCATG\nTCCAGAAGCCACTCAGCATCTTGTCAGAATTCCCCCTCCTTCTATGCATCTGTCATAACA\nGATAACATTCTTTCTCTAGTCTCCCAGATAGAATTTATAGAAGAGTAATATCCAGGTTCT\nAGACTTTACCTTTCCCCATTTGGACTACTGCAATAGCCTGTGACTACCCAGTTGACCTTC\nATTCCTTCATTCACTCTTTGTCAATCAGCTCCTCAGAATGAGTGTCGCTTCCTTGCTAAA\nAGTATACATTGTAATGGCTTCCCTTTTCTCATAGAATGAGGCTGCCCTCCTTATAGTTTC\nTATTGCTCTGATGAAACACCATGACCAAAAGCAACTTGGGGACAGAAGGGTTAGTTCCCC\nTAACAGCTTGTAAGCCCATCACTGAGAGAAGCCAAAGCAAGAACTCAGGGCAGGAACTGA\nAACAGGAGGCGCACAGGAATACTGTTTACTAGGTTTCTTCTTGAGGCTTGCTCAACATGA\nTTTCTTACACAGCTCAGGACTACCTGCCCAGAAGTGGCTCCACCCACTGTGTGCTGGGCC\nTTTTTGCATCATTCATCAATCAAGAAAATACTCCCACAGGGTCGCTCACAAGCTAGTCCG\nGTGAAGGCAACGTCTCACTTGAGGGTTCCCCTTTCCAAAATGACTCTAGCTTGTGTCAAG\nTTGCCATAAAACTACCCAGCACAGAAGTCCCAAATATACTGTTCTATAGTATGCAGGTGA\nTAATGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTATACAGGCCCACACATGCCA\nCAGCAAATATGTAGAAGTCAGAGGCCAATCTTGAGTATTGGTGCTCATCTTCCAAAATTT\nTTAATTCTCTTTGTTGATTTTTTTACTCTGTGGATGAGGCTAGCTGTTCAGAAAACATGG\nGAGGATTCTCCTGTCTCCATTGCTCATGCTTGCATAACAAGTGCTCCTCCCTCCCCCAAG\nCCATCTGTCCAGCCCCCTGGTGTCATGTCTTACCACCCTTGTTCTCACCACGTGACTCAG\nTATCTCAAGCAATTTTCACAACTTTTCTTTCTGTTGTAGAGGCTTAGAATGCAAACAGAG\nTGGGGTAGGCCAAGAAAACTGTAACAGAATCCTCTATTCATCATCATTTGCCTCTAAGAA\nTTGCTCCATTGAAGGTATTTTACCCGTTTTGGCCATGAACTTGTACTGGGAAGCCCTCTG\nACATTTTGATGTACGGGTTAGTGGGTGCGCACTCAAGATAAACCATATTCCCACAGCATG\nAGGTTAGGAGATGCCAGTCATTCTGACAAATTCAAGTTGATTTGTCCCATCTCATTGGGA\nAAACATGAGACTCATGGTGAAGGGTAACAATTGCCTTTGGTAGTAATGCCCATGTTCCCT\nGAGTATTGGAGAGGGAAGAATCAGACACCATCAAGGAAAGGCCCCACTCTCCTTTGCAGT\nGCTGGAAGGGTTCCTTCAACTATAGGGATCCATTCTATAGAGGAAAATTATATGTTCAAG\nTTCTCTGTCTGGAAAAAAACAAGAAAGGAAGTATACAAATGAGAAACAGGTTTAAGAGTT\nGGTCATTTGCCACCCAGCACTTAGCTAACTAAGTATCTCGGATGCCTGACGGGAGAGAGC\nCAAGCCTATTGAAAATCAAAAGCCAACATGTACCGGTTCTGCTTAGAAGTGCACCATACA\nTATCCAGCTAATTCTGGGAAGTCAATACCACAGATAAGGGCATTATTTATTTTGCCATTC\nCAGATGTAATTACACAGTTTACCCTGTGCAAAGTGCACTTCATAAACATGGCGGATCGAT\nGCTAGTTATCAAAATCTATCTACAGCTGACAGAACATGAAAAAGGGCTTTGCAAAATGAT\nCTTGAAGCCCATCCACAGAGCCAGCCCCACAGGTCAACTTATTACCTGCTTAATCACACA\nGGCATCCTGGCAATAGTATTGATTCCCTGGGACCAAGACATGACATCACTCTTCACAGCA\nTATGCAATAAGCTATTCCCACCATGCAGAGTGGCCATCCGCTCAATGCTGCAGCCTCTCA\nGTGTCTGGAGTGGCCTCAAGCAGTCAAGGGCAAGTCAGGTGCTGATGGGAACCAAGCATA\nTTAAGGCAAGGAGTGAAGAGCTTTCATACAAAAGAGTGAAATCCTCCTGCTGGCCTAGAG\nAAACAGCTCAGTCAATGAAAATGTTTTCTTTGCATGCATGGAGACTCGAGTTCCATCCCA\nAGAAACCACATGAACCAAAGCCAAGCCTGGCAATATGCTCTTGTAATCCATGCACTGGGA\nGATGGAAACAGACAGTGGCCTGGAGCTCTCTGGCCAGCCAGCCTAACCTATTTGCAATTT\nTCAGGCCAATGGAAGACTATCAAAAATAAAAGATATATGACAGCTGAGAAATGACAAATG\nAGCTTGTCCTCTGGCCTCCATATGCATGCACATACATGCACTGATATACACACATGTACA\nCTTTCACATAACACACACATTCATACACCTTCACATAAGCAAAGGCATGCACATACACAC\nTGCTGCTGCTGCTTGTGGACAAGACCTCATGAGTGAAAACTTAAGCCATGCTACCAGCAG\nGTCAACATTCATTTGTTTGGTGATCCAGGCATGCTCAGACAGAATACCGGTATCTCCACC\nACAACAGGCATTAATATTTTCTACAATCTCTACAGTGTGATCATTGCATTAAAGATCTCA\nGGAAGTTCCATGACACCCGATTATCTCAAGGTGTCCCTGTGGCACATACTGCATCTTCCC\nCTATGGCCTAAAGGAAGGCAAGGTCTTTGAGTTGATTGAATCAGGAGCCTTATGGGTGAA\nCTAATTTGCCTACCAAACCTACCAAACATTGAGTGTTCGAAGGCTAAGAAGACATTTCAT\nTACTACTGGGATAGGTGTCCCAATGGGGCAGCCTTTAATGAACCCCATGGAATGAAGCAT\nGAGGGAGGTGGGAAGATGGACAGTGAGGTCCACAAAGGCTATTGTGGTGCCTGGGCCCAC\nAGGAAAATGTAACCAGTGTGTGAGACACAGCAGTGACATAGTGGTTAGGGAGCCCCTTAC\nAGTGTGACTGTGGGCAAGTGATGCCTCTTTTCTGTGCCCCCACTGCTTCATCTTTATCCA\nGGGAAACATGAGTTCCAATTTGAAAAAACATTTCGAGAACTAAGTGTATCACCATCTAGA\nATGGTCCCTGCAGTAAGATGTGCCACTGAAAGGGGCTGTGCTGCTTCATCAGTCAGTGAG\nGTAATGGAGGAAACATAAACAATGAGAAGAGATATTAAGAGAGGTGTGGGCAGGGCCAAG\nGTCCATTATCATAATATAAACGATGAGAAGAGCCAGGCGTGGTGGCGCATGCCTTTAATC\nCCAGCACTTGGGAGACAGAGGCAGGCAGATTTCTGAGTTTGAGGCCAGCCTGGTCTACAA\nAGTGAGTTTCAGGACAGCCAGGGCTATACAGAGAAACCTTGTCTTGAAAAACAAAAAACA\nTAAAACAAACAAACAAACAAACAAACAACAATGAGAAGAGATATTAAGTGAGGTTTGGGC\nAGGGCCAAGGTCCATTATCATACACATGGGTATAGTTTACAAGACAATGTCATCTCAGAA\nGCAAGCTGACTCAGCCTTGAGCACCACACTGCCTCAGCAGGGGCAATCAGAGTCAACCTG\nGGCAGATCCACCCCAGCCAACCAGTAAAGGAAGAGACAGAATGGTGGGCGGGGAAGAGAG\nGCAATGGAGGGGAAGGAGAAAAAGAAGGTAAAGGGGGATGGGACCAAGGAAGGAAGTTTT\nATTTCTTCTTTCCTTGGTCCCAAACCAACTGCAATTCTTCCTAGGGCATCTTCCACATGA\nCACAGGGAGATAAGCTCGGTCAAAGACAGACACTTTGAATTGTGTGATATGTAAGAATAA\nGCCCCAATTAAAACCAAGAGAAACTCAGTGCTCCATACTGACCCGGGGAACTTCCCCCAG\nTCCCAGGCAGGTGAGGTCTGGTGACAGAAGTGTTGCTTGTTGTCTTGGTCCTGTTTGGGG\nGATACTTTAACCTCTGACCTCACTTATGGAATCCTTCTTAATAGTCTATGTCCACTAGGC\nAGTGTGTCCTGATAAGACAAGGCAGGGGCCATCTGAATGGGCTAAGTTTGGAAGGAACAA\nGAATGAGGCTGGGGTGCTGGAGGAACACAGGACTTCTCTCCCAGAACTCCCCTTCAGACT\nCTAGGAACTTCCTAGACATGTTAAAAATTTGTTTCTCCCATGTGACTCTGTCCTTTGATC\nACTTTCTCGTCCCACATGGCAACAACTAAAACCCAAGCTTCTCCCCCAGCTATAGCTTCT\nCCACCCCAGCTCAGATAATGGTGGGTAGAAATTAGACCTGTTTGTGCCCCTTCCCTCTCA\nCCCCACACTGGCACATCTCCCTTAGTCCTCCAGCCCAGCCAGGAATGAGGCAGCTACAAG\nGAAAACCAGTGCAAGTCGCATTGCCTGCTTAGTGAGGTGCTGGATGCCACTGGTTCTCTG\nGAACTGTCCAGTGTTTAATCCCAACTTGGTCATCGCAGATCCCCTGAGGTCTGTTTAAAG\nGCCCTGCCTTTCCTCCCCACTCCTGTAGCTAGCTGAGAATGCTTCCCTTGGCCACCAATA\nCTACCAATGTCTTTCTTTCAGTTGGTCACCTGTGGTGCCGCTCTCAGCCTGGAGCCATGC\nTCCTGCCTTTTTCACCTGGTTTGCTTGCTTGCTTGCTTGCTTGCTTGCTTGCTTGCTTGC\nTTGCTTGTTTGTTTTAACCCTCCCTCCATACCATACCAGAGCACCTACAATACCCCGAGA\nCCCAGTCTCAGGCAGATCACAGCAAACCTAAGACCTCCCTCAGGACCTCCCTCTTCCTTC\nTGTTCATTGATGGGCTGCTGCCACATGAGTCAGCTCCCTGGGTCAACCCCAGTGCACTTC\nACTACGTACCTCAGGCTGGCCTAGAACTCACGATCCTTTTGCCTCCATCTCCTCTACTAT\nGATTACATGCATGCGTTACCATGCAGGGCTCTCTCCTGCACTTTCTTTTTCCCCCCCTCC\nCCCCCCCCCCCCCCCCCGCCTTGAATAGCCTGGAAGATGAGGTCAACTTACAGTTTCAAA\nCCTGGCTCTGGGATGCTCCCTTTCCAACCCTGCCTGTCCCTCCAGGACAATAAACAAGCC\nTGAAGTAACAGTGGCTAAACTAGCTGTTGTCCCAAGATCTCAAAACACTGAGAAAAATTC\nTTTTTTAACATTGTGTACAGTGTTCCGAGGACTCACTACAGCTGAGGGTGCCATGTCTAT\nTCTGAACTTTTTCTACTATCAACTTTGTAATGACCTTCATCCCTCATAATTAGGGCGTTT\nCGCTTTGGTGAACAGCAATGAAATTGTTAGGGCTTGGGTGAGAAAAGGCCCTCACAGGCT\nCTTGACTTTGCACATTTGCTCCCCTGCTAGGGGGTGCTGTCTTGGGAGGCAATTGAACCT\nTTAAGATGTGATGCCTAGCTGGAGAAAGTGCCCTTGAAGGTTATAACCAGGCCTCACTTC\nCTGTCCAGTCTCTACTTCCTAATTTCTGATCTTCTGGGGAGCTGCCAGCATCATGCCTTT\nCCACTGTGATGGACTGGGTTCCCTTCATGAGCCAAAGTAAAAAATTCCCCCTTAACTTGA\nCTCTGGTAGTATAGTAAGAAACACAAACACACAAGGGATCCTATATTCTACCTGACAGTG\nAAATTCTCACCCAAAAGGGCCTCTAGCTCACCTCTGAAGCACCTTTGTCAGCTCAAGGTT\nCTTTGGTTTTCTTCTCACGGTGCCCTCAACCTCTAAAACTTCCACTTGTCACCCCTCCTG\nCAGTGTGCACTCCAGCCCCTTCCTCCCACAGGAAACCACCCGGCCTGATGACCTGCCCTC\nCCAGGGCTCTGTCAGATGAGCAGAGTAGAAGGGATGAGTTCACTGTGAGCCACTTACAGT\nTCTCAGTAAGAGTGTACTGTGTGGACTTGCAAGGGGCAGAAGGATTTAGCCTCACCACTG\nGCCATTCACAAACCTGGCAACAGCTGGATAAGCACCAGGCTCACCTTGGGGATGGGTGGG\nGCTGGGGAGCAGTCTACATTTATGTGGCCAGGCCCAGGGTTCCGTCAGTGTCTCTTTTGT\nCCTGGGTGTAGCTTTTAGCATGTAGCAGTAGGCCCATTGCTCTGATTCGCAATGTTCTGT\nATGCAATTGTGAGTATGTGACAAGCACACACACAAACATACAGACATATATGAATGCATA\nCATATAAAAATACAAGCACATGCAAACAAACGTACTTATATACAAACACATGTACTTACT\nCAAACATATACATACATGCAAACATACATTCATACTTATAAACACAAACACATATGTACT\nCTGATTTTTATATATATACACACACATACATATATATTTATATGTATATATACATACATG\nTATATTGTATATATGTATATATACATATATGTATATGTTATATACACACATATATATATA\nTTATATACATACACACACACATGTACAGAGATATTCATGCATAGGCACACACATACACCA\nGACAGGCTCTTTCCTTCTCCCTGTCTCTTTCCACCAGCACTGGTGTCATAAACTGCTTTC\nTGTCCCACAAGCCATCACCCCCATGCCATCTTTCACACCCTATTGTCAGTGACCTATAAT\nACAGCTTAGACTTGATGCGCCTTGCTTTGGCACATTGAAAACATTGATTTTCCTACAATG\nCAGTTCACTTCATTCCTCAACGGCTTCACCCAAGACTTTCATGTAAATGTTTTTCTCTGG\nACTGGAAGGAAATGTTCCAAATAAACAAACAAACCCTCCGTCCGCATGAGCGCTCTAGTC\nCTTAAGCGTTAAGCCGAGCAGCGTGAGGAGCTGGAGGGTGAGGATGCCTCCCCAGGACTC\nCAGCCCCACAACTCACTGACGCCTAGCCTGTGGTGTCTTCCCTGGCTGTCCAGGGCCCTC\nTCGACTGTTCCCTGATGTACATGACCTAGGGTGGCTGTGACCTACTGAAGATGCAGTCTC\nTGAGATAAACCTGTTCCTGATCCTTCCTCTTCGTCCCATCCTCGCTCAGCCTCCCTCACT\nTCCCAGTCAACTCTTAGTACATTGTCGACACTGGTCCTGAACCCACTGCTTCACAGAGCC\nTTTCCCATTCTGCCCTCGTCCCTGCTGTGTGGCTCTTTATCCTCTCCCTGTCACTTGGCT\nGGCAGAGGACTGTGTAAAACTGGAGGCTGTCACTCATCCTTGTCCCTCCCCTTGGCTCCA\nTCAGTGCCTTATGTGGAACTTGTCTTGGAATCCACAAGGCCCTGGCCTACCGTAGGTGAC\nCTGTCTCTGAGCACTTCTTACTCAACCCCTCTTTGAGTCCCTGAAGCAGGGTCTCACTGC\nCCCATCTCCATCTCTTTTGGACTGTCGGTGGCCTAGAGTCAAGCCTGGGTGACATGCCAG\nCAGCAGATCCAGAGACTTTGAAACTGCCCATCTAACCAATCCTGTAGCAGGCAGCTTCTG\nTAAGGCCATTAAGAGGGTCTCCTTTCTAGACTCTGAAACTGCTGGATGCCCTGTGATGGG\nTGACCATAGAATAGGCCAAGTTGGACCCCGCAGTTACACAAAGTTACTTTGGTTTACAGT\nTGAGTTCTGACCTGCCCATCTGTATACTCTGCTCACCTTACTCAAACAGGAAGGCTGTTT\nCTTCACCAGTTAAACACAAACAATGGAAGCCATTTGGTTCATTGAGGGTAGCCTTTGGAA\nACCTCCCAGCCCGGTGTCTGGTAACTAAGCAAGCATCCATCCAGTCTCCTCCCCTCAAGT\nGGTCATATCAGTATGAGTGTCTGTCCCCTCCTGGGAAACATACCTGTGTTTTAATAATGA\nAAATAAGTAATGGATAATAACGCTGTAGATTCCGTAGGGAACCTGAAATGCAGGGTCTCA\nGAATTCCATGGATAGACTATCAGATACTTCTGGGCAAACTGACTACTCAGAACCGTGAGG\nTCATAAGGAAGAGCTGAACATTTATTCTCCAGGGGCTGGGGAGAGCTTCCTAAGTGGGAG\nGAAACTTTTCTACTTATAGAAAGCATGACCGTGCCCCCGCCACATTGGGGAGGGGGTGGA\nATGTGCTGGGCCTCAATGTGTGCGGAGTCTGGCTCAGGGTTATTTTGATTTCCATTAACA\nTTCTCTTCTATACGTATTTAACCATAATTGAACACATGTGCTTCTGTTTTATTTGCACTC\nAGTTCATCAAAGTGTCCCTTACAAGTCTGAACTATACCACCAGAGCCTCTAGTTTTTCAG\nCGAAACCCCCACTAATACCCCTGGGAAACAGGAAGTTGCATTTACTGAAATATAAATAAA\nTTCAGCTCCCAAGGGCTTTGCCGGGGCTGGGGTCACAGGAGAGGCAACCATGTACTGTAT\nTCTCTCAGAACACAACCCTGGAAGAACAAAACCCTGTAACTCCGGACATATAAGTGTTTG\nCATCCATCCTTTGTTCAAAGCTGTGACACCTTCTAGTGTGATTGTGGAAAATCAAGAGAC\nCCTACAGACTGGGGTGAATGTCTGAGTATCGGTGCAGATGTAGCCTCTGCTCTGGGGACA\nAATGACATGTAACCTGAAACCTCTCTCCAAAGATATCCAAGGGCTCCTTCTCTCGCAGCC\nTCTCCCCTCTCGCTCACCCTCTGCTCGCCCCAACCGCACACATGGAACCAATTATGAACA\nAAGCCTGATTGTTGTACACTCGGACTTTCCCACGTGGGCCCGCTGCTTTCTTTAACTGCC\nTCTTAGTGTGTGTCTGCGTGGGAGGACCCTGCCCACCGTTCGTTCCAGCCCAGCACCACA\nGCTTCCCAGTCCTCCAGGTCTCTCTGCTCTGATTCATTCCTTAACAGCATAAAACCTCTC\nTTCCCTTCCCGCCCACCCCCATTTCCTATTAGGTTTGTCTGAATAAACAGAACTTTCTTT\nTCCATCACTCTAAATAAACTGAGCTCAGGGGTTTGTGGAGAATAAAGAAAAGCTAGTTCC\nCAGCATGGGAGCAACATCAGGCTAAGCCTGGGATCCCCTCAGAGGAAGTGACCGTCACTT\nCATGAAAACCAGGGCAGACGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG\nTGTGTGTGTATGAGTGTGTATGAGTGTATGTGAATGTGAGTGTATGAGTATGTGTATGTA\nTGAGTGTGTGTGTAGAACTTTTTTCTTTTCCTCAAGAGAAGCAAACAAAAATTCCATTAC\nTTGTGACCTTTCTCTGCAATGGAAGTGAGCTGATTTGAGGAGGTGAATTGATAGGAATGG\nGGTGGGGGTGTTAACTGGCGATGTAGCCATTACAAATGCTATAGAATGTTAAAACTATAG\nCCTACTTGAACCACCTGTTGAAATGCCACCTTAATCAGAAAAGAATCGGCTGATGTGGCA\nGATGTGGATGAAGCTGCGCTTGAGTCTTCTCAAAGCTTTGTGAAACCACACGTGACTTAG\nTCCTGCTCGCTAGCAGGCATAAAAAGCGAATGTCCTAGAGCAAATGTGGCGTCTCAGCAG\nGTGAGGGCACTTGCCACCAAACCTGAAGATTTGTGTTTGGTCCCCCGGACTGACGGCTAG\nAAGGAGAAAACTGATTCCCGGGTATTGTCCTCTGACCGCACCACTACTGGGGAGTTCCCC\nAAGCCGACACCCCCATGCACACAGGCACACAAAATAAAAAAATAATGTAAAAAATTTAAA\nCAAACAAACAAAAAACAACATTCTAAGCACATTTGCACAAGGTGGGGCACACACAACAAC\nTTTGGTCTGATTCATCTGAACCATGCATACAAAGGTAGCAAAGACAGGTTTCTTTCTCCC\nACCACAACCCCCACCTCCCTTCCTGTGGACTGCATTCATATAATTAATTTGATGCGTACA\nTTTATTTTCTGTTGGAGGCACTAGTGGGAAAAAACATTCGTGTCTGATGTTCAGTTTCAT\nAGAGGTAATTTATGAATCCAAAGAGACCCTCAATCCTCCTGTGTATTGTTCCTAGTCTTC\nAAATATTTTTTAATGTTTAGAAGAGAATGAAATCAGAATGCAGGATTTTGAATTAATCTC\nTGCTGCAGATGTAGGGGAGATTCCACTTAGTCCTTTTAAGGGAAGCACGTGACCTACTGT\nACAGCCGAGGGGCTTGGGCATCACGTGGTGGGGTGAATAATGCGTCCGATACTCCCTTGA\nTGAGACAACTGACCTGGTTGCCATCCGAAGCCCGGAGAAGCCAAGTTGACATTTCTGGAT\nCATTCTCCTCACAAGCACCACGTACCCACTCCTGGGGCAGCAGGTCACGCTGAGCCAGAG\nCTGCAGGGACAGCTAGAAGGAAGCTGAAGGCGCTGCTTCACACAGCTGAAGTTGGAGAAC\nTTGGGCTGTTTTCCTTTCTCCCCCATCCCCCACCTCCTGACCAACCACATCTTAATTCAC\nTGGGCAGAAAACGCTTTCAGCGTTTAGATATTTGGGAAACCTCTCCAGAAGACCACAGTT\nTAGCTCTGAGAAGGACGCTAGCTAGTCTCTCTTTGCTACTAGCAACACACACACACACAC\nACACACACACACACACACACACACACACACACACACACACGATCACTCCCAGCTCCACAC\nCATGGTAGTTCAGACTGCCGTGACTCCAAACAGACCTCAGAGACTTCTGAAAATACCTTA\nTGGATCTCTGAGAAGGCGCAGCGTGGAGAGGGTAAGCTACGTGGCTGTAGTCGGCTGTTT\nGTTTTCATTAAGCAGTTGCTACAGACTAGAGATGCTGGTTTACATTGTGCTACTGCTACT\nGATGTTGCTACTGATGTTTTTCCTGGGCAATAGGGGAACTTCCTGCGGCTGCAGATACGA\nTTCTATTTTCTATATGGTGATGTTCTCTCTCTCTCTCTCTCTCCCTCTCCCTCTCCCTCT\nCCCTCTCCCTCTCCCTCTCCCTCTCCCTCTCCCTCTCCCTCTCCGTCTCTCTCTCTCTCT\nCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTGAACAAAT\nAAGGCTGAGAATTCTGAAATGGAAATGTCTGTCAGTTGCAGATGCCAGAGGAAAGATGAA\nATGGGAAGGTAGAGCCGTCTGTCCCCGTGGAGCTTGTTAAGAAGTGTGTCAGGGCTTAGA\nGCCGACTGCGCCTGTGCTCACTGAAACAGCACCCAGTTTCCTTTGCTGGGTGAAAAAGAA\nGGCAAAGGTGGTATGAAGGGGCTTAGGCAAGCTAGTGTCAGTTACCAAGCCGGTTTAAAG\nGACCCTGCTCATCCTTACTTGTTTTTGTTGTTGTTCTTTCAAAGATAGTGCTCTGCTTTG\nGGCTCTGTTCTTTCATAATCCTACCGATTTCGGCAGAAGTGACTGTTAATTTCCTGAAAG\nCATATGCCCTGCATGGTAGCCTCTGGCAGAGAAGAACCTATAAAGAAGTAATGATTTATT\nTCAACTGTAGGAAGGAATAGCCTTTTGAGGGTGGCTGTCGTTTATGCAAAGTGGGAGAGA\nTGTCTGGAGGAGGTCGGCTCAACATGTGGGGATGCTGCTTACACCTCCATGGTTTATTCT\nGTGTGGCTTAGGCACCCCCAGATTCCCCGTTGGAATCACCACAAGCCCTTCCATGAGCCG\nGATGTCTGCATCCACGTGTTAGGATCAAGCACAGGCCAAACCCAGCCTATGAGTTAAGAC\nCGATGAATATAACATGACCCAGCTCTGGGACAGGAACAAACCTTAATTCAAACGGCTTAT\nTCTGGCTGGTCTACTTACTAGTTAAGGGCCTTTTAATTTAAAGAAAATCTAATTAAAGGT\nTTCGACATATGGGGACCGTCTAGAATATACAGGCAGAACTGAGTTGCTGGCTCTAATAGT\nTATAATTTTTTTCTATTTGAACTTTTTTTTTCAAAGGACATTGCCTATTCTGGTTGTACA\nTAGGTAGGTCTTCAGTTCAGTTTGAGACATGTTCCTGTGCTCAGTACTATTCACCTGACC\nTAATGGGTAGTAAGTGCCTACTGTGTGCAGCACCTACTGTGTGCAACACCTACTGTGTGC\nTTACTTTTGCAGCTTTGGAGCACAGGAATAAAAGAGCCCACATGTTTATAGGTCGCTTCT\nCTTGTTTGTCTGTTTCTCTGCTTTGAAACACTGTCTCGCTCTGTGGAACTCACTGAACCA\nTCCAAGCTTCCCTCCAACTCAAAGCAATCCTCCTGTGTCCTCCTTCCAAGTGCTAGGATC\nACAGGTGAAGCCAGAACTCCCAGCTCAAGTGCATGAGGAACGTGATTTTCAGTTCTGGTG\nAAACCCCTTTCCTCTGTGATCACTAATTGTGCGTGATATGTTTTATTATTGAGGTATTTA\nTAAATCATGTCTCTCAGGGCTGGGCAACGGGGTAATATAAAGAAGAGTATTGATGCTGAT\nTCTTACAGAAACAGAAAGTCTCGCTACCTCGTGATCTCTCTGTATTGTTCAAATCTCTAG\nACCCGTACTGAATATTTAAATATAGATTTGCATAAATACAGATGTGTACCCTCTAGCACT\nTGGTCTTTTACTGTTCTCCATTTTAAAGCAAATCAACAATCCAGCAATCCCAATCTTACC\nTATCATCTCTGTCTGTTGCCATGTGTATTTATAAGTATAGTAGTATATTTGAATCATACG\nTAGCTAATTTCTGCCCTTGAGTGTAGGCCATGGTTCATGGTCTTAAGGGATGGAGCTAAG\nAGGTCTGGACCCTTCAAAGCAGCCTGTGCTTCCTTGGAGTTTGGGCATTCCAGATGGACC\nCACTACCTTCCCCCACCAAGACAATGGAGTAGACACTAATTAAAATACATGGCAGCCTGA\nCAGGTCCAATTGGGTGTTTAACACTGCGGTGCTTCGGGGACACTTCTCAGAATGGCAGTC\nATATATTTATATAAGAGGACGTTATTTGGGAGATAAATAGTTCCAACCATGAAGGCTGCC\nCTTCTTCCCCGGGACTCTAGCATCTGGCCTTGTTACAGTGGAGAGCGTGCCCGACATCTG\nGGCCACCATTATTATCTGGGAAGGCTTAAAAACTTCAATTTTTCAGAAGGCCTTTACTCC\nAGGCCTATTGTGTCTTTACCACCCTGAGCTGCTAATGAAACATGGAACAAGCGGCCTCCT\nCCCCTCGCGCAGCATGAACAGGGAAGCTAGGTACAAAAGACATCGTTCTCTGTTCAGACC\nCATCAACCCACAGGATAAACCTCAGTCTTGAAACAGAATGCTACCTGTCCTTGCCATCAC\nACAATGCCTTGTGACCTTTGCTCTCTGGTGGCACTGTGTTGTGGCACCTGGCTCTGAACA\nGAATTGTCATCAGCTTATCGTCAGAACTGCCCATAAAAGACACACTTAAATATGAGGCAT\nGTGGACCAAAAACATGATTTCAGAGCAATTATAATACACATGTGTACATGTGTCTCTCTT\nTGTGTGTCTGCACATGGAGGCTAGAGATAAACCTGAAATGTCATTCCTTGTGTGCCAACT\nCCTTGTTTTTGGTTTGTGTGATTTTGATTTGTTTGAGACAATCTCTGCCTGCCACTGCTG\nCTTAGAGCTTACCCGTTAGGTTGGCCTCAGGGTTGCCCATATCTCCGGCATAGGATTATA\nAGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGCATATGTGTGCATGTGTGTGTGTGCA\nTGTGTGTATGTGTATATATGTGTGTGTACATGTGTGTGTGTATAAATGTGTATATGTGTG\nTGCATGTGTGTGTGCATGCGTGTATGTGTCTGCATGTGTGTGTACTTGTGTGTATATGCG\nTCTATGTACATGCATGTGTGCATCTGTGTGTGCAAGTGTATATGTGTGTGTATGTATGTG\nTGCATGTGTTCATGTGTGTGTGCATGTGTGTATGTGTGTGTGCATGCAAGTGTGTATGTG\nTGTGTATGTGTGTGAACATACATGTGTGAACTAGAAACTGGTTCACAAATTGCCAAGAGA\nGCTCCTGAGAAAGCCAACGCAAGTTTTGTTTTGTTTCGCTTTGCTTTGCCTTTTTCTGGT\nGATGACTTCCCTTGGGCTCCCAACTTCATGTATAATCCATGGAAAACAAGGTGCTCCAGG\nTTCTGTGCACAGAGGCATCAGATCACTCAGCCTTCTTGAGCTCAGGGACCCCTCCATGTA\nCTCTCCCTTCTAAGGGTGCTTGGTTGGTGCCCAAGGAGAAACGAAGTGAGTGGACCTCTC\nATGCGGTGCACCTCAGGTGGTCTGGGTTTGTGATTTGAAATTGAGGGTAGAACTTTGCAG\nAATGCCACTTGGCAAGATGGCTGCCTCTGTCTCAGTTCTATGCTTTTGTGACAGAGGCTG\nGGTAATGTCTATGCCTTTCCCACTCTGAGATTTGATCTTTGATACCTTTGAACTCATCCT\nGCATGGACATCATGTCAGATTTTGTGCTCTGATTTCCCAACTGTAAGGATACAATGCTTG\nATCCCCTCCCTATTGTCTTACTCTCTAACACCTATATCCAGACCCAGAATGCACTGGGCA\nCCTCTGTTCTCTTGCTGATCTTCACATTTTGAATCTAATATGTCCAAAGTAAAATTTAGT\nATCCTACACACAGACACACAAACACAGACACACACACACACACAGACACAGACACACACA\nCACACACACACCTCAAGCCTGCTCCCTACCCCAGCATGAGCTGAGTATAATATAGCATCA\nGTAAATATGGACATTCTTAGGAATGCATAACCAGGGCCACTTCATGCTATATCAACATCA\nTAAAGTGTATGTATACAAACCTAGGCAGCATAGCCTACTGTAGCCCTAAACTATATGGTA\nCACGCAAGCATGCACACTACATCCTCTTACTCCTAAAGTCATAACACATGAAATATGCAA\nTATTAAATCAAACATGATAAAATATAATGTCATGGCAAAAGGAGATAAACCTGAGACATG\nTTGTTAGCATATCATGAGACATCATTCTCCCACCTATTATGGAATTTTGATCACTAGAAT\nGATTCCAGTCTAAGATATTGATAAAAGGTAACACTAACCTGGCAGTGTGACCATTCATAC\nGCACTTTCGAGTGTCATATACTATGTATAATAATCAGTGCTAGACTTTGATAAGGCTGGA\nAGCAAGCTAGGGTTGTTGGAAGGAGAATCCAATGACTAGGAACACAACCCAATGCACTGT\nGACCTTATGGCAGCAACAGCTTCACTAGCTTTAGAACAATGGTAAGCCCCCTCATGATCT\nTATGGAGTGTTGTATGTGGGTCTGTAATTGACAGATACGTTGATATGGGACATGTGCCTG\nTGCCCAAACTAGAACCTAGGAATCCTCCTGTCCTTGCCATCTTCTCTGTCTCCCTTGAAC\nAACTGCCATGTGTGGTCCCATTTCTGGTTTTGCTATCTCTCCCTCATCTTGCAGCTCCTC\nCCAACTGCCAAATTAAGACCACTATCATCTTGTGCCTGCATACAGCTTTCTCAAGGTCGC\nTAGTCTGGCACCGGTTTGGTCCATTCATACCTTCTTCTGTAGTCATTTCAATTAGATTGG\nGGCAATTATATCTCTTGTATACATAAAGAATTTCAGTTGTTCTGTGCCTCAGGACAAGTA\nCCAATAGCAGGGTGCAACCAGAACACTGCTAAGGTATCGACTCTTACTTCTTCCTTATCT\nTGCCCCATTTAGATTATACTCAAACCACATATAAACACATTCCTACTACTTTTAAAGCAG\nTGTCATCATCTCTGCTGCTTCAAAGCCTTTGAACATTCTTTTCATTAATCTGGCACTTGC\nTGCCTCTTCTTCCCACCTTGTCTTCCTACTCCTACCCTTTTGCTTCATGCCTTTCTAGGT\nGACACATTTCCAGACCAAGTAGACAAAAACACACTTCCTACAAGATACCATAGTGTACTG\nCACTTCTCTTGTAGTGACACAGATCACCTGCATCCAAGCCGTCATTTCTGGGGGGTGAGA\nTGTTCCTTGAGAACAAGGAACCTGGTTCATAACAGGAATACTAGAAATAGCTGACCTCAG\nATTTTTTATCCATTTAACATCAGTATGAGGATTCCAGGTGAAATCAGTCAAGGCAACCAG\nCCATGCCCAACACTGATCCAAGAAGCCATCCTGATCTTCCTAAAATTGGGAGTCATTGGC\nCTAATCTAACTCAGGCTGCTGTAAGACATAAAATTGGGGAAAGAGAGATAGCTCCATTTG\nGCAAAGTGCTCATCTTGCAAGCACAAAGACCTGAGTTCTATCCTCAGAAAGAACTCGTGT\nTTTGCTTTTGCCTTTGTGCTGGGGATTAAATAGATAAACAAACAGGACATAGTAAAACTT\nGTAATGAACTATTCCATGGCTATGAAAATGAATGAAATCTGGGAGTTCTATCATTAACGC\nTCCTCAATGAGAGGACTTTGGAAGAAGATCAGAAGCAAAACATAAATAGGAACACCTTAA\nTTCCCAAGCTGACTTCCTGGAAGTCCCATTGTTGCTGGTGGAAAACATGTTAACTCTCAA\nATGTTTACACAAACCAAGGAAATGGATGTTCTTTCTTAGGTATTCAGGACTCTATGAGCA\nCACCAGGCACCTCTAAGTGGAACATAGTGGTTTAAACTAAATGCACTTCACAGAGTGGTA\nTAAATTTGATGATTTTATTGCAGGGGAGGGGATGAAACAAGCAAGCACTCTCTTTTCCTG\nTCATTATTTGAATATTTTAGGTGAAAAGGTCTTTTTTTTTCTCTCTCCCTTTCTTTCATG\nGAAACACTGAGATGGTGTGATATTTCTGGAGTGGTATTTTTAACACAGCATAAATTAAAC\nCTCGTGGCACCCACAACATTCATTATCCGATGTGTTATTCCAGGTTGACATATTGCCAGT\nCTATTATTTTGCAAACCATTACATTATCCCAGCTGCTAAGCTGCATAACTTAGGGATCCA\nGAATACAACAACTTCTCTGTTCTCGTGTGTGTGGTGCTTATATTTTGAATGTATTCAAGC\nAGGGAAGTGTGAGACACTACACAAAACACATACAGCAGACAGCTCTCAGTGGATATTTAT\nTACCATTGAAAGCAGACAGCCAAGGACTGTTCAGACAGATCAGCGTATTCGCATGTATTA\nTTATCCATCCCCCTCATCCAAGAACACTTTTGCTCCTTCTATAAATATACGCCTCTCTGG\nAAAAGAAGATCATGGATTCTCGGGGACTCCAATTCTGTGGTTCACAGAAGGCATGAAAGG\nTCATTTTCCTCTTCTTGCTAATGATTAGATTTAAGTGGAAAATAAAATATGTCTATCAGT\nGTGTGTGCGCATGCTCGCATGCCTGTGTATGCGTGAGAGAGCATGTATGAAAGAGAGAGC\nATTATGTATTTGTGTATAGAGGTGTCTGAAGAGACCAAACGAAGGCATTGGATCCTTAAA\nTCTGGAGGTATGCATTAGCTGCCCTACGTGGGTGCTGGGAAGTGAACTATGACCTTCAGC\nAAGGGCAGTACACACTTAACCACTGAACCATCTTGCTAGCCCTCTACTTGTTTTGAGACA\nGGGTCTCTTACTGGCCTGGAAACTATCAAGTAGACTAAGGTAGCAGAGAGGCTTGAGGGA\nGTCCCAGGATTCCATCCATCTCTACCTCATACGGAAGATGTAAGAAGCTTTGAAGACTTC\nCTGTGCCTACACTGCACTCAGATCAGACTGTATCTTAGTGGATGGAATCCTGAGATCGCT\nATGTAAATCTCCCAAGTGACTACACTGAGCAGCCAACATTGAAAACGGTGCCCCAAGGTA\nTACGGAGGCCAAAAGGGATCATTTGGGTCCCATCCCAACTTAAGGGCTTTAGATAGTTCT\nTGTGTTTTGTGGTGTTCTCTCCTGAAAGGGACACTAAGTAAGTGAGTTGGGGTGAATCAT\nTTTTGTGGCAGGATGGCCAAATGTGTGGTTCTTGATAAAAGAAAACCCATGTCTTCATAT\nTTGCACAGCAAATCCTCTTAAACACTGAGCCATCTGCCCAGGCCCAATAATTCACTTTAA\nTTTGTAAAATTCAATTGGCTTTAAAGAACAATGTTGTTTTATGTACCTAAAACAATTTAG\nAAGACTCTATGCTATGAACAAATGTTCTCAAATATAGGAGTCTATGAACCACATGTGTGG\nGACACTTCTCCCCTGCCTTCCACCTCTTCCTCTCCTTCCCCCTCCTCTTCCTCTTCCTCA\nTCTTCATAATTCGTCCTTTCCTCACTGGTCAGTGTTAACCACGTTGGCCATTTTCCCCAT\nTGCTGTTACAAAATACCTGACCAAAAACAGCTTAACTGTGATCCTTCCACTGGATCACAG\nTTGAGGGAACTGAAGTCCATCGTGATGAGAAGGTATGGTGGTAAGGGTGTGAGGTGGCCA\nGTCACATTGTGTCAGTACAGGAGAGAGAGGCTAAAGCCACTACTCAGTTTGCATGTCTAG\nAGGTGTGTCTCCTAGGTGACTCTATAGCCCGACAAGTTGATGATCAAGAAGATCAAGACT\nAATCATTGAAGAAGTCTTGATACACCGATGACTTGAGATGGTCCACAGAGAAAGAATTTA\nTACCCATGAATTGGCAAATATGCAAGTCGGAGCTTTTGTTCTCTCAGAACTGGTACATCC\nTTGTCAGGTGCTGAAAGATCACAGGACTATGGGATGTTTCCTAAAGAATGAGTGTGGATG\nGATACAAAGGCATGCCAGCAGATAAAGACTTGCAAAGTTTGGGGACCAATACTATGAGGG\nTAAACTAGAGAAAAAGGAAAACAGCAAGGAGCAAAAAGTGACATAGAAATAGAATTAAAG\nAGAAAATTTGACCATTCTATATAAACTGAAAATGACTCTTTCTCAGAGACATGTGATATA\nGACTACTATCTGAGAGGTGGTACCATAATATACTTATCAGGAAAGAGCAGTCAGTGGTGT\nGCTGGGAAGGGGAAATAGAGCAGGTATAAGAGGGAGACTCTAGAGACAAGCTTCACTTTC\nCCTAAGGGCAATCCTAAACAGAGTAACTAGAGACCATGGTGGAGTCTAAAGGGATCAAGT\nTATAACAATTAAGATGGTGAAGCATCTTTTCCCTATGGCACCACAGAAGCACGTCACAAT\nGGATGATATTCTTATTTGAAGGGATTATATATATACATATACATATACATATACATATAC\nATATACATATACATATAACATATATAGTCAATGTACAGGCACCTGTCCATGTGTGTAGAG\nGCCAGAGGTCAATATCAGGTGTCTTCCTCAATGACTCTCAACCTTATTTTTAGAGATAGG\nTTATCTCACTGAACCTACTGCTCATTGATTCAGCTAGACTGGCTGGGCAGCAACTCCAGA\nGATTCTCATGTGTTTTCCTCCCCAGTGCTGTGAGTAAACTTGTTACTGCTTTTGTTTTTC\nTTTTTAAGTTGGGTTCTAGAGAACTTGAGCAGAAGTCTTCATGCTTGTGCAGCAAGCAGT\nTTTTCATCTGAGCTGTATCCCCAGCTGACAGAGATCAATTTTAAACAGTACCCCCCACAC\nACACCTTAAACCAGGTATCCAAGCTTATTCACCATCCTCTGTGTTGCTTTCAAAATATAG\nTCAAAGAAAAGATGGAGGAAGATTTGAGCATCCTGTGTTGGTCACCGGTGTCAAGCCACC\nATCCCTCCCTCATGGCTTAGTATCCTTGATATCTAGCCTTCTGTTTGGTTTTGGGTTTGC\nCTATGAGAAAATAGTTTTTAAAATGCTGCGACATAATCATTGTGTCAGGGCTTCAAAACC\nCAGCTGAATCCCATAATATATTTAGAAAGTATAATTTACAGCCAAACCACTGATATAATG\nTCCAAAATGAGTGAGTCCTAGTTTGAACTCTGAATTTGGGCATTTAGACATACTCTATAA\nAGGAAAATGGATGTGAACCAAATGGGGTATGGGGAGAGTCTGGTCTTTAGTATGAAAGTC\nTGTGCTGCTAGACCTTTATGGACCTTGTAGAGGAAAATCTTCCTCTTCTCTACCCAGTGA\nTCTGAGGGAAAGGCATGGCCAATGTTCCATATACAGATCTCACTCATAAGAAGTTTCCTC\nTTGGGGATGGTGAAGGTCTCTATTACAGCACACATAGTTCCCCTCCCCTCAAGCTCTCTT\nAAATTTTTCTTTATGGCACCTCAAGTTCAAGTCAGTTAAAGGTAAGTTTTTAAAGTCAGA\nCAGTGATGGGAGTCCCACCCCAACTTGAGCTGGGACTTGTGAATTGGACCATTGCACACT\nCGTTGCACACCCATTGCATACTCATTGTGTACCCACTGCACACCCATTGCACACCTGTTG\nCATACTTGTGTATACTCATTGCACACTCCATTATGTACCCATTGCACATCCATTGCACAC\nCCTGGGTCTAAGTCTAGCTGAGTCACAAGAGCTCCCATATGTTTCACACTGCTGCCTTGC\nAGGGACAGGTTCATCTACATAGGAGTACTTGGTTCTGACTGACTACTGACCCAATATGCT\nATGATTTAGATGTTGTACTACTGGGTACTGGAGATCTGAACTCAGGTCTCTGTGCTTACA\nATGCAAACACTTTACCTATTGGGCCATCTCCCAACCTCATCCTTTATTTCCATTGCCATC\nTCTCTACTTGTACTCTGTATTCCTCCTTATCCCGTATTGGGCCACCATTTCCCCAAAGCA\nTCCTTTTTCTTTTCATCACATGGTGGCAGGATACGTAAGAAAAACATAGTTAATTTTCTT\nCACAAAGGACCTTGAAGGATAAGAAAGCTCTGTGAGACCCACTCATCTGAATGGGCTGTT\nAACAAGTTTATTTCACCTTGAATTGTATCCACGAGGCCCAGTATTTCATCTTCTTTCTCG\nGGGATGGCCTCTGTTTGTGTCACTCATTCTGTAAAATCGGACCCTACACAGGCATTACAG\nAATCAAGCATCTGTTGCTGTGGTGTAGAGTAGTAAGGAAGAACCATACAGCGATCGAGGC\nAGCTGCCTTCCAACTTTGTCACAGGGATACTGATCCTGTCTTCCTATTTTTAAGCTTTTC\nAAAAAGAAATCTTGTGTGCTTTTCCAAAAATGAGTGTGTTTATGGGAGTGGTGTGTGTGC\nATGTTTGTATGGGTCTCTGCACATGTGCATGTGGATACATGTGTGTGCATGTGGAGGTTA\nGAGGTCAAAATCAGGTGTCTTCCTTGATGGCTCCCACCTTACTCTTTTGAGACAAGGTCT\nCTCTCACAGAACTTACAGTTCACCTATTAGGCCACACTGTCTGGCTTGTAAGTGCTAAGA\nCTGCTTTCTCTGCCTCCACAGTGCTGCCTGGGACTAGCAATACACACCACCACACCTGGC\nTTTTTATTTGGGATCCAAACTCAGGACCTCGAGTTTGCATGGCAAGGAATTTGCTAGCTA\nATCCGTGTCCTTGGCTCCTGCACAGTTTTACATTTTATGTGCATGGTGTTTTACTCCTGT\nGTATATCTGTGTACCATGTGTGTACAGGGCCCACAACATCCACATCCCCCAGAACTGGAG\nTTGCAGGCGGTTCTGACCACCATGTGGGTTCTGGGACTTGGACTTAGGTCATCTTGAAGA\nGCAGCCAGTGCTCTTAACCACTAGGCCATTTCACCAGCCTAGTTCTGCTACACTTTTTAA\nAAGGCAGGACTTTAAACTGGTCTAGGCTGGTCTGGAACTCATTCAGTACATGGTGGCATA\nACCACTCACACCTCAGCCAACTCAGTTCTGGGATTATAAATATATACCACCATGCCTAAT\nGCATTTAAGGTGACTCCTTTTTTTAATTTCCCTTTTCTTTTTTCTTTTTTCCTAGTCTTG\nGGGATGGAATCTGGGGCTTTGCATATACTAGGCAAGGCTAGTACTTGCATATGCTATAGC\nTAAGGCTCTACTCCTTAGCTACATCTCCAGGACTAATTTTCTTGTATTTGTGAACAGTGT\nATGCATATATGCAGGAGAATGAAAGCAAAAGAAAGATCTGATATGTACCATCTTCTATTG\nCAGTAAAGCATAGCCATGGCTCATAAGATGCCCACTTTCTGCACAAGAAAAGCAATACCA\nACTCACCCTCGGTGTCTGTGCACTCCTCCTTCCTCCCACTTTTGGCACTCATTATAAAGG\nAGAGATCTCAGTGCAAATAAAGCAGTTTGCAAATAGTATTTTGGGTCTTCCACTGGAATC\nATATCATCTTACTGCTAAGTTGGAATAATATTAACTGTATCAAAATTCTTTTGACAAGTC\nCAATGCAAATTTTAAAATACATTTACATAAATGGAATCATGTCCTTCAGCGACAGGGAGT\nGGAAAGGCTGCAGAGAGCATAGCATTTGAACCATCAAGAGGATGAACACTCAAGCAGCTG\nAACATGAACACACCATTACTGCCTGGGTACCACCAGCCACATCCTTCTTTTGTTTGGGGC\nAGGGGTTCCTCCACTGTCTCAGAGAGGAGGCTATTACAATCATTCCATCCAATAAAATGA\nTCACCCCACCACCTAGCAGTGGTGTAGCTTAGATGTACAAGCCAGAAGTATACAGGGTGC\nCACAACCCCAGAGGCTGGCCACAACCAAGCTGACATTGTTAATGGTCCAGGTAGTTGACG\nACAGCAACCAAACAGAAACTTCTTTCTACGTCATCTGGTTCCTGCTAGATGCAGTGGAAT\nTCTTGGGATCAGCCAAGTCCTTGAGCAAGGACTATTAACACCTCCTTTGGCTGATGACAG\nCATTGGCTGTAACTACCAGAACTCTTCATCTTACCACGGTGTCAAAGAGGAATGATGTTC\nTCACTGAGTACGAGGACAAGCCAGGCTGCTCAGTGGCCCATTGAATCTCTGCCCCTGTTT\nGTCAGACTCATACCCAGGACTGAGGCTGATCCCTTTAATTTTAATCTCAGTACATCCACA\nCTTCTGCCTGGTCCCAGATAAAGCAACTGGGAATTGACCACCTTCCAGCAGTAGACCTCA\nTAGCTTGCTGGGGACATCTGATACCTGAGAGAAGCCCATCAAGGACAGTGTCAGCCATTC\nATTATCCTAATGACTTTACACTGGATCCTTGGGAAATTATACAATAAATGTCTGGGCTAT\nATTTTCTCAGTTCCCTGCTGAATTTTTTTTTGCATTAAGATTTAATTTATTTTTATTGGG\nGGCTGATAGGTAATGCCCTTTTGAAGATGTGGAACAACAAATCCTGGGTGTGGGTGGACG\nCCGTTGACAGACCACAAGCAAAGGCCCTGATCTCTCAAGCAAACCTCACAGACAGACTAA\nGCCATGAATCTTGTAGCTGCTGCTGAAAAACCTGAGACTAAGGCACGCAGGTGACAATCA\nGGAACTGAGGGAAAGGAGCAGGTTCAGGGTTAGAGGAGGAGGGCAGTCTGGAGAGTCCAT\nGTGAGCTACTGGGAGGACTGCAGGAACTCTGGAATAGCCTGAGCTAAGGGAAGGAAGCAG\nGTAGCTAAGTAAGATATGCCCTGCTCAGAAAGCCAGCAGGAAGGGGGCTGGGAAGACAAC\nTCAGTCGGAAAGTAAGCATGAGGAGCTAGGGTTGATCCCAACACGCATGGAAGGCCCTCA\nTCATCACAGAATGGGGGAGGCAGACACCCAGATCCCTGGGACTCCCCGGCCAAACAGTGT\nAGCCTAATCAGTAGGCTCCAGGGCCCAGTGAGAGACCCTGTCACAACACAGACACACACA\nCAAACCACCACAATATACAGTTCCCGAGGAATAACACTCTGGATTCTACACATTGTACAT\nACACATGTATGCGCACACACACACTCACTCACACACACATACTCACTTACATACACACAC\nACACACACACACACACACACACACACACACACCCCTGAAATCTTTCCAGTTGACCACTAA\nAGGTAATGTTCTTTGTATCATTTTCTGTTCCCTCTCATACTCCATCTTTTTAGAAAATAA\nTAATAAGGATGTAACTCTGTGTGCTTATTATTTTTACCTTTGCTGACAGAAAATCGGAGG\nCTTAATTGAGACCTCAGCACCGGAATGCCTTTTCACACTTAAGTCATACATTCAACTCGC\nTTGTCCCTCTGCCTTACACGATCCTTTCTTCCTGTTTAACTCTTGGGTTTGTAGACATAG\nCTACATGCATTTAATTGCTACTCCCTCTATGCTGTGTGGAATCATAGTGCTTTTGCTTCT\nCCCTGTGTGTTGTTTCTATTGGGCACGTTGGCACAATGAAAACACAGATCATTGAGGGCA\nGAGTCGGCGGGGGGAGGGGGGCCAGGTAGAACAAAATCTACCACTCTACAACTTCCTTTT\nTTTGGCAGAAGGAATTGTCTCAGCAGGTGTGTTGAAATGCCCCAGGGTAAGCTGAGACAT\nGGGAATACCACAGCCTGAACAAGGCAGTACTTCTTCTTCCCAGGATGGCATGAATTCGTT\nTGAAATGTTAAGCCCTGACAGTACAAAGCCATTGTGCCTCACCCCATTGTATAATTGAGG\nGACTTGGAGTCTCAGCATACCCTGAAATGAAGGGGTTCTCAAGGGAAGCACAGAGATTAC\nGCTGTAGGTGGGGTCCCCATTGGAACAGTGGCACATTGTCACAATGCGTCTCTCAGCATA\nTTATGCACAAAAATCACTTCCCTGGGCAAAGCTTGCTGCCTCGGAGTGTGAGCTAGGGCC\nAAGAACCAATAGAAAGCTGCGTTTACAGAGTAGGAAGGTTGCTGTGTACAGTAGTGCTTT\nCGGGGGAAGCTGCTCGTTCCATTAGACGTGCTTGCCCCTTCACCACCAGAGAACCCACCT\nCAGTATCTCTTCCAGAGGAGCAGGGAACCATTGGCTTTACACCCCTCCAGATACACACCT\nTGGCTTAATGTCCAAGAACCACCCATTACTGGAACCTAGTATATTATCTTAGTTTTCGTG\nAGGTGGGGGTTGGGGAGCGGGGAGGTAGGGACAAAATGCAGAAGGCTAAGATGCTTCCAC\nCACAATCAGGGTTACTCAGACAGGAGAAACAACACAGACCTGAGAGGTGATGCTATCACC\nTGGCAGTGTCTGAGAGCCCCAGACCTGGAGATGTGAGTTGTCACTGTCCTGGCATGTGTC\nTACCATGCCTAGCTATCCCGATACCCAGTCCCCATATTTGCACTTCCTGCAGAAAGTGCA\nGGAAGCAAGACAGGGCTCCCTGATGATTATCATGTGGCCAAGACACTGGCCAGGGATGGA\nCACAGAGCAAACTTCCTGACTTCCACTGGAAGGGCCTCACTGCATGAACCAGAATCAAGG\nACCAAATATTGAGTTATACATTTCCTCTTCTGCTTCTCTCATGCACTCCCCAGACTTGGC\nCCCTGGGGGCGAGTAAGAAGGAAGATTCCGTCACTGGGCATCTGGGAAGCACAGTAAGGG\nTGTCCCCTTAGAGTAGGTACAATACCACCCCAATGGCTTGTCACTCACTGTGTCCCTGTC\nTCCCTCACCTCCTTCTGACCCATATACCTTCAGACTGATTCTGTCTCATGCCTTCAAGAA\nCATGGCCAGCAGTAAATTCATGCACAAAGAAAATTATGAAGGGTAATTTTCCAGGGTTAC\nATGGGCCAGCCTCGAGTTCAAGTCCAGACAATCTGAATCCAGAGAGCTCCCCAGAAGGGA\nTCTGGGGTGAGTTGACACTGGAATGTCCCTTGATGCTGAAGCTACTGAGAAAGTATCCTT\nCATAGAGGAGTGGACCGCAAGAGTAAGCAGATCTTCAAATTACAGTGGCAATGCAGCCTA\nAAGATGTAGGCCTACAGTCCCGTCTACTCTAGAGGCTGAGGCAGGAGGATCACCTGGGTT\nAGAATCAGTGCAAGGCTAGCCTGGGCAACTTAGTGAGAGTCTGCCTCCACATTTAAAAGG\nCAGACAGAGGGCTGGGGAGGTGGCTCAGTGGCTGAGCACTTGCGTCGTGTGCATGAGGCC\nCTGTGTTCGTTCAGTCCCAGCAACATATACACATGCATAGAGTTTAATTTATGATAAACA\nTGGATGTTTTCATGTATCTCGTGGTTGTCGAGCTAAAACCCCAATGTAACATAACTGCTG\nTCCTGTGTTCTCTCTATGATATTCACTGTGGGGCCACTTCCATTTCTCGGTCTCTTTATT\nTTATATTTTCTATATATTAAGGGCCTTCCTTCCCTGTTTGTTTTCTTACCCATCCCCCCA\nTATCTGTTCCTGGAATCTGAACTTGAACTCTTTGTTTCATATGTCTGATTGGTTGGCCCT\nATTTACTTAGGTATTTGTGTGTTCACATATTTATTTATTACTGGGGATGCAAATCTAATT\nTTGATGCTGAGGTGTGGGTCACTGATAGAACGTTTGTCTAGCATGCTTGAGTCCATGTGT\nTCTATCACCTGCATGACTCAAGGGAAGGGAGGGAGGGAGGAGTGGAGGGAAGGAGGGAGA\nGAGGGGAGATGAAGGAGGAAGGGCCTATGGGGCCCGTAACACCCCCAGAGCAGAGGGAGA\nGAGGGGAGATGAAGGAGGAAGGACCTATGGGGCCCGTAACACCCCCAGAGCAGCAGAGTA\nCTGGAAGAACTGGTGGAGATGGATATGCCACTAGGGGGCAGAAAAGACTCAGACCCCTGC\nCCCCTGTGCTTGTGAGATCTATCTCTACTAAAGTTACTTGGGGGTGGGGGCAGAGATTGT\nCATAGCTAAAAGCAAAGTTTCTGAAAGTCATTACCCTAGGCTGCTATGGTAAGCAGTGTT\nTTCTATGTATGAAGGAGTCACTTGGGATCTTGTCAAACACAGATTTCTCACAGGTTCCCA\nAGTAGGCTGGGGATTACAGACGATGCTTTAAAGTGGTCAAGGTCTCAAATATCACACATA\nAATCATTGTTCTCTCTCTCTCTCTCTCTTTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCC\nATCAACTATCAATAATTATCTTTACTATGACTAGCTTATATGACCATTCAGGATGAGATC\nAGTAGCAACTGTGTAACTCACCCCATGACAAATAAAATCCACGATGCTGGTTGGTGGTCA\nTAGGTAACCAGAAGGGACTCAGCACACTGAGGTGGCCCTTTCTGAAATGCATTACTTCCT\nTGGATACTGTGGACACTTAAGAGTGTTCCCTCCCTCTCTAGTGCCCACCAAGGTCTAGGA\nGACATTCCTATGAGCCAAAGTAGGAGGGAACCATACAGACCTAAACCATCTAAAGCCCAG\nAAAACTCCGGAATTTTCAAAAGCAATCGTGGATCTTTCCAGATTCTGTCTAATCTTACAG\nAAGTCCTCAACACAGATTAGAAGCAGACTGTGCTTGCATATATTCATCTCCTCTGTATAT\nTGAACAAATACCAAATAAGTAGGCTTGAGACTACACATTAGCAAGCTGTCACGTTAGCTC\nCTAACTGCGTGCATGCATGCGTGCTTGTATGCTTGTGTGTATGTGTGAATGTGCATGTGT\nGCCTCTGTGTGTGTGTACACGTCTTAGCATGTGCACAGAATTCAGATGGACATTGGTTGT\nTCTGCTTTGTGAGGCTCCCCTTTATTCCCTAAGATGGTCTCTCCCTGAGACTGAAGCTCT\nCCATTTCAACTGAGCTGGCTGGATTCATGGCTGGCTGAGATTTCGTGGTCTCTGTCCTCC\nAACTCTCAATTGGAGACACTCAGATCCCCGCTTCTATGCGTGTGCTGGGAATTTGTCTGA\nACGCAGGTCCTTATGCATACACGGCAAGCACTCTTACCCTCTGAGACATTTCCATAGTCT\nTTCCATATCATTTTTTTATCCTGTCCCCAATATACTTGTTTTTGTTGCATGGAGAGGAGG\nGGAAGGGAAGCCCTAAGTGTTTGTTTTGCAGTCACAGATGACAGTAAGTCCTCTTGCTTT\nAGGGTGTAATTCTTTTTTCCTCTTTCCTTACAGCTGTGACCTAGTTAATTGTAGGTGGGA\nATCAAACGCCCAAATCATCAGGCTTTTGGCTTGGCTTAGGATCTTGCTGTTAAGTGGTAG\nGATGTCCTCCTTAATGACAGGAAGTCGGGTCCCCTGATCAGCAACATTTGTGTTCTTTGA\nGCTCAGAGATAAAGAACTGGGTGTATAAGGCTGTGGTTTCCTTGTGGTCAGGGACAAGAG\nTCAAGGGATAGATGAGTCTGTGACCCATGGATGAATCACTCCTGCCAAAACAGTTGAAAT\nGTTCATCTCAGTGTTCTGGCCTGGAGTCCTCCAGTCCATGTGGACAAAGGAGAGAATGAC\nTCACTCACTGTCCTTTTATGGCTTCATTGCTAATGTTGAGCATCCTATAGACCAGAATAT\nGATATCATTAAGAAGCCACTTTAGCCGGGCGGTGGTGGCACATGCCTTTAATCTCAGCAC\nTTGGGAGGCAGAGACAGGCAGATTTCTGAGTTCGAGGCCAGCCTGGTCTACAAAGTGAGT\nTCCAGGACAGCCAGGGCTACACAGAGAAACCCTGTCTCGAAAAACCCCCAAAAAAAGTGA\nGTGACGACTGTAAAGGCAGGAATGTAACACAAATAAGCCAGGTGTGCTGGCACATGCCTT\nTAGTTCCAGCACCTAGGAGAGAGGCAGGTATCTGTGAGTTTGAAGCCAGCCTGGTCCACA\nAAATGAGTTCCAGGACAGCCAGGGCTACACAGAGAAACCCTGTCTCGAAAAAAAGAAGAA\nGAAGGAAGAGGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGA\nAGAAGAAGAAGAAGAAGAAGAAGAGGAGGAGGAGGAGGAGGAGGAGGAGGAGGAGGAGGA\nGGAGGAGGAGGAGGAGGAGGAGGAGGAGGAGGAGGAGCCTTTAGGGCTGAGGATGTTGAG\nTGCTCATTTAGCATTCGTGGAGCTGCAGGCTCTGCCTATCCTTGCATGATTTAGTCATGG\nTGGTATATACATATAATCCAAGTTCATCTTCAGTTACATATAGATTTTGAGGTCGGCCTG\nGGCTACATGAGATCCTGTCTCAAATAAAAACAAACAAACAAAGGAGGAATTGTTGAATAG\nTTCAGTTGGTAAAGATTTGTCCTGCAAACATGAGGACCTGAGTTTGGCTCCCAGAGCCTA\nTGTAAAATCAGCTAAGCATGGTGGTATACTCCTATAATCTTATCAATGGTTAGATGGTAG\nCAGCCAGATCCCTAGGGCTCATGGGCCAGCCAGCTTAGCCTACTTGCATAGCTTCAGGCC\nAGTAAGAGACTATCACAAAAGACAAGGTGAACAGCCCCTGGGGTATTTCCTGAAGGACAA\nATCTTGAGGTTTTTTTTTTTCCTCTGGCCTACACACACACTTTAATATGCACCTGCACAC\nACATGAACATACATTCATACACACAAGTAGAAAAGAAACAAGAACTCTAGAATCCTAGCA\nAGAATCTATTGAGTCACATATGAGAAAGTTCAGAGTCGTTTTAGCAGTTTCCAGGCAACT\nCTGAGTGTCCCCATGGCTGGCAGAAAACTTCAACACCATGAGTGAGAGGAACTCATGTAA\nCATACAGTGACCTTGAGATCTATTGGACAGTGATTCTCTTCCTCAGCTCTATAATAGAAA\nCCCTAAGGTGCCTATAAGGAATCCCGAGTCCTTCCCCATGACAGTAACGTCAGAATCCCC\nAGGGATGGGTTCAAGTAGAAAGCTTCTAGGTGGTTCTGATGCACAGCTAGAGCCATCCAC\nCAAGAGGCCATGGGAAAGGCAGATCATGCTCGGCTGACTTGAGCAGGCAACAATAGCCGA\nCTCTACAGCTTTGAAGTCACTGCCTTAAGGTATGCTGGAAACCCTCGTGGCTTTGGATAA\nCTCGTAGTTTCTTTCCTACATCTGGGTCAAGTCAATGGGCTTTGGTGTGCTTCCTGCTCT\nTCAACATGGTGCAGTCTGCTGGAGCCACAGACTCTGTCCCTTGTCTACTCTAGACCGCTC\nATCTCTACTCCCTGAAGCCCACCTGTGTTTAAAGTTATTTTGATGGAGCTACAGCCTGAA\nGCAGCCTGTAACATCTAACTCTAAAAACTGTTGTAGGCTGCTGGGATGTGCTGTCTTGAC\nCATCCAACTTGACCTTGAGCAGAACCAGCCCACAGGAACATGGCCTCCGTCACAGTGAAC\nAGAATGGCCAGTCCTAAGACTTCTTTAGACCTGTCTATCACCAGTGGCTAATTTATGAGA\nAGTGCAGTTCTAGCTATGGGACAGTGAGGCACTGATTCTGCCTTATTAAGAGACATTTGC\nTGACGGTACTTAGTTCTTAAGTACCCCAGCAGTCTCCAAATCAGAAACTGTTGCCTGTGG\nTACTTCCTTTAGGGAAAATAGCTGACATCCTGTCCAATTCCTTTCTGCTTCTGTGGAACT\nTTGAATCCAATTGCTCCACACAAAGACATTTTTTAAAGGAAAACACATCAATCTTCTGTA\nTGTTTTACAGCTAATCAAGCAAGGCTGAATGTACTGCTGTTCGTATAGATGACCACATGC\nTCTCGTGGAGTGACTGAGCAGAAGTAGTGACATTTTCTTGTGAATTGAAGACCATTCCGT\nCTCTTTTTATTCTTACATATCTGATCGTTTCCCCAATGGCAGAGTTGCCTCAGTTTCAGG\nGAAGATGATCTTTGATTTATTTACCCCAAGTGAAGGGAAAAGACCTCTTGGGAATTCAGG\nGATATGTCAGGCCTTAGATTAAGTAAATGTTTCACTTATAGAATCCCTGTGTCCTGTGTC\nAGACATTGGCAAGACATGGGAGAGGTGCAGAAAGAGGAAGTTCCAGATGACCAATAAAAG\nGTAGAGGCAGGAGGCAGGGCCTTACTTCCCTCTCACCTACTTCCACCCACAGGTCCTAGG\nTGTCACACTAGGAACTTGACCCCTACACTAATCCAGTGAGTGAGAAGTCCCCTAGTGTAG\nGCAGAAACATCAAAGTCTGACCTGTTTGACGCTCCTTTAAGTCTTGTATTCCCCCACGTC\nTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTTCATGTGGA\nAGCCAGAGAACAACCTCTGCTGGTGTGCCTCAAGTGTCATCCACCTTTAATTTGGAGATA\nGGGCCTCTCATTGGCTCTTTTCATCCTTCCTCCCTGGTACTAGGATTATCAGCATGTATC\nTCACATGTGTCTTGGTGTGGGCTCTGAAGATCAAACCCAAGTCATCCTGCTTGCAAGGAA\nTATACTTTACAAACAGAGAGATCTTCCTGTCCCTGAAAGGTGGATTCCAGTCTGGTCCCC\nAAACCATGGTGGTCCCCTCTCATCCTCTTCTGGTTTGTTTATTAGTGTACACCACCATGA\nCCCACTGTGTGCAATTTTAGTGTGCTTTCTGTTGGTTCTACTTTCTTTTCTTCCAGATTC\nATTGTTCAAAATACTTTGATCAACTACTTTGAACTCATTAACCTTGACCTTTGAATCATA\nAACGTCTGTGCCACTGCCCCAATGTCTCCCATTTGTCTAGCAATCCAGCCCCAAGGTAAC\nTAGTTCTTCCTTTCTTTTTTTTTTTTTTTCCCATTTTTTATTAGGTATTTAGCTCATTTA\nCATTTCCAATGCTATACCAAAAGTCCCCCATATCCACCCACCCCCACTCCCCTGCCCACC\nCACTCCCCCTTTTTGGCCCTGGTGTTCCCCTGTGCTGGGGCATATAAAGTTTGCAAGTCC\nAATGGGCCTCTCTTTCCAGTGATGGCCGACTAGGCCATCTTTTGATATATATGCAGCTAG\nAGTCAAGAGCTCCGGGGTACTGGTTAGTTCATAATGTTGTTCCACCTATAGGGTTGCAGA\nTCCCTTTAGCTCCTTGGCTACTTTCTCTAGCTCCTCCATTGGGAGCCCTATGATCCATCC\nATTAGCTGACTGTGAGCATCCACTTCTGTGTTTGCTAGGCCCCGGCATAGTCTCACAAGA\nGACAGCTACATCTGGGTCCTTTCAATAAAATCTTGCTAGTGTATGCAATGGTGTCAGCGT\nTTGGGTGCTGATTATGGGGTGGATCCCTGGATATAGCAGTCTCTACATGGTCCATCCTTT\nCATCTCAGCTCTAAACTTTGTCTCTGTAACTCCTTCCATGGGTGTTTTGTTCCCAAATCT\nAAGGAAGGGCATAGTGTCCACACTTCAGTCTTCATTCTTCTTGAGTTTCATGTGTTTAGC\nAAATTATATCTTATATCTTGGGTATCCTAGGTTTGGGGCTAATATCCACTTATCAGTGAG\nTACATATTGTGTGAGTTTCTTTGTGAATGTGTTACCTCACTCAGGATGATGCCCTCCAGG\nTCCATCCATTTGGCTAGGAATTTCATAAATTCATTCTTTTTAATAGCTGAGTAGTACTCC\nATTGTGTAGATGTACCACATTTTCTGTATCCATTCCTCTGTTGAGGGGCATCTAGGTTCT\nTTCCAGCTTCTGGCTATTATAAATAAGGCTGCTATGAACATAGTGGAGCATGTGTCCTTC\nTTACCAGTTGGGGCATCTTCTGGATATATGCCCAGGAGAGGTATTGCTGGATCCTCCGGT\nAGTACTATGTCCAATTTTCTGAGGAACCTCCAGACTGATTTCCAGAGTGGTTGTACAAGC\nCTGCACTCCCACCAACAATGGAGGAGTGTTCCTCTTTCTCCACATCCACGCCAGCATCTG\nCTGTCACCTGAATTTTTGATCTTAGCCATTCTGACTGGTGTGAGGTGGAATCTCAGGGTT\nGTTTTGATTTGCATTTCCCTGATGATTAAGGATGTTGAACATTTTTTCAGGTGCTTCTCT\nGCCATTCGGTATTCCTCAGGTGAGAATTCTTTGTTCAGTTCTGAGCCCCATTTTTTAATG\nGGGTTATTTGATTTTCTGAAGTCCACCTTCTTGAGTTCTTTATATATGTTGGATATTAGT\nCCCCTATCTGATTTAGGATAGGTAAAGATCCTTTCCCAATCTGTTGGTGGTCTTTTTGTC\nTTATTGACGGTGTCTTTTGCCTTGCAGAAACTTTGGAGTTTCATTAGGTCCCATTTGTCA\nATTCTCGATCTTACAGCACAAGCCATTGCTGTTCTGTTCAGGAATTTTTCCCCTGTGCCC\nATATCTTCAAGGCTTTTCCCCACTTTCTCCTCTATAAGTTTCAGTGTCTCTGGTTTTATG\nTGAAGTTCCTTGATCCACTTAGATTTGACCTTAGTACAAGGAGATAAGTATGGATCGATT\nTGCATTCTTCTACACGATAATAACCAGTTGTGCCAGCACCAATTGTTGAAAATGCTGTCT\nTTCTTCCACTGGATGGTTTTAGCTCCCTTGTCGAAGATCAAGTGACCATAGGTGTGTGGG\nTTCATTTCTGGGTCTTCAATTCTATTCCATTGGTCTACTTGTCTGTCTCTATACCAGTAC\nCATGCAGTTTTTATCACAATTGCTCTGTAGTAAAGCTTTAGGTCTGGCATGGTGATTCCG\nCCAGAAGTTCTTTTATCCTTGAGAAGACTTTTTGCTATCCTAGGTTTTTTGTTATTCCAG\nACAAATTTGCAAATTGCTCCTTCCAATTCGTTGAAGAATTGAGTTGGAATTTTGATGGGG\nATTGCATTGAATCTGTAGATTGCTTTTGGCAAGATAGCCATTTTTACAATGTTGATCCTG\nCCAATCCATGAGCATGGGAGATCTTTCCATCTTCTGAGATCTTCCTTAATTTCTTTCTTC\nAGAGATTTGAAGTTTTTATCATACAGATCTTTCACCTCCTTAGTTAGAGTCACGCCAAGA\nTATTTTATATTATTTGTGACTATTGAGAAGGGTGTTGTTTCCCTAATTTCTTTCTCAGCC\nTGTTTATTCTTTGTATAGAGAAAGGCCATTGACTTGTTTGAGTTTATTTTATATCCAGCT\nACTTCACCGAAGCTGTTTATCAGGTTTAGGAGTTCTCTGGTAGAATTTTTAGGGTCACTT\nATATATACTATCATATCATCTGCAAAAAGTGATATTTTGACTTCCTCTTTTCCAATTTGT\nATCCCCTTGATCTCCTTTTGTTGTCGAATTGCTCTGGCTAATACTTCAAGTACTATGTTG\nAAAAGGTAGGGAGAAAGTGGGCAGCCTTGTCTAGTCCCTGATTTTAGTGGGATTGCTTCT\nAGCTTCTCTCCATTTACTTTGATGTTGGCTACTGGTTTGCTGTAGATTGCTTTTATCATG\nTTTAGGTATGGGCCTTGAATTCCTGATCTTTCCAAAACTTTTATCATGAATGGGTGTTGG\nATCTTGTCAAATGCTTTTTCTGCATCTAACGAGATGATCATGTGGTTTTTGTCTTTGAGT\nTTGTTTATATAATGGATTACATTGATGGATTTTCGTATATTAAACCATCCCTGCATCCCT\nGGAATAAAACCTACTTGGTCAGGATGGATGATTGCTTTAATGTGTTCTTGGATTCGGTTA\nGCGAGAATTTTATTGAGGATTTTTGCATCGATATTCATAAGAGAAATTGGTCTGAAGTTC\nTCTATCTTTGTTGGGTCTTTCTGTGGTTTAGGTATTAGTTCTTCCTTTCTGAATCTCTGT\nCCACAGCCTACATCCTCAGCTAGCTGTGGACTTCAAACAGATCACATCATCTATGGTCAG\nAAAGTCTAAATAACCCAAAAGTCAGGCACATGAAGAAATATTTTAATCTGTTAAGAATTC\nTTAATGAGAAAGCTCAGCTTAAATTCTTCAGAAGTCTAAACAGCTACTACATTAGCAACC\nCTAGCCTAAAAGAGGCTTGATTGTATACATATCAAAGAATTCTGGTCCCATCTCACATAA\nATACACTATAGAGAGTTTTCATTCATTGACAATCTAAAGCCCCATTGACCAACTTGGTCT\nAGATAATTAACGGTGTCTTTTTGGGGTTTTGTTGTTGTTGTTGTTGTTGTTGTTGTTGTT\nGTTGTTGTTGTGATTGTCATTGTTATGAGAGAAAATTTATTAAAATAATTGAGCATCTAT\nAAATTTCCATATGAGAGCTAAGATTTTCCTATCAAGAAGAGTTATCTATCTCTCTGTAGC\nCATGGGCAATTTGTTCCTAGACCCCTACAAATGCCCAAATCTATGGATGCTCAGCCCTTT\nGTATATAGTAAAATACTATTTGCATAAAGCCTATGTAATGTCTCTAAATTACTTATAATA\nTGTAATGAATGCAAATGCTGGGGAAATAGCTATTATACTACATTATGTTAAGGGATATTG\nACAAGGAGAGTCAATACATATTCAGGGGTAGTATAATTTTAAAAAATATTTTGTCTCTGT\nAATTGGTTGCATATACAGCTGTGGAGCCCATGCATACAGGGGTCCATGTGAACAGAAAAT\nATGATGAATTAGAATAAAGGACACGTCTGGCCCAGCTGTGCTAGAATGCAGCCCTGGAGA\nATCAGACTTGTCTCAGAACTTATAGGAATCTAGAGGTCTGCGTTCAATCACACTTTGACT\nCAGGGCCTGAGTATGAGACTCCTTCACAATTCACATTTGTAGTAAAGCACAATACATTGC\nCTGACACCCTCAAGGCCCTTGGTTCCATGTAAAATACACACACACACACAGACACACACA\nCACAAACACACACACACACACACACACACACACACTATCCTCCAGTGATTCTTTCTTTCT\nTGTTAAGTTCAATGTACCAAAGATGAAAAGAAAAATAGACAAGTTAGAAGTTTTAAAGAC\nAACAGAGACTACTAGAAAACATATATATATGTGTGTGTGTGTGTGTGTGTATGTATATAT\nATATATATATACATTTATGTATATATATATAGTATTGAATATATAGTATACTAATATATG\nTATATATATATTAGTTTTCTACTTGTCTCTCTATAGTATACGTGTGTGTGTGTGTGTGTG\nTGTGTGTGTGTGTGTGTGTGTGTGAGTAAAACATGTTCCTGGCTATCTTATTATAAATGA\nCAGAGTAGTCCCACTCTGGCCAAGAATTCTAGAGAATTGAACTATAGATAAAAACTAGGT\nGGTTTTATCTCTCATAAAATTTTATCTCTTATGAAATTTCCCTGTTTCTCACTAAAAGAA\nCTTTCCCTTGGCTGAGCTGTCCCGACCTTTTCACGGCATCCAGACGATCGATAAGCTTCT\nCCAGAACCTTTGCAGAGGGAGACTGTTTCATTACCCTCTAGGTGACTCTCCCATGAGCTC\nCATATGTCTTTGTGGAAAGGAACTCGTCCTGGGGCCATCGAGACAGGTTCTGGAGCAAGC\nAGCCCCGTCCCTCCATGGATGAGGCTCCTCCCTTTAGAACGTTCCTATTGACAAACTCCA\nGACCGTTGTTCCCATGAGTGCCTTATAGGCCGAAACAAAACAAGGCCTGTGGGATTTGTT\nTAGCTCTGTTTTGTTTTGTCTCAATTTCAGGCTGTGATTACATAAACATATGCTTGGAAA\nATATATTATACTCAAAAGCCATCGTTATTCACCAAGTTCCATGGAAACCAACCAAGAAGA\nGACTAATGCACTTACTTTCTGATTCAGGCCTGCACTGATTTAATTCAGGGGGCCCTGGTG\nCCTGTTTCTGTGGAGGCCTGGGGTGGATGTGAGGGTCTGCCTTCCTAACAAGGGGTAATA\nAGTAGATGACATCACTTTTACGGCTATAAGATCTCTCTCCTATGATGGTTCTGAGAGCCT\nGGGAGAAATATTTCTAAACATAGCTCCTGGCACACTGCTCCAGATTGCTTAAGCCAGAGG\nGCAGCTACTGCATCTCTCATACTTTCCCAGGGACCCAAAATATTTTTATAGAAGTGGCCA\nAGCATTTTTTGAAAATGATTCTCCTGCATCCCACTCTAAGGACACAGGGAGTGTCTATCA\nTTGGGCCTTTGGGGTTCAGAGGGTAAGAAACAGTGATAGCATCCGTGGTGAGTCTTTGTC\nAAAGCTTGGACATTCTCCAGACCCGACTATGGGATTGCATGTGTTAATGAGCAGGCCTGA\nGATTCCTCTGAGTTTCCAGAGCTTGTTTGGGTTTGGGTTTTGCAGTTCGCCCACTCACTC\nTTGCAGGCAAGTGCTATTTCCAAATATCCCTTTCCCCAAAAATTGGAACAAAAGTGACAA\nATGGTAACTTGCTGAAGTGTGTGGATTTTGTCCTCAGATGGTGAGTGTGAGACGGTCAGC\nAGCAGAGGTGGAGGGGGAACTGCTGAGGCAGGAAGAGGACACTCAGAGCTTCTCTGCCCT\nAGCCTTGCCTTCTATCACGCCAGAGGCTGAGTCAGGAGGTAAAGCAGGCTACCTCTTCTA\nAAAGCAGACCTTGCTGTCTCCACCAGCCCTCTATCATAAAATTTACTTAGGAAAAGCAAG\nAAGCCGTGTCATAACTTTAGTTAGGAAAGCCAGAATGCTACCACTTTGCACAAACTAGGA\nTGGCTAGAACCAACAAGCGGGACCATAAAAGGAGTGTTGAAAAATATGGGAGACTGGACG\nAGCCTGTGGCAATGCCTCTTGATGCAGCTGCTTAGATGCAGTGCGGGCTGGCGGGCCCTT\nGGAAGGAGACTGTCTCTGCATGACCAGTGGAGGTAGATACACCATTCTAGCTGCATCTGC\nCCTAGAGAAACCAAAAGCATGCACCTAGGCAAAAATGTGTACACATATGCTCACAGCAGC\nATCGTTCAGAATAGCATAGAACAACCCCACAGTCCATAAACAGAAAAACAAATACACTTG\nGTGAAATCACAGGGAAGACCATTTAGCAAGGAAAAGCAATGTTGGTAGGGCTGAAGAGAT\nGGCTTAAGTAGCTAAGTACGCTTGCTTCTTCGGTTCAAACACTGGGGAGACAGAGGCAAG\nATTATCTACGTATAAAGCTTTCAGCCCAACCCTAATCACACAATGGGATCCTCTCTCAAA\nAATGAAAGTGCTCTCTGCTCTTACTGAGGACGCGCCTTGGTCCCCACAAGCACCCGGAAG\nTCTGCCTGAGTTACCTGACAACCTCCTCTGGCCACAAGGATGTCTATGCATGCATGTATA\nAGCACACAACTAAATACAAAACAAAAATAAGTCTTTTCAAAAAGAATTGGTAAGTGCTAC\nAAGACAGGGAAACCTGGAAAACCATCACACCCAGTAAAACAAGGCAGGCACAAATGTTAC\nATCAATAGATATCCAGAACAGGCGGTACCATAGAAATAGGAAGTAGTTTTCTGGTTGTCA\nCCTCTAGCCAGTGACAGGGTGAGATGGAAAAGAGCAGGTGAGTGTGACAGTTAATGGGTT\nGTGGGGATTGTGGGGCAGCGATGCTGGAAAGTTCTGAAATTCTATTACAGTGATGTGTGG\nACAGACACTGTGTATGTGCTGAGAACCACTGAGGAGCGCTTTTGTGCACTTTTATTTCTG\nTTTCTCTAGACCGGCTTTCTTCTTTATGTAACCCTGGCTGTCCTGGAGCTTGCTCTGTAC\nACCAGACTGGCCTCCAAATCAGCGATCTTCCTACCTCTGCCTCACAGGGAATGAAAGGAG\nTACCCCACCATGCCCAGTGAGTAGCACACTTTTAATTATTTGATATACAAATTACAGTCC\nAATAAAGTGGGGTGTGTGTGTGTGTATGTGTGTGTGTGTGTAGAACACCATCAAAGAGTT\nATCACCACCTTCATTTACAGTCCAAAGCAGAAAGCAGGGCTGGGACTGTGGCTCAGTGTA\nGAGCACTGTCCCACTATGTACCAAGATCTGCTCTGGGCTCAGTCCACAGCAGGGACAAAA\nGGAAAGATGGAGAGAGAAAGAGGGAGGGGAGCATCTAACCTTGTCCTATCTAGTATTCTG\nGCTGCATTTAGAATTCATAGCAAATATATTTGATGGATATACAGAAGGACTTGTGCAATA\nATTCTTACCTCAGTGACTGGAAGATGCTCTGTTCCTTGTAGACCTAAGTTTGGTCCCCAG\nAGCCCATCTATAAAAGCTGCATGTGGTGATACCTGCATGGAATCCCAGCACTGGGCATGT\nAGAGGGAAAGGGATCCCAGGGGCCAGAAAGCCGAGCTGAATCTGCTAGCTCCAGACCAGT\nGAAGGCCCTGACTCAGAAAAAGGGTTGATGGCATACTGAGACATGACACATAATGTGTGT\nGCATGCACTCTCACACACACATACACTCACATGCATACACACACACACAGACACACACTC\nATGTGCGCGCACACACACACACACACACACACACACAAGTACATACAAAAATAAATCAAT\nCAATTGAAATCTCAGTCTGAGCCCTTTGTCGGGAGGTAGAAAGAGAATGAGGAATTGAAC\nTGAGGATTAAGTAGCTGAGAGCTGTCATTCACAGGTGACACATAAACAGAATATATCTGT\nTAAATGCAGCAGAACCCAAAAGGAACCTTTCTACAACACACACTTTCTGAAAATGTTTGT\nGGGCAGCCGTTTCTGAAGTCTTTTCTGGAGTCACTCAACTTCCTGTCACTGTCTCAGCTT\nCTATACCGAAGACAGGAGGCACTGACCCCTCCCCTCTTAGTCCTAAAAGTGTGCATCTGA\nCATATACTTTAATTCCTCATAGACATTTCTATATATTGGGTTACAACTGGAATAGGCTTT\nGATGTCCAACTCACCCTTTACCTCCAGGTCTTATCACTAAAAGATAACAGCACACACACA\nCACACACACACACACACTCCTGCATGAGTACTTCTTTTTAAAATCCATTTGTGCCTCCTG\nGTGACTTTCTTGACATCAATGAGTTCTCCCATCAATCTTCTGTCTGACATTTTCTCTGAT\nAAAATGGCAGTCATGATCACTAAACGACTTGGATGGGTCACATTAGATTGCGTTTGGAGA\nATACATTTCTTGGGCTACTATAAATACACTTCTCCATGGCTGTGCTGTTTCCTGTATATT\nTATGAATCTGCAAATTTTATTCCTTATTATGCTCCACATGACTTTCAATTTATTTTCTTC\nTGAGTTTTCTTTTCAAAGCAGAAAAAAACATCTTAAAGCCCCCACAGCATGGGGAAAAGG\nCACTTGAGTAGCCTATGCTATCAGAAACACTGTGTTAAGAGAAGCAGTAGAGGCAAAGGG\nAATTCGGAGAAGTGCTAAGGGGAAGGGGGAAAGAGGAACTGGAGAGATGGACCATGGGTG\nAAGCATCTGTGTGCAGCTTGCGGACCTCAGTTCAAATCCCTAATACTCACTAAATATCAG\nGTGACTACGGAGGCCTGCCTATAACCCCATGACTCAAGAGGGCAGAGACAGGGATCCCCA\nTGGCTGGCTGGCTAGGCAGACTAGCCAAATTGGTGAGCTCTGCACTCATTAGGCAAAGCA\nGTCTATCACCCTGAGCCTCTGTGAGCTCAAAGACAAGCTCCCATGACCATGCAAGCTTCC\nATAGGGACACCCGCTAATTCTCACAGTAGTGAAAACTTTAGGGCCATTGAGTGCATCTTG\nCTGTCCTCAGAAATTCATGTTTATACTCAGGCATTTTAAAAATATTAGCACTTTTATAGT\nCTAAAAATTCCCAGGCCATATGCTAAATATATATTTAAGCTTGTGTGTGTGTGTGTGTGT\nGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGAGTTTTCTTTTCACTTTTAAAGGCAAT\nTATTTAGTGATAGAATAAAACAGTGATGTCTTTGGAACTTCCCTGTCTGTTCCATAATTA\nTATGCTTGTGATAAGAACCTGGTTGGTGGCCAAATTCCCCAGAGGGTAGGGAGCACTAGG\nGTGCACATGCAGAAGTATATATACTGCGTTCATACCGTGAGCATTTGTTTTCTCTGGGAA\nACGCCAGGGCACTTAGCTAATATACTCTATGCAGATGCTTTCTGCCTCCCGTTATCTCAG\nCTCTTCCCTGTCTCCTAGCACCTATCCTTCCTTCTCTCTGTCCTTCTTGGATTCTTTCTT\nTCTCCTTCCCTCTCCTTTTCTTTCTCCATTTAAGTAAAATAGTGTCCACCAATGGGGCAT\nAGAAAAGCACACTTCTCTCGCACACCCAACCTTTCGATACGAAAACGTCCCATGAATGAA\nTTGTATGTAGGATCAAATCAAGGCGATGCTTTGAGTGAAAGTCATCATGCATGGAGAGAC\nACTAAAACTCACCCAAAAGAGGCATAACAGAAGGCAATCTTCCAGTACTGACTAAACTAA\nCAATCTTCTAAAACTATCGTCTTAAACTTGAACTATCTTCTTATACTAATAAAATAACAA\nAGGGAGAAAAGATGTTAAGCAAACATGACTTAGAGAATCACAGGGTTGGAATAATCTTGA\nGTTTGGCAGGAACCAAAAAAAGTCTCTTAGTGAGTGAGTGCTGAACCCCCGCACCCCACC\nCCACCCACGTGCCCTGTGCTATTGGTTAATCCTTGAAACAGCCCAGTGAGGTGCCTAGTG\nTTTCCATTCCACAGCTGAATACATCATAAAGACAATCAATCTGTCCTGGTCCCTTCAGGA\nAATGGTAGGACCAACTTCAACCTTGTCTAACTCCAGGATATTCCAGGAGGTTATAGAAGA\nTAATAAAGGTAAGAGTTGAGAAAATAAAGAATAATAAATAAGATGCACAGAAGAAAGCTA\nTGCCTGAGTATCAACCAAGCATTTTTTCTTTTAAGATGATTCAATCTAAGTAATATTAAG\nATTGAACTTCACCCATCTCTCCTTTTTTAAGTTGATTTATTAATTTTACATGAAGTAGTG\nTGTTGCCTGTATGCAGATCCCCTGGAACTGGAGTTACAGACAGTGGTGAACTGTCCTGCA\nGTTGCTGGAAATTGAACTTAATGCTATCATCTGCCCAGTCCCTTGACCTGCCTTAGTCAT\nACAGATTGTATCCTCACTGCATTCCCAGGTTCCTTACTGTCCCTATAAGCTTTGGAATCT\nCACCTTTTGGTATACAATCTATTGACTTAGAAAGCAGGAATCTTTCTGAAACATGGTTGA\nATATAATTGTCAACCAGCCAAATGTGGTACTGCATGCTCTTCATAGCAGCGACCGCTCGA\nGAGGTAGAGGCATAAAGGGCACAAAATCAGGGCTGCCTGGGACATATGGCAAGTATTAGG\nCTAGCCTGATCTAATGGCAAGAAATCTATCTTCCTCCCCACCCCCCAAAAAAGCCAACCA\nAAGGGAAGCTGAGCTCACAAGCAGTTGCAACCCATTTACCTGACTGTCTTTCTCTTAGGT\nTAAGTTCTATGTATGGTTTATCCATCAAACAGCCTGCACAGTCATAGATCTTAAGGGAGA\nAAAAAAAAATGATACATGTTGCTGTGACCTCCTTTCTCCATTTTCCCCCATAATCGTGGA\nTGTGGCTATTAAATCCATGATATAAGCTTCCTCGCTTTCTATCCCAACCTAAATTTAGTA\nTGATTCCAAGGAAAATGGCCCGTGCCTTACAAGTAACCCAGAAAAATAGCCAGTGCTCCA\nGTGTTGATATAAAATTAAACATTTGGCTTCACCGTGCAGAAACTCCTGGGTTCTCCAAGT\nCTCGGAGAGTTAAGAAAAATCGTTGGAATGTCATGGGGATACTGGCAACGGACTCTGGAG\nCTCTCTCCCCGCCACTTTCTCGCCCTGGAATGTTTCTGCCTCACACTCTTTTCGGTTTTG\nTCTGGACCTGCCAGAGAGCCAGCAGTGTGCAGGACTATAGAGAGACAAGGATAGGTGGTT\nATCTGCAGGCCAGGGTTTATTCCTCCCTGGTGCCTGCAGGGTCCCCAGAGACTGGGAGAC\nGTGTGCTAATCCTTGCAAGAAAACAGTCTCTCCAGATTAGCCAGGGTAGGTAGTGGGAGA\nGGAGAGCGAGGGGAAGCAGAATCATTTTGACTGCATTTTTGCCTTGTCTGATTAGATCTC\nAGTGACTCTGGGACTTTGCATTACTAAAGGAACACAACCCCCGTATGTAGGCCTGGGAAC\nAGAGGGGCCAGGGCAAGGCCTGGAGCTGGCATGGCTGCTGGGCTGTTGGGCTCTGAAGAC\nGTACCATGTAGCTGGGACCTTGCTTGCCGGCTACTAAGGACTTGCAGGGAAGGAAACCTA\nCATCGTCTGCAGCTGATGTTAAAACCGTGGTGCATCCCCAATGCTGTCTACCAGGTAGGA\nCCAAAGCTCACTTTGCTTTGCTGTGGGGGAGGGGGACAGGTAACAGAGGAGGATCAAGAG\nTGACCAGCATCTTTCCTTGAGGCTGGGGAACACCTTGCCATCAATTAGGATCTGGATAAC\nCTTAATGGAACATCCCTTCCTAGGTGCCTGGGCCCATGTGAGGTGCTCTAAGTTCAGTCT\nGCAAGGTGACCCTATAGAAGAGGGTCACCAGCTGAAGGACGGGGTTATTAAAGAATGCAT\nGTTGCTTTAAATTCATCTAGCATGCAAGTGGCAGAAGCCAGTGATTTAAAGCATGGTATC\nTCTGGCTGTGGAGACTAAGCAAGTGCTTTTTATGGGTTCCAGATTCCCAAGCAAGGTCTG\nATGTTTTCTGAGCAATGTGCACACAAGTTACATGTGGTGACATTCTTGGGTAAGAGACAG\nATGTGACTCTTCACAGCAGAAGGCTGAGAGGCAAGAGCACCAAGGAGGAACCCTGGGGCT\nTTCCTCAGCCCCTTCTCCTTGTGTTGGCTCACTCACACAGGATTCTCTGGAATCAAACAC\nTTGGACCCATGTCTCACTCAAACCTATGAGAAATTTGCTATTGGGGTTTTATCTCATGGA\nTGGGACATAGGTTTGTGAGGGTGCACCTGTGTATATGGATGCATGTAAGTGTGGTAGTCA\nGAGGACAACCTTGGATGGCCTTCCTTGGGAGTTTACCTACCTGCTGTTTGGAAGAAGTCC\nTCTTCTGATCTGAGGCTCGCAGATTTCAACTGGACTGTGTAGCCAGGGAGCCTCGGGGAT\nCTTACTTTACCTCCCCAGTATGGGAGGTTACAAACATGCTACCACACTTGGCTTTCTGCC\nTGTGTTCTGAGGATCAAACTCAGCCCCAGCAAGCACTTTCCTCGGTGAGCTATCTCTTCA\nGCCCTTCAGTTTCCTTGTTTGCAATGGTGGGAATGGAACCCAGGGTCTCACAGACTAGGC\nAAGCATTCTACCCCTGAGCATCAGCCCTGGCCCAAAGATGACACTTTGCACAAGAGGCTG\nATACTTCACAGTCAGTTGTCTGGAAATGTGGAACACTTCCAAAAGGAAGACAGAAGTATC\nTGTTTCCTGCAGCCACCAACAGTTCAGATTGGTGGCATTCCCACTTGCCAGGGAGGTGTC\nAGTCCTGAGATCTCCAGCCCACCCTGAGAGGGACCAGTCTGCTGGAGCTGGGGGAGGGAA\nACCAAATTCTTCTGGCTTCCTCTTCAAAGGGCAGTCACAGACTTCTCTTTGGCTGACAGC\nTTTTTGCAACCCAGTTTATTTCATTAAGTCAACTTGAGCAGGCTTGGCCTCTTTCCCCGT\nTTGCTGGCTCACCACGCTGTTTGGCATCAGGCAGACACAGCTGGATTTGTACTTTCTAGG\nTGTGATGTGGCGGTGTATAATCCCCTAATGAACCACGATGTTTAAATAGCTCCAGGCTTC\nATGCTCCTCTCCCCACATACAATGTCTGGGGGCGGGGGGGGGGGGGGGGTGCATCAGGGA\nCAGTTCCTTGGTAGCCAGGCCCCAGGTGCTAGATGGCTTTCATATGGACACTCCCTCCCC\nGTCCTGGCCCCTTCTCTGATTATAGACACAGTTTCTGGAGATGCGCTTTTTCTGGAATTC\nTTGTCCTTGAAGGAGGCATACCTTTGTAGTAACCTTTGTGTTACTAGAAACAGCAGCTAT\nGTCACCAATAAATCTTGTGTAAAATAAACTTGAGGAAAATCTCTCAAAAATGAACAACCA\nTCATGGGAAAAAAAAAAACCTTAATCTTTTCAATGACAAGTTATGAATCTAAGGGAGTTC\nTGGGGGACCACAAAAACAAAATGTGCTGAGAGACTCAAGAGGAAGGGGAAGTCTGCAGGT\nTGATGAAATCGGAAGCTTTCCTGAAATGTTACTTTCCAGGCCAGTGCCGCCTCGTCTCCA\nTCCTGGCATTTGGAATGATAACTTGGTCTAGATAATTCTGTCTCTGCAGACATTGCTGTG\nATTACAAATGAGATTGGGGACCCGGCTCCTGGCCTTTAGCAAATCTTCTCTTACCCTCTT\nACTTCTCTTTTGTCTTGTCAGGTTATCACCTGATATAGAGCATTGGGCTTCAAAGGGCTG\nGGGAGATCATTTGTTTGGTAACGTGTTTGTCACACTGGCATGAAGACCTGAGTTCAAGTC\nCAAGGATCCACATAAAAAGCCTAGAGGGGTAGCATAGGGTTTGAATCTCTGCAATGGTGA\nAGCAGAGACAGCCAGAGCCCTGGGTCTCACAGGCCAGCAGACCTAGTCTACTCTGGGACT\nTACAGGTCCTAGTAAGGATCTCTGTCTCAAAAACTAAGATGGGTGGCTCTGGAGGAACAA\nTCTAATATGACCTCTGACCTCCACGTGTGTATGCACACATGTGCACATATAGCTACCCAC\nATGTACACTCACATATACAAACACACAAATACAATTAAAAATAAAAGTAAAATTAAACTT\nCAAAATCAAGGGAGCTGGGTAGCCAAGCCCCTTGTTTCCCCAGAGACTTTTTCAGGCCTT\nCCATTAACAGCTGAAGTATATTGAAGAGAATATTGACTTATTAGCCGCCAGTCCCAGGAA\nAACATTCCCGTGTAACCACAATTCAATCTAGTCCAATTCAATTCAGCAGCCATTTGCTGA\nGTGGCAGTTATGTTACCTGAGCCTGTGGGCCTCTGGGACTGGAGGGCTGGCTTTCTTATT\nTGTCCCTGGTCCCTCCCTGGCCAAGCTAAGCTGGTTGGCTCAAGGAGAGAAGTCGTTTCT\nGATCTACACAGCCCTGTTTGCAACTTGAACTTGACTCCCATGAGTGGTCCCAGAAAGCAG\nTTGCTAGGAGGAAGGTCGGGATGGCAAGTCTAAACTAGTTCGCTAACCCCAGTCTAGGAT\nAACAGGGCTTGGTTAGTATACTCCAGAGCCAACTGAGGGGGTTGGAAGAAGGAAGGGAAG\nCCAAAAGCTTCAAACCTGTGCTGGACCACGGGTGGTCCAAATGCCTTCCAGAATAGACTT\nATCAAGTCCTGGCAACTCCCACCTGCCCTGAGACCTTCATGTCCACTGGCCAGCAGAGCT\nGGCTTAAAGAGACATTGAAAATGATATGATCTTCATCCTCAGGAGCTCAAAGCCTCATGG\nGGAATTGTCAAGAACATGATCATTTCATTTCAACAAAAAGCAGCATTGAGAGACATTCAA\nAGAATAACTAACTGCACGAGAAGAATGTTGCCAAAAACCAAAAAACAAACAAACAAAAAA\nAAAACTCTGTTTTTCTCTCCTGGTCTTTGTTTTCTCCATTACAGTACCAGAGTAATAGCT\nTTGTAGTGTTGCAATGATGAAATACAGGAAAAACAAAAGGAAATATATATATATATATAT\nATATATATATATATATATATATATATATATATATATATATATATATATATATATATATAT\nATATATTCTTCCTTCCATATATGTATATAATGTTACAAATAATGAAGAATATACTAAAGT\nGACATGGTGTTGATTTTTAATGCACTGTGTTGGTAGTGTTGTTTGGAAAATGCATCAAGA\nGTGCATTTAGTTTTTTGCCTGTCAGTAATCCATGCCATTTGATGCTTTTTGCTTAAGTGG\nTGCTTTCATGGGTTTTAGTGTCTCCCTAGGCTAGCATGCTGAAGTCCAGATTCACCAGCC\nTGCCTTTAAAACACCCATGCAGGCTGGGCTGATACCTCAGTAAAGTGTTTGCAAGGCAAG\nCACCTGAGTCGGATCTCACATTAAAAGGGGGGAGGGCATGGTGCTGCTGCTTCTGATCCC\nACTGCTGAGGAGGGGGGACAGAAGTCAGGCTTGCTGGCCTCCCCTAGAGCCAGCTCCAGG\nCCAATGAAAGAAAGAGTAGACAGTATCTGAGGGATGATCTGTGAGGTTGTCCTCTACACT\nCCATAAGCACATGCACACACATGTTTGTGCAAACACATGCACATTTATGCACATCCACAT\nTCTCCTTGCCCAGACGTGATCCCCAGGGGTTCTGATTTAATTGAAAGGGGCCTAGGTGTT\nAAAATGTTTGAAAGGCTCTCCAGGAGTTTCTGTTGTAAAGGCAATCCAGAGAGTGAAGGC\nTAAGGAGCCTCATTCCACTGTCAGATGGCAAGATGTTTATTAAACCCAAATAGTTGTAGC\nAGCAGCACAGCAGGGGTGGGCCTTAAATGACCTTGCTTTGTTTAGTAGGCATTCTATGGA\nGTATCACACTGTACCTTATAAACATGTACTTCTGAAATTATAATCTTTAAAGCAATTTAA\nAATTTTGATGTTTATATCTACATAAACAATGAATCAGGAAAATAATTAAAATTATACAAA\nCAGGCAAAAGAAGAAAGAGACAATTTACAAACACCTATGTACATATGTGTAGGTGCATAT\nGGATTCATGCACTATACACATGTGCACATTTTATGTGCATATGTTTTTACATATAATATG\nATATAATACCATAAGTGACAGCTAAAAAAATGAGGGTTAAGTGTGAGGTTGTAGCTCAGT\nGCTACAACCATCCGAGGTAGGCATGCATGCACACATGCACACACACACACACACACACAC\nACACACACACACACACAAAGCTCTAGGCAGTGAGGATCACTCAGATCACTCAGATGAAAT\nGGGAAGCACTAGATAGGCAGTGGCTGCCTTTATTATCACAAAAAAAATGAACATGAGCAC\nCTGTGACCACACCCGTGGAGGGGACAAACCTGTGCTATAGCAGTGCCCGATTCTAAAATG\nGGCTTACTCACTTCTAAAATGTCAACCTCACACCTCCAACTGAGTCTGTGTCACAGCTGT\nGGAGACAAAAAGCTTCATTTGTCTCCAGTGTCTCTCACACAGCCCTTTACCACCCTACCC\nTCCAGCACAGGTTAGTTACGCAGGCTAGAATGCCCACACCTGGGAGTGGGAGCTTTAGAA\nGAGAAATGATTCAAAGTTATATAAACTTTAGATGTGAATGGAAAATTTAGTCATAAGCAT\nAAGAAGGCTCACAGTGTTCACATCACAAAATCTTTTTTTAAAAAAAGTAAAATTATCAAT\nTAACTACCTTATACATCCCTTTATGCACTATCTTTCTAATAAAAGATTTACTTATTTGTA\nTTTTACATCTTTTTTTTTTTATTTATTTAATGTATATGAGTACACGGTCTCTATCTTCAT\nGCACACCAGAAGAGGGCGTCAGATCTCATTACAGATGGTTGTGAGCCACCATGTGGTTGC\nTGGGAATTGAACTCAGGACCTCTGGAAGAGCAGTTGGTGCTTTTAACCGCTGAGCCATCT\nCTCCAGCCCCCTTATTTGTATTTTATATGAACAAGTATTTTTCTGCCTGAATGTGCTATG\nTAGCCTTAGAGGCCAGAAGAGGGCGTCGGGTCCCCTGGAACTAGAGTTACAGATGACTGT\nTAAGTGTGGAGCTAGTGTTGAGGCCTAAACCCAGATCTTCTGCGAGAGGAGCCAGTTCTC\nTTAGCCACGGAATAATCTCTCCATCCACTATACTTTTAGGCCAACATAGTTTCCCTGTTT\nGCTCTTAGATCTCTTGTCGTAAGCCCACGATTTGGTAACGCATTCCACTGAGACGAGAGA\nAAGATAAGGCAGATCAAAATGTGTTCTTTCATCCCCGAGGGCTTAAGTGGCTGTCTTTCA\nGACTCCACAGCATCTCATTGGAAAGCTGTGAACATTTTTTTTTAATTATTATAGAATTTT\nGGAGTTATCCCTCTCAAGTTTCTTTTATAAGTAGTCTATGGCGGAAGGCGCTTGATGTTT\nAGAATCAAGCGTTAGAGGTGTGCACCTCTAGACACAGGCTTTGTGAGCAAATCCCATCGG\nATTCTACTGCCTTCAATTAAAAGACATTGCAGCGATGCTTTATAATTGCAGGCATTGTCT\nGCTACAGACATTTCTGGTGGGAGAAACCAGGCCTGGAGTTGTACATACTGAATCCTCTGT\nAATTTTACAAGCCCGGTGATGGGAAGATTTCTCCATAGAAGGCTTCTGACTTTCAGCATT\nTTAAACATGATTTCTCTTCTGCTAGCCACATATCTGTACAGCCAGGGCCATAGATTGGTA\nGGATCACGAGCCTTCCCTGGACATGGCTGAGACCCAGCACTGGGGACCCTGCAGCGTTGC\nCAGCAGCCATTTCTCAGCTGGTGCAGCTATCAGTGTCTTGGGTAACATGGAATCTGAACC\nTCAGATATCCAGCCTTCTTACCCCAGACCAAATGTGTCCTCTCTCAGCTTCCTCGTGGCA\nTTCCAAAAATACCCATGGACATTCCATGGCTGCTTGATCCAGGGAGGACATCTCAGAGAG\nCAGAAGTCAAAGTGGAAAGGGGAATTAGTCACAGCCAATGGCAATTAAAATATTTCGTTC\nTTGAAGTAATGACTCCAGAAGGACATGGCTAGAGATCAGCCCAGAGATACACAGCAATAA\nGAATCTATAAAACGTAAGCTTCCAAATGACTCTCCCTCCCCCCACTCCTCCCTCCCCCCT\nCCCCTTCCTGTGTTTTCAAACTATAAGAAACTATAAGATGAACAATCTGAATTATTGGCC\nCACCATAAATTGCGCTGGCCTCAAAGACACAGCACACACATGTATGGCATATGGACATCT\nGTTTTAGATTGCTTGAGAATTTTTTTTCACTTAGATGCCATTGGATTGGGGTTATTTTCC\nCCCTGCCCTCTATTCCTTGAAACCATACCCTTCATAAGAGTTATAAATATTCATGTATTT\nTTCTTCTAGTGCCTGCTGTAAAAGCACCCAAGAGGGCCACATTCCTGGGCCTCTGGTCTC\nCCTGGTCTTAGGGTATAGGCCTATGGCAGTCATAGGGTATATCTCCCAATATGGAAGTAT\nGGTTCAAAGGCACTTTGGTATGTGAGGGTTGTACGTCTAAGAAGGAAAGTTGGTCCAGTA\nGCTATAGTAACCACCCAGGGGTTAGGAATTTGGGAGAGGCCTTTGCCTTTTTTAAAAAAA\nAAAATCTACTACATAATCATTGGGGTTTTTCCCTAAGGCTAACACTGCCTCTTTGTGGAC\nCACATAGCCAGGCTGGCATTTAGTTATAGTTCTGTAGTCCCACAGATTGTAAGAGAAAAT\nAGGTAAGACATGAAGCTGCCACCTCAGTTGGAGTTTGTCATCACAGAGACTCGTTTTGTG\nTTCTTGGAATAGGAAACACGTTTCTGGAGCACAGAGTTCCTAGAAGCCTGAGTTTGTAAA\nCTCAGCCCCACCAACTGCATGATTAGTTCTGACACCATCTCTCCTCCAGAATGACAGACA\nATTCCTCTCCAGTGTGACAGGGTTTCAGTCTTCATATGTATCTTCTGAAATAACTAACAC\nAAGCAATCTGGACCAAAGGGGGCAGGCTGCGATGCAGCCGAATGCTTCCACATGTGCAAG\nGTTCCACTTTGATTCTCAATTTGCTATGTTTGCTGTTCCCCTTTCATCGTGTCGTTATGG\nCGATGTAGGCTTTCAAAGGGCGGCATCTTTTATATTATTTAGTGCTTACATTTGGCTTGA\nACCTACCTTCCTCTTCACTGATCTATAACATGTGCTGTGCATAAAAAGAGTAAGGGGCGG\nGCAGCTTATACCAAGGAAAAACTATCAGCAAGTTTATTCCAGTTCTTATTCCGATCTGCA\nCGTTCATTTGTTGTTCCTTCTCGGCCATTCCTCAAAACAGATGGAACCTGTCAGGATACA\nCCCTCGTTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTGTGTGTGT\nGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGCATGTGTGTAAGGGCTCTGTA\nTACCAGGCTGGCCTTGAACTCACAGGAATTAAAGGTATGCGCAGCCAATGCTGCCACCAG\nTCACACACCGTATCTCTCTAAGCAGTATTTTCCAGTGTCAAAATGGATTCATGACCTTTT\nAGTAGGGACTAAAAGCAAAACCATCATTCTTGGATTTTAGAAGTGAACTTCCTTCATGCC\nAACTGGGAACAGTGTAATGGGTGAGTTTTTGCTTTGTACATAATTTTTTTTAAGGTAACA\nGGGAAGTGTTTCATTTCTTTGAATGCATTTTGTTTATTCTGTTGGGAAATTACACTTCCT\nTTGGAGGTTTGGAATTAGCTTCGAGTGATGCTGTCAGCCACTCCTCATTTGGTGGATGAC\nAGTCCTGCAACACTCACCAAAACACTGCCAGAGCCTCTGGAAAATGACCAGGATCTAGCT\nTTGTTCAGCTTCTGCTACCTCTGCACAGGCTTCTGTGTGGTTTGACTCCTGTGTGGAAGG\nAGCCCAGCAACCTCCCTGTAGGCATCTATTCCAGGGCCTCCATCAGCCATACAAACTATC\nATTTACTTGGAATATTCTTTCAATTAAGTAATTTGGTAGAAGACAGCTAGCAGCCAGGTA\nAAGCATCCTACACACTCTCTCTCTAGCTATCACATCGAGCCCAGGCATGGCATATTCAGC\nTTTCTCTGCTTGGCTTCTCCATTCATTTGACGTACATTTGATTGCTCATTTATTTGTGTA\nTTAAGTGTTCATTCACCTAACAAATAAGGACCACCCGTGCCCTGAGCCAGGCGTCATGCT\nAGGTTCTGGAGACAGGGTGGCAATATGATTTCTTGGTCTTGCAGAGTTCGAACTCAATGG\nAGATGGGGCAGCCACTCAACAATGTCATTTTGTAGACTCATGCAAAAATTACATTGGAGG\nCCAGCACTTTAAGGCAAAATGCCTGATAGTCTGAGGGAAGGGAATTAGGGAAGCAGAGAC\nCTGCAAAGGAGATGGGAATTAATTAGGCAGAAGAGGCAGATAGACAAGAGGAACATTGCA\nTACCAGCCAAAGCTGCTGTGCCAGCCATTAGGGCAAGCATCTAAGTCCAGTGGAGAATAC\nCGTGTTTTCATATGTGGGCTGAAATTGACTGGACTATTTGACACTGGTCATTCTACTAAG\nCACTGTACTAGCACTAAGCACTGTACTAGCACTAAGCACTCTACTAGCCCACCGCTTTAC\nCTTCGGGAAGCCAGCTGGCCAGCTTTGGAAGCCACTCTCCAGCCTCAGATGGAAATTTCC\nCTCATTCTCAAGGGTATGAGCTCATCGCCATGCCAGATGGGTTTCCAGTGAATGATTATT\nGTGCAATCTGATTATTTTTATGTCATGTTAATTCCCTTTGAAAAATGGAAACAGGATATG\nTAAGATAGAAGAGAATTTTCTAGCGACAGCCAGCAGATCGAGAGAAGGCATACAGTTCAG\nACGAAGGAGCAACTGTGTCATATGAAATAAATTACTAGTAATAACTTTTTACTATGCACA\nATACATTTTTATTATTTGATACATCTAAACATTGGATATCATTGATATCCCTGGTTGGCC\nTGGAACTCAGTATATCGACCAGGCTGTCCTGGAACTCACAGAGGTCCTCTACCTCAAAAG\nTGCTGAGATTAAAAGTGTATGCCACCACAACCAGCTTAGAGAAACTTTAGATCCACAGCA\nGATAACATAGAATCAATGCTAATATAACAGAAACTTGTACTCTGATTGCTAAACAGCCTC\nCCACAAGGTTATTCAATATCCTCTTGTAGCTCTCTCCTCTTCTAGCATCTTAAGTGTCTT\nCTTCATGCTGCTGACAAGGGAGGACAGAGGATGGAAGGACCCTGAGAGAGGTTTTTTTTT\nTTTAAATTTTTATTAGGTATTTAGCTCATTTACATTTCCAATGCTATACCAAAAGTCCCC\nCATATCCACCCACCCCCACCCCCCTGCCCACCCACTCCCCCTTTTTGGCCCTGGTGTTCC\nCCTGTACTGGGGCATATAAAGTTTGCAAGTCCAATGGGCCTCTCTTTCCAGTGATGGCCG\nACTAGGCCATCTTTTGATATATATGCAGCTAGAGTCAAGAGCTCCGGGGTACTGGTTAGT\nTCATAATGTTGTTCCACCTATAGGGTTGCAGATCCCTTTAGCTCCTTGGCTACTTTCTCT\nAGCTCCTCCATTGGGAGCCCTATGATCCATCCATTAGCTGACTGTGAGCATCCACTTCTG\nTGTTTGCTAGGCCCCGGCATAGTCTCACAAGAGACAGCTACATCTGGGTCCTTTCAATAA\nAATCTTGCTAGTGTATGCAATGGTGTCAGCGTTTGGGTGCTGATTATGGGGTGGATCCCT\nGGATATGGCAGTCTCTACATGGTCCATCCTTTCATCTCAGCTCCAAACTTTGTCTCTGTA\nACTCCTTCCATGGGTGTTTTGTTCCCAAATCTAAGGAGGGGCATAGTGTCCACACTTCAG\nTCTTCATTCTTCTTGAGTTTCATGTGTTTAGCAAATTATATCTTATATCTTGGGTATCCT\nAGGTTTGGGGCTAATATCCACTTATCAGTGAGTACATATTGTGTGAGTTTCTTTGTGAAT\nGTGTTACCTCACTCAGGATGATGCCCTCCAGGTCCATCCATTTGGCTAGGAATTTCATAA\nATTCATTCTTTTTAATAGCTGAGTAGTACTCCCTGAGAGAGGTTTTAATGGGCCAGCCCT\nGCACGTGGGCACAGACCTTTTCCTCTCATCTTATTGGCCAGAACTCAGTCACCTGTCCAC\nACCCAGCTGCTAGACAGGCTGGGAAGTGCAGGTGTGCAGTCACATAGTCAGAAAGTCAGC\nGCAGACTGGGGCTAAGAGAAAGGGTTTTGGAGACAGTGGGTTAGGGGTGTAAGTGTCCTC\nTCATCAAGAGGACCACAGCCAGTGCTTCAAATTACAGATAATACCAATCTCTATGTCTGC\nTAGATTTATCCTATGCATACATACATGCATACATACATACCTGTGATAATGTTTAGTTTA\nTAACAAGACAAAGTAAAAGATGAATGACAGCATCTAATAAAATACAGCAACTCTAACAGA\nAGACTGTAGTATGCAGTGAGTCCTGGGACTCCTCCTGGCCCTTCCTCTTCTGTGCTAAGA\nTGCAGGCACATCACTTGGACCTGGATTTCTTACTCACGTGGATCCTGGAGTTTCAAATGC\nAGATACTTGTGCTTCCATCAGTCACTTCCTCAACCGAGCTGTCTCCCCAGGCCCCTCGCT\nTTCACCCTACTTAAAGATTCACTTTGTTTTTAATATATTTATATTAATTCTCTGAGAATT\nTTGTACATGCATATACTATGTTTATCATATTAACCCCCGTTCCCCCCCCAACTACTCCCA\nGACCCACTCCTACCCCCTCTCAACTTCATGTCCTCTTTCTGATTTTGCGTATAGCCCACT\nAACTCCAATTTGCTCTGTGTATACACTGATGGGTGTGGGACTATCCACCAGAGTTTGGTT\nACCCAACCAGGGGCCACAGCCATCCAGAGAACTGATTCTCCCCCTGCCAGAAGCTATCAG\nCTGCCAATAGCTCTTATCTGGGAGGAGAGACTTGGAAGTCCCTCCCACTCCAGAGGAAAC\nTGCTGCCTGGCTTGATCCTGTGCAGATCTTGTATAGGCAGTCCGGCTGCTGAGCAGCAGT\nGCTGACGTGTTGCTAGGGCAACAGTGCTGACATGTCCTAGAGACTGTGTTTCTCTAGAGT\nGTTTCTTCACTCTTCGCCCATCTTTCTCAATGATCCCTGAGCCTTAAGAAAGGAACGTGG\nTCTTGATGTCCAGTTCGTGACTGGAGATCACATTTAATCCTCTAGTTCAGCAAGTGTAGA\nAAACACTGATTGCACAGTGTGGTGTCACTACCTCCCAGCAGGGCTTACTTCTGCTCCCCT\nAGCCAGTGAACCTGTTGAGTTTCTGACCTGTGGGGGCGGTGGTATATCTAGTGACCCTTA\nAATACAATCAGCTGCTGCTCTCTGCTCACATTGAAAACTCTCTGCATTTCCCTTGTCTCT\nCTGCTGTGTGGCATACCAAAGGATATGGACGGAGTCCTACCTACTGGAGTGTGTGAACGA\nGTAAACTTCAGCCTTTCAGCCAAGTGTCTACGGCTTAGTTAGCTGTTAGACATTCCTCTC\nTCTCCCGTTCCCACGCCCATTCCTCTCTGCGTATGTGTTACACTTCTGTGTAAGGAAGTT\nGATGTCAGGTGGCTTCCTCGATCATCCTCTGCCTAACTTTTTAAGACAGAGTCCCTCAGT\nGAACCTGGAGCTCACCAATTCAGCTAGGCTGGCTGGCCAGCAATGCCCAGGGAACCTCCA\nCACCTCTAACCCTGGGGTTACAGGCATGAGCCACCCCACCATGCCTGGCTTTGAACTTGG\nCTGCTGGGGGTTGAACTTACCTTACACTTGTGTAGTAAGCACTCTACTGACTCAGCCAAA\nCCGTTCAGCCCTAAGTTAGACATTCTTGGTAACAGCAGGCGACATTTATTTAATGTTCAA\nTCTATGTGTGTTTCACATGTACCAAGGTAACCTAAAAAAGGAGATTCCTCACTGTCCAGC\nTTTATGCAAAACTGAGAAAACTGTTTTAGAGTGATTTGAATCACAGGGTCAAGGGCACAC\nAGTGACATGTGAGGGATAGGGCTAGGTCTGAGAGCTGTGAGCTCTGCAGAGGTCCGGCCC\nAACACCTTAGGTAAATGCCTGGTCTTGGGGAGCCTGCTGGAGAGTCTGCTGACTCAAGGG\nAAACCTATCCCCAGGGAGTGCCATTTCCTTCTCGAGTGCTGAGTGCTGTCTGCTGTCTAC\nATACAAAGCCTTGTTCATCTCAACTTCAAACTTAGTTGCTTCCTTCCACTGTCCTTTGCC\nTCTCCCATCAGATATGCTAATTGGTGCAGTGGGTGTGGTACTGAGATCCAATAGCTCTGG\nGGCAAATCTCAGTTTTAGCACTTAATTGTATGACCCGAGACTTTTGACTTTGCCTCCCTT\nTCTTCCATTGTGACATAGCGTTGTTTTTTTTTTTTTTTTTAAAAAAAAACCAAAAAACAA\nAAACCTCAATAACCTGTAGTACTGAGATCTCATAGGCAAAGATCTTCCTATTTCCCTTCC\nCCTTCCTTAACAAGTAGCCATTGTTGTAAATGTCACCACTTTGTAGTCAATTAGCCAACC\nTGTACTGAATTACATACTAGTCAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAG\nAGAGAGAGAGAGAGGAAGCTATGCATTCGGTACAACTTTTGAAGGAGCTGGGTAAATCAG\nTGAGGTCGGTAGGGGAGCATAGGGCACATGGCACTAGCCAGCAGTGGTCAAGAGAAAGGA\nTGGCATTAACTACAGCGGATTTCAGAGGAAGAAGGAGCCAGTGCTCAGACAAGATTCAGA\nGAGGAAGTAGAAGGACAGACAGGATTTATATAGGCTCTGGGGGAGGGGAGGATGTCTAAA\nCAGGAAAAGCAGTGCATGCAAGAAGAGAACATGGAAATTAAACACAGCGTTCATGGTTAC\nACTACACAACCGACCTTCTAAGGGGCTTACGGAGAGCGGCAGAAGGGGCGTTGGGGGAGG\nGCAGGAAGATGCAAAGGCACAGAAGGAAATGAAGACAATGAGGACAAGAGGATGCTTGGG\nATGTGCCTTAGTGGTGAAGCACTTGCTTAGTGTGCACAAGGCTCTAGACACACCCCCAGC\nACAACAATAACAACAGAAATCAAACAGAAAAACAAAGCAACAGCAGACGTGGTTGGGAAA\nGAAGGCAGAAAAAGGCTGGATTTCACCAACTCTATGAATTAATATTGCAAGCAGACATAA\nCACCAAAGGTTCTCAGTTCCCAGCTGGATTCTAAATCCTAAGACACTGCTTTCCTGGGGA\nAGCAGTGTTCACACTTTATACATTGTGCACTGTGTGCACTTAAAGTAGTAGCCAAAAAGG\nAGACGGCTGATTCAAAAGATAGCAGCAGGGAGGAAGTATACAGACATCTCCATCAAACCT\nGCACACACACATACACACATACAGATCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCT\nCTCACACACACACACACACACACACACACACACACACACACACTTCTGTTCTGTCCTTCA\nAGTCATCTGCTGGGATAAGAAAGAGTTGTTCTTGCCCTTAACCGGTTTTTGCATGACCCA\nGTGTTTCACAGCCAACTGACTCCTTTTAAGACTCCCTAAGCCAGTAGTTTAACAAGAATG\nTTCTAGATAAGCAGAGACTCAGGTCTCAGGCCCAAGGAAATGTCCACATAGGGAACCAGG\nGGGTGGTTAGAATTAAATGTAGAGCACATTGGGAATGAATCTCCATTTCTGAAAGTGTTC\nAAAGCCCCCTTTCCAGCCTGTGTTCTGTTTCTCAGCCCACCTCCTGCTGTTCCACAAACT\nCTTAATCCTGCTCAAAAATTCAAGCCTGTTCTTTGGCTCTTAAAACTCACTGGGGAATCT\nTCTGCTCAGTTAGTGATGTGTTATACTGCTGGGAAAAATAGAAGACCATGAACTACAGCT\nGTATTTTTTTTTTCTATCATGAGTCCCAAAGACAAGCTCTGGTGAGTTTAATGTCAGGTT\nGATGGCTATAAGGGGACTTTTAGGGCAAAAGGCTCAGATTCCGTAGCCCCTATAGGCTAA\nGTTCAGCCACTATCCCAACTCACCAGTGAAAGAGACACAGTCATAGAAAGCAGAGACGTG\nAGATGTCATCAGTTTTAGGAGTAGGAGCAGTTCCAGGGCTCCAGTGAATGCCAGTTCACT\nTTTAAAGCATTAGTGTGAGATGTAGGCCTAACTACAAGAAGAATTGGAGAAGAGTACAGG\nTTTATATAATTAAACAGGCCTGTCAAAGGGTGACCAAAGACCATTGTCCCAGCTCAGCTC\nTAGTTAAGACGTTATTATGGCTATCAGTGGGACAGGGGACAAGCCTGGGTTTTACAAGAG\nGAGTTCCTCCAGAGTGTAGCCTTGCCACTGCAGATAACTATTGGGCTGGGTGGGCTCTGA\nCGTTGGAGATATTGCTGTTCCTGGAAACCAAGGTGACTGCAGATTTAGGACAGTAATTTA\nTCTCTGCCTTCTTCGAAGAGGGAGGAACAAGCAAGCTTAACCAGATAGACACTGATTAGA\nTAAGGCAGAGTCAAACAAGAGTGTGTGACAGAGACAGATGCAAACTGAAAGCAGAGACAT\nCAGGCCTCCTCCATCTTGTTGCTACTTACCTTGTGTGCCCACACAGGGAATCAATGCTTT\nTTGGCAAAGATGGCTTCTGAATGATATGGGTCCAGGTCCCACGCCCACCATTTACCTGCT\nGCATGAATCCAGCAAGCTGATTGGTTGTATTGATCTTCGGTTTTATTTCCTGGAACGTTG\nGGGTCACAATCAATTTCATATAGGATCATTCTGCGTTCAATTTACCTATGTAAAGTACTG\nGGTGCATCTTGCAACGCTCCTAGTATCCTCAATAAAGGGTGGTTGTTTCCTTATTGACCC\nTTTATTCATCTTGGAAACACCCCTGGGAATCCTGCCTTCCTTCTCAGGTTCTTGGCAGCA\nGACACTGAGATGCATTTGAAAGGAGTTAAAATAAAAACCACCTGGACAGTTTTTACTTGC\nATCACCAACTCGGAAGCACATGGTGCAGGGGCAGGAAGACAGGCGTGTTCTTCGAGAGTG\nCTGCCTTGTGTCAAGCATCAATGTCCTCCTCCCAGCAGCCACCGTCCCTCCTCCTTACTC\nTGTGCCTTTCTGAAAGGGTGGGTACCTCTACATATGGAAAACAGCTTCTCTGTAGGGCCT\nATAATATGCTAGAAATTCCAAAACAGAAAAGACCCCAGCAGGGCACTGGCTCCACACTGG\nCAAATAAACCTGCTATCCCGCACCATCAATGGTACTGCAATGTGCTTTCAATTATGGAGG\nGAACTGAAGTCCTAACTTCAAGGAATAGTTTCTTGCCCCATGCAGAAAGCCTGCAGGGCA\nCTGTCTTGGTTCATCAGCCCAGTGAAGGCGTCTAGAGTCAAAGGGAACCTTCTCCATCTG\nGGTGACATTGTCAACCCCAGCAGCTACCAGTTCCTCCACAGTATATCTGTCCTTGACTAA\nCTTGGGGCAGGAGGACAGTGGGTCACCTACCCAAAATGCATTCAAGGGTACAGTCATGAA\nAATCAAGTCAGATGATAACTTTCTCTTGTGCCATTGAGAATGATTCATGATTTGCTCTGT\nTCCTGTGACATTTGAAAAATGGCACCTGTCTAAAAAAGAAAATTGTGTCCATGGGTAAAA\nGAATTGAAATAAAAGTCCTTTATTAGAAGGAAATTTAAATTGCTTTTAAAAATGGCATCC\nTGCTCTTTCTAGCCTACATATAATCTAAGACATCAACAATTAAAGGCACAGTATAAGCAT\nTAACTGGGTTGGTATGAAGACCCAACCATGAAAATGGGCATTCAGAAAGGATGGAGATAT\nTATTCTTCAAGCTTGTGTATCTGTGATAAAACTCTAGGACTACATTTGTTGTTAATCCCT\nAAAGTCACAAAAGGTAGCCAACAGCAGATGGGGAGATGGCTCAATCCATACAGTGCTGCA\nCATTCACAAGGACCTGAGTTTGGATCTCTTGCATCTGTCTAAGAGCTGGTTGCACTTCTA\nCAATCTCAGTGATAGAGAAATAAAAACAGAATGATCCGTGGAGCTTGCTAGTGGATCAGT\nCTAACCAATCAGTGAGTACCAGGTTCAAGGAGAGACCCTGTCTCAAAAACTAAGGTGGAG\nAGCAATTGATCTGAGTATCCCTACAGACTATAAAACAGGTGAGTTGTCTAATGGTCCTGA\nGGGCTTCTTGCCTTGTTTCTCTTACCTAGCACTTTGATAATAGGAGCCACTAAGCATAAT\nGAGAAATTCTGATTGTAAATGGTCTACTTTCTGGTCTTGACTTGTCTGCCTGACATTCAT\nTGCTGGATCATTCAGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT\nGTGTGTGTCTGGAGATTGTATATATGTGTTTGTGTGCCTGGGTTTCCCTTTTATTTATTT\nATATTTGACCATGAGACTTGAAAACTTAAAAAACAAAAACATTTCAAGGAATACACATTG\nTGAGAGAAAAAAAGTCACACTTGCCTCATCCTGGAGATATTAAATTATACAGGTTTATAT\nAGCTCTAAAACAAGCCACTTCCTAATTTAAGACATTTTTCTCCTTTAAAAAAATGTATTT\nCTATACTTATTTGTCATTCTCTTTTTTATTCATTTACCCATTCATTTGTTCATTTATCAT\nATGAATCTCAGAGCTCTACCACACAGCTAGTGGATCAGTCTAACCAATGAGTACCAGGTT\nCAAGGAGAGACCCTGTCTCAAAAACTAAGGCGGAGAGCAATTGACCTTCGTATCACTACA\nGACTATAAAATGGGTGGGTTGTCTAATGGTCCTGAGGGCCTTTAAGTTACATATATTGAT\nATTTAACAAGATTTCAAACCTAAAGATGCAAGGAAAACTGATGGTTTTAGCTTCACTTCT\nCCATAAACTCTCAGCCCATAAGTCCTAATCACCCTTAACAATTTCATCATCAGTCAGGAT\nGTCCCCCTTGCAAGCAAGGTTGAATGACTACCTTCACTTGTTCTCCGCAGCCCCAAGTGC\nCCTTCTCTTTCAGTGACTTTTTTTTATCTACTATCCTCTCCATTCATCTTCAAAGCCTTT\nGTGGTTTTCCTCCGAGTCTTCACTCAAACTCACATCTTCTCACAGGTCCTAAACTGAGAG\nCATCCTCTTGACTTGCTACGTTCTTTCTCCAAGATAAGACATTGTTCAGATTTAGATGTG\nAGATGTTCCTTACCAGCTCCCGGTGTCCCAGATGAGGATGCTATGCTGGGAGGTGAATCC\nTAACTGAAAGAAGTGGGTTACTGGGGGAGGGGAGAGCAGTTAGTAAAGTTCCAGATCGAG\nCAATAAAGGCAGAGGGGCCTAGCTGCCACACCCTACATCCATGAAACTGTGAGCTAAGAT\nAAACTATCATTCCCATAAGTTGTATATGTCAGATGTTTTGTCCCAGGGATGAGAAATGCA\nAGCACACTTGTTCCCTTCTTATTAAGCATCTGTGAGTTTCTTCCTCAGGGCCCCACACGC\nTCGCCACCTACTCCTCAAACCTTCATGCTCTTGGTCTCTGGGCCCGCTTCCCTCAGTATT\nCACCAAGAACCATTCATCTATCACACCCATGGTGATTTGCCTACCTCAGGATTTCTGGGC\nTTGACCACCTTTCCTAGGGGAAGTGCTCAGGTCCCTTGGCACCCAGCCTCCTGTGTCATT\nGTGCCCGCTCTTCTTCTTCTCTGAGTCTTTTGGGTTCCAATATTGATCCCTTTGGCTCTC\nCACCTCATCTAGGGATAGATCCAAAGGTCACTCCTCCTCTTATTCTCCCCCCTCTGTTCG\nCACTTAGAATCTCCGTGTTTGAACTCCATTCTATTCTTGGTCTAGTTTGCCCATGGCTGA\nCAAATACAAGGGAGGCTTACATTCTGTTTGACAAACAGGATGCTAACTAAGTAAACGGGT\nCAACAAGGTACACCTGTCAGAAAGGGACTGTCAGACATAATGACGCTGTTGCTGAAATCC\nAGATGCTGAAAAAATAGCATGGCAAGTTCTATGTATGCGGTGTGCATGGATGTGTTTGCA\nCATATGTGTGGAGACCGGAGGGAAATTGAGTGATGTTGCTCAGGTACCATTGATCATTTC\nCCCCCTTGGACGTTGTTTGCCCCTGGTGTGGAAATCCCCAAGTACTCTAGGCTGACTTGA\nCAAGGAATCCCAAAGGTCTGCCTGCCTCAGTCTCCTCCTGTGCCACCAAGCCACCTCTTG\nTGAACATGGATCCTAGGGTCAGTCAGATTCTCATGCTTGCCGCTTTACTGACCCAGCTAT\nTTCCCTATCGCCCAAAGTTCTAAGGGAGGAAAGAAGGCACAAGGACGTATACAAAAGAAG\nGTAAAATTAATTAATTGATTGAATGATTGATTGATTATAAAGAAAAAAGAAAGAGGAGGA\nAGAGAGCAGGTCCAGAAGCCCCGAAGCAGAAACAAACAGAGGCCAGCTGCAATAAGAGAG\nGGGGAAGACACTAGGCAGGGAGGAAGTGTGCTAAGCTGCGGAAGGGTGGGAAGCCTTCCA\nCAGGGCAGGTCTTCCAGGAGAGGGTGAGCATGCCTACTTTCATCCCTTGGCACCTTCTGC\nCTAGAGTGCCTTTATTTATATCGCAGCTTTTTCCTCCTCTGCTACAGATACTTTGAATGA\nGAGCAAGTCAGGTCTGCCTTGTTTTCTAACCTATACAGCACTAATCACTGCTGTAGTAAA\nTGTGTTACACTTCAGTGAAAGGCACAGAATCGAGTAGAAAAACTGTGTGAAGACCAACAC\nTTTCCCAAGTTAAAGCCAGCCCTGGAGTCAATGCTGTAAATAACAGCACAAAAAATGATC\nAGTAACATTTGGTCACCATAGCTAAGACAAGAGTCCCATGTTTCCCTGCCCCCTCACCAG\nTCGGAGAGTTCAGCATCTCCTAAAGCCAGTCATCTGGGAAGGGTTTTAGGGCCTGTGCAT\nGTTTGTCATCTCCATGGGGCCAGCTGTGGCCAGAGGAGAATTCTTAACACAGGCTGAATT\nAACTTGAAGACTTTCTTGGGGAAATAGTCCCTACATTATGAAGTTGGTGACGCCACTAAT\nTAAAGAAATATTTTCCTGAGCCGCTGTGATCTGTCACAAGAAGTGTTGACTATTGATGAC\nATGCACATGACTTCATGCATTCCAAAGAGTGAAATTCACAGATGTGAGTGGCTGCTTCTC\nATGCCCATAGCTTCTGAGACAAGATGCTGAGAGTGCCCCACAGTTTAGGATTCAGTCTGG\nAGATGGAAAGGCCAGGCTGAAGTATCTGCTTGAAAGTTTCTGCAGCCTAGATTCCATGGG\nAGTCTGAACTTTGGCATCTATGTTAGTCAGCATCATGGACCTCTAACAGTGCTGGAGGTA\nATCAGCTTACAGAGCAGAAAGATTTACTTGGGCTCACCATTTGGGATTGGTCCATGATGG\nTTGCCCCTATTGCTTCAGGCTGGCAGCAAAGCAGAGCATCATATGGCAAGCTTCTGAAAG\nAGCAATGTCACTTACATTGTGTCCAGGAAGCAAAGAAACAAAAAGACTGACTGGGGCAGC\nACCGGCTCCTTCAAGGGCACCATCCCCTCCCACCATGGCCTAAAGATTTCCATGAGCCTC\nTCCTGACCAAGTTTCTCCCATTCCCAACAGCATAGCCCTGGGTATCATGTCTTGAACATA\nGGCCTTGATGGAACTCCCCAGATGGGAACTATAACAGGATCCTTCTCACAGAAGAATGAT\nTTACAAACTGTGATAAGGTTAACGTTGCATTGTTTTGGAAGCCATCAAGCCTGAAAAACT\nTGCTTATTTAAGCTCAAAGCTTTGAAAATTCTCGGTAATAAGTAGCTCTTATCTTAATTG\nTACAGAGCCACAAAAATGAAATATTACAAGAGTTTCCTTTGATTAGGTCTGGCTCTAGAC\nACAAGCTCCAAAGATTAGTGCTGTATGTCTCAAGTTGCAGGGCGGGTGGGAGGGGGATGC\nAAACATAGTGGAAACTCAACTTGACATAGTGGACTGATTCCCACATGAACTAAATTGCCA\nTGCAGTAAGCCACTCTGAAAAAGTGAGGTTTTACCAAATGCAAGCAGATACATCTCCCAT\nTTTCTCTGTCTCGTTTTCTCACTAGAACATGCCAATGGTTTCTCAAATTCCCCCAGAAGG\nTCAACAACCTCATTGTTCTGGGCACTCAGAGCAGACATGGTTTTATTGAGTGCATCAATT\nTGAAAAGCAAAATAGACTTGAAAAATGATTATATCAGCATCCAATACCGTCCTATGGCGT\nGTTTTGAATTGTATTCATTTGATAAAATATTCAACAAGTGCTGAACATGAGCACATTTCT\nATTCCTAAGAGCCAACAAACAGCCACACTCCAGGGGAGTTTGGACATCTATTGCAAATGT\nCATACTGACATTTCAATGATCTGATCAATTGTTCGATTCCTCCCTCTCTCTTCCCTTGCC\nCTCCCCAGCCTGGCTGGCACCTTCCCAGGGGTTCCACTGCCTACCCTCTCCACATCCCTT\nGGCCATCTCAGAATTTTGAGCTGCCTGACTGCCACTCCCAACTCCTCCGAGCTTGTCTCC\nTTGTCCTCATCTTTAGTCTCTTGTCATGTTGGACATGTAATTTGTCTTCTAAGATATAGA\nAAGCTTTAATGGCTCCTGATGATCCAAATGCCTGAACGGAAAAGCCTTTATTAATACAAT\nCATATGATCAACTAAGTTGGAAAATAGGTTTGAAAGCGCTACTTTTAAAAGTTTTCATGA\nATTCCCTTACTATGCATATACCTGTGTGTGCATGCAACCATGCACGTGTACATGCAACCA\nTGTACATGTATAAGCAAATCACAGAATCTGTGTGGAGGTCATAGGACAATTTACAGGGGT\nTGCTTATCTCCTTCCCTTGTGTGGGTCCCAGGGATTAAACTCAAGTTCTCATGAAGCAAG\nTCTCTTCATTCTCTGAGCCATCTCACCTGACTGAAGGCAGTATTTCAGCAGCATAATTAT\nACAACATTTGTTTATTACAAAGTCATGCTATGGGAACCATATTTGGGTCCCATGATAGCA\nTAGAAAATTCTGGAGATCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCGC\nTCACTCGCTCACTCCCTCGCTTGTTCTGCTAGTCTGTGAGCATGGACAGGCACAGGCCTG\nAGTATTTGTAAAGGCCAATGTAGTTTTTCACGTTGACCCTTGTTGACATAGACAATAGAT\nGCCCAGAAAGATGCCATTAAAAACACCCTCACAGGGGCCCAGGACCTAATAGAAGGAATT\nCTATGTCTGTGCTGTTCTGGATTGAGACATGCTAACATCAGCAATGTGAGGTACAGCCCG\nAGATGCTGCGACTCTGAGGCTCATTTCTGTGTGGAAATGGAAACTTCAGCATCGTCTACG\nATGTTAGTCCTCCCCCCTTGTGTGTTGGGGGCTGTTAATGAAGGCTAAATCCAACCTTTC\nCAGCATCCTCTAGGCTTAACATAAACCACAGATATTAGTCAGCTCAGACCTTCCCAGCTC\nACTCTGGTACACTGGTTTCTAGTAAGTGGGCTCTGGAATCCACCTGCCCTCTCCAGAGTG\nACAATTTCAGGCATGTGACATGTGGGCCATTAGAAGACCTCTGTGTCCTTTGTTCAGCTA\nTAGACAATGACAGTATGGAAGAGCAGATGTACAGAAGAGCTCATGGCCAGGACTGTCATT\nTCCAGCATCATAACTGTCTTCTGGCCTCTGTCCACTTCCATCTTTTGCTTTCCATTCTCC\nAAGCCCTTGGCACACTCTCAGCTCTGCTTTTAGTCCTGGAGTTGCCAAAGCCTGGTGTGG\nAAGGGCTAATGTGGTCCTTCCTTTCCCATGCCTGGGGGATTTTCCTACCCGTCTGTAGAG\nGCTTACCCTGATTTAAAGGCAGCTGCTGAACCCCTGCACAGCTCATAGTGATCTCTTCTG\nAGGTCCTGAGGCATTTCTGAAACCTTCCAAGCTTCCTCATGTGGGCACTCAGCTTGCTTG\nCAATCATTTGTCTAGCTAGCTTCAGCCTCACAGGGCCCATGAAGGAGGGCCATGTTTCAT\nTTCCAACACAGTACAAGTCCACTACACTACACTACACTACACTACACTACACTACACTAC\nACTACACTATACTATACTATACTATACTATACTATAGAGAGACTGACAGAATCAGTGGAT\nTATCAAGTGAGTGATTGAATGAATGAGTGAGTGAATAAATGACTGTCTGGCTAATTTGCT\nTGAGTGTCTGTCTCCCCTCATTTAGTGCACACCATACTTTGTCACTTCTTCTATGACAAA\nTGTAGAGATCCATGTTGATTGTTAACTCATTAAATAGTTGACAATTTTGGTGAAAAGGCT\nAGTAAAGGAAAAGAAGTTAGAGGAAAGATAAGTGAACAAAAAGACACAGCTAAATCTCAA\nCTTGATTATGTTCCCATGGCAAAAGACCACTATAAAGTCAGCTAGTAGCCATCCATCAGA\nGCTTGTAGGGTGACCAACATCACAGGGTGGAATATGTCCAGTTAATCAAAGTTACCGCAC\nATGACTCTGGGAAACAAACCTTTGACAACTGCCCAGGCGAACCCGAAATGCTTCCTAGGA\nTAAGAGCATACTGTCTTCTCTCCAGGACTCTCCAGCACTCCCTGACTTGCTGACAAGATA\nGTGGAGGCAGAGATAAGGCTTCTGGGAAGTTATCACATCTCAGCTTACTGGTTGCAGCTC\nTGCTTTCCACTCACCAGCAAGGACTCTTGTACTTAGGATCGGGCCTAGAAAGTTCCACTG\nAGTGCATTCTTCCGGCTCTTGGGTCTCTGAGACATCTACCTGTGCTTGAATTTTCTGGTT\nGTCACTCAGCATACTGAGGCAGGGTCAAGTTGGAAGCAAATGGGGTCACTTTCTTTATAC\nTTTTTAAAAATCCCAACTCATAGTTATGGGGTTCCAAAGGAATTCCTCACGTACCTCATC\nATCTGGTGGTGCATCCATGAAGGCGAATGCTAAGGGCCTGCCTGTGTTTAATGCTCAGGC\nTCCATTTTATGACCTTGTTTCCAGCCAGATGAAGGTGAGGTGGTGGCTTCCACCTCTGAC\nCAGGGCTGGCTTCTTCCTGGAAGTCTAGAACAAAAAGTAAGGAAATGAAGGGTAAGTCAC\nTGGCTTAACCTGATAAGAAGGGAGAACCAACCAAGTATACAACACCTTCATTCTCTCTCT\nCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCCCTCTCTCTCTCT\nCCCATCCTCCTTCTGGAAGAGGTGACAAGATTTCCAGCAGTGACCCTGGCCACATAATGA\nAATGAGCTGTGTTAGTTGCTTTCTCTCAGAGAGCACGTGAAGTCTCTCAGCCCCGCTCAT\nAGAACGGACTGTTCTCAGGCAGGAACTGGCTCAACTGTGAGCCTCTACAGAACCCCGCCT\nGGCAGATTTGTAGACTGTGGTGCCCATGAGACACCTTAAGTTTTATGACTACATATTTAA\nGCATTTATGAGATTTGAACTGTGTTGCATTAAAATGGGAAAAAAGTGAGGGGGAAAACAT\nCCCAAGGCTTGCAGCAAGAGTAATTAGCCCCAAAAGTTTCATAAAGGGTTTGATAGCATT\nCTAGCTCGAAGCTCCTTCCCCAGGACTGTAGGAGAGAACGGGAAGAAAGGAATGCATTAA\nAACTTCACTATAGCATTTTGAAAACTTACAGGGCCAAACCAAGCAGCTGGACTCATGTTC\nATAAGGAGACTCAGCCTCAATCTAAGGTACCAGATAAAAATTTTACTGGGGAGAAAATAT\nTCAAGACGTGAGCTTGACTGTTTTCATCATACCCATGAAAGAAATTTCTTTCTTCTCTCC\nTGGTATCCATTATCCTAGGGTTGGCATTAGTCTGCTTGGCTTCATGCCCCCCTAGCATCA\nATCTGTTTCCTTGTTGTACCTTGGTTGCCCTGACTGGTACCAGCAATGGGGCCAATGTAA\nCTGACTAGATGCTGGAATCAAACCTGTGTAAATTCTGCTCTAGTGACACAGCATAAACAT\nGGCTCAGCTTGACCTGGGCCAACTGCTCCAGGACAAGGGCCAGGCCAACAGCATCACCAG\nTGTTTGCTGAGGAGATGGAATTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTC\nCTATATATGTATATATATATTACATGTATATATATATATATATATATATATATATATATA\nTATATTTTAATTAGGTATTTTCTTCATTTACATTTCAAATGCTACCCCAAAAGTCCCCCA\nTACTCTCTCCCCCCCACTCCCCTTCCCCCCACTCCCACTTCTTGGCCCTGGCATTCCCCT\nGTACTAAGGCATATAAAGTTTGTAAGTCCAATGGGTCTCTCTTTCCACTGATAGTTGACT\nAGGCCATCTTCTGCTGCATATGCAGCTAGAGCCAAGAGCTCTTGGGGTACTGGTTAGTTC\nATACTGTTGTTCCACCTATAGGGTTGCAGACCCCTTCAGCTCCTTGGGTACTTTCTCTAG\nCTCCTCCATTGGGGGCCCTGTGATCCATCCAATAGCTGACTGTGAGCATCCACTTCTGTG\nATTGCCAGGCACGGGCATAGCCTTACAAGAGACAGCTATAAGAGGGTCCTTTCAGCAAAA\nTCTTGCTAGTGTATGCAATGGTATCAGCGTTTGGAGGCTGATTATGGGATGGATCCCTGG\nGTGTGAGATGGAACTTTCTAAGCAAAGCCCTTTGCTTTAATGTTACAAAGAGAGCATATT\nTTATTTGGGTTTATTTTTAGCAAAAGTTCTATCTGGATTCTGTGTCATTGCCCTAGACCT\nTTGCTGTAGGAGAGAGTGAAAAGTACTACTCACAGTTATACTTTTAGAATAACTAAACTA\nCAGCTTAAAATTCATTATACATGCATACATACATACACACACATGAATATATACCACATG\nTAACCTTACAAAATCAGAGATTTTATTACATAAACAACCATACCACATACCTTGTTTCCC\nTTTTTTAAAAAATAGTAAATCGGACAATATGTCTTTTTAAAGTCTGAAGGTGTGCGCATG\nTGCGCAGGAGCCTGAGGAGAATGTCACGTGTCTTCCTTCCTCTATCACTCTGCTTTGTTC\nGTTTGAGACAGGGGTCTCTCACTGAATCTGGAGCTCACTGGTTTTTGCTGAGGCTGGCGA\nCCAACACACCCTGGTGATCCTCATGTTTCTACCTCACTTCAGCTCCAGGAATAGGGCCTT\nACAACCATGCCAGACTTCTTGCATAGGTGCTAGAGGTTCCAACTTAGGTCCTTACGCTTG\nTGCCTGAAATGCTCTTACTCACTGAGCCGTCTCCCCAGCCTGCACATAGGTTTTCTTTGG\nTAAACCTTTGCCATCCGGGAGAAGAGTTTCTGTGTTCACATGAAGTTGAGAATTCTATTT\nTAAAACAAGTTTAAAAAAAAAAAAAGATTTATTTTATTATTATATCTAAGTACACTGTAG\nCTGTCTTCAGACACACCAGAAGAGGGCATCAGATCTTATTAAGGATGGTTGTGAGCCATG\nTGGTTGCTGGGATTTGAACTCATGACCTTTGGAAGAGCAGTCAGTGCTTTTACCCTCTGA\nGCCATCTCTCCAGCCCCTTTAAAACAAGTTTTAAGAGGCTGGTTTGTAATGTCTGCCTTG\nCCTGAGCATCCTAATCTAAGAATAGGCAAGCCGTGATGCCCTGTCACTGTTCTAATCTAC\nACGGGCTCAGGGCCACTGACGCTCTCCCTGCCCTTGGCAAAGCTTTAGTTGGTAGTCACT\nGGCGGATACCTTCAAGATGGACTCCTGGGAGAAGGCTTCTTTTGCTCCTCCTGTTTGTCT\nTCAGTGGCTCTACTTTATGCTCCCCATGAAAAGTGCAGGGGCCTCCGCGGTGGGGAGCCG\nTACTAGAGAAGTCAAGACATTTGAGACGTGGAGGGACAGCTCCTTATTGCCTCTAATGAG\nCCTTCCCCAGTTTCATTGCAGCTGAATCAGAAACTTTCTGACTCATTTACCCTGTCTCAG\nAGCAGTTCTCTGAGTGAGTGACCTACCATAGTAGGACAAAGAGGCCATCATGAAAACTTA\nCTACCTGGAACAGCAGGCTCAGTGGTTGCTGGGATCCGGGCACCCATCCATGCTGACAAC\nGCTCCCCAGAAGCACCTACACAAACAGCCCCTGTAGCTCCTTCCTTATCCCTATTGTTCC\nCCGTGACCTTCTGTTCTGTTCTGTCTCGGGCCCATGATGCCTTGAACTGTCAGTGAGGTC\nTCCAGAGGCCATGTAAGGAAGGGAGCAGGAACTACCATTCTGGAAAACCCCAGGCATTGT\nAGCCATGGTCATGTGTGTACCATGTGTATCAATCTAATGAATGCCTTCTAAAGACAGTGC\nTGTATTAGGCCAAAGGGAAACTGATCCTACTACACAGCAAAAGAAGGTATCTTCACTCCT\nCCCCATAGATCCTTAGGTGGCTCTGGCCACCTTCCTCCTAAGAAATTAAATCTAATTATG\nATTCTAGGTGCTTGATTTCTCGGCAGCAGAGAAGCCCCCAGATTAGCTTGTTTAGCATCT\nTCTGCCTGATTCTTCCCCATCTTTCTTGAGAGTCCCTTAGAATTCTCCCATCCTGCTTCC\nTTCTTGATCATGAGTAGATGACTGGTCCCAACCTGCCCTCTGACCAGCTGTGCACTTACT\nGCCATGCTCAACCACCTTGGCCCAGAGTTCGAGGCAAGTTTGGAGTAGCAAACTCTAAGT\nAGCTCTTACAAGCTATAATCTTCCAGAAGACAAAGGCAGACAAAGGTCTGTGTGCTTTGT\nGTTGTGACAAATGTCCATGAGAAATTATTTCAAAAGAGGAAAGATTTCTTTACGTTCATG\nGTTTTGCGGATATCCATTTGTGGTTGGCTGCTTTCATTATCTCTAGAACAGGTGAAGCAA\nGGCATCATGGCAGAGGGTGTAAGAGCAGAATTGCTCACTTCACAGTAGCTGGGAGGCAGG\nGAGAGTAAAATACACCCTAGGTGATTCCTCCATGTTCCTGTTTTGTTTTATCTTGGACCC\nTGATAGCTGTGGTGGTGCCATCCACTTCCAGGGAAAATGTTCCCCTCTTTCTTAAGTCTC\nTGGAATTGCCAAGGACATGTGCGTTGATACTATATCTCATGTCTCTCCGTCCAACCAAGT\nTGACAATGAAGATTATCACAAATAGCTGGTTTAAAGGATCCAAATGAGTAAGACCTATCA\nTGACACTGTTGTTCTCAAAGTAGCTGCCATATCCCTCCCCTTCATGACCTAGCTCATCCC\nCTGTCTCCCTCTCAGTCCTTTCAGAATATACCAGGCAAGGGTAGAAAGAATCAAAGATGG\nATTTGTTCCTGTTCTAGACTCACATCACGTATGTTGGCAAAGAGAAATAGTTCCAGACCA\nACAAATGGACATGATGCAGAAATCTAATTTTAACCCAAGGCCATGCATTTCTACAAATGC\nAACAAAAATGATGGCATATGTGGTATCAAATTAAATTCAAGGGTACCTGTGTTTTGAATC\nTGAAATCATTACCTCTCGTGGACGTGAGGAGGGAATCCACATTCTTCCCAGTTCCCACCA\nCAGCACATGTCGTATTCTTAAATAGGAGGGAAGAGAGCCAGAGAGATGCCTCAGCATCTG\nAGAGTGCTTTCTGCCCTGACAGAGACTTAAGTTTGATTCCCAGCATGCATTTCAGGCAGC\nTTGTGACCACCTATAATTCCAGCTTAGGGAATCTGACACCACACCTTTTTTGACCTCTCC\nATGCACCTGCACATATGTGACAGACAGACAGACAGACAGAACGCACGCACGCACGCACTT\nTAATAAAAAAAAAGAAATAATGAAACAAAGACAAAGGTTGGGAGAAGGGGAGGAAAGGAA\nAAGGGGAGGGAAGGAAAGGGGAGGGAAGAGGGAAGGAGGGAGGAAGAGAGAAGAGAAGAG\nAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAG\nAAGAGAAGAGAAGAGGGCAGTCTGGCTGCTCACCTCTGAAAGAAGTCAACCTATGACCTT\nGATCTCAGTTGACACTACTCTGAGTCCCCCAGGGAAGCAAAGACACAACATGAACTTCAC\nTTCCTCCAAAACCTCATGGACTGCTACAGCAGTGCTCACTCCCTAACTCATGAGCTCCGA\nCTGGAAAGGACAGGATCCCAACACATACTTTTGAGTCCTGTTCTCATACTCATTGTCATC\nAAAAAGCTACACCATTTGCGTAGGCAGATCATTAGAAACTAATCCTTTACCAAGCCTCCC\nAAGGTGTGGATTGCTTCACCATTTACAAAATATTTTAACTGTCAGGGCATAGAACCCTGT\nTTCTTAACTAAGTAATGATCTGGGAAAAGCCATTGGCTGTCAGAAATCAGATGTTACATG\nGGCTGACACCAACCTTCCTTGTGACATGGTTCAAAGTTGTCAGAGAGAATGGTCTCAGGA\nTAGAGGAATTGATCATTCATGTTGTTTTTGGCTCTGCAATGTAATTCCAGGGTTTTGTTC\nCATTCTATATTTAGTCATGCTTGCCGTTAAGAATACTTTCATATCCTTGACCCTTGACAT\nGTAGACTTTTTTCTCTAGGGTGGGAGTAGGAAGTAAAACATTTCAAACTTTCACATTAAT\nGTTGGGAAAGTACAACCCTCAGAAATGTGGCAGTTTCTAAAGTCTTAGCCAAGAACTCAC\nCATCCAGAAGTTTATATTACAAATGAAGCCCGCTCTTTATGCCAGGGAAGCATGTCAAAG\nGTTGAGAGCTAGGCTGGCCAAGTGCAAATGTTTCCTGAGGAATTAGAATTCTCAAATAAT\nGCATTCCAGCTGTTACCTTCAGAAACAGGGAGGCAAAACGGGTTGGTAATCTCAGGATAA\nAATAAGACAGAGATCCAAAATATAACTAAAATCATGTGGCGAATGGTGTTCCAAACCCCA\nAATGATCTCCAGACTGGTTCCTCTCCTTAATCTCACCCTACATTGATTAATCCCATGAGA\nCTCTGAACAATTTGAACCGCACGATTTGTACCAGGGTCGAATTCCCTGCAGCTGTTTGAT\nGGGGCGTGCCTTCCCATGTAGACACCCTGTCCTCCCAGCCTGGAGTTTCTCAGTTTTGGT\nCCCATTGACATTTAAGGCCATCTAGTTGTTTGTTGGGGGAAAAATTAATTATCCTATAAA\nCTATAGGATGTATAGCAGCCTCTATCCACGAGATACCAGACATTCCCTCCAGTTGGTAAC\nCAAACATATCTCTAGATGTGTCCACATGTCCCTAAGCACTAAGAAAAGGCAAACTAATCT\nGCCTAGCTGAGAACCCCTGTTAATGCCCTCCATGCCCAACTCAAATCTTCACCAAGATTC\nAACATAGCATCTGCTGGGTATATCCATGCAAATGTGACCCATGTCGGGTGTATATGTGCT\nAAATGGCCTGCCCATGATCTGTAAGGACAAAACAAAAAGTAACAAATTAAAACCACAAAA\nGTGATTTCTGAAAACCTCTAGCATTGTGGGGCCTTTATGATGGCATATATTCAATGTCTT\nTCACTGAAGGGCTTTAAAAATTAGGAGACTATCTGTAGAGAATTGTAAAAGTACGTAGTG\nCAGAATCCTCTGAAAGTCCCGTTTTCAGAGTTTGTTTGATTTTTCTGGCTTGACAAGAAG\nGATGAACAGAAAGGCCTGTGAATATACAGGAATACAAAGGAATTTAAATCATTTCATTAT\nCACAGAAGTGTTTCCCCCATTTTACTGATGAACTAGGCAGAGAAGGGGAAATGCAGGGGT\nGTGTTTAAATGGAACAGTAAAAGATAGAATGGAGAGATTAGTGGCTCACTCACACTGTAT\nTATGACACTTACAGTGAAGTCATTTGCCTCCTGATAAATGTTTCTGAAACCACGTGGTGC\nTAACTGCTCTCCCATCCTTTAGCTGGAAATGGATTTACACATGGAAGCGCTTTTTAAATT\nTTAATTTTAAGTCCTTTTATAAATTTCAATTTTATTAATCTCCACTATAAATCATAATTT\nATGAGTCCCGATGCGCAGAGGGCCTCGGGGTTCTCAGTCACATAGGATAATGAATGTCAC\nCCAGTACTTCACTAGACACAGCTTGGGTGTAGAAGGGCTTAATGCCATGCCACTCAACTG\nGAGATGAGTCTAAGCCTACCAGACAATCCTTTATCGGTTTCCACGTTAAAAGGACTAACA\nTGGGGTTTAGGAGAGAACTCGGTCAGTAAAAGGTTTGCATTGCAAGTAAAGGTTTGCATT\nGCAAGTATGACCCTCAGAACCCACATAAAACAACAGCCTGGTGTAATAGTGCACAAGGAT\nGCATATTATACAGTGGGCTAAAGGGAGGCAGAGGCAGTCAGATCCCTGGAAGCTAACTAA\nACGGTCTAGCCCATTTGGTGAAGCTTCTGGCCAATGAGAGAGCCTGTCTCTAACAAAAAG\nCTGAAACTGATGACTAACACTGGAAATTGTTCCCTGACCTCCACATATAGGCACACACAT\nGTACCAATACACCCACACATCCAAGTACACACACATACATACTTATGTGTACCTCACACA\nCATGCATGTGTGTGGGCACATGCACATACATGAAGGAACAGCACAGGGCTGGGGCATTGG\nGTTGGTAAGAGGAACGGGTTTTGATCTTGTCAGCATCAGAATCTCTTGATTGTTCTTTGA\nTTGTTCTGCATAAGCCTAGACTTTCTTTTTACTCTTTTTTTTTTTTTTTTGAGACAGGGT\nTTCTCTGTGTAGCCCTGGCTGTCCTGGAACTCACTCTGTAGACCAGGCTGGCCTCAAACT\nCAGAAATCCGCCTGCCTCTGCCTCCCGAGTGCTGGGATTAAAGACGTGCACCCGGCAAAC\nCTAGACTTTTAAGTCTTCCCTTCTTTGCTTACTGAGTGCCTGCTCCCTAGGGCCGTGACT\nGCAAGTCCCTTGGGCGACTATATAATCACAACAGGAGCGTCCTGACTTCCCACACTTGTG\nCTGTTCTTCCTCTTCACCACAGATGTGCAGCCTCTGGGACCTCAAGTGTTGTTTGATTCT\nTTCTAGAGATAAAGGGATCACCCTCCAGAAGGTTGGTAGAAATGTCACCCCCAGACAGTG\nTTTTGCACCTACCATTTGCCTCCACGAGTCTTTCTGTTTTACTGAGGACCCAGTGTTCCT\nTTGACAAGCCCCTCCCAAAGCACCACTGATTCCAATCTAACTGTACACAGCAAAGAGTTC\nAATGACATGTGTTCAGTGGAGTAGATACAGCACAAAAGGATGCCAAAACAATTCCATGGG\nTGGAAAAAGCATGGTTAACATGAGTGAGCTCCTGAAAGCAAGAGAAAGTGAAACGGTCCT\nTTTAACAACACAATCACAGAACTTGGTCTTTGAAACATAGAGCAGCCCAAGCATCCTTGG\nTTCATGATCTCATTCCCATTGATAAGTGTCTTAGTCCATGTGTGCTACTGTAGCAGAGAG\nAATAGCACAGACCAGGAGGCTGATGAACAGCTGGGATTATTGCTCATAGTTCTGGAGGGT\nCGGAGTCCAGCATGAGGCTGACTCAGTGTTTATGAGGGCTGCTTCCTGGTTGCTGGATGG\nTCAGCTGCTCGCTGTGTCCTCACGTGGAAGAATGGATCAGTCTCTTTTATGAGGGCACTA\nATCTCACAAGTGATCCACTCTCATGGGTCAACTCCCAAAGCCCTACCTCCTAATCCTATC\nACTTTGGGAGTCAGAATTCCATATATGGGTTTGGAAAAGATGCAAACATTCAGTCTAGAG\nCAAAAAGCCATCCTTCTTGATCCATCCCAAGTGAGAAGATACTAACAGAAAGAAGAAGGA\nCCCCAACTGGGTGGCAGAACTTCATCCCAGACAATGGCACTGGGACACTTGTCTCTCTAC\nCACCACACAGCAACCTAAATGAATGACTACCTTTTTTGCACAGAACAGGAGATTCCCATG\nGAAAATCTCCTAGGCCCATAAGCTGTCCATCTCCTGAGTTTTCCTGGACCACACACAATG\nAGGGTCTGAGGGTTGCTTCTAGGACAGCACCTTCTTGGCAGAAACTATATTCACTCTCTG\nATACACACTCACTATAAGACCTTTCATGTTGTTTGATACAACTCACTCAGCTTGCTGGCT\nTGGACAAAAAGAAACCTAAGATATAGTTCTTCTGCCAAAGCCATGATAGCAGCAGGGAGA\nCAGAGGAGGGAGAAACCTATAAAAGATGGGCTACAAAGGGACAAACTATTTTTCTTGCAA\nTAAATTAGAAATTAAAGGTGTGCACTCTGAAAGCCCAAATATCTTTATAAACATAGATTT\nCAGTGGCATTGTTCTACAAAGTTTGTGTTCTGCTACCCGTTGACCAACAGATATGAAAGA\nGGCAGCAGGATCTCTAATGAGCAGAGAAACATGTTCAGGTGGTTATCAAAACCTCATTCA\nGACGCTGCTCCGAACGTCAATAAAGAAAATGAGTCTCTCCTTTGTCAAGAGTTCACATTG\nTGTTGTCCCCATGCTGGAAAGAGGCATGCCTGCACTTCTGCTGGCTTGAATGGAAGCTGG\nATGATCTGTGCCTTGATCTAGCAGTCATGAGATGTAGATATCTATAAAAAGGAAGCCTTG\nTGTGTCCTTGAGACCCTTAGAAGGTATCCTTCACATTTCTCACACAGCTTAATGGTGTCT\nCAGACTATGCTCTTTGGCTTTTGTCACAAAATGCCTACATTTCTTTCAATAGTATGAAGT\nTTCAATTAACCACAAAGAGATGCTTCCAGTATTCTGTAGTACTAGTATATGTGTGCGAGT\nGCAGTCTCACACATATACTCGCACGTGCACATACAGAGTCCAGAAGTCAAGGTGCCGTTC\nCTTAGGGGTAGCCATCCTTTGTGCTCACTGGCTAGGCTAGCGTGACAAGTAGTTTACCAG\nCTAAACTTCATCACCCCCCCCCTGTGATACATTCGATCTCACCCTGGAAGTCTGATGTTT\nCTCTAAGCCCTTGGTTGACTCTGGCTGCTGTTATTTCTTTATTTTTATTTTATTTTTTTC\nATATGAGATGCATATGAGGCATGACCCCACAGAGGTGTTCAGATTACAGTTCTGTACTTT\nACCCATTCTGCTTTGCTTATTGATCTTAGAAACACATCTCCCATATCTCCCTCCCTATCT\nTTCTTGTCTTGCCTGATTCTTTGGGGATGCTAGATCATTTCCCTCTGTCTTACATCCTCT\nAAGGAAAGTGGTATGAGCCAGAGACAACCACTTTGGTCATGCTCAACCAAATATTAACAA\nAGAAAATCAAAATTTCTCCTTATATCCAAACTTCAAGAAAAAAATTTAATGTAGAAACAC\nCTAACTATATAAACAACTATATATACAATTATATATATAATACATGTATAACTATATATA\nATTACGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTAGTGTATGTAGTGAATC\nTGGGTGTGTTAGCACATGCCAGACTTTGAGAGAGTTGAGGCAGGGGGGTTATACATTTGG\nGACTGGGAGAAAGAGAGAGAAAAAAAATAAAGAGAGATAAAAAGAAGGGAGGGAGAGGGG\nCAGAAAGGAAGGAGGGAGGGAAAAAAGAGAAAACAGAAAAGGCAAACATGATCAAAGCTT\nCAGACCAGCCAGGAGAGTGACCAGCTACCTGCAGTTAGAGGAGCCAGTGTGATCTTGAGC\nAGTGCCTGGAGAGATGAGGTCCCTGTTCGTGGGAGAAATGTCAGGCTGCCTGCCCCTTTC\nCATGTGCAGCCCAGTATAACATCTGCAGAGTCACAGGTTGAATAGAACATTCTGGACCTC\nTATTGTGGCCCACAGGGAATCGCCAGGGCATGGAGACAGTGGGAACTGTGTGTCATATGG\nAAAATGGGGTGGGGAGAGTGGGGGAGAAATACTAGAAATATTTCACGTGGAAAACAAACC\nAAGTTAGGATATGAACAGCTCTGCATCAGGCACCTCACCGGCAGATTCTTCCGTGTGTCA\nCGCGCCGTGCTGGGTGCCAGGGAAGTGAGAGCAAAGTTGAGGACCAGGATTTCACAGAAC\nTTAGATTATGTGTGGATCCCAAGAAAAGGATTTCCTAAACTGCAATGCAATTCATGTCAG\nAAACTACTTCTCCTCAACTCTAGCAACAAAAAGAAGCTGCTTGCCTCACCCTTCCCTAAT\nCCTTCACGTTCATGTGCCTGCTTTACAAGTTTTTTAGTCTCCTTCAAGAAAAGGCCAGCT\nCACTTCCACTGGGAGATGTGCAGAGACCTAAGATGAGGGGGAGCCCAGAGGTGCAGGGAA\nGAAGAGTCCACTTGACAAGGGGTGACAGGTCAACACAGGATGACAAGGGATGGGACATGG\nATGTGCAACAAGGCCCTTTGAGAACAGCAAGGGAGAATGGGTAGTAATCCAGGCTCTTGC\nTGGCTGTAGCCACCCAGCACAAAATGGAAGATGGAGGAAAATGGCATGGAGCCATGGATC\nAGGCGACCTGGAGTCTAATCTTACCGTAGCCACCGTCTATCTCTGAGTCCTTGAGTAACT\nCACTGGTCTCCCCAGGATCAACTTTTTGTCCTGACAAAGCAGTTTCAGACCCACTTGCCT\nCGAAACTGCCTCTCTCCCCCAACACAGCCTGATGCCAACACAACTTAAGTCTTAAGTTAA\nAATTGTGGGAACAGTTCTAAGAACCGTGTGTCTTAAGTTGAGATCAAATGCATGGGATTC\nTGGGCTACCCTGCTTATAATTCTGCACCGTGATGTCACTTATTCAAGTGTTCATTCCTTG\nGAAGGAGGTCTCCTCTTGAAGCTGGAGTCCATTTATTTACCCAGCTCCTTTCTCCTAGTC\nTCTTTGGAATTTTCTAGTGTGGTCCTCTTTGCATGGGACTGGTTTTTAACCATAGATTAT\nTGAGAAGAGAGACATCTTCTGCTGAATAGAGACAACTGAGGCCTGGGAGAGAAACGATCC\nCGGGGCCTGGTTGCCAAGCTTCATGGGCACCACTGGGCATATGGAGGTGACATCTTCCTC\nCTGAAGAAAGAGAACTCACAGAAAACTGGAAGGAAATGTGGTTATCTAACGGGGACCAGA\nATTATCAAGCGCTCAGCTGGGAAGAGAGATTGTAGAGGGCGTCTGCTGTGTTGCTCACCA\nCCCTATAGCTCTGAGCCAGAACCGCAGATGCTTCCATGCTTCCAAAGCTGCCTGTGATTT\nGAGCAGGTGTGATAAGCAAGCAGCTGAAATCAGTGCAGTCCCATGCTCAGCTTTGCCTAC\nGGGGATTTTAAGCTGGAAGCACTCAACAAACACAGTAGAGTCTCCTCTGCCTTCTCAGGA\nACTCCTAACACTGCAGACTTTACATATCTCGCCTTCCCAGAAAAATCAAAGCCTGTTTCA\nTATATAAAAAAGACAATCATTGTTATATGCCCCAATACCAAATAATTAGAATCATCACAG\nCTAACATTTATTATCTGCTTATTACAGATTAGTTTCTGGACTATGTGATCTTCATGGGAT\nATCTCATTTAATCCACACAATAACTATATGAGAGAGGTGTTATTGTGCCCATTCTATAGA\nTGAGAAAGCCAAAGTTCTGAAAATTTGACTTCATTTCCCCAGGCATAGAGCAAGATTCGG\nATCCCCAAAGAAGCTGAGGCTAGATGCAGCTTCCCCCACCCAGGTGTGTGTGTGTGTGTG\nTGTGTGTGTGTGTGTGTGTGTGTGTGTTTGTATGTGTTTTATAGTGTGCACATGTGTGTG\nCATGTAGGGACCAGGCGTTGACATTGGCTGTCTTTCTCCATTGTTCACCACCTTATACTT\nTGACAGTGTCTCTCACTGAACCCAGAGCTCACCAGCTGGCTCGGCTTCCTGGACCATGAG\nCCCTGGGGATTTCTCTTTCTCCAGCTAGCCCTGCCTTAGGGGTTAGAGACACAGGTCAGC\nATGCCTAGCTTTCATGTGAGTGCTGGGGTGAGTGCTGGAGATCTAAATCCAGGTATTATG\nCCTGCACAGTAGGCACTTTATCAACTGCACTGTCTCCCCAGCCCAGATCGTCTTTCCTCT\nTTTTCTTTTTTAATGATTTTTTAAATGTGCATTGGTGTTCTGCTTGCTTGTATGTGTGAG\nGGTGTCAGATCCCCTGGAGCTGGAGTCACAGTCAGTTGTGAGCTGCCATGTGGGTGCTGG\nGAGCAGACATGCTCGAATCCTATCTACCTACTGAGAATTGTTGCCTGTCTTTTCCTCCTT\nTGTGGGTTTCTTTTTCTTCCACCCTTTTCCCACCCTTCCAACAGCCTAACACTAGAAAGG\nAGAGAAAAGAAAGATAGAAGGGAAAAGGTGACGTTATCGTTAGACTACTTCCTGCTGATT\nAGGTGTGTCAAGTTCCTTGGGGCAACTTTGATCTTCACAGTCGAGATATCTAATTTCTTC\nTTGTTTCTTCTTTTCATATGACTAATTAACAAACTACAACCAACCAACAACTCACCCAAA\nACTACCCACCTAGTGGGGCTCTAGCATTTATAGACCCTCTGAAAAGTTCCCAGAATTCTA\nAACATCACACAACCGCAGAAACTATCTGCAGGTGGCAAAAACCACGCCCTGCTAGAGCAC\nCGTCAAATCATAGTCAGCTGCTGTGTGCACAATCTGAAGCAGCCCCACACCCCACACATT\nAAAATGAAAGCATAGTCTTATAATATTTCTGTGGATTTTAAAGAAACCAAAACTCCAAAA\nTTCTTACCGCAGAGAATTAAATACAGAGAATTAATATTGACCTATGGTCTCCACTGAACA\nTGACTTGGAGCCAGTTTTGGAAATGAGGCTGCAGCCCTTGGCATAGTGGCCTTCTTCATC\nTGTATTTTGTTTTCAGGTAGTTCAATGAAGGTAAATCATGAGGTGATTGGATTGTTCTGA\nTGTTCCCAGGAATGGGCAGGGGCATCAATTTTCTTCTTTGTGCACTTCTATTCAATCTGG\nAGGTGACAATACCACTCCCTACTAGACTTTGCCATTGAAAACCTTAAAGATGCATCACTC\nGGTACAGACAGGCTTAATATTGAGGCTGCGTCAAGTGTCTCCATGGGCAAATTGTACCTG\nTCCTTCAGGGTGCCTGTCATCAAGAACTCAGGCTGCAGAGCACACAGGACCCTTTCAGCT\nTGCCTGCCAATTACTCCACAGAGAAAGAGGAGGGGGTGGACAAATGGCAAGGCGTACGGC\nTGTCACTCTGGTGGTGTGATTATGGAAATTTTACATTTTGTATGTCAAATGATAACTTAA\nTTCAAAAATAGAAAATTGCTGCAGGCTCATCTCACCCGCTGTCATCTGAAGCCTGCTGGG\nCAGCCCGACACTCGACAAATAATAGTGAAATAAAACGTGAGAATGGCAAGTGACTTGGCA\nTGGGAAAGAAGGGTCCCAAGCATGTCCCCAGACTTTTGGATCAGCTTCTGATATGTCCTC\nAGATGCTCAACTGTGTCTACAGCAAACCAGAGGCTCAATGCAATTAGAAATTCTTTAAGT\nCATTATTCCAAGAAAGATTTCTGCTTCTCATTATACTGTTACACATTTCTGAACATGCAG\nGAAGGAAGAGGATCCTTCTTTCTTATATTTTACTGCTTTTATTTGGTATATGTGATTGGT\nGTGTGTGTGTGTGTGTGTATTGTGTGTTATGTGCAGGTTTGCATGCAAGTATGCAAGAAC\nACATACATGTGCAAGCCAGAGGTTGCTGACTCTCACTAAACCTGAAGCTTACCAGTTCAG\nCTAGACGGGCTGGCCAGCCAGCACCAGCAAGCCCCCAGAGTCCTGACTGCACCTCCACAA\nTCCTGGAATTACAGCCTGCACCACCTTGCCCAGCTTGTTATGTGGGCTCTGGAAACTTAA\nCCCAGGACTTCTTATTTGAGCTACAAGCACCAGACTGACAGCCATCTCCCTAGCCCAACT\nGCACTTCTTGATGGATAAGGTCCTCTATAGGATGTAGCCACTAGGCCATCTGCACTAGCT\nGGGTGGTCCTTTTGGCCCATAATGCTGAAGCAGATGGAAGTGTGGCAAAGCAAAGTTCCC\nAGGAGTGCCCTGCCTGGTGCCCAATAACATCTCCCTGTTCCTCACAGCTGCCACCATCCA\nGCACTTTCTGAAACTGGAAGAGGTGTCGTAGGAGACCATACAGCCCTCACTCATCCCTGT\nATGCAGAAGTAAATAAGGAAGAGCCACAAAAAATAAATAAATAAATAAATAGATAGATAA\nATAAATAAAAATAAAGAAAGGTAACCCCTCAGCTCCTAGAAAGGTCTTTGTTTTAATGCC\nTCGATTAAAAGAGGGCGAGAACATTTACATCATTGGCCAAGATATAAATGCCAACCCAAA\nTACTCAAGTGGAAATTCTGATTTTTTTCCTTGATTAGAGTTCAAAGTTCAAGATTTTCTT\nCCTTTTTTTTTTTTTAAATGGAAACAGAAAAAGAGTTGTGAAATCAGCTAACGATAGGTC\nTACTCTTTAAAATCGATTGCTGAGCTATAATTTCAAAGCCTGGATGTAATGCAGTGGGAC\nTGTAGAAATGGACTCCAAAAATGGACTCATCCTGGGAGAAAATCAGTTACGGCTCTTAAT\nTCCTCCAGCTTAATTTAAATGTTCCAAAGGAGTTTAAATCTCTTGAACTTTCGACACTGC\nCAACTACATTAGAATCTAACGAGTGAACGGCGTTTACTTTCATCAGCTGCTAGGAAGTGA\nCGTCTGTATGAACAGCTTCCACATGTTTCCAGCATCTATAGAGGCTTGGACTCCTCATGC\nTAGCCTCACTTCTTAAAACAAAAAACAAAATAGCCCTGGGGGATAGAGAGAAGGCTCGGT\nCAGTAAAGGGCTTGCAGCACAAGCACGAGGACCTGAGTTCAAATCCCGGGACCCATGTGA\nAGTTGAACACCGTGGTACTGTGCTATGCAGTGAGACCCTGTCTTAAAAACTTACGTAAAC\nAAAATTAAATTAAAAAGGAAGAGAAATATGTGCTTACTGACTTAGAAAAGTTGGAAATCC\nATATTTCTTGCTCTTTTGCTCTCCAGGCCCGAGACCATGGCATCAGCTTTCCAGAAGAAA\nCGTAGTATCTAGATTCTAGCCAAGTCCAACACACTTTCCCCTCCTCGCTCAATAAAATAG\nGAAATAAAATATAAAAAAGGCTTCAAAATTAAATACTAATTAATTAAAATAGGTATATGC\nATTAGTATGGAACATGCAAAAATTTTTTCTCACAATGCCTCAAAAAAATACAGTGGACCA\nACTGCTTCTACAATATCTCCATTGTATTGGATTCTGTAAGCAGTACAGAATGATGTAAGC\nTGTGAGTAGTTACCCTGTGGCCCCAGGGATCAAAGGAAGAGCATCAGCCTAGCAGCAAGG\nACCTCTACCCACTGAGCCACATCCCTGACTCTTTAACCGGTTCAGTGCTGCTGCTGTTGT\nTGCTGTTTGATGCTCATTTAATGCAGACTGGCCTTCAAACTCAATATACAGCTGAGGAAT\nGTAATCTTTAACACTTGATCCTCTGGCCTCTACCTCCCAAGTGCTTGAATTAAAGTCATG\nTGCGGCCACTCCCGACAAACCCAAACCATTTGTGCCAGCGTTGTTGCTGTGAATACCATT\nTGTCCATAGTGAGGTGCACATGGTCATCAGACCACAGAATGCCTGCCACATTCTGAACAC\nAGGGCGCCAACACTCTCCCTCAAACTCCTGGGCTCAGATGTGAGGCCCTTGCATAGATTC\nTGCTCTTTCAGAAACATAACAGTTTACTATGCTCCTACCGTCATCCTTCGGCATGTAACT\nACCAAAGTAGCACATCTTTCAACTGTGTTATGTTAGTAAATTTGATTCTTAAAATTGCTG\nCTTAAAAAATGGTCAACTTGAGTTTTATAAAAGATGGTTATTAAAGAAATTATGCTTGAG\nGTTAGTAAAGACTCTGCAACAATTTCCAAGAAGCCCCTAAATATAGTTCTGTCATTTTGT\nACCACATATTTTTATGAAGTGGCAGTCTCAACATAGATGATAATCAAATTGAAATATTGA\nTCAATTCTAAAAATTATAGATGCTCTGCATCCTGCAGTATCAAATATTCAATCAAGATTT\nAATTTCTTATGTAAAAATAAACAAGCACACCCATCTCATTTGCTTTAGTCATTTGTAAGT\nGACAAAATTATATGCATGCATATATATCAAAGAATTGTTTTAAAATAATTTTTATGATTT\nATTATAAGTAAATATTTAATTTGGATACTTGCTTCATATTCCTATATATCTAACATTATC\nTAAAAAACGTTATCTAAAATGTTTAATTTTGATAATTGTTTCATATCCCTATATACCTAA\nCGTTATCTAAATATTTATTGGATCTAAGGAGTCATGAGAGAAGAAGGCTTAAGAATCCCT\nAATTAAAACTGCATCTGAAGGCTTGAGAGGTGGCTCAGAGGATACAGGCAGGCCCTGCCA\nCCAAGCTGGATGGCCAGGATTCAGTGACACCCACCCACCCCAGACCCACATAGTGAAAGG\nAGAGAAGCAACTTCCAAAATTTGTTCCCTGAACTCCATACATGCCTTTATGCATGCAACC\nGTGTACACACACATACACACTCTCTCTCCATAAATACAAAGAGATACAAAATGCATTTTC\nAAATATAGTGAAAACTTTAAAGTATGTATGAGTGCATATTCAAGAGTGTACAATCACCAT\nGCCGTCTGACTCAGCAGCTTGAGAGTGCACGGATTCTGGTGGGGGCCATGGTTCCTGGGA\nTTCTGCCATGGATACTGAGGAAAGCCTGTTCCCGTGGTGAAGGACCCCATCAGTGACACT\nTCTCTGGAGCTCTAGGAATCTGTATTGAGGGCCTTGCCACAGCCAATCCAGAGACACTTT\nCTGATTCCCAGCATTTCTTGCTTCCCTGAGCTGTTTCTTCACACTATTTCTATTACTATT\nACACATGTATGCAAATGCAGACATGAGACATATTTGGGTTGAACATATTTCCCTCCCCTG\nTGGTTTCCAAATCTCTGAAGTGAAGAATTTCTTAGAGCTACACACAATGAGGAGACACCT\nGGATGTGGTAACATAAAGAAGATATCCTGTGCAGCATATTTAAACATTTTTAGCACATGT\nATGTAATTATTTGTGTATGTACACACACACACACACATATGCATGCATTCTTGTAGATGT\nCAGAGGACAACTTAAGGGAGTCAGCTCTCTCCTTCTGTCAGGTGGGTTCCAGGGATTGGA\nCTCAGAGTGTCGAGCTTGGCAGCAAGATCCTTTGCCCACTGAGCCATCTCACCAGCCCAA\nGCAGTGCATTTTTAACCACACACTGTATTCCAGCAGTCAGGCAGATGTGCTAATTGAGTA\nTGTGGGATTGTATGAGGTAAAGGGAACCTTTATTAAAAACCCAACAAACAGCCAGCCTTT\nCACTCTGATGTGCCCAGTGTCTCATTGGGCATATCGTCCTTCACAAAAAATAGAGTTCAA\nTGATGGGAGAGAAATGTAAATCAAAAAACATTGTCATTCTGCCTCTTGCCTCAAAGGGAT\nGTTGCTGGTTTATGATTTATTATCAGTAAATGTTTAATTTGTATAAGTTTTATAAGATCA\nTAACCAACAATAGAAAAATAACCAGATTAGTAAGGTAGGGGTTTTTGCACACACAAGTGA\nATTTTTGATTGATAGTAAACTTTGGCATTGGAGGGAAATCTGCACAGGTTGGCTGTGTTC\nTCTTCTGGCTCAGTGGTCCAAGGTCAAGTCATCCTTAAGCTTTCCAGAAAGGATGGGGGA\nACCAAGTGGAAGGCAACGAGCACAGAGCCAAAACCAAACACAGCCAAGAGGTAAAAGGTG\nGAGAAGGCTTTCATATGTGCAGCAGTGACTAGGGCTCTTCTTCTGGGGACCTGGGCATGT\nTCCGATAGGCAGGCATATTAGGGCATGTGTGAATTCCTGAGCATGCTCATTCCAAGGTCA\nTAGTTCAAGAAGAAAAGGTAGACACATTTGGGACATGCTTTACTCAAAGATCACGGAGCT\nCATAGTGAAATGGTGACAGGAAGGCTCTGCACATGCCCAGCTTGCTTCATAAGATGGCAC\nCAGGAGTGCCCCTGGGCAACGCTCAGCTTCCTCCAAAAAGCTTTAACTGAACAAAAAGAG\nAGGAGTCTTAAAACATGTGTTGATATAGGAAGTAGCCAGTAATGGTGCCTGCCCCACTTC\nACAGTTAATAGAAAGAAGGACCTGTGCAGGCTGGCCAGCCATGCCCCAAGGCAGACATGC\nAGGCCTGGCTAAACAGAGACCAGTGCTTGTACACTCTGTCAGAACCATCTTTTAAAAATG\nTCTTCCAAGCTCCTGCGCTATGCCAGGCTCCTCCTCTAACCTACAGCTCAGAACAAAACA\nTGCCCATATCCAACTCTGGAAACTTCCTCCTGAAGGGACCCAACTACACAGGAATGAAAA\nCAGAAATCCGTACTGTGTAAGCTGATGCAGCAGAGAAAATAAAACAATCATAGAGGCTAG\nATGAACGAGGCAAGAAGAAGGATCCTGTTTACAGTGGGCAGCCAGGGAGCACTTTTCTGT\nGAGAGACATTTTTAATACACCAGGTCTTCGTGTTTGCTCAGGAAGCATTTGACTAACTGA\nGCCCTCTCCACAGCCCCTGCCTTGTTTTGTCTTACTGAATGTTTGAGACAGGATCTCACA\nTAGCTTAGGCTGGCCTTGAACTCATATGTGGCTAAGGATAACTAAATTCCTGATCCTCTC\nGCCTCTACTTCCCAATTGCTGAGATTAAAGGCATGTGCCACCATCTATACCATGTTACCT\nGGCTTCTAATAAAGCCTCTATATGGTCTGCCCAACTCTGCTAAGTTTTCTAGTTAGAATG\nAAAAGCATATGATAAACATGAGGTTGTGGTGACATAGGCATTGAACTCATCCCCTGCTTT\nGGAGATGTGTGTCTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGCATGTATGAACAGCAAT\nGTCACCTTCCATTTATGAGAAGAAAGGCCTGGCCAGTAGAGTTAAATGTGAAGTGTTACA\nCCGTGTACTGGCTGGGTTTGTATGTCAACTTGAGCTGGAGTTATCACAGAGAAAGGAGCC\nTCCCTCGAGGAAATGTCTCTGTGAGATCCAGCTGCAAGGCAATTTCTCAATTAGTGATCA\nAAGAGTGAGGGCCCAGCCCATTGTGGCTGGTGCCATTCCTGGGCTAATGGGCCTGGTTTC\nTATAAGAAAGCAAGCTGAGCAAGCCAGGGAAAGCAAGCCAGTAAGTAACATCCCTTCATG\nGCCTCTGTATTAGCTCCTACCTCCAAGTTCCTGCCCTGTGTGAGTTCCTGTCCTGACTTC\nCTTTGGTGATGAACAGCAATGTGGAAGTGTAAGCTGAATAAACCCTTTCCTTCCCATCTT\nGCTTTTGGTCATGATGCTTTGTGCAGGGATAGAAACCCTGACTAAGACAGACCAGTAGTG\nTAGAAGAAGCAAGTGTCACACTCAGGACCCCACCCCATGCAGAGGCTGAGCTCTGTTCTT\nTGGCAGGGTTTTATTGACATCTGAAAACGCATGGAGCCATTTCTCTATAGATTTGCTGGC\nTATTCTCTTAAGGTGAAAAGAAAAAAATTAAGTATCTTCAAGGAAGCAAATTCACTCATG\nCAGAGAAGCAGAGCGAATGAGCTCACCCGTGGAAAGTCTCACTTGACATAGGCCTTCCGT\nGCCACACACCTCCCCCGTCCCCCGCCATGCCGTTTATTATGTGACCAGGTTGCATGCTCC\nTCATTATTTCTTTCAGGAAAAGTGCATGCTTACTCCAGATTATTTGCATGGATTGAGTGC\nACCTTTACATGCCTTTTTTTTTATGATCCTTGTGATGGGTTGTAATACTGAATGGCAAAT\nCAATCGTGCCTTTTGAATACAGTCTACTTATTACTGACAATTACTGCAGGCTGAAGAAGT\nCATAAATAGGACCGACATGGCAGGAAGAAGTGACGTTTCTGTCGTGTGCCTCCTCGTAAT\nGATTCCGTTTGGTTCACCACCTCCCAGAGAGAGGAGAAAAATTACAGAGTGCTGAAATTG\nTTGGTTTCTAAATAATTTTTAAGTGGTGTCATACAGTGCTGATTTTCTGTCCTGCTTGGG\nCATTTACTAGTCAGAAGCAGTATGATCTGGTTATTAAAGTGGTAAATCTGGCACTTTACG\nCTCAGCTTTGTGGTAACTTAAGGCCGGTGAGGCATTTTGCTCTTAAAGTGGAGTTCTCGT\nGGCTGATGGATGAAAACCATTTTGTCCAGTCCCATAAAGCAAGCAACCATCTGTCTATGG\nCCCTGTGCTCATTTTTGTGCAGCCTTGAACAGTAATCAGCTTTCTTCTAGAAAATAAAGA\nGATTGGATCTAGATTTGCCTGGCTCTCTAAGTGTTCATCCATCTTAGGGTCCTGCCCAGC\nCAGGGGCCTCAGAGAACATGACCTCTCTATTGCCACCATACCTTGCTTCTCTCTGCTTCA\nCCTCATCCTCACCAGCAAAGGGCAGTGAAGTTGTCCCTGTCTTGTTTAGCTTCGGCTGTG\nTGCCGGCTAGTTTTGTGTCAACTTGACACAGCTGGAGTTATCACAGAGAGAGGAGCTTCA\nGGTGAGGAAATGCCTCCATGAGATTCAACTGTAAGGCATTTTCTCAATTAGTGATCAAGG\nGAGAAAGGCCCCTTGTGGGTGGGACCATCTCTGGGCTGGTAGTCTTGGTTCTATAAGAGA\nGCAGGCTGAGCAAGCCAGGGGAAGCAAGCCAGTAAAGAACATCCCTCCATGGCCTCTGCA\nTCAGCTCCTGCTTCTTGACCTGCTTGAGTTCCAGTCCTGACTTCCTTGGTGATGAACAGC\nAATGTGGAAGTATAAGCTGAATAAACCCTTTCCTCCCCAACTTGCTTCTTGGTCAAGATG\nTTTGTGCAGGAATAGAAACCCTTACTAAGACAGGCTGCTAACATAAAAGCCTGAGCAACT\nCAAACAGAAGGCATTCTCACTGCTCTAAGGGTCCAAGATGAAGACATCAAGACGCCAACG\nGATTTGATTCCTACTGAGGGTCCTCTCCTGGCTTACGAATGGCTGTGGTATTGGTTTGTC\nCTCACTTTGTGCAGAGACTGAACTCTGCTCTTGATTTTTCTCCTATCCATCCTCTCTCTC\nTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCGTTCTTGCTCTCTGTGTGTATA\nTGTTTGTGTATGCATATTCATGCACATTCATGTGTATGCACATACATGTATATGTGGACC\nTGTGTGTGTGTGTGGATATATGTTTCTGTGTATGCACCATCATAACTGTGTGGACTTGTG\nTTGACATGTGTACACATGTATGCAGAGGCCAAAAGGCAACCTTGGGTCATTCATCACAAG\nTTACTCACCTTGTTTATTTGAGAGCAGATCTCTCTCTGGCCTGGGACTCAGCAGATAGGC\nTTGTGTAGCTGGCCATGAGCCTCCGGGGATCTACCTGATTTGTTTTTCCAGTACTGGGAT\nTATAAGTACAAGCCAGGCTCTTTCACATAAGTTCTGAGCATGTGACTCAGGTCTTATGCT\nTGCAAGACAGGCAAACTACTAACTAAGCCAAATAAATCGCTAGATCTTCTCCTCTTCTCT\nTGTAAAGGCCTAAGTCACATCCTGAGTTCTCACCCTGATGAACTAAATCTAAATTCATGT\nCATCACATCGAGGGTGGGATTTCAGCATGAATTGGGGGGTAGCACCAACCTCCAGGCCCT\nGGCAGCAGACAGGGATCAAAGAAACCACAAGACAGATCTACACAGTGTGCCTTAAGAGTT\nCTTGCTCCTGTCCAAACCACTGCTTATAGCCACCCGGTTTCCTTAAGTGTTAAAGATGGA\nTTTTCACATGACTGCCATGTACTAAATGTGTCCCCTCCAAAGTCAGGTCAAGGCTCTAGT\nCCCTCATAAATAGGATCATAACCCTATACAAGAGATCCCACCCCCAAAGGGTCCCTTTTC\nTCTTCTAGCATGTTGTTCTCTTCCTCCACAGCAGGAAGGCAACTGTCTACACGTGGGAAG\nAGAGGCCTTGTTAGAACGCAAGCAAGCTTGCACTCTGAGTTCAGACTTGCACTCTACATA\nGCCATAAGACTAAATAGCTATTTAAAATTTGTATTTATGTATTTGGAAGGGGTATGTATG\nGGTTTTGTGGAGCATATTCGGAGGTCAGAGGATAACTCGTAGGCATTGACTCTGTCCTGC\nCATGTGGCTTCTGCAGACTGCACACAGGTCACGGGGCATGCAGGAAGCACCTTTCCTCAC\nTAAGCCATTTAGCCAGCCCTCAGTGGCTATTTTTTACGAGCCACCCAGCCTATGTCATCT\nTATTATGGCAGTCCAAAGTAGCTAAGTTTACTAAAATGGGATATGTTGACAGGCATGCTT\nTTAAGCATTTATTGGATGAAAGTTGCCCCTCTAGTACTGTTGTATCTGTGCAGAACTGGA\nCACACTTAGGCTTGTAGAAGAGTTCAAAAGACAAAACTCAAGTTCAAATGCAGAACATAA\nAAAGTGACTGCTGGACCCAAACAAATACAATATGTGTAAGTGAGATGAACAATCTTGTCT\nTGTATAAGCTAGAGTCTCTTGGGGCATAGATTCAATACAACCTTCTTTAAAATGCTTAAG\nATTTTGGAGTAGGTATTTTCCCCTTACATTATATTACATAGCCTGCAGAATGCAGAATGC\nTGGTCATTTGAAGTATTTTCTTAACTCTAAGTCTAGTTATATGCATCTTTAACATAGCTG\nTATGTAGATGTATTTTTTAAAAGTTCAGGAGATTTCTGCATGTGCTTTCCTCTCTTGGAT\nCCTTATTTTCAAATTATTCATGGTGTTACTACCCAGAAATAAAGTAGAGCATGTAACTGG\nAAAATACAAGAGTCTAGTTACTCATCAACTCATTAGTGGGATGATCGATGAGTGGCTTTC\nTATACAGAACGATACCCAATTGGAGTGTAAACAAAGTCATAGACATATGGCCCGTGTACA\nGCTCATCATGCTGTGACAGGGCTTCTCTTCTCTGTCTTTTCTGCTAAGGAAACTCCCCTA\nTCTTTTGAATGCCATTCTGGATGACATCTCTGAAGCTCTTAGGTCTATGGAAATTGTGAC\nTAAGTGAGAATCAGATGTGGGGAAAGTGGATGATGTACTGTCTTGCCCTCAATAACAAAC\nTAGATGTTACGTTAGAAATGAAGACAAATCTTTAAGGCCTAAAAAAGATCTCTGAAAGCA\nAAGAAGTCTAGGATAGACTCTACGACTACCGTAAAAAATGACTTGGAAAGAAGGGAGCAT\nTAAGAAATATTTAAATATTTGAAATCCTCATGAGTGGGGGATGTCAAGACAGGGTCTTTT\nTTGGCAGGAGGGTGTAAACCAATATATTTATTGAATACTACAGACAGATAATAGGAGTCC\nAGATTGCAAAATATGGAACAGTTCAGAAATTTGCATGTCATCCTTGCTCAGGGGCCATGC\nTAATCCTCTGTGTATCATTCCAATTTTAGTTTATGTGCTGCCAAAGCGAGCACTCAAAAC\nAGGATCTTATTGTGTCATGCAGTGGTGTTGTTTGCGTGTGACCTGTCTCTCACAGGCTCT\nGCTAGCATGAAGTCTCACTGGAGGAAATGAGTCACATGTGTTGGGCCTTGAGGTTCCTTA\nGTTCAGCCTGTCATCTCTCTCCTCTCCACACCCATTTTTCTGCTTGGTATTCGTTTCCTG\nCGATGGTGGGCTTTATCCCCTGAAACTCTAAGCCAAGAGAAAACCTTTCTCCCGTAAGTT\nGTTCTTGAAAGGCATTTGGTTACACCAATAAGGAAAAGGTCACTAATATAGCATCCTAAG\nCTGTTTGGACCATAGATGCCAAGGGCCATTTATTCTTGCAACAAGAGTTGATTGGCCTGA\nGTCTGTGCCTGGTACTAGTACTGTTCACAAATCTGAAGATGGACAGAGAACAAAACAGAT\nGAAAACCATCCCTCTGTGAATACCCTTGTCTGATACATGGAAACATACAATCTAAGAACA\nAACAAAACAGTGTACTGAGGGGACAAAAATGAAGCAGAAAATAAAGCTAGGGCAAAGAGA\nGAATGTGGGAGCCATGGTAGGTGGAATGTATCCTTCACAATAGCATGGCCAGTCAGCCTC\nTTATTGGAAGAAGTCCTCTGGGCCAGGCAACTGTCCTAATTAGGGCCACTTTGCTGTGAT\nAAAACACCATGCCCAAAGAAAGTTGTGGAGGGAAGAGTTCATTTACTCTTCTAAATCAGT\nGTTCATCACCGAAGGAAGTCAGGACAGAAACTCAAACAGGGCAGGAACCTAGAGAAAGAA\nACTGACTTAAAGAGGCCATGGAGGGGTCCTTCTTACTGGCTTGCTCCACCACGTCTTGCT\nCAGCCTACTTTCTTATAGAACCTAGGACCACCTGCCCAGGAATGGCTCCACCCACAGTGA\nGCTGAGCCCTACCCCAGAGCCTTAGGGAGGCATTTTCCCGATTGAGGTTCCTTCCTTTTA\nGATGACTTTAGCTTCCTTCAACTTTACATAAAACTAGCCAGAACAGTAATTGTAAGTAAT\nTGTTCTTTTTTAGTATTTTGTAGTTTACAGTGTATCTGTACTCTCTACCTGTGTAACCGT\nAGCATCAGTGATAAAACTTTCAGAGCGTTTTGCTCTGCAATCCCTGTAATGACATTTCAG\nAGTTTTATGCCCATCTTAGCAGACCCAAGGCTTGGTGCCTTGCTTCATGTTGCCAACTGT\nTGCTTTGCCCTTTGGATCAGCACTTTACAGAAATGTTGCCAGATTTCCTATAAAGGGTTG\nTTGATGGCGTGCACTTGTGTGTGTGTGTGTGTTTGCATATTGTTAAAGGATGATACACGG\nTGCTGATTCTGGCAGAATGAAGAGTCCAGCATTACCCAGTTTTTCTCTTTTGCATTGTAA\nTGCTAACCACAGGTTCTGTTTACACTTTTACATTTTATTTACACTATTTACATTTTTTAC\nACTTTTATTTACACTATTTACATTTTACATTTTGCATTGTAATGCTAACCGCAGATTCTA\nTTTACACTTTTACTCATCCCTTGGGGAAAAACCAGTGCTACCAAACAGTACCCATAAACA\nTCAAACTCCACGACAGAGTGAATTCTGGTGCAAGCAGGGTTGATACAACAAACTCTCTCC\nACACTGCTAAACAGAGAAAATGGAAGATCTGGGCCATAACCAGGCAGTGGTGGTTGTTGG\nTGGATTGTATAAAATTTAGGATATTTGTATGTTTCGAATTGACAATGAATATGCTGTCTA\nGGCAGTGATTAGAACTTAATTTCCCCATTGGATATTCTCTCCAGGGCAATAAAGACAAAG\nACCCCTAAAATCTAGATATGAAGTGGACAAGACTGAGCCACATGGCAAAGGAAGAGTGAA\nGCCTAGGAGCTCAGGGTTATCTGGCAGCAAGGACTGACCCATATGGACCTAGGAAGGCAG\nAAATTATGTCCAAGGTACACAGTCTACAGTGGGTACCAGGCAGACTGGAGTAGCCCCAGA\nGACAGAGCTGAAGGCCTCTCTGAGACACATCAGTGGGGAGGAGACATATAAGATCTTCAA\nAAAGCCTTCGTGACAGATCTAAGGGGGAACCACACTGAGTCAGGGAATTATAGAATACAC\nAGGGATGACTTCCATTTTGAAGAGAATTTTTCTTTTCTACTTGACCTGAAGTCCATGCCT\nTCAAAAGTGGCGAGATTCAGACAATCTCGGGTTTGTTCTCCGAACACAGATTCCTAGTGT\nTGGGAAAGCACAGTGCCTGAGCCAGCTGCCCTCCTGGGACTTTTTGTTTGCAGCATCTGC\nTATCTGACTTGAGAGCCAGAAAGAACATCTGGGTCGGGGGTCCAAGGGCCTGCAGGAAGT\nAGGGGTTCCCACCACAGCAGAGTCACAGGTGACAAAGCCCCTGGAAAGGAACTTTCCAGC\nAATGGAAATTGTTCCCCACAGAAAGATATATACCTGTGACACATCAGAACTGTACAAAGC\nCCACCCTGCAGTTGCTATGAACTCCACCCTCTGTAAATCCCCCTCTCAGGTACCTATCCA\nCCTGTGCTGGCCCTCAGGCTCAAACCAAGAACAAAGAACAACTCTCTAGGTAGCTTGAGC\nTAGTGTTCTCTCTGTTGAGTCTAAGCGTTGGGAAACTAAATACCATAGTCCCATGAACCA\nTCAAAATTGGTCCTGGATGTGTCCCAGCCATAATGGTTGTCACCTTGATATAGCTGGGTT\nTCATCCCCTCTCCCAGTGCAGTGCAGGGAACTGAACACAATGTAGTACCTCAGATGCGTT\nATGGATAGCAGGGTCTTATTGAACACGATGGAACTGTTATCATCTCATTAACTCTGTGGG\nTGGTTTATTCCATATTCCAATGCTGCTTTTGGAGGTTGATCATTTTAGGCCCCTAGATTC\nTGGCCAATGACATTCAAGTTCTTTAAAAATCACTAACTGGCTGGGCGGTGGTGGCGCACG\nCCTTTAATCCCAGCACTTGGGAGGCAGAGGCAGGCGGATTTCTAAGTTCGAGGCCAGCCT\nGGTCTACAAAGTGAGCGCCAGGACAGCCAGGGCTACACAGAGAAACCCTGTCTTGAAAAA\nACCAAAAAAACCCAAAAAAAAAAAAAAAAAAAAAAAAAACCAAAAATCACTAACTGCTTG\nTTTGCCCTATAGATGTGTGCTTCATTTCATCAAACCTGTATATCATGCTGTCAAATTTCT\nCTTTTTCTCTCTTCTAGTTGTTTGGCTCCTTTTTTTTCCACTTTTTTTTCCCTATGTGAA\nCAATTTGATTTGTAAATTTGGCCAATGGCTTGAAACAATATTTATCAGTATGTATCAGCA\nCACAGCCAGAGACCAGTAGGGCTTTCTTTAAATGAGAGCTGTTGCTCCTACTAATATTAC\nCAGACTTCACAGATTGGCCTTGATAATTAATAGTATTCATTCATCATGCTGCTGCTATTG\nGGAGCATCATTTGTCAGTTATTACTTTATATTATTTTCTTAATTGACTCTTACAGGTGCT\nTTTTTGAGACAGAGTTTCACTATACAGCTCAGGCTATCCTAAACTCATTATATAGCCCAG\nGCTGTCCTCAAACTTGCAATCCTCCTGCCTGAGCCCTCGAATTACTGGTGTGTGCCTCTA\nTGTCCAGGTTATTAGACATTCTTTATGTGTGGTTGTGCTGCCAGTTACAATCCCTCCATT\nGTAAACAAATAGTTTTTGGTTTGTCCTCGAGTATTTCATGAGAAACTTTACCAAAATCTC\nTTACGGAAACCAAAATATTTTCTTCTCCATAATCTTAACAAAAAGAAAGAGGTCCGTGTG\nGACCCCAGCTTCAGATGACCAAGTTTTACCATGAAGCAAAAATAAAACAAAAGCAAAAAT\nGAGAAGCATTTGGCCAAGCCTTCCCACCCGCGCCCCCCCCCCCCCCCCCGTTTATTTTTT\nTATTTACTTTACATCTCAATCTTGGTACCCCTTCCTTTCCTCCCAGTCCAACGCTCACAA\nATCACTCCCACCATTACCCCTCCCCTTCTCCCCAGAGAAGGAGAAGCCCCACTGGGTACC\nATACCACCCTGGGACACCAGGTCTCAGCAGGACTAAGCCTAGCATCCTCTCCCACTGAGG\nCCCAACCAGTCAGTCCAGCTAGGGAAGGAGATCCAGTGACAGGGAAGAGAGTCAGACAGA\nCTGCTCTGATTGTTAGGGGACCCACAAGAGTGAGAACAACTGCCCTAACTTTCATCAGAT\nCCTCAAGTCCTCCTCACTTTCACTCTGCCCTCAGCAACGTGAAGACCCTTGCATGGCCAG\nGAGATGACGTCACATGGCAACTCATCTTTACTTAGACTTCTGCAGGTGAAAATATCAAAA\nACATGCACCTTCTAGCAAATGGAGAGTGAACTCAACCCTAGCAGTACAAAGCTGTTAACA\nCTCCGACTCATAACACCATGTGAAGTTGTGCAGCTGACTGTGGGAGTTACAAAAGAATAA\nATAAATAAAAATAAAAGAAGGCTTGTGCCTTTAATCTGAGCACTCAGGAGGTAGAGGCTG\nGCAGATCTCTAAACCCCTGTGAGTTTGGGGCCAGCCTACTCTATATAGTGAGTCCCAGTA\nCAGTTAGTACTACATAGAGAGACCCTGTCTCCAGAAAGAAGAGAAAAAAAAACATTTACT\nAAATTAACTGTTATACATAAATATTATAAATGCATAACAAATTATTTACTAATAAACAGA\nAAAAAAGAACTAAAATCATTTAATTATGGAGAAGGAATATTTTAATATTTCCTACCACCA\nTTCCCTACATGTGAGAGAAAACACCCATAGTTTTGCTTTGTACTGAAAAGCTCACACGCG\nATACTTTGTGAGACCTTCTTCACACTCTGTGTTTTTATCTGTGTTTTTCCAGGCTTTAGT\nTGGGTTCTTGGTCTGTTTGTACTTGTTTTACCTGACATTTGCAAACTCCAAGTGGCCCTG\nCCCCTGCCCATGGGTGAGGGAAAGGGTGTGCTTGGGATGCTAATTTTATTTAAGTTTTCA\nTTGTCTTACACACTTCCTTAAAAAAGATGAGTTTTCAAACCAGAATTTTTTTTCTCCACA\nAAACTCCCAGAGGTTTATATGTCTGGTATTCTTGGTGAATAATACAGCCGTTGCTGGCAT\nATGTAGAAGGCAGAACCATTTGACATGGCTATGTACAGTGGGTGTTCAACAGCACCATAC\nATGATTAATAATTGGTTTAGGATGATGCTAAATACTCAATAAAACATTCGTGTATTTCAC\nTGAAAAAGATATATCTCTTATTTTTCCACTAAGCCTTTGAAAAATCAAGATATATTCAAT\nAATTTAATCATCCTAAATGAGACAAAAAATAGGGTGGGAGAGAAGAACCAAAGGAGAAAA\nGGGAGGGAGGGATAGAGGAAGGGAGGGAAGGAGAGAGGGAGGGAGAGGGGAGGGAGGGGG\nAGGGGAGGAATTACCATTTTGTTTTCTGTCTGATGGAGAACCAAGTTAGTCTGGGTTAAT\nTTGTAAACATTGCAAAGCGTAGTAGCTTAAATTAGCCAGCATTTATTGAGCTCATGATTG\nTGAACGTCCTTAATTTAGGCTGTGCTGGGGATAGTTCTGGTCTGGTGCCTCTGTGATCTA\nCTGCCAGTCATACTGGCGATTTAGGCTTTCTTACCTCCTGGAGCCTCTAATGAATAACCA\nAGTTGGGGAGATATCAGCAGCCGGCTGCTAGCCAGGATTCCAAGCCTCAGACGGAAGGAT\nGAAAGGCTTTTATAGGCCTAGATTCTGAACTGACAACATTGGTACTTCGTCCACATTCAT\nTGACCAAGGAAAGTCAGAAAAACAGTATATATTCAAAAAGGATGGAAAAATAGACTATAT\nGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGATTTCATAG\nTTTTATTACAAAGGGCATAGAGTTGGAGGAGCAGGGGACTGTGACCACTTTTTGGATACT\nCTGGAACATCTTGTGATTGTTCCAGAATGTATTAAAGGTAGGTGTGGTGACGCACGCCTT\nTAATCCCAGCACTTGGGAGGTAGAAGCAGGCAGATCTCTGAGTTTGAGGCCAGCCTGATC\nTACAAAGTGAGTTCTAGGACAGCCAGGGCTGTACAAAGAAACTCTCTCTCTCTCTCTCTC\nTCTCTCTCTCTCTCTCTCTCTCTCACACACACACACACACACACACACCAGAAACTGATG\nATCAACCAAGAACTTTACAATTTTCTCTTCGGACAGGAGTTTTCATGTTTCTGGGAGTTA\nTAAAATTGATTTTACAGCATGAGGAACAGTTCTGGGGTGGAGCCTAGGGATTGTGCATAT\nTAATCAAGTGCACTACTGAGCTACATCCTTGTTCTAAGGGTGACCTGAAAAAGCATGCCA\nTGTAATTATTTGTATTCTTAGCCAGGACAACCTCCTTTTTAGTGCCATAAGCAAGTAGAT\nAAATAAGACAGGGTTTTGTCCTGAGTTTTGTGATAGGTTTTACTTCACCATTGCAAGAGT\nGATGGAAAAAAGAGTTGTTTGTCATTGTTTTCCCACCAGAACACCCTATAATTTAGGTGT\nGTTGGCAAATCCATAATAACAAACCCATGTCTCAAATAAGTGCCAAGAATAACCAGTACT\nGCTTATCAGGAGTTCAGTGGTCAGAGTTTTCTAGTTGTTACTTTATGTTTCATTCTGATC\nTCAACTGTTGCTTATACATGTTTAAATTAGTTCATTGTCTGTGGTAAAGAAAGAAAGATG\nTTGTGGCTGTGAAAATGGGGGCTTTCAGGTGGTGCTGATGAGAATGGAAATAAGATCAAT\nCATTGTGAATAGCAAGCTGGCAAGCCACATACAATACAGAGAGCAATTCTATTCCTAAGT\nAATTACCAATGAGAGACTCTCACACCGTACAGAGGAAACTCACAAAGAGGTCTCTTGGAT\nTCTTTTGCCCATGTGTCTCCTCCCAGGACATAGTTAGTGAGCATGTGCAGTGTCTGATAT\nGATAAACAACAGGGGACACAGTAAGCAGGAATCTTTCTTCTGCAGAGTTTACAGTCTAGT\nGGAAGGAAATAGAAAATGAGCAAAATGAAAGGGAAAGATTCTCCCAAGTAAATTGTTGAT\nAAATGGTGTGAAGAAAAAGAAAAGAGAAGAACAGGAAGTCATAAGGAGAAGGTTAAAACT\nTTAAATACAGCATCCTGGGAAGATTCAACTGAACACATGGTCACAGTTATAGATTCAGGG\nTAGGATAGATGGCTCAGTAGATAAGAATGTACACTATTCTTTAAGAGGACCCAGGTTCTG\nTTCTCGGTGTCCATGTTGAGTGGCTCATAACCACACATAACTCCAGCTTTGGGAGAGTTC\nAACTCCTGGATTCCATGGGCATCTGCACTTATGTGCACATATCCACACACTTTACACATA\nATTAAAAAAATAGTAGAGTTACAGATTTGGCATGGAAACATATTTATTTCAGATTTTTAA\nCATGCAGTGAATTTTTGTCTTTATAAGTACATACCCTATGACACTTGGGGCATACAGTCC\nTATCAACTTCAGTGTCAAGTGAATGAAAAATCAAGTCATGGAACAGATTAAATCCATGCT\nGGGAAAATGGGTGGATATCTGAGAAAGTGGGAGGCAAGCATGGCAGGCAGAGTGGACAGC\nAAACACAAAGATGACTTACAAGAACTTGACTCTCAGAGAGAGAGAGAGAGAGAGGAGGAG\nGAGGAGGAGGAGGAAGAAGAAACCACAACCACACACACAAAGAACCTAAGCTCAGTTTAG\nCTGATGAAATCTATATATTAATGAAGTATTAATGAATCTCAAAAATATTTTGTTAAATGA\nATAAAAGATGGAGAGAGACAATATGTGTTGGCAGATGTTTTGAAAGGTTTATAAACTCAA\nAACATGTGTGCTATTTATGGCTGTATATTTATATGGTCAGAAGATAAAAATAGATTTGAT\nAAATACCATGTCAGGGGATGGTAAGATTATGGGGAGGGGGGTAGAAAGGAGGAGACTTCC\nTTCTCTTCTTTCTCTAAAGCCTAAGGCTATATATATATATATAGACATAGAAATTAAAGA\nAAAGGAGGTCAGGCATGGTGGTATGCACCTGGAATCCCACCAGTTGGGAGACTGAGGTAG\nGAGAACCCTGAGTTTGAAAACAGCTTGAGCCACATAGGGAGACACCCTTCCAAAAGAAAG\nGACAGAAGGAAGGAGGGAGGGGGGAGAGGGGAGAGGGGAGAGGGAGGGGGGAGAGGGGAG\nAGGGGAGGGGGAGGGGGAGGGGGAGGGGGAGAGGGAGAGGGAGAGGGAGAGGGAGAGACT\nGCGAACTTTAGGTGCTTTTTGTACTATAAGGAATTTGGCTCAGCACAGTGGGAAGTAGCC\nTCTGGCTGTGTGCTTGTGTGCTCTGCAATAACCCAGGTGACAGCTGCAGAGGAGGGTGCC\nTGTGGCTCCAAGAGGGAAGCTCTCTGTTCGAATTCTGAATGTCCACAGGTTTACCTGGAG\nGCACAGTCTAGGCAAGACCCCTCCCCTGGGCCGGTTCCTCCCCTGGCAGGTGCCTGTAAG\nTGTCAGAGAGTGTCTGGGCGGGGAATAGGGAAGAGCCCTCCAAGTGCTGAGAGCGTCTGA\nTGGCTTTCATTTTCTCTGCTCTGAATTCTAACCAGAAATGAAGACTGAAACTTAAAACAG\nTAAGTCCCGCTTCTGTTTTACGCTATGGACATTTCTGTTGTTAACCTGAACCTAGTTCTG\nCTGTCAAGGACACAATGGGGCTCCGTGGGGCTTCCGACTCTCTTGCTTGTTTGTTTAGTG\nACTTTGAACTACTGGAGTCATAGCCATTATTAGAAACCAGCAGGTCACAGATAGGTTTGT\nGTATGCTACTGCACTTTGGGAGTGAATGCTGAATGTAAATGTCGTTACACCCCTGACCCC\nCACTTGCTTGGAACCTGCAGAAAGATAACCTCATTCCCGGATTGTTGAACAAAGTCAGGG\nGTCACTTAAGTGGACTTGAGTTCTCTCCTAAGTTAGTCACAGACAGGCTGGACGAGGGTG\nCTATAGCAGGAAAGAACACAGCATACTCTTCAGAAAGAAGGGAATATAGGGCACAGTTAT\nTTAAGCCTCTGATATTTCCTTTGATTTATTTACAGGATTTAACTCACCGGGGTCTTGCTA\nATACCTAGAAGTGCTCACACATAGGGCGGAAGCGAAGCATTGGTAGCTACTGGGTAGATG\nCTAGGACACTGAATAAGAACAAAAACTGCCAGATTCCTGGCCCCCAAGTTGACTCACGCA\nTGTAAATAAGAGTACCAGGAGCAGATCTCTTATGAAATGAATGCTTTGTTCCAAAATCTC\nTATATACAGTATGCAGTGCAGCACTCATACAGCCTCCTGAGGGGGTGGAGGGGGTCTACA\nGCTCATCAGCAGAAGGGTATGAGACTAACAAAGAATTGGTCTCTGGCTCAAACTCGGCTT\nCTGTTACCACTACCTGTACTCCGAAGCCTTGGTTCTAGAACAATTGTTCTCAACCTCCCT\nAATGCTTCAATACCATTCCTCATGCTGTGGTGACCCCCTAACCGTAAAATTGTCTCCACT\nGCTACTTTATAACTTTACATTTGCTATTGTTGTGAGTTATAATATAAATATCTGTGTTTT\nCCAATGGTCTCAGGCAACCCCTATGAAAAGGTCATGACCCCCCCCCCAGGAGTCAAGACC\nCCCAGGTTGAGAACAGCTGGTCTAGCAAGTAGATTATGATACCAGCATCAGCTTGCTAAG\nCAAGGGAAGCCCTGCAGGAAGAGACACGGGATTCTGTCAAAAATCAAAACAAGCTATGAG\nCGATTGTCTTTCAAACCTCTAAGTGTACAGACAGAGTTCCCTGAGATGTACAGACTTCGA\nAATCTGGTTAATTTTGGTGTGTGATGCTTACTTTATTTGCAAGTTCCTTGATAATAAACA\nTTTATGTCAAAATTAATATACAGCAAAAATTATGCCATGCTACAATGAACTCAGAAGGTG\nTTGGCCAGCTTCATCTCAGCCGATCCATGTGTTAATTGGCTTTTTATTAGTACCACAAAA\nCACCTGACAGAAACAACAGGAAGAAAACTGATCTTGCCTCACAGTTTGAGAGATTTTAGC\nCACATAAGCCCCATCACCCGTAAGCTCTTGGTAAGGCAGAATCTTCTAGAGAAAAAGGAA\nTGGCACACTGAAGTCTTTCACCACATGGCAGCCAGGAGGAAAGGGCCTCCGTAAGATAGG\nTCCTTCCTGCTAGGACACCCACCCCAGTTGCCCACTTCCTCTTGCTGGGCCCCGCCTCCC\nAGCTTCTGACATTTCCCAAAAATATCACAAGTTTATGAATCCATCAGTGGACTGAGGTCC\nCAACCTCATGATCTAGTCTCTGCCTATTTTTCTTACAACTAAATCTTAAGACCTGAGCCT\nTCAGGGACAATCGTAACACTGTCATTGAATGTGTCACTGTCCATTCATGTGACAGTGACA\nGACTGACTTTAGGCTTAGGGTAAAGGACTTATTTTGGCTCATGCTTTCTGGAGGTCTCCA\nGCCATCATGGTAGGGAAGCTGTCGTGACAGGAATACCTCCGTCCCTGGTGGAGGGAGCCT\nGCAGCAACAGCTTGCTCTCATTGGGGCAATCCTGAAGAAAGCAGAGAAAGCAGGCAGCAA\nCCAGAAGCAAATATGATTTTCAAATGTTCAGCTCTAGTAACCTAGTTCTGCTGGCCAGAC\nTCCATCTCTTAAGGTTCCACAGCCTTCAGAATAGCACCACAAGCTAGATCTAGACTGAGC\nATTTAAATCAGGAGCCTCGGGGGAAATTTCAGATTCAAACCATAACAGTGAGGACCACCT\nCCAGGAATCTGCAGCACTTCCCCGAGGTGTAGGCTGGCTGTCATCCAGCTTTATCCTCAG\nGCTTCTGGCTTCCGGCTTCCTGCTTCCTGCTTCCCAACCGTTCCTAAGACCCCACCCCCA\nAACACCAGCGAGTGTCCTCACTGCACAGTTGTGGCTGACCCACGTCTCTCTTATAGACAC\nCAAGACACTGAAACAGCACCCGGGCATGGAGCATTCCTGGAGACTCTGAGATCAACCCAC\nCTCTTTGTAGGTGTGGGGTTTTGGCAAATTGCTAAATCTTTCAGAGCTTGGGTTTTTGGT\nTCTGAGCAGTGGGAAGTGATAATTCTCTGTGTGACTGCAGTGAAGATTCAGGTAAAGTGC\nACAGTGTGCCTCGGGCCACTTGTAAGTGGTAGATACCACCATAGCAGTGTTGGATGTCAC\nTCACAGTTAAGGCTATAACCACCTTCTAGCAACCTTTCTTTCTTCTTTCTTCTTTTGTTT\nCTCCCCCACCCACCTCATTCCTTCTGTGTTTCTCCCTTTAGAAATTTTTATCATAATTTA\nAAATTTTTTAAGTTCACACAAACATGTATTCTACATTGAACACATCCACTCCCCCATGTC\nCTGGCTCCCCCTTTTCTCACCTCCCTCTCAGTCCCTGCTGTCCCCTATGACAATCTCTCT\nTCTGTTTTCATGTCATAACTGCTGTATACGACTTTCTGTACCTATATAAAATCTAAGAAT\nCACAAGTGATAAGAAAATTGAAATATTTGTCATTCTGAGATGAGCTTGATCCACTTAGTG\nTGATTACCTCCAGTTGCATTTGTTTTTCTAAAAATGGCAAAATTTCTTTCTTCTTAATGG\nCTGAAAAGAATCCAGCGCATACATACACACCATTGCCTTGATCCATCCTCTGTTGGTGGA\nCACCTGCCTGGTTCCAAAGCTTAGCTCCTGTGAGCAGTACTGCAGAAGACGCTGATGTGC\nAGAGGTCTCTGTGCTGTGTTCATTCTGAGTCTTTTCAGTAGATGCCCAGGAGTGGTGGGG\nCTGGGCCAAACAGTAGATCTGGTTTTGTTGTGTTTTGTCAAATATCTTATGTCTAGTTGT\nTTGTGTATTATATGTGTGAGGGTGGGCTTTTGCCATGGTGTACATGCAGAGGTCAGAGGA\nCAACACTCAGGAAGAGATGCTTTCCTTCTTCTATGTGAGTGCCAAGGACCAAACTCAGAA\nAATCAGGCTTGGCAGCAAATGTCATTAACTGCTGAGACAGCTCATCACCCCGTTTGTCTA\nTCTGTCTGTCTGTCTACTTGTCTGTCTACCCATCCATCCATCCATCCACCCACCCATCAC\nCTATCTGTCTGTCTGTCTGTCTGTCTACTTGTCTGTCTGTCTACCCATCCATCCATCTGC\nCCACCCATCACCTGTCTGTCTGTCTATCTATCCATCTATCTGGGACTCCGCCACACTGAC\nTTCCGTAGTGCCTGGACCAATTTATATTTCAGCAGCTCTGTTTATGAGTGTTCCTTTTGC\nCCACAGCCTTTGCCAGCATTTGATGTTACTTATTTTCTTAACGACTGCCACTCCCACTGG\nGAAGAGATGAAATCTCAGCGTACTTTGGAATTGCATCTCTCTGATGACTAGTGAGGCTGA\nGCATGTGTCCATGGCTTTTGTCATATGTATGTCATCTGTTGAGAACTGTCTGCTCCTTTC\nATTGGCCCATTTACGGATTGCATTATGTGATCTCTTGTTGTTTGATTTTTTTATTTAGTT\nCTTTATATATTGTGGGTGTAAATCCTCTTTCAGATGCATAGCTAGCAAAGATTCCCCTCC\nCTCCCGAGGGAATTTTCTTTATAAAGAGCACAGAAGGTCTCCTTTGATGATTTATCCCCA\nGGGGACTTTCCTTGTCTCACTTCGAATTTCCTATTCCACTGAGAAGTCAACCTTTTTTTT\nAAATTTTAGAAATGGCCTGTAAAGACTTCCCAAAACACCAGTCAACAAATAATAATAGTA\nCATGCAAGAAAAGCTCAGATGTCCAAAACCAAGCAGTAAAGAATTCATAGTGCTAATGGG\nGGACTTGAAGATGTGTTTCAAAACAGAAGTGTACGTCCTCCATTAGGAAGGCTTTTTAAA\nAGATTCCTTTTTCTTTTCAATTCTGTGTATGTCTGGGTGTGGTTGTGTGCACATGCTTGC\nAGTGACCACAGATGCCAGCAGAGGGTATCAGACACCCTGGAGCTGGGGTTACCAGTGGTT\nGTTAGCCACCTGACCTGGGTGCTGAGAACCTGACTCCAGTCTCTGCAACAGCAGTATGCA\nTCCTTAAACGCTGAGCTGTCTGTCCAGCCCCAGGAAGAGTTTTTGTTGAGCCGCTACAAA\nGTCTATCCCAGGTACTCCTGAAAGAGATAGCACCTAGTGTCAGGCTTGTAGCTGCCCCAG\nTTCAGTTATGTTAAGTGGACCTACAACTTTTACAACACGAAGTTTCATGTAGACACAGGT\nCAAGACTATTTCCTGCCATCCCAGACAGCTCCCTCTCCCTCTCCCTCTCCCTCTCCCTCT\nCCCTCTCCCTCTCCCTCTCCCTCTCCCTCTCCCTCTCCCTCCCTCTCCCCATCTCATTAA\nCTGGATAGATTTAATTATAAAAATCTATTGGGTCTAATTATAAAAACAAAAACCTCAACC\nTTTGCCCCCGCCCCCTATAAAGCAATAAAACAAAATTAAACACACAATATACAAAGTAAC\nACAGTTTCATGACTCAGGATACAATATATTTCTTAAAATAAAAACAGAGCACTATGGAGA\nTTCCTACTTGCCACAAGACATTCCCAACAAAGAATAGAACTCAGATAGCCGAGAAGGTGC\nTTAAGGTTAAGAGGAGAGAGGGTGGAGAGCACAGAAAAGCGCTTCCAGGGGTGAGGAGGT\nTCTGGGTTGCCACTAAGGAGTGACTGGGCACCTGGACAGCACTGAGAGAAAGGGAAGATC\nTCTAGCCCGTGCTCACGCATACAATGTGATATAGAAAAGGAGGAAGTAACAGGGACCTCC\nACGGAGACGCATTTCCTGAGAGGTAGAGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG\nTGTGTGTGTGGTGCCCTCGTGAGTGTGAGATATGTATGTGGAGACCAGAAGTCAACATCA\nGATCTCTTCATCAATTGTTCTCAACTTTTTGTTTAGCTTGGCCAAGTTAATACATATAAA\nTACTGTCTCGAAAAAACCAATAAACAAATAAATACTGTACCTTGATCATATTCAACATAC\nATCACCACATCTCCCTCAGTATCCCCAATATTTCCACCTCCCCTACCCCCAAGCATCTCA\nATAGAGTTTGGTTGCCAGCCTAAGATTTGAGTTGATTAATACATCATCTGTGCAAACGTT\nAGAAGTTATAGCTAAGTAAGGGATACTTGCTGATAATCTCATCCACTCAGTTTCACAAAT\nGTCTTTGCCTTTGTTGCCTATTGTATGTAGCAAGGCATTCAATAACAAAATCAGTAAGTT\nCTACTTGACTGGGAGGTCACTAGAGCAGACACTAGAAGGAAGACATTTCCAAACATGTGG\nCCAATTAAAGGGACATAGCTGAGGGATAGTTCTGGCAGCAGACTGCCTTAGTTCAGTGAC\nATTGCTGTCAGCCTCTGTAAGACCGGGGGTAGCTGATCAAACCTCTACACATGATACATC\nCTATTACCTATAAGTGGTGGTAATAGTGGTGCCCATATCAAAGGGCTATTGAGACAGTTA\nAATGAGTTATTATATATAATGAGTTGTTATATTGAAAGCCCGTAATGAGCACCTGGCACT\nGGGCAAGCATTAACTATTCACATTAATATATATTTCAGAGGGAATAAACAGAGAGAATGG\nTCCTAAAAACCAAGCTTAGGTACTTGAGAACACTTTTAGTGGGAGTTAATTTCAGACCGT\nGGCACTTGCCACAATACAACTATTCCCTGGGGGCCAACCTTACACCAATTAGCTTGGGAT\nGCTTTGGTTGAGTCTTGTCTGTTTCTGGAAGACTTGCCTTGGATTTATATTGTCCTGGAT\nGGAGGCCACCTAATCCATGATTCCCAACCAGGAAAATACTAAGCAACTAATGTCACGAGA\nACAAAAATTTATAAAAACATAGCTATTGGGCTGAAGAGACAGTTCCGTTGACAAAGCGTT\nTGCCACGCTCGCATGCGGACCTGCATTCAGATCCCCAGCACCCAGGTAAAAAAACTGGGC\nATGGTAATATACATGTGTGCTCTTAACATGGGAGAGGGTTGAAGATACACACTTCAGGGC\nAGCCATTCTAGACAATTGCTTTGCCCCAGGTTCAATGAGAGACCCTGTCTCAAAAAAATG\nGTGTGTGTGTGTGTGTGTGTGTGTGTGATAGAGGAAGACACCCAACATAGTCAAACTCTA\nCACTCTACACAGACCTATGCTCTCTTGCTTGTACTAGTCTCTCTCGCTTTCTGTCTGTCT\nCTCTGTCTGTCTGTCTCTCTCTCTTTGTCTCTCTCTCTTTCACACACACACAGATATGTA\nCACATGCACCATACACACACATATAAAAACTTCACTATTATAAAATTACATCATCATTTT\nATAAACTAGTGAAATAAAACACAGCTGTTGGATGATTATGTCCTATGTACACCAGGGACC\nAGAATTCTAAGTACTTTATCCCAGGCTATAAGAGGAGGTAGAATTCTTTCTTTAATGATT\nCATTTCTTTCTTTTTATTTTATGTGCATTGGTTTTGCTTGCAGTTTTATTTGTGTGACAG\nTGTAGGATCCCCTGGAGCTGGAGTTACAGACAGTTGTGAGCTGCCGTATGGTTGCTGGGG\nATTGAACCTGGGTCCTCCAGAAGAGCAGTCAGCACTCTTAACTGCTGAGGCATCTCTCCA\nACACCAAGATGGAATTCTTAATGTTTTATACAAGTGACCCATAATTGCCTCTTCATTGCT\nTTTGAAATGAGGAGAAACAAGGACTGGGTAGGAAAATATAACAGGGTCCATATAAAACCT\nGCCCAGCATTTTACCCTGCTCCTGAGAGCTTTCTCTCCATCCTTACAACATGATAGAAAT\nATGAAAGTATGTTTGTTAGGAATAGAGAATATAAAACTGAAGTTTATCCCCCAAACAGTG\nCCAGCTGGGAAGCAAGTGGAAGCACAGCCACAGGGGGCAGATATGTAGAGAGTCTCCCAA\nAGCCATCGCTGCCTCCTATCTTAGTTAGCTTCTGCCCACACTTTGCAATGCAAAGAGGAG\nAAATCTGTGACCACATGCACTGTGTCTGATAGCATATTCAAGTACATTTAGAGGGGACTG\nCAACATTGAACAATAAGAGCTCCAAGTCTCTAAAAGGCGACTCTGGGTTCCAGTGCAGTG\nAACAAAGACACCAAGCAAGATCCTTAATGCTTTAAGACTCTCACTCTGCATCTCAGACTA\nGGAATGAACTCGTCTCCACTTCCAGGAATCTTGTGATGATTAGCAAATCTTTGCAATGTT\nCTTAGCACTAGTCTAGGTAGATTACAACTACCTTCTTCAGCTCTAACAGCAGTTACTAAC\nTTCAGTGGGAGAGGCAGGGGACATGGTCAATGACATCATGTGGGGGTCAGATGGAAACAG\nTTTTGGAGGATTGATTCTCCCCTTTCACCCCTGTTTTGAGGTAGTGCCTCTCTTACTGTT\nTCTTGCTGTGTAGAGTGTGCTGGTCTGTGGTCAGAATACCGGTCCTCTGATTTCTGCTTC\nCCACCTTGCTGTAGGAGTTCTGGATGACAGACACATGTCATTGCCACGTACAGCTTTTTA\nCGTGGGTTCATGGGACCTGAACTCAGGTCATCAGCTTTGCTTGGTGTTGCTATGAAGAAC\nCATGGCCAAGGCAGCTCTAGGAAAGAAAACGTTTCACTGGGGGCTTGATTACAGATTTAG\nAGTCCTGGTCCATTATCATCATGGCAAGGGACATGGTGGCATGCAAGGCATTGGAGCAGT\nAGTTGAGAGCTAATTTATAGGCCAAGGGAAGGAGGGAGGGAAAGGGGGGAGGGGGTGGGG\nGATGGGAGGAGAGGGGAGAGGGAAGGAGAGGGGAGAGGGAAGGGGAGGGGAGAGGGAAGG\nAGAAGGGAGAGGGGAGAGGGAGAGGAAGAGGGAGAGGGGACAGGGGATAGGGAGGGGGAG\nGGGGAGAGGGAGAGGATATGGGCTTCTTCAAACCGCAAAGCCCAACCCCCAGTGACACTT\nCCTCCAGCAAGGTCACACCTCCCGATCCTTCTCAAATAGTGCCACTTCCTGATGACTAGG\nCATTCAAACATTTGAACCGATGGGTCATGGGGGTGGGAGAGGTTGTTCTGCTATGCAGCT\nACGTTCTTCGGTCTCAGTGACAGAATGGCTTGTGTTTTATCAGGAGAGATCTCTGAGGTG\nTTTGTTTGTTTGTTTGTTTGTTTACTGTGATCTCCTAGTCAAGCTATAGTTCTCTGACAT\nAAGCTATCTACCTAACTAATGTGCACTTGTACACATTTCATTCACAAATGAGCAGTGTTT\nCAGATTATCCCCATTTTCTCTAATTACCATTTCAAAATATACCAAAGAAATATGTTTCAA\nTTGAGGTATACTCTGGGATCCCACAAGTGCTAAGTGGGAAGCAGATGTGGTTGTAAGAGT\nTCCAGAAGAGGCTACGCTCCATATATGGAACCCAGAAGAGGCCACTCTCAATGTGTGGAA\nCCCAAACCTGAATGATAACAAGGATCTAGCTACACAGTACATAGAATAGGCCTGGATTGT\nGACAGGGGACAGAAAAGTGAAGGAAAGCTCAGAGTGGTCCCAGTGCAGAAAGGAGACAGT\nGAAGATAAACGTGAGATGGACCTACAGGATAGTGGGAGGCAATGAGAAGCCACCACAGCC\nTCTAACAGAGCAGTGATATAACCCAAGTACCTTCTACCGTCTTGGCTGCTGGGTAACAAG\nGGGTTGAATGAGCACCTGGTATATATGGGGGCCCGGGAGACCGTTATGAAGGTGTGGAAT\nAGAGGGGTGGCTGGTACCCTGGTGGGATTGATGCTTCCAAAGGGTCAGGTTCCCAGACTC\nACCTGGATAAGCATAGTGTTTATGAGTAGGACCTGGAAAGATGCAGAGAAGTTATAGGAT\nCCAGTCTGACTTTTGGAAGAACTGCTCCAGCTTGTGTGGCTAATGTTTAAAAAGCAGGGG\nATGCGTGGCTCTTTCTTTACAACATCTACAGTCAGTGGTAACTCATTGCACGCCAGACAC\nAGTTAGAGGTCAGTCCCCCTCTCCCTTCCCCTCTCCCTCCCCCTCCCCCTCCCCCTCCCC\nCTCTGTGTCTGTCTGTCTGTCTATCTGCAAGGACCAAAGGCAACTTCAGGAGTCTTCCTT\nAATCATTCTTCACCACATTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTACAACTGT\nGCACTCACTGCACCACCACCTGGCTTTCTTCTCACTGGGAATCTGAACTCAGGTTTTAAA\nGTAGATCCCAAACTCAGAGCCAAATGCTTACATGATCAGCACCTTACCAGCTGAGCCATC\nTCCCCAAGCCACTCTCTAGGAACTTCTGAGTGGAATTCATTACTTTAGGCTAGGTGATCG\nATCCATGAATGTAAGGAAAGAAGAAAGGAGAGGGGATCCCCTGTCCCTGCTTGAGGCTTG\nGGGGTGAGTGTAAGGCCACCCCTGTCCAGGAACAAACCTGGAAGAGGATTTCCTGATGGA\nTGGGACTTCCCATGGCATTGCAATCTCAACAGCCAAGGTGACAAAGCAGCAGGGGTCTCA\nGCTAAGGACCTGAAGAGAGTGTGGAAAAGAAGTGTTACAGGATTGAACATCAGCTCAGCT\nTTGCAGTCAAAACAGGCTGGAACTGGAAATGGCCTACTTGCTTGCAACTCAGTATTTCCC\nTTAGCATGTGTGAGTTCAGTCCTCTGAACTATAAGAAATAAAGTGTGTGTGTGCCCATGT\nGTTTGCACGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGCCAAGAAATAAAGCTGCTT\nCTGACAGTACCAGCAGAGGAAAGGGGCCCCAGCCTCATTGTGAAAGAGTTGGGCTTTGTA\nTTTGTTTAGAACCATTTTTTTTCCAGAGCAAAAATCTGATTCAAACCCAGTTTCACATTC\nCTTCTTGATCATATCAGCATGAAATGAGACTGGTGGCCCTTAGTGCAGATCCTTAAACAC\nTCACCCATCAGCCACCCCAACAGTACTTGCAAAATATTTCTCTCCTGTTGGGTGTGAGAC\nCTCTGAACTGTCAGAGATTCTCACAGCAGTCCTTGGAAGAGAATCTAGAAGAAGGAAGAG\nACAATTGGATGTGAGCTAGAGCCTGTAGCTCAGAGATAGAGCTTTGGCCTAGCACCAACA\nATGCCTAGGTGTCACCCTCCACCTAAATGCAAGGATTTGTTTTCTTGATAAAAGTTTGTG\nAGTCTTCACTGCCGGGGTAGCCTGGCAATCATGGTGGTGAAGTGACTTCCCTTTTGCTAG\nGGTAAGATGAAACCTCACCTCCGACCTGGAGGGTTGATGGATGCATTTTGAAAACCAGAG\nATGGCCAGGTTTTGAACAGAGATTTAGACAAGTATTATTTTGCTAAGTGGATGCTTGTGC\nCCCGCTACTTTTATTTTATTTTATCAACTGTGTTTTGACAATTCATGGGGGATGGAAATG\nTGTCTAAAGCAATTTGAGCTCATCAGGCAGTAAACATTTAAACATACAATGTGAATTGAG\nTTATTGTTCTTGTGAGTTCTTTTCTTGCCTGTTTTTGAAAGGGAGCCCTGGCTGGTTCCC\nTTGCCTCCCCCAGGTCTCTTGCAATGGAGGTCTCCCTCTCCTAGGGACATAGTGAATCCT\nTGACAATAGCCCTATGACTGGGTTATCTTATAGCAACCTCCATTCTCCCGGAGTTAAGGG\nGAGATTAACATTCAAGACAATTGGACTAGATCGAGGGGGGATGGGGGGGGAGAGCTGCGC\nCTCCAGCCATCGGATCTGCATTCTCTGGCTCGCAGGGTAGGAGAGGGCTTGCGGCATGGG\nCTGGGGCTGGGTGGGTTTGGGTGTCTTGTAATGAAAAGGGGAGTCCTCCAGATCACAATC\nATCCTCCTTAGCATCTCCTTAAGCGCTTCAGATGAGCGCAGCCTCTCTGGTCTCCGAGCT\nAACTTTGCGTAGCTTGCGGGTGCGGCTAGGATCACTGGGAAAGAAGCCAGAAGCGGCTCA\nGGGGGGTGACTTGGGGTGTCCTTGGCCGGATTGGGCGCTAGGGAGGCAGAAGATCTCATT\nGTTGTCCTGGGATCCAGTGGCGAAAGGAGGCCCCTCCAGCGGGCCCGCGCTCAATCCCTG\nCTTCGCAAGCGATCGAGCGGCCACCCCGCCAGGCTCCGGTGCGCGGCACCATGCGGAGGA\nGCGGGCACCGCGGGCAACGGGTCTCCGCGCGGGAAAGGGGCGGGCTGGTGGCCGTGCGCC\nCTGGCGCTGGGCCAGGCTCGGCGTGAGCAGCGGCGCGAGCGGGCGATGGGCTGACGGAGC\nCCCGTGGCGGGCGCGGCGGGGACTGGGGTGGCGGCGGGGGCGGGGACGGGGACGGGCGCG\nCCAGCACCGGCGGGGCGGCTGTGGGCGCCTCGGAGGAGGCGGAGGCGGCGCCGGGCTCCC\nCAGGCCGCCTGGTAGGCCAAGGGCCTGCGCCCGGGACGAATGGGAAGCTGGTTTCCGTGG\nACTAGCCTCTTAGAATCCGAAGTTCCTCGGCTCCTTTAGAAGAGCACAAAAAATAAAAGG\nTAACGTGTCTTTGTTTCCTGGTCGCGGTGGCGGGGGAGCGATTGATGATGCTGTACTTCT\nGAACCCATTTTCGGGGCTGGGCTGGGCAGCAGGAACCTGCCACTTCTTTTCTGGGGGCTT\nGGGGGCTTTCATTTCGCGTCTGTTACATTTTTAAAATGCAAGCCCCACGTGGGGCAAATA\nCGATGCTACCTTCTACCAGCCCTTCCCCCTACACACACACACACACACACACACACACAC\nACAATCACACACACACACACGTTCCTTTGGCATCACAACCCACACTCTGAATTTCACATG\nGAGAAATAAAAGGTTTCTATAGTCTTAGCTGGTTGGGTTTTTAACCCCCACCCCCCCCCC\nGTATACAGTCCTTTGGGTGCCGGAGAAGGCTCTTCACAAGGTGGCCGGAGGCCGGGCAGC\nCTCAGCTGCGGGAGCCTGATGAGAGGAACCGGCTTTTCCTTTCCAGATGGCTGCAGAGTT\nTGATGCAGTGAAAATGGGAACTGGTGAGGGGAGAAGAGTAGGGAACCCCCGTTTGTACCC\nGCTTCTTTAAAAAAAGGCTAAATGAGGTGCGTTTGTACTGCAGGCAGCTGCCCAGATGTT\nGGTGTACATTGGGTTTTTAGGAAGGTCTCTCCAGCGCGGCTCTTTGAAAGGCGTGTGGGC\nTGCCTGTGTGTAACCAGTAACTCACTGCCTTTCTCTGGTCCCTTGCTTGTTAGCAGAGTA\nACTGCTCAGTCAATTCAGACAAATTTTGCTAAATTTCCAAGGGATGGCTGTTCTAATAAT\nAGCTCTAACCGTGGCTCCTTAATAGACATCCTCATTTTGAATGATGCAGCAGTGCCAGCT\nCTCTGGGAAGCGTAGCTTGCTGAGCGCTGAGCTCCAATGCCTGGAAAGGACTCCCTGACC\nCCACCATGAATGGACCAGGCGTTGCCTCCCCTATGAATGGAACATCCCAACAGAGGCCGC\nCTCTGCTGCTCCTGACTCCTTTCAGTTGGAATCCTCCCCGAACCTGATGAGAGGGATGCT\nCAGAAAACCTAGACAGGCACATTTCTAAATATAGGATGGTCCCTGTTCAGTTTTGGATTG\nATGGCTGCGTTTAACTGCAGGATGGTTCCACTGCCTCTACCCCCAACTCAGCATGGGCTA\nGCCTCAGCCTTTCCCTAAACCTTTTGATTGATGTGTGGGAAAGCACCAGTCCAAAAAAAA\nAAAAAAAAAAAAATCAAAAACCCAGGACAAACTGCAGAGTTCATGAAAGGCGGCACAGGC\nTCTGGGGAAAGTACCTTTAGAGCTGGCTGCAAATCTGCGTCCCTTAGACTTCATGAACCA\nGGATATGCATGCCTGCATCAAAACATGCAACAGAGTGCTGGGGCCTGGAGAACATTTCAT\nTGTTTGTTGTTTCTGGTCTTTCAATTGCATTAAACTCATTCATCGCTTTTGGCCCCTAAA\nAATCAGAGTCTCAGATCAGCAGGAAGTCTGGTTTTAGTGTCTTAAGTGTTACTTGACTCT\nCACAACCTTGAGTTCAGGAGACGGGCTAACTTGTACATTGTCTTCTGTAGACTAAGTGAT\nCCATTTTCTTGCCAGCGAAGTTTTCCCAAGCACAACAGGAATAATAATCCTGTGGCGATT\nAGATTGGACCGCATTTCATGCTTAGACGTCACAAAGCCTCTTCCATTTACTTTAATTGGA\nGGTAATATTTGGACATGGTTTGAAATGACGATGTAGGGTCTAGTAAAGGAACATAAAGTT\nGCCTCTAGAGAAGTTGCCAAGAAGTGAGGGCTAATGTGAGTAGAGATAATATTATATTTA\nTTTATTTTTAAGTTGAGTCTTTTTGGATTATGAGAGAATTGTTTCAATAGACAGGAGGAT\nTGGGTAAATTCTCCGCTCTCTTTTGTTTGAACCAACTATGAGCTGTCACCACTGTTGCTC\nTATTCTTTTAGTTTTTGTCCTGAACTAATTTGCTTAATAAGACTTCTTTTTATGGCCCTG\nGGCCTCGGTAATTTTAGACATCTTGACAAGTCCCCTGGTAGCCCAGCAGGTGGCTAGTGC\nCATTAGTATGATTTTGCCATTGGGGAAACTGAGTCCCCTTGAGGTTCAGCAAGTTTCTGG\nTTTCTTAATCCATGAGATTTGTATACCAGATGTGTACAGTAGTGATTTAATTGTCCCAGC\nAAAGTTAGAGCCCAAGGCCAAGATAAGAGATGAGGCATTGTCTGGGTCCTGGAGCTTTGG\nGAAAGCACGAAGAATGGTAGGTAGGCAAGTGTAGTCGAGGAGAATTCTCTTGAGTCAACC\nTTGGTCTGAGGGAGAGAAACGTTGCCATTGTTCTATGATAGGAAGTAGAAGACCTGAAAC\nTGTCAAGAAGTCTATTAAGGAGCTGGGCTGGGTGGCTTTTGTCTTTAGGTAATTGTGGGC\nTGGCCTCCCCAAAGACTGTGACTAATTTTGCTTTCTAATTGCTGAACTTGTGCTCACAGT\nGTTTATGCTAATGACCTCTTTTCCCAGATATCTCGAAAATCATATTCTTATCATTTACAA\nCTCTACACTTATCCTTATTGCATTTAAACTAATACTCACTGGGTGCCTGAGATCACGAAT\nTTACACTTTAAAGATTACAGCACAACAGTTTTGTTCCAGAGAAAATTCTAGTTTTGTAGG\nTTGAATTGAGACATACATATGTTAACAGTTAACTAGCTTAGCAAGTTATCTTAAAACATG\nCCGTACACAGCATCAGAAAGTCTGAGTTCATCACCAGCTTTTTAAGTCTCTCTGGCTCTC\nTTCTGTCTCTGCCTCTTTCTGTTCCCCTCCTCCTCCCCCTTCCTCCCTTTAGTATTAGGC\nATTAAACCCAGACATCTTGCATGCTCGATCACACAGTCGTAGGAATTCTAGGGAACTTAG\nCTACAGAAACCTAGCCCCTTTAACTTTTTTATCTAGAAGTAAGGTCTTACCAAGTGGCTG\nGAGCTGCTTTAAACCCTCTGTTTAAGGCAGGCAGGCAGACCTTGAACTTGTGGTCCTCCT\nGCGTCGTCTACCAGAGTAGCAGGGATTGTAGGCATTCACCACTAGCCCTGAATAATCCTT\nTTCTTTCCTCATTCTTCAGTTCTTTCTCTCGGTTTCTTCCTTTCTTCTTACTATTATCAG\nATATGTTAGTAAAACTTGTTCTAGAAACCCCTGCTTTGTGTCTCTTGAGAACTTTCCTAG\nCATCTCAATTGGAGGTGACGTCTGGGGCCTTATAGAAGGGCCTATTCAGCCTATATCCTA\nGACACTATTCTGTTTGTACTGAAGGAAAAAGAGGGACTGGCTTCCCTACCTTGCCAGGCT\nTGTAGACAACTCGGGCCTATATTGCCTGTGATATCCCTAAGGTTCTCCTCCTGGATCCAT\nCCATCTCTACCTTGCTCATGTCTGGTCCTGTGCTGTGTAATACTCTCTAGAGGTATAATA\nAAAAGGAACAAAAGGAGATTCTGGATATCTCTGTAAAGAGAGGCCTGCAGCATGAACAAC\nGAGGGGAGGAACCAACTGTAGAATGTTCTAGAAACCTCTCTACCCTGGGCAACATCTTAG\nAGTCGTGGGAACCTGGAGAAAGGGGTTCCTAAAATCCAGCTTGCTGGGGAAGGGAGCGAT\nTTGAGTGTTACTCCAGCATTCATTTAGAAGAAAGCACATTGAGAATGTTGTCCACTTCTG\nGTTTTGTCTTCCCCAGAATAGCTCTCTTTAAGAACACCAGTTAAGAACTGGTGCAGTAGT\nGTCTGTGGGAGCTGTGGGCTGCAGCATCAGTATTCCACAGGAAGGCCAGGTAACTCCACT\nGCTTGTTTGGACAGAATCAATGAGAACACAGCTGGTGATGCCACTCTTTCCAGCAACTGA\nATTCGCCAATTCTCTCCTTGGCCACCCCTTACTCCATCCCTAGGCTGAGCATATCTTTTA\nCAAGCCTGCTCTTAAAGGGAGCCAGGTCCACTACCAGAAACATTGTTCTAGACCTACCGA\nTATAGGTCATCTTTTACAGAAAATGAGCAGAACTGATGTTCAGTGATTATCAAATTCCAT\nGATGCTTATTCTAGACGCCAGTGGCTATATGTCTTCTTTCTGATTCTTAAGGGTATTGGT\nAAAAACTGGGTACCCCACTCTCTGAAGAAATCCTTACCTTGAAAATAGAAATTCCTGCTT\nAAGGATTCAAGCTACGGTTGATGATGGGTCACAGGGTTATGGGACCTGAGTTACCAATGG\nCCTTATTACTACCAAATAGTCCAACAAAAAAACAGATGAGCTGGTGGTCTCAGTTTGAAC\nTGCATGTGTAATCTCCCCACAGTCATGGAAGCTGGCTCTATGTCAGAGCCATCGGGCATA\nGGATCTCACTGGAGGGAAGTGTCATTTCTCTCCTAGGCAGCATTTTTTGGATTTTTATTG\nAAAGTGGTATTCCAGGTGTTCATGATATAAGAGGAGCAAAAATTTGTTGTCCACAGTCAG\nAAGCATTGGCAGGTATACTATAGCCTCTGGCTTTAACTCTGAGCACATCTGCATGTTCCT\nTCTTGTGCCTGTTTTCATATGTATTTGCCAGTGCATGGTTCTTGCATACTTGGGGAGGGA\nGGGTAGGTGTGGGCACTGATACATGCACATGTGTGGGCCAGAAGACATCCTCTCACCATT\nTCTCAGGATCCATTCACTTTCTTTTGGATAAGATGTATCTTAGTGTTCTTGAATCTTTAG\nGTAGGCTAAGGTAGCCTGGTCAGTGAGCCTCAGGGTCCTTCCACGTCTCTGTCTTTCTGG\nCCCTGGGAATACAAGGGCATGCTTTTTTTTTTTTTTTTTAAATGCAGACTCTGGGACTTG\nAACTCAGGTCCGTTACCAAACAGGACTGGCCTCTCCTGCATACTTTTGTCCATTTAACAT\nTGAGTACATATGACCCACTGCTGCTGATGGGAACTTTATAGGGTCTTGAACAAGCAGAGC\nATGAAGCCATGCTCCAACATTGATCTACAGAGGCCTCATTAGAGATGACGTCACGACCAG\nGAGTCATTATTATGGTGCAATATACTAAGCCTTCAAACAATAAGTTTTTGTTTTTGGAAC\nAGGGTCTCATTCTGTAGTCCAGATTGGCCTTGGACTTGCTATGTAGCCTGCAGTGACCTC\nAAACTCATAACCCCCCTGTCTCAGCTTCCCAAATGCTAGGCTTACAGGCAAGAGCCATGA\nCACTTTGTTTTGAGCAATAATTTCCCACTTGAATCAGCTAACATTTCCCCTATAACTTCA\nTGCCTGCTCCCCACCATTTCCACCAGAATTTGCCTGATCTGTCGATGTCCTTGCCTTTCT\nTTGTCCCTATTGAATGAGCAGTGCATGAAAAAAAAAAAATGATGTGTAATGGGGAGTTAG\nATTGATGCTGTATGGCGGCAAATGGAAATCAGAATGGGAGCGTCTCCAGGCTGTGCCATT\nCATAATCGTAAAACACACAATTAACGCTCTCCCCACATGCCTGTAAAGAGACGAATCCAA\nACTAGGGACCCAAAGAGTGCAGAGCCATCTGGATCTGAGTGACACACCTACACAAGCTGG\nGTAACTCAGGGCTGGCTTGCTCACTTCCTGGCTGCCTCTGACCACCCTCCAGTAAATATC\nCAATATTTATTTCTGTGTTGCTCAGAGAGAGAAAGCAGAGAGGGGGGAGGTGGTGAGGAC\nACGAAGCAGACTCAGAGCTGAGCACAATGTGAGGCAGTGTTCTGCCTTCTCAATCCCCCT\nTTATTGGGTCCGTTGAGTGTTTGGTAACAGAAGAACTATAGAGTGACCAGTGGCACAGAT\nGTAGCCTGCAAGACTTGGCAAGAGTGTGGAGACATGTGCAGAAGGTGACAGACGATGTTA\nAGAGCCACAGCTATGACTGTGAGGGCCTCAGGGTGCACCCAGAGCTCAGGGCAGCCTGCA\nCAATATATCTGCATGTGATTGAACCATTGAACATTTTGGGGAGAGAGCATTATAGCAATG\nAAAGAACTGTAGAGATCACTTTTATCAGTGAGAAGATATTCACATTGAGGAGCCTTGCCT\nACTGGACCAAGGCAAACATCCCTGCCTTGTGGCAGGTATTTACACGATGCATCAGAGTGT\nGACAAACACAGTGTACACTGTGGCATCTTCTCTGGGTTTGTTATCTAGCCAGGTCTTCCA\nCCTTCTGACTGTAAGACCTGTAGTGAGCTCCCAAATCTCTCTTAGCTTTAGCTTCAGTAA\nGCGAAGTCACATTCAGAGGCTTGCATGAGAGAACAGCTACGAAGCACCTGAGATGCAAAA\nGGTGTGCAAGGTGTTTAGCAAAAGACACGAGGGGTCCATGAGGTGGGTCAGTGGGTAGAG\nGTGCTTGCCATCAATCGTGATAGCCTGAGTTCCATCTCTGGGGCACAAACTGGAAGAGAG\nCACTAGCTTCCAGGAGACTGCTGACCCTCACATACATGCAGAGTGTGTGGCTCTCCCCAC\nATGCATGGATGGATGGATGAATAGATAGATGGATGGGTAGATAGATAGACAGAATGTTAA\nTTTTTTTCAATAAGAAATTTTGTCTCTGATCTGCTCTTCTGACATTGGAAGGATCAACAA\nTACTAACTCTGCAGAGATTTAGAACATGTTAGGGGTCTAAGAAGAAATGTAGACATAAAA\nTAAGTCATACATTTTCCCTTATAATGCTGAAATGTCATAGAAAGGAGGACAGTGGGGACA\nAACATTAGCTGACATATTTGTAAAAGTCACCCCAGCCTTTCAGAGAGAGCTCGTGCAGGA\nAAACACATGACCCTAGCCATCATCATTACTGGAAACAGGGAAACGTTTATTTTAAAAAAA\nAGGTAGTTAATGGGAATGGGGGTGCCCAGTGATGTAATGGGGGCGTGAGGGAAAATAACC\nGGGAGATAATGAGAAAGCCTGAGGCTGTGTCTGGGTCTCAGTACATTAAGAGGCATTAAA\nATAGAGGAAGAAGGAAGGAAGAGAGGAAAGATGATTTGGGCTTTGTGCTAGTGGGTTGCA\nGCCCCTTACCTTTCTAAAATAATTCTCCAGTTCTCAAAAATGATCAGAAAACTCACAGGC\nCTTCTAGAGTAGGTAAAATTGAAACTGATGAAGATCATATTGTCTAGTAATGTTAACTGC\nTACTTAGCATCGAAAGGGAAAGGGAAAACTCCTGTTACGGGCTTCAGATGAATCAGCAGG\nTGAGGGCCCTTCGTGTCCAAAGTCCAGAGTTTGATCCTCAGGACTCAAAGGTGGTAGAAA\nAAGAGAACTGACTCCCCTACGTTGTCCCCTGACCCCCGCATAGCACAAGCGTACCCACAT\nTCATAATAAGCAAACAAAGAACTAAACAGGCACTTGAACAGTTAATAAACCTTTAATAAT\nTAATGTACTGCATTAATAGTAGAAACCGTATTACAACCTGAAAATGCAGGATGCTTTTTT\nGGAGCCCCACCCCCAAATTGCCTCAATCACCCAATCACACTGAAGATCCCAGGATAGTAT\nCCCTGCAAAATGAGAAATTAATATGCCAACTTACCTAGATGATCTGCATACTTGGCCAGT\nAAAATGAATCACAAGCAATGCCAGGCTTCCTGGTGACGGACTGACTAGATGCATAGACTA\nAAAGTGTTAACATGCATAAACAGAAAGTATTTATAGAACATTCTATCTTCTTGCTTCCAA\nGACTAGGCTATATTTGAGGGATAACCTATGGCTATCTTTTTGCCTAGACAGGGTGGAACA\nTGTCTGTTATTTCACAGAGAAATTATAAGCTGGTATTTGTGTGTGGTTCCTTCCTTTCTT\nTATTGTGGAAAACATGGTTTTTGTAGTCCGCAACAATTTGGTTTGTGTCCCTTCCCGTTC\nCCAAGGCTGTAGCTTAGTCAATAGAGATTCCAAACTCTTTTAATGCTGAGTTCTACAACT\nTCCAACTTGGAAAGATAGCCAACTATTCAGAGAATAATACCCAAAACACAGTCCTTTGTT\nTCTTCTGTAGCTAGAGTGTTTTTGTCTTGCCAGTAGAAATGACCACACTCCAAGAGGAGG\nAGCAAACACTCAGCGGGAAGATTCTGAACTGTAGGCTTTGCATGGCCATGGTTTGGGTTT\nTATACTGAGGAAAATGGCTGCATGCTAGTGCATAGGAAAGGAGGGATGAAGCGCCCAGGG\nTCCTGTGGTCTGCAGGGTTAGCTGGAAGGTGAAGATGCCAATTGCCAGGCCAGTGTCTCC\nTGCCTTCTCCTCTGATCCTCTTACATGGGGTCACCTGTCTGTCACACCAGCTTCGTCATG\nGCTGCTTCTCGGTCCTGTCCATTTCTCCATGTTCTTTTCCGAACCCTCAGATGATGTCCC\nAGAGTTCAAAAGATCTCTGCTGCCTTTCTCTTTGTTACTGGGAGCGCCACCTGTGGTTTT\nCTAATCACTCCTCTTCCTCTTCCTCGTGAGGCTTTAAAATCATTGTCCTGTGAGGGCTGA\nCTCACCAGTCTGCCTCCCCACTTCCTTTCAGTTGCAGAGTCTCAGCTCCCCCTGCATTGA\nGCTTCTTAGGATTACTGTTTCCAAAACCAGATCTACCATTTGTCAGTCTCTTCAAGCAAG\nGTGTCTGCTCCCACAATCTTGTCTCAGGATCTCCCCTCTCCTGAGTCATTATAAAACCAC\nTACAATATATCCATTCACCACTCTCTGGCCCCAGCTCCACTCATAAACACTCGCGAGCGC\nACCCTCTCCTCTGTTCCTTGTCCCCTTCCTCATCTGTGTTCCCTGTAGACCAAACTCCTC\nAGCATAAAACAAAAGGCCCTTCACATACTCCGGCAGCTTATTATTTCTTAAACTTCCTTT\nCTTCCATTGTCTTACACACACACACACACACACACACACACACACACACACACACACACA\nCACAGAGTCTTTCCTCTGACCTTGGACTTAATCCTGTGGCTGAAACATATTGTTCATTCT\nTTGGCTGGAGCCTTCAGTAGTACCTCCTGACCCTCTAGGTCACAGCTTTTTGTTGTGTAC\nAGATGTTTGTGTGTACAGATGTGTGTGTGTAAAGGTGTGTGTGTGCACATATACAGATGC\nATGTGCACATGTAAGCACATGCATACGGAGACCCAACACAGACCCAACGCATTTTAGTAG\nGGTGTTAGTAAGAACACACTTGTCCTGGAGGAGCTTGTAGCTAAAGAAGAGGCAAGCAAT\nAAACATAATCGATGAATAAATTATTAGGATGCTGAGGGTGGAAATTGCCATGGAGATGAA\nTAAAGCAGTTGGAGGGAAATGGGAAGAAGGCATCACTTTATTTCACCCTTTGTGTAGTGT\nCCATCTGTGGATATGTGGATATGCACACATTGTGTGTGTCGGGAGGGGCTGTGCATTGCA\nTGCATGTGCGTGTTTGCATGGACACCTGAGGTCAGCATCAAGTGTCTTCCTCTGTCATCA\nTTTTCCATCTCTTACTGAACCTAGAGTTCATCAGTTTGGCTAGGCTGAACGCCTAATGGA\nCACATCACTGCTTCTGAGGACTGTTTCATGTGTGCTGGGTTCTGGATTTGCATGGCAAAT\nATTTTACCAACTGAGCCATCTTCCACATCCTTACATTGCAGTTAACACAAAGAGTCAGGG\nCTGGAAAGTGGTAGAGCTCTTCCCTCGCCTGGTGAGGCCCCAGGATAAATGGAGGCAGAA\nGTGTGACTTCAGGGAACAGCAAGAGACTGAGGGTGGCCGAGGAGAACAGATGGACAGTGG\nAGGTCACATGGGCGTGGATAGGACCCACGCTGAAGAGCAAGGCAGAATGTGGGGGGCGGG\nGGGCCTGTCCCACCGAGAGGCTGCATGGGACTGGTTTGGGTGTTTCTAGGGTAAGTCTGC\nAGGGGTGGAAGTGAGTGCAAGTGTGCAGCCAGATGGCTGTTACAGAAACTGAGTGAGTGA\nGACCACACTCTGGGTGGCATCACCACTGGGCAACACAGGATTTTCCAGCAGGCTACCTGT\nGGGATTCGAAGATAAAAGTGAGTCCAAGATTTGGGAGCAAAAACCAGATGTGGATGATGG\nAGTTGCCCATATCTGTGAGGAAAGACTTGGTACAGCGGGGCCTTAGACCCTGGATTCCTC\nTTGGGATCTGCAACGCTTATGTCATTTAACAGAGTGGATATGTTGAGGGAGTGGTGTTAT\nGTGTGATTTTATCTGGGGTTTATCCATGTTTAGACAATGTTAAAGCATCAGGTGGTACAC\nATCTGTATTTGAAAGATCATGTTTCAAGGCCCAACTGGGCTACATTAAACAAAGTCTTGT\nCTAAAGAAGAAGAAAGGGGTCTACACTATATAGCTCAACGGCCCAATTCTCCTGAATCTG\nACTGTGTTTGGGGGAAAGCATATTATTTGAAAAGCAAGTTAATTTTCCAAAGGACATAAC\nACTCTTTTGAGATGTGTTATTGCATACACTAAGCCTCACCTGTGTGATGGTCTTCTTTTT\nTTTTTTTTTTTTGGCATGCAAAAGGCCTATCTCTTAACTCCCAAGTCTTCTGGATCTGTT\nGACATATTATCATTATCATTATTATTATGTTGACTTCTATTGTGCAAATTTAATGTACAA\nATGTAAACTATACTGTTGGACGTTTGGGCACATCATCTTTTTCTTCAGAGACAAGGTTGC\nACCGTGAGGTACAGGCTGAATTTGAACTCTTTGTGGAAAGTTTGGCATGTATCTGTGCCC\nATGAAACCATCACCCCATCAAGATTGGGGCCAGGGAGATTGCTCAGATGATAAAGGCGCT\nTGCTTCCAAGCCTGGCAAGCTGGGTTTGATTCTGGAATTCCTGAAGTGGAAGGAAGAACC\nTAAGTCACGCAAGATGCCCCCAGCCATCCATGAATGCTTCATGGCATGTGCATGTATAAC\nCGACACACACACATGCACACACACACACACACACGCACGCACACACACACACACGGGGGG\nGGGGGGCTGAAAAATCAGCTTCATATTTCTAATCTAATTTTTAAATTTTCTCTTTTTATT\nTCTTACCTTCTCTTGTCTCCTCTCGCCCTTCTGGCTGTTCCCCTTAATCTGTCATCTTAG\nTTGAGAATCTTTTGTGTTTTAAGTTCTGTGCTAGGCACTAGGAAATATGTGAAACTGAAG\nTCACTATCCTGCCACCCATGTTTGTCCTGGCTGAAAATTCTGGCCCTCCTGATATCACTG\nACAAATTCCAGCCTCTTTTCCAGGTCGTTTTCAAGAACAGAGTGTTTGGATATCCAAACC\nCTCTGAGTGGCATGCATGGTAAACTCTTTTAAATCAAAACGCAGCAAAAGATCAGAAACC\nTTGTCATAAATTAAACAGTTCTGATCTGGGGGAAACCTCATCTTTTGTCTCTCCTTGCAC\nAGAAAGAGCCCAAACAGTAGGGTAACTCTCAGCCTCTTTTTCTACAAGGCATCAACATCA\nTAATTACCTCCTGCGGGAAGCTTTTAGAAACTGTTCAGTGTCCAATTAGAATTTTTGATT\nTGAATAACAGATACAATATAATGTCTGTATTTCTGTAACTGTACCCTAATGCTATGCTCC\nCTGCACAGTTTAAGCACTCCCGTTTGATGGGACTATAGCTGTTGAAGACTCTGCTTTGTT\nTCCAGCAACAGCAGTCCCACCTGGAGCCTGCAGATCTTCTAGTGAGAACCAGTCTCTCTC\nTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTC\nCCAGCCTGATTCATTATTCCCACTGCTAAATGACTTTGAGTAACGGTAGGATATCTCTGG\nAACTTTCATCTCTCTAGAGCTGCTGAGACCCAGTCAGGAGCCCAGACGCAGGTCTGGTGT\nAGGGTGCTGCACAGGGCAGGCAGCCAGCAAGGAAACCTCCCTGAAGATGAATGGAGGAGG\nAAATCTGCCAGCACAGCTCAGTGAAAGCAAGAAGCCCCTGCCAATGGCATTCTAGTGGAA\nTCCATTCCAAAGAACTCAGTTATGTAAACACCCAAGCGGCAGGCTCTGGTCCAGATGGAC\nTGCCCTGTACAGATGTCAGAGTAGCTGTCAAAACTCCTTTTGATGTAAGCACAATGCCTT\nCCCAAATTCTCATTGTACTTTTTATTGGGGGCTGGCTTTCTAACTTCTAGAGTTGGAGCC\nCTGGGAACCCCCTCTAGGAGGGGTGCTTCGGGGTTCTGGAACACTGGAAACTTAACCCAA\nAGTTAAGTATTGCTCAGGTTACCCATGCAGGTAGTGTGCTTCATCCCCAAGCTCTCAGAT\nGCCCTGCACGGAGCCTCCTGAGATAGGTCTGGCTGAGGTGTCATATGCCTGCCTCTAGAG\nTGGGTTCTGCCAGCGCAGGTGGCCTGGTGGCTCATGGCAAGCCCTTGACATTTTTTTTAA\nGAGCCACTAAGGCCCCGATGTGGAATTTACAAAGCTTACAGCTGTTCTAGAATCTTGTTT\nCCCGCCGCCGCCCTTGAGTCGGGACACGGCGGGTATAGTATATAAAGAAGGCCGCTGCAG\nGAAGAAAAGCCTCTCCAAACCATCTTACCCACATTGCAAGCTGTGCCACCGGCCATGAAT\nGGCAGCCAGTGCTAATGTCCAATGTTAGATACTGTTCTCACTGGTGCCATGGGACACCTG\nGCATGGACAGCTGAAGGGAATATCAGGAAGTGCAGTCTATCATGGCAGCCCCGTAATGTC\nTATGGCCAGATGGCTTTTTCTCTTTGTGTGGACCAGGACACAGAGAGCTCAGCAGGACGT\nGGACAAGGCTATAGCCACCCCGACCCTGGCCCACTCATTTGAGCCACTTACTCTAGCTAG\nGTCCCACTCCCTAAAGGCGCCACAACCCACCGAGTCAGCACACAAGCTGGGAACCAATTA\nTTCAAAGACAGGGGCTGTGAGAGGTGTTTTATATGCAGATCTTAACATGAAGTCCTGTGG\nGCTTCGAAGAGTCCGTGTGTTCTCAAACCTGAGTTCAAGGATCCATTTCCTTAGAAAAGG\nAAAATTCAAATCTATCTCAATGAATGCAGGTTCCATCCTATAAATCCTCTTCTGCCAGTT\nGCCATTGTATCAACATAAAAAGATATGTACAATTTAAATATATTTATAACTGTTATGCAA\nAAATATGTACTGAGTACCTATCTATAATGGCAGTTATATTTTATTACAGGCACACACATG\nCTGTCATCTAAATGTCAATAAAATATTTACAATACAACCATGAAAACCTGTTGTTTTATG\nAGATCCACAGTTGTAAATAGTGCAGTACAATAAAACCAAAATAACAATATAGCCAAATGT\nAAGTTTACGTGTAAGCAAAAAATGAATGATTGGCTTAGATATTGGAGTACAGTCCTATGA\nCCAGAAAAGATGTCATTAGGAATTTTGGCTATCGAACACAGGAATACTGCACTCAGACAT\nCAGCAATACTTGTTCAACACATAAGTAAAACAATGAAACAGCTTTTTTTAAAAAAAAGAT\nTTATTTATTTTATTTATATAAGTACACTGTCCCTGTCTTCAGTCACACCAGAAGAGGAGG\nGCATCCGATCCCATTACAGATCGTTGGGCCACCATGTAGTTGCTGAGAATTGAACTCAGG\nACCTCCAGAAGAGCGTTCAGTGCTCTTAACCACTGAGCCATCTCTCCAGCCCCAATGAAA\nTAGCTTTTAAAATGTTTATTTGTTTGTTTGTTCATTCATTCTCCATTCATTCACTTTTAA\nCCCTGTAGACTAACTAAGGGCTCTTGGCATGCTAAACAGGTGTTCTAGTACCTAGCCTTA\nTTCCCGGTCTCATTATTTTATTTTTTATTTTGTGAGATAGGGTCTTAGGTAGCCTAGGCT\nAGCCTTGAACTCACTGTGATGGCCTTCCACTTCTGATTAGTCTGTGTCCACTTTTCAGGA\nGCCAGGGTTGCAAGTACGGACCACCATGGCCAGAGCATGCAGTCCTGTGGTCATATATAT\nGTTAGGCGAGCACTCTGCTAAGTCCCCACAACATTACACAGGAAAGGGGAAGATGTGTGT\nTCATGCTTGTTAGTTTCGTGTACCATTTTCTGAAAGTCTTCTTGCACAGAAAATCAATGC\nTATGTCTCACCCAACTGGATGTAGCATTGTTACAGGAAAATGGATTCATATATCACCTAC\nTAAAATGAACACATTTTCTTGAAACACTTGCTCATTCCTGTGCACAAATGCTCACGTCTT\nGTCCATCACAGCTTATCAGAGAGGAGGGAGGCTGACGCAGAGCCCTTCTGTGTCACCTTC\nCCTGGGCTTAGCGGGCCGTTCTACAACCTTCCTGCCTCTGTCTCTCCTGGTCACTTGTGA\nCCACAGCATAACCCATTCCATTTTGAACAATGATGTCTGTTTATCGAATTGTCCTTTAAT\nGAATCTGAATGTATCTTCTGGGACTTCTACCCACTGATTGTATGTTTTGCCTACCAAAGA\nAACAGTTCTCCCTTCTCTTTCTGCATATCAAGTTAGGAATCTCTCTCCTTCTGTGCTGAG\nGACAGCTCTTCTGCATGTCTGTTTCCCGCCTGCAGTGGACAGAGGCTCCCTGTGAGTGCA\nGGAATGCAGCATAGGAATACGGTAGATTACATGGTCATCCTACCTAAACCCTGATGCTTT\nCTAAACATTCTTTCCCAACAGTCCTTGGAAGGGTTAGTCTCGGGATCTGTTACCTTTTCT\nTAGCTACCGCAAATTTCTTTTCTTTTTCTTTTTGTTTCTTTTTTTTTCTTTAATAAAATA\nTCAAACCCAGAATTAGACACAGATTCAAGAAATGCTTTGACTATAGTGGAGTGCAAAATG\nCCTTCTAATTTCCTTATTCCAGATGTACTGCTTTTGGCCCCAAACCAGAAACAAAACAAA\nACAAAACAAAACAAAAACCAAAAAGCAAAAACTAAAACAAAACAAAAAACACCACCAACA\nACCACAACCCTTCCCCAAACAAACAAACAAACAAACAAAACCAAAAAATGAACCAAAAAA\nCCCCACATGAATCCCAACTTCTACATTCTAAAGCTACCACCCGGTCCTCTTTGGTATCTT\nCACATTTGACGAGCCTGTCTCCTGTATTTCTCTACGGATTGCTGAGGAGAAACACGGATG\nAAGACAGGCAGCCTATGGTTCAGTATCACTTTACCCTTTTCCAAGTGCATCTTTGTGATC\nAGAGGCTGGGCCTCAAGTGTTTGCTAGTTGGATCCCGCCCTTTCCCAGACTCTCCTCGCT\nTCTACACCTCGTAAGACAAACTTGATTTTGAGAGAGAGTTCTGGGTTTCCTTGCAGTTTT\nGTGAGTACTTTAGCCATCCTCACATCCTCCGCTCCTGGCTGTAGCTCCCACTGCTCTCCC\nCTTGACCACGCTCATCCTCCAGCTCCATGCATGGCAGATGTTTCCATAGTGTCCATATTC\nTCTTCCATTCTAGGCTTCCTAACATCATGCTGCCTCTGACAGAATTCTGGTTCTGTGGCT\nACTACTTACTCCCTGACCCCTACCCCTACAACAATCCCAACCAGAATGTTACCCTAACTA\nCAGTCACAACCCCAACACCATCCCCTAACCCTATTTCATCCCTGCCCCAACACCAAATCA\nTATTTCTAATGTAATCAAATCATAATCTGGCCACCAGGTTACTGATCAAATTCACTCGAT\nGTGAATTAGGCTCTCTGAGTTGACTAATCTTCCTCGTTTGCTTGACTGAATTTGGAATCA\nGGTATATTTCTGGATGTGTTTCCAGAGAGGTTGAACTGAGAGACAAAACTCACTCTTGAC\nCATTGGGCCACCATCTCATGGCTAGGGTCCTGGACTGAATAAAAAGAGAGAGAGAGAAAA\nAAAAAAATAAAAGCAGCTGAGTACCAGAATCCTTTGCTCTCTGCGACCGACCTGTCAAGT\nTGTGAACGAGCTCCTGTACTCCAGCCACCTGGGAGTCACACCTGCAGCCATGCCTTCCTT\nGTTGGGATGGAGTGTACCTCCAACCCTGAGCCCAAATGCGCCCTTCCTTAGGTTGCTTTT\nGTCAGGCACCTTGCATAGGAGAGCTTACACTATCCCCCCCACCTCACCCAAAACACCTCC\nCCTATTGTCATGGTGAGTGCTCTGTAATTGCCTGTTAATTTGGCATTTTCTTCTCTTAAG\nGAAAAAAATTGCATTTGTCAGTTATGGAGCAAATGACATACCTGGCCCATACTACATATA\nCCATAAGCACTAAGTGAACTCCCACCATGGTAAACATTGTTGCCTACGACCCCTCAACTC\nCATTTCTCTTATTCCAATACATTTCTAGAAAAGGGATGAAGGAGTTGGAGGAGACAACCC\nTTTCAGCGTTGCTGTTCTCCTTTTATGTCATGGAGACTGTTAGTGGCCTTTTCATTAAGC\nTGTAACGATCTGCTAACTAACAGATTTTATCTTGAGAATGTTGAACTCTCATTCTTACCT\nATTCAATTGCTTTTATTTCTTTTTTCTTTTTTCTTGTTTTTTTTATGCTCATGAGTATTT\nTGCCTACATGTATGTATGTGTGCTGTATGGATGCCTGCTTCCCACAGAGATCAGCAGAAG\nAGGGCACCAGACCCCCTGACACTGGACTTTCTGGATGGTTGAAAGCCACCTCTGGTCTCA\nAACCCTGCAACTTTGCAACTGCAACAAGCGCTCTTAAGCTGATCAGCTATCTTTTCAGCC\nCCATCCACATTTAACTTACCTTTTTGGTGGAATGAAACTGGTTTTTAAAATGCAAAATGT\nAATCAAATCATAATTTGGCTCGTTGCTTTTGTGCTTAGAGACTTAAGAAACAATCTGATA\nCCTAAGTTTTGTTTTCATCACTCTGCAGTTGTTACTTTGTTCATAATAGGGTTTCATTAG\nCCATACTGTCCTAGAATTCCCGACATTCTCCTACCTTAGCCTCCCAAAGGTTGAGATTAG\nAGGCATGAGCCCCCACACTGGCTTTTAAAATGTTTAACTTAATCCTCTGGGACTCAACCT\nTGGGGACAGTGGTGTGGCTAGCTTATTGCATTTCTTTACATCAAGTCGTTCCTCGTCCTT\nTCTTAAAGAGAAGACAGAAACAGGAACTGAAATGAGTTCTTCTGTGAACAAATGTCTTCT\nTGTTGCAAATGAGAATGGCTGGGAGTCCATCCATTTCCCTGCCTGCCTTGCTTTGAGCAC\nGCCTTGAGGACTTCTCAGTGTCCTTGGGCTCCTTGTTTTAAATATCTCTATCCCTATTTT\nTTTTTTAAGTGTGCTGTGCTGTAAATCTTCCCTAGAGAGTCTGTGCACTTACTGCTTGGT\nCCAAGTTATAGCCACACCTGTGGGAGTTCTCCATGCAAATTGCCCGTGTTCTTGAGTGTT\nACGGTCTCCACATCATTTAATTCTTTGCTTTGTGTCACCAGTTCTTTCTCAAGTCTGCAG\nCTTTTACAAATGATATCTTTTTAGATCCATAGAACCAGCCCTATCTCCTTTTATTCAACT\nTTATCTTTTTTCTGGGCTACTTAAATCATTCTTGAGCCCAGCATCCTGGGCTGACTCTCT\nCCAATTCTAAACAGCTATCTAAACAAAAGGCAGACTTGCGTTTCCCTTTGAAAAATAAAA\nCGAAATCCTCTTCATCCCACAAAAACAAAAACAAAAAAACACCAAAACAAAACAAAACAA\nAACAAAAAACAACCACAAAAGCAAACAAACAAACTGTCCCTCTACTGTGGTCTTGAAGCC\nAGAACTTCTGTGGCAAGGGAGAGGTGTTGTTTTCTTCCATCTTTCTTGTTTGAAGGAGAG\nCATCAGTTGTTAGGAGCACTTAAGTGTTTTTTATGCTACTTTGTGTATTCTGCAACTTTG\nGAATTTATACCTCACCCAGATGCCCTTTCACACATGTACTGTGTAGAAGGCAAGCATGTG\nTGCAAGTGTATGCGGATGCTGTGACTGAGAACATGTTTTAAGAATAACTCCCAAGCATTT\nCCCCAGCACTGTGTCGTGGTGTTCCTAAACAGATTGTTCTAGGACAACTCCAATATTACT\nTTTCCTTGTGTCTGTATATGTATGCGAATTTGTGTACAAGTTCAAGTATGTGCAGGTATA\nCATACACGCACAGTGCTCTGCAACCTGTACATGTGCACGTGGAGGTCAGAGAACAGCAGG\nCCTGTGTGCAGAAGCTACAGGCGCGATGGGAGAACCCATGTGAGACAGCCCAGTTAGGAT\nCCCCGGAGTTCTGGCTGGTCAGAGAGGCAGGTAAAAAAAAGTACTGCTGACAACTAGGGG\nTTTGGAGACCTTCCTTGTGCCTGTCCATCACTCTGAAGATGTCACTTTTGTTCTGAATTC\nTTAGTGTTCAGATGCTTAGCATCACCCCGAGCCCATGCATCGGGGTCTCCCAGTGTCTGT\nTTCCTCCCGACATTTTCGTCTGCCAGATGTAAGAAGAACAACTGTCCACCTTGGTCCTTG\nGCTTAATGTGGACTGACCAAAATGCCACCTCAACCAAGATAGAATACCAAGGACAGACCA\nAAGGATGACTCTACTAAAATCCAGTTGGGCGAATCAACGAGTTTATTTGGCTTACTTACA\nTGGCATGGGTGAGGGTTACTTACAGTAGCATGAGTGACCCCAAACCAGGTGCCCACTGAC\nAAACCTTTCTTCAGCATGACATGTCACCTTCCATACCCGAGGTGTCCCTTCACCATGTCT\nGTGCTACCAGCCTGGCCCGCCTTGCTTGTGATTTGTTTTGTTTTGTTGGAAAGCGAAGCA\nTGCCCTTTCTAACCATCCTGCAATGTCAGGCAGGATGAATTCACTTGTCACCTTATAAAC\nCTTAGTCCTGGAGTCTGGCTTTGAGTGTTTCTGACCTGTCTCTGTTGCGGAGTATAGGAT\nACCTGGATTCCTAGGCCTAAGCTGAGTGTAGCTTAAGTGTGTGCTTTGGGCACAGCAGTG\nGATTAATATTGAGATGGCTATTAGTGTTTTGGATCCCAGCAGGATCGTGTGGACAGGATT\nAAGTTGACTTGAAGTTAGGACTTGAAGCTTCAATTCATACAGGCCTCTGAGAAACTGTTC\nTCGCCTCAGACATAGCTACCCCAAGCTGTCCCCTTGGCCTGAATGAGGCCCAAGACCCCA\nGTCTTCTTTTCTGTATTAGAAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGG\nAAGGAAGGAAGGAAGAGAAAGAGAGAAAGAGAGAAAGAACCTCAACTTTTTCTTGCTGTA\nGATAATTAAAGGCCCAGGGAGCAGGGATGTCCATCAGATAGGCTTGCTGGAGATTCTTGG\nGGACACCCACTCCTCCCCACTTATGAGCTCCTCCAATGCAAATGTGCAAAATGTTTGCAA\nTTGCAGATTCAACTTGGCTGGCCCACTGCTTTGTCATGCTAATTCCCTCCTAATAGAGCC\nACTCAGGAACTTCCATCTGGGTTGTATGAGCTGCAGCTGTAATGTGTAGCTAAGGCCTCC\nTGGGCACGCCTGCGCATGCTCTACTAAATCCAGGAGCATCATGATAAAGGCAGAGGCAGC\nACAGCTTGACAATGGCCAGGGCAAACTAGGGGCAAGGTAATCTCTCCAAATAAATCTTCT\nGGTGGGCAGCACTTGTACCATCTCTCTTTGCTCTAGCTCATTTTAATATGCTAATTCTTC\nTAGTGTGTGCACATGTACACGCAAGTACACATATGAGTGTGTGCACGTGGGTGCCAGAGG\nACAACACTGGATGTCTTCCTTAATCTTCACCTATGGTTTTGGGATTGTTTTTGAGATGTC\nATCTCTCACTGAACCTGTAGCTCACTGATCAGCTGGGCAAGCTTGTCAATGAGTTTCCAG\nGATCCATCTAACTCCCTTAGCACTTGGAGGAGGCCACCACTATGCTAGGCTTCTAACATG\nGGCTCTGCGGATAGGAACTTAAAAATTCTGGTGCTCGTGTGGCAGACACTTTACCAACTA\nAGCTGTCTCCTCAGATCCAACACGCTAATACTTTCAAAAAGTGAGCTTAGACTCGAGGGA\nCAGTTGTAATGAAAGCAGACATTGTTTCTTCTTCTACCTTTAGAAGCCCTGAGCAGAGGG\nACATCCTGCCCACTGAAGTTAGGCACTGACTTCCATTGTGCATGTTTAATGGTGGGAGGA\nGTATTTCTAACACACTGTGTTGCCCAAGACCTTTGTCATCTGTGTGTGCACTGTCAGCTG\nGCCTTGCATGAATCTCTCTCTCTCTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG\nTGTGTGTGTGTGTGTGTGTGTTGATCTCCTCATGGCCAGGAGATGCTCTATGGTGGTTGA\nGATTTTGTAAACTTGCAACCTTTGGATTGCTAACTCCAACTTTGGTCCTTTCTTTATCCA\nAGGAGGAAACTGTAAGAGGGAGAGAGAAGTGTGAGGTGATGCTTTTGAGGTGACTCGGAA\nAGCTAGAACTCCCACTGTGATTTGTGTTGGGAAGTTATAGTCATGCCCTTGGAATTTCCT\nTCACAGCCAGCAAACAGCCTGGGTCAAAGGTCAGATTGTGAGGTGCTGTTGTAATGCATC\nCGGCATCCTTACTGCCTGTGGTTTTAAGGGACCTTATGAGCAGGAAAGATAGACAGTTTC\nCCAGTTCTGGTCTCTGCTCCTTGCTTTTGAACTCCAACTTTTCCATTTGGTGCAAAAGGA\nCTCAAGAATAGGGTTTTAGGTTGTTCCAAGACTGTTGACAATTTTCTAAATAAATCATGT\nCTCAGGAATACCAGTTCTTAATGAATTCTCAGGAGTCATTAATAGTTCTCATTGCACTGC\nACACCAATGGGTCATTGTAGGCACACATTTTTTGCAACCTACTTTTTTTTAAATTAGGTA\nTTTTCCTCATTTACATTTCCAATGCTATCCCAAAAGTCCCTCATACCCTCCCCCCCACAC\nACCCCTACCCACCCACTCCCACTTCTTGGCCCTGGCATTCCCCTGTACTGGGGCATATAA\nAGTTTGCGTGTCCAATGGGCCTCTCTTTCCACTGATGGCCAACTAGGCCATCTTTTGATA\nCATATGCAGCTAGAGACACGAGCTCCGGGGGTACTGGTTAGTTCATATTGTTGTTCCACC\nTATAGGGTTGCAGATCCCTTTAGCTCCTTGGGTACTTTCACTAGCTCTTTCATTGGGGGC\nCCTGTGATCCATCCAGTAGCTGACTGTGAGCATCCACTTCTGTGTTTGCTACACCCCAGC\nATAGTCTCACAAGAGACAGCTATATCAGGGTCCTTTCAGCAAAATCTTGCTAGTGTATGC\nAATGGTATCAGCGTTTGGAGGCTGATTATGGGATGGATCCCTGGATATGGCAGTCTCTAG\nATGGTCCATCCTTTTGTCTCAGCTCCAAACTTTGTCTCTGTAACTCCTCCCATGGGTGTT\nTTGTTCCCAATTCTAAGAAGGGGCAACACTTTGGTCTTCATTCTTCTTGAGTTTCATGTG\nTTTTGAAAATTGTATCTTATATCTTGGGTATTCTAAGTTTCTGGGCTAATATCCACTTAT\nCAGTGAATACATATCATGTGAGTTCTTTTGTGATTGAGTTACCTCACTCAGGATGATGCC\nCTCCAGGTCCATCCATTTGCCTAGGAATTTCATAAATTCATTCTTTTTAATAGCTGAGTA\nGTACTCCTTTGTATAAATGTACCACATTTTCTGTATCCATTCCTCTGTTGAGGGGCATCT\nTGGTTCTTTCCAGCTTCTGGCTATTATAAATAAGGCTGCTATGAACATAGTGGAGCATGT\nGTCCTTCTTACCAGTTGGAACATCTTCTGGATATATGCCCAGGAGGGGTATTGCGGGATC\nCTCCGGTAGTACTATGTCCAATTTTCTGAGGAACTGCCAGACTGATTTCCAGAGTGGTTG\nTAAAAGCTTGCAATCCCACCAACAATGGAGGAGTGTTCCTCTTTCTCCACATCCTAGCCA\nGCATCTGCTGTCACCTGAATTTTTGATCCTAGCCATTCTGACTGGTGTGAGGTGGAACCT\nCAGGGTTGTTTTGATTTGCATTTCCCTGATGATTAAGGATGTTGAACACTTTTTTCAAGT\nGCTTCTCAGCCATTTGGTATTCCTCAGGTGAGAATTCTTTGTTTAGCTCTGAGCCCCATT\nTTTTAATGGGGTTATTTGATTTTTCTGGAGTCCACCTTCTTGAGTTCTTTATATATATTG\nGATATTAGTCCCCTATCCGATTTGGGATAGGTAAAGATCCTTTCCCAATCTGTTGGTGGC\nCTTTTTGTCTTATTGACGGTGTCTTTTGCCTTACAGAAGCTTTGCAATTTTATGAGGTCC\nCATTTGTCAATTCTCGATCTTACAGCACAAGCCATTGCTGTTCTATTCAGGAATTTTCCC\nCCTGTGCCCATATCTTCGAGGCTTTTCCCCACTTTCTCCTCCATAAGTTTCACTGTCTCT\nGGTTTTATGTGGAGTTCGCAACCTACTTTTAATAAGGGCTCAACCTCTCCTCTAGCCCAG\nCATCCAGCAGAGGTAGTGGAAGAGAAGAGTTATTAGGATATGGGGGAAGCGGACTTGCTC\nAGCCAGAGTTCCCTGGGAGTAAGCTTGCTCTCTCTCAGCAGTTCAGTTCTGCAGCAAACA\nCCAAACAGGACTTAGCAGCTGCAGACCAATCTTGGCAGGCAGACACCAGGCAGCTGTCAT\nTCAATCCTGAAGAAACGGCCAGACTCACCAACCAGCCTGAGGCGAGGCTGCTATAGTGGA\nAAGGTGCCACTGGAACCGCACCAGCAGTTCTTGTGCGAGTTTCCTTCTATGGTGGCCTTA\nTCACAAGTTGAGCCCAGCAAATGCTATGTACGGTGAACCAATAGATGTGTGTTTTTAGCA\nAAGAATAGCAAAGTGAAGCAAACCAAACCAGAGTTCAGTGCTCGTCCCCCACTGTCTGTG\nGGGTCATATTTATACTCCTTCATCAAGTGTCCTTTCATGTGTTTGCTATATGCAAACATC\nCTTTCACCTGTGTCTGCTTCAGGAAAACAGTCTTTCTTTCACATGTTTGCTTTAGCAAGA\nCATCCTTTCACCAGTGTGCCCCAGCAAAACATTGTTTGACCTAACTAACTTTCCAAAGAA\nCTAAAAGTTTTCACTTAAGGTCATCTCGGAAATGCAAATGAGTCACACCATGGCAACTTT\nCTTTGGTTTTTGTAAAGAGACATTAGACAAGAGGTTAACATGACTTGCAGGCCCGTGGAT\nGTGTCCTGAAGAGCTGTCCTCCACCTGGCCATCCTCTTCCTCTACTCCAGACTCCATGAT\nTCTTGCAGTGTAAACTAGCCTCAGAAAATCGAGACGCTATAATAACATGTATTAGTTGAC\nTTTCCTGTTCCTAAGAGAAAGAGAAGGGATAGCCCAGGCTTGCCTTAGACTTGCTATTTA\nGCCAAGGATTACCGTAACATCTGATCCATTTGCCTCTGCTTCCTAAGTTTTGGGGTTATT\nAGTAGTATACGCTATCTATCATGCCCAGTCTTAAAGGAGATTAGACTTAAACCTGGGACT\nAGGGTACACATTAGGCAGTAGGTACTCTTATCAGCTGAACTAAGTCCCCAGCCTCTGATT\nGCTGTCTTTAGTTTTCATTTTGAACTGCAGACCTTTTTTTGTTTTGTTTTGTTTTGTTTT\nGTTTTTCCTAAGTTCAGGATTTGCTACTTTCACCAGGATGTGTTAGCATTCGCCCAAGTG\nCAATGCACACCTCTGAAAGGGTAGAAACAGAAACTGGTGCCAGAGTTCTTCTGTACGTAT\nACATGCATGGCATATGAATCGGTAGTTGAAAGAAAAATTTGGAAAGAGGGTATTCAGAGG\nATGACTGAAATAAGGAGGAGGGATGACACTGGGCCTTGGCAGGTAAAGACACTTGCCTCA\nAGCCTGACAGGCCGAGTTTAATCTGCAGAAGGTAGAGAGAACCAGCTACTGAAGTTGTCA\nATGGTCCCCACGTGTGCACTGTGCTGTGTACAACACACATGTAAATAAATGTAAAAACCA\nATAAAGTACAAAGGAAATGAGGTCTTTAGAGGACAAGGTGATAAGAAGTACATGGAATTG\nGGTGCCTTGGTTTTATATTAAGAAGAAACAATACTCATGATAATATTTGCGTTCTACACT\nCTAAGAAAGGGCTTGTTAAACCTTGATGATGCTGTGCTCTGTGTGGGATGTGCAGGAGAG\nCGTTTGCAGAGGAGCTGTTTGGGACCATCTCAAACCCATTCCATGAGCCATCTTCTCCTT\nATAAAGTATTTGAAATCACCATTAAGGGATTATTGTTGTTAGTGAGTAATCTATGTTGTT\nTATGTTTTAGTCATGTCCCAGAGGAGACTTTAGCGCCACATGTGAGCATGCAACATCGCC\nATGATATAAGGCTATTATAGGGTTTCCTTTAAATCCAGACATACAGGTGTAGCCCCCATA\nCCCCCTACCAACCCATTCTATAGTGTGTCTTCTACAAGTCACCTTTGGTCACCTTTTTCC\nATTTTGTTCCTCCTCCTCCTCCTCCTTGTCTACAGGGAGAGAAGGTGTCCCAACATCCAG\nGCTGTGTATTAGGAAAGTCAAGTTGTACTTTACAAATTATTCGTGTGGTGTGTGTGTCCA\nTGTGCACCTGTACTTGTGCAAGTGTGCTTGTGTGCAGGGATGTGTCTGTCCATCTTGGGG\nGTGTGTGGGGGTACAGTGAAGACCAGAGGACTACCTTAGGTGTCATTCCTCAGATACCTT\nGTATTCTGTCACCTGTACCTGTTCACCTTGTATTTTAAGATAGGGTCTTTGTCTGGCTAC\nCCAGGTGACATAAGCCCTAGGGACCCTCCTGTGTCCACCTCCTGGCACTTAGCTTGCAAA\nCCTATGCTGCCATGCTCGACTTTTTGAAGTTGGTTAATTTTGTCATCTGGCAACTCCATG\nCATGCCTAGAATAAATTCTGATTACATTTCACCTCTTTATCTCCCTCCCGTTCCCATCAC\nAACCCCCCAACTATCCCTACCAGTCCCTTTCCCCAGACTAATTATTAATATTCCCAGGCT\nTGTTGTTTTGTGTGTGTGATGCATTTAATCAAGGCCATCCGTGTGACCATGGCGTGAGAA\nCTATTCACTAAATCCTGATGGGGTCCTTGGTTGGACTTTTTAAATGGCATCTTTTCCATG\nGGTTCTGGGAATGGAATTCAGTCCTTGTATTTGTAAGACAAGCACTTTATAACCAGAGCC\nATCTCCCCAGTCCTCTGAATTACTTGATTTCAAGTTTAAAATCGGCACCATCAAACTGAT\nTTGCTGAATAAGAAAGAGTCTGGTCAGCCCCATGCCTCAAGAACTAAAAACTCCTCCACC\nTCTCTACACGATTTCTTTTTGAAGCATGATTTTTTTTTTTTTTGATACTTTTAGGTTAAC\nATACAAGTAATGAGTTGCATTAGGTCATTGTTTTTGTTTGTTTGCTTGCTTTTTGAACCA\nTTGTTCAATAGTGCAACATGATACATAGCTGGGCCAGTTAGAGAGGACCCTCCAGTAAGC\nCAGAAGTATCTTAACAGCAAAGTCTGACACCCCACTTTCTTTTTTTTTTTCTTCAGGTTT\nAACATTGTGTTTAATATGTGGTCAACATTTGAAATAAGTTTATTTATTTTCTTCATTTAC\nATTTCAAATGCTATCCCAAAAGTCTCCTATATCCCCTACCCCCGCCCTGCTCCCCTACCC\nACTCACTCCCACTTCTTGGCCCTGGCGTTCCCCTCTACTGAGACATATAAAGTTTGCTAG\nACCAAGGAGCCTCTCTTCCCAATGATGGCCGACCAGGCCATCTTCTGCTACATATGCAGC\nTAGAGACACAAGTTCTGGGGGTACTGATTAGTTCATATTGTTGTTCCACCTATAGGGTTG\nCAGACCCCTTCAGCTCTTGGGTACTTTCTCTAGCTCCTGCACTAGGGGCCCTGTGTTCCA\nTCCTATAGATGACTGTGAGCGTCCACTTCTGTATTTGCCAGACACTGGCAAAGCCTCACA\nGGAGACAGCTATATCAGGGTTCTTTCAGCAAAATTGTGCTGGCGTATACAATAGTGTCTG\nCATTTGGTGGCTGATTGTGGGATGGACCCCCAGGTGGGGCACTCTCTGGATGGTCCATTC\nTTTCATTTTAGCTCTAAACTTTGTCTCTGCAACTCCTCCCATGGGTGTTTTGTTCCCAAT\nTCTAAGAAGGGGCAACACTTTGGTCTTCATTCTTCTTGAGTTTCATGTGTTTTGAAAATT\nGTATCTTATATCTTGGGTATTCTAAGTTTCTGGGCTAATATCCACTTATCAGTGAATACA\nTATCATGTGAGTTCTTTTGTGATTGAGTTACCTCACTCAGGATGATGCCCTCCAGGTCCA\nTCCATTTGCCTAGGAATTTCATAAATTCATTCTTTTTAATAGCTGAGTAGTACTCCTTTG\nTATAAATGTACCACATTTTCTGTATCCATTCCTCTGTTGAGGGGCATCTTGGTTCTTTCC\nAGCTTCTGGCTATTATAAATAAGGCTGCTATGAACATAGTGGAGCATGTGTCCTTCTTAC\nCAGTTGGAACATCTTCTGGATATATGTCCAGGAGAGGTATTGCGGGATCCCCCGGTAGTA\nCTATGTCCAGTTTTCTGAGGAACCGCCAGACTGATTTCCAGAGTGGTTGTAAAAGCTTGC\nAATCCCACCAACAATGGAGGAGTGTTCTTCTTTCTCCACATCCACGCCAGCATCTGCTGT\nCACCTGAATTTTTGATCTTAGCCATTCTGACTGGTGTGAGGTGGAATCTCAGGGTTGTTT\nTGATTTGCATTTCCCTGATGATTAAGGATGCTGAACATTTTTTCAGGTGCTTCTCAGCCC\nTTCGGTATTCCTCAGGTGAGAATTCTTTGTTTAGCTCTGTACCCCATTTTTAATGGACAC\nCCCACTTTCAAAATAACACTTCTTCTAGTATGGCTAAAAACAACGACGCACTTGGTGAGC\nCCATGTTACTATAGAATGTTTAGGCAGCAGGGACTTACGATTAAAACTGGAGCCAGCTGA\nCACTCATGCTCAGCCTTGCTCTCCAAAGGATTTCCTTTGCGGGTGATTGTTAGGACTCCA\nATTGTGCCTGTGCAGCTGAAAGTTGGGAGGAGGAGGGAGGGGGCAGTATTATTTTACAAT\nCATGAGGACGAAAAGACATTTCAGCATGCCTGGCAAGCCAAACAATGCTACAGATGTCTG\nCTCTTTCTTTGTACACACCCACAAGGGCAAGCCTGTTTTGAACTGACGATGAAAACTGGG\nTTCTCCGATCTCACTTGTGAAGGAAACAACAAACAGGTGCCCCTTTGAGACACAAACCCC\nAGCGCTGCTGTCAGAGGAAAGCTGTGCCTTCCAAACATGATGACTCAAAGGGTTTCTCTT\nCCGACTCTTCTCGGTGCCAACTTTTGTAGGACTCTTTTGCTTCCTGTAAGGGAAGCATGG\nAGCACACTTGCAGTAAATACTGTCAACACCTCAGTACATGGTCCAAAGCATACTGAGGAG\nATAAAGTGAAGCTAGTGGATTTTAGTGAGGGTTTTATTTTCCAGATGAAAACAGGGTCTG\nAGAGGTAACATTTTAAGTCTGAACCTGTCGTGCAATGACATGTTTTGATAAAGGGACTCT\nCTGCTTCCTTTTTATGACTTGATGGGGCATACCTTCAGTCCAAGTACTCCAGAGGGCAGA\nGGCAGGAGAATCTCTGAGAGTTAGAGGCCAGCCTGATCTATATAACTAGTTCCATGCCAG\nCCAGGGCTATGTAAGATGTAAATCACATGCCAGCCAGGCCAGCAAAGGATGGCCTTAAAC\nTCCTGACTTTCCCCTCTACCTCTCAACTGCTGGGATTCCAGGCATGGGCCCCCTTAGCAA\nCCCTGTGATGAATGGCTTCTGGTTGTGTTTTTCGGTTGTTTTTAATGAACTTCAATACAG\nCATGTTAGATGATTGTACACATTCCTTCCTAGGATTCACTCATACACAATGATTCTAATG\nAGAGCCGAATGACTGTACTTAAAAAATTATATCCAAAGTACGCACACTGTGGCTATTAAG\nTGCCTGATTATTACTGGAAGTTAACATTTCTGGTGTGACCTTTTTTGGAGAAAGAATCAT\nTTTGACATGTTGGCATAGCAGCCTAGATTTCAATCTAATTTAAAATTGTAATGACTTTCA\nTTGAATAAGGGAGCGATTGAGATGAAGATTTTAAAAAAAAAAATAATATCAGCCTGCTAG\nGATATCTCATATGATCAAGGCTAAAGGAGTCTCAAGTCTTGAAGGTCAGATGAGGACTTC\nTCACAGAGCTACATCATGTCTGAAGCCAACTGACTGGGCTAGTATTTGCAAACTTAAAAG\nCTGACTAGTGGAAGTTTCCCCCTTAGTTGTCATCTATTTTACCCCTGTAGGATCTGTGTT\nATGTTAAGCTTGGCTGCTAAGTCATCGTCACAACTCAGAATCAAGAGCCCTTTGAGATTA\nGGCATATCCAAGCAGCAGTGGTATTTAACGTAGGTCCCCAAACCAGAGAGATCTGACAGG\nGTAGAAGGGTGGTGGCTGCCTTCTTTGAAGAAGGAGAGGGCATTTTCTCATGGAATTCTA\nTGACATCTTTGGACTTGTTGATGGAATAATTTCCGGGGAATAAGAAGTAACATCTTTCCA\nTCTTCCCTGGACAAGGTGATCATGAGGACTTTGACAATAGTAGGGTAAACGTAAATGCAT\nCCTTTAATCTGTTTGACATAGCTGGTCCTTGGGGGCAGAGAGGGAGGCCCTCAGAGAGCA\nGTGGTTCTCACTCTTCCTAATGCTGCAACCCTTTAATATAGTTCCTCATGTTGTGGTGAC\nCCCCTAGCCATAAAATTATTTTTGTTGCTACTTCATAACTGTAACTTTGCTACTGTTATG\nAATCATAATATAAATACCTTATATGCAGGATATCTGATATGTGATCTCCTGTGAATGGGT\nCATTCAAACCCCCAGAGGGTTGAGAACTGCTGCCTTAGGGTCCTGTAAGATACTGAGCTG\nGAAGGGGTCTGTAGATAGTTGAACCTCAACAGTGGTATTGGATCCAGCTAGTCAAGACCA\nATGGCCATGTTTCTCCCAGAATTTGGGGGTACCATTGTAAAATCTAGCCATTACCAAAGT\nTAAATTTTGATTCTTAATTATATTATATTAAAACATATTAAAAAATAAAGATAATATCCA\nAAGTCTTTGATCCCAGCTCTTACTATACCTTGCCTTTATCTGTACTTTGTCTGTGTCTGT\nGGGTGTGTTCGTGTTTATACAAGTGTATGAAAGAACAGCTTATGTGCATGCACCCATGTG\nGAGGCTGGGGATCAGCCTTGGGTTATACTCTTGTCTCCACCGGTTGTTTGAGACAGGGTC\nTCTTTGGCCTGGGGCTTGCCAGGTAGGTTAACATCATTTTTGGAGGTCAGCAAGGGGAAT\nGGGTGAGAAGGAGGCACAGACTGGGTCCTGAGCTTTGCCTTTTACTCATGGTGACAGATA\nCTGAGGAGCTAGTAAAGACCAAGTGACACTACCATTCAGCATTCTGCTACAGAGGCATGT\nGCTAGTCCGTTTCACATCTATTTCATGGATCACAAACACCTGAAGACTTAGACTCCATCT\nCGTGTGCCTCAGTTGAACAAGCTCTACCATACCAGTTGCTGCACAGAAAGGTCTCCATAA\nATGTCTTCAGCCCTGCTCCTTCTTGGCATTATATGGCCAACTCCCAGTGTGGGAAGCCTC\nATTGAAGGGCTAGTGCCGTTCAGCCCACAGACCTTCAAGAACTCCATCCAACTTTCAGTG\nACCATTCATTGTCTTCTCCCATAGATGACGGAGGGCCGTCGATGTCAAGTACATCTCCTT\nGATGACAGGAAGCTGGAGCTGCTAGTACAGGTAAGTCCTCTGGGAACACTTTCCTGCTTC\nCTCTGTAACTAATGAATGGGCTACACGGTAGATTTGATGGTGGGTGGAGGGGGGTTGTCT\nACTGTGCTTATGTCTCTGTCTAGCCAAACCTGAGTGACAGTGGCTGAGACACACCAAGGT\nGTTCTGTGTGTATGCTATTTTTACTTGTTCTATTTCTATGTACAGCCTGTCTCTGGTGTT\nCAAGGCCAGATGTATATATATAACCTATTGTTACAAATGTCTAGAAGAGGAAATTTCTGC\nAGCTCCCAGTAGCTATTCTTTCTGCTTGGAAGGAGTTAACAACATTGTAACCTAAATAAC\nTCCTGTGTCTGAAACTGATGCAACCTCCCTCAGAGGGGAGAGAGTTCCTTCTTTCCAAAT\nTAAGCTTTCATAGTAGGTGAAGAAAGAAAAAGCACCAGTGTCTTTCATCTGTCCCCGAGG\nACTAACAGCCCCCTTTCCACCCCAAGGCCTGGGTTGCTGCTACCATCAGTGGCAAACAAT\nTAGAGAAATTGAAGTGGGAAATTAACATATTTCTCCCCAAACTGAGCATATTAAAAAACA\nAACAATCAAACAAACAACCACAGAGCAGCCACAGAAGGCATCAGAATCCTTGGTCTTAGA\nTGTCTTCGCCTGGCTCGTGACAAGGCCATTGCTTTACCCAAAGCCTAAAGGATGAGGGTA\nATGGTGACTCTGAGCCTTGTTTAAAGTCATTGGAAATCTAGCTCAGTCCCAACCTTTTAT\nGACACTTGGTTTGATATTCTCTGATGTTGTTCTTACGATGGTCTCCTTTTCTATCATACA\nCATACATGTTCACTCTCACATATACACACATACTCACTCTCACACACATATTCACTCACA\nCTCACTCTCACAAACACATACACTCACACACACTCATACTCTCATATACACACACTCACA\nCACACCACATACACTCACTCTCACACACACACTCACAAACGCACACACACTCACTCATAC\nACACACTCACACACATCACATATACTCACTCTCACACTCACATACTCACTCTCACAAGCA\nCACTCACACACACTCACTCATACTCTCATACTCACACTCACATTCACACACACACCACAC\nACACACACACACACACACTACTCACTCTCTCATATACTCACTCACTCTCACATACACACA\nCACATATACACACACATTTGCCCACATGTATGTGTGTACTGGGATTACAAAGATGGGCAC\nCACATCCAGCCATTGCATGACATCTTGCCATGAAGACTTTTCCTCACAGGGATGGAATGC\nTGTCTCTACGCTCACAATCAGGGCATTCAAGACAATGCAAATTACACATGTGCGGACGTA\nTCTCTCTGGCCTTGGACTTGCTTCTTAGACTTGCTTCTTGGACTTGAAAAATGATCCAAT\nTACAAACTTTAAGAGTTAACACTTTCAACAGGATTCCAATAAAACAGACGCTATAAATGG\nGTTGCAGAAAATGGAGAAAGACTCCTAATTGCACCACGCACACAGCCATTATTACTCTTA\nGACTGGTGGGTGGGATTTCTCTCCAGCATTTCCTTATTTACATGTTTCACTGCTGCAATT\nATAATATATGCATAAGCTGTGCACTTTATATTCCCTTATATCTGGGTCCTTCCTATGTCA\nCAGTAAGTGATCTTTATTAAGAGTTGGATAGATTCCAGAAATAGACGGTTGTTATCTAGT\nCATTCACCCATTTAGGTTCGCATTTAAGGTTGCTGCTTTTCTGCCGTACAATGTTTCCAC\nTATTACGAACAAGTAATTGTGATTGCCCTGTCCTCGTGTGCAGCCTACCTACATTCTAGA\nTTACGACCTTATTAGGCTAGATTCCGTGGCCTACAGCCTGGGGTTCGACTTGGGAGACTG\nAGATAACACAGGGAAAACTGAGCAGAATTTCTCAGGTACAGGAGCCTCTCCTTGCTGACC\nCTTGGCAGTTAAAGTTGTTAAGAATCTGTGGAGGAGTTTATAGCGAAGTGGCCTGTGGGG\nTTTGTATCACATGCTTTTCTGAAATCCAAGCTTGGGGGCTTAGAGCAGCCACCTTCTGGG\nACAGGAAATGAGACCACAAAGAGCAGCCTGGTTACTGCTGATTAGCAAGCTGCTCTGGGG\nAAAGTATGAATGGAGACAGCTGAGATGACCTGTCCAAGAAAAACTAATTACTGCTACGTA\nCTTTGAGAACAATTATATTAGGCAATCAGGAGAAACTTAGCCTGAACCCTACAAAGTCAA\nAAAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAAGAAAAGAAAAGAAAAGAAAAGA\nAAAGAAAAGAAAAGAAAAGAAAAGAAAAGAAAAGAAAAGAAAAGGAAAAGATAAGTATTA\nTGTTAGGCAGTCAGGAGAGGCTCATGCGACTCCCACCCTTTGGGGAGTGTGCTTTTCCAT\nTCGGTTCCTCTTCCTAGAACTCTAAGCTTCCTACCTCTTGTCCTGTGAGCATGGCTAATT\nTCCGTTCAGTCTCCAAGCAGTTCACAGAGTCAGAGGACTTTCCCATCCTTAGCCCCCGTT\nGGCTTCCACTGGTCCTCCCTCTATTCCCCAGGAGCCCCGATCTGAGCTTCTCTCCTGCAG\nCACAAGTCACACTTCATTGGCACTGCTTGTATAGTAACCATGTGTGTCCCTAAATGCCCT\nGTCTGCTGCCTGACATACAGTGCCACCCAACACTACTGTTGAGTGAAGGAAGGCATGATC\nCTAAGGCATTTCCTATTCTGCCTTAGAGGACTTATAGTACCAACTGCTTGGCTGAGGATG\nTGGTCTTGATACACAGAGTGCATACATGTGTATTATGTGCACACACATATAAAACAATTC\nCAAACCCCATGGCAGAGTGGGCCTCAGTATAATTGGGAGGAACATGGTTACAGCTCCCCC\nTCTCTTGCTGGCATCATCACCTCAGGGTGCTGGGAACCAGACAGCCACAAAAATAATTTC\nATGCAGTCACATAAACTTGATCACTGTTAGCATGATATTTCCAGGCCAAAAAAAAAAAAA\nAAAAGTATGGCCGCATTTCTGCCATCGGATGCTTAAGTTGGAAAGCAGCTTGGTATTACT\nGAGTGAAATCTGGATGACTTTCAAATCCCGATGGCTGTAGTAAGTGAAGCCTGGCCCCTG\nGGAGGGAGGACGAGAAGGCAATGGAGCACCTTCGAGGGGTTTATCCTAAATGCCCAGGCA\nACATTTTGGCACCCATGTAGTTCCTTATGTCCTCAAGTCCCTCTAGGAACTGCTGGGTGA\nATATTTATCCACACCATGGGTGGGTACAGGTAGCACCTTGGTCACCCTTCAACCTGTAGT\nGTCTTGTTCTGTCATCAAAACATCCTAAAGCTGACGTATTTCCTAAAAGGAAAAACAAGA\nCAGACCAGAAAACCTTCACTAGAGGAGATGCCACCCCATCTGTGTCCTGAAGCATCAGCA\nTTCAGAGCTGGGACATCAGGCATGTTGTGTTCAGTTTGGCTTCTCGAGCTTTGTCTTCCT\nATTGTGGCTCCTTTAAAATTATTTTTTTTCTTCTGATTGGAATTCCTATTTGCAGGAGCA\nTTTTAAAAGAAGAAGAGGGGGATGGGGGACGCTGGAGATAGTAATGCTTGCCTGTAATCT\nCTGCACTCAGGAGACACAGGAATATGGATGGAGGCTTGAGACCCAGCCTAGTTTACAGTG\nGCCAGCCAGGACTTCTTGGCCAGATCTTAAAACCAAACACAGAAAATGTGTTTAGTGCTG\nGTGAGAAGAACTTAAGGAAGTGTAGATGGATTTCCATACGCTGTCAGCCTATTGATGGGG\nCTTTGGAAGCTGATCCCAGGGATGGCTCTGGACCTTTCCACAATGGGCGTTTTAAAAATA\nGACTTCATTTTCAGTAGAATTGAATGGCGGAGGTGTGGCTCTTCCTAGCAAGGCTCCCTG\nCAGGCTTAGGATACTGGACCACATCCCACTGGAAAGGAAGACAAGCTCAAGGAAACAGAC\nGTTGGCCTTCTCAGCCTGGACGGTCTCGTCTCTGCTTTTCCCATCACTTTTCATGAGTGG\nATATTTTGTTCTGCCAACTTTGTCACCTCACACAATAAAGCTTTACACACTGAAGTCCTC\nCCCGCCTGCACAGATGGCCACCATTCCCCGAGATTGCTGCTGTGTTTATGAAGCTTCAGT\nGGGATGGGAGGCAACATGCTAAGGAAGACCACATCTGTCCCCTCTAACCCAGTCTTTTGG\nTGGCTGGTGACAGAAAATTTCAAACTGTCTACTTCCTGTAAAATAGAGGAACCCGTGATT\nCTGAGAATCCCATGGTTCTGAGAATCCGGGAGACTCTAAGGAGTCTGTGTTTCCCAACAG\nAAGTTAGGAAGGTAACAAGACAGTGCTGCCTGCCATTACTTTGTGCCCCTACTCTTGAAC\nAGGTCCCTAGGGCAGGAGCTTCCAGGGTCCGCAAGCCCGTAAGGCAAGAGCATTACTCAC\nTGGCCTATCTCCCCAGCCCTTTCCTTTGCTTTGAACTCAGTTTCTAATCTAGGCATATCC\nAACCTTTTGACATCATGACATACATGGTCATCTACGATGTCCACATTCAAGAACCCCGGC\nATGGAGGGCACTAAAAAAGAAAACCACCAGTTCGTAAAGTGTCACGGCTATCCTGAGGTG\nTCTCTGGTAGCGGTAAGGGCTGCCTGGTATGGCAGAAGGGTGAGGTGACTGTTACCATTC\nTTGCTTTTCTCTGACACAGACACTAGTGTGTATTGGTCTTAAGGATTAAGGAAGTTAACG\nTGGGCTTTAAGTAAAGTAGTACTTGGAGACAGAGTTGACACGCTGCCTACTATGGACTAG\nAAAAGCAAGTGTACAACTAACTTTTTAAAAATATGTCTGGCTCTAAGAGTGCCACATAGA\nATAAACAAGCAGACTTTGTCCATGCATGCCTACATACACATTACCCTCACAGACACTTCA\nCAGATAACATCCTCTAAAAAATGTAAAAGGATTGGTTTCTCCCGAGCAAACCAGAAACCA\nGGAATTCCCTCAAAGCACATGTTGCCAAAAAAAAAAAAAAAAAGACAAGACAAGTTGATT\nTCATGTCTTCTCAGCTGAACAGGGTAGGCAGGTGGTATCTTCTGATTGGCTGGCTGACCC\nGTCTGCTGAAGTCTGGCCCGTATCTGCCATCTGCTTCCTTCTGTGCTCCATTCACCAGGA\nGTCCCTGCCTCAGCCAAGGGCTAAGGATGCACGCAGAGGCAAGGAGTAGACAAAGGGACT\nCAGCATCATAAACCGTCTGTCCTGGATCTCTCAGGCCACCTTGTCAAGACGAGCCAGAGC\nGGGCGGGACAGCGCCGCCGTGAGCTGACCTCTACCTTCAGAGTGATTGCCAGCATCATTT\nATTAAGCTCTGTTCTGTGAAGCAGGCACACTACCAAATGAGCAAACCAGATGTCGCCCCA\nGCCCCTGGGGGTGGCCAATAATATTTAACATCTTAAAGGCACATGGTAAAGCAAACAAAT\nGTGACGATAGAGTATAGCCAGATGACGTGATGGTAATTCCATATGTCATCGAGAGTTCAT\nTTAACAGCGTGAAGGAATAGGAAACAGCTCATGAGGTATGCACGCACAGATGAATAGTTT\nCCCCTTTGGGGAGGAGCTAGAAGATGCCAAACCTTCCCCCCTCTCCAGCAAGGACTTTTA\nAAAACATTCGGGAGTGGGAGTGGGAGTGGGGGAGCTAGTGAGCTCTTTCTGTGCTGGAGG\nAAAACAAAGGCGGCAAAAGCCAGTCTCCCTGGGGGATATGAGACAGGGCAGAGTAGCAGA\nACATACCAGATTGATGCTACCATCTGGGAACTCCCTCACACGTATGTGGCTCCAGAACCA\nGACAGCTCAGCCAAGCACAAGAATGGAGGGTAGGCCATTCAGCATCTCCAGCCCCAGGGA\nTGACTGGTCCAGGACCTTGGTTGCCTAGCAACACCACTATAGAGCTCCCATTCCCCCAAG\nCCCTCCTGCTTCCCCTTGTATGTTCCATTTCTTCATTGAAACCGATCTTAGCTTGGTTTA\nCAAATCTACTCAATGAGCACTGCTGATATTTGGCTCAAAGCAGAAGTTGAAGGGGGAGTG\nAGCAAAGTAGGAGGAGGGTGTAGTAAATTCTTCTCCTTGCAAGCTAGCTAAAGTTGCTCT\nCTGTCCTTTTATTTTGGCTCTGGTTTTACTGCTAAGTCCCTCACAAAACCATTTCCACAG\nATCCTCTTGGGTAGGGCTGTAAGAGAACGCACAAAGACCCTCATGAGAGGATTTGAACGA\nTGAGTTCCTTGCTAAGGAGGGATGAGAAGAGATGAGGTGAACAACAGAGCTAAGCCCATA\nGCCACACAGCACAGTTCAGCGGAATGTGAATAATTTTGTTGATAGAGGAGACAAATGAAA\nCACACACACACACACACACACACACACACACACAAACACACACCTCTGTGTGTACCTTTA\nACAGAGGTTTGGAAATAGTGAGGAGAAGTTGGTCTTTGTGGAAAGGATTCGTGACAAAGG\nCACCCAGGGGTTTACACAGCTAGGGTTGATGCTGGTTTGCATGGTAACTCTCATGTCGAC\nTGTGGTAGCTTGCCTACTCAGATACCAGTTTCCTAGGTATATTTGCTAGGTGACCAAAGT\nCCTGAACCAGTCATCCCTGGGGCTGGAGATGCTGGAGATGCCTACTCTCCATCCTGTCCT\nTCCCGTGCTTGGCTGAGCTGTCTGGCTGTAGAGCCATATATGGACTACAGAGACCTGGAT\nGCTGTGGTGATCCAGCTCACCTTCCCTTTGGGCTAAGAATCAGTAGCTAGCGACCATCAA\nTCACTGTTTAGATTGTGTCACTCTGTCTTAGTTACTGCTCTATTGCTGTGAAGAAACACC\nATGAACAAGACAACCTTATAAAGTATTTAATTGGGGTCTTGCTTATAGGTTTTGAGGATT\nAGTCCATGATCATTATGGCAGGAAGCAGACAAGAATGGCACTGGAACTTTACAGCTGATA\nGCATTACATCATGATCTGCAGGTGGAGGGAGGGAGGGAGGGAGGGAGGGAGGGAGGGAGG\nGAGGGAGGGAGGGAGGGAGAGAGGGAGGGAGGGACAGACAGACTGACTTGGCCTGGTGTG\nGGCATTTGAAACCTCAGAGCTCATCCTGAGTGACACACCTTTTCCAACAAGGTCACGTCC\nATTCCTACAAAGCCACACCTACCAATCCTTCCCAGTTTTACCAACTAAGGACCAAGCATT\nCAACTATATGAACCAGTGGGGTCATTCATATTGAGACCACCAAACACTCATTACAAGTTT\nAGCCACCAGTGGTTCTTGTTCACAAATGGGCTGTGTGTCACTGTTTACTCCATGATGGTG\nTAGACAGTTCTCCTCTTTCCAGCATTTCTGCCCATGAACCCTGTACTGTCTGATAAGGAA\nGGATCCTGGGAGACATGTGGAGGCACATGTATCCATTTTGATGGGACTTATCACATCTAG\nAATTAAGAGGGATGGAAGTCCAATTCCCAGGGGGAGACAGCATCCTCGAGTATGACAGTG\nAGTAGAGGAAGGGACAGAAAGTGGCTCACAGTTAGCGCAGAGTTTCTAGACTCTTCTTTC\nATTATACAATAACTTCTCAGCCCTTCAAGCAGTTCCCCTATCTCACTCAGCAGAGAGCTA\nAGTATTAACCCCTCCCGGCTGTTTGGACGGATTTCAAATCCTATAGCCCCTGTCACATGC\nCTCCAGCTGCTTTCGAGACTCTGTGACAGGCTCCCTGAGCGGTGTCTCCACCTCCACACT\nTAACCCCAGTACCCAGGCCCCTCCTCCTCACAACTAGGTATCGTCCTCTTGCATCTGCTC\nTGAGAAGGAGCCCCTGAGTCTCCAATCAACCAAGGGTCTGCACTCATGGCTCCTTCATCT\nGTCACTACCCTCCTCATCCCTACATTTTATCAGTTTTTCGCCTCACAGCCTTCCCTCTCC\nTGGGCAGGGGACACCTCAGTGTAGACACAGGGCTCCTTACAGGTGTACTGTCTGCATGGA\nGTCCTGAAGCAGTACTTCTGTCGTCCCCCCCCCCCCTTGTATCTGGCCCTCCCCAGCGTG\nTCTTACACGACACCACCAGGTAGTTTTTCCAGAATCGTTTCTCTGTGACCTGCTCCAAAG\nCTACTCAACAGCTCATCTTATTTGACGTTTCTCTTTTGGTTCTCAAGTCCTCCATAATCT\nACCCCATACCCTGTTAACAGGAGAGAATCAAACAGGTGACGAAGGGCTTACTTACCCTGT\nGGGATTACAGTCACTGCCTGCGATTTCTAATGCAATGAATTGGCTCTGTAATTAAGAGTA\nAAGGCAACCACATGGCTTTTCTATAGTCTTAATCAATTGCTTCCTGAAATTTCTTTTAGC\nTGCAAAGTCCTTTGTCTAATGCTCTGTAAATAGAGGAGGTTTTACTCCACAAACTTGCCC\nCTTGTCACTAATAGAGTCTTAACGGGGGCTAACTCATGAGTTAGAAATTATCATTTTACT\nTAGATACAAGAGAATAGAAATTTTAAGTGGTTCTTTATGCAAAATATATGCATTCATACA\nTAGCTCAATGCAAATCGAATTTATTCACATATGCCATCCTTTAAATGTTTTGGGAAATTG\nTATGTCATTGACTTACTATTATATTAGCTGATTTAATTAGTTACCATTTATTTTTGTACC\nTGAGTCTATTCTAAGAGGTCCTTAAGTGCCGAACCATCCAATCAGCCCCACTGCCCCACA\nTCACAGAAGACTGTTAATGTTCCCATTTATCAGATAAGAAAACCAGGGCACAGAGAGCCT\nGCATGACTTACCCAGAGTTTTGCAGCTGGGAGAGACAGGTCGGAGCTATGCCTTCTGCCT\nCCAGAATGAGAAAGGAGCTCCAGAATGTTGAGGCCAGACCTGCTTAAACCAGAATCTGGC\nGCTTAGTGACTCAGGATGTTGGCCAGTTGGTTAGCCTCTTTGAAGTTCAGTATCTTTCTC\nTGTAAAAGGGCACATTAGCTTCCAGCTCCTTTAATCTTATCTGTAAATCAATGCTGATTT\nGCGTCTTATGGAACTAGTTCTGAGTGAATAAATCTGTGCCACGCTCTGAAGATCTCCAGG\nCACTTGGCAGGCATCTCTCCACAGGAACCCAAAGCTTAGACTGGACCACTTGGTAGCTAT\nGGAAACCTGGTCAGTCCTTCGCCTTTGCTGCCTCATCTGTAAAATGGGAATGTTAGCCTT\nGGCTTGGGCAGTGTAAATAGACAACTACAGAATGTTTACCTTGTTTGTTGGAGTGTTTTT\nTCTAATTACCTTGCCTTCCATGTGATTGTGCTCAAAACTTTCTACACTGTTTGTAGTGTG\nGAGCTAGGATAAATGAACAAGTAACAGGCTGGCAGTCCCTCAAAAACACACTTTAACTGT\nCACCTGATCTTTTCACAGATACTGGTCACCAGTCCTCATCTTCCCAGTGTTACACATAAG\nTCACATGAAAAGGTCATGCCACGGTGAGGGAAATTTATGTGCATGTGTTCATGCAGGGTC\nTAGATAACCATCTAGAGGGCAGAATTAGGTTTTGTGCTTCAACAATGTCAGACCTGATCA\nCTCATTCTTGGGAATAAAATAGGGGAAATGAGCTTGATAGTTGCCATGGCAACACTTTAT\nAAATGGCCGGCCCTTAGTGCTTGGTGTTTAATGATGGTGAAGCACAAGCTTATATGGCTG\nGCTCACACTGGCTATGATCTGTAGGAAAGTTAAAAATAGAAAGCACGACTGGTGGGCTGC\nGGGCGCAGAAAGTCTGCTGCACCAGGCCAGGTCTGCCGATCTGGGGCTGGGGCCACGGGG\nTGTGAGACGAAGCTGGGGAGGAGCGGGGAGGCGGTGGTCCTGCACGGCTCGGGTCCCCGT\nGTGGCGCCGGGTCCGGGGCTCAGGGCGACCTGCATGGAGTGTGAGGCACACAACTAAGCT\nAAGGGATCCTTCTCATCGTGTCTGGAGCCATGCTAGTGCTGGCCCTGCACTGAGCGTCTA\nGGTTCTTCCCCAAATAGCCAGCCCAAGACTTGGTGGTGCGTGATTCAGCAAAGGAAACAA\nCTACCCGAAGCCCAGACCTGATGCATTTGGTAAACTTGAAATGCAAAGGGACAAATCTGG\nACTCTGAGCTGGGCCATCGTGGGGAAAGATTAGAATGGTTAAGGTCTCTGGGATCTCCCA\nGAGCCTAAAAGAGTTAAAATTCTGGAGTCTGCGAACAAAACAGAACTCTGAAGACAGAGG\nGACTTAGTAGGTAAATGATCTTGCCACCAGGCCTGACTCGAGAAAATCAACTCCAGCAAG\nTTGTCTCTGGATCTCCACTCGAGCACCCCAACATGTACATAAATAAATGTAATAAATTAA\nAAAAAATAGAAAGCACATTCTCTCCCTTATAAGCAAGGCTGTGATTGGCCTGTTGGGCCT\nGTGACTCACAGGCTCGGGTTACCACAAGTTCAAGTCTGGGTATTAGCTGCTAGTTCCCAG\nAAGACCTGTGTGCCTTTCATAGAGGTTGCAGTCCCCTGACCCGAATTTTATAGTGCACAG\nTGGGACTCGTGTCTTGGGGCATTGAAACACACCCTGCTCCACTGCAAAGCTCTGAGTCCT\nGTGTGACCAAGAAGGTGCTGGAACCGCAGCACCGCCAGGGTTCCCAGGAGAGCCCCATTC\nCCCAAAGAATGCTTCAGGGCCTGTACACACTGATTAAGGATCTTTTTTTCCTTTTTGGGA\nAGGCAGTTTTAAAATTCCACATGGAGTCCTTTGAGAGTGGTAATAGACCAGTATAGTGAT\nCGTTCCGTTTTAAATTGTTGATGGATTGTAAGATATATTGCTACAATAAACTGGGCCATA\nTGTTGGTTCTATCAAAAATCCTGTGCAAGCATTCCTCCACTTTGACCTTCCATATGCTCA\nTAACAGTGTCAGTGGTTTATAAAATAACAAAAAAGAGCATCAGTAGACTAATATCTCCAT\nATTTCATACCAGGGTCATTTAGAAGTACAGTAATTCCCCCAGAACGCCTGGGAGCCCCAC\nTCCACTGTACCATATGTGAGTTATAGAGGCACAGACACTTGGGGAACTGTTGCTTTTCAC\nTCTCCTGGAGATCAAACAACTGACTTATAAACTAGTGAGTCTCTTGGTATCCAAATGCCT\nTCAGTGTTGTGGGGTCTATAAAATACATACACGCCCATAAGCACTCATGCATACTAACAA\nCCCACATACACAAATGTGCTTATAGTCACATGGACACACTGACACTATCATAATACTCAT\nATGCATATACAAGTACACACTCATATAGCACACACACACATATCTCTAAGTACATAAATT\nATGTGTATATATATATATATATATATACACATACATGCATATATAAAGTACACCAGTCTT\nAGCAGAAATATATACTGTATACTCTTAGTTTACCAACACTTGTCTCGACAAACAATTCTC\nTTTTCTTAAAACTGTTTTTATTTCAATTGTATGTGTACCTGCATATTTATGACTGTATGT\nAGGTATGTGCATATGACTGCAGTGTCCAAGGAAGCCAGAGGTGTCAGATGCCCCCTGGGG\nCTAGACTCACAGGCAGTTGTTGAGCTGCCCAACCTGAGTGCTGAGAACCAAACTCAGGTC\nCCCTAGAGGAGCAACAAGTATTCTTAGCCACTGAGTCATCTCTCTAGACCCCAAGCCATA\nCTCTTGAATAATATAAAAATGGCTGTCCTCCTACATAATCTGACTTCTGGCTCAGGGGTA\nCTGGGTGAAGCCGATTCTAGGATCTCACTTGTGTGTGTGAGTGTGTGTGTGTGTGTGTGT\nGTGTGTGTATACATATATATATGTATATATATATTGTGATAGTGTCAGTGTGTTCGTGTG\nGATGTAAGCACATGTATGTGAGCTCATCTGTGTATGTTATTAGTATGCATAAGTGCTTGT\nGGGAGTGTGTGTATTTGGTAGACCCCACAACACTGAAGGCATTTGGATACTGAGATACTC\nACTAGCTTCTGAGTAGTCCTTAGCTTACATCCTTGCCAACAGAAATGAGTATATTGTCAC\nAGGGCAGCCAGCCCCAGCTACCTCAAGTATCATCTTGTGACTGTAGGAAAAGGACTCTTA\nTTATTGAGGGAAAGGGTTCCCAGATGGTCCCCAAGCCTGTTCTATCTTCCACAGTGGCTC\nATATCCTCATGTCTTAGCTGGTCACCCACTGGGGAGCAGAGAAAAAGCAGTTGTTTGAAA\nTCAGCAATCTCAAAGTGTATTCCTGGAGGAAGAACACCAGCTCTGTTCAGTGTTCAGACA\nGAAAGGGAGTAGGCTCAAGATGTCCAGAACCTGACCAGCAAAGGCCCTGAGCATCAGGAT\nTAGAGGTGTACTCGGCCTATAGGAGTCTCACACAGGAGACTGCAGACTGTCTGCCTTTCT\nGGAACTTGCTTGCATGACTTACAGATAAGAGGCAGGACAGGGGAGTGGGTCACAGACTTT\nTGGATTAAAAGGATTTGGAATTGTAAAGATGCATGGTTGGCTAATTCGCTACCAGCAAGG\nTGCATTTTAAAAATGTCTTGCTTTGATTTGTTGTTTATTCTGCTGTAGCAATTCGATGAC\nCTAGGCTGGCCTTGAATTTGAGATGCTCATGGGCCTGTACTATCTGTGTGTGTGTGTGTG\nTGTGTGTGTGTGTGTGTGTGTGTGTGTGTTGGAAATAAGTGAGGCAAGTATTCTGGAATA\nGTTTCTTTTTCTTTGCTAAATGAAGGTATAAAGTAAACATAGTCACCCATGCCAACCATT\nTGCCTAACAGAACAGAGCGTACACTCGTAGACATCAGAAGAAAGGGCAGTCTTTGGAGTA\nAACTGCATTAACTAGAATCCCATATATCAGGGTTATTTTTTTCTTGTTTCACCATCAATC\nCAAGCAAAAGGCACCCAGACTTCTAATCATGCACGGGGTTGGTCTCCGTGATGACTAGCT\nTCCATCACAAGTCATTTCATTAGCATAACCTCAAAGTCATAAACTCTCCTGCCAGGGGCT\nGCTGAGATGGCTTTGTGGGTAAAGTGCTTGCCACTTAAGCCTGATTACCTGAGTTCAATC\nCCCAGGACCCAAAGGATGGAAAAAGAGAACAAACTTCAGCAAACTGTCCTCTGGCCTCAC\nCACTGGTGCTCCACTTAGATAGATAGATAGATAGATAGATAGATAGATAGATAGATAGAT\nAGATAGATAGATAGATAGATAAATGCAGTGTAAAAACTTTATCCTTATACTCAAGACAAT\nCACAGAGTATAGTGCCAGCGCCAGGAACCAGAGACAACAGCAGTCAGATTCTTAAATCTA\nAAGGGACAGCTATGGCTGCAGCGTAGTTCTGTGGTAGCATTCTTGTCTACCATGCTTGAG\nGTCCCGGGCTCCCAAATATTGCAAAAACAAACAAACAGACGCAATGGCTAAAGGGTCAGG\nCACCCAGATCTCAAACTTTGGTTACACTTGTTGAAATAAGATCAAAGTTAATGTTTAGAG\nTCTCAGCTTCCAAGCATGGACTTCGATGTTAGTCCAAATTTTAAATGCTACTATATCAGC\nCACAGTGGGTACTGCAATAAAAGGCCACAGGCTAGGTGGAGGGATTAAAGTCAGAAATGC\nATGTCTCACAGGCCTAGATGATAGAAGTCCAAGAGCGGATGTAAGCAGGGTTATCTTTCC\nAGAGCCGTCTCTCTGGCTTGCAGCTGGCTGCATTCCTTCTGTCTTCATGTGGCCTTGGCT\nTTATATCCTCCTCCCTCCTCCTCCTCCATCCCTCCCCTCCTCCTTGCCTCCTCTTCATGG\nTCTTCTTTTTCTTTCTCCTCCTTTTTCTTCTCCTTTCCTTCTTCCTCTTCTTCTTCCTCC\nTGCCCCTTCTCCTCCTCCTCCTTTCTTCTACTTTTTCCTTTTTCTTCCTCCTCCTCCTTT\nCTTGACACTGATCCTGTTGAATGGAGACTCTGCCCCTATAACTTCATTTAGTCACCTCTT\nCAAAGGTCATTTCAGAATCCAGCTACTTTCTAAGACTCCATGATTTGGATGTTAACAGTG\nGATTTGAGGGGGTGGAGAAATGACTCCGGTGTGAAGAGCACTGCTGTAGGAGAGGACCCA\nGGTTCAGTCTCAAGTACCATATGAGACTCTTACAACCACATGTGGCTCCAGCTCCAAGGG\nATGCAGTGCCCTCTTCTGCCCTCTTTAGGCACCTGTACTCACATGTCCATACACTGAGAC\nATACACACAACTTAAAAATGAAACTATTTTTAAGAAACAATAAGTTTAGAGAGGGGCAAT\nTCAACCCAAAACCATGACCCTGGGTACATAATCTTCTCAAGTCTTAGAATCTACTTTGTT\nTTTTGATATGTAAGGAAAAGAACAAGCAGTAATCACATGTACAAAAGCTGCTGGGAAGCC\nAGGGAACAGCAGGGACGCTGCCTGCTAGCCTGCCCCTGGCAGTGCCGCAGCCTCACCGCA\nCCATTTTTATAAGGACACAGTGGCTTGCTGTCTGGAATGAGCCATCCGTTTCTCTGTCTG\nAAAGTCAGTATTTCCCAGTCATGGGCTTCTCTTGTTCCAGCTCTGAGACACTTGGCAAGT\nCCACAGAGCAAGCCAAGCATCAGCTGGGTTCAGCCCTAGCCAGCTCAGACTTGAGTCATC\nACTCTGAGTTAAGCTTGTATCACCCACTCTAGCACTCTGTCGTAGCCACCGTAAGTTGTG\nGCTAAGGACTCCCAGGTGTCCCTGCTCCTCTGTGGCCACACACAGCAAGTCTGTATGCCT\nGCGACTTAAAGAACCTTTATGTACACTCTGACATAACTGTGTGGAAATCCAGAAAACCCC\nATAAGACTAAGCCCTCAGGCTGCTGGGAGCTCACAGAACAAAAAGACCAGGATGCTAACG\nGCATCTGAGGCCAAATTGCCTGCGCCACCACCAAACCCCAAGAACTTTACAACTACACGA\nGGAGTTCCCTTTGGCAGGCTCTCTGCCTGTGGCAGGGATCCCAGTGGCTGAGCTGTACCA\nCTGAAGAAGCTCATTCAAAAGTTATTTCCTCACAAACAGCTTCCCTAGTCTTACATCCAG\nATGTGTTACTAAATAAGTGGTGACCTCCCAAAAGTGCCTGCAGAAAGGCTGATTCTTCTA\nGGCCCACCCAGCCCTGAAGTTACACTAGTCATCATAAGATGCCTTTTCTTCAATGTTGTG\nGTTATAGCCAGTACATTAGACCCTAGACTAAAGGAAAACGGTCATTGTCCCCATCTCCCA\nAGAGCATGCAGTCTAAAGAGTGAAATGTCAATCCAGTCAGATATATAGAGACGAATTTCT\nAAAAGTAGAAGCACTGAACCAAGAAGGGAAACAGCAAAGAGATAAGATTTTTAAGTCAGC\nCACCCATGCATGGTGTGTTATAGCTCAGAGTGCTTTCCCAAGTAAGAATAGAAAAGCCCT\nGCCCTGTCTTTCACAGAAGTTTTCAGACTACTGTATCTTTCCATCTTTTGCAAAATGTTC\nCCTGGCCAAGTTCTCATGGAGACCAAGAGATTCTCAACTGCTATGACGCAGTAGGAGAGG\nGGAAACAGAAAGGAGAACACTCGGGTTGGAATAGTAGACATGGGATCCTCTGTGGTTCTG\nCAAATGGACATGTGCATATTATACAAAAGGAATATAGTTCAGATTTTGAGATAGGGCCTC\nATGGTGTAGTTCCATCTGGCCACAAAATTATAATTCTCCTGCCTACCCTGCTTTGTGCTG\nGGATTACAGGTGTATAAAACTGTCTTCTTCCCTCTCCCTCCCTCCTTCCCACCACTGTGT\nGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTTAGT\nGTCTGCATGTGTGTACATGTATATGGCAGACAACCTTAGATATCATTCCTCAGTTGCTAT\nCCACATTGTAGTTTTGAGACAGGGTCCCTGGCTGGTTTAGACTTCACCAAATAAGCTAGA\nTTGGCTGCTGAGTAAAACCCAGAGATCTGTCTATCTCTGCATCCCCAGTAGTGGAGTACA\nATGATCCACCACCACCTTCACCCACCTTCTCATTTCTTACTGGATGCAAGGGTGGCTGTC\nAGAGGTAGAGTACCTGGGAACCTATTGGTCAGAATGGAGAGATGAGATGGACCTCGGGTG\nACAGCATTGTGCCAGTGGGTAAAAGCCTGAAAGGTTCCCATTCGGACTGACAGGTTCCAG\nCATACAGTGGGATGGCTGAAAACTTGACCCTGTGACCCTCTGTAACTGTTACATATTGCC\nACTTGCTGACTTAGACTATTGGAAAATTAGAATCGGTGTCAGTAAATAAGGTTAGAAGGG\nGAACCCTTGACTTCTTAGAAGAAACTGTGACTCAGATCTTGACCTGTGCTGTGTCTTGTG\nAGAAACTTCTTTCCAGATTAGTGACAGTATTGAAAGCAAGGCGACAGGTGGCAGTTAATC\nGATCTACATTTGGGTGGCTCCCTCAACAGTAACCCCCTGTGGAAGCATATCCCTAACCTT\nGCACTCCCCCCAAAAAACGCCTGGGAGAGATGGACTGCATCAGGAAGTGAGACATGCTCA\nTATACACTCCTTTCCCATCTGTGTAAGACTCTGCCAAGAAACCTTACAGTTAAAACATCT\nCTCTGGGTGGCTGCCTCCACAGGCTCTCTGGACCATTTCAAACCCTTCAGGATAGTCCAG\nGAATTCTTTTGGGGAGCCACAGCTTCTTAAGGCTCCTAGGAATAGGGTTCGATGTAAGGA\nCACTCAGGGAAATACTGTAGCTGGCTCTGGGGAGACATACATGCTACCTCAGCTCTCTTA\nAGAACCAGCTGGGTGGCTCTGGGAGGCCATTTTTCTTTTCTGTGTTTTGCCATCCAAAAG\nTGACGTTTTTATCAGGTGTAATTTCAGCACTCTGGGAGTGGAGGCAGAAAGATCACAAGT\nTCTAAGCCAGTCTTATCTAAATAGTTAAGTCTTTGTCTCTAATGGAGGAGGGACGAGGGG\nGAGGTGAGGGTGGAGGCAGAGGTATAGCATATCTCTGTCTCTTCATGGACACACATGCAC\nATGGGCACATGGGCACACATACCCTCACATGCACGTACACATACATGCACACACATACAC\nACACATACACACACACACACACACACACACACAAGACCATGATCTAAATGATTTCTTTCT\nAGCGCTTTCTAATGGTCTCCATCTTGGGCTCTGATGCTTTGGGCTCAGTTAGATGATACC\nTTAGTGACATGTCCTGTATACATGCCATCAGAGTAAATTATCTGATTGTCTTTTAGCCAA\nATTGGAACTAAGAGAAAAGTTGGATGAGGAAGAATTTCAGAGCTAAGAGTGAGGTCTTAA\nAGTAGCTCAGAGAGAGATGGGAGGGCAGTGTCAACTCTGTCAGCTCAAACTGTCAGTTCA\nCTGTGTCTCCAGTGCCTTTAAGTCACTCACTTTTAATGGCCTTCCTGGACACAATCCCTG\nCATCCACATGGCCTGTCCAGTGCCCATCCCTCTTCTCTGGATGTCTTTTGTGATCCTCAA\nGACTGCCCACTGGATGGGAAATTTCAGGCTCATCAATTTAGCTTTCCCGATGCCCCAGGA\nGATAAAATTAGTCTCTCCAAAATTTTTCTTTCTATGTCAGGCTCTCACATCCCTTAACTC\nTTCAGAAATGATTGCTTAGAATCCTGGAAGGAGCCTCAGGGGTAAGGGGGCTGATTCCAC\nCATTCTTCTTCTAGCAGAAGACCAAGGGCTGAGCTCATGTCTGCAAGCAGGACTATATTT\nTAGGAAAGACTGAAGTAATTTGTGTCCAGAGACTGACTGCTAGCTATTTCTTTCCCCCTT\nCTCCTTTGCTTTGGAAGTGCTAGAGATAAAATCCAGAGTCTCCTGGTAGACAGGAGTTCT\nGCTGCTCAGCCACATCCTACAACCTCCGGAAACCAAAGCTGGGTTTGCTACCTGGATATA\nTGGTCTTTTTAAAATAACTAGTTCACATACTCTCGGCGATGAGAACCTCTTTCTGTGGGT\nCCAGTTAGACATGTCCAACATATGTATGTGTATATGTATTTGTATATGAATATGTGTGAG\nACATTTGCGCACATACACAGGCACATGCCTTGTGTCTGTGTGTGTGACAGAGATTATCTT\nAAAGTCCCCTTAACTGATGACAATGGCTGACAGACTTACTCTAGATTTCTTTCAAAAAAC\nTCCTAATTTGGGAGGAGGGACAGACAACATCAGACTGGCTTCAGACTCTCTGTGTGACTG\nAGGATGGTGTTACAGTTCTGATCCTCCTGCCTGCACTGGGATTTCATACATGGGCACCAC\nAGCTAGTTTTGTGCTGGAGATGGATCCCAGGGCTTCAAGCATGCTAGGAGCTACCTCCTG\nGGCTGCTCGGTCTTTGAATTTCAGCACAACCGAATACCCACTTTTTGTTTCAAAGACATC\nTTTTAACAGTTGTTTTGAGGCATAATTGAACTTTACAAAATTATATGTTTTGCTTTCTTT\nTGTTTAAAATGTGGTCTCACAGTGCAGCCCAAGTTGTCTAGGACACCACTGTGCAGTCTA\nCTCTGACCTGACACAAATTTTCTGACTTAACCTTCTAAGAGGAGCAGATGTGTGTCCTAC\nCACGGACGACCCGAATTACAGGCATCTGAAGCATGCAATGTGCTTGTCTTGACATGTGTG\nTATTCTTGTAGGCCATAGAAGGGACTTTGGCTAGTCTTGTACCTACGCAAAGGCCCTCTG\nAGCCCTTAGATCCCCTGCCCTCCCCCAGAAGTCCTTCTGGCTTTGCGGAGAAGCCACTGG\nTCATGGCCACGAGGTAACCCGCAGAATGCTGAGCAAGCAGTTTGGTTCTGAGTGTTCACT\nGGACTGGGGAATTCTCAGGAGCGTTTAGAGGAAAGTCGGGTGGTTTTGTTGCTCCTTCAC\nCCAGAGTTCAAGACTGGGCATTTGGTAGGCAGGAATGCACCATGCGACATTGCTCTAGCC\nTTGAAGGGCTCTCGGGAACAGTGAGAGAAAGCTGTGTTGGACTCTTATGAGCCAGACCCC\nGCTCACTGTGGGTGGAAAGTTTTACTTCTTCTTGGCAGTGGTCCAGAGAGACGGAGTAGG\nAAGAACTCTGGGACCCTGGGACCAGATTTTGCTGTTGTTATTGGTTTGGTTTTTGCTTTG\nTTGTTGTTTCAAAACTAAATCTCAACTCCATGCTTACGAAGCACGCTGGCCATGCAGGAC\nAGGATGCAGGTTCTGGGGTGGACAACAGAGTGGTGCCCATGCAGGGGTTTGAGCTGCTAT\nCCTTCAGGAGACCCTGTCCTTCCCTCCTGATCTTGCTTTTTTTTTTTTTTTTTCTGCTTT\nCGCAAATAAATACTCAGGCTTTGAACTCCTGGGAAAGTTTTTTGTTGTCCTCCCAGGTGT\nGTAGACAAGAAAACCAGAGAAAGCAAAAGTCACCAGAGTTCTGTTCTTTCCTGTATGTTG\nAGTTATAAAAGTTGGCTCTCATACAGAGGCAATTCTCTTTAATCGAAGTACAAAAGACAC\nACAGAAAAGACCAGTAATGAACAGTCTGTGTGGCTTTCTTTATGTGGACAATGATTTAAG\nCACGCAGAACCCACATTATGCCCTTTGTCTCTCGTTATTGCCATTGAGCCAGGTGTCCAG\nTCTGCATTGCATCCTGGGATTCTGCTCTGCAATGCATCCTGGGAAGCAATCACTCTGTGA\nCCATCAATAGCGTGGCTTTCTATTCAGGGCCATTGGGTGACTTATTCAGAGTGAAGGCTA\nTATAGAGTCAGACATGTTGCAGTGTTTCTGTGGCACTTAAAACAGAAAAAGAGAATCTGT\nGCCTTATGTTCTTGAAAAGTGGGACATGTTACTTCAAATGATATTTACATGACATCCCCC\nCCCAAAAAAAAAATTAGGCCAGGAGGAAATGAGAGATATCTCAAATCAATGAGATTTCCT\nTCCTAGACTAGTCATGAAAAAAATAAGAGATTAATAGAAAAAAATCTGAGGTTCTTAGTT\nGCATAAAATGTGTGTATTTATCTTCCCTGGAGGAGCTATATCCCAGCAAAGGCCAAGGGT\nCAGATGACATGCAAATGACTGTGCTTTGTGACATCACAGGATTCTTGTATTTATTGTTTT\nTATTTGGATTGTTTGGATTATCAATTAATAGTAAGTGAAAAGGGCCTGTTTGTAGGCATG\nTCCAACTCCCTTGCCCTATTTGGAAAAAAACATCATGGATCTTAAATTTTTTCCTTCTAC\nCTTACTTAATGGGTATAAAGCATTAGTTTTGGGTAACGAATAATTCTAGACATTGGCTGC\nTCAGCCATGAGACATGTAGTCAGTCACATACTTGAAAACAACACTATACATTTAGGCTAC\nATATGTTAGAAGGTAGATTTTTTATTATTATTAAATACAACTTTTGTAAAATGCACCTAA\nTGCCTTGAGCTGCTTGGAAAACATTTTGGTAACCAACACTTCATTAGCAAAGAAAGTGAG\nCCTGGGTTTAAGTTGGCTTGGTCAGGGCAGGCCAGCAGCATTCCACCACTCAGGTGCCCA\nTGTCTGTGTTAATAATAATTGTACTTGGGATTAGAGAGATGGTTCAGTGGTTAAGAGGAC\nTGACTGCTCTTCCAGAGGCCCTGAGTTCAATTCCCAGCAACCACATGGTGGCTCACAACC\nATCTGTAATGGGGTCTGATGCCTTCTTCTGGTGTGTCTGAAGACAGTGACAGTGTAGTCA\nTACATAAAATAAATACATCTTTAAAATGATGATGATGATAATAATAATAATTCTACTCAA\nGAATTTCATATCATAGCCCCTTAAGGGGTAAAAGAAAGAAAGAAATGCTTAATATAGTGC\nTTAGGCTGTGTTTTCACAGAGGCATAATTGGGAACTCACTTAGCATCTTCTGACCTCTTC\nATTTTCCAGAAGATAAGGAAATGTGGTGGTGCCTCAAGGTATGGAAAGCACATCTCTCTT\nCTAGTCCAGCCCCCCTACCTTAAGGTACTCCCTGGAGAACAGAAATCCAGATATGAGATC\nCAGGTGTGAACACCTGGCTAGTTACCAAGGCTACAGTGTAGCCAAGCAGGATCTCCAACA\nGAGACGTTAGGTGAGTCCCAGGGTGGGAAGCTGCAGCTACAGATTAGGTGGCTGTGCTGG\nGATTGTACTGGCTGAGGTCAAGGATGGGTTCTTAGGACTGGGTTAAACCAAGTCCATGAT\nAGGCTGTAGATCCCAACTTTTCTGTACTCTGAACTGCAAAATTCTGAAGTCAGTGGAGTT\nGGGGTAAGAATCTTGACCTCTGCTCTTGCATGAACTTGTATGTACCTAAGCAGTAACTCA\nCATCTTCTGACCTCTTCATTCCCCGGAAGGGAAGGGAAATGAGGTGGTGCCTCTGGGTGT\nGGGAAGCCCCATCCTCGTTTTTCTGATTGTTGATTGTCTAGGGAATGAAACCCAGAACTT\nTGCACACGGTGGGCAAACGCATTACCACCGAGCTGCGTCCCACATCCTCGTGGCTTTGGA\nGGAAGATACACTTTCATGGCTTTTCATCATTTCCTTTGAACACATCCTTGACTTCCTGGG\nAAGTCAGCCAGGCTGACTGAGAGGCTGGGAAAGGCAGCTATGCAGACAATGGCATCTCCT\nTTGTGCCTGTGACTTGGGCCACAGTCTGACCTTCTCTCCTACATATGAAAGGAAGAGGTG\nAGAGGTGACAGCTCCAAGCTCAATGGACACTCAGCCTGGCAGCTGATGACACTGGCTGCC\nCTGGGGTCATAGCCTGTGATGATTTCCCTCTTACAGACTGACAGACTATTATGAATGCAA\nAGCCTATTAACTCTATTCCAGAAAGGAGAACGTGAGGCCTCAAGAGAGCGAGCAAGGCCA\nGCTGAGGAAATACACAATGCATCTGCAGATGAGGTCATGGCTAGGCTCCAATGGCAGTGA\nCAAGGAGGGGTCAGAGGGTTTGAGGCATTGCATGGGAACCGCCTCATTAAGAGTCTTCCA\nGTTAAATGTTGCAGAACGCCCTGCCAGCCCCAGATACAGTTAATGAAATGCTTAAGACAA\nGAAGAGACCAGGAGGAGAAAAGGGAAGTGTGGAAAGCCTGCCTTTACCCTGTGTCTCCTT\nCGGTCACACTGGTACAGCTTCCTCAGCTCGCTAGCAGGGGTGGGACACAGTGGGCCCTCA\nGTGCTGGACCCATAGCTGAAGAGTCCCAGTGAGCAAAGAGAAATTCCCAGTGGATGAAGC\nTGCTTCCCTGATCCAGCTGTGAGAATACAACCCCATCAACTCAGTACTTAACAGGCTGAG\nTCAGAAGGATCGTGATTTCGAGGCTAACCTGGGCTATAGATCATGTATATTTTTTAAAAA\nTCAGAGACTGGGGCTATAGGATGTAGCTGAGTTGTCACCCGCTTGCCTAGGCTGGGCAAA\nGCCCTTGGTTCCATCCCAATCACTGCAGAAAGGAAAGCAGAAATGGCTGACAGAAGGGAA\nGGTGGAAAGGGAGAGGGAGGGAGAGGGAGGAGGAAATAAAGACAGACCCCCCTGAGCCCT\nCCTAAGTAAGACGTCATCAAGTAGCTTTGGGAGGGGCTGAACTTGGCAGGAATCAGAGCT\nGAGCAGGTGAGTTAGCTAAAGGCTTACAGGATGAGGGAACAGAACCCAGGCTCATGTTGG\nTTTCAATAAATCTGAAAGCTCCTCTTCTCCCTCCTTCACCATGCATCCAGTCATCCTGCG\nCTCGTTCATCTGTGCATCCATCCATCTATCCATCCATCCATCCATCCATCCATCTATCCA\nTCCATCCATCCATCCATCCAGTCATCCATCCACCCATCCATCCATCCATCTATCCATCCA\nTCCATCTATCCATCCTCTATCCATCCATCCATCCATCCATCCATCCATCCACCCACCCAT\nCCATCCATCCATCCATCCGTCCATCCATCCATCCATCCACCCCTGCAATCAGTCCACACT\nCACCACCCAGCTCGGTGGAAATGAAGGAACTGTGTTAGTTACTTATCTAATTGCTGCAAC\nGAAGACCCAAGAAAAACAGCTTAGGGACAGAAGCCTTTATTTGGGCTTACACTCAAAGGA\nTGCAGTTTATTTAGTGGAGAGTTTATAGAGGACAGAGGTTGAGGTAGTTGGCCACTGTGC\nATCTAGCTAGAGTCAGGAAGCAGAGAGCTGAGGTGGGACTTTGGCTCACTCCTTTTCCTT\nTGTTATAGAGTCCTCTGGAACCTCAGCTCCTGGAATGGAGTTTAGAGTCGGTCTTCCCTT\nGTCTAGAATTCCCTCACAGACACGCCCAGAGTCTTAACTCCTTATTCTAGAGCCTGCCAC\nATGGACAAATAGAGATATACACTACAGAAATACACAAATCAACTTTCTGAGCAAAGTCAG\nAAACGTGTTGGGGCATATGCCTCAGGATGACAGGAAGTCCCCGCCTGAGGGCTCAGTGAG\nCCCAGCTACAGAGCTGCTGGGTCAGGGGAAGCAGGTACCCAACATTTGTATGTAAACCAA\nGCATTACTTACCACAGAGCGCAACAAAAAAGGAAGGGGCATTTCATCAAAAGAGAGATCT\nCTCAAGAGGCTGAGTGTTATGCTAAAGCAGGGTCGTCGGAATCAGGGAGTAGAGGAACTC\nTTTACCCTCTCTGCCACCCCAGTGCTCACGGTACTTCTCTTTACACCTCTGATGTGCTTG\nCCAAACTGTCAAAGAAGAAACACAGTTCAAAGCCATCCTGTTTCCCTGACGACCAACCAG\nCGCATCCATCTTCAGGTCAAGGGTGTGAGATCCATTCATCTGCTTTCGGTTTTCTGACTG\nTGACTTTTTGCACACTCCCCTCCCTTCTGATCAGTCTCCTGGGGCTGTTTCCCTTTGCCT\nATATTGGGGCTGACTTCATGTGCCAAACTCCCTATTTTACACTATTTAAAACTCTGTAAG\nCCTCCTGTAATTTTTTTTTGGAAATGAATAGGGAGTAGGAAAATAATGAACTATTTTTTG\nCTTATTTATGTGTGCTGTGGCTGTGTGTGCATATGTACATGTGTGCTCACATTTGGTGGC\nAAACATATACAGAGATACACACAAGTACATGTGGAGGCCCAGTGTTGACATCTGGTGTTT\nTTCTAAGTTTCTCTCTCCTTATACATTGAAGCAAAGCCAAACTCGTAGTTTGATTTCTGG\nATCAAGACAGAGTGCAGTGCCAAGAGGCTTAATAATGACTGACACAGGCAAGTGTTTAAC\nCCCTGATAAAACTCTGCCTCCAGACTTTCTGCCCAAACCCACGTCTGTAAATATCCAACA\nTCAGGTCTCTCTGGGATAGCACACTAGATTCCAGAAGACCGTGCATCTGTTCCAAGTTGC\nGATGGCTGCACAGACTGCATGTGTGCTGTGCTGTGCTGTGCTGTGCTGTGCTGTGCTGTG\nCTGTGCTGTGCTGTGCTGTGCTGTGCTGTGCTAGGCTGTGCTGTGCTGTCTACAGGACTA\nGACCAGAAGCCATTTGTGTCAGCTGCCGTTCTGTTTATCCCAGAAACTATGCTGCAGACA\nTACTCTCTAATGTCCCTGATGTGCTCTTCATGGGTCTACTTGCAGAAAGAGGCTTGCCTG\nACCTATCAGCAAGCCCCAGAGGTCTGCCTGTCTCTGTCACTTCGGTCTGGGAGGACTAGA\nGCATGCCGCCATGCCTGGCTTTTTTCTGTGTGTTTTGGTGATAAAGCTCAGGCCCTCGAA\nCGCCTGTGGCAGGCACTTTACTGACTGATCTCTCTACCCACATCTCTTTTGTCTGCTCTC\nGAAGCCCGTCTTCTGTCTACATAGTCATTCCAGCTATGCCCACCAGCTGGAATGACTGCA\nCTCCCCCTTTTATAACACAAATACCTTGCAAATGCCCAAGGATGTGCCTAAAGCTACCAA\nCAGTACCAAACTCTATGTCCACCATGTTTTTTCTCTCTCTATATATATATATACCTATGA\nTGTCTGGTTGGTAAATTAGACAGAGGAAGAGATAAACAGCTAATGATCAAATAGAACAGT\nGATAACAATGTGCTATTACAAACGCCGTGTGATGTCTCGAAAGAGTTAAGGCAAGCAGGG\nGTTATGGCACACCCCTCTCATCCCAGCACTTGGGTTGCAAAGGCAAGAGGATTATGAAGT\nTCAAGGCCAGTGTGTGCTCCCTGTCCCCCAAAAGAAAAAAAGAATGTGAGAGAAAATGTT\nAATATTTAATTGTTATTGGCATTAGTATTTTGTCAATGTAATTCATACTTACATTAGTGT\nCATAAGTATATTTTATCAACATAATTTGTATTGATATCTGTATTTTTGGCCCATTGTTGA\nCTGTGTGTAATTGGAAATACAGGAAACAGAAGCATAGATAATGAGAAACGATAGAAATTT\nATCTTGACCATGTTGGAAGAACTTCGCCTTATGGTCTCCGTCTCCCTATTTTATACTATT\nTTAAATTCTGTGAGCCTCCTGTACTTTTTTTTTTTTTTAGAAATTAATAGGGTGTAGGAA\nAATAATAAAAATGTTTGCATATTTATGTGTATGAGTGTGTATATGTGTGTTCACATGTGT\nGGGGGCAAACATATGCAGAGACACACAATCACATGTGGAGGCCCAGTGTTGACATCCGGT\nGTTTTCCTCAGTTTCTCTCGTTGCTGGGATGAGCTCACTCTTCTGGCTAAGTCTGGCTAG\nCTAGTTCCCTCCAGGGCTTTTCCGTCTTGGCCTCTCATGCACTGTGGGATACAGGCGTGG\nCAGCACAACCACCCAGCTTTTAAGTAGATGCTCAACATCTGAACTCCGGTCCTCATGCTT\nGCAAAGCAAGTACTTTACACACTGAACCCCACAAGAAATAGATTTTACCCAAGCACAAGG\nAGATTGCTGAAATCGGGCCAAAGCCACTAATGTAAATATCTGACACCAGGTCTCACCAAT\nCAGTGTTGTGATTGTCTACAAGCTTGCTTCAAGATGTGCTATGGTATGCAGTCTTCCGTC\nATCTGCTAGGCCCCTTTAGCATATCGGAACGCAGCAGGAAGTTTCGGTTGCCTTTTATAT\nAGTTGGGGAATGGCGTGTGGGGGGGGTCATTTTCACAAAACTTTTTCAGGAGTAAATATT\nTGTTCAGTCTTAAATTGGCCCTCCCTTCCTAGGCTCCCGGGATCCAGTACTTGTGGACTT\nTTTCATTATCCTCCTGCCCTGGTGAGAATGCATTCTTACTTGTATTGAAAGTGACATCAG\nCAGCAGAGCAGAATGCATCTCCCCAGTGCAGGCAGCAGATACCTGCCAGCAAGCAGCAAG\nAGCTACCCACAGGGAAGAGCCACAGGAGGGCACTTGGGGACCTTCCAAATTAAAATGCTG\nATAAACATGGAAAAGCCATGCAGAGTCTCCAGGCATATTGCTGGAGCTAGAGAGAGTCTG\nTCTCTGTGTCTCTGTCTCTCTGTGTGTATCTTTCTATCTGTGTCTGTCTCTGTCTCTCTG\nTGTCTGTGTCTATGTCTCCCTCCCTCCTTCCCTCCCTCCCTCCTTCCCTCCCTCCCTCCC\nTCCCTCCCTCCCTCCCTCCCTCCTTCTCTCCATCTCCCTAGCCTATGAGCATAATTTTAG\nTTCTACAGAAGCAGTAGGCAGTGTGATAATGTGTTTCTACAGTGGATGGGGCAGATATTC\nTACAGATTACAGGCGAGGGGTGGGTGCTATTTAGGGCCAGGCTACAGGAGGATGTTCTGG\nTCCAAAGGAAGCTGTCTGCTTTCTGTTCTCCTTACTGTCGGGATTTCCAGCAGAGGATGA\nCAGTTCATGAAAAGAGGACTTAGGCTGTGATAGATAAGTCCTTTGTCAGAGCAATAAGGG\nGCTGAGGGATCTTACAGGGATTCAGTCTCTGGTTGAAGAAGAAAGATGAGGCCATTTTTA\nCTGATGACCTAGTAGGTGGCCATTTATTGTCCCTAAAACTTTAAGAGGTAAATATTGGTG\nTTCCAATGTCTAGTAACCAATCAGCATAAACTTCACAGTTGGGTTTTGGAGCCCCGTGGT\nCTGGATCACACGTAGCCCAGGTTTATTTGTTTGTTTGTTTGTTTAAGGAAAGTTGTTGTT\nGTTGTTGTTTTAAGAGGATTCACTCCTATATTATTTATAGTCCCCCTCCAAACCTCTACT\nTCTCACCAGCAGTATACTGCAAGGCAAGTGTCTCTTATCAAAATGGTAGCAATAAAGCCA\nCAATCTCTGGACACTAGCCATATGCTAGGCAAAGGACACCAAGTACACAGAGACCCTTCC\nGTCCATTAGGAGGCAGTGTAGCAAAAACAATTTCCCCTTTATTCTTCATCTCCACGCCTT\nTGCAACGTACACCCTCTAATAACCCTTAACTCCTGGACACTTCTAGCTGTCATAACATAT\nGACAGTGACCATGCAAACACCTTGGCCTCGTCAAAGACTTCCACATGTGCCATGGAGAAC\nCAATTTCAAGACTCCAGTTTCAGTGGCTGTTCCCTGATTCTGGGACAATGCCCTCTTCTA\nCAATTCCCTGTGAATAAAGCAAATGGAATAATTATCAGAGCTTCGGGGTAAAAGCCGGAG\nCTTGGACAGCCCCGAGAGACTAGATGTGGCTCTCCCAGCCCAATATGCCAATTAAAGAGA\nTTAGTGATGGTGAAAAGCAGAGAAAGAGGCTTAATCAATCAATCTCTCTCTTCTAAGTCT\nGCAGAGAGGACCTGAGAGAAGAGTACAGTTACCCTAAGTCTATCTGTGGGGTACTGACAT\nGAGCCTTGGATTTAAATAGAGGGGGAAATGGGGCAGGGGAAATAGGAAAGTATAATGTAG\nCAGTCCTGGTGCAGAATGGTTTAGCTAATCACAGCCTCGGTTCTGGTCCATAAGGTGGTC\nTCATGCTGATACTCAGTTGTATGCTCATGCTCCGAGACGCAGCCATGTTATCATGAACAA\nCCGCCCTCATACGTGTCATGGTCCCTCCTGAGAGGCCTGGCTGTTCCTAGAAATTAAGGT\nGTGGAATGAATTGGAGATTTGCAGGTGCCTCATAGAGATGCAGAACCTAACTTTCTAGTA\nATCTGATAGAAAAATGTCTCTGCTTCTCTGGTATCTGTGTCATTGGCCTGGGTGGGAGGC\nAGATAGGTTCTGGACACACAAGGATTAATAAGCCTATGTCCACAGGTGAACAAGTGGCCC\nAAAGTAAAGGAGCCATGCAAAGTGAAGGGAGAAAGTCCAGGTTTGTGCCAAGCAAGGAGC\nGAGTCCTTTTCTGCAAAAGCAGCTTCTAATGCCTGTTAGATTATAATTCAGTGTGCAATA\nTCATGAGGACTTCCAGTTTGAATGACTCCTGGTGGCCACTGGCTACTGGCCCAGGAGAAG\nTGCAATAATCCTCTAATATGTTCTTTGGTCTTAGAGGGCTTAACTTCATCTTCCAGGGAA\nCATAAAGATGTGAGCAGGTTTACATCCAAAGAAGACATCTGTATTCTGTATTCTTCATAG\nCACAAGATAAGGGTAGCATCAAATATGCAGAGCAATGTGTGTGTGTGTGTGTGTGTGTAT\nGTGCAGGCATGTGCATGCTTTTATGTGCATGTGTGTTATGTATGTGTGTGCTTATATGTG\nCATGTGTATGTTAGGTATGTGTGTTACATGTGTGTGTACATATCTGGTATATGAAGGTCT\nATTTGCACATGTGTAAGCTCCATAGATCTTTTTTTCTCCACTTTCCCAGTACTAGGATCA\nCAGAAACATATCATCACACCATTTTGTATATGCGCTAAGGTTCCATCTCAGGTTTCCATA\nTTTAACTGGCGTTTTACCAACAGAGCCATCTCCCAAACCCAGGCATCTTAAAAAAGCAAA\nCAAAAAAACAGAAAACAATTAGTTAGTTAGTATTTGTATGTGAACCTGTGTAAGTTTACT\nGTCCTGCCCACAGAGGCCAGGGAGTATCAGAGTCACCTCGTGTAGATGCTGGGAACCAAA\nTCCAGGTCCTCTGGGAAAGCAGTAAGCTCTCTTAACCACTGAGCCATCTTGATAACCCCC\nTTCCCCACCCCCACACATCTTTTAAAGAGGAAAAGTAGAAGCAGTGGATGAGATAGTGGC\nAGAAGATGAAGCTTGAACTGCCAAGGTTAAACTCAGTTCAGCATCTCCATAGTCACTAGA\nAATACTTCCCAATTCAGCCATAAACTTGAGAGACCTTTGTGACGCAGCTGGAAGAGCCTG\nTGTTCCTCCCACCAAAGCAAATCTATTGTTCATTAACAGTCCTGTGACATCACCCTAAGC\nAGGATGGAGTCTGGGGGGTGGCTGTGTGAATACAGAGGCAGGAGGGATGCCCTAATGAAC\nACCTGCCTGCCTTCCAGAGCCCCTGGGGGGATCCTGTGTAAAGCAGGCTCCCCAGCGGGT\nCAGGGTAGCTCTTGGAGTTTATAGAGGAGCAATCATCATGTCTGTCTGTCTGTCAAAGCC\nTTCATTGGGCACCATTCAAGTCCATGAGGAAGAAAGAGTTCCTCCCACACTCAGAGTGGG\nCTTGACTGTTCTGGTGCCTCACTCAGACCAGGTTGTATTTGAGAACTTGGATGAGACCAT\nATGGAAATAAAAGGAAGCGATCAAGAGAAGAAAAGATAAGAGGCAGGTGGGGAGCAGGGT\nGTGAGGGGTAGCTAAGAAGCTTTAAAAGGTTCCCAAGAGAGACTTCATCCCCAAGGCTTG\nTCTCTTGGAAGATTTGCAGAGAGAGTTTGAGGGGAGCCTAACTCAAAGACTAAGAAAAGG\nGATCCTTTCTTGCACATAACAACGCAGTGCCTCTCTGGAGGTGTAAGATCTGACTGATAC\nCCAGCCACACTCATTCACGGACTTATGGACGGAAGTGGAGCAAGGGCCGCAGTGTGCATG\nTGGGTCAGATGACAACCTCATGGGAGTGTTTTCGCCTTCCATCATGTGAATCCCAGGGAT\nCAAATCAGGTCATGAGGTTTATTGGCAAGCATCTTTACCCACTGAGCCATCCTTTGCATA\nGCTGCCTCTGGCCCTGTCTAGCTGGTGGGGGATGGACAGCACTGTGTAGCAGCTCTCTTG\nCTTCATGTCTGAGTGTCTGTACAACCATCTATGCCTGTGGTCTGCTTCCATGCTGGGCTG\nGGCTGACACTAAATACCCTACCCATTCATCTGTCTCACTTTGCCAATAAAAACCTTTATT\nAAATGGACTGGGGAAATACCACAATTTGTAAAGTGCTTGCCTGCAGATACGAAGCCTCAA\nGCTGATTCCCTTGAACCCATAGGATTTTTTGTTGTTGTTGTTCTGGTGAGTGGTGTATGT\nGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTTTAAAGTGGGTCCTGGTGACACACAC\nTTGTAATCTCATGGCTGGGGAGGCAGAGATGGGTAGCTCTTCCCCATGGAGAAAGACCTT\nTCCTACATATCACCAAGCCCTATTCTTATCAGTCTGCAAAAAGCAACTGGCTTCAGTGTG\nTCCCAGCCACAGAATACAGGGCTCCATTGGAGAGGCTACTCATCAGAGCCCCTAGGGTAG\nCAGGGGAGGGGCAGCTGTCAGAACCTGCTGTGCAGAATTCAAACAGAATGACCTCATGCA\nCTCCCTTCCCCCTTCCCCTCCCCCTCCCCCTCCCCAGGAATCAAAGCACTAACTGGGCTG\nAGTAGGGAGGATTCAGGGTTACCAGGTCAAACTCTTCCTCACTCCTCTACTCAAAGTTGT\nCCTCCACCCAGGCTTCCTGAGGAGTGAATTCCAGCCCTCCGAGGCCAGAAAAAAAAAGGA\nGGCGGATATGCCATCATTTCTACCGCTCTTGGAAGTGACCTTTTCTTCTGCCTCACTGCC\nATGGTCACTCCTAAAGAGTAGGAATCACCCATCCACTAGGTCTTGGGACCCTCAGCATGT\nAGAGTGGGTGGGCACATTAGCAGGCAAAGCTGGACACAGTGCCTGCAGCGGTGTCATGAG\nGGGAGGCAAGTGGCCCATCAGCTCAGGGGACAACATGCACCTTGCAGTAAGGAGACAAGA\nTTGCTCCTGGCAATCTTGGAATATACCTATAATGCTAGCATTTCTGGGGAGAGCCAGAGT\nCTCCTTTCGAGGGGGGGGGGTTCTTAGTCTTATTAATAAAAGATTTTATTAATCTCTTAA\nTAAAACTTTAAGGGAAGTTCAGGGATGATTTCATTGAAATTTGAGAGAAAAACAACAGGT\nCAGGTTTGCTGAAAAATCTCAGGAGCTGCCAGGAATATAAGATGGGGTTGGGGGTGGGCA\nTATCTTTTAAGTCAAGCATGAAGATCAGCGAGAGGGTGAGAAAGTCCAGTGTCAGGGAGA\nGCATGTGCAGGCTGAAGGCTAGTATTTAGAGGGAAGGGAAAGACTCGCTTAGTGCAAGGC\nTGTCATCTGTGTTTTGGGGACACCTGCTTTCAGGTTAATATGTCCTGGGCAAAGAACAGC\nACCAGGGATGCAGGGATAGAAATAGAGAGACGTTTTTAAGGGAAGCGCACTCCCAAGCGT\nGGGAGGAGCCTATGAACTAAGAAAGGAGCTGCGTCCACTAAGCCTGGGGCCCTGAGCCTT\nTCTTTACAGGGTATTTACATAGGCAGCACCCGCAGCACCCGCCTCTTCCGTGTGTTCTGG\nGCATGCGCTGGTATTCGGATGAAGCTCTAGTGGGAAAGGGTTTCTAGTCTTCTTCATAGT\nGTTACTCTCGATAGTTCAGGTCTCTGCTCTCCAGTCACACAAGAGTTTGGGAAGCTGAGG\nTAGGGGGATTCCAAATTCATGGTCATTTGGGAGTGGGAGAAGGACTACAAAGTGAGAACT\nCTGTCTCAAAAAGATACAAATAAATGAAAATAAACAAAAACCTTAGAGAATGACTGACTT\nTGCCTTCAGACACGAGTCTTGATTTCTCTTAAAGTACAAGGAAGAACCATGGTTACTTTT\nGATGTTCTGATTTATTTATTTATTTATTTATTTATTTATTTATTTTTGGTTTTTGAGACA\nGGGTTTCTCTGTATAGCCCTGGCTGTCCTGGAACTCACTCTGTAGACCAGGCTGGCCTCA\nAACTCAGAAATCCACCTGCCTCTGCCTCCCGAGTGCACCACCACGCCCAGCTTCTTTTTT\nTACTGTGATTAACTTAGAAGTGGCAACTCCTTTGATGTTTAACGGTGCCCTATGGGAATA\nGCGTCTTTGGGGGAAGAGTCCATTGGGTGAGTGGAAGTCACTTCACTGCTAACAAGTAAG\nGCAGGGTTGGCTCACCTGCCTTATGCACAGGGTGACATCAGAACCAGTTTCCAAAGGGGC\nTCAGGCCCCAAATCACTCCCAAAGCAGACAGCCACCTGGTCCTGTACTGAGGTACTCTGG\nGGAATGTGGTGCAGAACAGATCTTTGGGATCCCAGTCTGGGGAGAGGCGCTTCCTGTGGC\nTGCCAAAACACAGAACAACAAAGCTGGGGAGTGGGGGGGGGGGTTTGAAATAGACAGAAC\nCACACTCCTGAAATCCAGAGGTAGGATCATTGGTTGTAGCCCTGTGTCTCCTGGTAGGAA\nCTAGCATGGCTTGTCCTCTATGCTTCCGTGTGTCCAGCCTCTGTCTTCATGCTTTGTTCT\nATGGATGTTACGTTAAAAGTTGTCTTATAAGGACACGTACAATGGCATTCAAGCCCCTCT\nCTCTTTCCAGAGCCTTAACTGTAGGTCTGGGAAGATGACTCCATGGATAGAGTGCTCCAT\nGCCTAAGCATGCGGACCTAAGTTCAGATCATCAGCAGCCTTGTAAAAGCCAAAGTCAGTA\nGAGGGAAAGGATACAGACCGCCAGATCCATGGAGTTCACTGGCCAGCTAGTACGACTATC\nAGTGAGCCCCAGGCTCAGCCAGAGAATCTGTCTCCAAAGAACTAGAGTGGCTGGAGAGGT\nGGTGCAGAGGGTAGGGCCATTTGCTGACCTTGCAGAGGACAGGGTTCAGTTGTCAGATGT\nCTTACAAATGCCTGCAGCTTCAGTTCCAGGGGATTTGTGTACTCTTCTGGCCTCCGTGGG\nTATTGTGTATTCACAGTGTACATACAAATGAGCTGGCGTACACACATACACATTAAACAA\nATAAATCTTCGTTATAATAAAAAACAACTAAGGTGTAGAGTGACTGATTGAAGGAGTTGC\nTGTTGACCTCTGATCTCTACAGATACATGTGAACGCAACGCACATGCTCCCACATGTGTG\nAGAGCTCACACATACACCCCGCTGTCTCAGCAGTGCAAAATCATCTCTTTGGCGGTGTAA\nAATGATGTATTCAGTTGATGGCTCATGGACTTACCTTTAAAGGTGACTGTTTAGCACATT\nACAAGGTACCATAAAATTATGTCACCATTTAGAAAAGCTACCGTGTGATGGGAGAATAAG\nACACATGTGGAAAGTTATACAGAAAGGGTCTCCTTGAGAACATGGGCTTTGGGTAGCAAT\nGAAGATTTTGAAAGGGAAGTGGACAAGGGTGGGGTTGACTAGGAAAACTGGGACTACTAT\nAATTGTGTGTTCTTAACCACCAAGCATTTAGGCTTGGTAACATTTTATTCATATGTGTAT\nATGTACATATGTATATATGTATATAGTCATTATATATTGTCATTTCACATATGTAATGTC\nATTAGTGTCATATATAAATATATATGTATAGTGTGTGTACTTTATAAGTACAGTAATGAA\nGAACTGAAATAATAATGGATGGTGTAATACTCATTTTGTGCCACACACTGATTTACATAA\nGTCATCATTCATTTAACCCTCATGACAGCCTGTGACATGGGTATTGTCATTATCATCATT\nTTATAGGTGAGGAAACTAAGGTATAGTGCGGTCAAGCAACTTGCTCCAGATTGTTTAAGA\nAAAATGAGATGTGTTGATAGACAAGATTTCCTAACTCGAGAGAGTTTTTGAATGAAAATG\nCACAATCTCTGCGAGGACTGAGTAACTTGTGGGAGAGGAAGCTGTTTGATGTGATCATAG\nCGTGAAGAAGAATATTCTAGAATCTTTCATGCCACTGAATGCCCCCATCATCTGACAGGC\nGAGAAGACAGAAGTCAGAGGATTTATCATTTGTCCACAGCTGTCTGTCTGAAAAGGAGTG\nTGCCTGTTAAGCCCAAAGTGGGCACTGATGAATGTGATGAAGTGCAGTTATGTGGCAGAG\nCTCCTTACAGCTTACAGGTATTCTGTGTGTGCGTGCACATGTATGTGCACATGCATGTAT\nACATGCATGTGTGAATGTGGAGATGCATGTACAAGATGCATGCACACCAGATGTGTGCAG\nGCCAGAGGTTGACCCTGAGTGTCTTCCTCTCAGTTGCTCCCTGACCAGGCAAGCGCAGGG\nTGAGTCTCCCCGCCCCCAGCACTGGGGTTAGAGGTACATGCTCACCACCCGCCCCCCAGC\nACTGGTGTTAGAGGTACATGCTCACCCCCCCCCTAGCACTGGGGTTAGAGGTACATGCTC\nACCACCACCCCCAGCACTGGGGTTAGAGGTACATGCTACAATGTCTAACCTTTTACATTG\nATCAGAAATCCAAACTCAGGGTCCCAGGCTTGTGTGGCAAGCATGTTACCAAGTGAGTGT\nTTCCTAACCCCTGGTGCTCTTTTGATCATGGTGGCCACTCCGGTCTCCTAGAAGAAGCAG\nGGCAGTGCAGGAAGTGCAGGAAGTGCACAGGACCTAAACTGAGCCCTTAGACTAAATATG\nGTTGGTATCTATGGCCATGGGAGCCCACGGGAGCCAGCACCCTTCTAACCTCACAAGAGT\nCTGTGTGGTGAGTTCAGAGCAACAAAGACCACTGCTCCCCCAACCTCTAACACGGTAGTT\nGTGCAGGTGTCCAAGCTCAGTTTTGGAAAGTGGTATTTTTAGCACTGTAGTGCCTCCAAT\nGTGCATTCATGCAGTGGAGGACATTTGCAAGGAAGTTGTTATCCAGGTATAAGGAGGGAA\nGCAATCTGACAGGGAAGGCAGGGTAGAGAAGCCAGTGAGGAAATACAGTTAAATACAGGC\nTGATAGAAAGCCCATCTTTAGTTCACTGACATCCCCACCAGCATGGCCAGTGACCCTGAA\nGAAACTGGTGTAACTCACCAAGGACACACGGGGCTTGCTTTACCCACGACGCCTTCAGTC\nCTCTACCCTGTTTGTCCCATCAAACTCAATGGGGCTACAGGCCCCTTTTCTGGCCTCCCT\nCCCAGCCAGATCCCTGCAAGGCTCCACAAATGTTTACAGCACCAGTAATTGGCAAATTAC\nAATCAGCAGGATTCTATAAACATCCCTTCTGAGTACAGAACAGCCAAAGAGCTTTCTGCC\nTATCAGGCAACTCACTCCAAAGCAGTGAGTGTAAGGACCTTTCAGAATGCTGTAGTTCCT\nCAGTCACTATCATGTCAAGGTGGAATAGTGTCTTCCTCTGCAAGATTGGAGAAATTAAGA\nTGTTGATGCCATCAATGGCCCCAGACCTTATGAAGATACAGTGACAGAGTCAGGCATGAT\nGCACCACTGTACGGTGATAACAAACGACCTCACAGCCTCAGCAGAGCAGTGAGAGCTGGG\nGTACTGAACTTGAGGTGCTGGGTGCTGCTCTGCCTCTTAGGGATGGAAGCAGAAGCTGGG\nCTGTTGCTTGTCACCTTGGTAACTGAAGACGTGTGTGGGGTTCTATGAAGATTCAAGATA\nAACAGTTACAACCTCAGTGACTTCTAGAATCTTCTGTTATCTCCCCGTCACTGATCTGAT\nACCTCTTCTTTTATATTTTTATTATATTTTGTGTGTGTGTGTGTGTCAGTACATGTGCAT\nTTAGAGTCTGAAGATCAACTCCCCATGTCACTCCTTGCACACCTTCCACATGGTATCTCA\nCATGGACTTGGAGCTGATCACATACTCTAGCCTGGCTGGGCTTGAGCCATAAGGATCTGC\nCTGTCTCTGCCTCCTGAGCCTAGGTTAGAAGCAGGCACCACCAACCCTACCTTTACCCCT\nCCATTTTCTCATGGCTACTCTTTTATAGTTTAACAGGAGAAAGGTTAGTTTATTACATAC\nAGTAGACATCTCAGGATGCTGGGGTCTATTCTTGCTGAACTCCCATTGGTTGGTGTGACT\nCTTTTTTATTGTTAGCTATCTGTCAGTGTCATAAGCATATATAATGCATTCTGGTTACTC\nGCCCCACACCCTTTCAAACTTGCCTCTGGAGACTAAACTCAGATCCTCATGGCTTGTGGG\nGCAGGCAAGTACCTCACAGGCTCTGTGTCTTCCCAGCCCTTGCTCCTTCTGTTTTTAAAC\nTGTGGGTGCCCCACGGTGGGACTTGGTCTGCAATGCTATCCATGAAAAGCAGTTGATGAT\nTCTCCATGTTTCAGCAGATATTCACCCACAAGGGTGTGTGGTTCCTGTAACAGAGATTAC\nCAGAGAGGGGCAAGTCTGTCGTTCCCCTCCCCACCATGCTGTGGCTGCTCAAGCTGTTCA\nGTTGCACAGTGATAAGAAGTCCCTACAAGGCTTCAAAACGGCAACCGTTGTTCATGGTGT\nCAAGTCATCTCGACAGCTTTGAGGCTTGGAAATCAGAGAAAGATTCACATTTGCTAAGTG\nCACAGCGATGATGTATAGATCTGTACCATGCTGGTTCAGACTCCGCATTTTAGCCCTCAC\nCCAGACAGTTCCTTGAGGACACGTGATGCTTGACCTCTTACCCAGGAGGTAGTAAAGTCA\nGCCCCGGCAGGATGCAGAGAAAGATTACCACTTTGAGGAAAGCTAGGGCTTTTATTTGTT\nTCTTTTTTAATTGGGGTAAATACACATAAATTTACCATGTTAACCATTTGGTGTATATAC\nAATTCAGGGGCATTAACGACAGGCACAGTATTATCAAATAAGCACCACTGTTTCCAATAG\nTCATCAGAATCTGAAGCAGAAATTCTGTAGTCATCAAACAGTAACTCCTCCTCCTCCTCT\nCCAATCCCTGGTAATGCCTGTGAAATCACGTGATCTTAGTTACTTATACAGGGAGATATA\nGTAACATTCATCTTCTTCTTTTTTAATATTTTTTATTAGGTATTTTCTTCATTTACATTT\nCAAATGCTATCCCAAAAGTCCCCCATACCCTCCCTACCCACTCCCCTCCCCATCCACTCC\nCCTTCCCACCCACTCCCACTTCTTGTCCCTGATGTTCCCCCGTACTGAGGCATATAAAGT\nTTGCAAGACCAAGGGGCCTCTCTTCCCAATGATGGCCGACTAGGCCATCTTCTGCTACAT\nATGTAGCTAGAGACTCATCTTCTTTTTAATATGGCTTCTTTCAGTTATTCTGGCTTCAGT\nGTTAATTTATGTAGTGTATATCTGAATGTTGTTCCTCTTCAAGGCTGAGTAGTATTCCAT\nTGTATGTATCCTGACTTTGTTTTGAGTTCTGGTTTGCTAAGACTGAGAACAAACTGTATG\nCTATCTCTGAGTCTTGGTTGGTGGTCCTCTGTCATTTAGATAATGATAGAACACGTGGAC\nGCTCTCAGAACTGTGTCTGGGATACAGTAGCAATGCCTTAGCAAGTCCTTTGAACAGCAT\nGGCATTATAAAGCAGATGTATGTGAATGTCAACTGAAGTTGTTCCATGTGTCCATTTCTT\nCAGTTTCAAGGCTCTTAATGAACTGAAGGAGGACACCAGTGTTCAATGCCTGTTCAGCAT\nGGTCCCTGCACTCCACATGTCCCTTAGCTCCCTTCCTGCACACTACATTTCCTCCTAACC\nATTTCTACAATTAATGAGTACCTTTCTCCTACTGAATACACACACACACACACATACACA\nTTTGTTACTTTCTATTGCTGTGATAAAATACTCTGTCCAGAAAAAAAATTAGAGAAGAGT\nTTATTTGGACTTACAGTTCCAAGGGGTACAGTCCATCTTGGTGGTAAAGGCATAGCAGCA\nGGGATCATGAGGCTGGCCTGGCAGTCAGGAAGTAGAGAGATCACATTTCATTCACACACA\nGGAAGCAAAGAGAGGGACTAGGAAATGGCTATAAAACCTTAAAGTCAGTGCTATGTGCCT\nCCAGCAAGACTCCACTTTCTAAAAGTTCCACAGCCTTCCCCAATAGTACCATCAGCTGAG\nGACCCAATATTCAAATACAAGTGTCTATGGGGAACATTTCTCATTCAGACCACCACACTG\nAGCAAGGGTATCTGGATAGCATTGAAATCTTATTCCCAGAGAGAGAGCTGTCCCTTTCCA\nCGAGTGAGTTGGTTACCCTCCATAGTTTACAAGAACTCACAGTAAGCACTTCTTAGTCAC\nACCTCATTTTCTAATGTCAGATTGACCCAGTGAGACTCCCAGTCCTCTTCCACTCCTATC\nCCATCAGATTTGACCTCAAGTGACTTTCTTCCCCCACCCATTAGACTTGAAATGACTTTT\nAACATTTACAAAATTCCAAATCCATTCTGAGTGCTGGAGGAGTCTTGCTGGCAAGGATGC\nTAAATCTAACACATGTTCCCAGGGCAAGTCAAAAAGATAATCCTAAATAGAAAAAAAATG\nTTATTAAGATATGCTCTTGGAAAATTGTTTTCCAGCCTTTTACTCTGAGGTAGTGTCTGT\nCTTTGTCCCTAAGGGGGGTTTCCTGTATGCAGCAAAATGTTGGGTACTGTTTATGTAGTC\nAGTCTGTTAGTCTATGTCTTTTTGTTGGGGAATTGGGTCCACTGATATTAAGAGATATTA\nAGGAAAAGTAATTGTTACTTCCTGTTATGTTTGTTGTTAGAGTTGGGATTCTGTTCTTGC\nAGCTATCTTTTTTTTAGGTTTGTTGAAGAATTACTTTCTTGCTTTTTCTAGGGTGACATT\nTCCCTCCTTGTGTTGGAGTTTTCCCTTTATTATCCTTTGAAGGGCTGGATTTATGGAAAG\nATATTGTGTGAATTTGGTTTTTTCATGGAATACTTTGGTTTTTCCATCTATGGTAATTGA\nGAGTTGTGCTGGGTATAGTAGCCTGGAATGGCATTTGTGTTATCTTAGGGTCTGTATAAC\nATCTGTCCAGGATCTTCTGGCTTTCATAGTCTCTGGTGAGAAGTCTGGTGTAATTCTGAT\nAGTCTACCTTTATCCTGAGTGAGGTAACCCAATCACAAAAGAACACACATGATATGCACT\nCACTGATAAGTGGATATAAGTCCAGAAACTTAGAATACCCAAGATACAATTTGCAAAACA\nCATGAAACTCAAGATGAAGACCAAAGTGTGGATACTTTGTTTCTTCTTAGAATGGGGGAC\nAAAATTCCCATGAAAGGAGTTACAGAGACAAAGTTCAGAGCAGAGTCTGAAGGAACGATC\nATCCAGAGACTGCCCTACTTGGGGATCCACCCCATAAACAATCACCAAACCCATTCACTA\nGGCAGATGCCAACAAGAGCCTGCTAACAGGAGCCTGATATAGCTGTCTTTTGCGAGGCTT\nTGCCAGTGCCTGGCAAATACAGAAATGGATGCTCACAGTCATCCGTTGGATGGAGCACAA\nGGTCCCCAATGAAGGAGCCAGAGAAATACCCAGGGAGATGAAGGGGTCTGAAGCCCCATA\nGAAGGAACATCAATATGAACTAACCAGTATCCCCGAGCTCCTTGAAACTATACCACCAAT\nCAAAGAAAACACATGGTGGAACTTGTGGCACTAGCTATACATGTAACAGAGGATGGCCTA\nGTTGGTCATCAATGGGAGGAGAGCCCCTTGGTCCTGTGAAGGCTCTATGCCCCAGTATAG\nGGGAATGCCAGGACCAGGAATGGGAGTGGGTGGGTTGGGGAGTAGGGAAGTAGAGAGGTG\nATAGGGGATTTTCGGAGGGGAAACTAGGAACGGGGATAACATTTGAAATGTAAATAAAGA\nAAATATCTAATAAAAATTTTTTTTAAAAAGATATGCTCTTGCTGTGAAACTCAAGCTAGC\nCTTGAATCCCCCATTCCTCCTTACTGTAGCCTCCTAAGTGTTGGGGTTACAGGTGTGTAA\nCCCAGTGCCCAGCTCAAAATACTTCCAGAAACAGCAAGCATCACAGATACACTGTGGCCA\nCTTTGAAAGATATGGCAGTCATTCTGATGGATAAGTGATGATCCACTGTGTTATAAAAGC\nAGTGAACTTGCTGTGTCACCACAACCCATAAATTAACTCAGCCCAACATCTTCTGGAAGG\nAATGGCAGCATTTATAGTCAAGCACATCCCACAACACGTTCTTAAGCTTGGGAACTCAAA\nTCTTGCAGCATCTTTCATAATTCATTTGTAAAACTCTGAGATGAGCCACATGCATCCCTC\nCACAATCCCAGTGTAGACTTCTTCCTATCAAGGAAGAAAGAATTGACGTCCAATCTTGGG\nTGTTCTATTGGTTTAGACTCAGATTGTAGCATGCACCAGGAAGCAGAGAGCACTGGATGC\nAGTTGGTGTGTCAAGGTGGGGTTTTGTGGGGAGCCGCCCTCACATTCGCCGTTGCAAGAT\nGGCGCTGACATCCTGTGTTCTAAGTGGTAAACAAATAATCTGCGCATGTGCCAAGGGTAG\nTTCTCCACCCCATGTGCTCTGCCTTCCCTGTGATGACAACTCGGCCGATGGGCTGCAGCC\nAATCAGGGAGTGACACGTCCTAGGCGGAGGATAATTCTCCTTAAAAGGGACGGGGTTTCG\nCCATTCTTGCTCTTGCTCTTGCTCTTGCTCTATTGCGCTCTGGCTCCTAAAGATGTAAGC\nAATAGAGCTCTTGCTCTTGCTCTCTTGCTCTCTGGCTCCTGAAGATGTAAGCAATAAAGC\nTTTGCCGCAGAAGATTCCGGTTTGTTGCGTCTTTCCTGGCCGGTCCCGAACGTGTGTAAG\nAGGGTTTCCCATTGGTCTCTCATTTCCAGGGAAGGAAGTGTTACTGTCACTTCAACCCCA\nTGGGGTTCTAAGTGGTTTTCACTTCTGAGCTGCTGCTCACTGATAGAAGAGGAGGCAGAA\nACAACTGCCTGATCCCTGGGCCTGTGTCTGCCCTGCACAATGGACAATCTCACAGGATTA\nTGAGGTTAAACAATGTGTAAAAAGTGCTTAGCACAGTGCCTACCACACAGCGAGGACAGC\nTCCTGACCCATCAGGCAGGTCAGTGTAGGGATGTTAGACTTGACAATAGTACAAATGCAG\nTCTTTGTTCAGTAAAAATCGTGCTTTGAATTTTGTATCTGGATGGTTTCTCTGGGTCAGG\nCTGTGTGCTACAATCTCTAAGGATGCCAAGAGCCAGAGCCCAATGTGATCACCAGGCAGA\nAGCAGCCACACTGGGGAGGGTGTGTTTAACCTTTCAATGTAGCTCATGATCTTAAGTAAG\nTTTGCCATTTTGTCATGGGCTGCATTCAGGGTACCCTTGAGCTCATACCTGTAGCCATGT\nGTTGCTAAACTCTGGTATTCATATTCAATAAATTTGGGCTTAACATTTTCCAATTACACT\nGGGTAGATCAGAAAGTAACCTTATTCCAAGAATAGGAAGGGGTCTGCCTGTGTTTGCTAA\nATAGACCAAGAACTCTTCCTGTCAGAGCAGTATAAGGTAGGGAAGGAAAGACACCAGGCT\nGGACAGACCCACTAAAGAGCAAAAATGTCATTTGTTGACAGAACCAATCTTACTGAGCCT\nCCAGTTGCTGCCAAGACTTCCCACTTGGCTGTTTTATACAGCAGCATCCTAATGGTCTGT\nTTCTTTTGGTCTTTCTCCTTCTCTATTCTCTCTCTTCCTCCCTCACTCTTGGCTTCATCT\nCTCTGTGTACCTCATGTAGCCCAGGATAGCCTCAAACTTGCTATGCAGCAGAAGATAATC\nATGAACTCCTGCTCCTCCTGCCTCTATTTCTCGTGGAACCCCATGAAGTACTCATGCACC\nATGACAACCAGTTTTATGCTGCTTGGATGATTAAACACAGGGCTTTGTGCGTGCCAGGCA\nAGAACCTTCCTTCCAACTGAACCACATCCAAGCCTCTCTTTGGATTTTACAAAAGTCATT\nTGTGTTTCTGCAGTGTGCCTGAGTTCTCAGGCATTTCACTGAGAACATGCTAGAGACCCA\nAGATGATGACGTGACTTAGCAAAAGTCTCTCGTGAGTTAATCTTCCCTTCTGTGTTCTTC\nTTCCAGCCCAAGCTTTTGGCCAAGGAGCTTCTTGACCTCGTGGCCTCTCATTTCAACCTG\nAAGGAGAAGGAGTACTTTGGAATAGCATTCACAGATGAGACGTAAGTGCTGTCCAGAGCC\nCACAGACCCCAAACAAAAGAGCAGGATGTCAAATTACCCTCTCTCTGCTGTGCACAGCAA\nAATCAGGCTGCAGGCCACTTGGGTCCCATGGGGGCTACAGGGTCAGTCCAAGTTCACCAT\nCTGAATTTCAAAAGCCGGTGATCATGCCTGGAGTGGCCAAAGGATATAATTAGATAGATG\nCTAATATTATGAAATTATTAGGTAATGTTCTTTAACCAAGCAGATTTGTGTTCAGATGAA\nTGTCTAAAATGTTTATTTTTTTTAAAGAGTAGATCTGTGTGGGTTTAGTCTTTATTAAGG\nTTAAATGAAAACTTCTGGAAAGTAAATGTTGCTCTCCAGTGTTGAAGTAACAATAACAGG\nAAGTGGACTTGATGATAAATTCAGAGTGAGAGATGATCTGGGCGAGTTCACACTCTAAGC\nTGAAATAGAAGACAGCATCAGAGTTCCTATCGCCCATCTGAGGTGAAATGTTTGTTTTCA\nGCAACCTTCCAGTTTGCTGGGTACCATCATGTTATATAATAAAGGAAGGCATAGGCTCCA\nTGGATGATGTTTCAATCTCTTACTATACTGTTACCAAAGAGTTCAGTGAAGATTGGCCCA\nAATTCTTAGATAAGGATATCTAAGCTAAGGACTGGGGGTGCAGTGAGGGGTGAAGCACTT\nCCCTAGGCATGTGTGGTCCTTGGTTCCACTGTAACTGGATGACAAATGTCTAAGAGATGT\nCAGTAGTTCCTCCACACAAAGAACTAAAATGAGTGGGGCCAGGCTGGAAGTCTATTAACC\nAGATGCCAGCTTGGGTCTTTACAGGACTCCTGCATCTTCGCCTTTCCCCTACTGGATATG\nCCTAGACACCTGCCCCCACAGCTTCCCACAGTTCCTCCTCTCAGTGTTTTCTGGGAACAA\nGAACTAACCATCTCTGAGAGCCTGCTCGTACTTTCCCTGTCTGCCCACGTTCTTCACACT\nCTGCTTCCCCCCCTCCCCCCCCCCCCCCCCGCACCAGGAAACAAAACAAAACAATAACCT\nCCTTTAGACAGATGTTCCCGAAATCTCCTCTGTCTGTATCTATGCCCGCACACCCCTGTG\nCATGCTCAAATGCCCAGGTGAGGTTACTGGCTGGCAAGGCCAGTACAGTCAAGCCCAGCC\nCCCAGGAATGAGGTGGGGCCATTGAGGTAGGATGGAAGCAAGAATAGGCAGCTTCTGTGT\nTGGTCAGTAGGAAAGCCACCTTAGGCGACCTTGGCTATGGTTGATCTTGGAGATCTGTGA\nGTTTGCAAGATGTCCACACGTAAGCCTGGGGCTCTGACTTCAATCCCCAGAATTTAAGTT\nTAAAAATAAAAGCCAAATTTGGTCCATGACACATGTAATCCCAACATAGGGAAGTGTATT\nAGAAATTCCAGCCAGCAAAGAATCAGCCATGAGCTCAGACAGGAAAGCTGTTCTTTGTTT\nAGGAGTGGGCAGGAGCCCAGGCTAATGCTCTGGGAAGGCCTGGCAGTCCTCCACAATTTC\nTTACAACTTTTACAGCTCAGCTGAGCTCAGGTGACAGTGTGGCCACCAGAGGACAGTCTC\nTGAGTCCCATGCCTACCAAAAGGAATTTCTGTCAAGCTAGGCATGTGCACAGAAACAAAT\nTGCAGACATGAACATTTTACAGGTAGACATTTTGAAGCTAGCATTAAAAGCATACAAACA\nTTTGAAATGACAATAAAAAAGTATCCTGTTTTGTTAGGCACAGTGAGTGGCACAGGGCTA\nACAAAGTCTCAGGGCTTTAATCTCAGGGGGCAGCAGTGGGAGGATCCTACAGCGTTCCAG\nGACAGCCCAGCTACCTAGAGAGACCCTGTCTCAAAAACAAAAACAAACACATAAAACCTA\nACAGCAATAATGATTTCTTAGCAAACAGGATCTGCTGTAGAACCTTACGGTACTCTGGCA\nAGTTTTTGCCTTCCCTGGATACAGAATGTGAACAGGTTGGCAGAAGCCAGCATACTTAAA\nTAAAATTTTAACTCATTTTAATTCTGCACACTCCTTTTTAGACAAAGATTTGCAGTAGTC\nTATCATAGAATAAAGTACTGATTTGATTTTCTTAGGCTGTATCTATAAGCCTACAAAATA\nTATGTTCATATCACCTCCTCAGAGACAAACTGACCTCTTGGGCTCACTGTCTCTCCAACT\nTAACCTGTTTGGCAGTGAGAAACCTTAGCTCAAGAAATATGGTTGGGGACTGGAGAAGTA\nGCTCAGCAGTTAAGAGTGTTTGCTGTTCTTCCAAAGGAACTAAGCTTGGTTCCCAGCACC\nCACAGAGGGGGACTGACAACCATCAGTAACTGCAGCTGGCCTCAGATGGGGATGATCTGG\nCCTCTACAGACACCCACACATACATGCACATGAAAGTAATAAATAAAGATATCAAACTTT\nCCAAAAGAAAGAAGAAAGGTGAGCAGTGACTGAGTAACAAAACAACAAAACCCAAGCTAT\nCCTGACTCCCACATGCACACACACACATGCACACCTGTACACACACATGTGCACCTCACA\nTAAAAGTGACTTTTGGAGCAGTGGTGTGGACAGAAGCAGAGGCAAGGGCAAAGCCCGAGC\nTTACTTACAAAAGGAGTAGGGTCAGTCCTGGGGCTGCAGCCCATAGGGCACCGAGGTAGA\nAGGCAGTCTTGCTGGTCTTCTCTGGTCTAGACGGACCTGCACCAGCAGACCAGGAGAGAT\nGCAGGCAGGTAATAAAGAAGAAATGCTTTAAATAGCACATGTGTAGAAAGAAAAACTGAC\nTTTCATGAACACAAGCATTCTCTCCCGTCCCTGCTGAGAATCCCCAGAAGCATGATCCCC\nTAATTACTCTCCATGCCGCCACTGATTGGAAGGAAACTGTAAGTCTCAACTAATCACAGC\nCCCATTGTTCCCATTTCCCAAGTTAGTTTATTCCATTCAAGAAGACTATGAACTCTGGAC\nAGTCCCAGTTAGACTTCCCGGAGTCAACAGGAGTCAAAGAACTTGCATGTTATCTTAGGC\nCAGAGAGGAAGAAGCCTATATGCTGAGGATGACAGACCACAGCCCTGAGAGCCAAGAGCA\nATTGATTAGACGGATGAAAAGGGGAAAGGAGGACACAAAAGCCACACCTCAGAGGCAGGA\nGGGGCACACCCCAGAGTCTGATGGCCATCCTATAAGCCTTTGTGGGAGCTGAGCTCTCTG\nGAGTCTCTGCTGGCCTGAGAGCCTGCCTGCCTGGGTGTCTGTGCATTCATTCATGTAACG\nCACATGTACAGAAGGCCCTCTTGAGAGGAGCATCGTGCTCCCCATAGCAGGAACTCCCAA\nCCATCCTTCTGGCTGGTCTTGAGACTGCACAGGCCCCTAACACCTCCTCCCATATCTGAG\nTGTGAGGCCATCTCCAGCCATAGCACCAGTAGCCGGCCACCATCATGAAAAAGAGTTGGG\nCCACCTGTTGGTCACTGAATGCGAGCTGGCAGGTATGTCTGGTGCACTAGGGGACTTACA\nGCAGGTGTCAGTCCTAGAGAAAGTCAAGCCTCTGAGAGACAGGCCAACTGGACAAGGGCC\nAGGGTGACTTAGGGGACAGTCCTTGGTGGCCTGATAATACCTGGGCCTACATACATCTCT\nGGGCCTCTCTGGTAATCGGAACATTTCTCCTTTCCATTTTAAGAAAGGGAAGCACTAAGG\nTCGCCCCTTGGACTTGTGCCTGGTGGTGCTCTGGGTCTGTGATTCCTAGGTCCAGAAGCA\nTGAGCTTGGCTTTTGCTCTGCTTCTCCATGCCAAGAAGTGCTAACACGACAGTCCCCTGC\nATGTGTGTGTGTGTGTGTGTGTGTGTGTGTATACGCACAAGTACACACATGCAGCTGCTG\nATAATCAAACCCAGGACCTCAAGTATCATAACCACAGAGCCACATCCTCATCTCAAAAGG\nAAACATTTTAATAACTGTGTTCAAATTGAGTAAGTATGTTCCCAAGGTGTTTTTGTTCAC\nATGAGTGTGCACCCACTATACTCTGTTTTACCCACACACAGACACACGTGCATTTGTACT\nAGCACGCACACACACACACACATCAAAAATGTCTAAATTTTAAAGCACTATTTAAAGATC\nAAATTTCTCCCAGGGCCTATGCTTCAGAAAGTCTCTAGGTTGTCCAAACTGCCCTCCTTT\nGCCCAGTCTATCACAAATGGGAACAGTGAAAGATGAATGCCCTCCTTATTTGGACAGAGT\nGAGTGCAAGTTGAAAGTGACTAAGTGCAATTGAATCCTAAAGGAAATTCCGTGGGACCTG\nGTGACATTTGAGTAGAGCCTATGGCTTAGGTCATCCAGCAGTGGCCTTGCATCATGGCTC\nTGCTGAGTTCTCCAGAGTTTGCCAGATGCTGCCGAGGGAAGCTGGGCGGCGGGTGAAGGG\nAGGCTGTGAGATCTTTGCAGCTCTTCTATAATTATTTCCAAATTAAAAGCCTCAAAACAA\nAGTAACAACGGAGAAGGAAGAAGTGGGATCAACACTGCAGACTGGTTACGAGCAGCATTC\nAGTATTCTCAGTCCTGAAGTTTTACACTGTGGGCTGTGGTACTTTATAAATAAATACCAA\nTTATTGGGGGAATAGAGAAGCTTCCAATACCCCACCCCCTTTCTCTGAGGGTTCCATCTA\nGGCCCCACAAAACGTCATTGCCAGAATTCACACTGACAGGATGGCGGACAACCTATAACC\nTGAGAGCCCCACATTTTGCTGGATCCCCCTGCTGCCCAGGAAGGGCCGATGCCGACCCTT\nGAACTTGTCCCCGAGTGCGTGACCTGATCTGTTGGTGATTCCTGTGTCCACAAACACTAG\nCCAGCTTTCCTCTGCCTTTCCATACCCCACACTTACAGAGTGGCTTGGAACTTACAGCCA\nCTCTGCAGGTCTGAGCCCTGCCTGATTTGAACTGAAAATAGGCAGGTTAACATGTGCTAC\nCACAAGCTGCCACAGACCAATGACAACATTAGTGTGTGTGTGTGTGTGTGTGTGTGTGTG\nTGTGTGTGTGTGTGTGTATGTGTGTGTGTGTGTGTGTGTTTGCCTGCATTTGTATATGTG\nCAGCACATGCATGCTGTATCCACAGAGGTCAGAAGAGAGGGTATCGACTCTCCTAGAATA\nGCGGCTCTCAACCTGCAGGTCCTGACCCCTTTGGGGTCACATATCAGATATTTACATTAC\nGATTCATTACAGTAGTAAATTACAATTATGAAGTAGCAATGAAATAATTTTATGGCTGGG\nAGTCACGTTAACATGAGGAACTGTATTAAAGGGCCGCAGCATTAAGAACGTTGAGAACCA\nCTGCCCTAGAAGGACTGGCATTGCAGATCGTTTGAACCACCGTGTAGGTGCTGAAAACCA\nAACCTCGGCCCTCTGCAAGAGCAACGCATACTCTTAACCACTTAGCCATCTCCGCAGCCC\nCTTAGAATGCTTATTGACTTGTGGCTGGAGCCAGGGTTCCTGTCCAGCTTGGCCACATAG\nTGGAAGGACCCAAGACACTTTAAACTGACTTTTTTGTCCTTGTTTTGTTTTTTCCGTCAA\nAGATCCTCCATTGGTTCTGATATAGCCAAGTCCAGAAGTCCTGTTTCAGGGCCGGGAATG\nTCTTTATGTTCCCTTGACCCAGATCTAAGAACAACTGATTCCACTAGAACTTACAGTAAG\nGGACATATCCCAGGGACCTGAGACACTGTACAGAGGCTACCTTCCTGAAACATGGTAGAG\nGGGCTACTTCTGAAGGGCCCAGTCCTACAGAACCAAAGCTGCAGGATCTCCACGACACAG\nGGCAGCAGCAGGATATCTTGGGGGGAGTCCCAGTGAGGATCCAGTATTGATAATAAATAA\nATCTTAAATAAATATTTATATGAAAACATTTGTGGGAGAGAAGGCATGTAAATTTAAAAT\nTTACAAATTTAAGGGGGCCATTTCTAACAGGTTGAGGATCAAGGCCTGCCAAGTTCAGAT\nTTAGTCTTCCCTTCTCTATAGGGAATAAAACCGGGGGAGGGGGGGTGGGCGCAAAGGTCA\nGTTGTGTAGCTTGAGTACTTTCCTAGTGTGCTGAGGACCATGGGCTTGTGCAGCACCACA\nAAGAGAAACCCAAACAAACAAATAGCATAAATGAAATTTTCATTTATCCAACTGGCATCC\nATTTAGAGAGTCTTTCCTTATATTTTATTTCTTAAATACTTATAGTGTTAATTTAATTCC\nCAAATTTTAATATCTAAGTTAACAGCTAGTAGAAGACAAAGGATCCTCTCTTAAAAACCA\nAACACTAAATAACTTCAGCCAAAATAAGCAGTCGGCAGACCACAAGCTGAGGCAATGATT\nGTTATTGCAACTAACATTTGTCTCCTGTCCCCAGTTTTATGAATTGCCCCTCAGATGGTA\nTAACTGAATATCCATATTGTTTAGGAATGTTTAGACGTTAGCCATTATTGCACACGTAGT\nTAGAATGTATTTCACATGCCAGTTAAGAAAATGAGGGGTTCACACAGATCGTTTCACCAC\nATGACCCCTTGAAGTTTGTTAAGAATTTACATTCCATCTCTTCCACAAATGCTTGCACAT\nAAGAGTTTTGCTTAAGTTTTAGAGGGATTGCATGCACTCTGGGACCACAGTCATGTTTAA\nGAACACAAAGGCAGTCACTTGAGGATTATTTCTTTCAGCTTCTTGTATCACATGTGTGTG\nCATGTGTGTATGTATCTCCTTTGAGTCAGGTCTTATTGGCCTGGAGCTAACCAGTTAGGC\nAAGTATGGAGAGCTAGGAATCCCCAGGGATCCAACTATTTCAGGCTCCCAAAAACAGGGC\nTTTCAAAAGCAGCCCATCACACCTATTTCCTCCTCTTCCTCCTCCTGCTCCTCCTCCTGC\nTCCTCCTCCTGCTCCTGCTCCTCCACCACCTTCTCCTTTTACTTTCTATTACTTCTTTGT\nGAATTTCACATCATGCATCTCAGTCCTACTCATCCCCCCCCCCCCGTGCTCCTCCATATC\nTGCCCTCCCCCTTGCAACCCTCCCCCAAAGAAAACAAAACAAAATCTCAACAACAAAAAA\nAAAAAGTGCGGAGTGTCATGGTGTGTCACCATGTGTCACACAGTATACCCTTTGTCCACA\nCATCTTCACTTGTGACTGTTCATTGCGGTGAGTCACTGGTCTGGTTCGAGACCTCTGACT\nTACTTCTATGACTATCAATACTGGATCCTCGCCAGGACTCCTCTCAGGACATCCTGTTAT\nTGCCCTGTGTCATGGATCAGCCCCTTCAGAAGTTCATAGATGGAGTAGATGTTGGGGTGG\nGTCAACTCAAAGCCCTGGATCTGGGCTTCGGGATAGCTGAGTTGGCCAGCCCACCAGCTC\nTCCTGTTCTCATACCCTCATGGATCTGGGCTTGGGGGTAGCTGAGCTGGTCAGCCCACCA\nGCTCTCCTGTTCTCATACCCTCATGGATCTGGGCTTGTGGGTAGCTGAGTTGGCCAGCCC\nACCAGCTCTCCTGTTCTCATACCCTCATGGATCTGGGCTTGGGGGTAGCTGAGCTAGCCA\nGCCCACCAGCTCTCCTGTTCTCACACCCTCAGGGCCAGCTCCTCTGAGGTACCCACACAC\nCTACCTTCTTATGTGGATGTTTGTGTGGCAAGCATTTTATCGATTAAGCCATCTCCTAGT\nGCCTACGTTGCAATTAATTGACTTGCTTGATACAGGCCCAGGAGTCCAATTTACCTAAAT\nAATGAATGTCTTGTTGGCAATTCACCTGTGACATACTGCCACACATGCTGGTTCATAAAG\nTGTGCCCTAGCCTTCCCTGTTCTATGTCCTTTCTTACACAGAGCACATGGCATTGGCTGA\nGGCATCCACAAAGAGTCTAGTTGAAGCCACAAGTTTATCTAGCATTTAAAAACCATCGGA\nGTTCAAAAGCAATTTCTTATCTTGGGAGTGAGACCCAGCAGCATTAGGTCTGGGAACATA\nATTTACTTAAACTGGGCTCAGGGGTTCCGCTCATTAACTCCTAGACAGCAAGACAGAGAG\nAGTGAGTGGCTGTAGCCTACCATGCCTGGGCTGTCATACTTGCTTCTGGGAACTTGACAT\nTTAGTGGTCTTGACAGCCTCTGAGCCGAGCACTCCACTGTCACATACCACGGCAAACAAC\nAGCACCTTATGTCGAGTGACCAGAAATGCGTTGGAGCGTAACTTTAGATGTGTGTAGCTC\nACACAGATGAGGAAGGACGGTGCTGCTCGGGAAGGCACTCAGTGTGAATGACGAGCCTGG\nCTCTTAGACTGGGTGAGCAGGATGGATGCCTCCAGAGGACCTCATACCCGGGGCAGGAGC\nATCGGCTGTGCCTGATGACAGTCACTAAATCTATAAGAAAATGGGTCTCAGAGCAGCGGG\nGAAAGCTCAGTGGATCAAGTGCTTGCTCAGCCAGCGTGAGAACCAAAATTGACATCCCCA\nGAACCCAAATGAAAGCTCTACAGGCGTGAGGACTCGCTTTATGCCCCACCCTTAGGAGGC\nAGAGACAGGGGAAGCTGACTACCGTGACTAGCTGGAATCAGCCAGCCCTGACTCTGTTTC\nAATAAAGCAGAAGGTCTTCCAGAAGGACATCAACTTTTAGCATGTAATATACACACATGA\nATGTGTATCCATACACGTGTGAGCTCAAGCGCAGGCATGAGAATACATACACACAGAGAA\nTATGGATCATTGACAGCCTCCGAGCCACACTCCACTGTCACAAACCACAGCAAACAACAG\nCACCTTATGTTGAGTGACCAGAAACGCACTGGAGTGTATGTCCACACAAGTGGACATACT\nGTAAAATTAATACGCTTGTTTTCTTACAACAACAAAATTGTTTAGTGTCTGCTGTCAGAC\nACAGAAAATGCAGAAATGACTGGCCTTTGGCACCGATCGGTCCCACGCTTATATTTTAGG\nAGTAGCTAAAATTTCACAATATATAGGAGATATTGCAAACAAATCTAAGAGAGATGTCTC\nATGGAAGTGCAAACATCAAGACCAGGTTCAGATCCTCAGGTCGCATGTAAATGCTGAGCT\nGCTGGCAAGGCTTGAGGGGTGGAGACGTTCGCTGAAGCAAGCTGACTAGTTAACCTAGGC\nAAATTACTGAGCTCTGGGTTCAAGTGAGTGTCCCTGTTGCAATATGTATAGAGGACAGTG\nACCAGGGAAGACACTGGACATCACCCACACATGAACATGCCAACACATGAACCCACACAT\nGAACATGCATTTGTACTGCATACGTGTGCACTCTACACTTTCTAACACACACACATACAC\nACATATGCATACACATACACATATGCAAAAAAAAGACATTTAGAAGGAGCCTAACAGTGG\nAGCAAACAATTTTGTGTTAATAAAAAAGGAAGGGCAGACTCTACTGGAATCAGTAGCCTC\nTGGTTTCTAATATACCTTCTCAAGCACACATCCTGCGTGACTCTCTCTCTGTCTGGGTAT\nGAGGTATTCCTAGGCCATCCTTGGTGAACTTGTTTACTTAGGAATCCAGGATATCAAATG\nTCCCCACATTCTCCCATTTGATGAGCTCCCAGCCCCACCTCTACCCTTCCACGCCTATAA\nTAACTTCAGGCTCTGGGAATGGGTCAGTCTGTGAAGTGCAATAACAGATATCATGGAGTG\nTGTTTATAATCCCAACACAGTGGAGGCGGAGACAGCAGGGGCCCTGAGGTAGCTCACCAT\nTCGTTCTGCCTGATGGTTGAAGACTAGATGAAGTAGTCAGAGGGACGCCATTCCCCCAGG\nAGCAGGATCTCCCACAGGACAATCCCACCTCCTCTCTCTCTGCCCCTACCCATCACTATA\nCATTGGTTTCTAGTCAACCCATTACCAGATAAGTATCAAAGGAAAGCAGGACATTGTGGT\nATATAGGAGGTGGAGACAGGAAGTCAGGTGACGTCATCATGGACTATGTCATACACGTGA\nGGCCAGTCTGGGTGAGACCCTCATTTTTGTTTTCCAATACCAATATTCAGCTAACGACAT\nAGCTACCCCTTCTAAAACATTTCCCTATGGATATATCTCCTGCAACATCCCTCTCCCCAA\nACCTGTTTTCAGGAGCTAAAGATTAGTTTGTGTTTTCTAGAGTTTTACATAAATAGAATC\nGTGTCATCTATACACTTCTTAAACTCTTTCATTTAAAACTTCTTCATTCAACTCACTTAT\nTTTCAGGCTCACCCAGATATACCACCTACAGTGATAGCGTTGCTGCATAGGATTCCATAT\nGGGGATTGTGCCTTCATTCATTCATTCATTCATTCATTCATTTAATCTGCTGCTGGTAAA\nCCCTGGAATTGTTTTAAGTTTGGGCCATCCTAGTGTCTCTCCATATACAGTGTCTGTGAA\nCTCTTGTGTGAGAGACTATGTAGACAAATGCTTCCTTTTGTGTGGAAGAAAGTTGAGTGC\nCTAGAAACAGAATCATGGTTTGATCCTGTGCAGGGTTACGGTTAAAAAACCTGTGGTTCA\nTGTGGTATCTCAGCTGCTTCCGGTAGGACGATGTGAGGATTGTTGGCATGTTATTAAAGT\nGTGTCGAGTCCTATAGGAAAAGCACACAGCCCAGAGCCGTAGAAAGGGAACGCAGGCCAA\nGGGAGCGAGCTGCGGCTATAGGAAGCAGTTAGCACCTCTCATCTTAAGGCTGTGCCTCCT\nATCCTGTCCCCGCCAGAGAACACTTCTCTCGAGAACTCTCCCCCCAGACAATTCCTGTGT\nGTTCCTCCAATACTGGAACCCCAGGAAGGATTCCCACGATCCAGTGGGTTCTGCCTGTGG\nAGGCCCTCATCTCCAAACCCCTGCACAATCCAACAACCTAACCAGCCTGTCTCTCCTTTC\nTCCAGGGGACACTTGAATTGGCTCCAGCTCGATCGGAGAGTCCTGGAGCATGACTTCCCC\nAAAAAGTCTGGGCCGGTGGTTCTGTACTTCTGTGTCAGGTAGGTACCCCTGGGACACCTC\nCCTGCTTCCATCTCCTTGTTCTTCATCAGAAGAGTCTAGAAGGATGAAGAGACTAAAAGG\nAAAGTGCAGACTGAGTGTGTCTTGGTCTGTGATTAAGGATAAAAGTCATAGCACAGCTGT\nATTCCAAGAAGAGGAAAACTCCCCGTATGGTTGTTCTGGGTCCAGCAGTGTGTTAGGTGG\nTCACAGACTGTCACACAGACTGTGTGAAGGCTCGTGTGCCAAATGAAGATAAAGCTTTAT\nTTTAGGGAAGAGGATGGAGAGAGTCATATATCTCAGAGTAAACTGAGTCTTGTATTGTGT\nAGTGAGTCTTGATATTCTTTTCAATGCCACTTAAAGCTCTATATTAAGTCTCTGTGGTTT\nTTGTTTCTGTCACAAATGCCACTGAAATTCCTTGAAATATATAGAATTTATCTCAAATAG\nGACTGATTGAAATGTCCCTTCTGACAAGGGAGGACAAAGTATCAAAGATGTCAGAGGAGT\nGAGGAGATAGCTCAGTGGATAAAACACTTGCAGACTTTGTGTGTGTGTGTGTGTGTGTGT\nGTGTGTGTGTGTGTGTGTGTGTAGAGTTAGGTGGACATAGAACTTGCCTACAGTCCCAGT\nCCTCAAGAGGCTGAGACAGGGAGTCCCTCAGGCATATTGGCTAGTTAGACTTGCTAATTC\nTGAGATCAGCAAGAGTCTGTCTTATTAAATAAATTAGAGAGCAATCAAGAAAGACACCCA\nGGGTCAATCTCTGGTCTCCACATGCTTATGGACACTTGCAAACATATGTACACACACCAT\nCCACAAAAAAGAAAAATACGATACGCATATGTCATATGACACTTTTTGAAAATTTCATTG\nTTTTGTGTATGTATAAGCATATACATGCCACTGCACGCATGTGGAAGTTAGAGGACAACC\nTCTTGGAGCTGATTCTCTTCTTCCATCTTTATCTAGTTTCCAGAGCCCAAACTTTAGTCT\nTCAGGCATAGGTGACAAGTGCCACTAAGAGGTGGAACCATCTCACCTGCTCCTAGTATAG\nATCTTTTAGGGGTCTAACCTTTTCACTGTCTTCTGAAGACCCCAGAATTGATCACTTCTG\nTTTGCAAATAGGCTTAGAAGCCTAAAGGAGAATCAGAATGCAAATAAGCAGCAGAGTCAG\nGAGCTAGTGCTTCCAGACACATCAGCTCTGAGCACCCACCCAGCCATGGACCCCCTAAAA\nGCACTCTTTCTAAAACAGTCACCAGTACTGGAGAGGAACTAGGGGCTTTGTTTTGATTTA\nTTTATTTTTCTCCTGGTTCTGAGGCTTGAACCCAGGGCCTTGAGTGTACTAATGACTATA\nCTACGTCCTTGGTCTTCAAATGAGAATGGCTCTTTGCCAACTCCTCAGACCCTGCTCTTC\nTTAAATACACTCACAGAAAGCAGAAGTGGGGGTGCAGAGGGCTTGCAGGCCATTCCTCCC\nTGAAGAGCAGGGTCAGGGTTGCAGTTCAGATGTAACAGTCCTGCCTCCGCAAACAGCATC\nCCCCAAGTCTCAAGTAAAGAGCTAAAGGGTCCATTTAACAGGCTGAAGTGTGCGTCTTTA\nCCTCAGCTGCCGGAGTAAATTTCAGCTTGCAGTTAATGCCTTTCTGATTTGCTTAACAGC\nTGCAGGAATATCAGAGCTAATCTCAGCCATTTCCATTACTGATGGGAATGATCTCAGTGC\nCATATTCTCTCTAATGGTGTCTCAGATGAATGGGGAATAACCTTATAAAACAAAGCTAAC\nAATTCCAGAGAGAGGGGATGGTTGGATCAGGACACACTTGGTTCATTAACTTATCATCGT\nAGGTGGAGGCACAGACTTGGCCACATGGTCGGCTCCCCTTCCTTAAGCAGCTTTTTTTCT\nAAAACCATAATTGAGATTTTATTGTTTATGCTGAGAGTTGGTACAAAGACATTGCAATTT\nAGGTGCAATTTATTATTGTAGTTTTATCATTGTGCATGAATGTGTGTGTGTGTGTGTGCG\nCGTGCGCGCGCGCGCATGCATGCATGTATGTGTGCATGTGTATGTGCATATGTGAACATG\nTGTGAACATGTGTGTGTGAGGTGTGTGTGCTTGCATGCTTATGTGTCACAGTGCAGATAT\nGGAGGGCAGAGGACTTTGCAGTCTTTTCTCTCCTTCCACCTCTGCATGGATTCTGGGATC\nAAACTCGGGTTGTCAGGCGTGATTGACACGGCAGACTCTTTCCTCACAGAGCCATCTTGC\nCGGCCCAATCTGTGTGCAATTGTTAACATATGTACTGGAAATCTGTGTGTTGTGATTCGC\nTTTGAAATAATTATTCTAACAACTTTGCCTCTTCAAATCTGGAGGAAATTTTCCCCCAAA\nGAGGCATTCTGGTACAAAGATGCTGAGGTCTGTAGGTCTGACCAACTTGCAGTTTGATGA\nCACATAGATATGTGTTTGAATTGTCACTCTTCCAATTACCTTAGCAAAATCATTAGAAAA\nCTAAACTGGCAGAAGCCTCACAGTTCTGACTGGGCAACACTCAAGGAGCAGTGTAGAAGG\nAGTATTTAACATGTTCGAGACCTACTCAGTGCACAACCAGGACCCCAAACTGTCATTTGA\nGATGCTTTACATTGTAAACTATGAAACTGACCCCCACCCCTAGAATGGTAAACTCACCCC\nCAGTATAGAATTATTTTTTTTACTGAGCCAAATAATAAATAATTAGTAAATGATTTTATC\nTCTGAAAAAATGTATGGTGGGACGTGAAGGTTGCACACCTTTAATCCCAGCGCTAGGGAG\nGCAGGGGCGGGGAGTCTCTGTGGGTTCGAAGCCAACTTGGTTTACACAGAGTTCTAGGGT\nAGCTAAGGTTATATGGTATGATCTTTCTCAAAGGAAAAAAATCTGTATGGCTCTGGAGAT\nAGCTCAGTCAATAAAGGGGTTACAGGAGCTCAGTTAGAACCCGAGTTCCTTTTGAAAGAG\nCTGAGCATGGTAGCAAGTGCCTGGAATCCTAGCACTAGTGAGAAAGAAACGGAAGAATCA\nTGGGATTGCCAGCCAGCCAGCCAGCCTAGCTTACATGATGAGTTCCAGACCAGTGAGAGA\nTCTGCCTTCAAAAACCAAAGTGGGCCACTCCAAAGGAGTGACATTGGAAGGTGATCTCAG\nGCCTCTACACACGCATGCATGTACATGTATGAACATTTGAACACACATACACACCAAGTC\nATTTACACTTTAAAACTGAGGTGAGGTGAAGGTCTCTCACTCTTTAAGCACTGTTCCTTT\nTCTTGGTGCTTTTTGTCAGTATTATTGAAGAAGAATAAAAACAAAAAGCAAGCAAGCACC\nAGGCTTGGCCACATGCCAAATGTTGGTACAGATGCCAGCTGTGTGTAGGTTTGGGGATTT\nAAACCCTGGCAGCAAAGCATTGAGTATTGAGGTCTCTTCAGGTGTACATGTTTTTCAGGG\nCACCCAAACCCAGTGACAGGGGAACCGGGAATGTTCAATAGTTGCTAGCTATAGCAAGAA\nCTAGAAACCAGACTGGCCAATGCCTGCATGGCACCTACTTCTGCTCTGCAGCAGGAAATG\nACACCCCGGCCTACTGTACTTTCAGTTGGCCTTATGGAGAATCTCAGGGAATGCTCATTA\nGAGGAAAATCCCCAGTGTGGTGGTGCATACATGTAATCCTAGCACTGCAGAAGCTAAGGC\nAGGGGGTTCAAAGCCATTCTGTCGCAGAAAAATAATTCCGTTGGTAGGGGTGCTCAGTGG\nGTAAACAGCTTTCTGAGCAAGCACAAAGGGCTGAATTCAGACCCCAGCACCCCTGAAAAA\nACTCAATGTGACTGAGATCTGAGGAGGTGGGGCAGACGGAGAGGTTCCTGAGGACTCATA\nGCTGAAATGGCAAGTACTGGGTTCAGTGAGAGACTATCTCAAAAACAAAGCAGAAAGGTG\nATTGAGAAAGACACTTGGCAGTGACCTCAGGTCTGTACAAGAGCTCACACAGGTAAATAT\nATACATGGGGGTATGCACACATGTGCACATATAAACCTACATGCAGATAATTTTTTTTGA\nTCTCCAAATTCCATTTACGATCAAACATTGCCTACTCTCTATTTCTTTATTTCTTTAATT\nGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTATGCACCAAGTGCCCGGGGAGACCAGAA\nGGTGGCTTTGGACCCCTTTGATCTGGAGTTACAGGCAGTTGTGAGCTACCTGGGATGGGT\nACTGAGAAGCAAACCTGGGTTCTCTGTGAAGTCAAGCACAGCTCATGAATTCTTGCCTGC\nTCTTTCTCTGTACGAGTTAGACAACAGATAGTCTTTCCTTTCCAGCTCCTGCCCTTTCCA\nGAAGGTGGCAATTTTCTGAGTTTAGTGTTTTCCTAAACACAGCCTCACCTGAGTGCTTTG\nAGCTCATCAGGTCCAAAGCATTTGTAACTGGGCCGCCCGTTCTCTTTTCTCCCCTAACCT\nCCTGCTTCCGTGGTTCTGTGGTTCTGTGATGCTGTTGTTCATCCTCTTGTGTGGACTGCA\nCGTCCTGAGCTCTCCCCTGATCCTCTTCCTGTTTGTAAGTCCATGGATTCTCCAATGCAA\nAGCCTCTCTCTACCCTTTTCTCTCCTGTTTCCTCCCTGAACTCAGCCCCTTATGTGCTGT\nCACATCAACTCCTGCATCAGTGTCTCCAGGTAGCTGTCATCCAGGTCCTGGCCGCAGGAG\nTCTAGTACACTCTGATCTGAGCCTCCCTTTTCAGCTTGCCCAAGCAGCACCCGAACAAAC\nTGCTCATTTATTTTCTCCAAGAGAGAAGGCAGATTCTCCACCGCAGTGAGCTAGCTTCAC\nAGAAGAGCTCTGTCTAGAATTTGCTGCTTCTCTAATGATGTCCCCTTTTGCTGGAAGAAG\nATGCTGTCCCTTATGATTTGTCCGAGAAAACAAAAGCCAACGTGAATGAATGCACTCCAT\nCAACCTACCTCCTTCCCTACCGACTTGATTATATCAGCTTCATCTTTGTAGACCCCGTGT\nCCGTCTACTGTACACATATAAACACACATATAAACATGCATATGTACAACACCTACACAT\nACACACAAACATACACACATGCAAAACATACAGATAAATGCACATAAATATGATACAATC\nACCACATACACATATCATATTCAAAGTCACACAAATACATATTCATGTACACACATCCTT\nCAGAAGACTTGCTTCATCCTCTTGAAGTCACTCTTCCCTTTTCGTTCAATAATACCAAAG\nCTGCAGCAAGCACTTAGGTTCCAGCTGTCCCCCTGCCTCAGAGCTCTTCACTGCTCGGCT\nACTTCATCCTGGCTTCATCCTCATTAGGGGCACATCTTCTCTCACTGCCTGAAGGAAGTC\nCTCTCCCATGGTGCACCCAGCCATTGCTCTTTCTCTGCTCCCTCCCTCATGACGTGTGTC\nACTGCTTTCTCAGCTTGTAGCCGTCCGCCCCTCTGACATGGCCCTCTGTGGCCCTGGCTG\nTGGCTGACCAAGCTTACCTTGCTGGGCTTTCAAGTCTGTGGTGCTGTGAGGTTCTAATCC\nGAATCTTCTGTCTCCGTGCATGGCTCTGCCACAGGCTCCCCTGCTCGGCTCCATGTTGGT\nGTTTCCCTCACTTGTCTCTCCCCTTACTCTTCCAGTGTGTGTGTGCATGCTCGTCCCTGG\nCTCCCAGTACCCTCACTTCACTGAAAGTTCCACCCCCACTCACCATCCCTGACCTCTGTC\nGATATCCCAGGGTCCCCTCAGCTACTATGGCTATGCATCGGAGTGCAGCCTAAACCCATT\nGACGTCATTACTTTCCTGCCCCTCACACACATGTTCCACAGCAGTCCATCATCCCTGTAA\nCTGACACGGATGCTCCTACACCAGCGCCTCCCCTCCACAACCCAGGTCCCTGAGAATCAG\nCCCACGGCCCACCCTTCCACCCGTGCCTTTCTTGTTCTTGCTGCTTTTACTTTTCTGCAT\nCTTAGATTTACCCCCACCCCACTTGCCAAGCATGCGCCATTGGCTGCAATTTCTACCTGC\nTTCTCTAACCCACTCCCAGAGCTTTGTTCTCTCTGCTCAACTCTGCTTCTGGCCTTGGCC\nCTCCACCCCTCCTCCTCTGCTGCCATTGGGCACCTTTCTAGAATGCTCGATGCTAATGAT\nCCCCCATTATCATTAGCGTGTACCTCCACCTACCTGTTCAGCTTCACTTCTGCCTGCTCC\nCCTCTGACCATGCTAATCAAGAGCTTGCCCAGCCATTGTGACTGCTGTAAGACAAGGTCT\nGGCAATCTAATAAAACGGGTCCAGAAAAAGGAAATGGGAGGAAAACATAGCTACATAGCC\nAAGGAAGTCTATGCATATTTGTGGGCCCAGATTTGTGCTTGGAAAAATTCCTACATATCA\nGGAGAGTGCCGTGAAGTGTGTATTCAGTTAAATCCCCAAATTTAGCCGCTGTGTTTGTGG\nGAGAATAAATATTAGATTTATCTCTTTAGACCTTGAGTTTTATGAACAACAAACTGAAAT\nAAACAATAGGAAATCGACAACAAGGGACTGGCTATTATCTAGAAGAAGATTCTCTGGCCC\nTGAAGATGTCTCTCTCCGTGATTGAGACTATAGTTGCTACTTCCTGTTCCTTGAAAGGAC\nAATGGTGTCTTATTGGAGGTGCCTAGCTAACCCGACCTTGCCTTAATTCAGCTGGGTCCC\nTGGTTACAAAGTAAAGCCTCTGAAATCCTAAGCATCAGAGGCACTTGGCTGCAGAAATCC\nACAGCTTACCATCCACATTATTATCACCCCCTCTTCACCACCGAAAGTCAGCGTTCCAAA\nTGTGACATTTGTGTTCATTACAAAATGAAACCACTGGCCCGTTTAATTAACATTTGCTGT\nAAATATTCAGTGGTTCCCCAAGTGCCAAGAGGTAGCTAGCTGCAAGAGTGGCAGCAGGGC\nAGGGGCCTGGCAGAGCTCTCGCTGGCTGACGTCATCTGGATAGAGGTCAGTGTGTTACAG\nCCTTAGCTCATAGCCTCTGTGAGGTAAAAAAGAGATGCCATTCCCCAAGGCTGCAGGCAG\nGTCTAGATGTATAATCATTCAAGCAACCAGAATGGAGTACATACCTCAACTTCAGACTAG\nGATAAAATACTGAGTCCCGAGTCCTCTGAGCTGCTGTGGGTGTGACATGGCTCCTGGAGG\nTTACCATTCTGGCTGGCTTTGACCTCAGCCTAGACGGTTGCTCCTTTCAGCTCAGAAGAA\nAGCACTAAGATTATCCCTGGTGTGTGTGGAAAATAACTTATTTTAATATGTACATTTTGT\nGGGCTGGAGAAATGACTGGCGCGGGGCGGGGGAGGGGGGGAGTAAGACTGAATAAGCTGA\nGGGCATGGCCAGCTCAAAGGTATGGTTAAGGGGAAGGGTTTATTATAGGTGTGAGGAAGA\nAAACAGCCAGAGGCATCTGGAAGAGCATAGAGCAGAGAAGGCAATAGAACACGACCAGCA\nGACTGGCTTTGACCATGGGGTTAGAGGAGAGAGAAAGAGAAGGAGAAGACCAACATGGAG\nCAAAATGGAGAGGGGGTGCTGAAATAGCAGGGCTATAAAGAGAAGTGAGTATCTGGGGAG\nGGAAGCCCATGAGCTAAAGGCAGCGCTGAGAAGAGCCAGGATGCTAGCATGGACTCTGAA\nATGTGTGCTTGTACTTGTGATGCTGGGAGCCTGGAAGCCAGCGTGCACTTTAGTATATGA\nGTAAGCACCACAGATGTGTGCCTTGTGCCAGTGATAAGGGGATGGCTCTTTGGTAGAGAG\nGGAAGCAGCTTCATGGGTTCCTGGGGAATGCTGGCTTTTGTCTAGCCACCAGAATTCAGG\nGAAATGGAGTTTCCTTTGGGCCTGACAGCTGCCAGGCCTGGTGACCTGAGTTCCCTCCCT\nGGAACCCAGGTGGTGGACAGAGAGAGATGACTCTGCCAAGCACTCCTCTATCCTCCACAG\nACACAAGTGCATTCACACACAGGGAGGGGTTTGCCTTGCTGTTCAAGTATGATGAAGCCA\nACAGATCAAGGGTTGAAAGTGTCCTGTGACAGAGCCCAGGAGAAGAGGTGATGTCACATG\nGTGCCGGGAGAGTTGGGAGGCAAAGGGGGGAAAAGAAGGCAGTATCCTCTACTGGGCTTT\nCTATGGAAAGCCACTGCCGCGCTGGGAAAACAGGCTTGGGATTGGCTAATTTAAATGACT\nATGATTTCAATGGGCTTTCCAACCTAGGGCCTTTCCCATGTCATCTGGAACATGTCTCTG\nGTCAGAAAGGTAGGGGACCATGAGAGAAGAGATGGTGGCAGCATTTGAGAGTCAGTAGAG\nGTTGTAGAAGTGAGACTTTGGGCCCCTTAGTCATATTTGAGAGTTAGAGCTCTGATGGCC\nATGGGTAGCTTACTAGCTGTATGAACTGGCTGACTTTGAAGCCAGCAAGGCCCAGACATT\nCACGCATTGTAAAGATACGGTTAATGCCGAGCAGACTTGGGGTTGCCTGTATAGACCCTT\nGCAGCGGAAGATACATCTTTTGTTTTCCCTGGACTCACTCAGAAACTCAGAAGGTTCTTT\nGTAAACTGTTTGAGGAAGCCATCCCTTCCCTACATGGGCAGTTAAGGAGGAGCAACAGTG\nCCCCCTACTGACACAGAGGACCACAAACCAGATGTTCATAAAAGCACCAGACCTAGTTTT\nTTGGAGGGGGAGAGAGGAAAGGGCAACCTCAACTTTTCTTGCAAACCATCGAGTCCCCTC\nATTTCCCCAGAAATCTCTTCAACCTTGTGCCCGGCCAGGGTGGGAATAGAGATGTCTCGG\nGTCTCTTTTCATCCAGACATTTCACTTCAGAGTTTCCTAGCACAGATCGAAAGTTCAGGA\nTGAATTAAACGCCCAAGGTTATGAACAAACACATGCCAGGCCCCAAGCCTCCAGGATTTT\nCCAGTCTGTTGTCTTGGTGATAAAGGTTAACAGGAAACTGCTTTCCGATTTCTGTCAAGA\nGGAGGATTGCTCTCTCTCTCTCTCTCTCTCTCTCTCTCCCTTTCCCCCTCCGCTCCCCCT\nCCCCTCTCCCTCTCTTGCTCTCCCTCTCTTGCTCTCCCTCCCTTCCACCTCTCTCCTAGC\nCATGCTTGTCATTTCTGCACCTCCTTGGACTTGACTGCCAGATGGTAGACGTCCATGAAA\nACGGAAGCGGGCGCCTGAGACAGCAGGGCTGCCGCCTCATTTACTTCTCCATTACCGCAG\nCGCGGAAGGGAGAAGTGGAGTGTTGGGCTCTTAGGAGATAGTCTTCAGGAGAAACCTGGG\nGCTGAGGAGGGGGGCTGAGGAGGGGGGTACACAGGACATCTCTGTGCTTTAGTTGAGGAC\nTAAGGCAAACGGGATAAAGACACAGGACTTGGAAAACTGGGCTATTTCAGACCCCGTGGG\nCTTCCACTCAAACATTACTATGGCGATAAGCCTTCCCTGCCAGGCTTGGGAGGTCACTGG\nTGGGTTTTTGTCATTAAGAGACAAGCAAATCAGCAGCCATGCTTTATCCACTTTCTGTGT\nAGACAGGGAAAGACAGGAAGTAGCCTGAAACCTGGCTGTGTTGGGGGGTGAGACCCCACA\nCCTGAAGTTTTATGACATTTTGCTTATCATTTGTTATTTCTTTGTCCTTACTCTTTCTCT\nGCTGATGTGGCTTAAATCTGAATTATACACACGCACACACAGATAGATACACACAGATGC\nAGACACATGCACACACACATACACACAGAGAGACACAGACACACATATACACACAGAAAG\nACACAGACATACAAACACACACACATACACACACAGAAACACACACACAAGCACAGACAC\nACACAAACACACATGTACACACATACACACAGACACAGGCACACACACACATACACACAG\nAGAGATACACACACACACAGATACAGACACATGCACACACACATATACACAGAGAGACGC\nAGACACACACGTACACAGACATACACACACACATACACAGAGAGATACACACACAGACAC\nATGTGTAAACACACAGAGAGAGACACAGACACACATATACATACAGAAAGACACAGACAT\nACAAACACACACACATCCACACACACGCACGCACACACTCACGCACATACGTTTGTTGAA\nTGTTCGGACCCAACTGGTGCTGCCATTTGGGGACATTGAGGAACCTTTGTGACATGGGAC\nTTATCTAGCAAAGGCAGGTTGCTGGAGGGAAACCTTGGAGGATATATTTGTCTTGGTTCC\nAGCCTGAGCTCTGTGCTTCCTAAACCATCCACGAAAACATGAGCAAACCTTTCTGAAAGC\nCCCCTCAGCTGCCACACTGTCCCTGCCACGCTGGACTGGTGTCTCCAAACATCAACCCCA\nAATGAGTCCTTCCTCCTTTTCATTGCTTCTGTGAGGTGTTCCTTCACAATGACAAGAAAG\nTAGCATACTACCCCTTAGGGACTCTGACCAAGGTGGGACAGACTGAAGAAAAGCTGAGCA\nTCAAAGTTAGCAGTTATGTCAGGCTCTGTACTTGATCTAGAGGCACAAAGATAACAGTGG\nTATGCCCCACCCCTCCTGGAGGCCTGGGTTGTCAGAAATGACAGGGCTGAGGGAAGTGTA\nCTGAGCAGTGCCCCAGGAGCTCAGGGGAGGGGCTGTGCTTGCATATATGGTGGAGCTGGG\nGGTAGGGGAGCAGGAGCTATAGCAATGTCCTCTGCGGGGTGGCTTGGGCAGAAGCACGGC\nTGTCAGGTGATCTCTGAGCCAGCATAAACTTCCAGGAGTGCAATCCCATACTCACCCAGT\nCAGCCATTACCCCACTGTGTCCATGTCTCACTATCAAAACGGAACACAGTACCAGAATAA\nTAGCAGACTCCCCCGAAGGCTAACGGTGACTTTTCCACTATGTGATAATTTGAGTCTACA\nTTTGTGGAGTCTGAAATAGCTCAATTTTCAAAGTACTTCCCTGTCTGTGTTGCTTTTATT\nCCTCTCGTTTTCTCTCTTCTTTCCAGTTTGTTATTCTGCCTGCCCTTTAACAACGACAGC\nGCAGCTAGAGAACGACCAGTCCCCTCTGGCAGGCTTTGCACATGAGGACCATTCAGTAAC\nCCTTTGGAATTTTGCTAACTCTGACTTTGCAGTGAGTTGCTGTTGTCTGTTGATGGAGGT\nGACCGGCCTGTCTCTGAGTGACACCAGGTTCACTGGCACCTGCACACAGTCACCAGAGCA\nGCTTCTTCACACACATCGCTTGCTCGCTTAGTCTACAGACCAGAGAAAGGGTTCTGAGAC\nTGGCCTGCCTGGCCTGGGTTTTGTGAGGAGAGATTTTTGCTTTGTGTGTGTGTGTGTGTG\nTGTGTGTCTGTGTGTGTGTGTGTCTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG\nTGTGTGTGTGTGTGTGTGTGTTGAGATAAGGTTTTGTGTAGCCTAGGCTGCAGATGTAGC\nTCTTGCTATGTAGCTAAGGGTGACTGTGAACTTCCATTTCTCCAGCTGGGACCTCCCACA\nGCTGGAATTACAGGTGTGTACCACTAAATTCAGTTTTGGCTTGTTGCTGCTGCTGCTGCT\nGCTGCTGCTGAGATGATGATGATGATGGTGATGATGGTGATGATGATGAGGGTGTGGATG\nTTGGGGCTGAGGAAGCTGTTTTGGTTTAAATTCATTCCTAGTATCTAAAAATAAAAAGAC\nTTCTTACAAGGAGATCTATCGAGTCCCACTCTTCTCTACAGTTAGAAAAAGAGAAGCCTG\nATACAGTGACGTGTCATGCCGTAAGTCACATGGATTAGATAGCCAAGGTTGGACCTCTGG\nTGCTTGACTTCCAGGATTCTCATCATCAGGGTGCCATGGTGCTGAATGGCCAGGGCATTT\nGCTTCTTATTTTGCCCACTTTCCCCTCTGCACCCCGCTTGTCTGTCTGTTTCCTAAAATC\nCAAGGGACCAGTGCCCATCGAGTCTAGTCTGGGTTTCCCTCAAACACCCTGTATGGATCC\nTTAGACCGAACGGGCGGGCGCATTATCTGATTAAAGGATTTAATAAACTCTGAATTGATG\nTATATAAAGGCATGTTTAATACAGACTTAAATAATGTCAGCATGTTTCATCTTAAGAGAA\nATTTACACACTCCATCCGATAAGAATTCAGTTCTCATTTGGCTTAGCATGCACGCCTGTC\nACAGCCTTGAGAGCACTTCTCCCAGCCTCGCCATGTGCCTTGGGATTCAGTCATGCTTCA\nCCACCCTCAGGGAGGCACATCAGAAGCCACTGAGGGCCGGGTGACCACTGCCTGCTGCTC\nCATTGAACAGAACAAGATCTCCTTTAAAAGCATAGCTCTACAATGATTACAATTTTTAAA\nAAGTAACATGAGAGAAATAGCAGAACAAGACATTGGACATCAGGTAAGGAAAGAGAAGTA\nGAAGGCAGCTCAGAGTCTGACATCGTCATAGTTAACGCAGCGCTGTGAGAGCCACGTTCA\nACCTGTCTGTGGAGACTTGGCTTGAAAGAGCTTTGGAGAGGAGTGTGGGACAGACAGATG\nGACCTGAGATGCCGCTGGCCTCTCAGCTGAAGTAGCCCAGTCTGCCTCAGTCTACCCTCA\nCTTTCAGATGACTATAAGTAATGTTTTGTTGCCACTTTGAGGTTGGGTTTATTTCCTTGA\nAAACTATGTGCAGGAATTTGATGTCTCATCACTGGAAAAAAACAAAAACCAACCCCCCCC\nTCAAAAAAAAAACCCATGAAAACTCAAAATTTATAGTGCTTGTTTATTAATACTTGTTAG\nGTCATTACACATGTGCACACACACACACACACACAAACACATCCACGTTTTGCCCTTGGG\nTGTGAATTTTAGAGGTTTTGGGGTTGGGTTTTAAATCAGCGCCCAGAGCTGGTGAAACAG\nTTCTTCCGTAAAGTGCTTGTCTATCCACACAAGCGTGATGATCTGAGTTTGATCCCCAGA\nACCCACCTGGAATCAGCAATGGTCGCACTTGCTTATAATCCCACTACTGTGGGTGGAGGA\nGCAGAGATGAAACCCCAGGACTCGCTGTCTAGCCACCAGAGTGTATTTGGTGAGCTCCAG\nGCTAGTGAGAGATTGTTTGTTTGTTTGTTTATTTGTTCCTTAATGTGGACAGTTCTTAAG\nGAACCACACTCAGGTTTGTCCTTTGATGTCCATAAGCATGTGAACACGTGTTTCCATGAA\nCACTGCATACATATGTGAGCATACGCATAGACACACACACACACTCACCTCTTATTAACT\nAGTAGCTCACTAGCTAGAACTGCTTTGTCCTCAGAGGAAGGCTGTTGTTATAGTACAAAA\nAGTCCTGTATGTGTTATAAGGCTATTTAGGTTTAGACTAGTTTACGTGTATGTGTGTGCA\nCCTCCATGAGTTTATGTGTACCTCATATGTGCCAGAGGGCGTTGGGCTCTCTGGAACTGG\nAGTTAGAGGCAGTTGTGAGCTACCTGATAGGGGTGCTGGGAACTGAACCTGGGACCTCCA\nGCAGGTAAACACTCTTAACTGGTGAGCTTCCTCTCCCATCCCACTATTATATATTTAATA\nTAATAAAAATGACTTCACTGTGTAGAAAAATAAGAATCTTAGAACCTTGGAGTTACATAG\nACTGATATCTCATTAGGCTTTTGATTTGCATTTCCCTAGTGCTTAGTGACGCCTGGACTG\nTATTCTTATATGCTTATTGGCTTTGAATGTATATTAGAAAATGCCTGTACACATATGTGT\nAAGACATGGTGTGCCCTCAAAGAAGGCATCAGAGACGAGACTGATGGCCCCTTTGCTTTT\nTATTCATTTAGCACTGGAAACTCTAAAGCCACCCAGCTCAACTTTAGTGATTTCCACGCC\nCCCTGTGCCTTACACATGGTTTTTCCTCTTGCAGATTCTACATAGAGAGCATCTCCTACC\nTGAAGGACAATGCTACCATTGAGCTCTTCTTCCTGAATGCCAAGTCCTGCATCTACAAGG\nTAGGATTGTGCTCTTCCCATTCAGTTTCCAAAAGAAATAGAAAATACCAAAATATTTCCC\nACAAGTCAGTTTATTGATTAGGAAAAGTTGTTTATTAATTAATTGCTATTAATAAATGAG\nAAACTGCATGTGAGGAAAGCCGCCGGCTGAACAACAAGACCTCTTCTGATCTTGTCACTG\nTCCATGCTTGGGCATGCTAGGGGCGTGTTCTTCATGGGAAGGAGGTCAAAGTAGCCAAAA\nATTGATCAAGTAGTCACGTCATGTCCACAGTGAAGAGCAGACAGAATGGGATGTGCACAC\nACTCGCTTGCCTGCCTGTGCTCAGCTCAGCTTTCTATCCTCTAATATCACAGTTTGGGGC\nCCCTGTCTAGGGAATGATACCGCCAACAGTGGACTGGGCCTTCCCATGTCAGTTAACTTA\nGTTAAGACCCTCATCCACAGACCACAGACCTAGCCTAGACAATCCCTCACTGAGACTCTC\nTTCCCAGGTGACTCTAGATTCTGCCAGGTTGACAATTAAAGCTATCCATCATACATTCAT\nCCTATGAAACTCACATGAAGCACAGGCTTGGACTTTTATGTGAGAGGCCTGGATCCTCAC\nAGCTCTCCCATGAGGAAGATGAGGCACAGGGAGACTTCCATATCTAACGGGCAGAAAGTT\nACTCATTTGGTTCAGGGGAGCCCAACTGCAATCGCCAGGTCACTCTCTTTGCAGAGTATA\nCCCAGAGAACTTCAAATGTGAGCATGTCTCTGGTAAAGTGGGCACTAAATACTATTGGAA\nAATTCCAAGGAGAACTCATGGCTTATGAGTTTCCTATTTCAGTAGATCCCGTTTTGAAGC\nACTGTAGTGGCTCACCAAACTTCAAAGCAGGTGGGCTGAGATGGGGAGCAACTGCCGCTT\nTCTCTTGGGGAAGTTCTTTGCTGGATTGCATGGGATAATTCCACCATTCAGAATGGTGGA\nGGGCCTGGTAGACATCAGGTTCCCCTCTGCAGAAAGACTTCACTTGGTGGTAACTGATGA\nACCAGGACATAGACTGGGCTCAAACCCAGAGCACACAGACAACAGTCCTTTAAGTCTTGC\nTGACTGGTGGGAAAAGACATTAATTGTAGATCCAGGTTTTAAATTCCTTCCTTCCACTAA\nTCCTTAATTTTCTTATTATACAGTGGAAAGCATGATAGTATCCAGATACCTTACAAACTA\nTAGGAGCACCTGGTGGGTTTGTTGGTTTTATTGAATGGGTAAGCCCTGATTGAGAGAGAG\nAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAAATAAAGAACAAAACTGAG\nCACTGTCCACCAGGTGGCAGACTTGAGCTAAAATACATGGCTAGAAATCAGTGAGCTTTT\nGAAAGGGCACTCATACCACTTCCTGCTGGGTGTCCATGTATAAAGGGGAAGGAAGCTGTT\nTCCTGGAGTTGCTCGGTTTCTCTTGTTCATACCTGCTGAGCTTGTAGAAACCAAGAAAAT\nTAAATTCTCAGAAGCAAATACTACAGATTTCCCAAGAGCAGGTGCAAGCAGCCTCTAAAA\nCTGGCCTCATTTAAAGTCCAGATGGACTTTGAATGGAGCAATGGTCCTCTAAAGTTTGTG\nTAGACAGAATAACATCTCAGGACCACTGCTTAACCTCCGTCATCCAAATATTTTCCTTAG\nTAAGCACACAGATTTCACTAACAGGGTTATGTGTTCATGGTGAGCCTTCTGAAATTTTGC\nCAAGGAGGAGGCTGATGTTCGTAAGAACTATGAGTGACCAGACTGCAGTGCCCTATCAGC\nCATGTCCAACAGCGTGGGACAGAAACAGACGTCCACACGGTTGTAGATATTTAGGTTTTT\nCTGTGGCCGACATGAACTAAATATGAATGTTTGCCTCAGTGTCTTCAAGCTTCATTTTTC\nCTTTTTGACTAAACGCCGACATTGCAAGCCCATCCCACGTCTGGGAAACTCCTAAGACTT\nAGCACTGTGCCACACACTTAGCACTGTGCCACGCACTTAGCACTGTGCCACGCACTTGAT\nCAAGTTACTTGGATTCCGATACCCTTTTCTTGGCTACAATTTTCTGTGCCACCCACATGT\nCCCAGCTGTACACTGAGACATTATCCCAGAAGGCAGGGTGATGTGCACATAAATATTGAC\nTTCACCAGGAGTTCAGTATCGGACCACTTGCTATTTTTTTGGTGCCTGACTGACGGTGTT\nTTTCTTTGCACTTGCCTGCTTGCACTTTGCAGACTCCAGGTTGAGCATAGGGCCTTACCC\nGCTTTAGGCGAGTACTCTACCGCTAAGCTATATCTTGGGCTCTCTTTTTACTGTTTTTTT\nTAAAAAAAAAAACACACCAAGTTATCCAGGCTAGCCTTAAACTCACCATATAGTCCATGC\nTATCCTTGAACTAAAATTTTTCTGCCTTGGCCCCCTGAAGAGCTGGAATTTCAGACCTGC\nACCACCATACCCAACTCCTACGGTGTTTTAGAACTACGCTGTTGAAGTAAAATAAGCTAT\nTTACCATGCCTCTTTGCAGACCTACTTCCATTTATATTTTAAAATATTAAGTTGTATTTT\nTGATACTGAGCAGAGCAGCTGAGAGGAGACTCCGCAGTTAAGAACACTTGTCATTCTTAC\nAGAGGACCCAGGTTTGGTTTCCATCAACCACATAGTGGCTCACAGTTGTCTGTAACTCCT\nGTCTTAGGAGACCTCATGTACCTTGGTCACCAGGTACTCACATGCCATATATAGATGCAT\nGCAGACAAAACACATATACAAAATAAAAACAAATTAGAAAACATCTTTTAAAAAATTATT\nTAAAGAAGTCAGGGACTGGGTTTAATCAGAACTAGGAGTGTGTAGTGACTAGTGAGAGGC\nCCTGTTTAATCCCCAACACAACACAAAGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG\nTGTTGTTATTATTAAAGTAATAGGAAACAGCTTAAGGGGCAACGAGAGGTCCAATGGTGG\nCTCAGCAGTCATAGTGCTCGTCTCCAAACCTGGAAACTGAGTTTGACCTCCCAGGACACA\nCATGGCAGAAGCAGGGACCAACCTCCCACAGGGTGTCCTCCGACAGCCATCCCTGTTCAC\nACGTACACAAGCACAGACACTGTCCTAAACCATGGAGGTCAAATGGCTCCTGAAGGCCCA\nTTAGCAAAGGTGACCATCTCCTACACACCCAAGGCCTGCCCTCTAGAGTCATGTTGCTGC\nTGCTTCTATTATTTGCCGCTTTCTTTCTAAATAAATGTCCCAGACCTTCCAGATCTGTCC\nCCTCTCCATTCATGAATTCCTTGTAAGAGAGACTGGGATCAGTGTGTCCCCGAAGCCACC\nCACACTCTCCCTCTCCTGGGTTTCTCGGGGTAGTTGCATTGCTTCTGGGTAAAAGCCATA\nACAACCGTCAGCGTGACATTATGACTAACCCAAGCATCTCCCCGTGGCTGTGATTCCTTT\nCTTTCTTTTTTCTTTTTTTAAACAATGAGTTGTTTTACCTAAAGGGATTCGTTGTCTTGT\nTTTCGCTTGTTTGGCTTCTCTGAGCCGTTGGCTTTTGCTCACAGTTCCCACCCATTCCCA\nGATCTATTCTCGTACTCTGTCTCAACATCAATGGCGATTCATCAACAACCTCTGGTTTGA\nGTTCTGTGACTGCTGCTGCTAGTGATTTCCTGAGTCTTCCTCCTGGAACCCTCTGCCCTC\nCAGTTCCAACACGAACTTGGCTGGGTTTCATAACTCCTTCGTGGGAGGCCACCTTCCTGT\nCTGGGTCTTTCCCCACCCCCGCTCTGTATTAGGTCATCTGTCTTCTGGGTTTTGTTTGCT\nTGTTTGTTTTACACTGATGTTTTCCTGGACAGCATCCCCAAGTAAATCTAGAGAAAGGAT\nATCCTTACACGTCTGAAAATGTGTTTATCCTCCCTTCATGGCATCTTAGAACAGTGGTTC\nCCAACCTGTGGTCACGACCTCTTGGGGGTTGAAGGACCCTTTCCCAGGGGTTTCCTAAGA\nCCATCGGAAAGCACATATTTCTGATGGTTTTAGGAACTGAGACACCACTCCTCTATCATC\nTCTAGGAAGGTCCACGCACCTGTAGATGCTGTCACGTGAGTACCTGGCATGATGGCATTG\nCACCAACCCCATCACATACCCTGAACAAATACAGGTGTACATGACAGGATTAGCATAATA\nATGTATTTAGGTGGACCAATCATGCATGTGTAGAGAACAGTTACTATGTTGAAAGCAGCA\nGAATTGGAGGTAAAATGACCCTTTATGAATTATAATTACTAGGTAAAGTGTGTGTGTGTG\nTGTGTGTGTATGTGTGTGTGTGTGTGTGTGTACCATGCAAACTTAATCTGGATACTGACC\nCATCTTTTTATATACAGCTGTGGTTGATATGAATACTGCCCCATTGCTTTAGTAACAGTA\nGCAAAATAGGAGTTACAAAGTAGCAACAGAAATAATGTTATGGTTGGGGGTCACCACAAC\nATGAGGAACTGTGTCAAATAGTCACATCATTAGTTAGGAAGGTTGAGAGAACCATTGGCT\nTAGCAGTTTGATTAGATGTGGGACTACCACATAACAGCATCTCTCAGAATATCAGGTGAT\nGTATTGGAAATGTCCCCCCACTCCCCATGCTGTCTCCCAACAGCTGGATCTTTGGCGGCC\nTTTCTCTGCATTCCTCTTGATCTAAAATTTCAGTAGTGCTGGTCTCTGTAGACACTTTGT\nATCTCTTGGCTGGTAGGTAGATACTTTTATTCTGGAGACTCATATTCTTCCTGATATCTC\nCTTGTTATCTCTTCCTTCACCCCACCCCCCACCCCTTGGAAGTGCTAGGAATCAGAAGCT\nAGGGCAGGCTTGTGTCCAGGGTTCCATTTCTGGCTTTTATTCTGTTTTCTGAAAGGCTTC\nTGTCAGCAATACCTTTCATCTGTTCTTTTGGTTTTTAACCATGATGAGTGTGTGTATGTG\nTGTGTGTGTGTGTGTGTGTGTGTGTGTGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAG\nAGAGAGGTATGTATTATGTATGTTTCAAAGAATACCTTTGTATTTCTGCTTTCTCTCTCT\nCTCTCTCTCTCTCTCTCTCTCTCTCTTAAATATCCTATTTTCAGTCTAGAAAGATGGCTC\nAGAAGGTAGAAGGCTTTCTGTTCATGGAGAGGAACCCAGTTAGTTTCCCTTCCCCCACAT\nCGAGCAGCTCACAACCGCCTGTGACCCCACTCCAGGGGATCCAGTGCCTTTTACTGACCT\nCCACGGGCACACACACATGCCTGGAATGCACACATACACACAAATCAAAAGAAATATTTG\nATATTGGACTCCTGGTGTCAACCTCTAGCCTCTATATTCATAAAAATAATACTTGATTGC\nTTTAAGAATATAATATTATCTCTTATCATTCTGATTACATTAATTATTGTGCATGCTCAG\nCTTCCTGTTTCTTCTCAGTGTCCTTTTTTTTAATATTTGCCTTTTCTGTAGAATAGCATC\nCTCACCCCCATCCACCAGCCCCAACTCACACTCTCTTCCGCTCTGGGGGGGGGGGCATGT\nATGCACTCATGTGTGTGTGCATATGTGTGTCTGTGTGCATGCGTGTGTGTGTCTGTGTGT\nCTGTGTGTGTCTGTGTGTCTGTGTGTGTGTGTGTGTGTGTTTGCAGGCCAGAGCTCAGCC\nTCCATTGCCAGTTGCTTTCCACCTTAGGTGGTTTTAGCTGTAGCAGGGAATCCTAGTCTG\nTCCATTCACAGTTACAAGTGAGCAGGAAAAGCTGTCATGCTCTGAAAGCATGGGTCAAAA\nTAAGCCTCAAAGGCCAGGGGTGGGGAAAGGGGCTAATGGCAGCTGCTCTTTCCATGGGAA\nCCTGAATATCAACCTTTGGATGAGGGACATACCTTCCCATTTCCTCCGGGACATGCCAGT\nCTCCAGGACGTAGGAAAGAAAGCAGCTTTGGTTTGGAGTGTAAACTTCCCTCCAGTGCAG\nCCTCCACTCATCTACGGAGACACTGCCTCTCACCCCTCCGTCTGCAGGGGACGGTGGCTG\nTCTTTCATTTTGTTGGTTATTTTTCTCAAGCCACAAACACAGTTTTCCTTCCTTCCTTCC\nTTCCTTCCTCCCTCCCTCCCTCCCTCCCTCCCTCCCTTTACCAGGAGTAGAAAAGCACAA\nCTTTGGCAAATTCCTCTCTCACTTTCTCTTCCTTTACACACTCATAACATCTATAAGAAA\nATCAGGGGGAAACATCATAACTTAACCCAACTTGTGGAATATTAAATCGTGTGAGAAGAG\nGGCGATCACCATACGCTTTCAGTGAGGAAGGAAGGGCCAGAGTGGGGCTTGCTGACACAC\nTGTGCTGTCCAACAACGGTTATGATGTTTTAACTGTCTAAATGGAGACAGGTGGACAGTG\nGGGAAAATTACGTTCAGGGGACGAACAAACCTCCTTTAGAAATGTGTGTTCACTTCCATG\nGAAAATTCCAACGAGATGCTGCGCGTTCCCTGGGTGAAGACTCATGAGCCAGGGGAGTTC\nTCCTGCCAAATCCTCCCTCCTGCTCTCCTCCCTCTTTGAATGTGACTCCTTATGACAACT\nGGAGCTGTCCATGAGTCACCCTGTAGGAGGCCACCCGGCTGTCACACAAGACAGGAGAGA\nTTGGGGACAATGGACTCTTGAGTTCTTCCACATTCAGAGTGAGGTGAATCGTCTGTCCCC\nGGAGTTCGGTAGTGAGAACAGTGCTGATACAGTGGGGTGTGCTTGCACCGCTGCTGATAC\nAGTGGGCTGTGTTTAGAATCCTAACACAGGGGAGACGGAGGCAGAGGGATCATTCTAGAC\nTATATAAGAAGATTCTGTCTGAAAAGAGTTCAGGCAACTAGGGGACAGTGCTGACCAAAC\nTGGAAAAACCCCAAGGGTCCACCCCCAGTACCACACAAACCAATGTGAGGGCATACACCT\nTCGATGTCTACATTCAGGAAGTGGAGGCAAGAAGATCAGAAGCTTAGGGTCATCTTCCAG\nTACTTAGCAAATTTGAGGCCAGTCACACACACACACACACACACACACACACACACACAC\nACAGAGACAGACAGACAGACAGACAGACACAGAGACACAGATAGAAGCATAAGACTAGTC\nAGTAGAGAGATGGCTCAGCAGTTAAGAGCACTTGCTGATTTTACAGAGGACGCAGTTTTG\nGTTCCCAGCACCCACTTGGTATTGACAACGTCCTGAAACTTCACTTTCAGGTGATCCAGT\nGTTCACTTCTAATCTCCACAGGCTCCTTGAATGCACACGGTGCACATTCAGGCAAGCACA\nCAAATGTATAAAACAGGTGAATTAAAAAGAAAAAATATTCATCACGTTCACATCCCTACA\nAAAGCTAGCTTATAAGTTGATGTCTTTTTTAAGTTTTATTTTAGATGGAAATATTCTATG\nCTAAATTTATGTAATATGTCTAATGTCCTTTTAAATTTTATCGATTAGAAAAAAACGATT\nCCCACAAATTATGAATCCTGAAGATACAAAGGAAATTCAAAAGTTTTTGCTTTAACTTTT\nGGCCATAATCTGCTTCATACACAAAACCCGGGAGAGATAAGAAAATCAGCTCCTAAATCC\nAAAACAACCCTTCAATTCCACTCCTCAGAGGAGTCATTTGATATTGATTTGCTGTGGGTG\nGGGTGACCTAAGTTTTGCTGCTCAGAATGGCTGCCATGTGGTTGTAAATCTCATACTCAA\nACCCTGTAACTTTCCACGCTTTGAATCTGCTACAGTTAAATTGTACTTGGTCTCAGTGTT\nTATCTCAGCTGAGCCACAAGCCCAAGGTCTCCATCTGAAGATGGAGTAAAATGTGCTTCC\nTCGGGCAAGAGAAAGGTGGCATGCCCCACTGGATTTTTACCACCACCACCCATTACCTGT\nGATTGACTAGGCATGTGGCTGATGAACAGAAAATTACTTTTTATTCATGGCCTTCCGATC\nCCACCAAGCTTCGTGCTTATATCAAACTCTGGCACTGCCCTTGCAGCAAGAGCAGAGGGT\nGATGGAAAAGATAGAGCAGGCTGAGGTGGTCCAGCTCTATAAGCTCAGCCCTTGCGGATG\nGAAGCAGGAAGATCAGGAGTTGGAGGCCATCCTCAGCTAAGCAAGTTGAGGCTAGCCTGG\nACTACATGAGATCCCCTTTCAAAAGCTGAAGAAGAAAGGGCAGAGACGGTGAGAGCGGGA\nCGAGGAAGCTGGGTGGGGGGGGAGCCCTGTTCTGTGTGTGTTGAAAGGTCTCATCCAGCC\nTTTCTTCTGAGGTGTATGCCTCGGTCATCTCCTCCATAGGTGGGAGAAACGAAGCCCTGA\nACCTAGTTCCACAAGATGAGGAACCAACATAAACAGTAGCCTCGGAATATCAGCCTCATG\nAAACCCCATCCTTTTCTCCCAATCTGGCTAACGAAGATGCAGTGTGTGTGCCTACATCAC\nCAAGAGCATGAAAATAGGGACAAGGGAGGGCTTTCTTATTCAGCCTTTCAGAAGGAAACT\nCGCATGGACTGGTCATCTTGGCAATGCATAGCAGACTTTGGGGAGAACAGTTCTTGGGAC\nCTCAACATAGTCAGGCTGTCTACAGCAGTTAGCAGAAGAAACCCCAGTGAAACTGCAGGG\nAGGGCGCCATGGGAATCACGCCATGATCTGTGCATCACAAGGCAAACATGACACGACCTG\nACTGCTGAAGGCCTGGCACAGGCTGACAAAGAGGAGCTCTGCAAGTTTGCAGAGGTCCTG\nTCCATGCCCAGACGCAACTCCACACAGTCATTATGAGTTGTGCAATGGGGCATGGTAGCC\nAAACAACCACAGAAGGTAGCCAGGGAGATCACCTACATATGACCTCATACCGCAGTCTGA\nTACCGTACACCACATCAGTCAGGGTTCTCCACAGAGAAACATAGAAGGATACTTACTGTG\nTGGAGCTGGTCCACGTGACGGAAGGCTGAGAGGTCTGTGGCGTGTGTAGCACCTGCAAGG\nGAGAGCACAGAAAAGTTGCAGTTGTGACTCAGCCTGGGGGCCTGAGAACCAGGGAGGCCA\nGTAGTGTAAATGTCATCCCCTGGATGGGAGAAAGCAAGTTGGATACAGTAATTCACAGAG\nTGAGCAATGAAGCTGGATGTGGTGGGACATAGCTGCAATCTCAGGATGTGAGGAGCCGGG\nCGAGGCAGAAGGATCACAAGTTCAAAACTGGTCTCAGCTACTTAGTAAATTCTAGGCTCA\nGCACCCATCCCCAAAAGTGTGATGAAAACCAGGGAAACTTGCTTTGCCTCCACCTTTTAT\nTCTCTTTCTACCCTAAAGGCATTGGATGGTAGACGACTGAATTATTGAAGTGCTAGTCTT\nAAGGCATTGGGTGGTAGACTGTGAATTATTGAAGTGCTAGTCTTAAGGCATTGGGTGGTA\nGACTGTGAATTATTGAAGTGCTAGTCTTAAGGCATTGGGTGGTAGACTGTAAGTCTACTT\nATTCAAATGCTAATCTCCTCTGAAAACACCCTTTAAGAAACATCCATAAATAATTTTTAA\nTCTGGTCACCAAGATAAATCAAAGTAACAGGTAAACACTCCAATTCCAACAGCTGTAAAT\nCACAACCATTATCTGCATGGTGACTAATAAGCACAGTGCTGCCTATCTCTTTAAGAAATT\nTTGCTAAGTATCAATACCAAAATGCGCCAAAGTACAGAGGCAAAACTGTGTGGTTCTGAC\nTGTCTGTAGCTGCCAGGGTGAGGAAAGAAATAACACATTTATGGTTTACGGCACTTCCAG\nTGTGCTTGCAGCTTCTGAATCGCCTCTACTATGTTCCAACAAGCTCAGCAAAATGATCAG\nAAATTGTGTTCTTCACATTTGTTGGTGAAGCAACCGAAACTGAGGGAAATCAGTAGTGCC\nCGGTGTTTCGGGTGCTGTTGGGGAGTAAGGGGTAAGACTAGAACTCAGTTTCGGGTGAGG\nGTGGTCATGAACTTAGGTGGCGCCTGGGTGAGGATGTCTTAGGCAAGCCCTTGGGGTGAC\nCAACTAAGGGATTCTGCCTGGAGTTTGCCAATGGTCTCATTTCCTTATTCTTGTTCCTCA\nTGTTGTCCATTCTAATTATTGTCATAGTTTCTTTCTTGTGGATGTGTGACATAACACATT\nCCACAAAGGCGTCAGTGGGGTTTATTCTGGCTTACAATCTGAAGGCTTGGTCCAGTGTAA\nTAGGGAGGTCAGAGTAGCAGAAGCTTGGGATAACTGGTCACATCGCATCCACAGTCAGGA\nCACACAAAGGCATGAATGCTGGCATTAGCCCCCTGTCTCCATTCGCAGTCCAGAATCCCA\nGCCAAGGAATAGGGCCGCCATCCACAGAGAGGCTTTCCAACCTCAATTAATGTAATCAAG\nACAGCCCCTCACAGACGTGCCCAGAGGCCTGCCTCCCAGGCTATTCTAGGCGCTGTTGCG\nATGATAATTAACACTAATCATCTCATTTGCTGTATGGGAAAAGTTGGACTTTCTCAACCT\nAACCACAGAGGAATGCTTTCCCTTGAGATTCTTGGTACGACTTGAAAAGTACCAGCAAAC\nCCTCTGAACCAGGTCAGGAGGCCCCGTTGCATGTTTTTTTTTTTGTTGTTGTTGTTTTGG\nTTTTTTTGGAGCATGTCAAGATTCTCTGATGGCAATCTTCCCGAGAGAGAGTGGATAGCC\nACCAAGCCACCATAAAGCTGCTGACAAGTGCCCTGGGTCCTCCTCCTGAAGTTGCTTCAT\nCGCTTTAGATAAAGCAGGGCTGAGTGAATGGAAGTGGTCCGTCTTGTCCATCTTGTCCGT\nCTGCACGAAGAATGCACGCATGCATGCCTGTACACACCTACAGCAAACCACATTCTGTCA\nTTCTATACCATTTTCCAAAGAGCAAAGGGAATGATGCCCTTTCACTCAGTAGTGAGGGAA\nAGAGGCCCAAAATACATACATCATGGCTTCAGTAGCCAAAAGATACAGCATTCCCTCTCA\nATAGAACATTATCACATGTCTGCCACCACCCTGGATTCCCAGGCAAGATTCTGGCTCAGG\nAAATGACCCAGCAGGAGCCCCTCCTCCTCAGGTGACACTGGAACCATTGAGGCTCCAACA\nCAGAACTATCAATGCGATAAGCCACAGGAATGTCACAGCACCAGCCTTTGCAGGTGGCCA\nAGTGGAAGCCTCTCACAGCTCTTTCTTGAAGAGCCTCCTACCTCTCCCCTGCTTCTCCAT\nTTTGTCTTCTGTCAAGGGAAAGCCCACAGCCTCGGGAACGTATCGGGGCTTTGTATACTG\nTTTGTTATCTTGATCAGTTTGTTTCTCTGCTGGAAAAGCACAGGTAGGGATCTACTGCCT\nGGGAAGCCAGCTAAAAGCCAGCCGAGGGAAAAGCAGAGTCATCTTTTGTATGTCACGTGG\nCAGCTGGAACCTGGCAGGAAGATCTCTGGGACATCTGTCTAGTCCTCCGTGGTGGACTCG\nGCTTTCTGGGGAAACTCGGGAAGTGAACAGAAACTCAAAGACTCTGTTTCGTTCCAGCAA\nAATCTTAACAGTGTAATCACCTGGAAAAAAGAAATGCAAAGGGGGGTTATTATTTATAAT\nAAGGAAATAGTGAACGTATTAAAGTAGAAGACAGGAAGCGCACTGTGCAGGGAGGCTGTA\nGGGAACTGAACTAAAACTTGGGAGAATATACAGTACCATATGTCTGAAAATTATATGTAA\nGGCATGAACTGCTTGGGAATAAATAACGTTCCAAACAAGGGAGAAAAGCTTGGAGAATAG\nACAAGCTCTCAGCAGCCGAGAGCCAGCCTGTCTTCCTACTGTTCCGAGTCTGGTTCCTCT\nATTCTCTCTCTAGAGGACTCCTCTGAGGGAGGGCGTCCAGTGACTGTTACACTCAGTAAA\nTAGTAACTAGGGATCCTAAGAAGTAGCGGCACAGCCTCCTCCATCAGCCTTGCTCTGTGT\nGCACAGTCTGAGGCCTCTCATCCTGGCTCCCTTTCCTCTATTGCCAGACACATTCTGACT\nCTGGGTGTTTTATACTCTCTTCATCTGAAGGGAAAGGGAAAGCTCACCCTAAAGACACTC\nATTTCCACTTACCCTAAGGACACCTATAATGAGAAAGAACTTGCCTAAACTAGGTCACAC\nGTTTACGACTGTTGCTTAAAGCTTCGCTATAGCTGGCAGAGCACTATACGGAATGTTCAC\nCCACAGGACCTGCAGAATGGGCTGTGCGAAAGCAAAGGCCTTCCTTCCTCCCTTCCCCCA\nCCTCTCTTTCCCCACACAGACAACTTACATCTAGCAAATGAATCAAATTGTGAGACACCA\nAACTCCTGCTCGGGGCTGTCTGCCAAAGGTTGATTTTGAGTTACACATGAGATAAGTCTC\nCCAGCTGGTGTTAACCATTAGCCCCCTGTTGACCATTCACTACACCATAGATGTAAATGT\nTTAACAGAAGGGCTCACATGTCTCACACACACACACACACACACACACACGCACACGCAC\nACGCACACACACACACACACACACACACACACAATGTGCTTCCAAGTACCATGAGCTCTT\nTAGCAAAGTGATCAGTGGGAAAGGAAATGAATAAAGCTAGAAATGATCTATTGCAGAAAC\nCCTGGAGAGTTTCTATGAACATGTTTGTACTCTGTCATGTTACGGGAGCTGGCAGTCCCA\nCAACTGCCATTGCAAACATTCTCCCACATCCCAGCTCTGACCAGGCAGATGAATTGCAGA\nGGTGGTTAAGCTGCTGTGGCTCGTTACACATAAAGAATGGTTGTCTTCTAGTCCTCCACA\nTGGTAGAAAGACGGCTGTTAGTTCCCTTGAGCTGAGTAGCAACTATCTTTGTCTATCTTT\nAGAATTCCTTGGCCTGAGACCTTGAGGATATCCCCTCTTCAAAAGATGTGGACTGCTCCA\nATACAGTGTCATGAGTTATGGCGGACAAGCCTAGACACCCCCCCTTCTCCCCCAAGACTA\nATTAGAAAATCCATATATCAGAGTTTGGCTTGTAGTTCAAAATAACTCTCAATTTAAATT\nATTCTTCAGTGCTAACTTCAGTTGTAAATTTTGTTCTGAGAGGGTGCTGGCTGGGACTGA\nGACCTTATTAACTTGGAAGGGGCAAGTCCTAAGATAAGGCCATATATTAGACAAGAAATT\nGTGGTTTTCCGGCACAATAACTGCCATTAAGGTCCTCATGGTCTGAGGCAAGTCACAAGT\nTTTTGGACTCTATCCTCAGAAAAAAATAAATGGTGTTAAGCTAACAGACTAGTCTCTAAG\nTCTCTCCCAGCTTTCCCTCTTGTTCAGCCACTCGGTATCAGATCTAGTGATACGGGACGA\nGAAAGGAAGATGTACTGGGCATCATGCCTTAATCACAGCACTGAAAGGCTGAGGCAGGAG\nGATTACCATCAGTTTAAGGCTAGCCAGTGGTATAGAGTGAGAGAAAGAAAAAGAGAAGGA\nAGGGAGAGAGGAAAAATGAAGTCATAACTTTCTTCATAACCATGACCAAAAAAAAAAAAA\nGTCATGGATTATCTTATTGTCACATGCTGATGGCCCTGAGTCTCTCTCCATCTCTAACAC\nTACAGACTATGTATAATAAGGCACCATTCACTTAAAGGTTCATTAAGATAGCAGGTTGTG\nTTACATGTATACTACAATAGTACAGATATCTTTGGAGGCAGTGGACATATGTATTGCTGT\nGATGGTGTCTCAAGTGTGTGGTCCTGTCTCCAAAACCATCAAATTCTATATCGTAAACAC\nATCAACTTTTGCGCGCATGTTTCAGTTAGTGCCCCCAATGGTGCTATGTTTACAAACATA\nGGAACTCCAGGCCCGTGTCACTTCGTGGCAGGGTGTACTCTGATAGACATAGTAACTGGT\nTTATTGTTGTGCAGACGTCGAGTATATTAATACAGACTACAGTGCCTGTGATGTCACTAG\nATGATGTCATCTCATGAGCCCATTGGAGTAAACATGTGCTGGCATTGACGGGAATGTTCT\nTATTTAGAGTGGCATTATGTCTGTGTTCAACAAACATACGTTGGATTTTTTTTTCAAAAA\nCCAAGAAGTTTTTATTTTTTAAGACCATGTCCCCCTAGAACACAAATACATAAAAGAACA\nGAAGAATATTTAAATTAGAGACCACACTAGAAGTGACTAGTAGAGCCTTTGTGGAGACAG\nAAACACTACCAATCTATATTGACAGGATTGCCACTAGCCATCCTGAGCTCTGAGCACATG\nGGAGAACTATGGCTGTTACTACCGAGGACCTGTATTTTCAGTCTTGCCTTGTTTAACTTC\nAAATCGCATCATGATCCCATTGTAACATTTCTTTCAATGAACCCACATTATGTACGTTCT\nAAGGCAGAACTCAAACAAGCAAACAAAAACCGTAGCAGGGCTGGACATGGTTGTATTCCC\nATCAGTCACAGCACTCGGGAGGCAGAAGGAGCTCTGAGTTCTGAGCCAGCTGGGGCTACA\nCAGCAAGACCAGTGAGACCTTATATCAGGAAAAAAAAGTGATTTAATTAGTTATTGAGCA\nGCTGTGTTTCAGTGACAAGTAAGATGAGCAGGTTTGCAGGCATTGAGTGGTTATAAATAC\nTGGCTACTCTTCCAGGGGACTTAGGTTTAATTGCCAGCACTTATGTGTATGTCTGTGGAC\nCATAATGCATATATGCAGCCTCCCCTCCCCCAGCCTTAAGGGTTCCACTGTTAATACCTG\nGATGGAGCTTGCCGGCTCAAACGTTCTGCCACGCCCACTGCTGGAGCCCCGCCGCTTTGC\nTGTTCTGAAGCCATCACGTGGTCACCCTGCTACTGGACTCCGAGATTAATTGGCGGGAAT\nCGGGCCCCCTTCCCCTGCTTCATAACTGCGTGCGGAACAGTAAAATCGAGCTTTGATCAG\nAATCTGCCTGTCTTAGCTACATTTCTTTATCTCGTCGCCTAGCCCCTCTTCTCTTCCAGG\nTTTCCAAAATGCCTTTCCAGGCTAGAACCCAGGCTATGATCTGCTGGCCGGACACAACAC\nATATAGATGGCTTATAGCTATCTATAACTCCACTCCAATGGGGATCCAGCATCCTCCTTA\nGCCTTGAATATGTGTCTCTATAGAGTCTCTCTCTTCCCTTCCTCCCTTCTTTCCTTCACT\nTCTCCCTCTATCTTTCCTGCTTTTTCCTCTCTCCTTCCCCACCCCTTTTCTTTTCTTTAC\nACACACACACACATACACACATACACACACACCTTCTACATGCATTGTGGTACACAAACA\nTGCATACAGGCAACTCCCCTCCATGAAACATGAAATAAAAATGACAAAGATGAGCAGATT\nTATAAAAATCTGGACATGGTCCATCCCTTACCATCACATCCAGATTTGAAGATGACATAC\nAGTCTTCTTTGAAAAGATCTTGGGGACTACTCAGGGCCAAGTCATTCAGAGAAATTGTCT\nAAAGAACCAAAGACACTCTAAATATATTTGAGATTCTGGGGAACTTCCAAGAAAGACCAG\nGTCTCTTCCATAGGAGCTGCAGTAAGAAAGCTGTTTAAGTACCAGACTAATAAAGAGTGA\nTGTAATTCATGCCTCAGATCTCCATACTCGGGGGTAGAGGCAGGAGGATTGTGGGTTTGA\nAGCTAGCCTGGACTACATCATAAGATCTTCATTCTAAAGTTTTTAATTAATTAATTAATT\nATTCAAAACTAAGTAAATACAATAAAAGACTCACTTTGATTTTTTTTTTTTTAGGAGCTG\nATTGATGTTGACAGTGAAGTGGTATTTGAATTAGCTTCCTATATTTTACAGGTAAGTTGT\nTTTACACACACACAAAAGGAGGTGTGCCTGCCACTACAAACAGCAGTCACATTTGCCCGC\nTGTCTGACTGTCTAACCTTTTCTAGCCACAAGATGGAAGGAGCTGTTAGGAGCACTGGTG\nCCATGCCATAACCAGGATTTGTACTCTTCCGAGATTTCAAGGCAGTATATGGTGTGACCT\nTGGGGAAGTTGTACGTGCAACCTGCGATCATTTGGTTTTCCAGTGCTCACTTCCTTTAAG\nTGTGGTACCTTCTTTTGCCCTAAAAAAAAAAGCCCAAATGAACACCTAGAAGAAGTCACC\nTCCTGTCCCCCAGAAAGGCAAAGTAAAAGCCTTTAGCCTGAGACAGACAGACAGACAGAG\nAGGCATGGGAATATTATTTGTAATGTTGGCACGATGAGTTGGAGCACTATCAAAAGTTAT\nTCTCTTAACAAGTGTTTATTGAATGCTGCTGTGTCTGAGGTAGCCTACCACACTCACTGA\nCTCTCACATGGCCACCGGCTTACAATTCGTTGGTATAACTGGGAAGGGGCTCACAGTTGC\nAGAAGTGCAGAAGTGGACTGTCTGTTGCAGCCTGACACGGTGGCATGCACCTATAATCCC\nAGCTGCTTTGGAGTTTGGGCCAGGAGAGTAGACTACAGCTGTCTCAAAGAAAGGGAAGAA\nGCAAGGGTGGAAGGGAAGGGGAGGAAAGAGATAAGGGAAGTATTAAAGGAGAAAGGGAGA\nGACAAAGTGGGGGGAGGGCGAGAGAGTGAGAAGGAGAGGGAAGGAAGGAGGAAAGAGAGA\nGATAAATATGTATGTAACCTATTTTAGTTAGACCAAGGCCTTGAAGTATAAACTTCTATA\nCACCTTTGTGACATTTACAGTGTGCCTCTTGTTCAGTCAGCTCATATATGTACTCTCCCT\nGACTCTGACCCATCAGGCAGGGTCTCATTATGCAACCAAAGCTAATTTCAAACTCAGAAT\nCCTCCTGCCTGAGCCTCCCAAATACTTCTTAGCATTTCTTTTCATTGAATTCCGGAGCAG\nACAGGGTGACACAGAGGGAGGCCGGTCTGCCTTACTCAGCAGAGAAGTAGCCATGATGGC\nAGGGCATGGTTTTAATTCTTAACCGTGGACTGATGTTTCGCCCATTTTTTTTTCTCCCAC\nAGGAAGCAAAAGGAGATTTCTCTAGGTGAGTCCCCCAAAGTTGTTCTCTTGTTGACTTGA\nAGATATATTTGTTGTTGTTTTATATTTAAAGAAACTGCCTTGCATGTACCTTGAAGGATG\nACAGAGTATTAATTAGTAAGATCCAGGTGTCATACTGTCAACTGAGCAGGCAGTCTGGCA\nAGGCATGCCCAGAGCTAGTGAGGATGCTATTCTTACTAAAAAAAACCTTCTTCGGGCTAT\nTAAAGAAAGGAGCTCAGAGCCCAGTGTCTCCGATGGCCATTGTTCTCGGGCCTGGGTTGC\nTGATCATGCACCTGTGCAGAGCCAGGCATCACTCCTGGAGTGTAAATTGGGTTGTATATA\nACCTGACAGCTCTAACGAGTAGATGTACATCTCTTTTTCTTCTTCTCAATTTAGTCACTG\nACTTTCAAGGGAAAAATCCCTATCATATATGGAGCTACATTTCAGGGAAATATTAACAAT\nGTAGAAATGCCACCTGTCTTCCTTCCATGGAAAGATGCTATGGTGAGAGAAAAATAGACT\nTAACCACAAAGTCCAGCTTGAGTGATCATGTAGAGCTGCTAGCTTGGGTCTTGTCATTCA\nTTCATTCATAAACATTGCATACAGGGCAGCAGAGCTGATTGTCCCCAGTCTCTCAGAAGC\nAACACAGCCTGTTCAGCTAGGGGGTTGTAGCTACCCTCAGCAGAACTAACTGCTCATAGA\nCAGACAACTTCCAGGTATTCTTTCTATCAGCGTCTACTGGGGAAAGTCCAGGGTAGCTCA\nTTGTTTAGGAACAAGGTCTGTCTGTAAAAGAAATGACTGTATGACCAAGAAAGCAGAATA\nTCAAGTCATTGGGTTCCAAGTAGTGGGATTGGCTCAGTAGTGGAATACATGCCCAACACA\nTATGAAGCTCGGTATATCCCAGCAGGGAAGAAAGGGAGGGAGGAAGGGAGGGAGGGGAGA\nCGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAATTAACAACCAC\nAACTCCAAACCGTACTCCTACCCTTACCCTTACCCTTACCCTTACCCTTACCCTTACCCT\nTACCCTTACCCTAACCCTAACCCTAACCCTAACCCTAACCCTAACCCTAACTCTAACCCT\nAACCCTTAAGCTTACACTTACCCTTACTCCTAGTCCCACTCCTAACCCTTTCCCAAGCAC\nAGGGAAGGTATACATCAGATCTGGGGAAATACTTCAAGGGATAAAGCGTTTGCTATTTAA\nGCATGAGGACTTGAGTTCAAAACCCCAGCATCCATTTAAAAAGCACAGTATCAACTGTGG\nCAGCAATAGGCAGAGACAGAGAGACCCCTAGGACTTGCTATTCAGTGAGTCCAAGCTGGT\nGAGCTCCAGAGAGGCATCCTATCTCACAACAGAAAGAAGGGAAGTGACCAAAGAAGACGC\nTGAAGTCAGCTTCTGATCCCTACGCTCGCCTACACGGACGGCTGCTCCTGAACACACACA\nAACAAATCTTATTTCTACCCCACCAAAAATGTATGCATGTTCAAGGGTTGCTGTTGTTGT\nTTAATCTATAAATATACCCTAACTAGACCTGAGATGTATGGTTTCAAATACCTCAGCTGA\nATGGAAAGAAAGAATTTAAAATCTAAAACAGTAGTTGGCAAACTTTTTCTGGAAAGGCCT\nCGTATCTGGCTTTTTCCAGGTCACAGGGTCTCCACGGCAGGTGCTGCACTTTATCCAGGT\nGTCAAAGGAACCTCATGTGGCTAGAGAACTGAGCAGCACGGCTCTGTTTCTATAAGGCTT\nTATTTAGAGAAACGGGTATTTGGATATTACATAAATCTTCATGAATCATAGATTTTTCTT\nCCTCTCCTTCCTTCTTTTCTCTTGTTTCCCCCTTCCCTCTCCTTTCCCTTACCTCCTGTA\nTTTAAAACTGTAAAAACCACTCCAAGTTCACAGGTCATACAAACACAACAGAGGATGGAT\nAATTTGAGCCTGTAAGTTGGAGTTAACTGATCCGTTGCTCTAAATTGTAGTCCTTTTATC\nTCGCTTTGACTGTTTTCTGTAAAGAGTGCTCCGGGCCTCCTTTCTCTAGGTCTTTGGCAG\nGAAGCACAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGGGAGAGGGAGAGGGAGA\nGGGAGAGGGAGAGGGAGAGGGAGAGGGAGAGGGAGAGGGAGAGGGAGAGGGAGAGGGAGA\nGGGAGAGGGAGAGGGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGATTTTCACTACTT\nAATGAGTGTGAGAAGGCTTAGCTAGAGACCTTGAAGTTGGCACATGGCCAGTCCCCAGTT\nACTGAGTTTGTTGAATGAAGCTTATTCGGTTTGTAGAAACTATAGCTTGTAGTCTGTTCT\nCTGCTCCTTTCTTCTGACCTGAGTTTGGGATTAGGCTTGAGGTTTTGAACAATTGTAAGT\nCTGCCTACTTTAAAAGGTTTCTGCAGTTCTGTGAAAACCCATTGAAAGTCCGCACATTCA\nGCGGGGTCCGATGAAACTTCTCCATCAGCCATCTTAGAACCCTGCTGCAAATAGTCTTTC\nTTTTTGAGAGCACCCTGACAGGGTGGAATGTGGACTGGGAACAAACCCATCTGTCCCGCA\nGATCATGGGAGTGCAGCCACACAGACTGACAGCCAGGGAGGAAGAAGAGCAGAGCTTTCC\nTGGCAAGCTTTCACTGGCCCTTGTGAGCTCCAGCCTGCTAGCACGTTAGTCGAAAGCAGA\nTATGCACAGGGTGTTTCATTGGTCAGAGCTGTCTAGAGGCTTTTTGTAGCTGCAGCTGTC\nTAAAGAAAGACTTGGCTGCCAAGAGAAGGGAAGGCCAGACAGTTCACACAAGGTCAGCTT\nATCTCTTCCCATGAACTTCACCCCAGAGTGCCGAGGTGAGCTGTGACAGCAAGCCCCTGG\nTAATATACCATTTTCTAAAGCAGGCTCGAGATTGGTAACACTTCGGAATTCTCAGGGCCG\nCTGTGCAAACATGAGGTTATATGGTTCAGCATATAAAAGCTGGGACCAGCATTGTGCATG\nTGTAATGCCACCACTGTGGATAAGTATGGGGACAAAGACAGAAGGATTCCCCCAGTGCCC\nATTGGCCAGACAGCCTAGCAGAACTGACCTACAGGTGCAATAAGAGACTATCTCAAAAAA\nTTAAATAAATAACTTAGAGCAATCAGGGAAGACCCCTGCTGCCAACCTCTGTTTCCACAT\nAATTGCCAGCATATGTCCTCACACCCCAGGAACACACCCATGAACTACATACATTAAAAA\nGAAAAATAATCAAACACTAAGAAAACAGCCTCAAGATAGTAGTTAGTATATGCTTGAATG\nTTCAAATAAGGCACATCGTTTGCTCCTCTTCCTGCTCCTGCTCCTGCTCCTCCTGCTCCT\nCCTCCTCCTCCTCCTGCTCCTGCTCCTCCTCCTCCTGCTCCTCCTGCTCCTCCTCCTCCT\nCCTGCTCCTCCTCCTCCTCCTGCTCCTCCTCCTCTTCCTCCTCCTCCTCCTGCTCCTGCT\nCCTGCTCCTCCTCCTCCTGCTCCTCCTGCTCCTCCTCCTGCTCCTCCTGCTCCTGCTCCT\nCCTCCTCCTCTTCTTCTCTTTGATCTTTTAAAACAGGGTTCCTCTGTGTAGCTCTAGATG\nTCCTAGAACTCACTCTGTAGAACAAGCTGTCCTTGAACTCACAGAGATCTGCCTGCCTCT\nGCCTCCCCAGTGTAAGATTAAAGGTGTGCACCACCCCATAGTTTAAGGCTTCATTTTGTA\nTGTGTGCCTCTTGCAGTCCACCTTGGGAAAGATTCTCCAAACCTGCAGTTGGCCATAATT\nGTTTTGCTGAACATCAGGCATATCAGCTTTGACATTTGAATTGTTTTAGTTCTGTAGCAA\nCTATCTTTTATACTAGTCATTAATGCAAGGTTCTTTTACTGTGTGCAAGTGAATAGTTTT\nAACTTGTAAATATTACCTCAACAAACGTCAATAAAAACAAGAGGCAGACCATTGAAGAAG\nGCTTTTATATATTTACCATAGGATCCAAGGCTTAATTCTAAGATACCATAGAGTCTAATG\nGTCTTTTAAATTAGTGGCCTCACACAAGAGTCAAAGGCTCAGTAATTAAGAACACTTGCT\nTCTCTTCCAGAAGACCTAAGTTCGATTCCCACCATCCACAGGACAACTCACAGTCACTTA\nTAACTCCAGACACAAGGAACTAGACACCTTCTTCTGGCCCTTGGGGGCACTGCATTAATG\nTAGTATACAAATACGCAAGCAAAACGCCCATAAATATTAAAATTTTAAAATAAGTCAAAG\nTTAGTCTTCTACAAGCTGGAGAGTCTCCAATCTGTCCCTTCCTAAAGGCCTGTCTTGCCT\nGAGGCACTGGGTGTCTACACTCAAAAGCTTAAGTGTGGCCTGACTCTACTCCTGCAGAAT\nGGGTATTAAAATCCTGCAAACCAGAGGAACATCTTCACAGAAGCACAGGACAGGAGGTTA\nTCTGTGCAGTCGAGAGAGGCTCGGGTTCTTCTTTGGGCCTCCCCGTGTGCTCAGCACATC\nCTGTTTCTCCTATTTGTCAGTGGAAATACTCACCTTCTCTTCTTACAGGTTTGGGAGGTT\nTTGTGTTTGTTTGCTTGCTTGCTTTTTGTTTCATTTTGTTTTATTACAAGATAGGAGCTC\nTCTACTTAGTCCTGGCTATCCTAAAACTCACTATGTAGACAAGGTTGACTTGAACTCACA\nAAGATGGGCCTTCCCCTACCTTTTTGGAGTGGTACAAAAAAGTGTGTACCACTCCAACCA\nACATTCTCATTGGATGTGATAATGCAATATTGAGTTCGTAGTGCCGAAAGCCAGTGGTTG\nAGATATAGACAGTTAAGTGAACAGTGCCCAAAATAGTGAGAAATATGGACCATGCATGTT\nGATATTTTGACACAGGGTGGACAAATGTGTGTGGTATCATTAAAGGGTTAGGAAACTGTC\nTTATCTAAAAAATAATATTTTCTCACTTGTATTATTTTCCGTAGCACAGCACAAATCATC\nTCCTTTTACTTCCTGATGTGTGTTCGGGTTTAAAAAAAAAACAAATTGTATGTGTCCCCA\nCTCAGGAAGCTAGCAGAGCTGGTGTTTCTGTTTGAAAACAATTGAATAGCCTCCGAGCTG\nTCAATCAAGGCAGCTATAGGAGCGAATGTTAGGTGGAGTGGGCCCAACACAGAGTAAAAC\nCAAAAAGTTCTCATGTGGTCATTATGGGTCAACGTTAGTCAACGAGCGGATACTGCCTGT\nTATGTATGCTAGCTTTCTTCATGTCCCAGTCTCTTGAATGCTCACCCTTCTTGTGTGTGG\nAATATGTGTACACGCGCAGATAGAGCCCAGAGGTCTATATCAAGTGTCTTTCTATATTGC\nTCTCCACTTTTGAGACAGAGTCTCAAATCTGAACCTCACAGATTAACTAGAGTGACTGGC\nCATTGGATCCCCAAAATCCTCTTGTCCCCTCTTCTCAACTGGGATCACAGACACACACCA\nCCATTGCTGACTTTTTACACGGGTGGTAGGGATCTGAACTCAGGTCCCATCCTTACGCAG\nGCAGCAATTTAGTTACTGAGTTACCTCCCAAGCCTATCCGGGGATGCTTTTATTTATACC\nTTAAAAAAATAACCTTGAGCTACTATAGAAAACGAATACCCATTTCTTGCTAAAGTCATT\nGTTAAAAACCAACCAACCAACAAACCAAATGCCTGTTGAGTCAACATAAAGAAAATCCAA\nACTTCCAAGTGGGAGTCTAATCTGACTTAACAGAAAATATCACAGCACTGCACTAAACAA\nGCTATTAGGGACAATAACTTGATTTTATTTTGGTTTGGGGACATTTTTATCATATGGGAA\nAGTTATTTTAGGACCCCCACTGACCCATCTCTTTATACTAATCTTGAGAATCACCTCATT\nATCACCTTCAGTTAGTTTCTGGAATTTTCTGGAAATGTAATACATTTTTAAATAATTATT\nTTCTTATTGGTCATCTACTGGTCATGGAAGCACATGCATGTCTGTAACCACAGCATGGGG\nGAAGGCTGAACCTGAAGGACCACCCTGTATGTAAAGTCTACCTGCACCACAGAGTGTTCC\nAGGCCAACATGGGCTACAGAGTATCTGTCTCATAACAAAAATTGTTCCAATATGATATGA\nTAATAATCGATAACATTTTTCAAACTTGAAACACAGTAAATCATTAATGTCAAAACCCAC\nACCAACTCTAACATAAAGAACCATCAGTACAAGGTGGCAAAAGGACCCATGAGAGAGGCT\nATGAGGCTTCGTCTCAATTCTATCCTAGTTTTTTTTCCCCCTCTCTCTTTTCATGGTAGA\nTAAATGAATAGAATGCAGTTGATAACTGTGAAGCTAAGAGCCATTGCTTTGGAATGGCCA\nTTAAAACTGTATAGATCAAAGTATACTGAGATAGATTCTATTTGAGAATTGTTTGAGTGT\nCTTCCTTAGCCTAGCTGTTTTTATTTGTGATCTGATTAAAGTGATTTTTTTTTAATGTAT\nGGGTGGGGAGAGAGTCATCTTGGACAAGTGAATACATCTATACCATATAGAACGTTTTGG\nTAACAAGCTTTATTAAAATGGAATCACTGAAGCTCTGCTGCCCTGGGCTGTCTACTAGAC\nCTGGAAATGCCATTGTTACAGAAGTCTAGAGATGCTGATGTTAATCACTAAAGCAAGTCC\nTTGCAACATAAGCTGTGTTAGTACTGGTAAGTCAACTGAAAAAGACTCTGAGCCACACTT\nTGTTTATCTGGTGGACTCGCAATTTAGCAAATGCCACACAGTTCAGAGGTAAGGAAAGAC\nAGGGAGCGCTAACGGGCTCAGCGTTCCAGAAAAACACAGTCCCAGCGAGGAAAAGAAGGG\nAGAGTTTGGCTGGCTGGCTGGCTGGCTGGAAGTTAGCGTCTACGGTATTTACTACTGGCT\nGGCTGGAAGTTAGCGTCTACGGTATTTACTACTAGCTGGCTGGAAGTTAGCGTCTACGGT\nACTTACTACTGGCTGGCTGGAAGTTAGCGTCTACGGTACTTACTACTGGCTGGCTGGAAG\nTTAGTTAGCGTCTACGGTATTTACTACTGGCTGGCTGGAAGTTAGTTAGCGTCTACGGTA\nTTTACTACTGGCTGGCTGGAAGTTAGCGTCTACGGTACTTACTACTGGCTGGCTGGAAGT\nTAGTTAGCGTCTACGGTATTTACTACTGGCTGGCAGGAAGTTAGCGTCTACGGTACTTAC\nTACTGGCTGGCTGGAAGTTAGCGTCTACGGTATTTACTACTGGCTGGCTGGAAGTTAGCG\nTCTACGGTACTTACTACTGGCTGGCTGGAAGTTAGCGTCTTCGGTACTTACTACTGGCTG\nGCTGGAAGTTAGCGTCTACGGTATTTACTACTAGCTGGCTGGAAGTTAGCGTCTACGGTA\nTTTACTACTGGCTGGCAGGAAGTTAGCGCCTACGGTACTTAATACTTTTTGTGCTACTCT\nGACCAAAATACTTTACTTACTACTTTTACAAAATACTTACTACTTTACTTACTACTTTTA\nCAAAATACTTACTACTTTTTGCGCCTACTACTGGCTGGCTGGAAGTTAGCGTCTCCGGTA\nCTTACTACTTTTTGTGCTACTCTGACCAAAATACTTTATACAAACGACTGAAGAGTGGAC\nAGATTCATCTGGACTCACAGTTTCAAAGGGTTCGATCTATGGTAGTTTGGCTTCAGGTCC\nTGGTATGGAACATGATGGTGGTGGGCAAAAGCATCCACAACCTGGCTTAAAGGAAGCAGA\nACACAGACAGGAAGTAATTTACCTCTGGAATAATTTACCTCTAAAACCCTCCCCCAGGAG\nGCAACCTACTTCCTTCAGCTAAACCCCACTCCCAGAGTTTCCAGACATCCAAAATAGCAA\nGCCCCAGCTAGGGACTTTAAAACATGAGCCTGTGGGGACATTTCAGGTTCAAGCCGTAGC\nAACATCTGCACACAATTAAATGTCTATCTGTATGAGAGAATCTGAGCTGATGGGGAATGG\nTCAGTGACTGGGAAGAAATCTTAAGTGGGTCCCATAGATAGCATCTGTAGGGCTCTACTT\nAGATTTCTTTTCAAAAAGAAAATCCTGCTGTTAGAAACAGAGCCACATATCACTCCATCA\nGTAGAGACAAATAGCAGCCCTTCATTAACACAAAAGGCTGATTTCCAAAGAGGAGTTTCA\nGCTGAAACATTCCCATTACCTTCCAGAAGCCATGTGTTCTTAGGTCCCTGGGGGAGTAAT\nTAAAAGCAAAGAGCATAATGACCTCTTAATATTTTATTTTGTATGAGCAGTGGGGCTGCA\nTGGTCACTAGGCTAGAGAGAAAGAGACTTTGGTGAACAAAAAGCAGTCAGTATTGATTCC\nCACCCCCCATCTTTCTTCTTTTGAAGTCTGGTCTGCCCCCTTTGGAAGTGTTATTTGTAG\nTTACTGTGTAAACTAAAATGGGCTTGCTGAGCTCCGAAAACTCTAGGCTTGGAGGTTCTT\nTTAGCAAGCCAGAGAATGCAAGGCATCAACTGGAGCAAGCAATATAGAACTTCCTAGAAA\nAGACAAAATTCTTGTAAAAATCTTTAAAACATGATATATGCATTCATATACAAAGGCTAC\nCTTTCAAATGATGACAAGGTTATGTTTTTGTCCAGTCGGCACAGGATTAAGTGTTGATAA\nCTCTAAGACAACACTATTATATTGGTTACTCTTTCATCTCTATGATAAAATACCATGACC\nAAAATCAACTTAAGAAAGAGTAATTTGTTTTGATTTATGGCTCCAGAGAGACAGAGTTCA\nTGCTGGCAGGAAGGTATGACTTGGCGACAGGATCAGGACGCTGACCGATCACATTTTCAT\nCTACACGAGGAAGCAGAAACAGGGAACAGGAAGTGGACCACCTTAAAGCCCACCCCCAGT\nGATGTACTTCCTCAGCAAGGCTGTACCTCTTAAATACCCCATACCTGCCCAAAACAGCAC\nCATTAACTGGGGACCAATTGTTCAACAAAATGAGCCATGGGAGACATTTCTCACTCAAAC\nCACCACAACTACAAATCCAAGGCTGTAGATTCCTGAAGCCACAGCATTTTGTTTACACAA\nATGATTCACATCTAACTAAGCAAGATCAGTTGTTATAAGTCCTTATTAGACCTTTGATCA\nTTTGGTGTCTGTTTTCATACAAATGGGTATTTAGGTGGGGGGCAGAGGAAGTTGTTATAG\nGGTCTTACTCTGCAACCCAAACTGGCCTGAGACTCAGTATCTTCCTGCCTCAGCCTCCTG\nAGTGCTAGCATTGCAAACAGGCACTGTCATGCCTGACTCCTACAACTGCTGAATTGCCAT\nAAAGGAGAAAATAGCTGTCATTCTCCTCTAGCGAGAGAAATGGATTTACTGAGACATTTT\nAGAAAAGAAGTGGAAAAAAAAAAACACACCACAAAACAGAGATTTATGTTGGGAATAGTT\nCACATTTAGGATACAGCCTTCATAACTTGGGGCCAGCTCTGTCACACTTAAAAACTTCAG\nCTCCTCTCGTGGCTACTTCCCAACTGGGCACGGAGGGGGAGAGATGTCATCTGTTAAACT\nTGAAGCACACCTCCCAATGAATTGAAATGAATATGACTCTCATATATGCTTATTGTAAAA\nGAAAGAGGGTGTGTATGGAGTTTTCTCATGATTTCAAAATGACAAGAAGAGCCATGAGTA\nATTGAGAAGCACCAGGACTCTGTTACGCCAGCTATGGCTTTGAAAGGGAACAGAATTTGA\nGAGTCTGAAGTGAAGTGTTCATACACAGAGAAAAGTTATAAATGTTTCCAAAAGCTTTGC\nTTTGTGCAGAGAGGTCCATTTGAGCTGTTGAGGATATGATTTACATTTCAAAGCGTAAAA\nATACGTTGATTTATTTTTCCAAGTTAATACCATTCAAATCCTGTGGGTACCACTCAGATA\nTAAAGTAGGGAGGGAATGTTGTGTGTGACAGTTTCTCTCCTTTGTTAAACATGGATTTAA\nTCTTGGTATCACATTTTCAGTGAGCTCTGACCATCACAGAGGTTCATGGCATGACACCGT\nGTCAAATTTTCAGAGTTGAGATCCCCAAGTTAAAGGCTGACATTGCAGAGAAGAAATCAG\nTTGCTTTCTCTCATGGTTTGAGTGAAATTATTTGCCTGAAATCATAGGCTAAGAAATCCT\nAACTTGGTTTGCATTTTATGCATTTACAACCAAATGAGAAGTTTGCAGAGATTTCCTTGT\nCGCCTAGGAAAATTAAACACACAGAAGAATAAACACTCATATAATCGGGTGATTAGCATC\nAGAAATGGAGGACAAACAATCCATGAATGTGTCAATAGCATGATGTATCAGCCCTGGGTA\nCATAGCCAAAAGTCAGAATCCTGAGGGAGGAAAATAACCTCTGAGTCCCCAGATGTTTTC\nCTGGATCTACAGATGTCAAAAGCAGTGACAGAATTTTCGCATATCTATGTATCCCCATGG\nAAGACCTCAGTGACATCCTCAAATCTGTCAGCTACCCTGAGCCTGGCTCCACACCTGGGC\nAAAGAATGGGCTGGGAAGGAAATGGACATATGGTGCCTTTTCCTGTCTTTCATATATCAC\nAATCTCAGTGTTGCCTTGTGTCACTAAAGAGGAAAGTAGGGTGGAGAAAGGAAAAAGAAG\nGAAGTAAAGAAAAGGCCAGGCAGTAGTGGTACATCCCAGCACTTGGGAGGCAGAGGCAGG\nCAGATTTCTGAGTTTGAGGACAGCCTGGTCTACAAAGTGAGTTCCAGGACAGCCAGGGCT\nACACAGAGAAACCCTGTCTTGAAACAAACCAAAACTAAAAAAAAAAAAAAAAAAAATCCA\nAAAATCCAAAAAATGTGTTCATGCCAGGTGGAAGAGATAGTAAAACATACCCGTGAGTTA\nAAGGTTGGCTGGCCATTAAATAGGTCAAGAAGCATTTGTTTCCTGGAGCCTTGTGGCTTT\nGGGAAATGTGTACAAAGGATTGCACACTGCTACTCTACTGAGACACATTCTCTTCCCAGA\nGAACCGTAGCTTTGTAATATGCCCATCAAATATCGAGGACTTAGCTTAGTGCTAGCAGAG\nCATTCTAATCTCCCCATTTCTGAGTTTCTGTTTATTCTCTTACCCTACACTAGATTTGTT\nTTTCAAACAGTGGTTTTAGGGAACATTCTTCAGGGAGTCTTCCTCATTAAGCATACTCGA\nGAGACTCCAAGCTGTTTCTTCAATGTATGAACATTTCAGTTCACCAGAGGGGAATTTCTT\nGATAATGTTATTTCCTAGATTTTTTTAAAAGATTATGTTTTTATTTATAATGTGCTTGCC\nCATGAGTGCAGTGCCCCATGAAGGCCAGAAGGGGGCATTGGATTCCCTGGAGCGGGAATT\nACAGGTGGTTATGGGCTGCCTGGTATGAGTGCTGAGAACCACACTCTGGTCCTCTGCAGA\nAGTGTCCATCCTATAACTTCTGAGACATTTCTCCAGTCCCTCCCAGACTTTGTCTTTTCT\nTTTAAGGAAAACATGTGGTTTGTTTAATCAACCCCTTTCTGATGCTTAACTTTGTCCGTG\nTTTCTTTTAGTGTCTTGGCTAAATATGTTGTTCTTTGATGTGGCAAGTTTTCTGTTAGTC\nATATTGCTAGAAATCTTTTTCTCTCCTATAGATCACTCAAACATTAGCACAGCATCTCAG\nCCCACCCTCCCAAGTAAAACCATTAAAGCACTGAAGTACCATTTCTATACTGGCAGCAAT\nAGCAGCTACCTAAACTTCTTTTCAATACAATCTAGTTGATATTAAAAATAAGACTGGGGA\nTTTTTTTTTACAATTTTTTTTTTAAGAAAAAATTTTAACTTTTGTTTCTAAAAGTAGACT\nATGACTATGAAGTGTTTTACAGTATGGTTTAGGGTAGTGTATAGCAGGCATACTGAACTC\nTGGGGGAACATCAGTATGGCAACCCTAGACAAGAAACTTGGAAGCTTTAGCACATGTTTT\nAGGCTATAGCTCTGTAGAGTCTTAAGGTGAAGCAGACACCTGCCCCATTACAGTGACTTT\nCTTCCACCCAAGCACTAACAAGGCCCATCCTTCCTATCTACCAAGGTTGGAGGCACAGTC\nAGGCTGTAGAACATTAGAATGGCTTTCTAATTTCCCGATGCACATGTTGGCAAGATTGAC\nAGGGCTGGACACCTCTAAGTGACTGCAGGTGTTTCTAAACAGCAAAAAGGCAAGCAGGAT\nATGTCTACATACTCATCCTCTGGGGAGGCCTGGGAGTCATGGATCCCTTCCAGAGTATAA\nTGGATTTGGATGGGCTTCATGCCCTGGTGACTTTTCTGTATACTTTTCTGAGTAACCTTG\nCCCTGGAGGAGAACAAGCGAATCCATGGCAAGCCTCGGCAAGGACGCGCAGCCTGTGGCT\nGTCATCGGGGATGTTTATTTGCCAACAAACCTGTAGCTGGGCGGGAAAACTTCAGTTCCT\nTCCCCAAATGTACTTTAGATGTGACAAGCGGAGGTGCCTGAGCTCCGGTTTCAGCCCCAT\nGAAGATGCTGCTCCTTGAAAATAAAACCTTACCCCGCACGACTGCTTTTTGATAGTTAAG\nGACCCACCCTCAGCACTGATGAGCCATTGAATCAGATTTCTGTGTTTGGGTCAATTCATA\nGTTAAGTGGGCAGAGAAGACGCTCTGCCACCACTGTGGAGTCTCAGATGTTTTGTCAACT\nGAATGGTGGCTTAAGTTACCCTTCCCTGGCATGCTGATTAAGCCATTGCTGAGAACCTCT\nTCTTCCTAGACACCAGGGGCTCCCTCTTTGAAAAGCTCCAGGGGCTTTGCATTGTCTCCC\nGCAGCACCTTGAATCCTACTAAGCTACCATTGAAGGTCCCTGAAATCCTGTTTTCAAATT\nATCTTTCCTGTCCCATTATCCATCACATATCAGCCACTTTGATTGGGCTCTTCTAATCAG\nGTTACACACCTGCCTTGACAGTAAGCATGACCTCTGTACCCCTTTTTACATAGCATCACC\nCTCAAACCCTGTTTTTACACTAAACCCAAAAAGGCTTTTATGTCCTCAAAACTCTTCCAT\nTGTTTGTTTAAATTAATATAATCTCTTTCTCTATTCACACTGTTGGTTATCTTTGAATGA\nACATCTCTCATTTTCTTTTTTCCATTTATTCACTTTACATCCCAATATCAGCACCCCCCT\nCTCCTCCCAGTTCCCTGTCACACAGCTCCCCCCACCCCCGCCCTCCCCTCCCCTCCTCCT\nCTACCACCATGAGTAACCATGAGGGGCCCTAGCTTATGGCCAGTAGATGACAAACCCTTT\nCCGTACTACCAAGACTATAATGGCGCAAGCTTTTGGGTACATGGAATCAAACAACTCAAA\nGTTGAGAATCCCTTTCTGATTGGCTGCTTCAGGGTGAATATATAAACATTCCTGTCCATA\nTTTCTTAGAAAATTTGGGAAGGGCCAGCAACTCTAATGTTACGCAACAGCCAGGTGATAC\nCTAGACACCACTGAAATGAACTTGGATTCTGACGTGATTTTCCCCAGTTGCATTGGGTGA\nTGGAGCTGCTGATGTCACTGCTGGTAGTGTTGTTTCCACTCCCAATACAAAGAATTTTTG\nATCCTTAAGTTGACAGCAGAGGTTTTAAGGGTGATTGCTCTCCGGTCCCCCCTGGAGCTC\nTTCACCTGTGTCTGTGACCTCAGTCCCATTCCCCTCTTCTCCTCTTCCTCCCCTCCTCCT\nCCTCCTCTTCCTCCTTCCCTCCTCTTCCTCCCCTCCTCCTCCTCCTCCCCCTCCTCCTTC\nCCTCCACTCCTATTTATGTGTTGATGTCCTTTCTGTTGCTTTTATACAGCGTAGTCCAGG\nCTCCTGGGAGCCAGTGTTTACCTAGCTTTATGTGAATAACACAAAAAGCTGCCAGCATCC\nTCGGCTAGTGCTGTGCATCTAATGCAAGTCTCCGCAAGATGAACCCTGGCAAGCCCAGCT\nGATAGGCCTGAGGCTTTGGGGGTGGGCCCATTGCAGGAGACACTATTTAAATAAGAGACC\nTGTTGGCAACTTTATTTCTGTAGCTCTGATCGGATAGAATGAGTAGGTGATGGAATAATT\nGTTTCAAAGTGCCAGAGGGTGATCAGGCTTGGTACTCTAGAGGGCAGTTAAGCATCTGAA\nGAAGGTTGGGTGAAACAGGGGAGTTTAAACTTTCTTCCAACCCTGAGCATGAGTGGATTC\nCAAGCCCAGCTGTATCAATCCTCCTGATAGCACTGATAATCTGCTTCCCATGTGCTAGGC\nATTCTGCAGGCTTGTTCAGAGGAACAGTTGTTTACACATCACACTGATGAAAGAGTTTCC\nAGAATGGGGCGGATCTAAGCCAAGACTATCAGTACTGTGTATTATGGAGGCAGAAGGCGC\nTCCAGGGATGCGCTGAGCTGAGTCCTTTTCTAGTCTGTGAGCCCAGCTGCAAGGCCCTGG\nAAGCTCCTCCCAGGAGACACCCCATGGGATCCCTTTCTTCTCACATCCATGCCTGATGTT\nGCTCAGAACCCAGCACACAATAGTGTCCCAGTGAGCGCACAGGTTCCGATGCTCCCTAAT\nGAGTGCGTCCTAGGCTCTGCACTGGACAAAGAAACCCCTCAGCTCCATGTGCCCTGTGTT\nCTTTCTCTGTCGTATCACACAAAGACAAAGCCCCCTTGTTCCCGTCATCGGCCATCATAA\nGGGAGCAGATGTTGGGCTCTCAGTGAGTCAGGTCCTATGCAGCAGGGCAGTTAATTTCTC\nGGAGGGTGATGTGATGTTTCTTGACGTTCTCTTTCAGCAATGAGGTGGTGAGAAGTGATC\nTGAAAAAGCTGCCAGCGCTACCCACCCAAGCCCTGAAGGAACACCCCTCCCTGGCCTACT\nGGTAAGACCCCGTTTCAGAACCTTCACAGGGACAAGTCTCCCCTCCTCAAGGGCACAGTG\nTTCATCTACCGCATGCCTCCTCCCCTCCCATGGCAAGTTACTTAGGAGTTCAGAACTGGT\nTTCAGAGTCCGAGGTAGTGGTTTGTGCCTAAAATGCCAGGATTCTGGGAGGCTGAGGCAG\nGAGGAGTGCAAGATCCAGGTTGGAATGCTGTCTCTGGGATGTGGGCGGTCTGCGGGCTTG\nGAGAAACAGGGGCATTATTGCTTTGGGAGCAGAAAAAGGAGGTTGCTAGCTTTCTCCCTG\nGTGTTGCCTATCTATCTCCTGATTTAGCCTCCGTTGTCACTTTATGCCATAGTCCACCTG\nCAGAGCCCTGAATGGACCTGCATGGAGCTGGGCTCGAATTCCTGAGGAGTGTGTTAGAAT\nCCTGCTGGGCACTTCTGTGCTGACCTCAAGTCTCACAAGGACAGAAACAGTTCCCTGGTG\nTTTCTTCTGATGCCTTCTCAGAAAGCAATGTAGCTCCTGATTGTATAAGTCATAATCACG\nGCAGGGCACTTGGTGATATTGGACCACAACCACAGATTCTCAGAGGGCTGAGGCAGGAGG\nATTGCAAATTGAAGGCCTCCCCAAGCTACAGAGTGAGCTCAAAGCCAACAACTTAGTGAG\nACCTTGTCTCAAAAAAAATTTTTTTAGGGGTTGAGATATAATTTAGTGGTACAAGTTTGC\nCTAGTGTGTATGAGGCCCTCCATACAAGAAAGGGGGAGGGAAGGGGAGGGAAACAAAAAG\nCACTGAAGAAGTTGGCTGTAGTAAACCACAACACAGAGCACACTGCACTCTTATAAATGC\nATTCTAAAATTTTTGAACTAGTATCCTACCCTGTCTAGACACTTCCAACAGTAAAGAAAC\nCATCTATTCCCTTATTTAAGTAGACTTAAGTTGCCTTTCCATGGGACAGGTCAGGTAACA\nCAGAGCTCTTTAGTGACATGAAAACACCTTTCTCTGAGAAGCCCCACTCCTAGAGAGCTG\nGACTCAAAACTGTGAGCCCCTATCAGTATCCACCCTTCAGTTCATCACTGACCTAACCTA\nGCATCCATCTTCATTTGGTAATGTAAATAAAGAGCAAGCTATACCAAGGACTCCCAATTC\nAAAACCAATCTGGGTGAGTTGAAGGCCAGCCTGGGCTATATAGTGAAACATTGTCTGATT\nTAAAGAGATGATGGGGGGCTGGTGAGATGACTCAGTGGTTAAGAGCACCGACTGCTCTTC\nTGAAGGTCCTGAGTTCAAATCCCAGCAACCACATGGTGGCTCACAACCATCCGTAATGAG\nACCTGACGCCCTCTTCTGGAGTGTCTGAAGACAGCTACAGTGTACTTACATATAATAAAT\nAAATAAATATTTAAAAAAAAAAAAGAGAGAGATGATGGGAACAACCTGAGAGGCTACAAG\nTTCTCATGAGTTACATTTGCAAGCTGTGATGCTGGTAGACCGTCTGGAGTCAGGATCAGC\nTTGGACCTAATTCATCCCTCAGTCCTGTCTTCATTTACTGTCTAACATGGTTAAACCAAC\nCCCAAAGTCAATTGCTGAGTTCCCCCTTCCTCCCCCTCTTCTTACCATTCTTACATTGTC\nTCCACCAGATCCTCTGTGTTCATGCTATTAGGAATACAGAAAGCCTTCCTCTTGGTTCTG\nCTTTCTGCCTTTTATCAACTCGAACATCTCTACCTGAACAGTTTGCCCACAGCCTTCTTA\nCCAGAACATCCTTTAGTCACATGACCAGGCCAGCCCTTCCCTAAGGCCTTACCCAGACAC\nACGTGTGTGCAGACAGCGGTCTAATGCACCACCGGCAGAATGCGGAAGCTGGGCACCCTC\nTGTGCCACGCCTAGCCGCAAAGGAATCAGTAGCATGGACCATCCTGATGCTAAAAGAATC\nCATGGCCTTTCCCTCTGCCCCAACCCTGATGCCTTGAACAGCTGCTTGTGGTTGTCTCTG\nTCAACCTATTTCAGTGAATTTCTAAAAAGCAAAGACTTAAGTGGGGGAAGATGCCATTTG\nTATAGATCTAGCACAAAAGAAGAAGCTAGAAGACAGAGCGTCTCTCTGCTCACCCAGCCT\nCGCCACTCAGCATCACAGTTGACCGTGACCCCTGCTCCTTCTCCTCCATGCCATGCAGTC\nTCCGGTGGCCCTCATCATTGATTAACCAAGGCTGTAGATTCCTCATTCCTCCTGGCTTTT\nCATTCCCACTGGCACACAGAGATACAGCAACTGTCCTTTGTGCCAAGACCTTTTGCATGA\nCATTCTGGAAAAGTTGTGGGTTTCATCACAGTACCAGACAGGTCTGTGAATTGTGAAGTT\nATAACTATCAAGCTAGCGTGTCTGTCTGTCTGTCTGTCTGTCTCTCTCTCTCTCTCTCTC\nCCTCCCTCTCTCTCTCTCTCCTTTTGCACAATGGGAGTGACCACACCAAGCTACATTAGG\nCTGTACTTAACAGAGTAAATAAGTTGCGCTGTAACTAGAAGGCATACAAGACTCACAAGC\nATACTGAGCCACGGGACCAGTCTCCTTTCCTCTACGCGGGGATGTCATGCTATGTGATGG\nCATCCTATCAAAGAGGCATCTTAACAGGGTAAGGTGGTATGCCCAGCATTACAGAACAAA\nGAGGCATTAGGGTCTGCCTGGCTTCTCCATCATGAGCTTGATTATAGATTGCCAGCATCC\nCAATCACCTCTACAGTATATACACACATACTCTACAGTATATACACACATACTCTACAGT\nATATATACACCCTGTCTCTGTAGTCTGACAACTCCTCCAAGACAGGGAACCCCATCACCA\nCTGCCCCTCCTGCCAGTCGTGGTGTTTCTGTGGCTCCTTATCTGCAGAGGAGTAATGTAA\nTTTTCCAACAAGACCTAGCCAGTGCAAAGATGCTGGTCTGCCCTGGTGATGCACATTACA\nTCATACCCTACAGCCAGCTCTTGGGGTTCAATTTTCTATAACAGTGAGTTTTCCGCTGTA\nATTCTGTCCAGTCTTTAAAAAGATCAGACATATTAGGGACACCATCTACAGATTGAGGAG\nCACCTATCCCTTCCACAGGTTCAAAAGACAAGTGGGAACAAGATAGAGCAGGGCTGGGAC\nACGCTTGACGAGACTCACATGACAGGCCCCTGTTGGCTTAATGTAGAGAAAGAAGTGGAG\nAAACCGGAGGTGAGAGGAGGTCACCTCTGTGGCTTACCAGATGGCTCCAGGCAGCAGGTA\nGCTGGATGAGGCTGGGGGGCGGCAGCACTTCTTGCAGCTGTCAGGCCCCATGAGACCTTG\nTGGTCCGGTCAGTAGAACAGCCGCCTGTCAGTGTTTGGGACTTTGTGCTGTGGATGTTTC\nCCAAGCCTTGCTTACATTCACAACACTGTATTGACTTTCAGTCTCCCAACCCCACATCAA\nGGATGCTCACTCCCAGAGCTAGAAAAGAAGTAGGCTTGAGTCTCCATTGGTTGGCTTGAC\nCACAGATTTGGAAGTTGACCTCATCAAAATCACAGTTGTGTGATTGAAAGCATGCCACCA\nTAGGTCATAAACTTACAAAATGAGGCATCCTAGAAGAGAACCTAGATAAGAAGGAAAACA\nGAATAAATGTAAGAGAGGGTTCCACCTAAATTGTGGGAATTTATAGTGGACACCCAAGAT\nCAACTAACGAAGTGTCAAGTATAACCCTTGTAACTCCCATATGCCCTGTCATGGAGCAAT\nTACAGAAAACTAAAAGAGTGCCCTTGATGGTGGTTCTTCAACTGAATGAATCAGTGGGAT\nTCATTGACTTCAACTTCAATGACTGAATCAGTGGGATTCAAAGTCAAAGCTATGGGAGAG\nGGTATGGAGGATGAAACTTTTAGGGTTGTCCTTAGGAGGTGGGACACAAGGGCTTTTGCC\nAACGACTATCTCCATTTCTTTCTGTAGGCTGGCTCTGTGGTCCCTGGGGCTATAGTGCGA\nGCTGCCATTGTTCCCACCTATCTTGGTACCCGTCATGTGTCCCAGGAAGGCTGTGCTATT\nACCCCAACCACAGGCTATTCTGTCAAAGCAAATTTTGGCTAGCTGTTGTCACGAAGGAGC\nCATCTAATTTCCTGTTAATTTTAGAAGTAAAACCTCAGAAGATAAATGCCCTGCAACCCT\nGTTCTATTAGCTAGTGTGTTGTTCTCCCTGGGAATTTTATTAACCAGAGCCAAGCTCTGA\nGTCCATGACTACTTAGAAAAGTTTGGCCTGAACATTGGGTAGGAGCAACAGACCTTCTGT\nGGGCAGGACCTGTAAATGGGGATTGTCAGAGGGAGAGCTGAGCATGTTTAACCACAATGT\nCTTCTGTGAGTGGTACCAACATTTTTCCATCTTTTCCTTTTCCATGGTATCTAGCAAAGA\nGCACCCCCTCCACCCCCACTGCCAAGCCTGCATGCCAATCTTACCCAACTGACTAGCAGT\nCTGAGATAAAGATAATGTGAGTCCTCTGGGGAGAAAGCAGGCTTTTCTATGTCCCACCAA\nGTCTTTCAGATGTCACGTGAGCAACATTGAGAAATATCATTTCAGGACACAATTATTCTC\nCAGAAGTTGCTTCCTCCGAGATTCTCGGGAGGATGGACATTACAATGTCTTAGTGCTGTG\nTGTGGGTGGGATGCTCGTCTCTAATGCCAGAATCCTTTCCTCTAATTCTAGTGAAGACAG\nAGTCATTGAGTACTACAAGAAGCTGAATGGCCAGACGAGGGGACAAGCAATCGTGAAGTA\nAGTGACCCTTCTAAATGCTCACTACAATTGTGTTTGGGAAGTGGGAGGCTGCTCAGTCAG\nTAAAGTACTTGCACTCTAGGCAGAAGGACCCCTGATTCAGATCCCTAGAAGCCACATAAA\nAAAACCAGGCATGGCAATGTGCATTATATAATGCCAACACTGGGAAGGCAGAGGCAAGCA\nGGTCCCTCACTAGACAGCCAGCCTAGCTCAGTCAGTGAGCTCCACACCACTGGGACCCCA\nTTTCTGATGTGGAGAGTGATAGAGGAAGACATCCAACATCAGCTTACACATATGTGCACT\nTGTCTATGCAGATGCACAGACCCATGAACACATACACACATATACACAACATGCACACAA\nGACGATGTTTGAGTGTAATAGGCCATATATCGAGGCTATTGATTTCTACTTGGAAAGATA\nTATAGGAAGAAGGAAGTATATACTAAATTCCAATTTAATATCCACTTCTGAACCTCATAG\nCACACAGCAAAAGAATATGTATATGATAGCACTTGTGCTTACTAACCGTTATGTGCACTG\nTTTGTGTGCTCTCTGCAGCTACATGAGTATCGTGGAGTCTCTGCCAACCTACGGTGTTCA\nCTATTATGCAGTGAAAGTAAGTGAACTCATTCGCTGAAGCCTGTCCATCCTGTCCTGAAA\nAAGCAAGCAAGCAAAGAGAAGATTCTCTTATTTTCTAACCTGAAGATTTTGAGGGGAATT\nGGAGTTGACGGAGGTTGGCTTGGTCAGAAAGATTGCTTGCCAGGGGAAATTGAGCAACTG\nAATTTTATCCCTAGTGTATTCCCACTTGATAGGGTAACCCTCCAATATTTTTTCCTTTTG\nTGAAGCAATATAATAAATCTCTACTTTCTTTCGGTCTCAGAGGAGTCCTGGGAAGTCAGG\nGCTTTGGGGTGTCTCACTAGAAAAGTTCTATCAAGTACAAGGAACTAGAACCCAAACACT\nCGTGGCAGTCTATTGTGTTTCTCTTGGAGGTCTGATGCCACGCAGTCAGCTTTCCAAGAA\nGGAGGACTGGGGCCATTGAAAAAGCCCGAGACTGTTTTCTTGAATGTGGCAATGTCAACT\nGCAGTGTGACATCAGCTTCATTCTAAATTCTACTCTGTTCCATCCACGCTATGCCACACT\nGCAAGCTCATTCTCACATGATAGACAAACATGCCTGCTTTTCTCAAGCCTAAGTTACAGT\nGTCAAGAGCAGGGTGGCGTGGCCTCTGGGAACTTCTCTTCCAGATGAGAAAGGAGAATCA\nCTTCAGAACCAGCCCATAGGAATGTTGTACAGGAGGGTGTGGCCCCTCACCCCAGAATGA\nAGTACAGTACAAAAGGGGCTCAGCATCCTGGGCCAGAGCTCAGCACCCTGACCACTGTGT\nCACTGGGTTTCCTCTTGTTTTACTCATGGAAGTCAGTGCCATTGCACAAGCACCTCCCAG\nAGACAGCAACGGGGGTCAACATAATGACCTTATGCTACATATATGTCTGTCTGTCTGTCT\nGTCTGTCTGTCTGTCTGTCTGTCTGTCTGTCTATCTATCTATCTATTTATCTAGAGAGGT\nAGGTAGGTAGATAGATAGATAGGTGAGTAAATAGATGATAGATAGATAGATAGATAAATG\nATAGATATAGGAAATATAAGTATACACACACACACACACACACACACACACACACACACA\nCTCCTAGCATGCACAAAGGCTCTGAGAGCAATCCTCAGTGCTGAAAATAAATTAATTAAT\nTTTAAAAATAGGTTAATTTGCCGGGTGTGGTGGCACACACCTTTAATCCCAGCACTTGGG\nAGGCAGAGGAAGTGGATTTCTGAGTTTGAGGCCAGCCTGGTCTACAAAGTGAGTTCCAAG\nACAGCCAGGGCTACACAGAGAAACCCTGTCTCGAAAAAAAAAAGAGGTTAATTTTTTAAA\nATGGAGTTGGGTAGCTCAGTGCTAGAGTCCATATTTAATGTGTGAAGTCACAGATTCAAT\nCCCCAACACACACACACACACACACACACACAAAGATTATTAAAAAAACTTACATATTCC\nTGGAACTTCAAATAATCCTTTGTTTTCAAATTGTATTTCCCTTGTCTTTAATCTTTGTGG\nTTACCTCTTTAAGAGGAAAAGGTGGGGGCTGGAGAAGTGATGCTTTATTGGACTCAATCG\nTTAGGACCGGAGTTCAGGTCCCCAGCGCCCAAGTCAAATGTCCAGTGCTGATGGGCCAGA\nAACAGAGGGGGCCCCGGGGCTCTCTAAGCAGCCAGTGCCAGCCTCTGGTCTCTTCACGTC\nAGTCCATGCATGTGCATACACACCTGTATACACGCCAACAGGTATACATGCTTATACCAA\nAGAAGTAAAGAAGTAATTAAGTTAGGGATACGGGTATCCTAGCTGTGATGCTGCTTAGAA\nACAGAGCCAACCACTCAGCTCAGGCTCGGTCCCCAGCACTGTTCACATAACTGAGCAAGC\nACCCGTGATGGAAACATCTGAGAAGATATAACGTAGAGATGAGTCCCTTCTATTCCAGAG\nACACTGCCTTTCCCCTTGTCGTCAGATGAGCCAGGAAATCCCCTCTTGGTCTTCATTGGC\nCTTCTCCGGCCCCATGTTAACCTATACTTCTTTTGACACCCTAGGACAAGCAGGGGATAC\nCATGGTGGCTGGGACTGAGCTACAAAGGAATTTTCCAGTATGACTACCATGATAAAGTGA\nAGCCAAGGAAGGTAAGGGTCTCTCCTCTGTGGGTCTAAGGGTTCTCTTTTGAGAGCAGAA\nAGGAATATATGGGAATTAACATTGTACAGCCTAAGGGCTCACCAACCCAGGCTAATGTGC\nATGTATATATAAATTACTCCACTGTAATCCTATCCGAGTTTCCTGGGTAAATATTTTTCT\nCTCCCTGTCTCTAAGAAAATTTTAGGTGTTATAATTATCAAAGGTATGGCGTTTGGCTCC\nATTCTCCAAGAGCAGATGGGCAAACAGGCTCTGAGCGGCTGTCATGTATGTTCTTTTTCC\nTGGGAGGCTACATGTTTTGGCAAAATGGAGGAACATTTTCTCTCTTGAATCCTAAGGCCA\nATCTGAGTTCTCCCTGGTGGTTTTTGGAATAAGGTCATAGGTCATAGGTCAAGGAGAAAT\nGAAAAAAAAAAAAAAAAAACCTAAGTAAAGAGTAACAACTACCTTTTTGGCATCATAGAA\nGTGAACAGAGACTAGAGTCACCTGCCCCAGAGAAAGGGAAGTAAGGTCACTGGGACGGTA\nCTCGGGTTTGAATTTTATTTTCATTGACACACTTTCCCAAGGCCAGCGCAAACAGAAGAC\nTTACAGTGGAGAAGTGCTCTGGGGGTGAGAATGGACCGCTGGTCCATTGCACACTCCCAG\nACTGCTACCCAAGCTTCTGTATCTGTGACTAGGACAGAAACTTATCTAGGCTGACCACAC\nTCTATGCACATCTGGGCTGACCATACTTTATGAAGTTGGCACTTGTCCTGTTAGTTGCCT\nTCTTCATTGAATTTATATGGGGAAATAGTGTGGTAGAAAGAATTTCACTCACTTGATCAG\nTTCCGTTCCAAGGACAACGATGGAGGAGCTTTGTGTGGCAAGCTCCAAAACCTCTCTGTT\nTTCCATTCACACACAAGAAATCAATGGTGCCCCAGCCCCAGCCTGCAATCCTGTACCCCA\nTCCTCACTTTGTCTCTCCTGGTACTTTTCTCCGCCTGGCCTCTCTAATGCTTTCCCTGAG\nTTTTCTTCTCCTTCACCCAACCCCTTCCTCTCCAGCCAGCCAGATGGATCCTTTATGTTT\nTCTTTTACTTGGAAATGACAAACACACCCCCATCACCTTTCACAGACTCCTGGTTGCAAT\nCTGTGCAGCTCTGCTTTGTCCTCTTTGGACACAGAAAGCTAGGGGGGCAGGGGGATGTAG\nCTTTTGACATTGTCAGTAGTGTGCTTGATGGACACCCAAGGAACTGTAGTGAGTAGTAGG\nCACTTAGGTATTCAGTTGGAGCTTAAGAGCATTGAGAATTTCCAAAGCTTAATTGAACCC\nAGGCCAGCATGGCTGAGACCCACAGTAGAATTCAGTCTTGCCCTCTAAGCAGTCTGTCAA\nCGGCTCTCAGCGTTGTGAGCTGTTCAGTTCACCATAGTCGTGTGCAGGAGAATTTTTTCT\nTACTCTCTCTTAAGTGTAATTCTAATGAAAGTAATACAATAGCCCTTGATAAATGCAAAA\nCACCAGAGAGACACATAACATGGGCTCAATAAATCTTTATTAGTAAGACCCGGTTTGGTT\nTCCAGTGCTCACAGAAGGTTCTTAAAGAAAAAAAAAAAAAAAAGAGTTATCAGCAGAGCA\nTCAGCGGAGAGGGAAAGACTGACAGTTGGATCCCAGAAAAGTCACCAGCATTCATAGAAA\nTCCCTGGGAGACAGGCTGCTGATGATTGGGTGGTCTCAGGTACAATCTGGGGGTCCTTGG\nGAAGTGAGTGCTGAGTATAAAGTTAGGGAAAGTACTTTCAAAACCCCATCAGGCCAAGTG\nACACCTCTTCTTCATCAGCTGTGTGTATGGTGTGTGTGTGTGGGGGGGGGGGGGGGGTTC\nCATGTGTCTAAGATGTTCGTGGGGCTCAAGGGCCAAACTGAAGAGTGCACAAGAGCCATA\nGTTGTGAAATCCTACCTACCAGGAGACTCGGGGAGGAGTCCTTTTCTTTTTACAGGACAT\nCATTAGCATCACAAATCCTCTTTTTGTTGCTTGTAGGAAATATGAGAGGCTCTAAGCAAC\nTCAGAGCTTTGGAACAAGTGCTAAAGATGCACACACCTGGCAGAGAGTTAGCATTGCATG\nTTTGCATATAAAGCCATCCAAGTCCCTCCTTGGTGACTCCAGAGCACCGAGTGTCAGAAA\nCTCTCTGGGTCCACCCTGCCTCTCTCTGACCTTCCACTATACATGTAGAAAGCATTGCAA\nGGATACCCACAGGTGTCTGGAAATAGCCATGGTCTATCACGACACCCCACCCCCACCCCT\nACCCCCCACCCCCATCTCCATCCCCCCATACACCCCCCCATGCTTCCTGTACTCCAACTT\nGTGAAAAGGTGGTCAGGCAGAGCAGGTGTGGCTGCATCCCTAGATACTGAGAGCTGGAGT\nGTTCCCAAACACAAGAGGACGAGTGAGCTACAGGAGGGATGGCCTCCAGGTGGTAGCACG\nCCCTTCTGGCACTGGGGCCAGGTACATCTTCACCACCTTAAACCTCCAGGGGTGCTCAGG\nGGATGATCAGTGCCAAGATCTAAGTACCCAGGGGCATCTGTGGCAAGAACTGCCTCTCCT\nGCCCAGGCAGCTCTACCCACCCAGCAGTAAACAGAAGCCCTCACTGACACTCTGACCGAC\nTTACAGCAGCTGTCACGTGGCACCATCATACTGAGCGCCAGCCTTCAGGTTGAGGCAATG\nGCGATGTTAGGCACTCCCTTTCTTTGAAGGGCTGAGGGCTCTCCCATGCCACCTGTGAGC\nATCCATACAGGCGCGTTCCCATAGGGCTCATGAAAAATGTCTCCCTAAACCCTGAGAGTC\nCAGAGGTAATGGCCATCTCAAGTCAGACAGACAGTAGGTTGGTCCTAGTTCTCTGGGGGA\nGATGCAGTTCACCGTTCTGGTTTCAGTATCTACCCTATGTCAGAGTCCCACTCTGAGTAG\nCTTTGGAAAAGTGAACTGCAAAGTGGGAGGGGGAGGGGCAGCTAGGCTGGGGTAAAAGAA\nAGAGCTATGCTTCCTGCTGTTCATAACCCACAATGCAGGACCTGGATCTCTCCAACAAGC\nAGATTCTTCTCTTCCTAAGTACAGTTCTGAGCTTCATTTCAAAACGTTTCTGAAAAGCCA\nGGTGGGTGCTGAGTCACAAGCCCATAACCCCAATACTCTGACTGCGCAGCTGTAGGTCAT\nCCAGGGCCACATATCAAGATCCCATCTCAAAACAAAACAAAACACCCAAAAATAAAACAA\nACACAGAAAGCAAACAAAATTTAAATGTAAAGCAAAACAAAAACAAATTTCTTTTCTAGC\nTTCCACTCCCCCAAGCACAGCCCTGGTGTGCTTTGTCGGAAACAGTAAGGCACGTCGGGG\nCTTTTCAGACTTGTGTCTTGTCTTTCGAATGTGTTCAGAAAAAAATCAAAAGTTCTAAAT\nGAAGACAGGGTAGGAGCCTGGAGGCAGGAACTGAAGTCGGGGAGCTGCTTACTGGCTTAT\nTTTCCATGGCTTGCTCAGTGTTCCTTCCTATACACCAAGACCACCTGCCCAGGAGTGGAA\nCAGCCCACAGTAAGCTGGGTGTTCCCATACGGCTCATTAATCAAGGAGGTGCCATAGGCA\nATTTGATGGAGGTGTGTTCTCATTCGAATGGTGTCTTCCCAAATGACCCTAGCTTGTGTG\nAAGGTGACAAAAACCGCTCAGCACAAATGCTGTGCAGAGAAGACTCAACCCCCAAATGCC\nCTAAAGTATCAGCAAATGGGATTTAAAAACAATGAAATCTGCCACGGGTGTGCATTCCCT\nTCTGCAACGCTCCTTGCTTGTATGTATGAGGTCGTGTATAAAGACGAGGCAGAACCCCCA\nAAAGTTGCCGAGAATACATTATAACATGTCCTGTGAGCTTTTGCAGACACCCTCCACCCA\nCTCTCAGGAAATATTGCTTGCATCCTTGACCCAGTGAAATTTTCCCTTTTACCTTCCACC\nAGCCTCGCAGATTTCAGCTCCTGCCAATCATCACATACCACATTCCAATAAGAAACATCC\nCTTAGCTAATATCACTCTTGCCAATGGGCAGTTGTCCTGGATATCTTTGTTATGATGTAG\nAATCAGAGGAGGGAATGACACACATACACACATGTACACACATGTACACATCTGTCTTGG\nCTTAGCAATAAAAGTGAACAACGAGAGGATCATGGAGACCAAAGGTCACCCCGCCTCTCC\nATAGGTTATGGTCTCCTGCTTCCTCCCAGCTGCTAACCACCTTTAACATTTGTGTAGAAA\nTAACTCACTGCCTAGGTTGCTCTTGACCTCCGGATTAATGAAATGGTACCCAGTGGACAT\nTTGGCCCTGAGGGTCAATATCAGCCTACCTCTTAGTTTGCATTTGTGGTCAAGTACTGAG\nACTTTTAGCACATCAAAACCTGAAACCCGCCCAGCAGCAGTGACGCTGGCTGTCACAGCA\nTTCTGCCAGTTATGCTAGTAGTAAAAGCAAGAGTATTTTTTTTCTTTCTTTCTTTTCTAA\nAGCATGTGAATGCAAAAATAAATGCCATATTTCCGAATGGTCTTGTTGATTCAGCTGGCA\nGCATCAAGGTCTTAGGGGGCATAAATAGGTCTGTCTCCCAAGGAGCTCCCTGTAAAGAAG\nAGATCCTCACATTCCTTAGATCAAAGCCTGAGGGAACAACAGCTGCTTTAATCTCCGTGA\nCCATCAGACCCTTCTGTGCAGCCCCAGTCACAGAGGTGTGGGTTAGTTGTGGCTAACGGC\nTCAATTTCATTACCGGGATCAGGATTTGTGTGAAATCCTTCTGTTTTGCAACCATCAGAC\nCTGTGGACAGACTGACCCTCTGGCCGTCAGAAGCCACGATAAGAAGAAAGCAGAAAATAC\nTAACTCAGTGGGGCTTTGAGACAGCCCAGGGTGAAATGTGAGCCTCAACAGACACCTTCC\nTATAGAGGCAGTGCTCATTAGCCACAGATCAGCACTTGCGATTCTATCCTTGCCATGTGT\nATTGAATGAAAGCTATCCTTTGGGAAGGGACTGGCCAGTCAGGCCTTGTTACATATTCAG\nTAGACAGCATTTACTTATTTATTTGATGTGCACTTAGGGGGGCTTTTATGTCTGCTTAGA\nTGCACAATTAGAAGCACTCCCAGGTCCCTTCCAAGGCATTAGGAGGAGGAATCCAAGTAT\nCTGGAGCATCCGGAGCAGCCAGCGTGGCTTCCTAAGAGCCCTGAGAGTAGTTCAGAGACA\nGGGCCGGTGGCTCCAGTATTTGATGGGTTCTTGTCACCTCCCCCAGATGAGTAAAGATTT\nTTTTTTATTCTATTAGATGATGAGACAGGAAGCGAAAATAATATTTACAGGAAATATTCC\nATTAGCTATGAGCCGGCTCCCAGGGGGATGGCTCTGCTCAATGACTCAGAGCGATAAGGA\nTGCTGCTCCTCGCTGACTTGGTCCAGCTTCTGTTTGGGCAGCTTTGACTCATTGCTGGCT\nGCAGAGCCCTCTAACTTTGCCTGTCCCTGGCTAGGTGCCTTGCTTCTCCCAGCTTGTCTG\nTTCTCCTTGGAAACCACACCTCTATACACACCAGAGGAAGCTCTAGTTAATGTGTTTAGC\nATTCTTTGCAGCCTTCCTCCTTCACGGTTCAGGATCAAAGAGCCACCCCTTGTCTATCGT\nTGCTTAGATCATAATGCTAAGCTGAGTGGGCCTGCAAAGGCTCAGTGCCTATGGCTGACA\nCTGGTCCTTGCAGTGGGTCAGCAGGGAGAGCTAGCCTTAAAGCTGTAGAGCAGGTACGTA\nGAGGAGATGGATGGGGGAAGGACAGAAGTTACCAGAATGACTCCAATCCAGGAACAGTGG\nCTCAGACCTGGAACCCCAGCACTTGGGAAGCGGAAACCTGGAGTTTCAGGCCAGCCTTGG\nCTACAGAGCAAGACCCTGCCCCCATCAAGGGCTGGAATGTGGCTCAGAGGTTGTACGCTT\nGTCTGGCATGGCCACATACACACACACACAAGTGCTTTTTAAACCAGCAACCTTTGCCAA\nAGTGAATGATGGGAATTTGTTCACATCTGGTGTGGGGCTGGGGAGCTGTGGCTCATTAGC\nCTCTACGCGTCCCTTTACTGTGACGTGGTAACTGAAAGGCACAGACAGGATGGATGTAAC\nCCAGTTGTCTCCACCTTGAGTGAGTTCACTTCTCCAAGACTCTCCCACTGTCAAGATGAG\nGGAGCATATACCCTTGGCACAGCAACCATCATTACAGTCTCATCTGCCCTTGGCTTAGCA\nAGCATCATTACCATCTCTTTTATACTGAACCTGACAGGCAGACAGAAGCACAAACAATGC\nCCCTTTGTTAAGGGGAGATTGCTTCCTCGGTTATTGAGTCTGGGAACCCAGGGTCCCTCT\nGTTCCCACAGGTTACTGGGGAGCCTCTTCTGAGCATGCCCAGGGCACCAGCTCATGTTGC\nACTCTTCTGGGAAGAGTGTTCCTATCAGCCTGTTGCTACCTTTGAGAAAAACATTTGTCT\nTTGAGCAGAGAAAAATCTCACATTGTCTCACATAGGTGGATAAGTTTGTTTTGTTTTGAG\nATAACAACTCACTAGATAACCAAGGCTGGATTTGAACTTACCATGTAGGCCAGGCTAGCC\nTCAAACTCTAAATCATCCAGTCTCACCTGCCCATGTAGCTGTGACTACAAGCTTGTGCTA\nCCTACCATACCTGGCTCCTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGCA\nCCTGCACAGGTGTCAAAGGACAACCTCCAGGGTCATTCCTCAGACACTTAACCTTTTCCT\nCTTGAGACAAACTCCCTCACTGCCCTAGAATTCCCTATGTAAGCTACACTGGCCATCCAG\nCAAACCTGCCTGCTTTGCCTCCACGGTGCTGAAATAAAAACATACGACACTACCACACCC\nTGCTCCCCCCATATGGGTTCTGGGGACCAAACTCAAGTCCTTATATCTGCAAGGGAAGCA\nCATTAGCAACTGATCTATCTTTAGCCTGAGAACACCAATTTCTAGATAGATAACCCCATG\nTCTACCTTAAACTGTTCTCTGTATGAACCAATGCCCAAGCCAGATCTGATTAGATGGCTA\nGGGTAGTTTCCTTCCCCATCTGACATGTCTGTTGTGGCATGTGGTCTCCCTGGGTCCATA\nAACTTCCTATTCCAATGCCTAGTCTCCTAGACATCTTGTCCTCCCTGGCCCTACAGCACG\nTGCACCGACACCGAGAAAGACCATATAAATAGCCACATTGATGGTGTGGACAGTAGGGGT\nCAAACAGGACACTGGGTATTTATAACACTCAAATAAACACCCAGACAGACAACATAGCAG\nCGCCCATGAGACTGGCAAGCTTCTGAACTTTGCGGACAGATTCCCACTACTCTGGGAGCC\nCTGTTGACCCTGGATGCAATTTGAAGGAAGCAAATTAAAACCAAGTGCTCCAGTTGGATC\nCCAGATCGCTGCAGGGGAGCATTCAGTAGCCCCACTCGTGCCAAAAGAGCCACAAACCAG\nTGGTAACTTCTAAACTGACTTTGTTTTTCTGGCTCCAAAACCAGTGACTTCTCATGGAAT\nAACAAGAACATCTAACCCACTGGAACACCGCTCTTTTATCTCACACCGTTACTTGATGTG\nTCTCTCCTTGCCCCTTGATAAAGCCACAGGCAGTCTTTTGGCTCCACTGGTAATCCCCAC\nATGGTCAAAGTCACACAGCCACATGAAGCAGCTAAACAAGTTTCTATGGAGACAGTAATT\nGGTCGAGAGAGATGCTCCAGCAGTTAAGAGTGCTCGATGCTCTTGCCATTATCAACGTTC\nAGTTCCCAGAGCTATGTCAGGTGGCTCACAAACCGCCTGTAACTTCAGCACCAGGAGATC\nTGACAGCTGCTTCGCTTCCCCTGAGTACCTGTTCGGATATGCACATACATAAATCAAAGT\nAAAATAGAGATTCTTTTAAAAATTAAATTATCATGTTCAGTCCCAAGAGATGCTAAAAGA\nTTCCATGTTAGTCAGCTTTTGGGTGCTATAACAAAACACTTACAAAGATGAAGCCCTTTA\nTACAATCGTTATACAAAGACCGAGCTCGTAGCTTTCGAGGTTCAGGCTGTGAGCAGTTGG\nTGCTTTGGCTTTGAGGCCTGTTGCAAGATGAAAACCACAGTGGGAAGTGCATGGCAGAGC\nAAACTCACTAACCTCAGCCACAAGACACAAAGCAGAGGAAGGGAGAGGGCCAGAGCCCCA\nAAATCCTCTCCAGGGGCCTGCCTACTGCCAGTGACCTAATGTCTTCCCGTGTGTCTCCTT\nCCTAAGGATCTCACAGCCAACTCTCAAAGGCGCCACCCTGGTGGCCAAGCCTTTAACACA\nGGGGCCACTGAGGAACATTCAATATCCCAAGTGTAAAGGGGGGTGAGATGGCTTACTAGG\nTAAAGGTGCTCCCAACCGATCCCCAAGACCCACATGGTAGGCAAAGAGCCCTGACTCTTG\nCATAATTTGCTTTGAGCTTCACACAAACGCTGTGGCATATACAGGTCTCACACACACACA\nCACACACACACACACACACACACACACGTGCATAAATAGGAACTAGATAAATAAATACAT\nTAAAATTTTAAAACATACAGATCCAATGTATAGTAGTCGTAATGTGCAGTCTCTCCCCTG\nTCTACTGAGTTCTGCCTGCTGTGCTGCAGTCTGTGAGTAAAGAATTGAAGGATCACCTGA\nCCATAAGGCTTCAGGTGCATATGGAGAAAACCATCGGGCACCCCCACTGACATAGACATA\nGAGTCTATGACATTGACATAGAGTGTCTTATTGGCCTGAAGCTCGCCAGCTAGGTAAGAC\nTGGCTAGCCAGCAAACCTGCCTCCATCTCCCTAGACCCAGAATTTCAAGGGTGCACTACC\nACGCCTGGTATTTTGTGTGGGTGCTGGGGATTGAACTCAGGTCCTTGTGTTTTCAAGACA\nAGCACTGCATTGACTGGACCGTCATTCTAGCCAGTAAGGTTTGTCAAACTTCTAACAGAC\nTTCATATGACACAAGTGAGTGTGTTACAGCTTTCGTTGCACAGCTCAGCAGGGTTGAGTG\nCGTTGACAGTGTGGTGCAACCCATCTTCAGAACTCTTTCTATAATACAGATCTGGAACTT\nTTAACTGCAGTGCCCCGTTTCCCCACCCCACCCCCATATACTCCGCAGCCTCTGGTGGCC\nATCTTTCTGATTCTTGTATCTGTGAGTTTGACTCAACTAGTTGGCTGCCTATGTTTGTCT\nTTGGGTAAACATATCCAATTCCAGGAAATATTTCAGAATGAGAAGGGTTCCTGAATAGGT\nAATAATTATATAACCAGGTCAGATCCAGGGTCCATGTCACCCAATTGAGCCTGCTTTTTG\nACCTTTCTACCCAGTTCTTGGCCCCTGCTTGTGGCCTTTCCTGCCTGGTGGTCAAATCCC\nAAGGCTCTCATGAAGGAATGTTCATCTTGAGATGTCACTCAAGACCTCTGTTTTACTTAT\nCCTTGGATCTAACGTTCAGTGGCCAGGGTCACTGCAGACTGTAAAATCTACGACAAGTGA\nGACAGACTACCTAACAGCCGAATTATTTTCTCCAGCATATCCAACAGGTGTTTCTGCTGC\nCTAAAGTTCTCCACCTATCCTTTGCCCAATCTGAAGGGTGTATACTGGCATTTTATTAGC\nCTATGTGCCCCTATGCCCACTGGCATGTGCACCCAGCTTGGTTGCCATGGCTTTTTTATG\nTTCCAGCCTTTTAATGAGAGGGCAAAGTACCAGGAGGCCCCCGGACTCCGGGCTCCATAG\nGTCCTCAGTTTGGATTGAAACCAAACACCAACCCTACCTTAGAGGCGGCACAGCTGAGCG\nAGTTTCCTGTGCACCTGTGTGTTTCTAATCACATAATTGAGTTTATGGTTGACATTTGGA\nAACTCATTAAAAAAGAAACCTGGTCACTGGCCAGGTTTCTCACCAGCAGAGTGAGAGGCT\nTAAGCTGCTGAGAGCAATGAGCACCCAGAGGTGTGATTGCCCTGGTTGCTCATGTACTCA\nAGGAATGGGGGCGGTAAGTTGTCATCCAGAAATGAGAGAAGGGGTTCCCACAGCAACAAG\nGAGAGACTCCTATGGGAAACAGGTGCTGCTGAGAATAAAGGAGCTCCTCTTATAGCTGAG\nCTGCCAGCTCCTTTTATGCAGTTAATCTTACTGAGGTGTGTTTGTTCCAGTACAGTGCAT\nTAGACCTAGGGCTTTCTTTGTGCTAGGAACATATGCTAGCATGAGCCTCTGAGCTCCATT\nTCCAGAATACATTCATTCATTCTTTCTCCTCCCTTCACCTCCCTATTTTTAGTATGGGTG\nCTAGGGATATGAGCTTGGGTCCTCTTGCTTTCTCAGCTAGCACTTCATTATATCAAATGA\nACCATCTCCCTAAACCAGTAGTCTATCCCTTTTTATGGCAGAATAATATTCTTTGGCTGC\nTGCTTCAGCCCCTTCTGCACTGGCATACAACAGACACACACATGCAGATGTTAATATCTG\nCTCAGTCCCTCACAGAGCTCACAACTGACCACTTTTGTACTGATGCCAACCTTTCCCCAA\nCCCTGCCTGCTTGTTTTACATTTGTCCTTGAGCCTCTTGTCCTGGCATCGACTGCCCTGT\nGAGTAGTGAGTCAATTTCTTATTTGTTTATTTTTGCCTAATGAAAATGCACAGACCGCTT\nCTATCCTTGCCTCATATGGTATATAAAAGATACTAAGCACCATGCTTGGCACACATCTAT\nAATGCCAGAACTTAGGAAGTTGGGGCAGGAGGATTGCTGTGGGCTTAAAGCCAGCTTGAA\nCTACATAGTACTGGCCCAGCCAGTGCTGTATGGCAAGATCCTGTTTGGGCAAAGACAAAC\nAAACAAATAAACAAATAAAATGCAATTGGAGTAAAGTACCTAATAGTTGCAATCCAGTGC\nCAATTTTAAAGAGATCCAAACATATATGTGTTCAGTAGCCTAAGGGACTTAAGTATAAAC\nTGGATAACTCTCAAGGAAGGGTCTCAGGCACTCACACCACTGAAACACTGAGACATTTGC\nAAGGGAGGGCGGAAAGGGAGCCCACAACGTTTTACCACTTATTTCTGCACGTAAAAAGAA\nAGAGAGAAGAAAGGCGAGGGGACATTTAAAAATGGCTTCCATTTCGACTGACCTTTGGCT\nTTGTTTTCTGACTATTGGACTAAAAAGAAATCAAGAGCTAGTGACAGTTGGCAATCAAGA\nTTGCGCTCCTGGGATCCTTCAGGCCACCAGACACTTTCTCTTTTATAGAAGCGGAAAGTG\nTTAGATTGGGAAACCCTGGTGTCAATCATCGAAGAGTGCAGCAGCTTACTGCTGATGAGC\nTGTGCACTGCTGGAAAGATTTTTCTTAATCAGCATGGTTCACTGGGGAAAGCCAGGGTGC\nCCCGACCTCCCTAAAAACTGCTAAACCTGTTTAACACCCATCCCCAGCACAGCTAGGACC\nCAATAAATACAGTTTTCCTCACTAGGCAGAGTCTAAGCAACAGATCCTGCTAATCAGCCA\nAGAATCTACTGCTGGGATCTGCCCTGCTCAGATTGTACTGAGAAGGAACCTTGAGCAGAC\nAGGCAATTTCTACACACGATGAGCTGTTCAGTCCAAGCAGGAGGAGAATTCCAGGATTCT\nGGGGTTATAGACATCCCTCGTTCTTTGGGGGATCACACTGAGTAGAAATAGGAAGCTGAG\nTTCTTGACCACTCTTTCCTCTTGGTCTGGCTGTGACTGCCCCTTCCGCATGCCATGTGCA\nGTTGAGGGAGGGTGGTCCTGTGTATACACATATGTGCGTATGGTGCATGTGCATGTGGAA\nGTCAACATTGAATGTTGTTCCCCGGGTGCCTTCCATCTTGTTTTTTGAAAACATTGGACC\nGGGGCTCACAGGTTCAGCTAGGCTGACTGACCAGCACATCCCAGAGCCTTCCCGACTCTA\nGGATGGTACTTCCGTGCCAACATGCATAGGTTCCGAGGCTCAAATTCAGGTCTCCATCCT\nTCCACACCAAACACTTTCCTGGCTGAGTTACCTTCCTAACCCTGGAAGTGCACCTTTAAT\nGAAGCACCCGCCTTAATCGGTGTTCCCTACTTTGTGGAAGCCGCCTGAGTTGGAGCTCTA\nGTGCACGTGGTGGTCACATGCCATCTTGCGACCTTGCACTGTGGTCACATGCCGTCTTGC\nGACCTTGCGCTGTGGTCACATGCCGTCTTGCGACCTTGCACGTCTCTGAACTGGGTTTGC\nCGTGACTCCTTCCTCCAGTTCTTTCTCTACTCACATACTCAGCCTACAGTTACTGGGTAG\nCAGGTGAGAGACTGACTTGCCTCAAGCACTGTACATTCCCTAGGCTTGAGCGTGGCGGAG\nACATCTGAGTGAAAGGTCAGCTGCAGCAATGGATGCTGATGACTTAGGCAGAGGGGTGGG\nTAGAGCTAGCTACCTGGGAGAACTACCCAGACCGGGCTGGGAAGCCTGTGATTACAGGAA\nTATCCCTGATGAGAGGACATAGCTCAGGGCAGGCTGCTGAGCATGCTCGGTTGTTTTCCT\nCTGCCCTCCCCAGCCCCTGTAAGTTCAGGAAATCTTCAAACTGACCCGACCACTTCAGAA\nTTCCTCCTGGGGGAGGAGAAGGGGAATGGGATACCAGAGCTTGAACCCTAGGACCAGTCA\nTTCTGGAATGACTGGAATATGGGAGTTGAAGTCTTCACTCCTAGAACTTAGCATCTTCTT\nTCTGGAGAAGGCATGGCTCCAGCAGGGAAATCCATAAAAGAATAGCAACCAGGACCTCAG\nCTACAGAGAGGGAGGCTCTGCCCAGGCCATTGCATGCCTCAGAAAAGCTGGGTGGTCAGA\nTCTTGTAGCAAAAACCTCAGACCAAGCTGCCTACTTCCTGCCAGTGACAGGCATGGCTGC\nTGAGCAGCCTGCACGACACAAAGGGTTCATCCTTTAGCTGGCCGGGAAGCAAGCCGGAGA\nTCTGCTTCCTGCCACCAATGTAGCAGCCTCAAACCAGATCCCTGTCCAAGTGGAGAGGTC\nTTGCACCTCAATTCTCAGCAGCATGTAAGGAGCCTCCCCCAGTTTCCACATAAACCAGGT\nCCGGAGGAGCTAGGGATTGACTCAGTTGGTAGAGTGCTCACTAGCACTGCGTAGCTGTGC\nACAGTGTAACCCCAGCCCTTGAAAAGAAAAGGTAAGAGGATCGGCAATCAAGCCCATGCT\nGGGCTACAAGTTTCAAGACAATAAAATAAAATCATGTTCTGAGTGGTGGAACACACCTTT\nAGCCCTCGCACTGCGGAGACAGACAGGTGGATCCCTGAGTTCAAGGCCAGCCTGATCTAT\nAGAGTGAGTTCCGGGGCAAATGGGGCTATACAGAAAAATCCTGTCTTGACAAACCAATAC\nACAAACAAGTAAATAAAATCAGCTCAACCGGTTTAGGAAGTACCTGTCCTTGTCATCAAG\nAAGGGCAGTTCTTGAAGCACCAGGGGTGTGAATATACAAACAAGATGCTGTTAAATAATG\nGTCCTTAAAGGGCCCTCGTTCCCTTGCTGCCTTTCTTTTCAGTCCACACGGGTGATGGGG\nTGGATCACCTTTAAGGTGAGCAGCTATTCACTGGTAACTGTTGTCATCATCTTCTGCCTC\nCCATCTCAGCTTTCCCCAGGGTCAGGTGACCTCCACCAAGGGGGTGAGGTTGTTGAAATG\nATGCCTCGCCCTTGGACCAAGCACCTCAGTACCCGAGTACTGACATGCTCGCCTCGAAAA\nCAAATAGAAAAGTACAACTTTTTCCACACAAACTAACTCTGTCCTCCAAAGTACTCAAAC\nACTACATGGAAATGAACACTTTAGAACCCCTTACGGCTTCCTCAGTACAGGGACCAAGTC\nCGGAGGTTGACACTTAGTCACCCCCTATCTTTTCTCGGCCAAGGATTAGTTACTCTTCCC\nACTGCTGCAGAGGCAGCTTGAAGAAGGACGGCTTTACTTGGCTTCACAGCCGGCGCCTGC\nCAGCCGGAGCAGACCTTAACTGGTTACATCATGTCTAACTCTCAGGAAGACCCAAGAGAC\nGACACTGGTACTTCGCTCGGCTTCTCCTTCCCATTTTATTATCCTGGACTTCAGTCAGAG\nGAATTGTGGCTCCCACGTTCAGGGTGGGTTAACTTGGTTGAACTCCCTTAGAAACAACTA\nGCAGGCATGCCAAGAGCTGTGTCTCCTAGGTGACTCTAAATCCAACCTGAATCACAATAG\nTGACTGATTCTACCTACTAAGGAAAGTCTTTTTAAGGGAGGAACTGGTGTGCCACATAGC\nACTGGGGCATAGTGCTCACACGGAGGAAGTCTAGTTAAAGTGCATGTTTCACAATGCAGG\nCACTGACCCCATCCCCCTAGAGCCATGCTCAACGAGGATGGGGGGGGGTTGGTGTGAGAG\nTGGGGGATGGTAATTATATCTGGAAGAGAAAGGAAAACACAAACACAGTGCCTCCTGAAA\nGTATTCATCCTTGCTGAAGCTTCTAAACTCTTTCTGCAAGAAAAAGCTGACATGGAGAGG\nAGAAAGTCATCTAGAGACAGCTCCTCAGGGGAAGAAGACAACAAGAAATCAAATCTAGTG\nGAGGAGGGGAGCAAATGGTCTGTTTCTCTCCAGGCTCTGTTAAGGATTGGCTGGCCTCCT\nAATGATTCTTAAGCTAAATGAAACTAAAAGGTTTTTGATGGGTTAAAAAGAGGCCATCCA\nTTAAAAGGTCCATGTTCCGCGCTCTGGGCATCTGTCACTGGGTTAACCATGTTAGTTTGG\nAGTCCCTGGTGTCTGACAGTGAAAGGGGAGGGGAGACCAGGCTGAGTAAACACATTGAGT\nCCATTAGATCTGGCTGTGGAGAAAAAGTAGCCATTGTTCTAGTTGCTGGGTGTGCAAGCA\nTCTCCAAGAGGAAATAGATGCTTGTGAATGCTGAATAAAGTATGGAGGACATGTGCCTCT\nATTCACTGCCTGTGGTCATAGTTTGTTAATTTGGAAGGGCCTAATTTGGTCCCCATGGTG\nTCTAACCTCACTAAGTTCTATTATAGGAGAACATTTGATTTTTCAGATCAATATTCTGAG\nATTAAATGTCATAGCAGGACAATGGTCAAGATGATCCCTGGTCACATTGCGATGGGATTG\nGGGTTGTGGCTTGGTAGGGTGCTTGCCTAGTATGCATTGTAACATCACAAATCGATGCAA\nTTTGGGGTGATTCATGTGATGGAGATGATATAAAGAGAGTTATATATACATCAGCAGGTG\nACAGAATCCGCTAGAAATGACTGGGACAAACAACTCAAAGAGAATATCTTGAACTCTGCC\nCAAATAGAATGAAGAGCCTTGGGCTAGGCTCATGCTTACCATGTGAAAATTTCAGTTGAG\nAAGATAAGATTTGGGGGATGGTAAAGGCACTTGTCACCCAGTCTGATAGCCTGAGTTCTA\nTCTCTGGAACCCACAGAGTAGAAGAAGAGAAACAACGCCTACACTTTGTCCTCTGACCCA\nCCCCCCGCCCCCCCTGCCCCAGACAGCCTTTCTCTGTCTCTGTCTCTGTCTCTCACACAC\nTAAATAAATAAATAAATAAATAAATGTAAAACATGTAAGGAAAATATTTTAATACCCTTG\nGTAACATATTCATCATCTTTCAAAAAAATTGTGCAAACTTGAACTTTAGCTGGTACATGA\nGAAAACTAGAAGCAGCATTTTCATGTTTTACATTAGGAAGGAGAGTAGTGTGTACTGAGT\nAACAAGAAACAGCCATCAGAATAGTGAGCAGTGGCTGAACGCTGACTAGACACTCTGTAT\nCTACTGATGCATTAGTTCAGCAGCATTATAGGAAAGTATTGTTATTCATAGTATTAGTTC\nTAAAATGAATAAAGACACAAAGTTTCTAAAGATACATAGCCATCAAATACTTGATAGATA\nCTATGCCTTTGAATCCTGTGCTCTTAATGTCTATTATTTTGTTTTATTTTTGTTGTTGTT\nATTTGCTTATTGTTGTTGTTGTAATGAATCCAAGAGAATGGTATTGAGTTGTTTTGAATT\nTGCAATGCCAGCTCTGACCTATATATGCACAGAATATATGACTATCTCATTTTAGAGATT\nCGAATTTAAAAGGCTTTGCACGTTCAGGGCCAGAAGGGAGAACCTTTGACTGCCAGGCCA\nAGGTTATCTTGTTGTTGTCTTTGTGTTGGCTAGGTTTTTGTCAACGTGGACATAAGCTAG\nACTCATCTGTCAATAGGGAACTTCAGCAAAGTAAATGCCTCTGTAAGACGAGCCTGCAAG\nGTAGCCTGCCTGTGAGGCGTTTCCTTCATCAGTGATGGATGGTGAAGAGCCAGGCTCATT\nATGGGCAGTGCTATCCCTGGGAAAGTGATCCTGTTTGTGGGGAGGCAGTGGGGAGCTAGT\nAGGCAGCATTCTTCCATGGCTCCTACTTCAGTCCCTGCTGCAAGATTCCTGCTTTGAGTT\nCCTACCCTGAATTCCTTTGATGATGGAGTGACCTGAGAGTTGGCAATGGAAGCTGGCCTT\nCATTGTCCACGGCGATTAGTTAGTTCCAGAGCCTTGGGTTAGTAAACCCCTTACATAAAA\nTAATGCAGTATTTGCCTATGACCCATTATGATTGTCTCTATACTTTCACTTCTTTCAGTT\nCTAGAAGCAGGGTTTCACTGTTTAACTGAGCCTGGCCTGGGACTCTCTACACTGTGCATC\nCTAATCTGGATTCAAACTGCCAACAATCTTCTGCCTCAGCCCTTTGAGTACTAGGATTAT\nAGATGGAAGCCAACATGTTCAGGTTCCCAAATACTTTAACTCATGTCTATCAGGTTTGTA\nGTGCTTAATTCAGTAGAAATGCTATGGAAGTAGTTATGGTATGATATCCATTTGGGAATA\nGTGACAAGATTTAAAATAACAAAAACAAAAAACAAAAAAACAGTGTTCAGTCCATATAAT\nTTTTTTCAAATATTTTCAACCCCTGGGCGGAAGGACGAGCAGACGCATACACTGTGGGGT\nGAAGGGATAGCTGTAGAAATACATGCTGGGGGCTGGTGAGATGGCTCAGTGGTTAAGAGC\nATCAACTGCTCTTCCAAAGGTCCCGAGTTCAGATCCCAGCAACCACATGTGGCTCACAAC\nCATCTGTAACAAAAATCTGATGCCCTCTTCTGGAGTGTCTGAAGACAGCTACAGTGTACA\nCACATATAATAAATAAATAAGTCTTAAAAAAAATACACGCTGGGTGTCGTGTTCTTCCTC\nTTGCCCAGGAGCATAGCCAGTACCAAGCAGACATCCACAAATGCCAGTGGATAAAAGAGC\nTTAGATTAGATGGAGATCTGTGGTCGACCACAATACCTCTGCCTCTCTTTTCTTTATAAA\nTAGAGTAAACCATATTGGACGCCTACAAAAGTATTTGTGTCCATATTTAAAATGGACACA\nAAGTCCCAACTCTTCTTCCTCATTCGGATGCCTGCTTCTGTCTTCTCCCATACATTCCCG\nGGATGCACGAGACCAAGTCCCCTGCATGCACGACATTGGGAATTTTCTGTGGCACCTCTA\nTTTGATGCCTCATTTTTTTAATGTCCTGATAGAAAGATAAACGCAGGGAGTCATGTGTGA\nTGGTGTCTCAGGAAAGAGCAGAAGTGAAATTAGGAAGTGGGGTTTGTTTTTGTTTTTTAT\nTTTGTTGTTTTGTTTTTGTCTTTCTGTCTTGTTCTGTGCTTGGGGACCATTACTATATGT\nGTCCTCCTCTTTGAGAACTTGGGCGTGTTTGGAATGTACGCAACATCATGTGCCATCAGA\nTGGCCAAAGCTAGTCTCTCTAGGATCTGAAGCATCATTGTTCTTGCTCTTCACTGGGGCT\nTTGTGGCACAATAGAAAAAGACCAGGACAAGAAGTCACAAGCCAGGTCCCAACATCAATC\nACATACTTAACCTCTGGCGGCTCTGAGTCTCTGCCCACCAGAGCAACTTCATCTGGGAAA\nGGAGGACGCGATCCAGATGGCTGATTGGATTCTGTATAATGGTCCCTCTGGATGAAGCAG\nGAAGTTACTCACAGGGAGGTCATTTAGGGGCTCTATGACTCAGCCTCGGGGACAGGAGGA\nAGACAAGGCTCCCTAAAGTCCTGGTGGAGAATCAGAGCCATTAGGCTGGGCTTCCTCTCA\nAGTCGTTATTTCTACACCATCCTGACAGCCTGCCGCCTACTCCACATGCCAGCCCACAAT\nGCTTCACAAGTGCTGGCTGGAGAGGAAGTCCAGTGGAGCCGAGGCCTCGTCCTCAGCCAT\nGCACAGGATGTGTGAATCTAGTGGACTAATTGGAGCCAGGGTCTGGGAGGCCCCTGCTCA\nTTAAGGATTTATAGAGCACCTTGTCATATTCAGGGCCCAAAGACAATAGTTATTAGCCAC\nTTTTGTTTGCTCTCCATGGATAAATGTTTCCCTTCTTGGTTTTATACATGAGGGCACTTG\nGGACCAGAATGAGACAGTAGAGGACCTGTGACCCTAGGAAGCCTAGGTCAAAGGCTGAGA\nGCCCTTATCTGGGACCATTGGGGTTCCAATGATGGTAGCAAACACTGGTTTAGTAAAACC\nCCTTCCTGATGGTTCCTCTAAGCCATCTTTAGAAACCTCTTAACTCGTACAATTACCACA\nATCCTTATTATCAGAGACAGGGACTTGATAGTATCTGAGGCTGATCCTCTTGCCTCAGCC\nTTCTGAGTGATGGGCTCACAAGCAAGAGCCACCATGCTAGGTTAACGCTTTTATTTCCTA\nCGCAAGCTCCAGTCATAACTAAGGCTATTGTTATATCCCCACGTCCATTCATAACTAAGA\nCTATTGTCGTCTCTTAGTCTCTGACTGAGGCTGCTGAGTGTTGAGGCAGGTGCTCTGTAG\nAGCCTGGATGAAGGTAGATCTACAAGAAAGGAGGACACATGTATTATTCGTATTATTATT\nATATTTATAGTGTGAAAGCAAAGCAGAGTGATCATGTCTGGGAGAACAAGCCTGGCTGGA\nAGCCCCTTTCTCACAGCCGCCGCCTGGTTGCTCCTTTGTGAGAAAGCACTCCACTTGTAA\nAGTTAACCACGCATCAGTGAGTGAGAGCTGTTCTCGCTAATTGGCGGGGTCCCGGGAACG\nCAGCATAATTAGCAGCTGGAGTAATGGACCAGGTGCCTTGGACTTCTATTTCTGGTTCCT\nTCGGAAACCAGTTGTGTGGCCCGAGGCAGTTTCCCCTCACTTCTTGTGTGCCTTGTTTCT\nTTTCCTTCACCCTCAAGAAAATTTGCAGTTTTTCTTCACAAAGGGCAGGGAGGGGGCTGC\nTCAGTGAGCAAGGAAACAAAAGTGTCTGTGGGGATTTGTGGAGATGCATAGCCAAAATGC\nCCTGATTTAACAGGTATTGATCAGTAGAAACTCTGATTATTGATAGGACCACATAGTTGA\nGTTTATAATTAGATTGTTGGGCATAGAAGTAGCTGAAGTCTTTAGGGAGCTAGCCCAGTC\nATTGCCACGACTGTCTGGTGTGTCTTTATGACACATCCCAAATCATAGTGCCAGGGATGG\nGTTGTCGTCTCTGCAAACCAGGGCATGGGGGCTCCTCCTGAGCAGCCCCCAGGGATGGTG\nCAGTACCAGCAGAGTGAGAGCTCATCCCCCGATATTTACAGGAAAACAGGAAACTGGACA\nTCTCCCCTTTGCCTCTCTCCATATTGTCGGTTTTTATTGGTCTGTTTGGTTGCTTTTGTT\nTTGTTTTGTTTTGGATTTTTGGTTTTGGTTGGTTGGTTCGTTTTGCAATGCCAGCCTTAA\nAACTGAGTGTCCAGCAGCCAGGGGCTTTAACGTCATATGAACAAAAATGCCCCAGACCCC\nCATGAAGAGCAGAGTGCCTTTAGCTTAAATGACATCCAGCCTTTCCTGCCAGCAGCAGCT\nGTCTCTGCCCTCTCCACCCCTTCAGCCTTCTAGTTCCTGCTTCCCCCAACCTCGAGCAGC\nTGGATGGGTCCCTAGCTCCACCCCTCTCCTAAGTGAGAAAAAAAAAAAAATCAGTAGCCA\nGTGTTGTTGCCTGCCTGCCTATCCTCATCCAGTTCTGCAGGACACTTCCGATGTCCCCAA\nGAAGATTAGAAGGTTTTCTAATCTAGAAAAACTGTCTACTCCCAGCTTTCCTTCTCAGTA\nTTTACTTTGCAAAATAAAAACCAAAATAAAGTTGTGCTAAAACAGCTATCAGGGACTCTA\nTTGCTTTGTCCCAGCTACGAAATTTTCTACAGAAAATGCATTACCCTGTGGACACACCCT\nGAGAGCCATGACTCCAGTGTTCACCCTTCAGAGCAGCACTGAAGTGGAAGCCCCACCCCT\nTTCCCTGGACAGCCACCCTGGCTAAAGATGAGGGGCTGCAGCACGCCCAGATGGTTCTAT\nTTGGGCCTTTGGCAGACACACGGATCTCCACACTACACAGCAGCAGGGACCACTTAGAGG\nAAAGGCATGGTTTGTGGTTTGGATTTTTTCAAGGAGCTGGGGAAGGAGGAGTTGCCAGGA\nAACCAACCCTCAGAGGGTTGTGCTCCAGGGTTCTTTATCGGGCCTGGAGGCACTCCTGAA\nAAAAATACACAAGTGGGGCTTTCTCCTGAGTGTTTGTGTCAGGTGTAACTTCCTTGCCTC\nCCAGGGAGGGGTCTACTTTCTCTGATCTGTACATCAGATACAGATGGGGTCCTTAACTCC\nCAACCCCTACTCCATGCTACCAAGACCAGGACCAGATATATCACTTGTAGGGCCCATGCC\nAAATAGATCAAAACACATTGGAAATTTCAAGATGGCAGCAGCAAGCGAATGACCCTCTTG\nAGCAAGGGGCACTTGAGTCACACATCCATAAAGCCAGTCCTGTACAGGGTCCACGTTGCT\nTTGTTAGAGTTGGTACAGGGTAGGGTCTAAGAAGGACATATCTTTCTTTGGGGAGAAGTG\nGTAAATAATCCTTTATACTTGCTGTAAGATATCTAGCACACACATAATCTAATTTAATTC\nTTTAAGCTCCAAGTTAAGACGTGGGAGATTTTAGAGAAGAACTCTGGTGGTTGTGCAGTC\nACCCTCTCTCTTTTGCCAGGATCTAGAAGCTCTAGAGATCCATGACAGTGAGATCCATGT\nCTGTTGATTACTTATTTCTATTCCCTTGCCCAGCCTGAGCCCAGGACCTGCTGTGGTTAA\nGATCCATCTAGAGCCGAATTACTACAACTTACTTAGCTAGTGACGTGGAAGGAAGGGAGC\nCTGGATTTAAACAGAAGCTTCTGACCGTAAAAACTCTGTGTCTTGCCATAGCATGCTACG\nGTATGGCAAGTTATGCACGAAGCCAAGGTCATAGAGTCCAGTGGTTCTGCTGCCTGTATG\nGCTGTGGTGAAGTCTAGTTGCGGTATCTATACCCAAGACGAAGGTAGCAGACTCAAAGTA\nTCTACACTCAGGGATTCATGGTGGCAGAGCACCCACTGGCTGAGACATAGTTCTGTGTGT\nTTAAGTGACCAAAAAATCCTTCTCAGACAGGATGGACCAGGAGCCATCTGAGCCAGCACA\nAGATTTTAGAGCATTTGCTTTCTTTCCAATGTCCCTCCACCCACTTGCGACTGATCTCCA\nGAGAGACAGGAAAGTCTCTAGTCTCTGGCTTCAGAGTAGAAGGCAGTGTGGATGAAGAGG\nTAGCTCCTGAGTCAGAGCCACTCATCACCCCTTGCCCTTCCCATTACCCATGCAGACGGG\nATCATTTAGAATTCCATAGAGGAGAGTGTGAACGTGAAAGAATGCAGCCTCTCTCGAAAC\nCAGTTTTAGTTGCTGCTCAGTTTTACTTGGGTGGTAAACATCCTGGGCCTGGAGAAAACG\nGGGCTCACGGAATACTGGGAAATAATGGTCTTTGCGTGGGAAAGGTGGGTGCTGGAATAG\nAGCTGGGACCTCAGTCTGGAGCAAAACCTAAAAAGCTGTGCTAAGCCTCCACATAGTAGA\nCAGAGGGGGTTACAAGCAAAATCAGCCATTCTCACAGGAAAAACAAGAACCCTGCTTTAC\nTCTGGAGCAAAGCAAACTCACATGCTAAGCATATAAAAGGAAATGGAAGCCGCGTGAATA\nAAATAAATGCAAACTCCGGTACACAGAGCTTTAGCCCCTGGTGACGGTCCCCAGACCGCT\nAAGTAACTTTCACTTTCATCCAGAAAAAGCCACCCGCTTCCTTGCTCCTAGGAAGCGGCT\nCTAATTGCCTCCCGACTCCTCAAGATCAGCTTCTTTGACTCCTGGGGTTCCCTTGTCCTG\nACTCTGTGTCCCCACAGGACAGAACTCTTGCCCCCACCCACTCCGCTCCGCCCACCACGC\nCTTTGTGCTGAGAAAGGAAAAAAAAAAGAATTACAAACACGCACTGTGATCATGACTCGC\nCTGCCCCCAACTATGGTCGCACAGCCTCCGCCCTCCAGCGAGTGAGGATGTCTGAGGCTC\nTTACACATTAACGGCAGGAAGTGGAGTACCGAAGGGAGGCTGGGAATTTGAACGCCTTCC\nCATTTCAGCACTCGAGGGGAGGAAGCGCTGCTCAGCCCTCCGCGTGCACAGATGGCTACC\nGCTCCCTCCTGAGCACTGTGTTCCCGGCTGCGATCCTCCTCCTCTCCCTCCTCTCAGCTC\nCCCGCCCCCACCTCCTCTCCCTCTCCTTGGAGGGAAAAGTCTGCAGAGCTGAGAACTGTC\nTTGGAGAATTCAACAAAGGCTCGAGCCAAAGGGGAGCAAACTTTAAAGAGAACTTGTTTT\nGTGTCTGTTAAGGAACCTGCTGAAAAAATCCACACCTATTGGTGTGTGTGTTTCGAGCAC\nTAGTAGTAGGCGGGCTACCGGGAGGAAGCACGGACAACTGTACGGTCTCTGCCTTGATAA\nGGAAACTCTCAGCTGTTGAAAGGTTAATCAGAGAAGAAGGGACAGCGTGACCAGGGAACT\nTACTACTCCTGAATTTAAACTACGTTGTTTTCCATCCAGATATTTCAATGGAGACAGTTG\nGAGAATCTGTATTTCAGGGAAAAGAAGTTTTCCGTGGAAGTTCATGACCCTCGCAGGTAA\nGCACAAGGAGCCCTTTTCTTTGGGGAATGCATGGCATGCCATTTGTACATTGATTTTGTG\nTTGTGATGGTTTATGTCCATGACCAGGACAGAGTTCACATCAGACTGTAAAACTTTGTGG\nTGATAAATGCAAAGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG\nTGTGTTTAGCAATTCTCACCTGTCTCTCTCTCTCTCTGTCTTTCTCTCTCTGTCTCTCTC\nTGTGTCTCTCTCTGTCTCTCTGTCTCTCTCTGTCTCTGTCTCTCTCTCTGTCTCTGTCTG\nTCTCTGTCTGTCTGTCTGTCTGTCTCTCTCTCTCTCTCTCTCTCTCTGTGTGTGTGTGAT\nGCTGGAGGAATAATTGTGGCACTTTGGAGCCACATTTGAGTCACATGGGGACATTTCCTC\nTTAACAGACAGGAGACCAAAGGCTTCCTTGCCGGAGCTGCTAAGCCTACTTCAGGCAGGA\nCGGTAGAGACTGAAAGGCATCTGTCAACCAAAGTGGTTAGGCTCATTTATTCTGGTTCTG\nGGTGCTTATGGTTTTCTTTTTAATGTTAGTTTTATGGGTGGGTATGAAATAAATGCAGTT\nCTTTTTCCTTCTTCCTATATTGCACCAGTCATTGGACTCGAGAACACCAGTCTTAAAAAC\nCTAAAAACCTGTTCCAAGTTGGATGCTGAACAATAAATAGGGTTCTAGGTTGGGCTGCAG\nAGAGCCCTGCAGGGAAGGAGCCTGGGCACCACCAACTTTAAGCTTTTCCTCTTTGTGTGC\nTGGCAATTCTATAGTCGAAGGCAGCCCACTGCCAGCAACAGGGTTCCCTAAGAATAAATT\nGCTGTGTGCAGGTCCAGATGCAGACTGACAAGAAAGTAGGCCCCAGACGATACTAAATAG\nATTATGTGCACTTGAGAAGCCAGAATGGGTTCAGGTCCTGGTGACCCCCAGCCCTGAGCT\nTAGGAGGAAGTGCTAGCAGCGACCCTACCTTGCTTCTGAACAGACAGACAAGCAGCGGTG\nCCCTCCAGGCAGCTGGGGACTTGGGATGAGACATTGCCTACAAGGAGAGGGCTGAGGTTT\nGTGCAGAAGCCCTCGTGCCTGCTGCTGCTGCTGCTGCTGCTGATAACCCAGCTGGGTTGT\nGTACCTCCTTGTAATCTACACAGAACAGCCTCCTACTGTAGGCGAGAGTTTATCCCTGCC\nCCACAGTTACCATGAGACTAGCAACTAGAGAACAGAACGTTCTAGAAGCCAAGCCTCTGC\nAGTCAGGTGCAGAGGATAATGTTAAGCAGAAGGATAGCTCATTCAGTGGTTCTCAGGACC\nATGGGATGCATTTCATGGTCTAAAGACCTCCTCCGCAGAACACAATCCGTATGCACAGGC\nCACGGAGGGGCAAGCGGATGCCAAAAATAATAATCCAGCTGAGGAGAAACTCGCTGCTAT\nTTTTCCAGGTGAACTTATGTCAGAGTAACATGGACATTCATGGACAGATGAGAGGGAAAG\nAAGTCCAAGTGTAAGAAGGGTAAATCGAATTCTACACCATGATCATATACAGAGAAGGGG\nATGCCTGGCAGAGCAAACATTAAAAAAAGAAGAAAAAGGACCACCTGTGGGCCTGAGTGC\nAGGGAATAGACAGAGGGAAAGAATTTACCCCAGTGTGTGTGTGTGTGTGTGTGTGTGTGT\nGTGTGGTATGTGTGGTATGTGTGTAGTGTGTATCTGTATGTGTGTGTAGTGTGTGTGTGT\nATAGTGTGTCTTTGTGTCTGTGTCTATGTTATATACACACACGTGTGTTCCTTCTGTGTC\nTATGATCTCATCAGTGATATAATTACTAAATTCTTTTCCCTTTGCCAAGGTCTAGGAATA\nTAGGAAAGACACCTAACATCATACCTTAGCATAGAGTGGGCTTTTGGCTTATTTAGCCAA\nAGGGATCTATCTCATACATGTTTGGAGAATTTGCATTTTCTTCTATGGTAGATATGGAAG\nGCTGAATCAGTGTTCTCTTCCATCAGGAACTGTTAGCAGAGTTGGGGACACCAGCGAAAG\nAAATCATTGATGGAGTTTGCCAAGTGTAGGGACTGGTTTGAAACTTGCACATATGTGCTC\nCCCAGATAGTTCCTTACTATGACCCAGGAAATAAATCAAGGCACAGACATGAATTGTGGG\nTAGCTAGTATACGGTACAGGCTAGATTTGAACCCTAGAAGTCTGAGGCTAGAGCCCATGA\nACAGTGTACTGAGTGTCAAGTGATACAGACCAAAGTGCTGAATAATGTGGGCACCAAAGG\nCCTCCCTGGTCATGTGGCCTTCCTGAGGAGGAGAGATCTGAGCTGGAACCCATGGGGTTA\nCTAGGATCAAAGCCGGGGTGGGGGGTGGGGGTAGGCCCTCAGGCGATATGGACAACTGAA\nGAAATGAGTGTTTTATGTGGACAGAAAAGCCCAAAGATGGCAGCCTGGGCTCAGAGTATG\nACCATTTACCTTGAGGAAAGGCAGCCCTGAATCCACCATGACAGGGACATCACCTGGGGC\nCAAAATAACTTTCTGAGTGGAATGGGGCAGATCTAACCAGCACCTCTCCCTGTTGTGCCT\nGCCCAGTAGAACACAGGTTCTGTGGTGGACTTTAGCCCCTCCCCATTGTCTCAGTTCTCA\nACTACCTTTGTCTCTGTCTTCCCCTGGGTTCAGCAAACACTGCTCCATTGCTGAGGTTTA\nGGTAAAGCAGACGTTGAGGTGGGAAGGGCTGACAGGAGAGATGAGCAGAGGAGATAAGGT\nCCTAATGGAGCAGGTGAAAAGCTGAGTATGTGATGTAGATCCCCGTGACACTGGCTTCCC\nAGACCCCGTGAACCACGTAAGCCTTCCTTACTCTGTTACCTGGAGAGTTGTACACGGGAT\nTTTACAGCTCAAGTTCATTTCAAGTTACTTTTCTACATACTTGAGCTTTCCTCGGGGTGG\nGCGGTGGGGGTTCATTTACTCCCAGCCATACTGAGTTCAGATGGCAGCTTCTTGACTCCC\nCAAAGATCTATGGGGGAAGCACTCCCCCTCCCTCTCTCCCTCTCCCTGTCCCCTCCCCCT\nCTCTCTCTTCCCCCCCTTTTCAGTTTCTTTCCACAGAGCTGTTTTACTCATTGGTATTTT\nTTTCTCCCTTAACTTTGTTTTAACCAGACTGGGAGTTGGAGAGTGACCCAACCTGCCTAG\nTATCCGGTTTCTAATCACCAGATTTGAATTTCCCCTTAAATGTGGGTATGAAGAAGCCCC\nACTGTTTAATCTCTAGCTTACAGAATAGTACAGTAAAACCAGCATGAAATTTCAAAGGAA\nATTGAGGGGTGGAGAAAATGCTGTTATTCATAAGTCCCAATGAGTCTACAGTTCTTCCAA\nATTAGATATTTTCATCTCAAAATCATTGATATTTCTTCTGACACATGGATCAAGAGCCCC\nACTTACACCCCAACCAGCCAGCTCTTCCCGTTTTTTGTTGTTGTTGTTTTTGTTTTTGTT\nTTTTTTTTTTTTTTTTTTGGTTTTTGGTATCCACAATGGTTTGTGAGTGGGAGCCACAGC\nACACATGTGGGGGTCAGAGGTCCTCATCTTCCACCTTGTGTGAGACAGGGTCTTGTGTTT\nTTTGCTATTCACACAGACCAGGCTAGGTGGCACAAAAGCTTTCAGGGATTACTGTCCGGT\nCCCTGCTTCCTGTCTCATCGTAAGCACACTGGGATCACAGATGTATACAGAGTCCAACTT\nAATGAGTTCTCTGGAGAGCCAAGTTCAAGTCCACATACTTTGTAGGTTAAGTGCTTTGTG\nCACTGAGCCATCTTCTCAGTCTCACTTTACTCACTCACTCTCTCTCTCTCTCTCTTTTCT\nCTCTCTCTCTCACTTTCTCTTCTCTCTCCTCTCTCTCTCCTCCCTCCCCCACCACAAACA\nCTTTAATTTATTCTAAGATTTTAAAATATTTAAAAATATCTAATTACATTTATTTGTGTA\nTATGTGCATATGCACTGCCTTTGTCAGCATGGGTCTATGCACGTGTGTGTGTGTACATGT\nGTTCATATGCATATATGTCTATGTAGCAGAAGTCAGAAGACAACTTGCAGGAGTCATTTC\nTCTCCTTATATCCCGTGGTCCCAAAGGATCAAACTCAGGTTGTCAGGTCTGGCAGCAAGT\nCATCTCTCTGACCAACTGTCAGACTCTATCAGTGCATCCTATAGAACGTATATCAGACTC\nTATCAGTGTATCCTGTAGAACGTATGTCAGACTCGATCAGTGCATCCTATAGAACGTATA\nTCAGACTCTATCAGTGCATCCTATAGAACGTATATCAGACTCTATCAGTGTATCCTGTAG\nAACGTATGTCAGACTCGATCAGTGCATCCTGTAGAATGTATTTCACAGGTACTGGGCAAC\nGCTGGTGCACACCTTTAATCCCAGCACTTGCAAGGCAGAGGCAGGCTGGTCTACAGAGTG\nAATTTCAGGACAGCCAAGGAGAGATACACAGAGAACCCCTGTTTCAAAAGAACAAAATGA\nAAACATAACAACAATAAAAAGAGTATACTTCAGTGAGGCTGTGGCCCTAGAACCCTTTTA\nTCCCCCACCAAATACCATGCATGTTTTGAGACTGATGCATCCTGTTTCTATTTTTTAACT\nCCACGTACCTTTCTCTACTCCATATATATTCCAATTAGAATTATACGTGTATACAGTTTA\nGGGGAGTGGCTGGCTCCTCTTTCTCTGCCTTCCCTCTCCTGATTCTTAAGTACCTCTATG\nTTCTGGGATGAAGCAGTAGTGAGTTAATCTGCTCTAAATTCTTTGGCGGGTGCGCACGGT\nCCTCGCTACCCACCCTCATGTTTTGGATTTACGAATGAAAGACATATATATGTAGCCTTT\nTATTTTAATATGTCTTAAACAGCACAATGGCTGGGCACTTCCAAACCTTCCCGAGGCTAA\nCACACTCTGATATCCTGAGTTATTACTTACTAAAACCTATTTGCAGCCCTTGTGGGCCAT\nGACTTCCAACCCTTACATCTTGGCAGTGTCTCTGTGTCGCTCTCTGTTCTTCACTCCTCA\nGGCCGGAACCTTCTCCTGGAGTGGCCCAGCCATTGAGTTGCTTAGGGCGTATTAAATAAA\nAATAAGGTCGGGGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTCTTTCATTCT\nAAATCCAAAACATTGGAGTGGGTAGCAAAGAGCACACACACACACACACACACACACACA\nCACACACACACACACACACACACCAGGGAGTTTAGAGCAGATTACTACTACCACTTCACT\nGGGAATGTATCTGTACTGGATAAGCAGACCTTTCAGGGAACATCTGTCTACTTAGAGTGA\nTGCAGGAAGTCTCCCCATGTAGGAAATGCTCTGGACTGTGGAGAGGAGGAAAGAATTCAC\nCCATCTTCCCCACAGGCAGCATCGCCTGGTTAATGAAGAGCATTAAGAGCACTGTCAAAC\nTTTTTTTCCTGACTCTGAAATCTGTCTTGGCTCCTTGCCAAGAATTGAAGATCAAAAAGG\nACCATCAGGTGACCTAGAGTGACCCATCTTGCCCAGGGGCTAAAGCATGAGGAGTCAGCT\nTCTAGACACAGCATGGCCACGTGAACCCTTCAGTGTGTATGTACCTGTGTCCTTGTGTTT\nCAGGGTGAACTCCCCTGTCCCCTTCTCGTAATAGGCTCTCACTTAAAGTTGTTTATTGAA\nTGGTGTCTCCCCACCACCACAGGGACTGAATGAAGCTTGTACTCCTTGCTTTTGCAGGGC\nTTCAGTGACCAGGAGGACTTTTGGGCACAGTGGCATTGCCGTGCACACCTGGTATGCGTG\nTCCGGCATTGATCAAGTCCATTTGGGCGATGGCTATTAGCCAGCATCAGTTCTATCTGGA\nCAGAAAGCAGAGTAAGGTAAGCCACCAGACCTTCTACCAGGCGGCTAACTGGGCCTCAAG\nGCAGCAGTGTAGGGATGGAATTAGATGGGTAGAGGAGGAGGGAGGGGCTGTGTCCTTGGC\nCTGAGACCTATCTGGGTAAGGCCTTGCCTCTTGGGGCTGCAGGTAGGAAGAACATCAGAA\nAATCTTTAAGAGGCCATGCTGGGTGCTACCTAGCAGGGTACATACAACTCAGGGTACAAC\nCCAGCCACCACCAGAGGTGCTTAAGCCTCAGGTACAGACCCAGGGAATTCTGAACATACT\nTTCGGGGCCTCTGGAGACTCTCTTAATAAGTTCTCACACCCTTACCTATATTTAAACAGT\nGGTATATTGTTTTCTTTGGGGTGAGAGTGCAGATAACCATCCCCACCACACCGACAGGAA\nTAACCGCTCAGGGAAATTGCTGTGAAAAGCCCTCCAGCCTTTCCCACCTGCCAACTCTGT\nTTTTAAAATGTAAAGCTGGAAAAGTGAAAAGGAAAACAAAACAGAAGCAACACCAGCTCT\nGACTCCCTCTGGTAGACCTGGAGCCAGGGGCCTTGGGAGCCTGCCATCTCTGCACCCAGG\nAGGTTCATCCACCCCCAGCCTGAAGGGCCAGCTGTGCTCTCTGGTGGGTGGGAGAACCAC\nACACTTTTGGTTCACATAGGGCTTACAACAACACACCAGCCCTCTTTCTCCACCTGGCTT\nCCCTTCCTTCTTTTCCAGGGACCCCACAGGCCACTCCCACTCAGGGGATCTCCGAAGGGG\nCCCTGATGTGGAGAAGGCTGTAAGCCTGCAGTAGGATTCTACAGGCTTCAGGTCATGGGA\nACACCGGGCAAGATCAGCCTTGGCCCCTCTGGTGGCTCCCAGCAGCCATAGAAGTTGCCT\nCCCCCTGTTCCCAGGGGCAGGTGGCAGTTAATGCATCAGGGTGATTGGACTGGTGGTACC\nCTCTGGGCTCTTGTTCCTTTGCTGTGGGGTTTCTCTTTCCTATGGAGAGAAAGCAGGAAT\nTGAAAGTAACATAACTTGCAACTAGTAAAAGGAAACTGGCAGAAATGCCCCCCCCCCCCC\nGCCCGGCCCAGTTCACTTCCAAATCATGGCCTGTCCCCATCACAGCCACCATCTGCTTTG\nTAAAGAATTTATTGGGTTTTTTTTAGTCTTTCTGACCCCTTTATTTAGTCCCTTTTGGGG\nTGACCAAGTCTGAAGGTGTGTGTGGTGTTCTTGTGGCTGGAAATCATGAGTGTATCCTAC\nACTCGTCTAGTGGCGACGGGCCTTAGCACAAGCCTGTGAAGCTTGGTTAGGTCAAAAGAA\nACAGGGCCACGGGGGTTTGACTCATGGTAGATGTTGAGACAGTGGGTGGGGGTTGGTGCC\nTTGCTCTCTGGTAGATAGCATTAGAGGTCAACACCCACAAACATGGGTGGGTTATAACGG\nTTGGAAGATGGAATGTTTCTCCTGAATTCCCAGTGTCCGTGACTCTTAAGGGTAGAATCC\nTACCCCACCCTCAAATTCTAATGCCATAGTTTGCAATGGAGACAGGAAGTAGCCTATGTC\nACCCACAGGATAGTGTAGTGTCAGCGGCTGGCTTGGTCCTCTTCCCCAGGCTGGTGGTTT\nTTGTTTTGGGGTTTTTTTGGTTGTTTTTTGTGTTTGTTTTCAGTTTCCTGAGTGTCTCAA\nGTAGTCTATTCTTGGGGTTCTTTACACACACACACAAATGCCTATGAGAAGTCTTTAGTA\nGACTTCCAGTTAGCCACAATGGATACAGTAAGCGAAGCCCAGGAAGAAATGATCACCAAT\nCCTTTTTTAACAGGAAGCATTATTAAGAGACAAACCAAGGGCTGGAGAGATAGCTCAGTG\nGTTAAGAACACTGGCAGCTCTTCCAGATCAGGGTTCAGTTCCCAGCACCTACATAGCACT\nTCATAACTCCCTCTGACTCCAGTTCCAGGGCGTCTGACAATCTCACACAGATGTATATGC\nAGGAAATAGAAGAATGCACATAAAATAAAAATAAATTATGAGAGAGAGAGAGAGAGAGAG\nAGAGAGAGAGAGAGAGAGAGAGAAAGAGAGAGAGAGAGCAAGAGAGAGACCCAACTATAG\nGAGGTGGCCCAAACCTGTAATTCTAGCTCTTGAGAGGCAAAGACAGGGAGACTGCTTCTT\nCAGGGCAAGCCTAATCTATATAGAAAGTTCTAGACTAGCTAAGGTTACTTACTTAGTGAG\nACTGCCTAAAAAAAAAAAAAGACCAAAGGCCAAAAGCTTGAGGAAGCTCTCAGCTGTCCT\nTTTCTGTTTACTCTGAAGGACAAGTAGCCGAAGTCCCAGAGGAATAGAATTTTACCAAGG\nAATCTTTACATGGCCACAAGAGCCTTAGCTATGTATCAGGCAAGAAACATTTGTTTTCTT\nGTGGTTTTAGGAACCTAAGATGTTATTGCTAAGCAAGTTCTCTACCACTGAGCTTTGTTT\nTTAGCCCTTTGTGTCATTTAGGAGTCAATTCTTTAGCCTTACAGACAGGTGAGGACCAAG\nCCCCTCCGTTTGGACATCAGATGACTATTTTCTAGCTCCGTGACCTGGGTAGGTGTCTTA\nGGACACGGTTTTGCTTTCTCTAATTAGAGAACAGAAAAGGAACTTCCTGACCCAGATTAG\nTAGTCAGTGAAGTGACATGATGTTTATGAAATTTCTTTAGGAAATAGTTTTACTTTAAGA\nAAATTGTGTTTTATTAACATCACGATTAAGCTAACCCATTCCCTTGTCTAATGCTGCATG\nGAGTTTAAACTTTCTGAGAAGCCCCACATTAAATCAGAGATGGCGAAACACTCGGTAGGA\nATTACATTGTGACATGGTTCATTTCTGAGATGTCATGTGGCCCATCTTTGGTGGGCACCA\nTGGACTGTGCGAGTGAGTGTCAGCAGGTCTGGGATGGGAAGCTTCAGATATTTCTGGACA\nGCCAGTGTGGGCTGGCATCCTGGCAAGGCTTGGCATTCTACTGTATGGGGCCATGCCAAC\nCATTCCTTTCTCTGAAGAGCTCCCAGCATAGTTCAGGCCTCCCAAGTGATGTTTATCAAA\nCCCAGAGAAACAAGTACTGTCTAGTGGTTTGAGTCAGCGTGAGCAGTAGCCAAGACAGCT\nCACGGGTCTCCTCCCTGACATCAGCTTACTCTTCTTCAGAGTCAGTATGCAAATCACTTT\nGAAAGCCTCCCCTCTCTCCCTCTGCTCTCTCTGCATTTCTTCCTTTCCCTTCCCTTCTTC\nTTCCTCTTCTTCCTTTGGCTCCCCAGACATGTACAAGAAGGGAACATTCTACTGTCAAAG\nGCAGAGTGGAGGGAAGCTGGCTCTGTAGACACTAATTATAATTGATCACGTATATCTGCT\nGATGTTAAAGATCAGAGATGCTGTCAAAAGGATCCCGTGACCTTTGCATCCTGGAACCAA\nAGAGTGTCTTATAGACTTTAGGGGAAAGTCTTTGAAAGCTCACATTGTTCAGAGGAACTG\nATGGATGCTTTTCCTCTGACCTCAGAGCGGTGCGCTCTGCGGTTAATGTGCAGACATCTT\nTCCTCCTTAATCTTTTATTTTTTTAATCATTCTTCATCCAGTCTGTCATTTATTCCTTCT\nAAAATAAATAGCATTATAGAACAAATTAAGGCTTCCTCACCGAACATCAGCACCTAATTG\nAGTGGTCAGTTAGGATGTTTAGAGGCTCTGGGGCTGGCTCAGAGACCTTGCTATGCAAGA\nAGAGAATCTCCAGGGAGTGTTAGGTCATTGTGATAGGCCCATTCCAGAAAGTTCTTAAAG\nTTACCAGAATCTAGATTATATTAGAAAAAAACGGTCTGTTGTTGCTGCTTCTGTATTTTG\nGTTTTCTGCCAGTGAGGTTGATATGTAAGGGGGCAGGGTGGACAGGAGAGTGGGGAGGTG\nGGAAGGGAGCTAGTCTGAGGATTTCCATATCATTAATGGGATCCTTAAAATGTCAAGTAA\nAGCCATCAATCTAACCTCATTCATAAAGTTACATCCAGATTCCGATTTATATCCCATTCC\nTATTGCAATGGTCTTGATAGAGAGAATCTGGCATGGCCCTCATCCCAGCTCTGGTGTGAG\nCTTGAAGATCCCCATGGTATAAACAGGCATCGGAGGATCAGAGAGGTGAAGGATCAGAGT\nCTAACAGTGAGTGACCAGGAGGAGCTCCTGGGCCCTTGCCGCTGTGCGACATGGGTTTGG\nTGAGGTGCTGCTCTGTAGTTGTTCAAGTGTGAGCTGCTTCTGTGAAAACACAGATCTTAG\nTAATGAACAGTGCTGAAAGAGAGGAAGTAATGGATTGTGCTCGCCCTGCTCGCCTGAAGG\nATAAAGCACAACCAGATGGGTGCTGTAGATATGTAGAGTGCACATGAAATAGAAAGCCCT\nTCCTGCTTCCTGCTACAGCCAGAAGGCTGCCAAGCCTGGCAGCCGGACTTGTTTATGAAC\nAAGGGGGCCCTAACCTGAGGAAGTTGACCAGATTCTAAATGTAAGAAAGAGGAGGCCAAA\nGTCAAAGCACCAATGTGGGAGAAGGAGGGGCGGAGGAAGACAGTTCACATCGGGTGAGCA\nACTCGAGAGCAAAAGTCTAGGGGCTTCTTCTGACCGGAAGTCACTGTCTTCCATCAGGAT\nAGACAACAACAGGCCAGAGGAAGGGCAAGGCCTGAAGGGCCCAGATAGCCTCTGTGAGAC\nAAATAACAGCCCCCGAGCAAAGGAGGAAGCCTGTAAATCAGGAAGAGGGGACAGTGGTGT\nGCAGGCCTCACCAAGGCTGTCAGAATCTGTATGGAGCCTTGTGGGTATGGAAAGACCTGC\nTCTCAGGCAGCAGGTCCCCACTGAGCACCTCAGCTCCACCACAGAGAGCCAGGGTCTGCT\nTAGATTATAATTTGTAGTGGTTTTCATGATGTGTATGCTATCATAAAGACATTGATTTCT\nAAAACAACAGCAACAAATTACAAAATGTTAAATAATGTCTATAGAAAGGAAATACAATGC\nATTTTCACATTGCAAAAGATGTCACTAACGTAGATGGCCTTCCTGGAAAAAAAAATCACT\nTTTAGAGATGAAATTGTAAACTGGAAACAAAATGGTTTGTGGGCTCTGTTCATCAGCTAT\nGACTATTAGCCCAGTAGGGTTAGTTGACCTGCATACAACATGGAATGGAATTTGAATTGC\nAATATGAAGACTTTAGAATCTTCATAGATTTAATCAATGAAAATTGAAGCAAATCTGTGA\nCAAAGCTTTTGGCAGGACCTGAGTATTCAAGAGCTTTCTGTCTTGTGTATACGGTCTTTA\nCACATGTAGGATGCTAGTATCCTACCATCGAAACTTTCCCTGATCACATGGGTAATAACT\nGAAGATGCTGAATAACTTCTAAACTTATTATTTTATGAATTTGTTTCACATATTTCATCT\nGCCATTCATAAAGCTAGGAATTCATTTTCTCCTCCTTGCTTAAGCACAAATAAGTATAGT\nCACAACTATTTGTATGTATGTGCATGCGTGTGCGTGTGCGTGCGTGCGTGCGTGCGTGCG\nTGCGTGCGTGCGTGCGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGCATGTT\nGCTAGGGGTTGAGCCTAGGATCTTGTACACACTAACAAAGTGCTCTACCATGACCTATAC\nCTCTTCATTCTACTTTTTATGTTTAGAACAGGTATCTCACTAAGTCACCCGAACTGGCTT\nTGAACTTGTTCATTGGCCCAGTCAGATTGTAAATTTATAATTTCCCTGCCTCAGCTCCCC\nCAAGTAACTAGGATTACTGGCCTGACACAATTTTTCATTTGTTGCTCTGTCGAGCAGAGA\nAGAAAGGGGAGGAAGGGGAAGGAATTAGAGGGAGGGGAGAGGATGCTGTGCACACAGCTT\nGTCTCCTTGGCTCCAGTGCATCACTCTGTAGTAGGTGGTAACTTCCCTGGCTTATATTTA\nGGAACAATAAGGCTCAATGAGATTAACTGCCTTTCCCAAAGACCACACTCTTCCCACTAT\nGCTCTATAGCCCGTGCTCTCATGGGCTGTGAATTCCAGTTTGTGTAGCTTACGAGCCACC\nTGGATTCGGGCTTACAAGTAGGCAAGTATTTTCTTCCATAACCTGTTCACCTCCCCTTTC\nCAGTCCAAGATCCATGCGGCCCGAAGTCTGAGCGAGATCGCCATTGACCTGACGGAAACA\nGGGACCCTGAAGACCTCAAAGCTGGCCAACATGGGGAGCAAGGGGAAGATCATCAGCGGG\nAGCAGTGGGAGTCTGCTGTCCTCAGGTAGGGCCTGCGCCTGAGACACTGTCCACAGATGG\nCTTCCTCCCAGGGACGTGGGGACACCATGCACAGGAGGCCACTGCATATGCTGTCCAGAA\nGCTGGCTTTAGTCGTCAGACCAAAGTGTGAAGCCAAACATGGGTCTAAGAAATATTTCCC\nAAGGGGCAGAGGGAGATGTGTGTAACTTCAGTGAGGCACAAATTGTCAGTGCCCTCTAAG\nGGCACTCACTCATGGGGTTTTTTCGAATGCTGGCTGATGTAATCATTAACTATCATCCTG\nAGTGTCAACTCCAAAGGCAGAGAGTAGGGTTTGCTTGTGTTCCCTTAAGAGGGAGGCTAT\nCCTGGTCAAGGACATTCTGTTTCCAAGGAGACATCTGGGGCTTTACAGGGTAAACGAGTA\nAATGAGACTTGCTGTCACAAAGGAATGGCCCTTGTCACCACCTGGTTTTACTCCCTAATT\nCTTACACCTTCCCCTAACACAAGGTTGTTCTCTGCGACAGTCCTAGCTGTCCTGGAACTC\nACTTTGAAGACCAGGATGGCCTCCAACTCATAGAGATCCACCCGTCTCTGCCTCCCTAGT\nGCTGGGCTCCAAGGTGTGCCCCACCACACCCAGCTCTCTACCATCTGTGCGCATCAGGCA\nGGTCATTCTGGCATTAAAGATTAGGAGGTCCAGATCAAATTTATCTTGGCTTCAAGAGTG\nGAGATCAAGGAAGTGGTTCATTGGTAGAGCACTTGCTTAGCGCACTCAAGGATCTGAGTT\nCAACCCCCAGCCTCCAAATCAGTCAGAGTGGGGGATGCTGCTGTTTGCTTAAATGACATG\nACAGGCCTGGGTTTATATGAGGTCAGAGGGAGAAAGACAGAATGTTTTGTGAGCCAAATG\nTGACTAGCCGATGCCTCCTTCCAAAGCTGTTTAAACCCTGTTGAATTTAGGTGGCTGTTC\nTAGTCTGATTTCTAAAGTGTTAAACTGTGCTAAAACATTGTGACCAAAAGCAATGAGGAG\nAAAAGGAGGGTTTGTTTCCTCTTACACTTCCAGTTAACCATTCACCACTGAGGGAAGTCA\nGAGTGAGAAGCCAAGGCAGGAACTGAAACAGAGACCTCAGAGGAACTCGGCTTACTATTC\nTGTTCTCCAGGCTGGCATTCAACGAGCTTTCTTATGCAGCCCAGACCCACCTGCCTAAGG\nATGGCAGTACATCTACAGTAGAGGGAGCCCTCCCTCATCAATCGCCAGTCAAGCCCACAA\nAGACATGATCCCAGGCTGATCTGATCTGGGCAGTCCTCAGACACAGGCAGATGATCCTGT\nGCTGTGTCAAGTTGACAGTTAAGCTAACGAGGATGGGAGCCATGTCACCTTGCCCCTCTG\nAGCTAGGAAATGAAGAAGCCTTAAACTCCTGTCCTTTTCCAGGGCTAGAGCTATAAACAG\nTGACTGCAAACAACTGTAACAACAGAAAAGGGAAAGATAAAAGAGGAAGATGAGCTAACC\nCAAGTTAGCTTCTGGGCTAGTGTTGCCCACTCAAAAAGAGCTAAAGGCAGGAGAATGCAC\nACTAGCCTGGAATGAGACGTGGGTTTGCTATAGAGCAGACAGAGTGTGGATCAGGTCTCC\nATGTTGGACAGGCTACAACCCAGTGATATGTTCACATGCTTGTGAGCTTTATAATATGAC\nACGTTGCACATTGTTTGTTCTAAAGAAACTGTTAAAATTAGATAGGCTTCAGGTTCACAA\nGAGCTGGATCTGTCTCTGCCAGACCTCCAGGACATTGACTCTAACTCTTAATTCTGCACC\nTGCCTGAAATTCTTCAAAGCTGTTTCATATAAAAGATGTGCCAGGTGGCCACTGCTTCTG\nAGGCTCAGAGGTTTGCAAGGAAGACTGTAAAAATCCTAAGGGTCTATCTGGAGTTACAGC\nCCCACCCCCCCTCCCGGCCTCCCACTGAATGGGCAAAGCAGAACTAAAGGGAACGCTTTG\nTCCTTTAGACACTGCATGCAATGAGTTCCCTAGTTCCTGTTAAGCCCAGTCTGAGGAAAA\nAGCCTGGAGCTATATCCTACCTGCCTCCTATCTAGTTACAGAGAGTCCAGCCTTGCTCCG\nCCCGGACTCTTCCAGCTGAGTGTCAGAGGATACAATATGATACAGCCTTGGCGCTCATCT\nCCCAAGATGCTGTAAATCTTCATGAGCCCAAAATCAGTCTTTATTTCTACCAAGTTCCCA\nGGTCACTCTGCTGCTGCTGCTGCTGGCCCAGGGACTGTGTTCTGGCGGACGCTCTTCTTG\nCCAAAAAGAGGTTAAAGTGGGCATGTGGCTCAAGATAATAAAAGCCAGGCTTTTCCAATT\nTGAGCCTATAACCTGATCTATCTTTCTGGGGCCCCCATACATCTGAGGCAAGCAAGCTCT\nAAGGGCACCAAGACAGATGCCTATCAGAAGCTGTAGACGAAGTCCCTAAGGTGAGACTGA\nCCCCTCCTAACCACTAGGAATACCATCTGAGCATCTTTGAAGCCAGAATACAATCCATTT\nCTATTCTGCCATCAGATTGGCATTAATCCTCAATCCAGTGGGCTAAAAGAGAAGTCACAA\nGAAAATCTTCCTGCCTGATCCATGCCTACATGTAATGTTTGAGCATCTTTCTCTCAAGAT\nGGTGACGTGACTTTCAAATGTTATAGTGGGGCCCGGGTGAGGTGTTTAGAAAGCAACAGG\nAGCCTCGAGGCCACATGCAGGTTGTACCTGTAAGTAGCTTCTATCCACTCAGCCCTTCTG\nAGTTTGCTAAGCCAGAACAACTGTGGAAGGAAGAGAAAGTCCCATGAGGAGACCAAGGAA\nCTTGTCAACCTCTACCAGGCCATACAAGTTTGAGCCTGAAAATTGTCTGTGAATGCCAGT\nAGAGGCTCTTTGGGAATGCCCCACGCCCACCCTCATGACTTAGGAAAACAGCGGGGACAA\nTGGAGGGAGGAACCAGAACAGGATGCCTGCCATCAGTGAACAAAGGGAATTTCTAGGGTA\nCATGGTGTGGTCTTCCCTCCCACAGAGCCTGATGCCTGCTGCCAGTTGTGAGTGCTTGCT\nCTGGGAGGAGGCAGCCTCCATCTAGGGAAAGCCAGCCTTCACCACAGGAAAGCCATTGAT\nAGCACTGCCTATGATGGACCAGGTTCTTGTTCCCAGTATGGAGAAATTTAAGCTGCTGGT\nCTAAAACTGGGGCAGCTGCCTAGTTTTCCTCCTCTGTCTTTCTGTCCTTTTGCCTGTAAC\nATGTTGTCACACGCTTGCTGTCACAGGACAGTTCTGTCTTTTTATTAACACTTGCCTGGT\nCTTCCATGCTAAGAACATTCACTCATGAACAAGGCAACCAGCATCCATTTGCACAAACTG\nTTTTTCCTCACTCCCTCTTTATCAAGCGGTTTCTAGTAAATGCATCTTAGAAGCATATTG\nAGAACCTAGCCAGCACAAGCTCATTGTCCAGCCAATGGCCACTAGTAAAGTTGTTGATAA\nATTTTGTAGCATAGCAGTAAGGCCTGTGTCACCTGTTAAGAGTGTCCTTTCTGGGGACTG\nCCAACACATCTTCCCTCACAGGTAAAATCAATACCACACTGATCGTTAGGAATGGCATCC\nAAGCATCTTTAAACTAGACAGTGCATCTCTATCCTGCTGTCAAGTTGACCTTCTTTGTCA\nCACTGGTGTTAGACCTTCTGAGGTCACTTGCATTGGCCCCTCAACCCTTGCTGCTTCTAT\nTCATTTCTTCTGACACATCCCAGTAGTGCAACATCACGCATAACGGAACTGCATAACAAT\nGCTGTTGTAGTTCTATAATGTAAACATTTACTTTAACTCCTAAGATATGTTCTGCTTTGA\nTTTTGATCATAACTTTGGGGAACAACCCCCTCGATCACCACCCCCCAGGCATTGCCAAGG\nAGTCGGTGCTGCCAGGGTTTGTTGATGCTGCACCGTAGAACCTTGAGTGCTACGAAAACT\nCCTTCTGTTGAATGGATGTTTCTGAACTCAATTATGCAGCCAAAACTGGGGAGAGGGTTA\nGTGTACGCCAGCCTTTAAAACATAAGAGTGCCTCTCTGAAAAGAGTTTGAGTATTGTCTG\nTTGATGCAAAATGGAGATAAAATGGTTCTAAGCTATTAGCAGCTTTAAAGGAAGTTGTTT\nCTATTTATGGCTGTATAACTACCTTTAAAGTCACTAAGAAGTCCAGTTATTGGTATCTGA\nGGCCTCTAATGCCAAAGAAATGAAGGCGTGCCAGTGTTGAACATTCCAAAAACCAGAAGC\nTTATCCACATGGACGCCCTGAGTCGGACAGAGGTGGGCACTAGCATTTCCAAATGAAAAG\nGGCATATGGTTCCGCATTGACTAAGCTTGACCTGCGTCAAGACATTTCACATAGGAGCTC\nCCATGAGGAGACTGACAGAGTTATATCCTAAGTCAGAGTATGGGCCTATGTTGGGCAAAA\nCCTACCTGTATAAGAGTTCAGGAAATCTGCTAACTGACCTCCCAAAAGGGAGGGAATAAG\nCAGAGACATTTAGTCACAGTGGTCTGGAAGGGCCTGGAAATTTCCTCCCCATTTGGAGAT\nAGCTTTGGCCATGGAGATTTGGTCACATAGGCTTTAAGTAACAAATTGTTAGGATGCTCA\nGATTCAATTTGAGAGATCAAGTGTAAGTGCAAGCCATCCAGCTGCGCTGTTTTAGAGCGT\nGTTCCTTCTCTCCCCGCCAGCCCGGCTTCTCTTTCTACACGAGCTAGGTTACAGCTTACT\nGGGCAGTACATTTGCCTATATCCTTCAATCTAATCCCCAGCTCCATCAAAAAAGAAAGAA\nAAGCAGAAGATCCAAGTCATGTGCAGGATCTTCAAAGGGTTTATTTCTTCTCTCCCTTCC\nCCCATGACTCGAAGGGATTGTGGAGGAGGCGTAAGAAAACACAGACAGCCGTCCTTGTCC\nTTGTAGCTGAAGACAGTTGGCTTCCATAGCTTCTCTGGAAGTGAGTCTAAGATTCGGGTC\nAGTATTGTTTTAAGGATCTGTCCTCACGGGACAGTCAGGATTTCAGGGAGAGCTTGGGGA\nGCTGTCAGAGATGTGATTTTGCTCTCAGGCTATTTAAAACAAATGGCACAAACCCACTTA\nGAAAATACCCAGGGTTCTGCAGGGCCCCGTGGCTTGCTGTATTAGCCACCCAAACCAACC\nAAACCAATTATGTGAGTGGGGGGGGGGGGCGGGAAGAGGGAGATAAATTATAAATTTATG\nATTTGGCTATGTGGTTAGTTTGAAGGCAGCTGAGTCGTCTTGGCTGTATGGTTAATTTGA\nTGGCAGCCAAGTCTCCTTCCATTTGATCAAGCAGGGACATGAAGACTATGGTGATGGATC\nTGTGGTTTTAAAAAAGTAAAGCCACACCCAAACCTGCATTCAGCCATAATTCCATGGCTC\nTGACACTTTTCATTCTAGGAAAAACATATTGTGTTCAACCCTGACCCCAGCCTTCCCTGG\nGACGGGTCCACCTTCTTTACTCAACAATTCCTACATTCTCCTCCTCTGAATGCAACCACT\nTCCTCCCATTGTGAGGATGCTTATTAATAACTCGTGTAAAAATGATGATGCCATATGTAG\nCAGAAGATGGCTTAGTCGGCCATCACTAGTAAGAGAGGCCCCTTGGTATTGCAAACTTTA\nTATGCCTCAGTACAGGGGAATGCCAGGGCCAAGAAGTGGGAGTGGGTGGGTAGGGGAGCA\nGGGCGGGGGGAGGGTATAGGGAACTTTCAGGATAGCATTTGAAGTGTATATAAAGAAAAT\nATCTAATAAAAAATAATGACGATGCCAGCTATCTGACATCTCTCCCCATGAGAGGTGATG\nTAGCGCCTACTGGCTGTGCACTGGGAACTGTACCCAGCCCACACCACACGAAGCACTGCA\nTAAATCGTGCAGTGACTCTTTTTAGTGATCTTCCTTTTGTGCTCTTCTCTTTTTTATCAC\nCAGGAAGAAGTCTGTCTTCTTCCTAGATCTCTCTCTGGCCGTTCAGAGTTTTCTATTGGC\nTGTGTGGTGCCTCTCCTTTTAGGTCCAAGATGAACTGCATTCCAGAGGCCTTAAATTTGG\nTCATAACCTCGGCTTTGCTGTTGGGCACAACCTCCCAGGCATTGCCAAAGAGGTTGTTTA\nTGCTGGACTGTGAAACTGGGCAGGCTGCAAAGGCGCTGTCTGCAGAATGGATGTTTCTGG\nACTCATCTGAGCAGGTCTGGCCTGAGTTGAAAAGGAGAGGAAAATGGAAGGTGGTCTCTT\nCCACTTCTATTTGGTGGAGGGCGGAGGTAACAAACTCACTCCTATGGGTGTCCAAGGGTG\nATACTAGGATAGATATATGTACCTGTGGAAGAGAACTAAGACTGACACTGTATAGTCTGA\nGTAAACGACTTTGGTGGTAAGGTTTTAACATCAGAAGAGAGATCTCCCTGCCCTCTTCCA\nGACACATCAGTATTTCTACTTAGCCAAGCTCTGTGTCAACTTCCTCATCTTTGCTGAGAG\nCACAGAAGAAAGATCATGGAGATTTGCATTTCATCTCCAAACCTCCATATTACAATAGAG\nCAAGAGCCCTGGGACAGCAGGATCAGCTCCCGGGGTTCCTGAGCCAAGGAACAGTGCGCC\nTATGCCTTACCCACAAGTAATGGTTTCAATTAGATAATCTATCAGATGCTGTTAATGTTT\nAAACACAGATTGTCTCTCTATTCACCTCCTTCCCTCCTTCTTAGCATGGAGTGCCCTCTT\nCAAGTGACATTTGTGTATTTCCCTTTTGGCAAAAAGTGCCACTTAATCTCCCCCAAGAGC\nAAGCCACCCCGAAGACTCCCAGACACCCCCAAAAGATGCTTGCTTTTCAAAGAACTTCCA\nCTTCACTACTTACTGAACTAATGATTCCATTTGTAAAGTCTCCAAGCATGTGTTGTTCGT\nGTTGGAAATCACACTGAACTTGCAGAGATGGCCCCTGGAGATGGCACACTGATCCTGCCA\nTCTGCAACGTGGCATTATACCACAGGGTCTCTAGGACGTCTCTGATGTAAGGAATTCATC\nCTTGAGAACTTCTCTGGGAAATAAATATCTCGTTGTCATAAAGGGGAGTCTAACCCCTTT\nCTCCATATTCACTCCTGGGTATCTGCCAAGCCTCTCCCTCCCAGCTTCTACAGATCTGTT\nGGGACTTGGCTGTCTTCATTTGCTTGTCTTAACTTTTCATTTTCCCCTTAGAGGCCAAAC\nAGGCAGTCATTTCCTTCCCTCGATTTTACAGACAACAGATTTCTTTCTTGCTGGGGGTGG\nAGATGGGGGATATTACTATTTGTGTTATATTTCCCTTCCTTCCAAAGAGGAAAGCTCCCC\nTTCCACCTTCTGGATTGAGGGTGGGAGCAGGGGGCCTGCTCATCTGCATCTGTCTGTGAA\nAACAGATGCACAGGTCTCTGCGAATCCTCAGCAGGATGCAAACTCATATCCGGTGCCGAC\nTGGCTTGGGATCTTTGGAATGACTGCAACAAATTCTCCATTGCAGCTGAGTGAGGAGAGC\nCTTCCATATGGTCACAGGGAGAGGGCTTCTGTTTGCTCTGTGGCCCCTCCACATGTGGTC\nTCTTCACATACAGCTGCCACCAGCCCGGTCTAGGTTCCCCAGCTGGAAAATGGAAAATGG\nGTCCCAAGTCCACAGTAATATCTGTGATGCCATCTGGTTTCCCCTGAAGATCCCCAAATG\nCCCACTGAAAATGACTTTCTTTGCCTAGCCATGTTTGGATAATAATCATCTTCCTAGGGC\nTGGGAATGTAGCTCCCTTGGTGGAATCCTTACCTGGCGTACTTAAAGCCCCAAATTCAAT\nCCCAGCACCATATAAACGACTGGTGCTCATATTTACCTCTTTAATGGCAGAACTCAATAA\nGTAGAGGCAGGAAAATCAGGGTCAAGGTCATATATATGGAGGTCAAGGTCAGCCTGAGCT\nAGAGACCTTGTCTCCAAAAATACACCTATAACCAACTGTCTTCTTCACCATCAGCTCTTC\nCTCCCTCCCTCCAGTGACCTCGTTCAGTAGAAGCCTTTGGGTTAGGAGTGTAATATGATC\nGTGAACTCTAGCCTAGAATCCAAGTAGAGATCTCACTAACTCAGGAAAGGTTTTCTGGAG\nAACTCAGCTGATGGTAGGTTTTCCTGGCTGTCATCAGAGGGAGGCTGAACCACCTCAATG\nAAGTGATCATTCAGAAACCAAGCCAGTCCCCTAGCTGGCCCCTGTGTTGTGGTGCTTCCG\nGGCAACGATTGTGCCCTCCATCCTCATTGTTTGCTTGTCTCCGATTCCTCCAGTGGGTGG\nAACTGAGGGCTGAGACTATGTCTCCCCCATATTACCTTGCACATGGAAGGGACTCCAAAA\nACCTCTGTTGTCGCACCAGGAGATCTGAAGACCGCCACTGGCTTCCTGTCCTTTGGCCTT\nCTCTTGAGTTTTGAGATCAGCGTATGTGGCATGTGGTCCTGCCAGGAAGGAAGATGCAAG\nCAGATGCAACCCACAGGGTGTTGTTGCCTTGACACCAGAGTAGTGAGACAGAATGTTCCC\nCCTCTCACCGAGTTTCCATTCAAAGGATAAGCAGGCCACACAGAACAGAGCTTGTGCCCC\nACCTCTGCCTCCCTGTGCCAGCCACCATGACCTCTGTGGTAAGAGTAGAGGTAACGCTTC\nTCTGAGGACTCAATGAATTGTAGCATGTAAGAATCCCTGCTGAGTTCTATTAAACAATCA\nAACAAACAAACAAAACCCACTTTTCCCCCTCTGCCCGCAAGCTTCCTGAACTGACAGGGC\nCAGCCACACCAGCCACCACTCCTCATTTTCTTGCCTGTCCACTCAGGGCTCTTCCTTTTT\nTTTCCCAACATGAATCGTTCTGAAATGGAGATGCCAACACCCTAATAAAAGCGAGGAAAG\nATTTCTAAGAACAATGACTAGTATTCACATGGCATTTAGCATGTTCTGAGTTATCTTTTA\nGCATCGCCCAAATGTTATCCTGCTTCATTCTCCCAATATTTGTAGAGCCCTGTTTTCATT\nGCCCAGTTCACAGGAAACAGAGACCTAGGAAAGTTCTAGAACCTGCCACCTCCCATCCCA\nGATCCACTCAGAAGCTAAGCTGAAACATACACACAGACCCAATAACCCTAGACCCCAGAC\nTGCAGGCTCCAGCTTTAGGAGGGCGCTATACCAGTTTGTTTCCCAGACTATCCTTTTCTG\nTACATCTGAGTACCCTCTCTAGAAGGATATTCATGTATTATCAATTACCTTTCAGAAATA\nTTCATCTCACCTGCTTTTCACTGGCTCCTACACCAACCCGCTATTCCTTCCATCCCTTCC\nCGGGCAGCGCCTGGCTACTGTTTTTTTTCCATGTATCAATTTTGAAATTTCACTCTTCCA\nGGTACAGTAGAGATGACACATCTATCTTCTTATTTCATCTTACAGACAGCTCCAGTTTAA\nGACTATTTAGTATTCAGGATCAGGAAGAGATAAACCCTTTAGGCTCTTGTTGGTAATTAG\nACATCCATCCCCTCCTCCCTGCCCCCACCCCTCCACCCCTGCCTGCCTCTGTCAGGAGGC\nAGGGTTGGGAGAGTGCCATTCCTAGAGGTTTGGGTAGTGAAGGAAGGAGGTCATACTGTC\nTATAACATTCCTTTGGTAAAACTTGAAGAAATGAAGGCTAATGGCTGAGAAGGAATGGCC\nTAAGTTGGTTGTTTATTGGGTAATCAGTGTTTCAAGTTCGGAGACATTTTAGAAGGTGGT\nCACTTTCTAGGTAGGACCAGGATGGTTCTCAAGAAGGTGAAATGCCAGCCAGGCGAGGTG\nGCACACGCCTTTAATCCCAGCACTTGGGAGGCAGAGGCAGGCGGGTTTCTGAGTTCGAGG\nCCAGCCTGGTCTACAGAGTGAGTTCCAGGACAGCAGAGAAACCCTGTCGGGGGTGGGGGG\nGGGATTCACATATAACCCTGAGGGGTCTTGCATGTGCAATATGTATTGGTTCAAACAATT\nGATAACAGACTAATTATAGTGCCAGACTTCCCCAAGGCCAGATACAGACTATGAAATTAT\nGTTTGTCAGCTGGGTGTGGTCATGCAGGCCTTTAATCCCAGCACAGAAGTAGAGGCAAGT\nGATCACTGAGAGTTCAAGGCCAGCCTGGTCTACAGACAAACAAACCAACCCAGATGGACA\nGGGTAAAGTATCATGTATTTGTGTCCTGAACTTATAGTGGGAGAAATTCCCACTGGGCTA\nAGTTTCTAATTCTGTTTCTGCTATTGAAGTGGTCAATGCAGAGAGCTTCTTTACCTTTTG\nATTTCAGCCAGTGTTGCTTCCTTTCTTTAACCCTTTAAGAAGGCAAGCATCTCATTCAGG\nGACCACCTAGAGGTCATTCGTGAGGACGAGCAGCCTCACAGAGAACTATGGGCCTCTTCT\nTGGGATGTTCTTTGAGAGGCTCTCAGTGGACTTGTCCCGAGGCACTTGGCCATCTCTTCT\nCTGGGTGGCCATGCATCCTTAGCTACTGGTCACAGCCCACAGGCTTAGAACATGCAAGCT\nCTTACATAGAGAAGCCATCAGATTGCTTGCCTCAAATTAATTGATTACCCTTCAACACAG\nAAGGCAGTGGGATCTCTTTTCAAATGCAACAGGTTCCCCCCCCCCCCCCAAGACAGGGTT\nTTGCTTACTCCTGGCCATCCTGGAACTCCCTCTGAAAACCTAGCTGGCCCCAAACTCAGC\nTTCACCTGCCTCTCCCTCCCACGTGTTGGGATTAAAGGCGTTGCACCACAATTGGCAAAG\nGTACCAGGTTTATGTGGAGCTGCCTTGAGCTTGTGAAATGTGGGATGGAGACCCACAGCC\nCACTAAGTATCCCAACCACACTCCCCACTCTATCTGAAGTAGCCCCTGAGGCAGATCTGC\nAGTCTTGGTGCTTAGGAAACATGGTTTGAAAATACTGCCTGTTATTGCTTCTTTCTGTAG\nCTGGAGCTCTGGACTGCTCATTCTTCTAAATCATTGGGTGACGTTCTTATCTTTGACTGA\nTACCTCATTAAGAAAGAGCAGTTCATTTCAATGATTTCTCTGATTCTACCCCACTAAGGT\nAAATCAAACCGTATGTGAAGGATTGGCCTAGCCCAGGCACAGTGCTAAGTATTTTATATG\nCCTTATCTCATTCGTTCTTTACTACCGAGATAGGAGAGCAAATGCCTTGCTCAAGAACCA\nCCCATCTAATGAATGGCTTAGACTTTATCAAATCCAGATGTTTCTCATCTACCAGGCTGT\nCCAGTTACCATTAAAATGTGGGTATCCTGGTTCAGTTACTTACTTGCAGGAGTATATCCT\nAGTTCCAGGCTCTGTATTCTTCGTGAAGGAATTTCCAGACTCCCAGTGTGCAGTGGAGCC\nAGCTAGCATTTGGGGTGCCAGCTATACACAGGCAGACTCAGGAGCTATCAGGCCTGCCAA\nGGCTCTCTATCCCATTGAATGTGGGTTGATGTTTAAGTTAATTATTAGAAATAATAATTT\nAGGTAGCCATAATGAGCCCCACTACTCAAGGCCAAATCTTTACTAATCCTATAAGAGCAG\nACCAATCATCCACAAATTGTATGCTTGCTTCCTAAAATTTAATGTTGTGGTGAGTTTTGC\nTGTTCCCAACTATCTAGGGCTCTTAGATTTGACTCAATAAATCACCCTTTCCTATTGAGA\nGGTCAGGCAGGGGTGAAGGGAATACAATGAATTTTTCACTCATGCTAGAAATTCCTTAAT\nCTTTTTTAACTCAAGTTTTCCCCAGGCCTGTTTTTAAAGTCTGACTTCCTTCCAGTATTA\nTTTTACATCCTTATTAATTTTTTAGATGACAGAGCAGAGAATGCCTCATTAAATTTTCCT\nATCTTCAAAAGGGATTGGAGGTGGGTACTAAGAGACCCAATTAAGAGTCATAATGATTTT\nTTCAGGTTCCATTAGATGGACATAGCCCAGAGAGGTTTAGAGCCGATAAGCACATGGTAG\nTGAACTTAGGGATGTGAAAAACGTTAACCAACAGCAAACAAGGGTGCCTGCAATAAGATC\nCAGTGGTGTGATACCCGAGAAAGGCACATCTGGACTGAGTCTATAAGGACCATGAGGTAA\nTGGAGTCTCAGCAAGGATCAAGCGTTTGCTGAGTTTGCTATTGAATTTGGACACCTGCAA\nCTAAAGCATGTCAGAAACTCAGGAAAGAGTTATAGCATGGTCCAAAGCTTGGCAGGTAGC\nTTCCATAACGGAATGATATACAAGCAGTACACTATTACTCCTTTTTTTTCCACTAAGATG\nAGATACAATTTAATTATAGCACCCAAGTATACAACTGACAATATTTATTTGTTCCTGGGA\nAAGCATAAAGATGGTTTGTTCTTACAGTGACAGATGTCTTCAATTTCAAGCTCAAATGGG\nCCAGAAAAGGGAGAGAATGTAGCCTAAGTCATAGTCAAATTGTACGTAGACACTGAGAAT\nTCTTCATTACTAGGATCTCAGGGATCTGGGAGAATGGAAATCAAGGGAATATGGGCTTCC\nTGACCAGAGACCTTGAAGAATAGGATGGTATGCTTAGAGGTCTGCTTTGAGTCTAGCAGA\nGCTGTTCAATGCAAAGACACAGAAGTCGGCATTCTGAGACATCTCCTTTACAATTGAGAT\nAGCCTCCAATCCATTGCCTGGTCCTGGAACCATCCAAACATTCAGTTGTCTCTTAAGGAA\nATACAGTCCCCGGCCCGCACCCCACCACCACTACAAAGACCTTTGGGGATTTTTATTAGG\nATTGCTTTTTCTTATATTGTTTAATTCATGGCAAATTGGCATCTTTAAAACAATAACATC\nTGGATCCAGGTCTACAGTAGTCGCCTCTGTTTATTTATATCTCTAGTTGTTTCCAGCAAG\nGAGTTACACTTTTCGTAGTAGGATGCTCATCTTTACCTACACTAACCTAAGTCCCTGAAA\nTGGCTTCTGGTAGGCCAGGCTGGTTTTGAACTTGCATTCCTCCTGCCTTGGCATTTGAGA\nAACCAAAGTTACAGACATAGATCCAGCTCTCTAGGGATGCGAGAGTTGGTGGTGGTGAAG\nTCTGAGCCCCCTGGATGCATACTCGGTGCTATCTGTTGATTTCTAACGGTTCAGCTAGTA\nTGAATGAGAGAAGGAATGCAGCCATTAGCCTGGCTACATCTAGGGAAGCCATCAATACAC\nTCTATAACCCATCAATGTAGAAAGAGCTACCAAGCTCAGTATAAGAAACCTGCTCCAGGA\nGCCAGACACTGCAACCTAGAAATTAATCTTTTGGTTTAAGCTAAATTCCTCCAGTTGGTA\nTCTTCAACAGTTGCCTCCTATCTAGAAGCCTGCTGTTTGAATCATGCAGACGTGCTAGCC\nAGGAAAGCAAGGAATGTACATTTACGTCTCTTGAAAACTAACTATGCATCACTCTATATT\nGTATTCTTTCCATTAGGAGAAACGTTTTCTCAGCATATAGCACTCAGATAAAATAGAACA\nAAATTCTAGTTGGTATGTGTGTTCATGTGTATTATTATATTACCTGTGATATGTAATTAT\nTATTATACCTGTCTATATTTTCATATATTTTTCAAAGAACAGATATTATATATGCAATAA\nGCAAAAACCAGCATATTTCAGTAGACAAGAGAAAATTTAAGTCATGATTGAAATTACTAA\nTATTAACTTAAACTTTATTCTCCCCCTCCCTTTGTAAAGCATATAAAAATTGGCTGGTGT\nGACATGTCTTAAGACAATCAGAAATGACAGTGTTCTTGTTCAGGAGAGTCCACTCCCCTG\nACCGTCCTTCATGAAGCTATACCATTTCCACATGGTATTTGAAAATTCACTCCTCACGCT\nTGGAACACTGCACACCTGTCTCATTTCACGCTCCTTGATTCCCGGGGTAAATCCCATATC\nCGAGTTGCGAGCTCTGGTGGATTTCATTAGTGGTCCAGATGTGTGTCCCTTGTCAGCCGC\nCTAGTAACCCCGCTGTTTATCAACAGGTTCTCAGGAATCAGATAGCTCGCAGTCGGCCAA\nGAAAGACATGTTGGCTGCCTTGAAATCCAGGCAGGAAGCTCTGGAGGAGACGCTGCGCCA\nGAGGCTGGAGGAACTGAAGAGATTGTGTCTCCGGGAAGCTGTAAGCAATTAAGTCTGTGT\nTGTTTGTCATACATCTTCACTATGAACAGAAGACAGGGTGGAGACAATAGGACTGACTTT\nCAGGAAAACATGTACTGTCCCTCCCCAGTGCTGGAAACGCCCACCCTCTGTGATATCCTT\nTGTTAGAAACTAGGTATTGAGGAAACACCATACCAGTTAAAACCCTCTCTACTGAATCTT\nACATGACACATACACCCTGAAGCTAAATGACGAGTCCCTCTAACAGTCCCCAAACCATGC\nATGCATGGCACACCACACAGGACATGTCCTCACAGGACACTACCTCATTCTATATAATGT\nCCTACCACATCTTGCTTTCCAGAAGTTTCTGCCTGCTCATTGCTGGGAAAGCTTTTGCTT\nCTTCTGAGTTTGTCGTTGGTTTGTCATTGGGTACAATGTAGCATCACTGCAGGCCAACAA\nAGACACCAGGGTGGCACCTGAAATACACAGTAATCCATTAAACCTGCAGGTCCACTGTTT\nCTTTAGATCTTTCTTTTCGAAATGGAATCTTTGCCTAGTTTGTGGTGGCTGCTGCTGCTG\nCTGCTGCTGTTGGTTTGTCAGTTTGTTGTTGTTGTTGTTGTTGTTGTTGTTGTTGTTGTT\nGTTGGTTTTGTTTCTGCACCTTTGGGGATTGAACCTATGGCCTCACGTATGCCAGGCTAG\nCGTTCTTCCACCGAGCTATATACCCAGCATAGTAATTCTTGTAAGCTTGATGTAAAACAA\nTGTTGCATTGGGCTGGAAAGATGGCTCACTTTGCCAGTGTGAGGACTAGAAGTGAATCCC\nAAGACTCTAGATAAAAGCCTAGCAGAGTAGAACACGCCTACCATCTCTTTGAGGAGATGG\nGAGGGAGGGAGCAGCTAGTCTAGCATACTCAGAGACAAGCAACAAAAGGGACCTTGTCTC\nAAACAAGGCAGAAGATGAAAGCCGATACCCAAGGGTTGTCCTGTGCCCTCCACGTACCAC\nCACAAGTATACTCCACCCCCACCCCCCCACACACACACACCACTCCCACAGACAACGTCT\nTCTTCAGCCTGTTTCAGTGCTAGTCCCAATAGCAATATATATGGTGAGACTCCCTCAATC\nCACTTTGACATTTATTAAAATGTCCATTCTTCCCTTGTAGACTTCATTTCTTAGTGTAAC\nACATACAGTCATGTGCATGTGTGTGTTGTGTGTGCAAACACACATGTGCGTGTGCTTCAC\nATGACCACCATGTTGCTCTCCTGGGAGTGGTTGTACTCCACAGACCCTGACCCAAAGCTC\nCGTGGGTAAACAGTTCCGGATGGGAAGTGTGGAGAGTGCCCCTAACTAAATCCAGGAGGA\nGCACCCCCTCCCCCACACAATAATGCTTTGCAGCAGGAAGAGCGAACCAGTGGGCCTGAG\nAGTGAGATCACATTACATTTCAACTTGGCTTAATTATGTCTGGATTGATTTAAACCGGAG\nCTTGCTCAAGGCAGAACCACGTTAGCACAAATCCATTGCAAATCAGGAAAGCCAGGGGCC\nTGTCTGGGGGGAGGGGGGTGTGCTATGTGATACTGTAAATATTAGCGGCTTTTTTTTATA\nAAGACTATGCTTGAACAAGAGGGGGGGAAAAGTGGGTCCTTGGTGTCTGCCTCTCATAAA\nTTTGTAAAGCCTTGTTTTGTGTTTAATAAAAGAAGTCACTAAACCAAGCAAAGACCATAC\nATTACAGCACGTAAGGAACATGTCAAGGCGAGGCTGGCACGTACCATAAAAGTTTCACAA\nAGGCAATGTAAAGAAAACAAAAGCTCCCACTTCCTCTGACTTTGAGAACAGAAAATATAA\nCTTAGGTAGAAACAACCCAAAAGCCAGCCCCTTGTCCACGTGTGTTAACGTCCACCAGAG\nTCTCCTGACACATGTGCGATAAAGGGATCCAGCAGCCTCCGTGCTAATTCCCGGCTCACA\nGATCCTCCAGACTCAAGGAGCAAGCAACACTGTTTGACCCCTTGGGAGGAGAGCAGCCAC\nTCGAGGCAGAGTGGGAACCATGGGTGTTCCACAGCGAGAGGGCCCACTGCCATGCATTCA\nATTACGTCTCCACCATGGGGCTCTGGTGAAATCAGATTTGTAGATGGAGAATCAAGACCT\nTGACTTGACCTGGGTACTTTCAAGCCGTAGCCGCGTTTTAAAAATATAGACTGAAACCAC\nAAACACTTAGGAGTTATAAATCCATGGAAGAGGTTAACAGCCTCTTCTGCCACATCTCAG\nAAAGGAAGTCCTGACAGTGTGCTGTTTACACATATATTAAAATAACAATCTTAACAGGCT\nGTTGTTTGTAGAAGGCCTAAAAGGGAAGCAGATAGGAATTCACAGATTAAGCAAGTGTCT\nCAGAGACACTTGTGAATCTTTTTTAAAGAGAGAATATTCCAGAATAGCAAACAGTGGGCT\nATCCTGCTCTAAAATTCTAGAATGCTTACATAAGGAATAAAAGAACACAGAGGAGAAGAG\nGCCCAGGATGTGGGGAGGAGGGTGCTTGTGCACACACAGACCACATAGACACACACAGAC\nACACATACCCATTTAGTCTGCCTGCCACAACGAGAAGGGCTTTCAGCGGTCCTTCCTGTT\nGACCTGACTTTGCCTGCTATGGGCACTCAGACCTGGGTTGCCCAGCATGACAGCTGTCTG\nTTCGAGCTTCAAGAGGATACTTCTAAGCTTGTCCTCGCCACAGACATCCATTGGGCCATT\nGTGTAGCATCTGCACTGATCGTGGGTCAGAAAGCCAGAACTGGTGTCTGCCCAAATGGGC\nCTGCCAAATGCACAGAGTGGGGTCCCCAGCCTCTCCGGTGCCTCTCTGCAGTCTCAGAGA\nGACGTCTTGCAGTCTTGCCTGGCTTCCATAGTCTTGGTCAGCTGCAGACTTAAACCAGGC\nCTCATTCAGCCTAGTGTGGTACACTCGTGCAGGCAGGGCCTTCTAATTCTGAGACATTCC\nTCAGATGCTCTGTGCTGGCCCAGAGTCACTGTGCAATCTGCACTCTGCTTGTTGTCATGG\nTGCCCTTAACACTTAGGTTCCCAGAGCCCCAGATGTACACACACCAGAATTTCTGTGTGT\nGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTACCTCCTCTGTTAATGTTTAGTTTTTACTA\nAAACTCTCACACAGAAGTTAGTGTCTTTTTTTTTTTAAGACAAAGTTTCACTATGTAGCC\nATGGCTGGCCTTGAACTCGTGGCCTTGGTGAGGCTTGCAATAGCACACCTATTGGTCTTT\nGAGGTCAGCCTTCTGCTGTTGAATGCAGAGCTGGAGCTAAATGATGATCAGTCTCTTCTA\nGGCAATGCAGTTGCCTGGCATTTGACATCCAGATAACACTCCCCATAGGAAGACTCATGT\nGGGCAAAGACATACAAGCAAGCGACGACAACAACAACAACAAACACTTAAGTTTCCAAGT\nGGGAGTAACAGATGCAAGTGAAAAGAATCAGTTGTGTTGATTGCTGCTCACTGACTGTGT\nGGCATTTCTTCACACATAGTAGGCTCACAGGAAATGCTCACTAGATCAACAAATGAATGA\nAAATGGACCATAGTGAAGTCCAAGAGAAGTTCTATTTGCTTAACCAAAAAAAAAAAAAAA\nAAAAAAAAATGGGTGGGGGAATAAAACTCCAAAGTGCATCTGTTCTGTAGCTAGGGAGTG\nTTAGCATTCATTTTTTTTTTTTTTTTGTAGAGGTTAAATTTCATAATGTGAACTATTCCT\nCCTACCCTCTGCCCCCCAATACTGGGGAGTGAACTCAGGGCTTCATGCAGGCTGGGCAAG\nCGCACTGCCTCTGAACTCTATCTGCAAATCATTTTTAGAGGAGGTCGTTTTATGGAGGTC\nTTCTGAGATGGCTTCATTAGTTAGCTCATTAGTGGTCTTAACTTTGTGATCCTCCCCCGT\nCAGCCTCCTGAGTAGCTAGCTGGGCTGCAGATCTGTACTGTCAAGCTATCCCATGAAGCC\nTCATTTAAGCATAGTGCTTAATGCTAATGGGTCTTAGGTATGCATTGGACCTCTGCATCA\nGTTTGTGTGTCCTAGCTAAAAGGTAAGCATGTCCTCTGAGCTACATGATATACAACCTCT\nCTGAACTGCTCTTTTGCGCATGCAGGAACTCACAGGAAAATTGCCTGTGGAATATCCCCT\nGGATCCAGGCGAGGAACCACCTATTGTTCGGAGGAGAATTGGAACAGCCTTCAAGCTGGA\nTGAACAAAAAATCCTGCCTAAAGGAGAGGTATGCTCCTCTCTCACTGGAGTCTTTCCCGT\nTGTCCCACTTGTATTATCCTTGTTTGTCCTTGTTGGGGTTGGTAGGGTCTCTGTAATTTC\nTTCATTGTTTCTAAATTCCCATATTTTCCCTTTTACCGTGTTTGGGTCAGCTGGCTAGTT\nGCTATCTGGTTTTCCTTGACAGGCTGAGTTTGCTTGCCTGAGTGTACATAGTTGGGTCTC\nTGTTGAGGTTGTTTATCTAATACTATAGTCTATTTGCAGGTGGTCAGTTACGGTTAGGGA\nGAACATCCCACTAGCATGCAAGTATCCATCTTAGTAGTGGCCTTTGATACTCCTGATCTT\nGCCTGATATCACACAGCCTCCATCGGCTTTGGAAAGGCTTACATGGAAGAAGGGAATTTC\nCAGCCACAGTTCTCATTGGCTGGGGAAGGACAGGAAGGACCTGCCCTCTACCATCTTAAG\nTCACATGGCTACTAACATCACAGCATGGACATGCAGCCTATGATTGTTCTGCCATGGCCT\nCAGCTGTCTCTATTTGGAAAAGCCATATTTCAACATGATTTTTATCTTCTTTGGATGGAA\nTACTGGTGAGGGCTGAGACTGGAGAATTATATTGGAGGATAATCAAAGCTCTGCTGAGCA\nTAGTGGCGCACACCTTTAATCCCAGCACTCGGAAGGCAGAGGTAGGCAGATCTTTGTGAG\nTTTCAGGCCATCCTAGTCTACATAGTGAGTTCCAGGACAGCCAGAAATATACAGTGAGAT\nACTATGTCAAAAAAAAACAAAAACAAAAACAAAAAAGATATACAAACAAAAAGTATCCTG\nCCCTTGTGCAAGAGAAACAAAAGTCCAGGTTAACCTTCAGGCCTCTAGGTCTCCCCAAAT\nTTCTTCTGACTAGAGCGACTCATTCATGCTGTGGTACACAGAAGACTCAAGAACACTTCA\nAGACACAGCCTAGCACGTTAGTTATTCTTGTTGCTGAAACAAAATGTCCTGACAAAAGCA\nGAAGGGGGAGGGGTCTCAGGGGAGGGTTGGTTTACTTTAGCTCACAGTTTGAGGATGCAG\nTTGCCTTGGTGGGCAGAGTGTGGGGCCGCAGGTTCACACTGCAGGGAGAGATGAATGCTG\nTCACTCAGCTCACTTCCTCCATCTCACAGAATGACATCACCCACACTTCCGGAGGTCTTC\nTCACTTCAATTACCTTAGTCTTGAAAATCTCTTGAGGACATTTGACAATTAAGAGTAACC\nACCACCAAGGGAAAGAAAAGCAAGGAAGGTATGTTTAGCCTTTAGAGAAAGACATTTTCC\nAAAGTCAGGTCAGTGGGAAGATAGAGGGCATGCTGAGGCCCGTGCCCGAGGCCCATGCCT\nTAGGCCTGCAGTCACAGACCCCTGCAAGGCTACCAGGCACCCAGAGCACTTCATCCAAAG\nTGATACCTAATCACGTCACTGCCTCTTCCATATGTTCAAGTTTGACTCTGACTTCGCTGG\nGTTATCACTAGGAATAAATGAGCTAGACAATCATTTCCCTGGACACTTACACATGCCTGA\nTGCTCAGCAGACAACCGCTGGACGTAGAGATGTCAGAAGAGGCTTAGAGCACTGTGTGGT\nCAGGTGTCTGTCTTCCAGAGCTGGCTCCACTTCACAACCTAAGCTTTGAAAAGCATCCCA\nTGTTTAGTGAGTGTCCTTTCATGCCTGGCTCGGGTTCCTGTGGTTGTAGTGTTTTCTACT\nTTTCAAGAAAGCCAACCCTAGGGCTCTGAGGATTCCTTGCCGGCCCCATTGCATCTTTCC\nGAACTTCATAACAGGAAGCAGATAGACTTCTGCAGCACTTCCTCCCAATGGAAAGAGTCT\nCACTCTTGTTCTGGGCTGCCCCAGTGCTCCTGGATGCTGGCTTTGCTTTCCTGGCCATAC\nGACTATTTCTACAGACAATCCATTCAGTCTCATCCTTGATACTCCTGATCTTGCCTGATA\nTCACACAGCTCCCATCGGCTTTGGAAAGATAGTCGTTGGACTATCAAGACTTGTTCTAGA\nCGCCTGTAAACCTCAGGGTCAATGTCTTGGACCAAAGCTATCATACCCACCCGAGAACAG\nCTGCTTCAGGGAGCCCAGATTCACAGACTAGTCTTTGTCCCCGACTCACGGCTCTGGGCA\nGGAGTCCATATTGATATCCTTCTTCCTCTGAGCAAGCAAGTGCGGCCAGCACTGGAAGGA\nTCTGGAAGGATTACTGTCTCTAAGTGGCCCTTTTCCTCCCACTCCTCCTTCCTGCTGCTT\nCTAGACTTGAAGTGCTCAAAAGCCAATGAAATCAGGCAGAGTGTTTGCCTTAGTAGGCCT\nCCCTACCCCACTCCACCCCGAGCTTGGCCTGTTGTGCTGAGAAGCATATTATTGGACCAC\nCGTAATAGCAAGACATGTGGAATCCAGCAAACACAACAGTCTCTGCTTCCTTAGCTTTGT\nCATTCTCTGCCAAACCTTAATGTAACTGCAAATCACCTAGCACAAGATATGTGTTCTCTA\nATGGCTCTGTTGGGTACTGAGAAAAGAGAAGCCACTGTGTGGTTGTTATACATTTATGTA\nGTGTGGGCTTTATCTCCTATGAGTTCCTAGAACATGCCCAGGCTGCTAGCCCTTGCACTC\nACCCAATCAATACTCAAATTCTGGAATAATAACTGTTGCTGCTTAGAGCTAGCTGCAATG\nAAATGGTTTCCCTAGTTAGTCAGCTTACTTTTTCGTTACTATGACAGAATACCTGGCAAA\nTGCAACTTAAAATAGAAAAAGGATTTGTTCGGACTCCTGCTCTCAGGGACTAGGATTTCA\nCTCTGGAGCAGAGCCTGGAGGCGGGGCCTGTGGTGAGGGAGCAGAGCCTGGAGGCGGGGC\nTTGTGGTGAGGGAGCAGAGCCTGGAGGCGGGGCCTGTGGTGAGGGAGCAGAAACTAGAGG\nCGGGGCTTGGGGGCGAGGCTTGTTAAATCTTGGCATCAGAACAGGAACAGAGCTTGAGCA\nGGAGGCTGAGTTATCAACGCTAACCCTTCCCACCGTAACACATTCCAAGCCATCTCCTTC\nCAGCTAGGACTCACTTCCTAAAGGTTACCAAACTTCCCAAAACAGTACCAGCAACTGGTA\nGCCAAACGTGAGGGTTAGTTTACATCCAAAGCATACAAACCAGGGAAGAGACAAATCAAA\nGAAATGACTGCTTGATGCTTAAGGGGATTCTGCATTCAAGTACAAATCCTAACACACACA\nCACACACACACACACATGCTCTTCCATGTGAGACTCATCTTGGTAAAAGGGCCAAAGGAA\nTCAGTAGAGCTAGGAGGGAGTTACACAGGAAGGGGAAAGGGAGAGTCTGCAGCCTATCCA\nAGGAGAAGAGGTGGGGGAACTGGTTCTACCACCCACATCATCCTTGCCCCCTAGAGGGCC\nTAGAAGGGCCTTTATGAACATACAAGTGTGAAAAGAACAGTTAGGGCTTGCAGAAAGAGC\nTGCCAAAAGACACATAGGTGTGTGGGTGTGCATCCTAACACGAGGCACACAAAGATGTAG\nGACAGAGGGGGATATGTGGGAGGATCGGGAGATGTACATGTATGAACAACTCCCAGAGGA\nCAGTGACATGATCCAGAGATCATGCTCCAAGTAGAAAAAGAAAATGATAGCTACTAGCAA\nCGGTTCTGACTTTCCTCTAAGGCTTGGTCTTCATCAGCTCTTTTGTAGAGAAAGAAAGCC\nCCAAAAGTCTGTGGGCTGAGGCCTGGGCTAGAGGTGGGCAAGGTCGAGTCTCCTTGGGCA\nGCAGCATCTTCAGAAGGTGTAAGCATTGGTCTTCCCTCCCACAGGAAGCTGAGCTGGAAC\nGCCTGGAACGAGAGTTTGCGATTCAGTCCCAGATCACAGAGGCCGCCCGCCGTCTAGCCA\nGTGACCCCAATGTCAGCAAAAAACTGAAGAAGCAAAGGAAGACCTCTTATTTGAATGCAC\nTGAAGAAGCTGCAGGAGATTGAAAATGCAATCAACGAGAACCGCATCAAGTCAGGGAAGA\nAACCCACCCAGAGGGCTTCACTTGTCATCGATGGTCAGTGCCACCCACAAGCTCCTGCCC\nCGCTCCCAGACAACCAGGTCCTGTTAGGTCCTCCTCTGGATCCTTGCAGGCTCTAAGTAG\nCCTCTTACCCACACACCTTATGGTTTAATCCCTGGAAAGGGATGGGTAATGATGGGTGAT\nTCATCATTAGGACGTTCCATCCTAAAGATGAATTGCAACTGGAGGAACAAATGAAAGGGT\nCCATACACAGAACCCCAATGTCACTTATGACACCTCTCTGGGGAACCTAGAATGAGCCAA\nCTCTCTTCTTCGATGTCACCATGAACTAAGGAGGTTACTGTGATAGTCCAGCTGAGCCTC\nAAGATAGCGAAGGCTCTGCAGTTCTCAGAGACCTAGCCTCCTTTCCTAAGACTGGAAGGC\nAAAGTGCGTAGCCAGTGTATTGGAGTTAAGTCCTTCAGGCCACCATTCCGTACCCAGTCT\nCCTTCCCTCGGGCTGGTTCTACTACCAAGAGCTTCCTATCCCAAGCACTGTGGCCTGAAG\nGATTGGGCGGTACCTCGTGGATTGTCTGGAGTACGTGCTCTTATCCCAGCTCAGGGCTTC\nGGTGATGATGGAAAACCAGAATTCCCGCAAATCCACCCCAAGCATCAGGTCTCTCCCATG\nGTTACCATCTTTTCTTTTTCTCCAAGTCATTGAATTCTTGGTAATATATGTTAGAATTAT\nCCGGAGGGCATGAATATTGAGAATACCACCTTAGTTCTAAGACAGAAACTGATATAGAGG\nTTTTCAGGCTCTTTCTGTGTCTCTGTGTCTGTCTGTCTGTCTCTCTGTCTGTGTCTGTCT\nGTCTGTCTCTGTCTCTGTGTGTGTCTGTGTCTGCCTGTCTGTTTCTTTCTTTTTTTTTTT\nTTCAAGACAAGGTTTCTCTGTGTAGCCCTGGCTGTCCTGGAACTCACTCTGTAGACCAGG\nCTAGCCTTGAACTCAGAAATTCGCCTGCCTCTGCCTCCCAAGTGCTGGGATTAAAGGCAT\nGTGCCACCACGCCCGGCTGCCTGTCTGTTTCTGTGTGTGTGTGTGTGTGTGTGTGTGTGT\nGTGTGTGTGTGTGTGTGTTTGTGTGTGTTTCATAATGGGTGCAAGGTTTCAGTCTGGGAA\nATGAAAGCCCCGTCCAAACAGAGGATGTGTGGTGTGGTTGTATAACCATGTTGCTGTACT\nTAAGTCCCATGAACACTTAAAAGGGATGAAAATGATAACCGATGTTATGTATATTGTAAA\nTATATTGATACAGATCTGTCCCCTAGAAATGTGGGTATACTAAAGAACCAGTGGTGGGCT\nGGAGATTACAAGATACCAAGGCCTGTCTCCTTGCAGTTCACCTATCAAACAATAGGGAAA\nAGATGGGTTCACAGTTGGGAGGGACAGGGCTGACCATCAACTGATGGTCACTCTAGGTCC\nTTTCACTCTAGGATGTGCCTGCCGCCATTCTGTGTCTTACTCTGCTGCCCTTTGCCCCAC\nTTTCTAGCAGGGCTACAGTGAGTCGGTCCCTCTTCCTCATCGCCTCCTTTGGGGCCTCCT\nTGAAGGCATTTGAACCTCCCTGTTCTGTAGAATCACCTAGAAGCAGCGTCAGAGCTATGT\nCTGGGAAGAGCAGCCTGGGGCGGGAGGGGGGGGGGGGCTGTCTCACCAGGTGGCCTCGGG\nGCGCCCATTCACAGGCCTGCCCGAGTGACGGCTATTTTCTTGGGTCTGCTGGCAGGCAGC\nACTGGCTTATAAATCATCATTTGTGCCAGTTTCGGCTTTCTTCCACGCAAGCCTCCAGCC\nATTTTTGTTAACTGCTCGAGAATCTGCCTTGCCGCCACAGTGAAGTAAAGTCTTCATCAC\nAGAGGCCTGTCTGTGTTAGGAGTGAGCAAGCTCCTTAGGGCCTCAGAAAAGCCTGAACTC\nAGCATCTGAAGGACTTGGACCTTTGCTAACATCTCCCAATGAACAGGATTGTTTCAGACA\nAACCCATCTTTCCTGGGAGTACCTCAGTTTGCCCAGTGGGAGGGAGGATCCTTTTACTGT\nCTCTCTCTCCAGCATGTTCCTAATTGAATGGTGACTATAAAAATAAGCTTCAGAGAGATG\nGAGTCTGTGTCTAGCAGGCTTGTTTTCTCTCCTAATCACTTAAGTTCATTGGGAAACCAT\nTTATAACCATGTGGGCAAAACTGAGTTCCCTCCCCTGGTTTCGGATCTGTTGAATAACAG\nCTGCTCCCTTCTCTGGTTTGGCTGGTACTTGCCCTGAGTTTGTTCTAGAACAATGGCGTG\nGTTTAGCTGGATCCTACCTCCTTTCTAGGACAGACTAAGCCATAGCATCTGGTGACCAAG\nAGCCTAAGAACACAAAGACAAGGGACCATTGCAGAGCCAGGGCCCACTGCAGAGCCAGGG\nTGGGGAGGATGGCCCTCCTCCACCAGACTGTCAAGGGAAACACCCAACAGCATCTTTATG\nTTTCAGGGCTTCTTCCTTACTGATGCAAAAGAGATGGGAGGGTGTGGCCAGGATTGGGGG\nGAAGGTCACGATTCCTTTCCTACACATTGGGCTGTGTTCCCAAAACACGTTAACCCTGTA\nGACTTTCACTTTTTATCTTCTAGATGGAAATATCGCCAGCGAAGACAGCTCTCTCTCGGA\nTGCCCTCGTTCTGGAAGATGGTAGGTTTTCCCATTCTCTGCTCTTGTACGTGGAATCCAG\nATTAAACCCAGGTCATTCCATATGCTGCCTGGGAATGGCCTTGTAGGCAGGAAAGAGGCA\nGGCTGGGCCGGGGACTGGATGGATTCCTTGTAGGCTCATTTTTTCCCCTGAGTCACTGTT\nGAGCCCACGGTGGTCTACATTTACACTGGTTTTCCAGGGATGGCCAGTCTGCAGCCTTTG\nTATTCTAATAGCATAGAAAATAAACATGTATGCTCTGATAGCCCATGGGTATGGGTTGGA\nCACTCTTGGGATAGATGGCCTAGAGAATTATTCTTGGCCCACATAAGCCAAAAGAATAGA\nTTATATTCTTGAAGTGATATCTTGTCTCTGTAATACTCAAAGCACTTTTTTGGCTGGCAT\nGGTAGCTTTAATCCTGTAATCTCAGCACATGAGAGTTAGAAACTGAGGCAGGATGATCAA\nAAGTTCAAGGTAACCAAAACTATATTGCAAGACCCAGTGTCAAAACCAAACAAGGACCTG\nGGAGTTTATGTGAGAACACTTGCCTAGCGTATGCAAGGCCCCAAGTTCTACTCTTGGGCC\nAAAATAAAACAAAACAGAAAAGAAAAAAAAAGAAAAATTTGAAGTAAAGAGTCTGCGTTA\nTATGTGTCTTCCTTTGGGTAGTTCTCGTTTGTTCTCTCTCTCTCTCTCTCTCTCTCTCTC\nTCTCTCTCTCTCTCTCTCTCTCACACACACACACACACACACACACACACATGCACACAC\nACACACACTGGGAAAGAGGCAGACATTTATTTGGGTTACACAGCAAAGTTTGGGCCCTAC\nTGGAAGGGTCTGAGTTATAGGAAGGACTTGGTCTATCCTCTGCTCCTGAGACAAGAGTGA\nGAATGTCCCTTTAGCAACACAGACAGTCTTGGAAACTGTTATTGTTTTATTTCCTGTTGA\nATTCTCAAACCTGGCAACTGCCAAGGGATATTTTCTTGGTCGGTCTTAGAAAAGGAGTTG\nGAAGCCCCTCCCACCCCTACAGAAGCAGGCGGTCGAGACTTAGACATTTCTGAAGCTCTC\nCCTATGGTTGCTAAACCAATACATTGGACAAGGAGAACACTAATTATATGGAAATCTATT\nACCTGGTAGTTAATTATTTTTGCCCTCTAGGAAAACCTCAGGCACCCAGTGGTAAGTGGC\nTATTCAGACAGAAAACATGAAAGGCCTACCCAAGTCACAGTAATAATGATAATTGCCGTA\nATAATAATAATTGCTCTTGATGTGGGAAAACCTAGGGAATAGCTACCCAGTTGTCTTGCC\nCTTGCTATTAGAAATCAGATTGTTGAGTTTGACTGTCTGCTGCATTAAGTGGGTGGGGAG\nGCCGTGGTGTTCCATGAGAACACAGAGGCCTGTTTGGAATATGAGGCCCTCCCTGGCCTA\nGCATTGATCAATGTCACCCTGGTCTGCCAAGGAAGGAACAAGCTAGTGGTGTCCCCTTGT\nACTAGGAGTTCCCAGGGTTATATGTAGTCATTAGCTAGTTTTGAGACATCATGATAACAG\nTTTTGCCCAACGTCCTGGGCCTCCGACCTCCTGAGAGCTAGGAGTGCCTCCTCCAATGTC\nCTGTGTTCCTACTTGCGGTTCTCCTCTCACCTCCTAGAGACTCCTCCTGTCTGATTTGAA\nGGAGTAGCAGGCATAGACCAGAACATATATATCTGACCTTTGAATTTTGGTGACTGAGAA\nTTAAGCTATGAAAATCCGAAAAGTTGAAAATGGATGTAGGATTCCATGAGTGGTTGGTGG\nTGAAATTTCCCTCTAGCCCTCCTCCCCCTCCCTGTGAACACTGGGCATTTCCTCTCTTCC\nCAAAGCCACCTACCACCAAATCTCTTCATTAAACCCTCCTCCTGTCTGTTGTTGATTTTC\nCCAGGGTCAAAACTGCAAGAATAACAGTTCTAAAACAGGATTTTCACCCTGGCACATCTA\nTGCTTATGTTAAGAAAGTTTTCTTGTAGCTTTCAGGTCAAATCTCAACTCCCTGTCTGGA\nATTCAAGGTCCCACACTATCTAGGCACGCTCCGAATTTCTCCTCCCTCCCCTTGTCTCTC\nTGCCCTCTCCTCCGCTGTGTAGAAGAACCTGCTACTACACCTAGCCCCTCACCTCTAGAT\nTTCTACTCAGTTTCTGTCCTTCTCTGCCCCATAGTTCATTGCTTCCAGATAGCGCCTCTG\nGGGCTTGGTTGAGGATTGATGTTTATGATTGGACCAGGTCCCAAGGAACTCAGTATGGTA\nTTAAACCCACTGTATAACAGAAGTTGGCCTTGAACTGCCGATCTGCCTGACTCTGTCTAC\nCAAGGGCTAGAATTACAGGCAAGAGTCACTGTGCCTTATGAGACATCTGCCTTCTTTGGC\nTAAATGGGTTTGCTTCCTTTGGAAGCCATCCAGCATACAGATGTGCGAAATTGCACTCCA\nGAGATGGTGGAGGTAGGGTACTATTTTGACTGTGCTGCTGGGTACTTGGGGGATAGGGGC\nAGGGCATATTGCTTGTGCACTAGCTGGACTGGGGGAGGGAAGCTTAGCCTGGTGGAGGTG\nAGTGCAGTGCTGGCAATGATCACATTCTGGAAGAGAACCGTGAGGTTTATGGGGGTGGGG\nTGGCTACTTATGCCTCTGGGGAGGTAGCCAGGGTCTCTGGGGTGAGGTCTGTGTGGCCTG\nTACCAGTGACCAGGACAGGGGTGTTAGAAGATGCTTCATTTATATACTCAGGTGTTGGGG\nGAGGGGGACTTATAAGGTCAAACAAGGAGTGAAGGCTGATAACTGTCAGGATAATAAATT\nCTTACTAGGGTTGTTGTGGCCGGAGCTGGCTTTATGGCTCCAGGTTGAGACTGGGGAGAT\nAGCCAACCCCTGCTGGCCTACCTTTGAGGTATCCAGGTTTGAGGCTCCCTGGACCCTTCT\nTCCTCTGTAACCCTGGGCCATCAGGGTCCCAAAGGACTGGGACCCTCTTCCTCTAAAACA\nCCTTGAGCCGAGCTGAGGCTATAGCTCAGTGGAGAGCCTCACAAGAGGCTCTGGGCTCCA\nCTCCGACATCACAGATTAAATATGCCAGGATAGATTATAGGAAATTTAAGAAGCTTGTGA\nGGGAAGCATGGATGGTAGAAGGCGGATCTGTCAGCACTTAATCATACCTCACAGATATAC\nTTCCAATTCAGGTTTTTCCTCCAACAAATATTTATTGAGTACCTACTGAATGCCAGCTGT\nCATTTTAACCCTGAGGACACAGGGATTAACAGAGCAGATAAAATCCTCAAGAAGGTTAAC\nTCCCCTCCCCCCAGAGCAAAGGAGATCTGTTTAGTGTCTCTCCAAACATACGTCATGGCA\nTAGCTCCATGATAGAGCACTCGCTTAGCATGTCTGAGGCCCTGGGCTCATTTCTTAGCAC\nCAAATTTAAAAAGGAAAAGTTAGAACGTAATACTTCATTTGCCTGATTAATATGAAGCAA\nTCACTTGTTGGTGACACCAAATCCAACTCAGACTTTATTCGCACTTAACCAGACGTGACA\nGCGGTGCCCTTCACATTCAGTTAAGCCTGCAGTCTGGGCTCTGCCTTGACCTGGATTGAC\nCCCAGTGTGGGAGGGTCACAGAGCCCTGGCACATATGTGAAGTGTAGCTCCAAGGCACTG\nACATGGTGTGTTTGGGCAAAGGCTCCATCTCTTGTGGAAATAATGTCTCTGATGAGTTCT\nTCCTCCTCCTGTCCATGCAGAAGACTCTCAGGTTACCAGCACAATATCCCCCTTACAGTC\nGCCACACAAGGGACTCCCTCCTCGGCCACCTTCATCACACAACAGGCCTCCTCCCCCACA\nGTCCCTGGAGGGACTCAGGCAGCTGCACTATCACCGTACCGACTATGACAAGTCACCCTT\nAAAGCCCAAAATGTGGAGCGAGTCATCTTTAGATGAGCCTTATGAGAAGGTGAAGAAACG\nCTCCTCCCACGGCCATTCCAGGTGAGCTACATTGGGACACCCAAATGAGGTCCCCGGATA\nTGCTCAAACAGAATCAAAGGCTTGCCCCACATTAGAACCTACAAATATTGCCAAAGGATA\nCTCTTTTCCTTCCTGGAACTCACAGTTCAGCTTTGCGCACAAAGCCCTCTGCTGGCAAAC\nCCCCAGAAGTACAGATTTGTCATCTGAAGGTAGGGAGGGGGGAAGAGGGGAGGAAAGGGT\nTTGGCTCATAGTCAACCTGTTGGCAGATGGATTTAATGCTGTTACATTTCACAGGAATTA\nATTAGGAAATTGTAGCCAGCAGCATTCCAGAATGGCAAAGGAGAGCCGGATCTGAGGATC\nCTCAGGGTGGTATAGAACCCTATACGATCTTCCCGCAGAGTTCTGGAGCCAAGCAGCTGA\nAATGCAAGCTGCACACATTATCAGCTCATTGCTTGGTTAATATCAACGTCGTAGAGAGGA\nTTATCTGGAAGACATTTAGGCCCGCTTCTGTTTTCCTCATGTTCCTTAATTAGCTCCAGA\nGGGTACCCTAGCAGGTACTGTATCTTGTAAAACAATGCTTGTTAAGGATGAAGGCTCCAG\nAGAATAGTCACCCTGTGCTTAACTTCGAGGAGTGGAGGGGGGGAGGTGGGATAGTGAGAG\nCTGGAGTCCCGGGCAAGCTCTCCCTGCAATTAGATCTACTGTCCCAAGCTAGTCAGCCCC\nTACCAACGCTGCCACATGGTATTCGTGTGATCAGCATGGCTTCCCTCTTCTCGCTTGCAG\nCAGCCACAAGCGCTTCCCCAGCACAGGAAGCTGTACCGAGGCAGGAGTAAGCAGCTCCTT\nGCAGAACAGTCCCATCCGAAGCCTCCCACATTGGAATTCCCAGTCTAGCATGCCATCCAC\nCCCAGACCTGCGCGTCCGGAGTCCCCACTATGTTCATTCCACAAGGTGAGTCTGCTGGGC\nCTTTAGGCCACCTGCCTTTCTGGGCCAGACCCTGGTGTAGTAAGACATCATTGGCTCCAA\nTCTAGCCCAGTTAACAGGGGAGCTAAGGTCCACTTTACCCTGGACACTCAATATAGTCAA\nCTCTATCCATATCCAGGGACTTGTGGGGCCAGAGAGCCCCAGCCTTCTGAAGACAGGTAA\nCAAGGATCCTAGTAGGAGTGGAAACAGGAAAACTAGCCCAGTTAAGGTGGGAGAGTGCAG\nCAGCCATAGACACCCCAGGCTAACCTTTGCTCTACCCTCCGTTCCTCATATATCTTTCTC\nATGAGGTCTAAAATCTATTCTGGACCCACTTTAATGCCTCAAGGTGTACATTTATAGTAA\nCCAAAAGAAATGAACCGAAAAATAGACTTCCCTGAATCATATCCCTTCTCTAAGAGGTAA\nAGCTGCATCACAGAAGGTCACTGGTGAGGGTGATGTAGTACACTTCTGCCTGGATGTGGC\nCAAGAGTCGCTAGGAATTTGCATAAGACCTCCTATTGCTGGGTTCTATCACCTTCCTCTT\nGTTGATATTGATGGATTGGAGGCAAAGTCTTGGTACTACTGGTAGATAAGTGTATCGTTC\nATGTTTAGGGGTTCCATGTTTCACCAACCCTCCATTTTAGAATACTCACAAGAAACAGCC\nATTTAGGTACGTTGGCTTTCATTTCAGAGGAGTCTTTGGTTCAATCACGAGAGGACCTCT\nGTTAGACCTTTTGGTTGTTAGTTTTGTTTTTGTTTTTTTGTTTTTTATTACCTACAATCA\nCTATTTTAAAGGGGTTAGTGTAATGCTTAGAACATAGGAATTTGCTTCTCTATCAATAGC\nATCATTTTCTTAAGAAGCAAAAGCCCTCAGACATTGGTCAACACATTTCATCCACTCCCT\nAGGTGCCACGTGGATTCCAGAGATTCTTAGCTCCCTTCCTCACCTGGTACCTAGGGAAGA\nACCTGGCTTTCCAGGGGCAACCTTGCTGGGCTCTCCCATTGGTAGAGGCCCTGAGCCTGG\nCCTGTGGCTTTTGTGGGACCCTTTGATCCAGGACTCTAAGACCAATCCTGTCTCCCCAAC\nAGGTCAGTGGACATCAGCCCCACGAGACTGCACAGCCTTGCACTGCACTTTAGGCATCGA\nAGCTCCAGCCTGGAGTCCCAGGGCAAGCTCCTGGGCTCGGAGAACGACACCGGAAGCCCC\nGACTTCTACACCCCGAGGACTCGTAGCAGCAATGGCTCAGACCCCATGGACGACTGCTCG\nTCCTGCACCAGCCACTCGAGCTCAGAGCACTACTACCCAGCACAGATGAACGCCAACTAC\nTCAACGCTGGCTGAGGACTCGCCGTCCAAGGCGCGGCAGCGACAGCGGCAGAGGCAGCGG\nGCAGCAGGCGCCCTGGGCTCAGCCAGCTCTGGCAGCATGCCCAACCTGGCGGCCCGCAGC\nGGGGCTGCAAGCACTGGAGGTGGCGTGTACCTGCACAGCCAGAGCCAGCCCAGCTCTCAG\nTACCGCATCAAGGAGTACCCACTATATATCGAGGGCAGTGCCACACCCGTGGTGGTACGC\nAGCCTGGAGAGCGACCAGGAGGGCCACTACAGCGTCAAAGCGCAGTTTAAGACCTCCAAC\nTCTTACACAGCTGGCGGCCTGTTCAAAGAGAGCTGGCGCGGGGGTGGCGACGAGGGGGAT\nGCAGGCCGCCTTACACCATCTCGGTCTCAGATCCTGCGGACTCCTTCGTTGGGGCGTGAC\nGGCGCCCACGACAAAGGCTCCGGCCGTGCCGCCGTGTCTGATGAGCTGCGCCAGTGGTAC\nCAGCGCTCCACAGCCTCGCATAAGGAGCACAGCCGTCTGTCACACACCAGCTCCACCTCC\nTCGGACAGCGGCTCTCAGTACAGCACCTCTTCCCAGAGCACCTTCGTGGCGCACAGCAGG\nGTCACCAGGATGCCCCAGATGTGCAAGGCCACGTCAGGTGAGAAGGTGGTGGGAGGCAGG\nTGACCTGGGTAGGCTGAAGGTTGCCTAGACTTCACAGTCAAGAAAAGGAGTCACTTATTC\nTGGAGGCCTTGCTGTGAAATGTGGGAAGCCATGGTCCTTATCCCAACCCAGGTCTGTCTT\nCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTCCCTC\nCCTCCCTCCCTCCCTCCCTCCCTCCCTCCCTCTCTCCCTCCCTCCCTCCTTCCCTTAACA\nCTCTTCCTTCGCGTAGAGTGAGCATTTCTTTTAGCTTTTCCAGTTAAGGACAGAAAGCCA\nTGTGAAGTCAGGTCAGAGGGTTTATCCTGCCAAGGGTGCAAGAAAGATTCTAGTAGGTTA\nGAGTCCCAAGTTCTAACCTTGCCAAGAAAGGTTGGGATGAAAGGTCGGGCTTGGATCTTG\nAGGCCCTGGGAAAAGAAGTGTTTGCTCTCTGAACCTGAGAGCTGCATCTGCTTAGGTAAC\nCTGGCTGCTCCTGGCTTTTCTGCTGCTACTTTCAGGGTCTTTGATGCTGTGTCACACTGA\nGGTTTGAACCTAGACGTTCTCTATGAAATGATAATGCTCATAACTGATGTTAGTTGAGCA\nTTTACCTTTGCTAGATCAGTGGTGGTCATCTGTAACTCATACCACTCAGAGAGTAATTAA\nCAAAACTACAGCCTTCTACTGTAGGTAGAAGAAACGAGGGAGGGTAGAGGAAAACAAGAA\nTGAAGGCAAAAGTGAAAACCAGTGAAATTTTACTAAAAAGCCAGGCTCTGGAGACGAGAG\nCCCCTAAGAAGTTCAGCCCAGGAGAGCAGCTGCTCATTGGGCCTCCATGTCCCTACTGCT\nCTCTTCCCTCGGGCGCATGCTGAGCAAGCCCCAGAGATTAGACTACAAACAAACCGGCAG\nTCCTGGGCGTCCCTCCTTGAACTCCATGGTCCTACAACCTTTCTCCTGCTCTGCTTTTAT\nCCGTAAACTTACCCACTGGCATCCCAGCAGGATTCAGAGAATGAATACATCTAACGTGTG\nCCCTCTGAAGGTCATGAGCGGCTCTAGTCCTCTCAGATCCGATGGTTAAGTACCAAGGGC\nAAAAAGATAGGAGTGGTTCATTCTCTCAGAATTGCCGTGTTTGTGTGCATTTGTTTTATT\nAAATAGCAGGAAGGTATTACTAAGATTTTAGTAAATTGTACCCCACCCACCCTGCCACCA\nCCAAAAGTGCACACGAAGCACCTCAGACAGATGTACTCGGTGCTAAATTCTCCTGGCTCC\nATCTAGTCACATTTGCAGTAACGCTATGGTACATATAAGCTGTTAAAAGTGCTGTTCACT\nTGCAGGATTACTGAAGGAGCAGATGGTAAAGTCTGGAGGCCCTTCCAACAATACAGCATG\nGTCCTCACATAGAAGCCACATCTAAAACGCCCCAGGGCAGCCCTCTGTGCTCAGGTCTCT\nACAACAGAAACATGAGGGCTTCCTATTCTATGCAGTTATAGAAACCATCCTGAGGCCAGA\nGTGGAGGGACAAAGTTAAGACAAAATACAGTTGGGGAAACAAAGGTATTTCCCACGGAAT\nGCCTTGGGGTCACCAAGACCCTGTCCTTCATGTCTGACATTGGTCACACCTGCCACTGGG\nTCTGTCATTGACTTACGAGCTCCATGCTGGTCTGACCTGGCTTCTCCCTGCTTTTCCCAC\nACTGACTACATATAGCTGCCTTACCTCAAAGCCAGAGAAGCTCAACACCGTCCAGTGAAA\nTTGGAGCCACCCCACCAAGCAGCCCCCACCACATCCTGACCTGGCAGACTGGGTGAGTTG\nTCCTGTGAACTCGTTGACTTAGTTCTTCTGGGCTCAAAATGGAGTTAGCCAGGAAGGACA\nTCAGCAGTACTGAGCTCCCAGCAATGGGAGGATGTATCAGCAAATGGTGCCAAGAATCAA\nAGCAATGCCTGGGCTATCACCTTCTCCCCAGCTGGCCTACTGTTTTTGATGGGGATGAAT\nTCTGTGTGTTCTACTTAAACGTAGGTAGTGATTCCTGGGCTGAAACAAAGAAGTGGATTC\nAATTCTGGGCGGCATTTGATTTTTCTGCAAAAATGTCAGGGGTAGGAGAAAGAACCCTGA\nGTCAGATATTACACAGGCTTCTCAGTGTGGTTGCTGTCTTAATATTGGGGTGCATCCAAA\nAAAAAGAGGGCTCCCGTCTTGGCTAAACAGTTGTTCTGGGTGCATCAGCAAAGGGGAAAC\nTGTACCTTGAGACCTTTAGGTAGAGGTTGCCCACAGCAAGATACGGAAACTGGAAGTGAG\nCTTTAAGTGTGGACTTAGGGCCAGTTAGGATGTTCCAATCTGCTGAAGGGTCAAGCAGAC\nACAAGTGTTTTATTATCACATGCTGGCACTTTCTACCCAGCTCCTCTCTTCTCTTGCTGC\nTTCTTAGATGGTCCATTCTGTTAACACCTGTTGGTTACTGGAAATGGGCCCCATATCCAG\nCTTAATCCCCAGCTTTGGCTTTGCTGAGCGCTGGTGAGCGTGTCTGGGAAAATCTGACAG\nCTGCAGGCTGAATTATAAGACCATCACAGACCCACAGTTGGTTCCACTGCCTGTGTCCAG\nGCTCCCACGCTTGGCATCCTTAGTCCTCCACATTTATCTGCAGTGACTTGACACCAGGAA\nACTTCATTTTTGGTGGAGAAGATGGGGAGCCAATGCTTATTGAGTACTTAAAACACAAAG\nGCTGACGGCTTCTTTGAACATAAGTGAGTTTCGTGGAAGCCTGTCTGCTCCCCGGCAAGG\nGAAGTAGCTAGATATTTTGGATTCATAAGTGAGACAGAGAACACAAGTCACTCACTCCAT\nACTTTTCTGATAAGTCCTAAAATGTGGGCCCTAGATCAGCACTTTGGGCTTCACCTGGGA\nTCTTCTTGGGCCTACCCAAAACTACTAACTCGGAAGCTCTGGGGTAGGCCCAGTGGGCGT\nCCTTAAATGAACCCTTGGGTCATTAGGATCCGTGGTTGGACACTCACCGAACCACCCCAC\nACTGCTTCTTTCCTCTTTTCAAATTAAGGAAACATAGTCTGTACAGTGTTTCTCATGTCT\nACGGCTAGGGTAGCTTTTGCCAGTAGCTGCTACCCCTCTCTTTTATTATAAACCACTGCC\nACTTGTCCATACCAGCGCCAGCCTCTAAATCCAGACAGCTTCTTGGCTTAGGGTTTGAGA\nATCTCTCGGGACTAATTCATACAAGAGCCACACATCTGTATACCTCTATAGGGTAAATGG\nTATCGTCCAACCAGGACACTTGGGATCCTCTGTGGGCCATGCCCAGTTTCATCTGATCTG\nACCATATGACTGCGTCATTTGACTGATAGACAGGCTCTGAAGTTTACAAGCAGCCCTCCC\nATGCCTACTCACTCGAGTTACCTCCATTACCGCATGTAGCCAGTAAGGCTCACAACCAAC\nTGGAAACAGAAGGTTATTGTCCCTGAAGGGCAGCGTTCTTCCAGATTGAGGATTACTCAA\nGAATAATAATGTGATAGAGAACAGGACAGTGGGTAAAAATTGCCACTGTCTGCCTTCCTA\nACAGAACTACTGAGGTCCTGCTGCTCAGAGATGGAGCCTGAGTGTTCTGTATGATTCTTA\nCTGTGTCACAGACACATGGGTATATATATATAGTCATTGGGTTAAGCTACTACTAATCAC\nGTGTGTCCACTCTCCTGTGTAACACAACCTTTCTTCTCTTCTCCTTCCGCTTTCCTTTGT\nTCAGAGAAGCAACAGAAAACTCTCCCATCATGGATGGGTCTGAGTCTCCAACACACCAAA\nGTACTGATGAATAGAGGTATTGTAAGGGAACGTTTTGTTCTTACTGCCCACGTGTGTGAT\nCCAGATGTCCTGCATATGTGCTGCCTCTGCCCATGTCATAGTTTCCAGGAGGAAATGTCT\nGAATAGTGTGGAAGCTATTATTCTTATGTTTTCTTTCTAGCTACATGTGGCGCTGTATGT\nTCGAATGTGTGTTTTTACATCAGATGTAGGCTAGTCCATGCTCCTTCCTGGAAGACACCC\nCCTAACCCCCAATATATTTAGACTTTCTAGGCTTTAAGTACAAAAAAAACCCTTGCAGTG\nGTTGGGTATTGTTTACCAGCTTGGGCCACACTCTCCGTGAGCACTGAGCCAGTACTGTTC\nTAAATAGCCCAGTACTCTAACTCATTATCCTACCACTTTTCAGTGATATTTGCATGCAAC\nACCAGATGTCATAGAGTCCTGCTTTTCAAAATGTGGCCTGTAAATTACCACCGCCACCTG\nGAGCTCAGAATGACTCCTGGAAGCCACGCTGGCTGCTGAGTGAACTGCATGCTGCAAGCT\nGCAAAGTGCTGCTCTCCCAAGTACAAAATAGTGGGACCTGAGAGTCTAAGTAACCAACTG\nCGTAGTGCTGACGCTGAGAAGCACGTCAGGGACCACTAAAGTGACAGGGGACCATGCAGA\nAGTGGGAAAAGGGCCTTAGTTAGAAAACAACAACCTAATCAGGCTCTGAGTAAGAAAGAG\nACAGCCACACCAAAGTGCTGGGCACTCCACAACTCAAATGATCAAAACGCTAAAAGGGTT\nCAGAGAGGAGAAATGCCCTTTAGTTCTGACACACACCTCGTGAGCCTGGCTTTAAAGAAC\nGGCAGTGAAGCAGGGAGGCAAGAGGGAAACACACAGGTGTTTCCACCCTGGCTCTATGGC\nCACTGACCTACAGCACTATCCACAGCCAGTTGACTGGGTAAGTGAAACCCCATTCTCAGT\nTCACTGTGGAATAGGGAGAAAAGGCATCACTCACTCTTTAAAAGACGATCCAACATACAA\nTTGATTCGAATATGTCCTATGGCATTAAGCAAGCATGTGTTTTGTGAGTGTGAATAGTGG\nATACCCTGTCCAGGTGAAACAAAGTAACAGCTCTGAAGGGCTGAGTCCTCAAACTCCCCG\nTTCCTTTCGTTTCCTCGGAGCACTTCGCCTCTAGAAGCACCTGATGGTGGGACTCCCTAT\nAGTCAATGTTGCAATCAGGAAAATGTCCCTAGGAGACCCACATCACAAGTGAATTGGAAA\nACAAGCTTCTCTAAGATTCTAGCAAGTCGTACCAGTATTTGGGAAGCTGAGGCAAAGCAA\nGGGCCAGAGCTTGCTAATTGTTTGTGTCCACAGTGAGGAATAAATCATCCTCATGCTGTC\nAGAGCTCCTTGGCCAGGGCCAAGCTCCCATGGAGCCAGTGACCGTGGCTGGAGAGCTAAC\nTGGCAGCCCTTGGTCACGTGTTCCCTTTGATCAGAGTAATAGGGAGGCAGGAACTTTTCC\nGCAGGAGTATTGCACGTTTGCAGCAGAGTCCAACCACCTTTCCCAATCAAAGTTCTTGGT\nTCTTCTGGCACAATTTACAAAAGCCAGTTTCACAATGGGGAGACGATGTAAATTACGTGT\nAACCGAATCATCGACTTATTTACCCCTGACAAACAGATACATACAAAGACACCCATGGCC\nAGTGACGTAACTAAGGGCCTTCACTCCTAAGCCACATAGAACTAACCTCGGGTACTTCCA\nATGCTCCAAGCACAAGACTGTCCTAGTGGTTTACCCAAATAGTCAAGAATACTTGGGATC\nCCTCTAGCTCCTGTGGACTTCGCTAGGTCAGAGGAGGGACGTTTACAAAGCAGTGAATCC\nTCACTGGATGAATTCCTGGAGAGGTCGGCAAGTGAGACGGGGGAGTAAGGGAGCTGATTG\nTCCTCACAGTGCCCTGACAGCTCTAAGATACTCTTTAAAATGGTCCAGCCCCAACGGGTG\nCTCCTGGCACTAGGCATGGAAACGGAAGGGTAGCTTAGGGACAGTTAGTCGCCTTGAGTA\nGAGCTACTGCCACTCATCTGTGTGAATACCTGCTGATACTTGGGACTCACTCCCATCTAA\nCCTACTAGAAATACTTACCTGATGAAATGTCTGTTTTCTTATGTATGTTTTTCTATGTAG\nAGACACATACATTTTTATTATATATTATGTTTTGGAGCTGAAGTGCTAGTCATGCTTTCT\nACCACGGAGCTACAGGCCCGGTCCCAACTCTATGTTTTTTTTAAAAAAAATACTTTTATA\nAAATCACAACAGTATTAATCTAAAAAAGCATTAAAAACTCAATCTAGAGCATCACTTTAG\nTGTTACTCTAGGGAAGGCTCACGTTTTTACTGTTCTTCCAGGACAGTGATAATTTACCAC\nAGAAGCGTTAGCCCTTAGGTCTGCTGTAAAGCAAGCCCCTGGCTGTCATGTAGGAAGTCA\nCCCCGAGGTGTACACCCCTGGCTGTCATGTAGGAAGTCACCCCGAGGTGTACAGTTCCAC\nGGGCTTCTCAGCCTGGGCTGCATCTGAAAATCCTGTGGGACTGGGAAGGGCCCCCAAGCA\nAATAGCAGCAGGCCCTGACTCGGGCCTGGACGTGAGCATTTCTGAGGTTCCCACATGACC\nCTGAGGACGACTGTATCGAGCGTTAACTTGCATTGCCGAGGTTTCAGGAGGTCCCTTTTG\nTGCTACTCTTATGGTCTCTGGACGCCTTTCGTATACCAAACGTAATGGAGATTGGCAAGC\nCTCACCTATGTGGGGCAGGGAAGACAGCTCATCTGTAGAGAGCATGTGACTCATGCATCC\nTAACATTCATTCTGTAGTACTCTAACTCTGGTTCTCTCTCTCTCTCTCTCTCTCTCTCTC\nTCTCTCTCTCTCTCTCTCTCTCGGATCCACAGGAGCTACAGTGACAGCTGCTTCCTGGAT\nTCCTCCCTCTATCCAGAGCTAGCTGATGTCCAATGGTACGGGCAGGAAAAAGCCAAGCCC\nGGGACCCTCGTGTGAGCCGGCCAGGCTGGATGTGACCACCGCCACGCCATTCCAAGTCAC\nCTCACTGCCTCTCATTTGCCTTACCCAGATGCACTGTCACCTGCACCAGCTTCGGCCCTC\nAGCACTTTTCTTCTCCTGTCTCCACATCCCTTTCACCCTCAAAAACCTGACTGAGGAGAC\nATTCTGGAAGGTTCCGAACCCACTGTGTGTCCCCTGGCTCTCTTGCCCAGAGAGCCAGAC\nAACAATCCTCAATGGCACCTTGGTGGTTTCCGTCTGCCATGATACCCAGGCCACAAACTG\nTCAGGAAAGCCAACACATGCAATTCCTGTAGAAGAGAACAAGAAAAAAGCTAGCCCTGCC\nTGCAGATACTGAAGCTGTTTCTGGCTGCCACCCTATAGGCCGGCCGAGTGCTTCTAGAGG\nAGAGTGCTCAGGGGATATCAGTTTACACCTGAAATAAATCTGCCATAGTGAGACAGCCAG\nCAAGAGCTCCTAAGGGGACGTGTGAGAAAGAAGACTGGTGCTTCAGAGACGCATCAGAGG\nATCACAGTTGGTTCTATGCTGCCAAAGATTAGACACATTCAACAATGAACAGATAGGAGG\nGGCCAAGAGGAACACACTTTTTCTGCAGCGAAATTTCAATTCTAAACTGCTCCTACGCAG\nCACAAGTGAAAGTCAACCATCTTAGACCACGTCCTGTCGTGACCCTTCTCCTGGAGCACT\nCCTGAGAGCTGGGAACAAACCCAACGGGACAGTGAAGATGAAGGAGGCTCGGCTGGCCTG\nGCAGACTCGGACTCTATCTGTCTGGACATGGGAGGAGCAGGGTACCATTAGGACTGCCCT\nATGCAGGGGCTTCAGCCTACGCCCCCAAAGCTTCCTTCCTTTTGGGATGGGGAGGAAGCC\nAACGGTGACCATAGCCAAAAGCAGTTCTCTCGTTAAAACCACCAGTAAAAGTGTAACCTT\nTCTGTTTTGTACAAGGCCTTTCAGTTTTTGTTTTTGGGAAACCAAGGGAAAAAGCACATT\nGCAATCTACTCAAGTGTTTTACCGTTGTGGTTCATTTTATGTTTGTTAACACTTGTGTGC\nACTCGGACAGACCTCGCCTGTGTGTCGCTTAGTCAGAGAACTCACGTACGCCCTTAGGTA\nGGAAGACTTTTTACACACGTCTACCAGTTGGCAGGCAGAGCAGAGTTGCAACAACTCAGC\nTCCCAAAGGGCCCAGACCCCTCCAGCAGTATCTGTGACCTCGATACACCACCTCCGTCCA\nCAGATACCAAGAGGATAAAAGGCAAAAAACATAAAAGCACGCGTGCAAGCTGCTTGTTTA\nCATGTGTTTTGAGCTATGCTTAACACACAACCAAAAAGCCATCAATCTCCAAAGGCCTCA\nGAACCACTTCTATACTAACTAACCAGTGCACAGTCTTAGTGGGGCATGGCACTAACGATG\nGCACAAGAGTCTCTGTGGAGGTAGTGTGGCTTGCAGGGGTTACCTTGTCATGACTTCCTG\nTGGGGAAGACATCTAGGACCAGGAGCCAGGGTGGGAAGAAAGCAAATCTAAAAGTTGGCT\nGTGGCATCAAAAGAAAAAAACTTCCTCATGTATTTAAATCCAAGAATAACAATAGACATT\nACCAGACTGGGAAGGTAAGAAATGAACAGCAGAAAGGACTGACCCTCACTTTGCAGTGGC\nTTGGAAACCTCTGGAAGTCAAGTGGGAGCATTCATCCCATGTGGCCTGAGGCCTTTTCTC\nTCCCATTCAAGGCTGGGTACCCCAGAGCTGGGCATGGTTGGCGTGATGAGCCCAGCTTCC\nAGAAGCAGTACTCTTCCCAGACACTTGAGGGATAACCCTGTAGGGTGAGTGGGGACGGGA\nTATGATGGTACAAAATGACCCTGGGGCTCCGTGGAGACGGGGCTACCTTTCTTGCTCCTA\nGTATGATAGTCGGAGCTACATAAAGCAGGTTTATTTGGGGACTATTTCTTCCTTCCTTAG\nCTAATGGAAATGTGACACATTGTGCCCCATTTTCTTTCTTCCAAAAGGAGATGCCTGAAT\nAATTTGCCTGAACAGAAAACGTCCAAAAGGAAACAAAGAACAAGACAAGGTTACATGGTT\nACAGGTTATAACAGAGACAGCAGTTTGAAAATTGATTCTGAAGTCCTTCGGATCTATGAG\nAGATGCAGAAAGAATCTAAATGTAATAGATTTGGGGAGCAGAGGGAAACGGAATGGGAGC\nTGTGAACACCATCACGATAGTCTGGCAGTAAGGACAGAGATTTAAGTAAAACAGGTTTTA\nCTGTTTAGCTGTGTTCGGTTAATACACTGTACATAATATAATACGCATTAGTCCTTTGAG\nACTGACATAATAAATGGTCGCTGTGGTTGGTGATGAACGCTCTAGGTATTGTATCCAAGC\nACCTGCAGATTCTTTACACATCCCTGTTTCTTTTAAGGGAGATGAAGTCCCCAGTTTAAA\nGCCCCTATTGGATTCGTTGGATACATGTAAGAAATTGCTTGTTTCAGCCAGAAGACTATG\nTTGTGAGCCAGGTTGGTTTATTTTGTTATATGCAGGTGAGTGTTGGAGTGTTCAAAGCCC\nAATTTGTTTTCATCCAGTATTAGTTTAGTTCTAAATATAGCAAGCCTCACCCAGGTGCTA\nTCAGATGACCAATTACTGCTTAGTTAACTAGGTGTAAAGTTTTACATATCCATTCATGTC\nAATAGTTTATTACAAGTTGTGTAAAACGGACTCTAGTTTAATAATTGGGGGGGTGGTAAG\nATTAGGTTGCTCCTGAAACTGACTGTAGAGCATGTAAAATGATTTTACTGGATTCTGTTC\nAACTGTAATCAATGACAAAGATGTATGTTGTAGACAAAGTTGCAGAATTAAAAAAAAAAG\nGAAATCTGCTTTTAATTTATTCTTTTTGTATTAAGAATTTGTATAGTACCTTTACATTTT\nGCAGAACAGTGTTGTCAACACTTATTAAAGCATTTTCAAAATGAAAACACCCCAGTTGCC\nTCTTGGACACTTTGTTTCTAAACGATAAACATGTAACCACGCTCCAGAAATCTACATATC\nAAGAAGATAATGAACTTTTTTTTTTTCCATAAACATCAGCCTACCTATGGCATACCTTTT\nGGGTTTGGCTTGTTCTTTAAAACAGTCTCATTCTGCACAACAGCTTTAAAATCACAATCT\nTTTTGCCTCCAGCCCAAGTGCGGGCGCACACCACCACACACACCCAAGTACACCTGGTAT\nTGTTGCCGTGGTAGAGAGGCCAGTTCTTTGCTATAAATCATCTACCCTCTAAATCATATC\nACCTGGACAATAGCCAGTTACAGTTACAAAAGTCCCCCAATTACAGCATACGGCTACTGG\nCATGCATTAGCAGATCACTGCAATTGTATCCCTGGCCTGTTGTCACCTGACAGACAGCTC\nTTTCCTAAGCATACGGCTACTGGCATGCATTAGCAGATCACTGCAATTGTATCCCTGGCC\nTGTTGTCACCTGACAGACAGCTCTTTCCTAAGCATACGGCTACTGGCATGCATTAGCAGA\nTCACTGCAATTGTATCCCTGGCCTGTTGTCACCTGACAGACAGCTCTTTCCTAGCAGGAA\nACTGAAAGGCTAGCCTCCAGGAACACCCTACATGGAAAGCCCTTCCTGACAAGGGGCTAG\nAGCCTGCCAATAAGAGCAACGATGCACGAAGAAGCTGGACCTGTCTGAAAGTAAGCAGAT\nAGAACAGTGTTTCCTACTTCCTGAACTCTGGCAACTGTCTGGGAAACTGCTTAGGGCACT\nATCACACTGTCCCAAAATAATCTATACTTGAAACAAAAAAGGCCTCTTGTAAACATGTTA\nTACATAAAGATGCCAAAATGAGCCTGTGCTCTAAGATCCGTCAAAGGAAAGCAACTGGAA\nTTTAGCTTCACTCACACACACACACACTCACACACACACACTCACACACACACACACACA\nCACACACACACACACTCACACACACACACACACACACACACACACACACACACACACACT\nCACACACACACACACACACTCACACACACACACACACACACACACTCACACACACCCCTA\nCTTCTGCCTCTCACATAATGTCAACATAATAACTCTCATTTTTATCTTGATTCCTGGAGA\nACACAAAGTAAACACCCTGATCCTGTAGAAAATATTAAAAATATTCAGTCCCTGACTTCC\nCAGAATAACTGTTAAAAGACACACAAAACTCTCCCCAGAGTGTACAGATCCACTTGAAGG\nCTGTGAGCAGCCAGTGGCCTCTGTCAAGGCCCTGCACACTTGGTACAGAATCCGTGTGCT\nCAGTCTTAGGTGCTTGTGAATCAGAAAAAGCAGCACAGGATAGAGATTTAAAGGGTGAGG\nAACTCTAGCAGCATTAAACTGGGAGGAGCTTAAGCCAATTCCCAAGGACACTAACATACA\nGGGGCTCTCACTCAGACCTTGCGCAAGGAGTTGGCCTCTCTGAGATGACAGCCACTGAGG\nTATAATATATAACTGCCTGGTTTACACTAAGTCACACTGCCAGCAAAGTCACTTCTATTC\nAGCCAAGGCAATAGTGTAGATAATAATTGGTATTCTAGAATAATTGGTGTACACGCACAT\nGCACGCACATGGGTGTTTTTTATTCTTCGTAGAAGCACATTTTATAAGATGTTATCCTTA\nTAAGCCAGTAGTAGGTTACTTTTGCTTCTCTTTCTGGTACCCATTTTCCCTAAAACTCAC\nTCCAGTCATGCACTCCTCCCCTCCGCTTCACCTAGCCGAGTCATCAAGATGGACGCCTTG\nTGATGCCAACAGCTCCCTTTTGTCATTTTATGCAGCTTACCATCAGGCACTGAATGTAGA\nCAGTGTTCCTTACTCTACTGAGATAACTTCTTCACACCACTATGTTTGTTTGGACTCTCT\nTACTCTTGGCTCCCTGTATTTTCTCATCACTATTATAAAGTACCTGAGAGAAACCACCTC\nAGGGAAGGTTTTATTTGACTCTGGTTTAGCAGGCAAAGGGTAGTACCAGGTCCTTGCAAG\nTAAACGTACCCTGATTCTTGGCTGACCAGAACACAAAACGCAAAACTGGAACAAGAGGCA\nCATATAAACTTCAAAGATCACTCCCTAGTGAACTACTTATATCACAAAGGCCCCACATCC\nCAAAGATCCCACAGAGCATAGCCATCTAGGGACCACGTGTTCAAACACACAAGCCTCCTG\nAGAACATTTCCGATTCCAACCATAACACACTGCTCTCCTGGTTTGCTGTGTCACCTTTCT\nGCTGGCGACACCAGCACTTTCCATCCATTCTGGGGCTCTTCTTTCAATCTGTACTTCCTA\nTTGCCTCTTCAACAGCGAGATGTCAAAAACCTAACTCTTGATTTCCCCCTCCAAACATGC\nTCCAATGGCCACCCTCAACTTAGAGGAAGTGCCATCTTCCTAGGGCTCAGGTCAAAGATC\nTTGTAATTATCCCTGATGGCTCTTTTTCTTCCCACATCTGCAGTAAACAAAACAGATATG\nAATGTCCATCCTTGTGAGATTTATACTGCATTGTGGGAAAGAGGAAGAAAATAAAAACTG\nAATCATTTACCAGAGAGGGGCAGGAAAGCAGGCACAGTAGAAGATTTAGCCCGAGACGGA\nAAGAGTAATGCCATTTCCACCACGTCTGCTAAGGAAGAATGCTGGTACACTTACAGTGCT\nTAAGAGTGCTTCCAAATTCAACTAGTGTGAGAATAAGGTTAAGGCCACAGCTACATGAGA\nCAGGAAAAGGGGAGTCAGGATGCAGCAACCTCAAAGCTTCATACAAGAGTCCCAGAATCA\nGAGAGAGACTGCTCACAGGAGTAGGAAGTGCTCTTCTGCCTTCACTAATGTGCATAGGCG\nTGCAAGCTCCCACACACGTGAGCTTACGTCACAGACACACAAATACAAATGAACGAATAC\nGTAACGAAACACTAGGATTTTACAGAAAGTGCAAAAATTCAGTTCCCTTCTCTGAAATCC\nCATGCTTGTAGGAATGCCACTATGATGACACCGTTAAAGAAAGAGAAAAAAAGTTTCATT\nAAAATTGGCATACAGGCTGGGATGAGTCAGTGATTAAGAGCGCTTGGTGCTCTTACAAAG\nGACCCAGATTCACTTCCCAGCACCCACGCAGCAACTCAAACCATCTGTACCTCTACTTCC\nCTGGGATCAGATACTGTTCTGACTTCCATAAGCACTGCCCAAGTGCAGTAAGCTTAACTA\nCATGCTGGAAAAATACTCATGGACATAAAAATAAGTCTATAAATGTTTTTAAAAGATTAC\nCAAATGAAATGATTTTTTAATGGGGTCCCTACTCAAAGATAGCTGAAAAGATTATATCAA\nTATCCAAGCTGGGCATGAGATTTGTTCCTTCCCATTAACAATTAGCACAACAATTGGCCT\nCAGCCATAGTACAACATCTATGTCCATAAGAATGTATACATAAGTATAAACTAGCAAGAG\nGGGCTGGAGAGATGGCTCAGTGGTTAAGGGCATTGACTACTCTTCCAGAGGTCCTGAGTT\nCAATTTTCAGCAACCACATGGTGGCTCACAACTGTCTGTAATTGGATCCAATGCCCTCTT\nCTGGTGTATCTGAGGACAGCTATAGTGTACTCATATACATAAAATAAATAATTCTTTAAT\nAAAAATTAAATAAATTCAATTTTTAAATGAATTTAAAAATTCATTTAAGCAAGAAAATGT\nACAAAACTCAACAGGAGACAACAGGCATGAAGTCTGTCTTGATTAGAGCCTTCCTAAAAG\nGAAATGTACAGTAGAGGTGTTTCAACTGGGTTATCATCGGGTGAACACAAACTAAGTCCA\nCAATGTAACCCTGCTAAAGCAAAGGTTTCAGAAGACACTTCAAATATGAGCAGATGTAGA\nCAAACTAAACTCTCAAGTCCCCAAAGCAGGCGTGTGACTAGTATACGCCCCATGGGAACT\nCCTAGAGATGAAAGTATGCTTACCTTACTCTAGCTATAATAATCTATATTCACCAAGAAA\nGGCATAAATAAGGTTCATGCAAAGTGGCACAACCCGTACGAACCACAGCTATGCACAAGA\nGTGACTCCCAGAAACCTAAACTTCCACTGAACACGGCACATAAGAAAGTCAAGCACACTG\nATTTCCAAATTGGGAAAACACACAAACACAGAATCAAGCAAGCCTAACTTACCTGCTACA\nTACTTAAGGAAGTACACAGGACTTTATAATATGCTAAATTTCTTACCAACCATAAGGGCC\nAAGTGTCACCTGTATATTAAAGAGGATTCAACTCCTTATGCTTTGACTTCTTTCAATAAG\nTCATTTCCTTCCTTAACCCAGCTAGTAATTCCCTTATAATCAGAAGTTTTCATGATATAT\nTAAAAGGTTGTCGACTGAGAGGGTCACAACCAGCGTATTCTTTAAAGAAAACATACAGGC\nTGCAGAGGTGGGTCAGTAGGTGAGAGCACTTGACGTACAATCGTGAGGGCCTGAGTGGGA\nGAGTCCACGTGAAAGACGGACATACAGTAATGCCAGTAATTACAGCCTTTCTTCAAGAGG\nATGGGAAGTGTACAGAAGCCCCAGAGCCTTGTGTACCAGCTAGCCTAGAGGATGCAGAGC\nCTTGTGTGTCAGCTAACCTGGAGGATGCAGAGCCTTGTGTGCCAGCTAACCTGGAGGATG\nGAGAGCCTTGTGTGTCAGCTAACCTGGAGGATGCAGAGCCTTGTGTACCAGCTAGCCTAG\nAGGATGCAGAGCCTTGTGTACCAGCTAATCTGGAGGATGCAGAGCCTTGTGTGTCAGCTA\nACCTGGAGGATGCAGCCTTGTGTGTCAGCTAACCTGGAGGATGCAGAGCCTTGTGTGTCA\nGCTAACCTGGAAGATGCAGAGCCTTGTGTGTCAGCTAGCCTAGAGGATGCAGAGCCTTGT\nGTGCCAGCTAACCTGGAGGATGCAGAGCCTTGTGTGCCAGCTAACCTGGAGGATGCAGAG\nCCTTGTGTCAGCTAGCCTAGAGGATGCAGAGCCTTGTGTGCCAGCTAGCCTGGAGAATGC\nAGAGCCTTGTGTGCCAGCTAACCTGGAGGATGCAGAGCCTTGTGTGTCAGGTAACCTGGA\nGGATGCAGAGCCTTGTGTGTCAGCTAGCCTGGAGGATGCAGAGCCTTGTGTGCCAGCTAA\nCCTGGAGGATGCAGAGCCTTGTGTGCCAGCTAACCTGGAAGATGCAGAGCCTTGTGTGTC\nAGCTAGCCTAGAGGATGCAGAGCCTTGTGTGCCAGCTAGCCTAGAGGATGCAGAGCCTTG\nTGTGTCAGCTAACCTGGAGGATGCAGAGCCTTGTGCCAGCTAGCCTAGAGGATGCAGAGC\nCTTGTGTGTCAGCTAACCTGGAGGATGCAGAGCCTTGTGTGTCAGCTAACCTGGAAGATG\nCAGAGCCTTGTGTGTCAGCTAGCCTAGAGGATGCAGAGCCTTGTGTGCCAGCTAACCTGG\nAGGATGCAGAGCCTTGTGTGCCAGCTAACCTGGAGGATGCAGAGCCTTGTGTCAGCTAGC\nCTAGAGGATGCAGAGCCTTGTGTGCCAGCTAGCCTGGAGAATGCAGAGCCTTGTGTGCCA\nGCTAACCTGGAGGATGCAGAGCCTTGTGTGTCAGGTAACCTGGAGGATGCAGAGCCTTGT\nGTGTCAGCTAGCCTGGAGGATGCAGAGCCTTGTGTGCCAGCTAGCCTAGAGGATGCAGAG\nCCTTGTGTGCCAGCTAGCCTAGAGGATGCAGAGCCTTGTGTACCAGCTAATCTGGAGGAT\nGTGGAGGCAAAACAACGGGCATCCCATTGTCTCAAGCAGGATGGAAGATGAGGCCTGAGG\nTCTGACATCTTCACATGTTGGAATGTGTGCACACACCACCATCACCAATAACAACAAACA\nAACAATACAAAACCCAGCAAATAAAAGCCAGAATAGGAACACATGCTGCCTCAGACATGG\nCCAGGCAGTGTTTGTTTCGGTCCTCTGCGTGGGTGGATATGTGATGCAGGGTCTAGAGCA\nTTCACCATTCACGGTAACCATCAGGGACACTCACATGTACAACTTGAACTCTTTCACAGT\nGGGCAGTCTCAGCCAAGCTCAGGCTGCAATACCCATAGGTCATAGTGTTTCTAAGTCTTC\nAAAGAAAAGCATGCTTAATGCAAAGGCAACTTGGTTTTGACAGGTTGTAAAACTGCAGCT\nGAAAGCCTGTGGGACTGACTTAGCTGCCATGAAGGAAGCCCAATGAATGAAGCTGAGGTC\nACCAATAACACCCAAAAAGAAAGTGGAAACTCCCCAGTGGCGGCTGTCCTTTGCTGTCCT\nTTGAAGTATGCATTAAGCTTGGCCACTGGGGGTGGGGGTGGGCAGCTAACAGTTATTTCA\nGAGCAGGGCTTAGGGATAAGGAAGAAACTAGACAAAGGACGTGGCCTAGCTAAAATACAG\nTCATATGCTGTGCTAAAGTATCCCAGTTTAAAATGTGAAAAATACACAAATAGTCAACGT\nTTTAATAGTAAACTATTTTGGCCAATGTATAAACCTTATTCTTTTTGTAATGAGCACAAC\nTCCAAAATTTTGGCTAGGGTCAGCTCACGTCCAGCCTTTGCTGCTAGCCAGCCACAGGGC\nACTCCCTAGTTACTCTACACCACCAGAAACTGTTTTTAAACTTTCAAAAGACTTTATGTT\nATTGTTAACCATTTAAGTTCCAGGGGTTAAAATTCAGCCAATGCAGCTGCAGAGTCTATG\nATAAAAACCAGTTACCACAGCAGTTTTCCAAAGGGACCCTCTAGAGACTTGTGCTGGCCT\nCAGCTCTCTGGACAGCTGGAAACTCTTCCATCAGTAAACCGTGAGAAAGTGCTTTTCGGT\nTCAAGACTCCCAATATGATGCCATACCATAAATTTCTAGAGGATAAAGTTATGCTTTCAG\nGGGTTGTGTGGGAGAAAACTGCAACAGGGAGGAGGTACGATCCATTCAGTTATCTACTCA\nAGATGCTCAGACAAAAGAAACGTAAAGTTCGAGACTCCCTTTCATTCTGGCCTCCCTTCT\nGTGGTGAGCAGCACTCGTGGGGACTGCGTGCCAGGAATGGAACCAGACACCAACTCCCAA\nAGCCAAGCCTCCCAAAGACTGGGAAAACATTTCTCGCCTTTCTCAGGCTGTTCAGTTTCA\nGAATTCCCTTTCAACAGCAATAACCAAGGTTTGCATTCCTAAATGATTTACTGTGCTCCA\nACTCCAGCATAGTTAAAGCGCTGGACTAGGTTAAATCACACCACAGTTACAAGTCCTGTC\nTGCTTACTTCCCAGGCCTTGCGGGTCTACGCGTGATTGCCAAGTTCCATTTGTGACCCCT\nGCCTGCCTCATTCTGTTCTCCCAGGGCTGTCTCCCTTCTCATACAGAATCCAGACAAATC\nTTAGGCCACTGCTGTATTTCCCTGATCCCCACCCTCCAACACTGAAATTACTGCCATTCT\nAGACTGCCTGCTATAGGCCATTAAACAGTGAAAGATCCATTCACTTGACAGTGACACTCC\nTAGAAAATGAGACAGTCTCCTTACGACCACTCACCTTCTATTAAATGAAATCAGTAAGCA\nCTCAGTAGAAACGGCACCCTGGAACAGGAACTTGGGGGTCTCTTCCAGGGCTAGCCACTC\nACAGTTCAACCCTCTCTTGATGCTGGGTAGTGGTCTCTCCACAGTGAGCTATCAAACTTG\nATCCTCAGAGAAAATAACTGTCACTCATCCAAAGCAGCTACACCACTTTCAAAATAGTCC\nATGGACTTGGAAGGCTCTACTATACAAAGCAGCTGTGCTGGACGGCTTTGCCTAGCAACA\nGGCTAATGGATGGGTTCCTAGCACTTAAAGCAGCCTAAGTCAAGCCAATCATTAGGGGCA\nTTTGATGCATTTCTGATGTACTCTATGTTCACCATACATACATACATACATACATACATA\nCATACATGCATACATGCATACATACATATTCAGATGTACTCTATGTCAGGATGAATCCCG\nCAATGAATCAAGCAGCACCTGTATTGATTTCTAAGGAAAGGGTTTTTTACTAAATGTGAA\nTACAGAGAATCCCAGTTCTTGTGATGGAAGGATGGGGAGGAGAGAAACGGACACAGTCAA\nTAGAGTTGTAACTTGTTTAAAAGAAATCTTTGTTGTTTTAAAAACAATCTTGAAACAAAA\nATATATAGTATAGGCAAAAGTAAAATTTCCATTTAATGAAAGAAAGGTCATCTTCCTACA\nTATCCCAGGAGTTTCTATGTAGCTTCTTTAATTTGTACATAGCTTTTTAATTTCGGTTAT\nGAAAAACTTGACTGAGAGCCACATTCGTGAACATGCTTCTCTCCACCCAGCTTCAGAATG\nGCCACAGTCCCAGTCCTGGAGAATACGAATTCCCCTGCAGACAAAGCAAGCTCAAAAAAC\nAAACAGACAAACAAACAAATAACAAAACAAAACCCCAGCCCACACAGATCAATTTTAGGA\nAGTACTGATGTCATATGATATAGTTTCTTCTTTATGTGGAATTTTTAAAAAAAGATTTTA\nTTTATTTTTTTATGTATATGAGTACATTGTAGCTGTCTTCAGACACACCAGAAGAGGGCA\nTCAGATTCCATTACAGATGGTTATGAGCCACCATGTGATTGCTGGGTATTGAACTCAGGA\nCCTCAGGAAGAAGAGTCAGTGCTCTTACCCGCTGAGCCATTTCTCCAGCCCCTTTATGTG\nGAATATTAACAAGAGAAGACAACATAAAATGACTTACCATGCTGTGTGGCCTAACAGTGG\nATGAAGAATGAGTGATTTGGGCATTTCTGATAGTATTTATAAAGAAGACTTTTATGACCA\nAACCACATGTCACAGTAGGGATTTGCTGCACATCTTATGAGAGTTTCTTCTTTGTCAAGT\nAAGTCCCAAGGTACACCTGCTTTCATCTTAGGAAAAGGCTTCAGCTGGAGTGCAAGGGAA\nCACTGATTCAACCCAAGACAGCCACCACCCTGCAAACAACTGGCAGAAGCTATCCTATCT\nATGCATGCCTTGGACCTTAAGGAGCCCAAAGTGGCTTTCTCAGGAGGGGCCAGCATAAGC\nAACTGTGAATCTGAGCCACCTACAGCAGCCCCCAGGTCCTGTTCTCTGCACTCCTAAACT\nTGGACCTGACTGAAAGTAAAGATGGGGGGCGGGGGGTAGAGAAACCTAATAATGACTCCT\nTCACTTACTATTGCTGCTAACTCAGTTGTTGTTGTTGTTGTTACATGAGTACATACTATC\nCCAGGGTAGCCACAGGGCCCCGTAAAGGCCCTGGGTCTACACTGTAATAAGCAATAATAA\nTGATCTCTTATCATCTGCCAGGCAGCAGACTCAGCATCTTACACAATATCGATGTGAGGT\nATGGACTCTTAGCATCAATGTCAGACAAAGAAGCCAAAGCTCAGCGAGATGGACCCACAT\nGCCCAAAGCTGTAGTTAGATCGAGCATGTCCTTGAGAAGCTGTCAGTCCTGGTTTGGCCC\nACTCCCTCTTCCTTCTCTGACACCACACCCAACCCATCTGCACACATCAGTGAACTAGTC\nCAGACCTCTCAGCATTGCAGCACAGAGTGGTCACGGTGACCAAAGCTCCATTCTGTAAGC\nCCTAGAGCAAGTCATGTTGTGAGGCGAGTGAGGACCAAGTGAGGCACAGGGAAGCCAGGA\nACGCCACAACTCTCCGGCATCCAGTCCCGAGGCTGCCACTCTCAGCTGGATCCACGGCCA\nCTTCCTCACCCTGTCCTTGATATGCTGGTGTTCTGAACTTAGGCTGGTATAACAGCCATC\nTTTCGACCTTCTATCTCCTATCAATTCATCTGTCCAGAAAGATGACAACCATACTCTGCT\nTAGAAAGAAAAGCAAGTCTGAAACACAAGACAAATAACACTTAACAGCAACATTCCACAC\nACTCTATTACAAGATGGCAGAAGGTCCAAGACCACAGAAAACTCTAAAGGAGCATTCAAT\nGACCCATACTTTTGCTGAAATATAAAAAATATTTTCTATAAATACCACATAGAAAAATGT\nGCAAATCACAATAATTTACAGAAAGTTCAAAGCCACCTTCAAATGTTCCTAAGTATCAAC\nGACACACTGGGATCTTGACAATGGTCATTTCCAACCCCCTTTCCTGAGTGGTGGTTGTCT\nACACACTTAAACTACGGATAATATCTTTACAACTTAATTTTTCAACTCATTAAAATGAAA\nTCAAGACACAAAAATTAGTTTGCAGTCCAGTTCCATGTGAAAGCCAACACAGTTCTTAAA\nGTCAACAAGAACTGCACCAGGAAGACCCCACGGTGGAGCTCTTCCCTCGTAGCTGTGGTA\nAGGCCGGAGTCCTCATGCTGCGAGGGATCGAGCGAGCGGAGGCTTCCTGACACACACACT\nGTGTGCAGATCTCATAGTGCATTATACTCCACACATTTTGACGGATCTGTAGGAAAGTGC\nTTCTGGCAAATTGTCATTAACCTCTTCAGTCCCTAGGAACACAAAATAAAAGTTCATTAT\nGACATGGCTGGACTATCTCTACCTACCTTTCTCTGCAGTACTCAGAAATGTGGCACTTTC\nAGCAATGCCACTCAGAAGTACAGGTAGAAGTACAGGTAGGACACTCAGTGTCCATTCATG\nGGTTCTGCTCGTCACAACATCGTTGATCAATTTAAAAAATAAGTATTCTATAGGGCTGTG\nTATTCTATATAGCCATTCTGAGTTTGGGTGGAGAGAAACACGTTCAAAGATGTGGTTCTC\nTCAGAAAAGCTTTCCCTCTCTCCAAAGTTAAAGAAGCTAAGAAGAAAGTCCCGGGACACA\nCAGGAAGGTGATCTCTGCCCCTCCAGCCAGGGAAATTTTACCTCTGTATATAAGACATAT\nTTTTGTTTGAAACTTTTTAAAACAAAAGTAACTACAAGGAGAAAAGAATCCCAGAAATAA\nTATAATTTTCATCCACGTTTGAATACATGAACATACACACTTTCACAAATAGAGTATTTA\nGAGCATAGATAATAACTGGCTCTCCTCAACCAGGCTGCCAGAGAGAAGTGAGCCCTAAAT\nGACCAAGAAAACCATTCAAGGTGACAATGCCTCTCTCAGTTTGACCTTTTAAAATTCTTA\nGCTGGCCAGGACTTTTTTTCTTAGCTTTCTCACTCATCACTAGTCTTTGGGGGGGAAAAA\nAAAGGCTTTCAAGTCTTTATGCAAATTCTTTGTATCCTTACAAACAGGCCAGGCCAAAGT\nAGAAACTTGCAGAAAGCCACTGTAGATTTCTCTTGAAGATAAAAATCTGCAATCAGAAAA\nGAATCCTACGGATTGTTTAATCCATTTCCAAATTTCTCTGATTACAAGGAATGTCTGTTA\nAATGCCTTACTGAAATCTTTGTAATATTATTGACTAGTTAGCTATTAAAACAACAGGGAA\nCAGCAGTGCTTAACTTCACTGATCCTAAACCATACCAATTTTTAGCACAAATTATTTTAA\nGGTGTTTTCAATCTTAAGTTTACAAAAATTAAAACCTCGTAATTCTCATCACAGTAAGAA\nCAATAATGAAATTTAGGCCTAGAATAATAATATGGGCTATAAAAGAACATGTAGCATATT\nGCCTGATACTTTTAGTGTTCAACTCCTTTTCTCCCCTCAAAATGACACAGAGGGCGTCTT\nTAAACAAGAGATTCATGACCCGGTGGAAAGAACTACAGGGCTGCAGTTATACAAACAGTA\nACTGAAGAACTCATGAGGAAATTCAGGGAGATAGCATTAAAAATGGCCTCAGATACATAA\nAAATCCATTATTTAGAACTTTGTTTGTTTGTTTGTTTTGGTTTTTCAAAACAGGGTTTCT\nCTGTATATCCTGGATGTCCTGGAACTCACCCTGTAGGCCAGGCTGGCCTTGAACTCAGAA\nATCTGCCTGCCTCTGCCTCCCAAGTGCTGGGATTAAAGGCGTGCACCACCACTGCCTGGC\nTATTTAGAACTTTTAAACTCTAAATATTCAAACAGCTTTTTTATTTTTGTTTTTTGTGTA\nTAATTTTAGACAGGCTGTCTGGCACTCACACACATTCAGAAGTGGGATTACATGTTTGCT\nGCTGTGCTCAGATCAAGTAATTCTCAGACCCAATGAGACCGTGAAAACACAATCAGTTAG\nCTTCCTAGTAAAACTGATAACATAAATATCAACTACTGTGGAAGGAGCTATGGTCGACTA\nGATTCAACATCGCTGAAACGTGATGTGGAGACAGTTTAAGAGTCCTTCCCAGATCCAAAT\nGTGGCCCACACTGAGCTCCCAAAGGCTCGGGTGGGGAGGGGTTATCTTTCAGTGCGGAGG\nGACGCATGTAATTGACTTTGCTCCTCACAGTTCTTCCGCTAACCAGGTATCTGCTTTATG\nATAAAGAACTTCTCTTTCATACTCAACTGCCCTGCTGTTGAGTTCTGATCATTTTCCCAC\nCACTCTGTGTGAGGCTCTGCTGTGTCTGGCCACACTGTAAACGCCCCACAAGAGCCCTTG\nGTGGTGGTTCTTGCAAATCATGTACTGACTTCTGACTAAGAAGCTGGGAGGATTCTATGG\nGCCTTTGTCATGCCCATCGGCCGCACACATGTACATACACTAGGTATTTTCTTCCTCATC\nCCCCTAAACCATGGTTGTAAGTGAAAGCCATTCAAAGTTAATCTCCTAAAGGTTACACAC\nGTTCTCTATGCAAATCTACACTGTGTTATTCTAATCACTCCATTTTTAACAGTCTTTAAA\nAATCATAATTTGTGTAAAAGTTTTCCCAAAAACTAGGCTAAAGTGTTTCCTCTCTATTTG\nGCAGAAATGAGCCATCCTTGAAGCTTCTACCAGTAATTTAAACCTAACAAGTAGACTTAG\nGTAAGTTAATAAGCTATATAGCTTTTGTTTGATCTATCTGGTTAGGAAACTCCCCGTGGT\nGTATTTAATTTTGTGAGGAACAGAACACTTCAACTTCACAGCTGAAGTCTACAGAAGTTT\nGCATAAAAGCCAGAGGATGAAATCATGTTTCAGCAAACAGTCTCTTGAACTGTTTCAAGT\nACATTCATAGAACATGTTATACCAGTATTTCAAATAAAAATAGGAGTCATGTCACTCTAA\nGTTTTCATTTATGTAATGTCCAGTAACAGGCAGAACTAGAAAACACTTAGTCAAGAGCAG\nCACTGACTACGGCTGAGGAGATGTAAGAGTGCTGCCTACGCTTGCAGAGGTCCTAAGTTC\nAGTTCCCAGCACCCACATGACAGTTCAGAGCTGGAATTCACAGACATAAAATATATTGAA\nTAAGTGTTTACAAACGAAGAGTAACACTGACTGATGGGAGAGAACATAGAAACAAGACAG\nTGTGAAGGAATACGCTCTACCCAGATCTTAGCTTTTAATGTGGCACGTATTACTCAGAAT\nCCCTGGGCTATATACGACTAAAGCCATACACTTCTAACACTAAAGCATTTCTTGATGTGT\nTATTTTAAAAGAAGTAATTATTACATAATTTCCAAATCTCCTTAGCAAGTATCTTCACGT\nAGAAGAGGTCTGAGTTACACATCTGCCAGAGGTTGCAAACTGATCCACAATATCACTTTA\nCCCTTAGCAGTGTCTCTGGAACACAGCTGCTGCTGCTGGCTCACAGGAAGTGCAGGCCTA\nAGATGCTTACTATTGTTTGCTTTGGGTTTTTGAGATTTGTTTATGCATAGAGTACACTGT\nCGCTGTCCTCAAACACACCAGAGGGCATCGGATCCCATTACACATGGCTGTGAGCCACCA\nTGTGGTTGCTGGGAATTGAACTCAGGAAGAGCAGTCAGTGCTCTTAACCTCTGTGCCATC\nTCTTCAGTCCAATGTTTACCGTCTTAAAAAATAAAATAAAAAGGTTTGAACTTCAGGTAT\nCATGTTGAAAATGGCCCTCTCAGAACATACCTCAAATCAACCTCACCAAGAGACCAAAAA\nGGTCGTTACATACAATGGAAATCAAGCCTTTTACAAACTAATGCAATGCCTGGCAGTCTT\nTTGCCTGAGCCGCAGCGTGGACTTCAGGATAAACAACACAGTGACTCTGTGCTTAATTTC\nATACAATGCTAATTTAAAAAGAAAAAAACAAAACAAAACAAAAAACCCCGTGGCAACATT\nTTCAAAATCAGAGTGTTTTTTAAGAAGAAAAAGATTTTGGATTCTTAAAAGAGATTGAGT\nACCAAGGAACACTGGATGTCCATTTCTACAAGGCAAGGCTGACCAAAATGACAGCTAGCT\nACCAAAGAGACTGAGCACCAAGGCCGCTCCCATTGTACACTCACAGTCTACTTCCTTATA\nGCAGAAGGAGAAGAAAAACGTACAGCTCTTTTGTTTTACATGCAAGAAAATGCAGGACGA\nGAGGCCAGGCAGGAGGCCAAGATCGGAACACTCAGCCCCCTTGTTGTTGAAGGCCTGCAA\nCAGGCAGAGCAATGGCCTCTAGGAGAAATGGCAGAGAAGACTTCAGACAGATGTGCATGC\nAACTGTTAACTCAATGCTTGCAAACACTGCCACCCTCCTCCCAACTGTGGGCCAATTCTG\nCCTACTATTAAAATCTGTTTCGGGCTAGAAAGATGGCTCAGCGGTTAAGAGCACTGACTG\nCTCTTCCAGAAGACCTGAGTTCAATTCCCAGCAACCACATGGTGGCTCACAACCATCTGA\nAATGGGATCCAATGCCCTCTTATGGTGCATCTGAAGATAGATATAGTGTACTCATATAAA\nTAAAATAAATAATTTTTAAAAATCTGTTTCATACTGGTTTTTTTTTGCAACTTCTTGTGA\nCTTTCAAATAAGAAGTTTAAAAAAAGATTTTCCTAATACTAAAATTCAAACTTTACATAA\nCTTATTTGGCCCTTCACTGCAGAGAACAAAGCACCCTCCTTCTACCATTCTGCACTACCT\nTATCTAGGAGTGTCTCATAAAGACTGCCATCAACAGTCTCCATCCCTACCGACTAGACAA\nGACCAAGACTATGAACCACAGAGGCGCCCATCCAACCACAAAGTATTTATTGAGCACTAT\nTACCAGGTGCTGCTGTGGAGTCTGAGGACAACAGTAAACTATGCTGTCACCCCAGCACTA\nGGTCATCACCAGCTGTACCACACTCACTCCTGTGAACTGCAGTCCCAGTCCACTGTCTCA\nCTGCTGCTCAGACTGTGTACTTGACAGAGTGGGCTGCTGGGTCCAAGGTTTTATTGTCTT\nCCTTACTATCAGAAACTGTCCTCTGTGCCAATATGTCAAGAACTTCTGGAATGTCTACTT\nCTTTTGCATGTGACTATACCACTCCATAATTTGTCCCTGTCTTGACCTCAGAGACTAAAC\nTTGTGACAGACGTCACAGAAAATTAACACTATGCCTTGAGACCAGTCAAGGCTTTGGACT\nCAGCCCGCCATCTTCCTGTGCGCTCTTAAACTGTGTGTAAGTTTAGCCTGCCTTTGTGAG\nACACAGAGCCAACCTTACTACGCCCTAGATTTCCCATGCTGTAAGTAAGCGTTTACATGA\nAGGCACATGCATAGCTTCCATGCTAAGTTACACACTCCATGCCCCTGACCATGAAGGTGT\nGTGCGTATGCTTATGCTGACAAATCTCCACTGCCAACAGTGTGAGGATGCAGCCGTCTGT\nGGTGCTGTGCGCCACTCAGTCAGCTGGGTCAGTGAAGCAGTTTCCTCCCTAGCAAACACT\nGTTAAGATAGCGGTAAAGAATCCTCGCCAATCCCCCCGGCCTCCCCCCGCCCCCCCCGCC\nATGTTTCCTGTGCTGTCCAAGCCTTTATTACAGAGAAGCATGGCACACAGGAACAGACAC\nAGACAGATCATACACACAAAACAGGCCAACCCGTAAAGACTACAAACAGCAACAAGACTG\nAGCTAAATGGAGAGTTCAAATTTGGACTTGTTCTTCATAAATGAACCCAAGGGGCCCAAT\nGTGATCATCATGGTATGCACTTTCTAAAACAGTGGTTCCCAACACGTGGGTTGTGGCCCC\nTTTGGCAAGCCTCTATATCCAAATATATTTACATTATGACTTATGACAGTAGCAAAATTA\nCAGTTATGAAGAAGTCACAAAAACAGTTTTATGGTTGAGATTACCACAGCATGAGAAACT\nGTATTAAGGGTCATAGCATTAGGAGGGTTGAGAACCACTGTTTAAAGCCTTTGAAACTGA\nGCCGAATAATCCCTCTCAGATTTTGTTATCCAGGCTAACACATCATCCAAGTCAATGAGA\nAAAAGACTAGAAAGTCACTAACATGTCCCTAGCATCTGCTCAAGGAGAGACTCCAATCCC\nTTATTTAGTACTCAAGGCTTCCTCATTCAACAGGCTGACGCCCATCGTGTCCTCTCCACA\nGCAGAGGCAGCTGCTGTCTCAAACAGCACTCACTCTCCCTAACCATCTATAGGATGCCAT\nCCAACTCTCCCTAACCATCTGACCTTGACTATTTAGCCCAGGCTATTCTTAACTCGAGAT\nACCCTGTGACTCATCCCAAACCTTCCAATCCTCCCCCTTCCAATCCTCCCCAGCCTCCAA\nGTGACGAAACTACAGCCATCAAACCTGGCTGGAAAGTAGAGTTAAGCAAGAAAAAATGAT\nAGCTTATTCTGAAGTGCTTGCTGCCCACGCAAGAGAACGAGAGTCTAGAACTCAGTAGAG\nTCAGGCACAGTGGTGTGCAGGCTGGCGAGACCGACTAGGGAGATGGCTCAACGATTAAGA\nCACTCACTGCTCTTACAGAAGACACAGGTTAGGTTCCCAGGAGCTGGGGTGGCTCACAAT\nTCTAACTTCAGTTCCAGGGGCTCAAACACTCTTTCTGGCCTCCCTGGGTACAAGGCACAC\nATGATACACTTAAACATATGCAAGCAAAACATTCATACGCACAACATAGAAATACTTCCT\nTTTCTAAAGGTAGCCATCCTGAGAAACAACTCTGAGGTTAGCTTCTGGCCTCCAACCGCC\nCAGTGCACATCCAGGCACACGCACCTCCCACACATAAACACCCACCCACGTGGCACTCAT\nGCACACACACTTTTTTTTTGAAAGAATATTTTTTAAAATAGAAAACTATAGTAGTTTTAT\nTTTATTACTATTTTTAAATGTATGAGTGCTCTATTTGCATGTACATCTGTGTGCCCAAAG\nAAGGCACTGGATCCCATTGCAGATGGTTTTGAGCCACCATGTGGTTGCTGGGAATTGAAC\nTCAGGACCTCTGGAAGAGCAGCCAGTACTTTTAACCACTGAGCCACCTCTCCAGCTCCCC\nCCCCCCCACTTTTAATATATAAATAAACTAGAAATCCTCTTAAATAAATTACATATGTAT\nATAAAAACTAGTCTAGGAGGAAGTAGAAACCACACATTGTCTACAAGAAATGTTGTCTTT\nAAAATTATCTAATTGTATAAACGTTTAAACAGTGTAATTTACCCATAGTATAAATGAGCA\nTGATTAACAAATTTAACCCTTGGAAATTATAATCAATTATCAAAGGAAAAAAACCTACTC\nTTTTCTAATTCAAAGCGTTAGCCTTTCCTACAGTCATCTGTGGTTTTAAGAAATGAAAAT\nCGAGCCAGTGAGATGTTCTGCTGGTAAAGGCTTGCAGCCAAGCCTAATGACCTGAGTTCG\nATCCCTGGAACCTGCAAAGGTAGAGGAGAACCAGGGCTCGGGCCTGTATATGTGCACCAT\nTGCACAGCACACATGCCACCCCTCACTCACAATAAAAACATTAATAGAATCCTGAAAATT\nAAAAACGGAAAGTCTTCGAATTTACCCAAGTATATGTGAACTGTACAAACTGCACAATCA\nACACTAGGGAGTCAGGCTGAGATGTTTATAATGCTAATGAATGTGAATAAGGCACAAAGT\nATGTCATACAAATGACCAGTCAGCAATTGGAACTAAGATACAAACAAAGATAATTCATGA\nGTGGTGACCATTCTCTAGCTTAGCATCTGAATGTAATTTTATGCATTTAAGAAAATTTTA\nAGTAAATTTCCAGAACTCATCTTCAGGTTTAAGAGCCGCCACCTGGCAAGCCGTTCCATA\nCAATTTGGGATCTGTAAGAGTTTGCTAAAGATAGATCATAGTTGGTTCTTTTTTTTATTC\nACATCAAGGTTTCAATACAAACAAGTTTGTATGAGGCATATATAATTTCAAAAAAACAAG\nTACAAATACTTCAGACTTAGTTGCATAATTTAAAAAACATTTTCATATGCTACTTAAAAA\nTAACTATAAACATTGAAGCCAATACTTCACTTTCCATACCTTCTTAGGTTACCATACACT\nAAATCCATATTCCAAGTCATATTATCATAAAATACTCTAAACTGGTTGTCCTAATTAAGC\nCCTGTATTTCTCTTATGTACCCAATCTGTAATTTCTTTGTTAGAAGCAAGTTGGATATGA\nTTCATACCTGGACTATATATATAAGAAGACTCTGTTTCAAAACAAAAAAAAAATTCCAAG\nAGTTTTGTTTTAGTCCTAAGCAAATTAAGAGCCTCATGACTTCCCCTCCCTTCCATCAGG\nTATGGAAGTCGTGGTGTCCTTTACTCTGTGAGGCTGAGAGGGAACTTCCCTGTAACCTCC\nTCACTGCCCCACTCACTGCGAAGTCACTGCCCTTCTCTGGGGTTTCACTCTCCACACTTC\nCAGTTACCTCAGTCAACTGTTCTCACAGCTTGACGATGCTTCCACAGGATCTCTAGAAGC\nTCAGCAGGAGCCTCCAGCACCGCAGCACCACCTCCAGCAGCAGCCTCACTTCATCCCCTT\nCTGCAGAAACTGTACCTCATGGCAGCGCAGAGGCGAGAGCACCACGTTGCCCGGGAGGCC\nATACTCACACAATTTTCATTACAGAATATCGTTACAACTGCCCTTTTTTATAACCAGTTA\nTTAACAACCCCTCCTCTGTCCCTCCTACCCCTGTGTATTATGATTATCTGAGACATGATC\nTCCCTCTTTATTCCAAGCTGGCTCAGAACAAGGTTCTCCTGACTCCACCAATGAAGTGCT\nGGAATACAGGTGCATGCCACCATGTCTACTCAGCCTAATTAATAAACCAAATTTTACCAT\nAGTCGAGTAAGTATCTGGGCTCAGTACTATCTAGTATTTCTGGTGTCCACTAGAGGCTGT\nTGAATGCACTCCCTGCAGAGAAGGGTTAGCATAAGCATTCTTTCACTTTAGAGTTCTATG\nTTTGGAGAATTAAAGAACGTTTAGTAACAGCAACTGCTGTACAAACCTGATGACCTGAGT\nTGAATTCTCAGAACACACACAAATGTAGGTGAGAACTAACTCCACAAAGTTGTCCTCTGA\nTGCCTATATGCATGCCCAGGCATGTGTGCCTGCGGGCGCGCGTGTGAACAAATACACACA\nTACACACCCATTATTTTAAAAAGAAAAGGACTGTTAGAGCAAATCTTGTCCTGCTTACCT\nGAATGTATTTCCGTTGGGTTTCATCATTTAAAACATGCGCAACATGCTTGGAAAAGATCT\nTCTCCCTGCCAGTTCTGGCATGGATACCAACCATGGTGACACCGATAGGCCAGGGGGCAT\nTGCCAATGGCCATCTGAAGGTAAGCATCATTCGCCTGAAACAAAAGTTTAAAGAAATCAA\nAAAGGCAAAAATATATTGGTTCAAATGTGTACTTCCAGTACTGCATAGCCCCCCCTTCCT\nGACCGACATTTTATCTACCTCTTGGCAAAGATATTATGTTCCATTGCTCTAATCAAGAAT\nTAAAGTTTGGGGTGACTTACAGCCTGCCCAGAAACACAAATGCCCATGAAAACACAAGTC\nAATACTAATGAGGAAGACAAACACCCCTTTCTAGCCTTTGTGCATGGAAAACAATGCATT\nTCAGACTGGAACAGCAGGCAGTTCATTTCACGTGCTAACAGATACTCTATTTTGGATTCA\nGTCTCCAACACATGGAGCTGGAAGGCGGACAGTAGCTAGCTAGCCTTTCACCACCCAACC\nTGCCATCATATTCACTGTCCACACAGCACTGTGGGGCTCTGGAAGCAGTGGAGGGCGGGG\nCGATGCTTTATCTGCTGGGGCAACCACATAGGGTCCCCAACAGATGGACACACAAGCCTG\nGACACTGGCTCACGGGTCACACAGCTGAAGCACATGAGCATGGGAACTTTCCACCTTGAC\nTCCCAAGACTCCTACTTGTCCAGAGCCTAAAATAAAAGCTATGAAAATCAAGACAGAAGC\nCAGTGAACACAAAGGGCTTGGTTTACAGTCAAGTCTGGCTAGCTGAGAGAAAGGAGGGAA\nAACAGAACAAAACACGGGAACTTCTAAAGCTCCACAAAGACAGCAAGCAGGCTGCACACA\nAGCCCTCGGTTAACTGGGAGGTCACATCCACCCTAGGGATACCTGTCACCTCGCTCTGCA\nGCACATCTTAAGGGTTTAATTTTAAAGGGAATTCTGTGTGGTTTTGGTCACTGGCTCTCA\nTATGTAACTTCCACACAGGATTTCAACTGATACAACTTCCAATTTCCCACATCTCTAAAA\nCCCAAAGAGAATTCCCCAACACATTAAAATGTACTAGTTCTCACCGTCATTTATACAAAG\nTAAGCTTTCACCTGATTTTGATATACATTGTGAGAAAAATAATGACAAAGGCATCGGCTA\nGAGCAGGCAGTGATTAGTGCCATCTGCCATGACCAACTGTGCCATGGATTGCCATACACT\nGCCATGCAGTCATCCTTACTAAACACTATGAAGGGGAGGGGAACAATGATCAAAACACGC\nATGCTCAGAGAACTAAAACAAGCAAAACAAAAGACTCATGCAACTAGCAGAAACTAAGAA\nTGAAAAGCTACCTCTACTGGAACAACTGGCTTTAATAATAAATCCCTCCATGACCCAATG\nCTCTCATCAAGTCACCATGTCATCTGAGAATGCTAGCAGTTCCCTCTTCCCCTCTCTAGT\nGCTCTAGCACTGCCTCTGGGATTCAAAGACCTTCACTCCAGGCTTCGTGGGCACCTCAGT\nGTCATATTTTCAGTATCCAGAAGGCTTCTCTCCCTTCTACAACTGCCTTCCCTCCAATGC\nCCGCATCTAAGCTCTCCCCAATAGTCCTGGATCCTAGAGTGCATTCCAACAGCTCTCCTG\nAGAGCTAAGGCATTGGCGTGAACAGCAACCACCCTCCTAGCAAGCAGTCTGCTACCTCCA\nCAGTACTGTAGGGGGGGGTGAGTCCCAGCAGCCTTCCATGAGCAACTGCCGAACATAGAA\nACAACCACAATGCATACGTAAGGTCCTCGGAATCAGCCAGGACAACAGCTCAGCTATGTT\nACCAATTAACTAAGCTTTGCAGTGGTCTGAAGAAGCTTGCTTGTAGGGGAGGATCTGTTC\nCATGCCGTGATGAACTATTTATACACTCTGATATTCAATCCCACCCATAGACGAGCATGC\nCTATATATCGCACATGCTCTGAAGAACCTCTTAACCGGCTTTTAAAATGACTAAGACACA\nAAGATGAGGTCTCAAGTTTGTTACTCAATGCCAAGAGAACAAAAAGACTTTCTCCTCCTA\nCCTGCTTCATGCTTCATACTCATTCTTAAATGTACTATGTAAAATTCTCCCCATTCCATA\nATGGTTACAGCAACTGTAACACATAGTATAATTTACCTTCACGTACTCTCTCTGCAACAT\nGAACTTAATAATATCTGTTATTGATTCTTTAATATCAGCAGGAAGATTCTAAAAAGAGAA\nAAAACATAACTAGTTTTAGAAGCTACCATATGTAGTGAAAACTACTTATTCTATATATTC\nTGATTTAAACAAACAAAAATATGAGTTTAGAAAGAATCTTCCAGAAGCCTCACCCTTTTC\nCGGAGCTTTCTGAAAAGCGGTCTGAGGTAGGACTCCGTCTGCTTCTGGGTAGCACTGTTC\nAGTTTGCCCTGCACACTGCGTTTCACGTAGTCCTCTCTGGCATTCAGTTCTTTAGCCCAA\nACACCAAGAAGAAACTGTTGGGAAAAAAAAAGTTAAGGCTGCAGTGCCCCCCAGTGGTGT\nGTGTGGAGAAGCTCTCAACACGGACAGTCAGCACAGAATCGTCCTTATCACTGCTTGAGT\nAAGCTGTCATCTACTAAGATTTAATTAACAAACAACTTGTTTGTTTCATCATGTGCTTCA\nAAGTCAAGACACCCAATTATGTACATGATGAAGATGGACCACTTCCGAAAAAAGAGCTAT\nCAAATTCCTCAATGACTGGATTGAAATAAACTCACTATATTTTTATTTGTACCTATTATG\nCACAATTCAACTAATCCGGGTTTATCATATATATGCACTTTGATATCCGATCAGTGTTTG\nAAGTATGTTATATACTATTTAGATAGATAGATAGATAGATAGATAGATAAGTAAGTAAAA\nCTCAAACTGCAATCCATGCCGAGTTCTCAGCCTGGCAAAGGAACCCAGAGCCCCTTGGGT\nGTAATTGCAGACTCTTTCCAGGGACAGGTGGCAATGAAGGCTGAAGTGAGGACAGACCAT\nCAAAGAGAAGGGCAGCTCCATGCACAGTCTAGATCTATGCTGTGTAGCCTGGGGATACAC\nAGAACCCTGACAACTACAGCATTCAAGACATAAATACTTTAAAATTCTAAATAACAAAGT\nAAAAGAAAATGTAAATACAAATAAAAGCAGTCCTTGGTCTCCCAGTCTGCAGACAAGTAT\nTTAAATGAATTTAGGATCTGACCTTGTTCTCCCTAGATAAGGAAAGAGACAGCAAATACA\nGAACTAGTCAAGACGGAAGCCCAGTACTCAGGAAGCCGACCTTGCTCCTGATCCTAGCTC\nTGCTCACTCTGCTCGAGGCCCTGCCCTAGCTCCCTCTCTCCGCCCACCACCTCCCTGGCA\nCAGCTCTCTAGAGTATCTGAGGCGAACGAACAGGAACTCCGAATGCTGTGGCCACTCTAT\nGCTGCAATCACTGTCCCTGGCTTTTGGGCAAAGCCCACACAGAAAGCAGACACACACTTC\nCATCCATTATCCAGCACACATAGGGTGAGAGGCTCCAGCAGCCTAGCACTTAGCAGCAGG\nCACTCACATGGCAAGTACAAACGCTGGGGAAGTACCCTCCCCAGGATATTCCCCGTGTAG\nGAGAGTTTCCTACACATCCGCAATGGTCTCCGGCCCTTCCCTACAGCACTCACCTTCAGG\nAACTTGGTGATGATGTCCATGTCCTTATGATCGTCACCTTTCCCTAAGGACTCCCCCAGT\nGCCTCAAGAGGAAAAAGAAAACATGCCTGTTCACTAACACATAGCAATTTAAAAAGAAGG\nTGTACAAGTGTGTGCATGTGACCAGCAATATGTTAAAAAGGCTTTACTAATGCATAGACA\nAGTTAGGAAAAACTGCACATTCTATGTAGAGATGCGCTACGTCTTATGCATGGAGAGGTA\nAAAGTCAGCAAAGTGGCTCAAGGGTAGAGGCGAGTGCTGCCTGCAGAGAGAGGCAGACTG\nGACAGCCTGAGCTCAATCCAGGTAAAGGCGGAGAGAGGACCAGGCCTGCACAGGCACAAT\nCTGCACTCCACACACATGCACACAGCACACATACACACAGTAATAACTCAAAATACTTTA\nCACACTGTTACTGCCTTTTGCTACATATCTGTGTTTGGACGTGTGTGTGTGTGTGTGTGT\nGTGTGTGTGTGTGTGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGTGA\nGTACGGGAGCTTAGAGCCCGGAGCTGCAGTGTGAGCCGTTCAGCATGGGTGCTGGGAACC\nAAGCTGGAGAGAGCAGTGCACGGTGTCTATCACAGTTGAGCCACCTCAGGCCCCAATTTT\nGCAAATTTAACATAAAACATCAATGAAAACATCTGTTAACAGAGCTGGGCACTTCTCCTA\nGATGGATAAAATGGCCTAAAATCAGATTATGCTGGTGACAACACCCTGTGGATATATATC\nATGAGCCACTCAACTGTATACTTGATTTTGGTAAATTATATTGCATGCAAATATCTTAAG\nAGAGTTCAAAAAAATAAGGAAGAAAGAGAGGAGGACTAGAGGGAGGGTTAACAGGACAGA\nGGGAGGGAACAAGCCTGAGTGACAATCGATAGCTCACTCAAATTATTTAGTAAAAGTTAC\nAGAGCATCCCAAAGAGGAGCTGGAAGGGAGTGCAGTAAAATGGCGTCCTTAGCTGCTACC\nTCACTCTAGAGATCCCTACATTTTCAGAAACCAGAGACTAAAGCAAGGACAGGTGACAGC\nTTAACATAAAGCTTTGTGTTAAACATAAAGCAAACAAAGAACTCTGACCTGTACTTATTA\nCATGCTGGATACTTACATGATACTGTTGTTTCAATAAGATTACACATATCATTCACATGC\nATCACGGTGCCAGAATCAGGAGGCTATACAGTGCCAAGTGCTAGCAGAAATGTAAGGACA\nCGCCCCTCATGTGCTGCTAGAGGGACAGCCCTGAGACAACCATGCCACAGACGGAGCAGT\nTTGTTAGTACTCAAATTGAATATGTGTGTATAAGCCCCACAATTCTGTTCCAGTCCATGT\nCCATGGCTAAGGAGGAGCTGAGAGCAAGTGTGGATCTTAAACACAGTGTGAATTGGGGAA\nAAGGAATAAAATAAAGATTACCACAACACACAATATTACTTTACATGAACATAAAAACTG\nCAGCGCCGCCAGCAAATAAAAGGATGCAAATACTACAGTGATCACTTCTGAAGGTAGGAA\nATGTGAGTGAACGAGAAAAGCCAGTGCCTGCATGCCAAGGATGGCGTGCGCTGTGCAGGA\nACACGGCTCAACTCAGTGACCTGCTCCTCAGGAGGAAGGGATGCAGGGGAGCGGGTTCAG\nGGCGGGTAGACTACCTCTAATTCTTCAATGGTGGTGTTTTCCTCGTGAACTTTCAGGTCA\nTTCTGGGTGTCCTCCTCTCCAGGTTCCTGACCACCCACAATCTCATTCAAGTACTGCTGG\nTCAATCTTGTCCAAAGCTGCTTTCAGATCATTCCTTAAGCCCTAGGGTGAGAACAAGCAG\nCACCAGTTAGGAAGTGTCACCGTGTGTGTGTTTGTGTGTGCGCGCGCGTGTGCGCGATCT\nGTGCTCGTTCATTCTCATCAAGTACATTGCAGGTTGAGATGTAGCTCAGTCAGCAAGCGC\nTCGCCTAGCGTGCACAAAGCCACCTAGGACCGAGAAATTGGTCATGGTAGAACAAACCTA\nTAGTCACAGCACTTGGAGGTAGAGGCAAGAAGACCAGATGGTTCGGTTTGAGGCCAGCCT\nGGGCTACATGACCTTATCTCAACCTTCCCTTCCCAAATCCACGCCAAGAAGTACATGTCA\nTGCTAAGGCCTTGTCAAAACTAGGGAATGAAGCAAATCATTGTGCTACTCACTTTAAAAT\nTTTTTTGTTTTTGTTTTTGTTTTTCAAGACAGGGTTTCTCTGTGCAGGCCTAACTGTCTT\nGGAACTCACTCTGTAGACCAGGCTGGCTTCGGAAATCTGCCTGCCTCTGCCTCCCAAGTG\nTTGGTATTAAAGGCAGAAAATAATTCTTATAAAAATAGTGGAAAGAATATATGCACACTG\nTCCAGTCTACTGCTAAGAAAAAGAAAACAGACATGTTAGAAATCTAAAAATCCTCATCAA\nAACCATATTGTTTTTCTAATAATAAAACTTAGTGAACGTGACCAAGTTTCATTCGAGGTC\nCCCAATCCATTTTCCCAGGTCACATACATGTTTAACCTCATTTCAATTGCTCTGAACTCC\nTTATGTCAATGAAAAAACAACAACAACAACAACAAAAAAAACAACCACTACCCAGTGTCT\nCTTTAAGCCAGGCTCTAAACTTTGTTTCTACCAAAGATACACTCAATGTATCTCTAGGCT\nTGAATATTTAATTTAGAAGAAGAGAACAGGCTCCCTTAGCACAAGCTATGAGACAAAGAG\nCCAGGGAGCAGGGCTGGGGATGCTGAGCAGAAGAGCCAGGGAGCAGGGCTGGGGATGCTG\nAGCAGAAGAGCCAGGGAGCAGGGCTGGGGATGCTGTTACAAATCTAAAAATCCAAGGAGC\nTAAGGAGCAGAGTAGGAGATGTTATGTGGCAGGGCTTGAGAGCAAAGGTAGACTTGGTTC\nAGAACTATGCTGCATGGGAGTTCTTGAGCAACTTACTTACCTTTATGCTTTGGCTGCCTC\nATCTGTAAAATAGGATTTATTCTACCCAATATGTAGAGTTGTCACAAGAAGTCATTGTTG\nGTCTATTTTACATTTACTATGTGCTAGGGCTGTTCTCAAACGCTAACATAGTTCCTTTCT\nGAGCTAATAAAGGCAGTGTGCACCCTCAATGCTCACTGCATCCTACCATCCACCCATCCT\nAGCATCAACACACACACTTGAGTTGGAATATTCAACTCAAACACTTTTAATTTAGCAAAC\nATTGATGGCTTGCTCTATGTAATGTACAGACCAGGTTCCCAATGGTTACCGCATTTAATT\nCTCAAGACAGCCCAGTGAGCAGAAGGTTCCACCATCTCTATTTCACAAGTGAGGCCTGGA\nGTAGATTACAAGACTTGCCACTGGTCACACAGCTAATGATTAGCATCCAGGAATAGACCC\nCAGATCCTTCAGACCTATGCTCTTTCCTCAGAACCGTTAGATGTGTGATCTAGGCCACAA\nATACAAAGACAAAACACCCCTGGCCCCAGAATAGGATAAATACACCCCAAACTCTGCCAC\nTAGTGAAATACACTATGTGCATCTGCAGAGGTTAATTATGGGAACACAAAGAAGGAAGCA\nACTAATTCTTTCTGATGGGGACTGTGATTAGGTTAAAAAAAAAAGTAATTTTTGCATTGT\nGTCTAGAAGAATAGACAATATTTTCAAAGGCTTTTTAGAGAAAGACACTGCAAGCACATC\nATTAAAGACAAAGAAGAGCACAAATATCCCAGGAGCTTGGTACCACAGGGCTGGACGGGC\nACTGCTGAGATTCAATGCAGAAAGAGGTCTGGAAAGAAGGAAAGCAGACAGAAAGCACTA\nACTAGCAAACAGAACACATGGAGCAAGACCCCTAGCCAGCCCCCAGCTATTCCCACCACT\nCCAACCGAGACAGTAAGCCTGTGCGTAAAGATAGGACCAGGCCGAGGGTTGGGAGAAGGC\nTCCTCACACAGGCAACCATTTCCCTTGGATTGCAATCACACAAAGACTTTATGTAAAGGT\nCTGCCTAGCTTAGACCAATCAAATGATAGAACTGAGTTTTTCTGGTGTCATTAAAGTCAC\nAAATAACCAAGAATACTTAATATTACTAAACTGCTTCACAGCACCAAGTTTTGGGACGGA\nATGTTAAAAGCCAAAGAAAATCATACCCATCTTTCAGTATTTAACAGAGTGAATTGATAA\nAAGGCTAACGAAGCCACAGAGGAGCTGAGCAAGCACTGCCCTAACACCTGCAGAACAAAC\nATCTAAACCCAAACCACGTTCCTTTCAGCCGCCACAGACCAGACCAGATGCTGGCCACTA\nACACATAACCAGAGCCTCTACGTAAAATACAACTGTTCCTTCTAGAAGAAAACACAAACA\nTCTCTTCAAGTCCTTGGCATAAGCAAAGAATTCTCAAGCAGAACACAAAACCAACAACTA\nTTGAGAAAATTAAATTAAAATAGATAAATAAAAACTAAGAAAGAATTTGTTAACTGGGAC\nTCCATTAAGAAAATAAGTGGGCTGGTGAGATGGCTCAGTGGGTAAGAGCACCGGACTGCT\nCTTCCGAAGGTCCGGAGTTCAAATCCCAGCAACCACATGGTAGCTCACAACCATCCATAA\nCGAGATCTGACTCCGTCTTCTGGAGTGTCTGAAAACAGCTACAGTGCACTTACATATAAT\nAAATAAATAAAATCTTTAAAAAAAAAGATTTTAAAAAGAAAATAAGTAATATACCATCGA\nGGACCAAACGAGTCAAAAACCCTACCTGTGCTCCTCACAAAGGGCTCATCTGCAGCACAT\nATATGGAACTTCTAACTCATTAATAAAGGACAGACCAATTAAAAGATGAACACAGGGCTC\nTCATAAGCCTGTGATGGTTGCTCTCACCTGTGGGACTTATGGAGACAGATCTCCCGGGTA\nGCTATGATTCCTGGGACTGGGATAACTCAGTCTGGATACCTGCACTAAGTGTAGGGGTCC\nCATCCCATGGCCTGTGGTCCCAGACAGAATGAAGAGAAAAAGAGCCAAACACCAGCTATA\nGGATCCCATTCTTTGCCAATTAGAGCCCTTACTTTAACTGTCGACACACTCTGAGGCTGA\nGACTTGAATTTTCGCTGTAGTTCAGCCAACCTTACAATGAGAGTTTCCGTTTGATTTTCT\nGCAACTTGAGCTCTATTGCTACAAGAGAGAAGATTCTCCTCAAGGACACACTTAGCAACT\nTTTAGATCCTTTACTTGTGTCTGGAGCCTTTCGATTTTATCACACAACTCCTTCCTTTCA\nTTCATCATTTTTTCCACAGATACTAAGAGCAGCCAGCCAGTAAAATCATTTTCCGATTTT\nTTTTCCCATCTTGTAGAAAGCTTTGTGCACTGAATCACCTAATTCATTAAGAAAATCAAG\nGGCATTAGCTTCTTTAAGTTCGGAATATAGTTTCAACCATGGGTCTTCAAAATTCTCTGA\nGCTCCCAGGAAGGAGGGAATCTGGAGAGGTTTCAATAGTTGAAAGTGCTGGTGGATCAAC\nAAGTCAATTCCACTATTTTAAAAGATTCATCCTTGTACTTCTGTTACTCTAGGTGTTACT\nCTAAGTGTAGGGGTCCCATCCCATGGCCTGTGGTCCCAGACAGAATGAAGAGAAAAAGAG\nCCAAACACCAGCACAGATCCTCTGTTCCTGTGTGTGCAATGTGACCGAAAACCCCCTGCC\nTTCCCTGCTCTGGGGACCGTATCCCTTCAAAGTGTCACCAAAATAAACCATTAACCTTCC\nTTGTTTTGTGAGGTTCCTTGTCACAGCAATGAAACAGTACAAACACTGGACACAGGAAGG\nTAAGTATGAAAAGATGTTCACTCATCTTCACATCAGGGACATGAATAAAATCATGAGGTT\nCTACACATACAAGAAAGAGAATGGTTTAATTCCCAAGACTAACAGCCCACAGGTTGGTCT\nTTCGGCATGCCCCCTTAGAAAGCACACATTTACTCCTTTCATGCGGCAATGCTGCCCGTG\nCTCGTTCCCTCAGAAGTAGAGTGGGGGCACTCTTGACCTCCTCCCTGAGATACAAGTGTT\nCCTGACAGCAGTGGTCCCACCCCAGAAACAAACTGTGGCCTGTTCATGGTAGCACAGTAA\nCTGAGCAGTAACAGGAAACAGAGAGTGCACGGATGGCACTTTCAGAAATGCCACGCTGAG\nTCGATGGAGCTGTGTCTATCCACATGAAATGTAAAAATGCTAACACCAAAACAGCAAGTA\nGAACTTAATTCACAGTGTCTTCAGTCAGAAGAAAGGTAGCTGCCTGGGACAGAAGTGACA\nCAGAACTGGGTGACAACAATATCTTTTACCATTAGACTGTGCTGCTAATGCGCTCACGTG\nCTATTTATCAAAACAGATGAATTATGCGTAAGGCACAGCCTTCCCTTAGAAGCAGAACAC\nTTACTATGATGCTAACAGTCAAACCCCATGCTGCCCAGCTTCCGTGCGACTACCCTGTCT\nTCAGGTTTGGTCTTACCTTGTTAACTTCTGGTGTAAGAATCTCTATCTTCCTTAAACGCT\nGGAAAGCATCATAGTCGGTTTCCCCAAACAGTCTAATCGGCTCTCCTCTTTCTCTCAGTC\nTTCTGATGACCTAGGAAGAGAAACAAACACCTGGGAGACTTCAGAGAGGAAAAAAACCCT\nCATAAACATCTCAAAATAATGTCATGTTTATCTTAAACTAAAACCTAAGTTTAATAAATA\nTAATTTAATTATCCAAACAGGAGTTTCCGAATGAAATATAAAATCCTTCAAACTTTTTGA\nAAGAGTGTATTTGGGTGGGCAGTGAACCATGAGGTGTGTGCAGAAGTTGGAGAAAAACTT\nAGAGGAGTCGGTTCTCTCCTTCTACCATCTGGGCCCCGGGATTCAATGTAGCAAGGCCAC\nTGTGCACTGAGTGACAGCACAGGATTTAATAGATACAACTTTAATAGATACACCTGTGAC\nTCAAAGGGGGAAAGTACTTTACACCAACACTATTTGACACAAATATCTCACAAACTGTTG\nTTTCTCTGAATAATTCCTATCAAATAGTCTGACATATGAATCTGTAATGGAAATCTAAAG\nCAAGCCCTTAATGGAAACCATAGCATAGACACCAATACACAAACACTGTCAGACATAACA\nCAAGGGCCACATAAAGAATAACTAAAAAACTAAAAGTATACATACTTATATATATAAGTA\nTTATATATATATGCATGTACATATATATATATATGTATGTATATATACATATATATATAC\nACACACACACAAAGTGTCTGTCCTACAAACCATGCTCCTAGAACTTTTTCAAGGGACATA\nATCATAATTAGGCATGAAATAATGTCTCAGAAGTGGTTCATACTATCATTCACAAGGAAA\nTGCTGACGCAATCTAAAGACAATGAAATAGGAACAGTTTAAAAGCATAGCAGAAAAAAAA\nACAAAAAACAAAAAACAAGACCTAGGAAGGGGAGGCAGGAAAATAAACACTATGAGGCAG\nACTACAGTACATAGCAAATTTCAGTCCAGCCTGGGCTATACAAAACTCTGTCTCAAAAAA\nACAAGAAAGAAAAAATTAAGGTACAAATACATAGTGAGAAATTATACAGACAGGAAAAAC\nTATGTAGCACTAAAAAGGGGGGGGGGACTTATACAGATCTTTTGTGTTTTAATCTGAAAA\nACAGAAAAACAAAAAAACAAAAAATAAGAGATGTAAACAGCAAAACAGTAGTACTTAAAC\nCATTTTAGACAATAACGTAAGTATAATTACTTAGGATGTGTAAGTTTATACATATGTTTG\nTTTAAACTTATACCATTGTTAGGAAAGAAAGACTACTGGGTGGTAGGGGAGGCTTATTAA\nTGGAAGGCATTTGCTGCATAGCCCGGTGACCTGGGTTTGATGCCTGAAACCCATGGAAAG\nGCTGAAGGAGAAAACTGACTGCACAGTGCTGTCATCTCACCCCACATGTGTGTCCTGACA\nCGTGTGTGCCCACACACATCATGCACTCACACAATCATGTTAACTATGTCTGGGGTGGGG\nGTGGGGAGGGAGTGCGTTACACGTGCATTTTCCCTGCATTTAGGTCTGGTGCCCAAAGAG\nGCCAGGAGAGGGCACTGGATCCCCTGAAACTGGAAAGACAGGCAGTTGGGAGCCACCCCC\nCATGTGTGTGCTGGGAATCCAACTCCACTCCTCTTGAAAAGAAGCCACTGCTCTAAGCTC\nTGGCTCCGGCTTGTTGTTGTTACTGTGGTTTTTTTACAGTAAGAATGCTATCAAAGGAAA\nAGATTTCCAAGTTCATGGAAAACAAAAACTCTGACCACATAAGATTTTTAAGTCAAATCA\nTCTCACTTCAGAAATAACTTACCCAAGTCTAGTGTAAATTTTTCTTTCTGACTACAAAAT\nAAACAGAACCTTACCTCTTGCCTAGAAAGAGTCATAGGAAGTTTTTCCTCTGCTAGTTCA\nAGTTCCAGCACTGGATTTGACGATGTTAGTGGTTTCTGGTCATCCTCTTTTGGCTGTATC\nTATTAACAGGCCAAAGAAATGAAATTCAAACTTACCAACATGTATTTCTATTCACCATCT\nAATCACCTTAGCCATCGCAGACACGAGTGTTCCTGCTGAAGGAAGGGCTGCAGAGTAACT\nGTGCATGCTTCCAAGAGCTGACCAAGCACCCACTCAGGAGCATGACACGTGGAGAGCATG\nCACACAGCAGAGCACGTTCTTGCTATAAAGAGTCACATATGTACGGTGCTTTCCAAAATA\nAAGAAACTCAATGGTGCCTAAATATGAACTTAATTTCTCCCCAGACACTGAAACAGCCCA\nCATTCTCTCTTTTTTTGTTTTGTTTTTGTTTGTTTGTTTTTGGTTTTATTTTTGTTTTTT\nGACACAGGGTTTCCCTATGTAGCCCTGGCTGTCCTGGAACTCACTCTGTAGACCAGGCTG\nGCCTCGAACTCAGAAATCCGCCTGCCTCTGCCTCCCAGGTGCTGGGATCAAAGGCCATGA\nCCGCCCAGCCCACATTCTCTCTTGAAAACAATCAATTTGCCTCTGTGAGAAAACTGTCTT\nCAAGGGTTATCCAACTGTGGTTCACCTTTACAGAGACTAAAGAACCAGTTCCCATTTAGC\nTGCTTCAGACATAGTATTCCAACCTTGGATAAACTAGGCATGAAGATGAACACTCAGAGC\nTGTGTACAACTGGACTAAGAACCTTTAAGAGAAGGAATGAAGGGTGACTGCCCCAGGAAA\nTACAGATTCTCACTCGTGATCCTGCACTCGAAAATGCCTTCAGCCCTTCCTTCATATCTG\nGGCAGGTCAGTCACAGACTGAGAAAACTGAGTCCAGCAATTTAAAAGTCTGACTGTGTAG\nTCTGGAAATATACTGAAGTGTGGCTCCCATCCACCCACAAGATAAGTTTAAAATTCAGAA\nGTAGGAATAGATTCAAAGAAACAGGAAGAACTGTTTTAAGAAACTACTGTCTCATTAAGA\nAAATCTGCACAATAAAAATTATGCAATTCATGATTCTATAGGCTATGGTTAAAGGTAAAA\nTAAAATAGAGACAAAAACCTAATGTTTTGAATACTTACACAGGTAAAATCAGCACCAAGC\nTTTACAAATGGGGGCTAGCTCCTACAAAGGAGTAAAGCAACCATATTATACTGTCACTAC\nTCCAAGGAGGGAGGGTTGTCAAAGAGCAACAAAATGCAGGTATTTATTCAATCTAACGTA\nCTTTTACATCATATGTATTCATATATAAATAGACAGCTGACAGCTCTGGGACAAAGATCT\nACGCGGTATTTTGCCAGCTGGATTTAGCAGTGTCACATCAACAACAGGATCTACAGAACG\nCAAAGGGCACACTACACTAGGCTACTACATGACACTAGTTTCCTACCTTCTCAGAGGGGA\nGCAACGGTCCACACTCACAAAGGCTGAGACAGCAGAGAAGGTGCAGGAGAAAGGATTCTG\nACCCCAGGTCAAGCCTAGGCACCATGCTGGGCGAGCAGGACATGCTGTCTACACAGCTAG\nTCACTGCTTATTTATATAATAAAATGTCTTTTACTTTTCTAAACTAGAAGTAAATGAAGC\nTGGTGTCTTTAAAGAAACCTATTAAAATACAACGATAAACTTTTCAGCATCTATCTTTAA\nAATACTCCTTCAATACTTGCCTTTCCAACAGTAAAAAATAAAGCCAAAGGCACACATACA\nGCAGTTACATTCTTCGTGCTTTCCTCTAGAAATGCTAACCCACACAAATTAATTTCCAGA\nATTTTCCCCAGTCCATGCACAGGAGTATTACCCAGCATGTTTTGATGGAACCTGTTAGCT\nGAGTATTAAACTATGTCTGCTTTGAAAACAACTGAAACAGCTTCTCCACCTAAGCCTCAA\nCCCCTCCCAGTGTCGTCGTCAACGCGACAATGTGAAAGGTCATCTCAGGCATGCAACTCA\nAGCACGAACGTGAAGCCTTTCACACAGCTCGTGGATTTAAACTCTTCTTCTAACTAACGG\nACTACACAAATGCTGTCCATGTTGAAAGCAAACTAAAGCATACAGAGGCTATGGACTCTA\nTTTCAAGCAGGACTGGGCCCAGAAGGAATTATGGACAGCATAACATAAAGCCAGCGTCTT\nAAGGTAGGCAGGAAGCAGAGACCACACCACTTGCTGCTAAAACAGTCAAGGCTGCATGAG\nTAGAGTGTTTTGAGCTCTTTCAAAACACACTTTTATTGGGAGAGGTAGGGGAGAGAGTGG\nTGGGAGAGATGAAGATAAGGAATATCAGAACCGGGACTTAATTAAAAAAAAAAAAAATCC\nAAGCTCTGATCTCAAGCCGTTCATGCTGTCCACAGAAAGCCAAACCATTCCAAGCCAGAG\nGTCATGCACGTACTTTCCTGAATTCAAGATCTGGGTTTTTTTTTTTTTTTTTAAAAGCCA\nAATCAAAACCAAAAACTCATACCTCTCCAGAAGGCTTCTCACTTACAGGCTAATGTATAA\nCATTGATAAATTGAACAGAGATCAACAGTTTTGTTATTTAACAACAGCTGTAAAAAATGT\nGAACTCAGAAATATATGACTCAACCTGAAAGCTGGAGCTTTCTTACCTTGTAGCCACATC\nTTTCGTAATACGCTTCCTCTTCTTTTCTCGCCAGTTCACTCCGCTTGAAGTATTTTTTAT\nTTTCCTAGCAAAGACAAGCAGTGCATTACTAATGTGCCCTTGGCAGAAGTTCCTGCCTCA\nGTTATCAAGTACCCTTAGGAACCTTTTAAAACCACTTCTCAGTTTCTCAAAAATGTAATA\nTTTTTAGCCCTGAAGATAATCCCACTGAGTACCCCCCACCCCCTGCATGGTGGCCCCCTC\nCTCCAGAGCAGACCTGTGTTTGGATATGTGATAAACTCAAGTATTTTATTTGACTGAAGT\nAGGAGTTCTAGCAGCAAAGAGAATAATATACCAACAGCATTTTCAAAATGTTTTTTCAGT\nTTCCTAACAACTAAGTTCAAAGATCATTTCTACAGACAGATTTACTTTGAACCACACAGA\nGATCTCTTTTTGTTGTTTTCTCCAAATCAAAACAGAAACTGTGGCAGATAGTTCTGGAAA\nTCTCATCAATAGGAGCATTCCAAAGGAACGTGTGAGGTCTCATCATTTGGAATCTTAGCA\nACCCTAGCATAGCAATTCTGGGTTCTGTTATTTTATAGCTCCTCCTTTGGGGCAAATGAA\nCATCTGATTCCAAACATCCTTAAGATGCCCAGTATTTCATAAACGCCCGTGAGCCCGTAG\nAAGACAGTGCCACTACAATATGCTCAAACGTCTCCGGCAGGAAGAATGGCCAGCCCGCAG\nGCCAAACAGCCGCCTAATTTTAAGACGTTGCTCAACTGCTTTCCAACTCGTTACACTGTT\nTTAATCTCCCAATCAGAAAACACAGAAAATGATAATCATTAAAAACTTCACATGTGGGCT\nGGCGAGATGGCTCAGCAGGTAAGAGCACTGACTGCTCTTCTGAGGGTCCTGAGTTCAAAT\nCCTAGCAACCACGTGGCGGCTCACAACCACCGGTAATGAGATCTGACACCCTCTTCTGGT\nGTGTCTGAAGTCAGCTACAGTGTACTTACTTACAATAATAAAATCTTTAAAACAAAACAA\nAACTTCACATGCTGGGTAGTGGTGGTGCATGCCTTTAATCCCAACACTTGGGAGGCAGAG\nGCAGGAGGATTTCTGAGTTCGAGGCCAGCCTGGTCTACAAAGTGAGTTCTAGGACATACA\nGAGCTATACAGAGAAACCCTGTCTCGAAAACCAAACCAAACAAAAACAAAAACAAAACAA\nACAAAAAAACCCTTCACACACTGACGCTAGATACACCGCTGTAGTCCCAAGCCAACCTGG\nATGACACAGTAGGAGTACATAGTAAGTACTGAAAGAAAGGGAGAGGGAGGAGCAGGGTGA\nAGAAAAAAACCAACTGTGCTCTATTAAAAAAAAAAAAAAAATCAAAAGCTGGTGGTGATT\nTCAAAATGGCTGAACTGAGCAATGCTAATTGGGCAGTGGCTGTGGGAAAGGTCTACAGGA\nCCAGAGGATCTACAAGCTCACACAGCAGCCTCCAGGTTCACCCTGGACACCATGATGAAC\nTGTTTTTTCAGAAGCTGCCACCAGCAGCTACAAGATTCATCAACAGTTTCAATACTTGTA\nTCAGTCACAGCCTGAGATGCCGCAGAAGATGTAAGGCACACTCATGGACCAGCTGCGGGG\nAAGTCTGGAAGGAAGTCTCAGAAATCAAAGAAGAAGGGGCCTAGATGCTTTCACAAACTG\nCTTGGAGAAGGCTAAAGACCACAGGGAGAACCTTGGAGACCAGCTGCAATCCCATGGTTC\nCCTAGTCCCTGCAGCTCTGGGCATTCAGCAGTGTCTTGTACAGGACAGGAGGAGACCAAG\nCACCAATAGTTGGCTGAGGCCATCCTGGCTGGGCCCACCAGCACCTAACAGGCTATATAG\nAGAACAAAGGAGTAACTGGCTAATATTATCCTGGCTGGGGCTACGCAGGTCCAGGTCTAC\nCAGCATCTGACATGCTATACTGGGAGAGGAAGGGACTTGCAGTCAGCACTAGAGTGAGAA\nGATGACTGGGAACCAGAGCAGAGGTCAGTCAGAAGTTGAGGCCTTCGGTCAACATGCTGG\nGCCTGGGAGAGTATTTCTGGGTATAGCTGAAATAGTGTGTAGGGTTCCAGTGCCTAACTG\nTAATAGAGGCCTCACCACTGGCTCTGTGCTGCTGGAGACATGAACACACACACACACACA\nCACACACACACAATAGAGGCCTCACCACTGGCTCTGTGCTGCTGGAGACATGAACACACA\nCACACACACACACACACACAAACACAAACACACACACACCATTCCTCAGATTCCATCTGG\nAGGATTGTGACCTTTCCCAAACTTTGTCTCCTAGAGCTTTAACTAGCATCTCTGTTCATC\nTCTCTGGTTCCTCACCATCCCCATGCAAACCCTATGTAGTTGTTTCTAATCTATACTGAT\nTGTCTTGTCATTGACAAGCCCAAGGGTCCCTGCCATGCTCTCCCCCAATCCATAAATATA\nAACACACACACACACACACACAGAGCTTTTATTCCTCAAAAGGCACTATTATTGATATCC\nAGAAAACATACTTATCAAAGAAGATGGTGGGATACATAAAGGAGTCCAGAGAATTAATAA\nCGAACGTAATTTAAAGTATGGAGAATAACTAACCTAATTTAAAGTCCGGAGAACTAATAA\nCTAGCCTAATTTAAGTTTGCAAGCAGTTTTAACACTTCACAAAAAAATATGTAAGTATCT\nAAAAAAAAAAAAGTCACACATGAATTACTTAAATTATCAAGAAGATGAGATTTAGAACCA\nTACAGAAACCTCTCCACCAAAAAGACAGGCAACATAAACCGCGGGCAACAGTGCAGACTA\nGCCAGCCTCTGACATAGCTCATAGATGTGCAACATTTTGAATGACTTAGGCATGCATGTA\nCTCTGTAACCCTGCGGTTCCAAAGGGATAGGGCTCAGAATCTGCTCAACCAATTCTGAGA\nAACAGCTCAAACACTCATCCCTAGGAGAATGGGTAACCAGATCTACTCAGACAACAGAAT\nACAATTTCAGAAAATTAATACATACATACATACACACACACACACACACACACACATACA\nTACACACACACAGCAAAGTAATACCCCGAACATTCTAATCAAACGAAGCTCCATATGAAA\nATGTACATCCTATTGATGTGACATTCTAGAGCAGGCAAAACTGAGGTATAAATAAGTTGC\nTTCGGTGGGTAATCCACGCAGGGACTGGAAAGTGGACATTGCTATTTTATCTCCTCATGG\nAGAATGGGTTACACAGGTGTTTGCACTTGTCAAAAGTCACTGACTAATAAACAAGATTTT\nTACACACACGCACACAAAGAGGAACAAACTCTGCACTCTATGGCGTGTGCCAGATCGCTT\nAGGAATAAAGCCGACTAACTCTGCAACATGCTTTGGAATTGACAATGACTAGTATGCTGT\nTTTATCACTCTGCCTGCGGCGGATACTGGTTAGGACAGCAAGCGCCGCCGAAGTGAGCCA\nGACTAGGCTTGACATCCATACTCTGCCCCTTGCTAAGCCCTGGGCCAGCAGCTTGCCCGG\nGACAGTGGCGGATCTGTCAGCCCCGTGCCCGCCCCAGACCCTCTCAGGACCATCACCCTC\nCCGCCAACACCGCAAGCACAGTCCACCACCCTCAAGCCCGAACCACAGCTCCGGGACTCA\nCCACCAGCAGGTTCCTGTCCTCCACCAGCTGCCGCTTCCGCAGAATCTCGGATTTCAGGA\nTGTCCATCTCGCTCCCAGGGTCTAAGTGTCTTCACTTTGACTCCCCAGCTCCTCGGCGGT\nAACCTCACCCGCCAGGGGAGGGGGAAGAGGACAAACCACGAAGCAACCAGAGCCCAATTA\nTCGGAAAACAACAACTGCCGGAGCCGCTTCCGGCGGAAATCAGGATGAACGAAAGGAAGG\nTAGGGAGCGCCCCTCGGCGCGAACGCGGCCAAAACCGCTGAGTATTGTTGCCCCCTAGCG\nGAACCCTCCAGATACACACTTGTGATTTCAGTAACAGGTAGAAAAGAACAAAAGGCCGGG\nCAAAGGTAGCACAGGCCTTTAATCCCAGCACTTGGGAGGCAGAGGCAGGCAGATTTCTGA\nGTTGTCTCAAAAAAAAAAAAAAAACAACTGTTTGTCTCTTTAAATGGTTATTGTGCCCGA\nTTGAACCAGCTTGTATACTCCTAAAGTTTGCTTCATAGTTCCTCAATTTACTTATTTGCC\nAAGAGTGCTAACATACTAGAGAATGAGAAATACATAAATAATACAAGTTTTAAAATGGCA\nGTGTTTATTAATTGCCTATTCAACACCCTGTAAATTTATTGTGTTTTCTGGTTATGCAAT\nCAGCAATGAAGATTTTCAATGATGATTGGGAATATAATCATTCTTTCTTATAACCTAGCC\nCAAGAAAAAATATGTTGAAATTCTACTTTGATTTGTTTTTATTTTTATTGTGATTCAGGC\nACTCACTGTGTTGCCTGGGCAGGTCTCAAACTCTTGCTATCAAAGTAATCCTCCTGCCCC\nAACCGCAGAGTGGACCTCCATACTTGGCAGAGTTTTGGTTTTGTTTTGTTTTTTTTAATC\nTTAGAACCATTTATAACATATCTATTCTTGGTTCCATGCCATGAAAGCATCTTTGTTTTT\nAGTTGTCATAATTCAACAATATTTTATGTTACATTTTTCTATTCTAGAAGTAGTGAAATA\nACATTCAATTCAAACTCAAGTGTAGGTAAGATGGTTTATCAAAATAAAAACTGAAAGGAT\nTGCTCATTAGAAAGTTTTATACTGGGGCTGGTGAGATGGCTCAGCGGTTAAGAGCACTGA\nCTGCTCTTCTAAAGGTCCTGAGTTCAAATCCCAGCAACCACATGGTGGCTCACAACCATC\nTGTAATGAGATCTGATGCCCTCTTCTGGGGTGTCTGAAGACAACTACAGTGTACTTACAT\nATAATAAATAAACAAATTTAAAAAAGAAAAGAAAGTTTTATACTGTGTGTGTGTGTCTGT\nGTGTGAAATAGGATATTTCATCTAAAAGATATCTGAGGACCAAAAAGATGGCTGAACAGC\nTAAAAATAGTTGCTGCCAAGACTGATGACCTGAGTGCAGTCCCTGGGAACCCACATGGTG\nGAAAGAAAAAGTAGATTCTCAAAGTCATCCTCTAACCACAACCACACCACCACATACACA\nCACGTATACACACGCACGTTCACAACCACACCACCACATACACACACGTATACACACGCA\nCGTTCACAACCACACCACCACATACACACACGTATACACACGCACGTTCACAACCACACC\nACCACATACACACACGTATACACACGCACGTTCACAACCACACCACCACATACACACACG\nTATACACACGCACGTTCACAACCACACCACCACATACACACACGTATACGCACACACGTT\nCACACATGCAACTGAAGAATAAATGACTAAATGTGGTAACTTTTTTAAAAAGTAAAAGAT\nGCCTAACTTCTGTCCTTGGATGAAGCATGCTGACATTCTTATGTGAATAGTTGTTACCAG\nGGTCAAACCATTTACCCACATCCTTCTGATTTAGGAACTAGAGATGATGACCCCCAAACC\nTGAAGTGTTGGCATAGCTTATACAGTTCACAGAGAACCAGATGGGACACTATCAGGGTAA\nACTCAGAAAAGGCTATCTCCTCTTCAATTCCCATCTTTGACTTCTATGTTTATGCAAAGC\nGCATTAAATCATGATGAGGGTCTCAGATCAAAGAACGAAAAAGACGAATACCCGAGGGAG\nCAAATGGATGAGCAATTTAAACTACAGAAGAGGGGCACAGTGGGGAAGAGGACCAGCAGA\nGTTTAAAACAGATCAATCCTGCTATCCAGAAAATGTGTACACCATTTCATCACAAATATT\nATTTAAGAGTGAGATATTAGCTATAAATCAAAGGTCCTAAATTGAGGAATAGCTAAATTA\nTAGGTCATACATACAACTGAATAGCACGAAACTACATTTGAAAAAAAATTCTCAACAATA\nGCAATGTTTATAATAGGCTTTCTTTTAAAAGTAAAATAATGAATGCATAAGTATAGCGTG\nCAAGGCCAACAAAGGGCTCAGTAGGTGGGTGCGCTTGTGCATGGGCCAAATGACCAGGCT\nCTGAACCCTAGAACGTGACAGAGGAGAACCTACTCTAGAGAGCCATGCTCTGACCACCAC\nACACACACACACACACACACACACACACACACACACCATGGCACACACTTGCCCTTTCAC\nAAACACACAAATAAATATCTTTAAATGTAAGTAAATACAGCAATAATATCTATTGTATAA\nTTAAAACATAGAAACAAAGAACTTACTACAAGGAAATAGACCAAAATGAAGTTGTTAAAT\nAGACACAGACCCACTGGTAAATATTAGTGTCTTCTTTAGCCCAGATTTTGATTCAAAGTC\nCATGATTTGGAAAAAAAATTCAGTTATCAGTCATTTCATATTTTATATCACTGAAACTTT\nTAATAGTCTAGACCTACTTATCTACTCTTGAAATTAAACATGATAAATCTTAAATGACTC\nCTATACAAGTGTAACGGTTTGTATATGCTTGGGAGTGGAACTATGAGAAGTTGTGACCCT\nGTTGGAGAAGGCATGGCCTTGTTGGAGTAGGTGTGTCACTGTGGGGGGGGGGTATAAGAC\nCCTCACCCTAGCTGCCTGGAAGCCAGTCTTCTGGCAGCCTTCAGATGAAGATGTAGACCT\nCTCAGCTCTGCCTGCGCCACGCCTGCCTGGATGCTACCATGCTTGATGATAACGGACTGA\nACCTCTGAACCTGTAAGCCAGCCCCAGTGAAATGCTGTCCTTCATAAGAGTTGCCTTGGT\nCATGGTACCTGTTCACAGCAGTAAAACCCTAACTAAGACAAGAATGCAAAGGTTAAGGGG\nAATAATATTTAAAGTTCTCATGATCATCCACTTGAACACTCCAGCGTCTGACATGACCTC\nTTCAGTCCTTTAAGTGCTGGCTCAAACCAAGCTCCAGAGCAGGGTTCCTATGGGATCAGT\nGAGCTCGGGAGGCACAGGGTTGTCCCCCAAAAGCTTAACTAGTATTAAATTATATGATTG\nGTGGTGTATCTGAGACACAGTATTCACAGAAGTTAAAAGCAGTCATCTTCTGAAAGATGA\nAGAAATGTAAATCAATACACAGATTATAAGATTATCCCTTTGGAGGAGTAATGCATCCTA\nAAACATTATCTGTCAGTTCTGGAGACTGGAGGGCAATACCAAATGTTATCAAGGTAACCT\nGAATTTATTTTGTTGTAATCCTAATGAATAAAAAAAAGAAGAGAGATAACCATACATAGT\nGGGTCTCAATCTTTAGCCTCAGAAGAGTCTGTTGGTTGATTTTAATGATAAAGTTGCTGG\nTTCCCACATCCCAGAATTTCCAAGTGAGGCAGCTGCTGCTGCTGACTATGGAGCATTTTG\nAGACCTGATGGTCTATTATCACAGAATCTCACTGTAGGAAAGGGGTAAATCAGAAACACA\nGGCTGTGTCATATCAAGAGTCAGAGGACAATAGGAGGCATGTGTCTATGTGTCTATCTAT\nTTGCATCATTGTCATGGGTGTCATATTAGGATGCCTATCTCTTCTCCAATGAGATTTCTG\nAGGATCTGATGGGAAGTAGGCAGGCTCCCTTTGGGTCCAGCCACATTTACATGGATGATT\nTGTTAAATGTAACTGTGGGCAGATACAAAATCCAATCCAGTCAGAGACCCTTCTCCCTTC\nCTTGAGAAACTGAAACTGGAATGGCATAAGTCTCGCCAAGACACAGGACATAAACATGTG\nAGTTTGAGAATGGTAGGCAGCCATGTCATTGGCAGGCTAAAAGCAGACTGGCTGACAGCA\nACCCACAGAGATCGCTAAAGGACTCTGTGAGTCAGTTGCTTACTTATGGTTTTACTCTTT\nGTGCTGTTGGGTTTGTGACATCTGTACCTTTGAGATGAGAGGTCACTTAGTAGTGCGGGA\nCTGCACATTTCTGACCAACCCCTTGCTTGTCCATAATGTTAGTAGTTTGAGATCAATGAT\nAGAGACTGGGCCTCCTGAAGAACAGAACCATCAGGATATGTACAGATATAACAGTTTTCT\nTCTAATTACAAGAAGGTTGTATCCCAATAAACCCATTGTATTAGATGTTTTTCTTGTTCC\nTATAACCATCAATCTAAGAAGAAGCAATTTATGGAAGATAGATTTTATTTTGCCTCACAC\nTTTGAGGGGATACAGCCCACTATGGTGTGGAGAGCATACCAGCAAAAGCATGAAACATCT\nGGTGACATGATATCTGTAGGGCATGGGGCTGATGCTAAGGTCCTGTTCACCAATTGGTTC\nTTGATCTGTCAATAAAGATGCTAGTAGCCAATGAGCTGGGAAAAATAGGTGGGACTTCCA\nGGTCTCACCACCACCTATGTGGGAAGCCACATGTGCCGTTGCAGAGTGGCACTGACTACT\nGCTGGCCACCACGCATAAGTTTGGACAAACAACCAATGTGTACATATGCAGTAAAGTTTT\nTTGCAAAGACACTGCCTGGCCCGGGCATGATAATGAGGTTCTGTAAGGTACTGAGAGTAT\nAACCAATCAGATGTGAGACATGCAAATGAGGTATGATAATGAGGTTCTGTAAGGTACTGA\nGAGTATAACCAATCAGATGTGAGACATGCAAATGAGGTATGATAATGAGGTTCTGTAAGG\nTACTGAGAGTAACCAATCAGATGTGAGACATGCAAATGAGGTATGATAATGAGGCTCTGT\nGAGGTACTGAGAGAGAGTAGCCAATCAGATGAGGAACATGCAAATGAGGCATAGTGCATA\nACCAATCCGGGTGTAAGACACGCCTCTCCTAGGCCTATAAAAGCAGCACCAGTTCTGGGC\nTCAGGGTCTCTTCGCCTCTACAATCAAGCTCTTCCAATAAACGTGTGCAGAAGGATCCTG\nTTGCAGCATCGTTCTTCCTGGCCAGTCGAGCGCGCGCAAGACACCACCACCACCACCACC\nACCACCACCACCATTAACAACAACAATAACCCTCCACACCCTGCAGGCAAAGCTAGCAGA\nTTCAGGAGAAAGAGGGAAAAAAGGAGTGTTCACCATGCTTTGGAGGGAGAAAAGCTAACC\nAGCCATGTGAGATCTCGGGCAGAGCAGCCACAGGTGGAGGTGGGATGTAGTGATGGGACT\nGAAGGTGGCTGAGCCACTCAAGTTGAGGGCAGGTTGAGAAGTAGATTGGAGGTGTCCAGC\nAGTTGAGCCAATAGTGCTGGTTGAAATTAATTAAATGTGTGTGTGTTTCATCTGGGAACC\nTGGATGGGCGCTGGTAGTGTGGCCTGTTCCTGGAGCTTAGGCCAGGTAGCAAAAGCTACA\nTGCAGCAGTGTCTGGCTCATTTTCTCCTTTCATTCAGTACCACAGCCCATTGGGGTGACT\nCTGCCCACATCTTATACCTGTTCATTTAACCCTTTGTGGATGCACCCAGAGATGCATTTC\nCATGATGATTATGAATCTAATAGAGTAGACAACGAAGAGTAAGAATCACAGTCATCAAGA\nGTATCATAATTTGAAAATACATAATTTTACTATACCTAATGTCATAAACACCTGCTTAGC\nCACAGTAAGTACACTGTAGAAAACTGACCGCCACCCAAAAGCTCAAGGTACTTTTCTTAC\nCAAGTATCACTAAGAAGATCAAAATCCCAAGTATTACTTCTACTGCATGTGCATTGCTTT\nAACATTACTATCAAAAGTGGCTACGTGTAACCACTGATGCTATACAAGGAACTGGTTTTA\nCATTATGGCAATCTGAAAGTTTGACTGCCATCTGCAAACTGAAAACTAGGAGAGCCAGTA\nTTGTAATTCAGTCTGGAGTTCTGAGAATTTGGGTGGAGCAATAAAATGGTATGCTTATTA\nAGCCCTGAAGTCTCAAAACTGAAGGGCCAGGAACTCCCATGTCCAAGAGTGTAAGATGTT\nCATGGAGAGCCCATAGAAAAGCTACAAATAATGATTCACAGGCTGTTTGGGCATCTCGTA\nGGTCAGGCACATTGTATGTACACTCCATCTTACATCTTGTTGATGATATAAACTTCTATA\nAACTATGGATATGTCTCAGAAAATAAGGTGGAGAGTGAGAGAAAGATACCCGACATTGAA\nCTAACTCTCCACACAAGTGCCCTCTTACACCCATGTATGCAAAAATACAGCTATAATATT\nAATAGTGCAGGCTAAGATTGCTCAACCTTGGGCAACTCTTCACCAGGGAAGGGCCCTTAC\nTCAGTGGATCAGTAGCAGCCTCTTCTCTATTTGTGACAAACAGAAATGTCCTGACCATTG\nCTAACCATTGCCTGGGGAGCCAATCTCTCTGTAGTGGAGAATCATCAATATAAAATAAGT\nTAAACCCCACAGAATCTGTATCCATCACTTATAAACAGGACAAAAACCTTAAAGAAACAT\nTCTTTAGGACATTTTAAGACCTCTGTCTGATGCAATGGCCTCTCATGTCATTGACAAATA\nAGTGTAGCTCTGACATACATCTTCATTGTCTCACTTCTGTCTCATTCATTAATCTAAACA\nAAAATATCACCAGGAATTTGTGTGAGAGCTGGCTTTGTTCATCATTTACAACCATATGAC\nAGTTCAGGACACAGAGTTCTGTAAAAATCAATGGAAACGTTCTGTGAGAATCAATTAGAT\nATATTGTTAATTTCTAAGGATGTAGTTGCTAGGAAACTGTAAACAGTTTTGCTAGGGCAA\nGGTTGGAATGCCACGAAGAGTAAGATGGATTTGCAAGAAGAAATTTGAATGGCCGGCAGT\nGAAGAGCAAGTCCCAGGGCCTCCAGGCTGCTAATTTTCTACTCTGAACTTTCTAGACTAT\nGGCTTGCTCTGGTTTTCTAGAACCACAACTAAGTCTTCATGCTGCAGGGTTTCTGAAACC\nAGGGTGCATCCTGTAACTGATGTGGTTGCCGTAAGTATAGTGGTATTTTACCCTGAGTCT\nCTCTTCAGATCAAAGTATCCCTCTTCCACGTACTGGGAATATGGCTCCTGAAGGTGCAAG\nCAGCATCCCTTCCAGAGTGTGGCCCTGGCCCTCAGGCACCCTCTTCATCACACAGCCCAT\nCCTAGCCAATATCTCATGTGGAGATTTAGAGGTCTTAATTCACTGCTTCAATCTAAGGAT\nCACAGATCTCATCACACCCTCGTTATCCTCTGCCAAATTCTGCAGATTTGGAAATTTCTC\nATTTCCTTACTGAGGTACTTCAAGAACACTTCCGAAGCAAAGGACAGCCACTTACAAGCA\nACACGAAGAAAACACTTTGACCAAAAGACACAGGAAATTAATAAACAGGCATTCTAGTTT\nTTAGATCAGTCATGTTTGTAAGGATTGTTAGAATTATTCTAGAGCCTGACCCGAGGCTGG\nTAACAGAACTGATTTTGAGACTGTTTAAGATTGTTGGAAGTTGAGAAGCAGGTCTTGGGC\nAGGAGGGGCTGGGAGAGTCTACAGATATCAGTCTTCCGTTTGAAGCCCATGCTGAGACAC\nCTGTTAAGAACCCGACTGCCATGTTTTCTTGACTTTTCCAAAAGGTCAGATGAGAGGCCA\nCCTGTAGGTCGCTGAGCGTCCTGCCCTTGCTTGACAGTTCGTGTCCACTGCTGTCTTCTC\nTACTCTTCACCTGAAGCGTTTACAATGGTTCCTAGCAGTATCTCCGCAATTAAAAAGAAA\nGTTTCAGAGAGGAAACCTCAAGGTCAGGAAGAGGAAAGAAGCAGTAGCCAGGCCTTCTAA\nCAGACTGGAAGTATCTCCTGCAGCCTACTGGTCATGAGCCTGAAAACCTCGGAGAGGTGG\nGGGATTTCCTGCCAGAAATTTAAGTTATGAAAGTGACCAAACAACTCCAACATAAGAGTG\nATGCAGGGGACCCCATTTACAAAGGCATCATGTTCGAATCTCTTGCTATTGAGAATGACA\nTGTTCTTCAAAAGGTCACCTTAGCTTTATGTAAGTCATAATTCATTTATAAAATACCATA\nACAAACATACTACATATTAGTATAAACGTGCTTTTTGAGAAATAACATTTTCAAAAACTC\nAAATGAACATAGTAGCATTATTTTATGTTGTTTAAAACCTTTTTAATGTCTAATACAAAA\nTTTCTTTCATGTCTACTTCTGCATTCAATTGAATGTAATATCTTTAGTATGTTCTTATGA\nCAACTCTCTCTGTTAACATACCCCAAATTAAGCAGCAATAGTTTTTCAAAAGTTAATTAT\nCAGGCTGCAGAGATAGTCCTGTCTATAAAGCGCTTGGCATGAAAGCAAGAAGACCTGAAT\nTCAAACCCTTAAGCATCCCACCCCCATCCTTTTTAAAGCTGGGCATGGTGGTACACATTG\nTACTCCCAGTGGAGACAGACCCATCCCTGTGTCGGCTTAAGTTTTTCAAAACCTACTTTT\nAATAAGAGTTCTCAAAAGTTTCAACCCTCCTTCTATTTTACCATACAAAGACAGGGGAGA\nAAAGACAGTAAATAGGACAAGGGGATGTGGACCTGTTTAGAAGTAGTTCTTTGAGGTGAT\nTCCAATTTCTGTTTGTCAGGATAGCAAACATGAGTCAGCAGCGGTGGATGACCCAGCAGA\nAACAGCCAGGCCTCCGCTGAATCTGGGCTGAATCTGCATGAGTCAGAGAGAGCAACCAGA\nACCAGCAGGGATGCCAGGAGTCCTTTGCCATGCCTCTCTCAAGGGAGTGAAAAATCAGTG\nAAGGCATGAGACCAACAAAGCATTGCAAAGCTAGCTATGGAAGTGAGCCTGTCACTGTCC\nATTGGGTCCTATTTATACTCTCTCCAAACATTACCTGTCCTGCCATGGTCTTGCCTCGGC\nAAAACACCACATGAGTCTGCATCACAAGACCCAACCAGAAACTTCCACTTCGTCCCTGAA\nGCCCACAGGCCAGCCAGCTGAATTTCTTTGGAGACATCCATCCATGTCAGAAAGAGATCC\nTATCTTTCACAGAAAAGTGTATGGCACCTAAACAATGACACTCAGTGTTGCCTGCTGGCC\nTCCACATGTGACACACACACACACACACACACACACACACACACACACACACTCCTACTC\nAATCAGTATTACTTCTGAAACTATGCTGATGAACAGTTCATTCTCTTACATTAAAAACCC\nACTTGTTCATCTTGAGCTTTGAATAATTTTTTTTCTCATTTGTAATTTTGTGACATCATA\nACTGGTCATTTGGAAAATATTGGTTCATTGATATATGTATATCTCACAAATTTTGTCACT\nTTTACTAGGCAGTATTTTAAAACCCCACTCATTAATATCACCATGTCTCATCAATGACAT\nAGACTGATGTGGCTGGCTGGGAACTCATTGTGTACCTAAGGCTGAGCTGGAACTTCTGAG\nCTTCTGGCTTCCACCTCCCAAGAGCTGGGGCTGCACTATCAGTTTCACACATAGCTGGAC\nATGGAACCCAGGGCTTTGAGCATGCTGGACAAGCACTCTACCAACTGAGTCTCATCCCCA\nGCCCCAGAAAACCCCTTTAATGACGAGGAAGGGATCAAACTCTTGATGACAGATAAAATT\nTTCCAGAATGCTCATTTTCACTGCTGGTTCACATTCCACCAGGAGTTACAAATGCTGGTA\nGATGCTTAGGGACCAGACCCAGCTCTTTACAAGAAAACATTTGCCAAATATGCAAGTGTG\nGGAGCTATAGTTCTGAACTGGTCCCTTCACTAAGCACCTGACTCTCTCGATGCATCCATT\nCTCTAAGGGCTCCCATAATACCCTGTGTAGGTACTTCATGCTTCATCATACAGAATATTG\nAAAATGATATCTACTCAAGTGTCAAGATTTGATAAAATGTCTAAATCTTGCTGCTTTGCC\nAAAGCTGTTTATGTGCAGCTAGATTTTGTCTTCCTTTCATACATGGCAGAGAAGAGTGAG\nGGGATTGGTGAGTCCTGTGTGGTGGTTGCTCTCATGTCTTCCCCATGAATGGCACCAGAA\nAGGGCACATGGTGTCCATTATTGTAAAAATAGCATTAACTTCAGCTGTCCTCTAAGTTGG\nTCACGCTTTGAAAATCACTGGTCTGAGAAATCTCCCAGATGATAAAAATTTTTTTGGCAA\nTTACTCTGTTGCACTTTATGAAACAATTATAAACTTAACCCTGAAAACTGGCCACATGAG\nCAAGAAGGATGCTGTGCTGTGGCTGCACTTATGGATGGAGATTAGAAAGCTGCTTCTGAG\nATATTAGCATAGGAAATTTAGCAGTATATAAAAGCACACCAAGAATTTATTACAGAATAT\nCTAACTAAAAGTGAATTACATGAACAAATTAAAAGAGAAATAACAAGTAATTATATATAT\nTTAAAGCCCCAAGAAGGCACCTAATACAATTTAGTGCCTGTTGTTAATAAAAACTTGAAG\nTAAAATAAATAGAAGGGAAATCATGTAAGCATGATAGAGATTTAACAGCAGACATAATTG\nTAGGTGGTGAGATGGCAAGGCACACATCATCACTGTCATAATTCAACCTTTTTGGTGTTG\nTATGAAAGAAATAAAACAAATCATGGGTGTTGTGTTGTCAGTTTCTATGCCTAAGGCTCA\nAGGAACATTCCAGAAATGGGGCAGGGAGATTGTAGAAGCAGAGGACCAGGATATCTGCTA\nGGAGATAGTCTTCCATATATGACAAGGAGCTGCATTCATGAAGTAGTAACAATATGGCCA\nCCCAAACAAGACCTGTGCAGTGATGTGGTTGATATACCAAAGTGGATGGAGGAAACCTCA\nCAAAGCACCCACCCATAGATAAAGGGCTATAGTCAACTCATTGTTCCTATGAGAGAGGTA\nAAACTGTTTTTTTCTAGGGGTGAGACCCCTGAACATCCAATCCCAAGATGTCCCATATAT\nATATACATACACAGAGAGAGAGAGAGAGAGAGAGTGGGAGGAACCTGTGTGTGTGTGATG\nTGTGTACATAATTATGGGGTGGGTATGTAACAATGTTAATTAAAGTGTTGCAATGAAGTT\nGAGATGCAGGGGGCATGGGGCATGGGAGCCATTGAAGGAGGAAAGTACAGAGTGGGGGTT\nACATAAATACAGTATTCATGTATGAAATTATCAAAAATATAAAATAAGTGTATATTGGAA\nAGAGTCTGAGTAAAGACTTACACGAGATTGGTGAAGAATAGAGAAAAAGACCCAAGAAAG\nGAACTGGCAAAAGACAGTCTCTGTAAAGTCAATTTCAGAGACAGTAATTGTCTTAGTTAG\nGGTTTACTGCTACCATGACCAAGGCAACTCTTATAAGGACAACATTTAATTGGGGCTGGC\nTTACAGGTTGAGAGTTCAGTCCATTATCATTAACACAAGAAACACAGAAGCATCCAGTCA\nGTCATGGCACTGAAGGAGCTGAGAGTTCTACATCTTCATCCAAAGGAAGCCAGGAGGAGC\nAAACATCACAGTAACAAAGTGCATGCTTCACTCTAATGTTATGGAATAAAGTTTCAAAAT\nAGAAGAAAATAATCTTCAAATTCATATAGAAGGGGAGGCAAGAGAGATGGCTTAGCAATG\nAATAGCACTTGTGGCTCTCCCAGAGGACATAGGTTCCATACCCAGCACTCACAGGATAAC\nTCACAACCATCTGTAACTCCAGTTCTGGGGGACTCAATGTTTTCTTCTGTCCACCACAGG\nCACCAGGTGCTCACATAGTACACATACTACATACAGGCAAAATACCACACTTGCACATAT\nAAAAAGTAGACAACTCTGTAAAACTCATACATAACACACACACACACACACACACACACA\nCACACACACACACATAGGCTATTCCTGGTTGTCAACTTGACTATATTTGGAATGAACTAC\nAATCCAGAATTGGAAGGTTCACCAGTAACCCTTATCTGGAGGCTGGGAGATAGAAGTTTC\nTGATCTGGATCTTGAGGCATAGTGGCTATGGATTCCAGAAGATTAAGACAGGGAGATCTC\nTGAGTTCAAGGTCATCTGGGATTAAAGGTGTGGTGGAACACACCTTTAATCTGGGCTACA\nCCTTCTGCTGGAGACCATATAAGGACATTGGAAGAAGGGAGTCTCGCTCTCGCTCCTTCG\nCCTGCTTGCCGTGTGGGACTGAGTAACTGCTAGATCCTTGGACTTCCATTCATAGCTACT\nACTGAACCATTGTTGGGAATTGGACTGCAGACTGTAAGTCATCAATAAATTCCTTTACTA\nTATAGAGACTATCCATAAGTTCTGTGACTCGAGAGAACCCTGACTAATAATATATATATA\nTATATATATATATATATATATATATATATATATATATATATAATTCCAAAAGATTACGAG\nAAAGCATGACTCTTTTTCTAAATACTGAGAATTGAACCCTGGGCCTTGAATGTGCCCCAC\nCACTGAGCTATGTCCCCAGACCTTCTTTAATATTTTATTTTGAGACAGGGTCTCACTGAG\nTTGTCCAAGTTGGTCTCAAATTTTTAGTCTTCCTGTCTCATCCTCCCAAGTAGCTGGGCC\nACAGGACATGGATTTTTAATACATAGCACACTGCCAACTACAAGAACCCATCATAAATAG\nCAGTAGGGGAGGAATAAGAGAAAGGCAGATGGGTGGGCAGACATAACATAAAAAGACATG\nAAACAAATATTTCCACTCTGTGACAAGCAGCAAGACTATAGATCCCCAAGAGAGAAGCTA\nTGATGGGTGAGGCCTCACCCTGAATTACTGCCAAGGCAATTTGCAGAATCCAACACATGT\nAGAGTCCAGTTGTGATTAATCTTAAGGGGACTACATTTTGAGGAAAAGAGAGGGTGCGAT\nTTCCACAATTGTTTAAACAATTGGCTGAATTTTGATCTGTATATTTGTGTATAACCCCTC\nCCACCCCCCATACAGCAGTAATGCAAACAAAACCCAGAACTTACACATGGGAGATAAACA\nCCAGGTTTAGGAAAGAGTCCTCAAAAAGAACTTATCCAAGCAGTTGGGGCTAAATTATCC\nTGAAACTGTGGGGGGTTCTAGCTCACCCTACTCAAGCTTAAAGGCTTCAAAATAGTCAAG\nCTGACGGTGTGTGACTTGACAGCCTGTTAGATAAAGGGCTGGTGTTTTATGTATTTATTT\nTTGTGTATGGGATTTTTTGAGGACGTGCATGTCTGTGCACTACACGCACGGCTGGTACCC\nATGGGGACCAGAAGAGGACATCAGATCCCCTAGAGCAGGACTTACTGAGAGTGGCTGAAA\nGCCAATATATGGGTGCTAGAAACCGAACCTAGGTCTCAGCCATCTCGCCAGCCTCCAAGG\nACAATGTTTCTACATGGATACAACACAATCCACTACTTAACACTATTTAAAAAAAACAAA\nACAAAACTGTGATGTCCTGCGATACAAACAAAATTATCAGGTGGGCAAGAAAATATAGTC\nTATAAAGAGAAATTTTTAAAAATCAAATAAATGACAAGGATGGTGAATAGGAAGCCTCTG\nAAGCGGTAGGTACACATGTGTCTCTGATGCTCCAGTGGCACATGCATGTCTCTGATGCTC\nCAGGGGCACATGCATGTCTCTGATGCTCCAGGGGCACATGCATGTCTCTGATGCTCTAGT\nGGCACATGCATGTCTCTGATGCTCCAGGGGCACATGCATGTCCCTGATGCTCCAGGGGCA\nCATGCATGTCTCTGATGCTCTACTGGCACATGCATGTCTCTGATGCTCTAGTGGCACATG\nCATGTCTCTGATGCTCTAGTGGCACATGCATGTCTCTGATGCTCCAGGGGCATATGCATG\nTCTCTGATGCTCTAGTGGCACATGCATGTCTCTGATGCTCTAGTGGCACATGCATGTCTC\nTGATGCTCCAGGGACATATGCATGTCTCTGATGCTCTAGTGGCACATGCATGTCTCTGAT\nGCTCCAGGGGCACATGCATGTCTCTGATGCTCCAGTGGCACATGCATGTCTCTGATGCTC\nCAGGGGCACATGCATGTCTCTGATGCTCCAGGGGCATATGCATGTCTCTGATGCTCTAGT\nGGCACATGCATGTCTCTGATGCTCCAGGGGCACATGCATGTCTCTGATGCTCCAGCGGCA\nCATGCATGTCTCTGATGCTCTAGTGGCTCATGCATGTCTCTGATGCTCTAGTGGCTCATG\nCATGTCTCTGATGCTCTAGTGGCTCATGCATGTCTCTGATGCTCCAGGGGCACATGCATG\nTCTCTGACGCTCCAGCGGCACAAGCATGTCTCTGACGCTCCAGCGGCACATGCATGTCTC\nTGACGCTCCAGCGGCACATGCATGTCTCTGACGCTCCAGCGACACATGCATGTCTCTGAT\nGCTCCAGCGGCACATGCATGTCTCTGACGCTCGAGATGTAGAGGATGTAATCTAGGCAAT\nGAATGCTGACCATAAGTGTGCTTAGTGTGAGTAAACATAGGTATAATGTCAATTAAAGGT\nTATTAAATATTAAAAAGAGTCTTCAAAACCATGATGCATAGAAAAATGAAAGAAAACCGA\nATATAACACAGATTTGCAAATATCATCTATGAGGTAAAAGTGACCCGGGGTATGCTAGTA\nACAGCACATAAAAAGTAGAAGAAGAAAATACAAATGAATTTGAAGACAGAGTTGTTGGTA\nCAAATGATCCTAAAGAAGAATAGAAAAAAAAAAAAAAAAGAGGCTGCAAACAGTAAATAT\nGAGGGCATCATTGACTAGTGAACAGGATCAAGCGTCTGACTTATCTGTAATAGGAGTCCC\nATTCGGGACATTTTGAGAAATATAGCCAATTTTTCCAAAAGTGATGAAAGTTAAAAGAAA\nCACAGATCCACAAAACTTCTGAACCCAGTAGGAAAAACATTAAGGCAGATCGTAATTAAC\nTTCCCGAGAAGCCAGGGATGAAGCCAGCAGCTCAGTGGTGCCTTCAAGAAATCATCACAG\nGAGTAGGAACAAAGGAGAGCTGTGCTCTTCCTCTCAGCACGCACGACACAAGACAGAGGA\nGTGACATTGTGAGGGTGGTGAAGAAAAAGACCCTGTCATCCTAGAATTCTATTCTCAGCA\nAAAAACCAAAAAAAAAAAGGAAGGTGAACCAAAGAGTGCTTCTTTCAGACGAAAGTCAAA\nGGTATTCATTACCATCAAAACTGTACTGTAAGAGATGTGAAAGACGGGTCTTAGAACAGA\nAGAGAAAGCACGAAAAAGCAGGAGAACCAAAAACATGCTAAAGATACAGACAAACAGAAA\nTAAAGCTCCACGGTTTTTTGGTTTCTCTAACAGCGAATTTGCTACTTACATCAGTAAGGA\nTGTAGAATGAACGTTCCCAGCAGGTGCTGTGGTGAACTCTCATAACCCCCGCACACAGAA\nGTGAGAAGGAGCTTGAAATCAGCCTGGTACATAAACACACACACACACACACACACACAC\nACAAATGTAAATAAAGTCTGCTCAAAAAAGCAAATTGCTTAAATAGAGCATCCAAGTGAG\nTTTATGAAATAGAGCTATCAGCACAGTCTACAAGAACACTATCTAGGATATAAAGAAAAA\nTATCGCGAATTAAAGGTAAAAGGATCGGTAAGTAAGACCAGCGTCTATAACCCCCTCAGG\nAAGCCACTAATGCAGATTTAGAATGATTATATTAATTTAAACAAAGTGGCAAGTGCCACT\nGTCCCCCGGAACAGTATGCTGTCAGCTATGGTTAATCTTAGCATTTTCTTTAACAGCGCT\nATTGATCAGCCCTTAAGCTGTGTCTCCTTTGAGCTGTTTGCAGACAAATGTCCAAACACC\nACAGACAACTTTCATGCTGTATATGGTGATTTGAATAAGTTCAGCCCCCATAGCCTCATG\nTGTTGGAATCTTGACCCACAGCAAGTGGCACTGTTAGCAGGTATGGCCTTTGTTAGGAGT\nAGGTGTGGCCTTTTTGGAGGAAGTGTATCACTGTGTAGTTGGGCTTTGAGGTCTCATATG\nCCTAAGCACTGCCCAGTGTGGAATCAGAGCCTCCTTCTAGTTGCCTGCAGAAGACAATCT\nACTCTTTGCTCCCTATGGGTCAAGATGTAGAACACTTGGTTCCTCCAGCACCATGTCTGC\nCTGCAAGCTGCCATGCTTCCTGCCACGATGATAATGGACTGAACTTCTAGAATGATAAGC\nTGGCTCCAATTAAACATTTTCCTTTATAAGAGTTGCCTTGGTCATAGAGTCTCTTCATGG\nCAATAAAACCCTAACTAAGACACCATGAGTACGAGAGAGAGAAGGGGGCATGGGGATTTG\nGTTACAAGGATTTCTGCTTTCACACACTCATTCACAACAATTTTCACAATAATTATACTG\nTGATACAATATTCACATATTATATCACAGGATTCATATGCCAGGTTGGTGACTTCATACA\nCCATAAAACAGCATTAGCAGCAAGTCTATCTATGGGAGAAATCTGAGGATGAGAACTTCA\nTCTTGAAGTTGGTATCTTGTCTGTGACAAATACAGGACAAAACAGAAATTGTTTTTTTTT\nTTTTTTTCCTCTCATTCATTTAATCTCACTGAGCGGTTCAAGGACAAGCCTGTGTAATCA\nGGGAGGGTAAAGGGTACTGTTAGCAGCCTTGAAACCAGGGAGAGCTTTGGGTCCAGAAAG\nTGCAAGGCCAGCAAGACCATTGCTGTTGCCAATGGTGGACAGCTCAGAGATTTTTGACTT\nGTATACACCCTCACCACCAGACTGTCCCTTCCATAGCTCGGGAACATGCACTAAGGCAGG\nTTTTGGGGAATATTAAAAATATTAATAATGAATGGAGAGATGACTTACCTGTTAAAGGAT\nAGGTTCACAACCAAAATATTAATCTATTAATAAATCAAAAGGAATTAAAATTATGCAATG\nTATGATGTCTAACAACAATGAAATTAATATACAAGCCACAGCAAAGCATCTATAAAAGCA\nTGCCAGTATCTGGAAATTTAAATAATAGCTTCTAAAAAATCCCAGAGAGTAAGAAAAGAA\nGTCACAATTGGGCTCAATTATATACATTCAGTCCCAGCACTTGGAGGAGCACTGAGGCAG\nGAGGATCTCTAGTTCAAGGAGACTTGACTTCTAGTTCAAGTTGCACAACTTGCAATCCTA\nAGTAAACAAACTGGAAAGAAGAGAGGGAGGGAAGAGATCGGGAGAAGGGATAGGGAACGG\nGATCGATGATTTCAAACTGAATAAATCAGGAAACAAACTCTGTAGGATGGAAGCAGAAAT\nTTCCAGGACCTGAGAAAGGGCCCAACATTCAGGCGAATATTGATGCTGATTCTGTAGTTT\nCGTCCAGGAAGCTGAAGAGGGGACACTTTCCAACTCATTGTTTGAGGCAAGTCTTCCCCT\nGACACAGACAACAGACAAGGGCAGTTTAGAAAAAGAAAACTGCAGATCACCATCTCGTGA\nACTTATACATAAACTGTCTCAACTGCACACTGGGTAGAGGACACACAGGAGCTGCTTTGG\nTTTGCAACGGTCCGTCAGCGGAGATGAGCCAAGCTGAAACCAGAGTCCTCAGATCCAGCT\nCTGCGCCCGAGTCTCGATGTTCTGTTTGAAGTGCTCGGGCAGGAGTCGCCTGATACCTTT\nGATACCTTTAGATGAGTCTCAGAAGTTATAAACAGGAAGAGATTAAAAAGTGGTTAAAGT\nAAGATCAGGTCCCACCACCAGCAGGTGCCACCAAAATCAGACAACACCCAAGGTGGCCTT\nACCCTTGGCTGGTGCAGGAAGTGGGGCTGACTCATTAGTGCTTGAAATTAGGTGACCAGC\nCATAGTGATGTTATGAAATCCAGGACTGCGCCTGTATCACCAGCAGGCAAACCCAGCACT\nGACATGACTGTCCTACTGTATTTCAGTTCCTTCATCTATAGTACGGGAAATCCTAGTGCC\nCGTGGGATGGAATTAGTGTGTTGATTTAAGATACTGTCGGGTGTGCAGAGAAATCACGCC\nTCCAATCTCAGCACCTGGGAGACAGAGGCAGGCCGATCTCTGAGTCAGGCCAGCCAGAGT\nGAGTTCCAGGATAGCCAGAGTGAGACCACATCTTGTAAAACAAAACAAAACAATATAAAT\nAAATTGTGCATATAAATGAATAAAACAAGATTGAATATGGAGTATGCATTGTACAGGTTT\nTACATGTCAGTTCAGCTCTTTTCCTGTTTCTAATTCAACCATCCATTCTTGTATTCTTCC\nAACAAACACTCATTTAGCACTTCTGCTGGCAGCCTAGTTGATGGCATTTTGTTATTGCTA\nCTTTTATCTTTTTTTAAAAAAGATTTATTACTAAGTACACTTTAGCTGTCTTCAGACACA\nCCAGAAGAGAGCATCAGATCTCATTATACATGGTTGTGAGTCACCATGTGGTTGCTGGGA\nTTTGAACTAAGGACCTCTGGAAGATCAGTTACTGCTCTTAACCACTGAGCCATCTCTCCA\nGCCCCCTACTTTTATCTTTTTAATTCCCTTAAAAATGGCCGGTGCCAATTTCCCAATCAC\nCCTTACTTGTCCTTTCTTCTGTCTTATTTTTATTCCATAAGCATTCCAGTCAACCAATGA\nGTTCAAAGTAGGGCTAGAGACTTACATCAAAGAAGTGACATTGACCTGTCATGTAATAAA\nCATGGGCCTGCCAACAGTAATCTAGAAAAAATACAGAAGACTGGATAGAAGAGAAATACG\nAGGTGGTGTTTTCACTGATGAGCATACAAGACCTGAAATTTGCAAAGGATGTATTTAAGA\nTAGCAATTTTGAAAGAAACTTAAGAGACAGAAATGTGTCAAAATGCAGAAATACATTCTA\nAACTGTAAATCATAGTATAGTATCAAAAATAACGTGCTTCCTACATGGATTACTGAAGAG\nTTTCATAATTAAATACATTTGCAGGGCTGGAGAGATGGCTCAGTGGATAAAGATGCTGGC\nTGCACATGCCTGACAACATGACTTGAATCCTTGGTACCCACAAAAAGCATAGATGTGATG\nGGCTGCGTCTGCAATCCTTCATTTCTATAGTGAGATAGGAGGCAGAAGCAGGAGAGCCGA\nCAAGAAGCTGGAAGGCCAACCAGCCTACAATTCATTGTGAGAAACGTTACGATCCCCCGC\nTCAGTACGGAGGAAGGAGAGAACTGTTTCCAAAGCTGTCCTCTGACTTCCGTGTGTGCGT\nCTCAGCACATGCACATGCATGCCACACAAAGAAGAAATAAAGTAATTTTGTACATTCTTA\nCATAATTATTTCTTACTTATGAACCCCTAAATTTCAGTCTTAGGATTCTTGAACATTCTG\nAAGGGCAGAAATCATGTATTGTTTCAAGTTTAGATTTCATTTTTAATTCCATTGGGTTGG\nAGAATTATCTAAGATTTAGTAATAGGTATAGTGATTGGTAGGTTTAGACTTGCATTTTCT\nCTTTGATTTCTAAGCCCCTTCATCTTTCACAGGGGAAAACATTCACAAAGACCAGAGTTT\nCTCAGGCCTAGCTGTTCACTAATGTTAACTGAGCATATGTGAAAACTGTTGATTCCAAGA\nCCTAACCCCCAGTCTCTGAATGAAGAGGCCAGGCATCAATAGTTTGCAAGGCTGCCCTGG\nGATGCAGGGATGCATCCAAGTGTTGAGAATCACTGGTAGAAAACGAAAGGTTGGCCGTGC\nTGAACGTCACACAGGTACTCCGTGTACTGCTTAGCTTAGCCTTCGTCCGCAGTGACTGAG\nTGGCTGCCTCTTGTAACACACAGTACTAAATGTCAAATGTCACGCTGCCCTTCGAGTACA\nGCACTCTGATGTCCACTTTCCTGGCTGTGGTTAATCAAGTAGCTTGTTTTAGAGCTATTT\nCTGTTTGTTTGGGTTTTTCATTCTTGAAATTTGGTCTTGCTAATATAGCTGGTATCAGCA\nTTGAAATCCTCCATTCTCCTCCTAAGTTCAGGAATTACAGGCTTGGACACGGCTGTAGTA\nATTATTTAATCTCAATTGGGGGTTCATGCCCCGCCTTTTATTGTTCAGTTCCCAGATAAA\nAGACACAAAATCTTAATATTTACAATAAGTCTTTAAAGCACTAGAGCTGGACAGATATCT\nACCCTCCATGTTTTTAAAATCTACTCCCCATCAATAACCCTGTTTTGACTTGCCATGTTT\nCATCTGGGCTGCTCTTAACTCCAACTAGCCAGGCTCACAGCCATGTTTTCATGACTTACC\nTGCCCCCATCTTGTCTTCTCCTCTCTCCACCTTCTTCTCGCCTTGGTGGTCTATCCTCAA\nACCCCAAGCCCAGGAACTGAGATCCATCTACCTCTCTTCTGCACAACTGTAAGATGTAGG\nCATCTTAACTCAACCAAAGTCTTAAATTAAGGAGCTAGGTTACATAATAACACTTCCTCA\nTCCCTGGGGGCAACCAGACCTTGGGGGGAGGGCAGTATTTAGCATTACAATACATAGCAA\nCAGACCAAAAAAAAAAAAAAAAACCCAACATGACACCATGCCTTCTGACTTAAAATATTT\nTGTGTTTATTTAAGCTGTCTAAAAAAAAAAAAAAAAAAAAAAAAGTCCTTTCTTGGGCTG\nGGGCTGGAGAGAAGGCTCGTGGGGAAAAGCCATTGCTGCTCAGTTCTGAGGGCCAGAGCC\nCAGCCCCCACAGTCAGGCTGCCCACAGATGCTTATAACTCCAGCTCCAAGAGATTGGATA\nACCTTGTCTAGGCTCTGTGGGATACACAAATACCCATGCATGCACACAGACACATACACA\nTGCATAGATATTTTTTAAAGAATATTTTTTTCTTTTTGGCCAACACCCACTTATTAGTGA\nGTACATACCATGCATGTCCTTTTGGATATTATCTCACGCAGGATATTTTCTAGTTCCATT\nCATTTGCCTGCAAAACTCAGGATGTCCTCGTTCTTAATAGGTGAGTAGTACTCCATTGTG\nTAAATGAACCACATTCTCTGTATCCATTCTTCTGTCATGGACATCTGGGTTGTTTCCAGC\nTTCTGGATATTATAAATAAGGCTGCTATGAATGTACTGGAGCACATGCCCCCCACCCCCC\nGGCATGGTGGGGCATCTTTTGGGTATATTCCCAAGAGTGGTATAGCTAGGTCTTCAGGTA\nGATCTATTTCCAATTTTCTGAGGAACCTCCAGATTGATTTCCAGAGTGGTTGTACAGTTT\nGCAATCCCACCAGCAATAGAGGAATGTTCCTCTTTCTCCACATCCTCTTCAATATGTGTT\nGTCATCTGTGGTTTTGATCTTAGCCATTCTGATTGGTGTAAAGTGGAATCTCAGGGTCAT\nTTTGATTTGCATTTCTCTGATCACTAAGGACTTTGAACATTTCTTTAGGTGCTTCTCAGC\nCATTTGATATTCCTCGGTTGTGAAATTACAGAGGCTATGGAGCACTCACAAAAAGGGACC\nTAACATGACCACACTCTGGAAGACCCAACAAACAGCTGAAAGAGTCAGATGCAGATATTT\nGCACCCAACCAATGGACAGAAGCAGCTGACCCCTGTTGTTGAATTGGGGAAGGCTGAAAG\nAAGCTGAGAAGAGCGACCCTGTAGGAGGACTAGCAGTCTTAATTAACCTGGACCCCTTAG\nATCTTTCAAACACTGGACCACCAAACAGATAGCATACACCAGCTGATATGAGGTCCCCAA\nCACACAGTAGAGGACTGCCAGGTCTGTGTTCATTCAGAGGTGATGCACCTAACCCTCAAG\nAGACTGAAGGCCCCAGGGAATTTAGAGGTCAGGTGGGGTGGGGGATGGGGACATCCATGT\nGGAGACAGGGGGTAGGGAGGAGGTATGGGATATTGAACAGTTGGAGGGTAGATGTGGGGG\nAGCAATAAAATATGGAGTGTAAAAAAATAAATAATTAAAAAATTTTAAAGTGGATATTAG\nCTCAGAAGCTCAGAATACACAAGATACAATTTGCAAAACACATGAAACTCAAGAAGAAGG\nAAGACCAAAGTGTGGACACTTTGATCCTTCTTAGAAGGGGGAACAAAATACCTCCCAAAA\nTCTGGGAGGAGTTACAGATACAAAGTGCGGAGCAGAGACTAAAGGATGGACAGAGACTGC\nCCCACCTGGGGATCCATCCCATAAACAACCACCAAACCCAGACACTATTGCAGATGCCAA\nCAAGAGCTTGCTGACAGGAGCCTGATATAACTGTCTCCTGAGAGGCTCTGCCAGTGCCTG\nACTAATACAGAAGTGGATGCCCACAGTCATCCATTAGATGGCGCATAGGGTCCCCAATGA\nAGGAGCTAGAGAAAGGACCCAAGGAGCTGCAGGGGTTTGCAGCCCCATAGGAAGAGGAAC\nAATATGAACTAACCAGTACCCCCAGAGCTCCCGGGGACTAAACTACTAACCAAAGAAAAC\nACATGGTGGAACTCGTGGCTCTAGCTGCATATGTAGCAGAGGATGGCCTAGTCAGTCATC\nAGTGAGAGGAGAGGCCCTTGGTCCTGTGAAGGTTCTATGCCCCAGGGCCAGGAAGCAGAA\nGTGGGTGGGTTGGGGAGCAGGGAGAGGGGAGAGGATAGGGGATTTTTGGAGAGGAAACTA\nGGTAAGGGGATAACATTTGAAATGTAAATAAAGAAAATATCTAATCAAAAAAGACTATTG\nAAGCCAGGCGTGGTGGCACACGCTTTAATCCCAGCACTCAGGAGGCAGAGGCCAGCAGAT\nTTCTGAGTTCAAGGCTGTCTGGTCTACAAAGTGAGTTCCAGGACAGCCAGGGCTATACAG\nTGAAACCCTGTCTCGAAAAACCAAAAAAAGAAAAAAAAAAAAAAAAAGACTATTGAAAGA\nGACTTAGGAAGAACAGGGGTGTGCTGATAAAACTTTGAAGGAGCCTATGTTTCAGAAAAA\nAAAAAAGAATATTTTTTCTTGAATGCAAAACAAAAAATCTACTTGGACAGCTTCTAGTGG\nCATTCATTTGCTGTCTCTTTAATAGCATCTTGTAGTAGCAATTTTGGAATTTCTTTAAAA\nTATTATAAGCATGTGCTTTCAATATAATTCCAGGAGTGGGATATGGTACTTCAGACTGTT\nTGCAATAGCTGACTATGATTTGCCTCATGCTCTAGAAGAGGCTTGGTTTTGCCAGCTGCA\nATAGTTTCTGCAATTGTGTGATGTTTGTGATTCTGGGAACTTCTCAGAGGGTGCATAAAT\nTCATATTTACCTGGAAGGCCAGGTTGGTGGTTGGTGATCAGTTGGGGTTTAGTCAAGGTT\nTATTAGTAGAAAGGAAGGGAAAGAAATTAGACTTGGGGATTTTTCTTGCTCTCCTGCTCC\nCCTATCCTTCTAGTAATGGGGGTGAAACTGGGGAGATAAAAGATGGGAAAAGAACACACA\nAAGAAGCAAAGACCAGCTCCAGCCTCCCTCACAATCTGGCCTTGGCATGACCCTGTATCT\nCTCTGCCAAGCCTGCTGAACAACTGTGAACAACACATCCATTCTTTCTCCTCCTCATCCC\nTCACCTGAACACTTTCTTTTCTTCATGGAACTCCATTTACCAACCATGCCCGTCGTTTCT\nAGGGTTCTGTTCCCCCATGTGCTACTTGAGCAACTTCCATCCCTGAATTTCACCCTTTCC\nTTGTTCCCCTCCTCATACTCCATCTTATCACCTTTCTGCTAAATCCCCATAGATGGGAAT\nGACGTTCCTGAAAAGACTCCATTACCCATTGTTGCTGTTATAAAACACCATGGCCAAGAG\nTGCCTTTCGGAAAACAGAGCTTATTTTAGCTCACAGTTCCAGAAGGGAGAGTACACACTA\nCAAGGGAGGCGTGGAGCAGAAACTGAAAGATCACATCTTCAACCACAAACAGAAAGCACA\nAACTGGAAGCTATTATCCTCATAAAGTCTGCACCCAGTGATGTACCACCTCCAGCAAGGG\nTGCACCCCACCTCCCCAAACAGAACCACCAACTGGGAACTGAGTGTTCAATACCTGACCC\nAATGGAGGACATTTCTCACTCAAACCACCACAGCCATGAAATCTGCTATGCTGTTGCGTG\nTAGTTTTACTCTACTGACTTTACTCTGAGAGGTGTCTGCCCTACCAGCCCCCACCCAGTT\nTGCCTTTAATCTTCGGATAAAACACACATACACACAGTTTGTTCCTTTTCAACTTGCCTT\nAGGGCACAATTGTTGGGTGTTACTATCTCCTGCCAGGAAAACTGGCCCTTAATATTTTTA\nTCTCTGCTCCTCCCACCTGCCCTAAACTTCAGTGGCTAGTCCCACCTAGTCCCTGCCAAA\nCATCCATGACCTGCCCCCTGTAGTAGTGACCACAGGTCCCAGTTCGTCCTGAGACCTCAA\nTGGCTGCTCCCCTCTTCTCCCTCCAAAGCATGGCAGAAACCAGGCAAGTGGAAAAGAAAC\nAAAATGTGTATGCATGTCATTTATCTGAGGATTAAAGGGAAGCCGTGTGGGGACTGAGAG\nATCATCGGCCACCTCCCAGAGCTAAAGTCGGGCAGAGTAAAACAGAAGCTCGGTGGGGGC\nTGGGAGTATGGACACCTCCCAGAACAAAGGCGGTAGCAGAAAACAACACGCAACACTAGA\nCCATTAAAGAGCATAGCCTCCAACCAGTGTCAGGTAAAGTGGTTGAGGGAGACATGGATC\nATTTGTGGGAAGACAACTTAATTGTTCCACAATTGCAAGCAGGGTGACAGATTAATAAAG\nACAGTAAGAGCCACTGTCAAAATACCAAGGAGAAGAGTTGGGTCAAGCATATCCATAAGT\nTCCTGGATCCATCAAGAAGAAAAAGCTTAGAGTCAAGGACAGAGAGAAACACAGAAAACA\nAAACACAGAGATCAGGTCCATGAGTGACATAGACTATGCACTATTAATAGCCAACTGCAT\nTTATCAGCACACTATGCTGGCTTTTTTTTTTATTTTGTTTGGGTTATTGTTGTTGTTCTT\nTTGTTTTTGTTTTTGTATTTTGTTTTGTGGTGGGTTTTTTTTTGGTGTTTGTTTGGATTT\nGTTTTTGTTTTTTCAAGATAGGGTTTCTCTGTGTAGCCCTGAACATCCTGGAACTCTGTA\nGACTAGGCTGGCCTCAAACTCAAGAGATCCATCTGCCTCTGCCTTCCCAGTACAGGCATT\nAAAGGCATTCATCCACCACTGCCGCCTGGCACAAGAGACCTCTTTCATGATGTCACTGGA\nTCAAAGCTTTGTGAGACAGAAGAAGTAAGCTTGCTATGGTGATACTGTCCTGATAGCACC\nGTGGACTTGCAAATTATTGTACTATATTCAATGCTGATTAACATGGCCAGGGTGAAAGTT\nCATGCCATAGAAGGCAATGCCAGATTTCACAAGGGATGATAGGATGTACCAGAAAGAAAC\nATTGGCTCAGAAAGCTGAAACAAGAGGTAACCTGAAGAGCACATCAAGATGCTCTGAACA\nAAAATAAGAATCTGTCCTTAAAGGACAGCAACTAGAAGGATGAAGTAAGTACAGAGGCAT\nAGAAAGGGGGTCAATAGGTCAATAGTGGTCAAATGATGCCAAAGCAAATAGGACCAGAAA\nTCCTTTGTGAGACAAAGTGAAATCATTAAATAAACATTTTATATTGTAGGCTGTACACTA\nCACATCAGACGAAGAGTCTACAATGAGCTTTGAGTATATGTTCTAGGAGTAACTGGCCAG\nTTTAGAGATAGAGAGAGGGTCAGGTAATCTTCCATATATCCCTTCTTTCAGATAGGATAA\nGTCCAGTGTCCCATCGGGATTTTCTTATACAAATACAGTTACTCTCCAAGGAATAGGCCA\nGTTGTGCCAAGGCAGATGCTCTCAATCTGTGGGTGGTAAACCCTTTGTGTGTGTGTGTGT\nGGGGGGGTGGTTGTAGAACTCTTTCATAGGGGTCACATATCGATATTAATATTACAATTC\nACTAACAGTAGGAAAGTTACAGTTATGAAGTAGCAACAAAATAATTTTATGGTTGGGATC\nACCATAATGTAAGAACTTATATTAAAAGGTCGGAGCATTAGGAAGGTTGAGAATCGCTAC\nTCTAAGAGCATCCTTCAGTCTATGCTTGTCCTACCAAGCTACAGTAGGCCTTGTGGTTGC\nAAGCAAGGTCAACTTGATTTGTTATTTTCTTGAAGACACACTTGAGATGGCTGAAGTGAT\nAATCTCCTAACTGCATGACAGAGGACAGGTGCTAAAATTTGGGGGCAGAATAACAATACA\nGAAAATGACTCTGAGAAGCAGTAAGAACTTCTGAACTTTGTCAATTACTCTCTGGCACCG\nACAGCTGCTAAACAGAAGAGAGAGACAACGAGAGACAGAGAGAGACAGAGAGAGACAGAG\nAGAGACAGAGAGAGACAGAGAGAGAGTCAGAGAGAGACAGAGAGAGACAGAGAGAGAGAC\nGGCCTCAGGTGAGATCCTGCTCTCCTTCCTAGTCAGCTCTTACTGACCACAGCCTTTTAT\nTTATTACAGTGTCTTTTATGTGGCTGGGGGGGTGTCCTTCATGTGATCCAGGGAAAGCTG\nGTCTCCTCCACATTCTTTTTTTTTAATGCAATATACAGACTTTCTTTAGCAAAAGTAACA\nGGTAGAGGCATTTACATTAAGAAAAGACTCCAAGAAAGCTCATCTTGAACAACTTAAAAC\nAACTCACTTGCAGTTGCATTTGCCTGGGCTCTGTTGCCGTGACGAACACAGCGCGTGCAC\nAGGCATGGACGAAAGGTTTGTACACTTTCAAGTATTCACTGAATACCACGTGATATACAC\nAGATACATTGAATTTGAGAAAGATTAGATGACCCCAACTGTATTTCATTTTTCTTATTCT\nTTTGGAAGAGGTCGTCTAAAGAGAAGTATATGTGCTTCTTGCTCATGACCCATGTAATAA\nACTGAGTTCATACCACTTCAAAGCCCAAATAAGAACAGTGTTAGGGCCAGGTGGTGGTGG\nCGTATGCCTTTAATCCTAGCACTTGGGAGGCAGAAGCAGGCGGATTTCTGGGTTCGAGGC\nCAGCCTGGTCTACAAAGTGAGTTCCAGGACAGCCAGGACTACACAGAGAAACCCTGTCTC\nGAAAAAAACAAAAAATAAAATAAATAAACAAAACAAAACAAAACAAAAGAACAGTATTAG\nGGGGACAAAAATTTTCCTGTGCACTGGACAGTAGTTGAGGCTTATTGATTTACCATTAAT\nGCTGTCACAGCCAACAGGTTTTTAGACAATAGACAATGTGACAACTGCATATATATTTTG\nTATCTTACTTTTAAGAGTGACACTGCATCTATTACTTAACATGTACTTTCTTCTTTTTAT\nGCATAGCCTCTGAAGTAGTTTGTGTAGTTCATATTTCATTATGTGGTCTTTATTTAAATT\nATTTCCTTCACTATTGGATATTTAGGTAACTGAAAGCTTTTGCTATTATAAATTATTCTT\nCAATGAACATCTTTATGCAAATAGTACCTTAATTACATAAAAGTGTAATTCATCATTTCT\nTATGGTCACTACCTAGGCCAGGCCTTACGCATCATATATCTCAATTAATGGATTAGCATG\nCTAGCCAGTCTCTTCTCCTTTATCTATCCTGTATAATACTTGGGGATGGGTCATCCGATA\nGGCCATTTTCATCATGCCATCTTCTTAGGATGTCACGGTGCTTATCTGCCCGTCTTTCAT\nATGGTATGGTAGCCGTGCAATCTGGGCCCTAAGTGAAAAGGGAATTAAGTAGAGCCAAGA\nGGACTGAATTTAGAACACTCCATCCCAGACGTGAATACCAGGGCTCAAGATGTGTGTCCT\nAGCTTCCATCAGAGAAACAACAACAAAAGCCCTAGGTCCAGTTCTAGTTGTAGCTACCTG\nGCTCTCTCCAGTAAATGAGGGCACTGTGTCACTAGTCACTGAGCATTGATGGCACACATA\nGGCAGGAATAACAAGAGTCAGAACCCAAGAGAAGGTTATCCCAGATGAATAGGAATGTGT\nTGTGTCAGCTGCTGTGGGGCAAAGAGCCAGCGAGAACTAGATAGGATCACAGTCCAAATA\nCTCATGCCCAAGTGTGTGGCCAGGGCAGAAGCATAGCTGTGCGAGTGAGGTCTACATGTA\nAGCAGTGGGAAGTTTTCTAAGAAGTCATTATTTAAGGAATTACCATATTAACGTTCTAGT\nGTCAAGTAATAAGCAGGACCTGGAATTAGTGGACCTGGTTTCTTAACTTTCTACCCGCAT\nGGTGAGCAAATCCATTAGCCAGGGTCTGTGTGCTCTGTGTGCAGCTGGCACAGACTGATC\nCCTAAAAAGGCCCTCTAGCTGAAAAAAAATGAATAAAGAACAAAAACAAAACAAAAACAA\nAAACCCCCAAACCCATAAATATACATCAAATCAAAAGCACATACATGTTAGCTAAACTCC\nTTGAACGCAGTTCCTTTCTTTTGACTTGAAGCCATCATCATTGACAAAAGGTACATTAAG\nCAATATGAGCTTAGAAGATTTGGGTTGAAGGCTAGGAAGAGGCAACGGGTTTCAGAGGTG\nATAATGGACAGTTAGACCTTATATTAGTCAGGATTGCCAGAGAAACAGGACGTGTGTGTG\nTGTGTGTGTGTGTGTGTGTGTGTGTATTTTTAAACTTTCTTAAAATATCTGCTTAAACTC\nTATGATGGCCACACTTGTTTGTCTTGACAACATCAGGAACTGAAACCTAAGAGTGCAGGG\nGACTCTGTGAAGGATTTGTTGTTGTTGTTGTTGTTTAATTTGATCCACTTATAATCAGGA\nTCTCTGAGATGGAAAGACACAGTTCCAATCCAGACCTTTTGATGTGAAAAGACCCACCTC\nTAATTTGGGCCATGCCTTCTGCTGGGAGCCTATATAGGGGCATGGAAGAAGGAAGAAGCT\nTTTCTCCTTTGCCTGCTTGCCCTCACCTCGCTAGTAGGTCCACTTCTCCACTGACATTAG\nACCCTAGTTCTTTGGGATCCAGTGTATACAGAAGAACAGCCTTGTGGACTGAGCAACTAC\nTGGATTCTTGGACTTTTCATTCACAGACAGCCATTGCTGGATTAGCTGGACTGTAGTCTA\nTAAGTCAGTCTATTAATTCATATATATATATGTGTGTGTGTGTGTGTGTGTGTGTTCAAA\nTATAGAGAAAAAAGAATCATTCCATAAATTCTATTACTCTAGAGAACACTAATACAAACT\nCTCAATATAAATTTCATATATATATATATATATATATATATATTGAGAGAGAGAGAGAGA\nGAGAGAGAGAGGGAGAGGGAGAGAGACAGAGAGAAAGACAGGGAGAGAAAGATAATACAT\nAGTTGGAGAGAGAAAGAAAGGAAAAGAGAGAGAGGCAGAGACAGAGGGAGAGAGGAAGTT\nTTAAGAAGACTGTGATGGTTTGTCTATTCTTGGACCAGGGAGTGGCACCATTTGGAGGTG\nTGGCCTTGTTGGAATAGGTGTGACCTGGTTGGAGTAGGTGTGTCACTGTGGGTGTGGGCT\nCAAGACTCTAACCTAGTTGCCTGGAAGTCAGTCTTCCACTAGCAGCCTTTGGATGAAGAC\nATAGAACTCTCAGCTCTGCCTGTGCCATGCCTGCCTGCATACTGCCATGCTCCTACCTTG\nGTGATAATGGACTGAATCTTTAAGCCTGTAAACCAGCCCCAAGTAAATGTTGCTTTTTTT\nTTTTTTAATAAGACTTGCCTTGGTCATGGTATCTGTTCACAGCAGTAAAACCCTAAGACA\nGAAGTTAGTACTGGAGGTCTGGGGTATTGCTGTGATAGGCCTGACCATGCTTTTATTTGA\nAAGAATGTGGATTTTTGGACTTTGGATTTGAAACTCAGTGGAATGCTTTAAATGGGGCTT\nAATGGGTCATCCTAGTAGGAATATGGAAGACTTTGTTGCTGGGAGTAATTTGAACTGTGT\nTGACCTGGCCCAAGAGATTTCAAAGGAGAAGAATTTCAGTATGTGGCATAAAGACTGTTT\nTTGTGGAATTTTGGTGAAGAATGTGGCTACTTTTTACCCTTGTTTGAAAAGTCTGCCTGA\nGGCTAAGGTGAAGAGACTTGGATTAATTGCATTAATTGCATTGACAAAGGAAGTTTCAAA\nAAAGCCCAGCGAGACTTTGTTCTCTGGTTAAGTCTCACAAAGAGAAGTTTGAACAAGCAT\nAGCAAGCTTAGAAAGGCAAAATATAAAATATATGGTTTGAGTATTAAAGGCATACCAGGA\nAGTGAAATGGAGCAAAATCCTGTGTTCTAGGAAATAACAGATTAAGGGAGTGGGATCTTG\nGGACAAGATCCTACCCTGCTGAATTTAGATCCAGGCATGGACTAAATGCATTTGCATTAT\nGCTATGTTTAAGTATGGCCCCCATAGACTCATGTTTTTGAACAAGTCTAAGTGGGCCAGG\nGATAGCCCTCTCTACCAACTTCTGTCTTAGTTAGGGTTTTACTGCTGTGAACAGACACCA\nTGACCGAGGCAAGGCTTATAAAAAAAACAAAACAAAACAAAAAACATTTACTTGGGGCTG\nGCTTACAGGCTTAGAGGTTCAGTCTGTTATCACCAAGGTGGGAACATGGCAATATGCAGG\nCAGGCATGGCACAGGCAGAGCTGAGAGTTCTATGTCTTCTTCATCCAAAGGTTGCTAGTG\nGAAGACTGGACTTCCAGGCAATTGAGTCTTAAACCCACACCCACAGCGACACACCTACTC\nCAACCAGGTCACACCTTTCATCCCATGAGACAGGCATGCTCATCTCTTCATTCAAGGTCA\nATCTACAGAGCAATAACCAGGATAGCCAAGCCCAGGCAGTGAAGGATTTAGAAAACATAA\nAGCCAGTGGTAATGTAATAGTACAAGGGGATCATGTTCTAGTTCCTGTAAGCAGCAGAAC\nTCGGCAGCTTCAACCATGTGGCTCTGGCTCTAGAAATAAGAATGGAAGGAACTACTGGGA\nCAATTGATGCTGGTTAGCTTGAGCTAAGACATTAGTAATGATTAAGAAGAGACCAACATC\nATTGAATTGAAATCTGGGAGTTGTTTTCTGGGAGCACAAAGAAGCTGTGTTCCAGAGATA\nGCCAAGGCTGTACCTTGTGCTGCAGCTGGACTTGGTAATGTGTACGAGTCACCCAGGTGG\nTACTGGTTTTGAAGGCATGAAGGTGTCATGAAGAACAGCTGAGGCTTGGAACTGTGAGAG\nGTCATGGAAGGCCACTGGAGAAGGTGTAGCCTCAGCTGTAGTTGATGGCCAAGGACTGAA\nGAGGTCAGGCAAAGGATTTGATGTTTGGCACCATGAAGAGAGCCTATGAGAGGCTATTGG\nTGAAGCCTAGTTGGAGTGGAACCACCCCAGTGTATTGGAGATGTCAGTACCATGGGATGA\nTCACCAAGAACAGCAGCCGTAGTGGAGTGGATCAACCTGAGCTTAGAGTGCTACAGAGGG\nCAGAGATGGAAAAGTGATGCCAGCCCTTAGGAGGAGTCCAAAAGATCAAGTGGAATCCCA\nGACACTGAAACAAGAAGCTGTAACATTGAAATTGCCTTGGAGACTCAAAGATGTTAAAGA\nTGCCAGAGCCATGGGATACATGATGAGGAAAGCTGCTAACAGGGAGTGGAACTAGCCCAG\nGAGAAAGCAGTTTGTTGCAATCAACAAAGATGAAAAAGGAATGGAGATCTGAAGACTGCT\nTTGACATCAGCCATGGAGATGCAGAGTTTGGAGTTTGCCCAGCTGGTTTCCTGCCTTGCT\nTTGGAGATTACAGTTAATTAGCTGGATGAATCTCAGAAGAGCCCTTGAACTTTGGACTTT\nTAACATTGTTGAGACTGCTATAGACTATGAGGACTTTGAAAGTTGGACTAAATGCATTTG\nCATTATGCTATGTTTAAGTATGGCTCCCATAGACTCATGTTTTTGAATAAGTCTATGAGG\nGCCAGGGATAGCCCTCTCTGCCAACTTCTGTTTTAGTTAGGGTTTTACTGCTGTGAACAG\nACACCATGACCAAGGCAAGTCTTATAAAAAAACCATTTACTTGGGGCTGGCTTACAGGTT\nCAGAGGTTCAGTCCATTATCACCAAGGTGGGAGCATGGCAGTATGCAGGCAGGCATGGCA\nCAGGCAGAGCTGAGAGTTCTATGTCTTCATCCAAAGGCTGCTAGTGGAAGACTGATTTTC\nAGGCAACTGGGGTGAGAGTCTTGAGCCCACACCCACAGTGACACACCTACTCCAACCAGG\nTCACACCTATTCCAACAAGGCCACACCTCCAAATGGTGCCACTCCCTGGTCCAAGAATAG\nACAAACCATCACAAAGACCCATGGACCTAGCAAAGCTAAAATCTGCAAGGCAGCCTGCAG\nGCTGTAGAGCAAGAGAAAAGGTAACTTTGGAAACAAGAATGACATAACTTGGAGGCAGAA\nTTCTGCTTTTTTTCAAGCACCTGGGTGTTGCGGCCGCCAGCAGCTCGCAACATGAACGGT\nTCGACTGAGAAGGCCACTCGAGCTGTAAGAGAGGAATCTAGATGGGGCGAAAGAAGAAAC\nGGAGCTAAGACAAATTCATTCTGATCAAAGCTCAAATTTTATTGTTGCGACACTAGTTAT\nAAAGGAAGGGGGAGGGGACCCGACTCCCGCCGAATAATCTCTGGTCCAGTAGAAAGGTGC\nACGTGTGTGGCTCCGCAGGTTCTAGCAGTGGGCGTGGCAGAACGAATGAGCAGGAAGCTC\nCACCCCTGAGCAAGCAGGTTTCAGGCTGGGGGAGGGGAGACTACACCTGGGCCCTTTTCT\nCTGAAGGTCCACCTGCAATACGGTAGTATACTTTCCCTTGTTCATTCTTATTTGGCTATT\nAGTCATATCCAAGAATTAACTTCACAGCACTATAGCCAAAATCTGGCACACAGAATTACC\nTCACACACAAAACAATTCGGAACCTCCAAGCATGGAGAAAAGTTAGGGACAAATGGTTTT\nGCAGGACTTTCCCACCTAATACAACCAAATCCAGAGTTCTCATACTGAGTTTCTCATCTC\nTCCCAGGTCTTGAAGACAAGCCTCCACTCTCAGAATCTGCTGCTTTTCCTGTTTGCTGGT\nGTCCACCCTCCAATCATGGTAGACCTTGGCTATCATGGATCCTGGCCTTCTGCTCAGTCT\nAGACTGCCTGCTTCACTCAGGAAAATGCACATATAATGATTCTTCCCAACCAAGTGATGT\nGTGGGCCCAGATCTTTCCAAAAAAGACACAATGAGATGTCAAGGGAAGGCACACAGGGAG\nATACCACAGAGAAAGCCTCCCCTGAGGAAATACCTCCATGAGATCCAGCTGTAAGGCATT\nTTCTCAATTAGTGATCAAGGGTAATAGGGCCCATTGTGAGTGATGCTGGGCTAGTAGTTC\nTGGATTCTATAAGAAAGCTGAGGAAGCCAGGGGAAGCAAGCCAGTAATTAACATCCCTCC\nATGGCCTCTGCATCAGATCCTGACCTGCTTGAGTTCTACTCCTGGCTTCCTTTGTTGAAC\nAACAGCAATGTGGAAGTGTAAGCTGAATAAGCCCTTTCCTCCCCAACTTGCTTCTTGGTC\nATGATGTTTGTGTAGGAATAGAAATCCTGACTAAGACAAGATGAAACCTGGGACAGTGGC\nAGCCTCCCCTGCTTCACCCCCCGCCCCTACATTAACTAACCTCGAAGAGGATGAATGGTG\nCTAAAGAATACACTCAAGAGAGCTATTCACCACCTGCTTGACGTGCTTAAGAATACAGCA\nGCGACAATTTCTTCTCAAAGTCAAAACATTGATGTCTCTCTGCTCTTCTCCTCCTTTTAG\nGTGTCCAGTATCACATCAAGTTTTGACTATAACTAAGTTGGGCAACAGTTGATAATAAAG\nAGTTGGTTGTTACTATTGAGCTAAAATTTACATGTAAGGGAATGTAAGTATGGAAGTTTA\nAAGGAGAAATGTTCCCCATAGGCTCAAGTATTTGGAAATTTGATTTCCAGTTGGTGGCAC\nAGTTTGGGAAGACTTGTGGGGGCGTGGCCTTGATGAAGGAGTACATCAATTGGGGTGCGA\nTTTGAGATTATAAAGCCTCACCCTATTTCCAATTCTCTTAACCAGCTTTGTGTTTGTGGT\nGAAAAATAAGCTCTCTCAGCTTGCTGCCACACATTGTCTCTGGCAGTACGTATGCTAATT\nTTCTGGAACCATAAGCCAAAATAAACTCTTTTTTATTCTATAAGTTGTACTGATCATGGT\nTATCAGAGCAACAGAAAAGTAACTAATAAATTCATATATGTAGAAATGTATTAAGTGCAC\nAAATGAGTTTTGGTGAATATACGCATATATTCACTGACTCACTATATAAATTCATATTAC\nTTACATAGTCAAGACATGTAGTCTACTGCCTGGTCCTCAGAGCATTTATTTTGATATTTC\nTTCTTAGTTAAAATTTTAGTTTAAAAGTCTAAATTTAGAACAACTTTGGGTTCTATGAAT\nCCCCGATACCCTCTCTCCTGCTCTCCTTTAACTTACATCTCTCATTAGTGTAGTTAATTT\nGTTATAAGTGCTAAGTTGATATACATACATTATAACTAAACTGTTTCTTAATGGTTTTTG\nGCAAATGTATCACATAACCAAATATTGTGGATAGCCCTGGGGCTAATTATATTTGATGTT\nAATCTGTTCTCCCTTGAGTGGTTGCGAACAAGGAATAAGTCAGCACTCAGGTGACTTCCT\nGTAAACCTGGTTCCCACCTTAATTTGTAAAATAAAGGAGAGCTGATGATTGGGCAGATAA\nAGGGAAGGTGGAGCAGAAGGTGAGGGAGAAGAAGGAGAAAATGGAAGAAGGAGAGGACAG\nAGAGGAGGAAGAAGGAGGAAAGCAGAGCAGAAGCACATGGCCTGGAGAAACTGAAGGTCT\nAAGGAGTCTCATAGAAGGGGAAGATGGTAGTGTTGCAGTAGATCTGCCCAATCTAGGCAC\nACAGCATGTACTCATATTAACTGTGTTGTGTTTTCATTGCTGAGGCATATTTGGGAGGAG\nATTTACTGCAACACCTAAAGCTACATACAAAATAGTTTCGCTGCCCTAACATTCTCCAGT\nCCCCACCCTATTCATCCCTCTTTCTTTCTCCCCTGATTTTCTTACTGGCTCACCTTTTGC\nCTTTTGTATTGTGTCACATAATTAGAATCATACAGTATGTGGCCTTTCCAGATCGAACTT\nAGCAATATGCAGTTAAGGTTATTTCATGTCCTTTTTGTGCCTTGAAATCACATTTCTTTC\nAATTACTAAAAATCCTGTTGTGTGGCTACATCACAGTGAGTGTATACGCTCATCTATTGA\nAGGACATCTTGTTACTTCTAAGTTGGGACAACTATTAAGAAAGCTACCAAAAACATTGTG\nTGTGGGTTTTCTGTCTTCCCCCCTGCCCCTTGATATTTTTGCAGTACTGAAAATGGAACC\nATGGGTCTCTTGAATGTTAGGCAAGTAAGTACTCTACCATTGAATCACATCCCCAGGTAT\nAAGTGCAGGCTTCTGCATGGATGTAAGTTTTTTTTTGTTGTTGTTCCCCCCCCCCCCACC\nACCACCACCACAGGGTTTCTCTGTGTAGCCCTGGCTGTCCTGGAACTCACTTTGTAGACC\nAGGCTGGCCTTGAACTCAGAAATCTGCCTGCCTCTGCCTCCCAAGTGCTGGGATTAAAGG\nCGTGCGCCACCACGCCTCGCGGATGTAAGTTTTCCACTGTGTTTAGTTTTGTAAGGAACA\nATCCAACTGTCTTTTAAGTCAGTGTATTATTCTGAACTCTAAGGAACATTGGATGGGCGT\nTCCCATTTCTCCATATCCTCATTAGCATTTGCCCTTGTCAGTGCTTTGAATTTTAGCCAT\nTAAAGCAGACAGTGAGGAATAACTTACTATTGTTTTGTTCCATAATTCCTCAATGGTATG\nTATGCTTTGAGCATCTCATCATGTGCTCATTATATGCCATCCTTGTCTGCTTTGGTAAAG\nTATCTGCTCAGTCCTTCCTTCCTTTCCTTTGTGCTGTTTTCTTAAGTCAAGTTTTCACAT\nTTTACATACTAGATTTTTCATAGGATAAAAGCTGTAAACATTTTTCTCTCTGTATTTACA\nCTACTGTTTTTATAAAATTGTGTTTTTCATAGAGCACAAAGCAACTTGGAAGAATTTGCT\nTTTGGTGTTATATCTGAAAAGTTATTACCAAACCTTCTCAATTTTCTCTGTATGATTTCT\nGGAAATCATACAGTTGGGTATTTTAAAGCTTAAGGTTTGAGTAAACCAGTATGAAATGTA\nTTTAAAATGACATTTTTATATTAATGTCCAGTTGTTCCAATACCATCTGTAGAAAAAGCT\nAATTTTTTTGTCTGTCTTAGTTCTTTTTGACAAAGATCAATATAGCTATCATGTGTGGAT\nTCCATTCTGCACTTTTTGTATTCTTTGGAAATGCACTGAGTCTACAGAGTAAGCAGAAAG\nAAATGGCCATTTGACCGTGTAGGTCCTCCTATTTATGTGCACAGAAATTTCACTTTAAGA\nTACTGTCGTAGGTTCTCTGTATTTGATGAACCTCACTTGTTGAGTGGATAATTATGTCAT\nCTGTGCATGGGCGCAGTTATACTTCTTTTCCTATCTGCCTTCATTTCACTGTCATACAGA\nGTATGAAAGACTTTAAATTGAATAGGAAGGAATAACAAAGTCAGACACTTCGGTCCTCTT\nGATTTCTGTGGGGAACATTAGGTATTTAATTAACGTATTTAATTAAATCATTAGGTATTT\nAATTAAGAACTATAGATGTCCTTTATCAAATGGAAGAAACACTTTTGTTTTCCTACTTTG\nTTGAGATTTAGAAAAAAATTAGGTTGTGTTGTATGTGTTGAGTGTTTTGCCAAGGGCAGT\nGGTAGCTCACGACTTTAATTCCAGCCCTCAGGAGACAGAAGCAGATGAATCCCTGTGAGT\nTCAAGGCTAGCCTGGTCTACAGTGAGTTCCAGGGTTAATTCTATCTTAAAAAACCAACCA\nACCAACATACATACATACATACATACATACACACAAAGACTGAGTGATTTGCCAGCATAT\nATGTATGTACAACATGCATGCCTGGTGCTCAAGGCAGTCAGAACAGGGCATCAAATCCAG\nTCACATTGGAGTTACAGATGGCTGTGAACCACTATGTGGGTGCTGGGACCTGAACCTGAG\nTCCTCTGCAAGAACCTTAAGCCATAGCTTCAGATTCTATTAAGATTTTTTAATCTTGAAA\nCTTTCTCAAGATTATATATATCTTTTGATATGATTGTGTTTTTCAAATTAATATGCTTAC\nATTGATTTTACAATTGCATTTCTAGGAGACACCTCATCTGTAATGATCCACACAACATTT\nGACACTTGCTAATAATTTTTTATGCTTACTTTATAAGGATAGTGATTTTTAAAAATATAC\nTTCCTTTGGTATTGGTATTAGGATAATGGTATTACTTCTTCCTTAAATATTTGCTAAGGA\nATTCACTATTGAAATTTTCTGTATATAAAATTTTCCTTCTAGAAAGATTATTTATTTATT\nTATTCACAACCCCCAATTATCCCGATCACAACCCCCTCCCTCCTATCTTCCCAGTTCCAA\nCCTCACCCCCTCCCCCAGCCCCATCTTTTTGTCCCGCATGGGTTCCAACCTGCCGTGACA\nTATCAAACTGTACCAGGACTAAGAGCATGCTATCCCACTGAGGCCAGACAAAGCAGCCCA\nGCGAGGGTAAAGGGATCCAAAGGCAGACAACTGAGACAGTCCCCAGCTCAATTGTTAGGG\nGACTCTCATGAAGACCAAGCTAAACATGGGCTATATATGTGTAGGGGGACCTAGGACCAG\nCCCCTGTATGCTCTTTGGTTGGTGGCTCACTCTCTGTGAGCCCCAATGGGCTCAGGTTAG\nTGGACTCTTAGGACTTTTTGTGATATCCCTGATCCCTCCAGTACCCCCAATCCTTCTGTC\nCACTCTTCCACAAGACTCAACAGTTCCATCTAATGTTTGACTGTGGGCCTCTTCTTCTGT\nTTCCATCAGCTGCTGGATGAAGCCTCTCAGGAGACAGTTATACTAGGCTCCTGTCTGCAA\nGTATGGCAGATATCATTAATAGTGTCAGGAGTTGGTTTTCTCCCATGCGATGGGGTCTCA\nGGTTGGGCCAGTCATTGGTTGGCCATTCCCTTAATCTCTACTCCATCTTTATCCTGTACA\nTCTTGTAGGCAAGACAAATTTTTGGTGGGAGGTTTTGTGGGTGGCTTGGTGTACCCCTAC\nCTCTATTGGATGTTCCACCTGGCTACAGCAGGTAGCCACTTCAGGCTTCATACTCCATGC\nTAGGAATCTCAGCTAGGGTCACCTCCATAGATTCTTGAGAGCCTCCCCATTCCAGGTATC\nTGGCTTGTCCCAGAGATGCACCCCCCATCAATTTCCATTTTCTCCCCACATCTTTCCCCT\nGACCCTACATCTGACTCCCTATCTCCTTTCCCCCTTTCCACCCCCTCTCCCACATAGTTC\nACTCCCTCCATCCACCTCAAATGTCTATTTTATTTCTCCTTCTGGGTGAGATTCCAGCAC\nCCTCCCTTGAGTCCTCCTTGTTACTTATCTTCTTTGAGCTTGTGGATGGTTACATAGTTA\nTCCTGAACGTTATGGCTAATGTCCACTTATTAGTGAGTACATACCATGAGTGTCTTTCTG\nGGTCTGGAATACTTCAATCAAGACAATATTTTCTAGTTCTATCCATTTGTCTGCAAATTT\nAATGATGTCCTTGATTTTTAAATAGCTGAGTAGTATTCTGTTATGTAGATCTACCACATT\nTTCTTTATCCATTCTTCCGTTGAGAAATATCTAGATTGTTTCCAGTTTCTGACTATTATA\nAATAAAGCTGCTATAAACATAGTTGAGCAAGTGTCCTTGTGGTATGGTAGAACATCTTTT\nGTGTGTATGTCCAAGATTGATATAGCCAGATCTTAGGTAGACTATTTCTAATCTTCTAAG\nAAAATGCTAAATTGATTTCCAAAGTGGTTGTACAAGTTTGTACTCTGTGATGGTTTGAAT\nAAGCATGGGCCATAGGAAGTGGTACTGTCAGGAGGTGTAGCCGCTAAGGGTTTGGAGATT\nTCCTTCTATGCTCAGGTTCCACACATTTAGGAAAAGAGCTTCCTCCTAGCTGCCTGAGGA\nGCCAGTCTTCTCCTGGCTGCCCTTGGATCAAGATGTAGAACCCAGCTCCTTCTCCAGCAC\nCATGTCTGCCTGCATGCTGCCATGCTTCCCACCATGGTGATAATAGACTGAACCTCTGAA\nATGTAAGCCAGCCCCAATTAAATATTGTCCTTTATAAGTGTTGCCTTGGTCATGTCTCTT\nTACAGCTATGGAAACCCCAAGACACACTTCCACCAACAATAGAGGAATTTTCCCTTGCTC\nCACATCCTCACCAGCATGTGCTGTCACTTGAGTTTTTAATCATAGACATTCTGATTGGTG\nTAAGAGGGAATCTCAGAGTCATTTTGATTTGCATTTTCCTGATGACTAAGGACATTCAAT\nATTTCTTTAATTGTTTCTTGGCCATTGGAGAGTCCTCTCTTGAGAAGTCTCTGTTTAGCT\nCTGTACTGTATTTTTAAAACTGGGTTATTTGGTTTACTGCTGTCTAATTTCTTGAGTTTA\nTATATTTTGCATATTTGCCCTCTTTTGGATCTAGAGTTGGTGGAGGTCTTTTCCCACTTT\nGTAGGCTGCTGTTTTGTCCTATTGATGGTGTCCTTTCCTTTACATAAGCCTTTCAGTGTC\nATGAGGTCCCATTTATTAATTGTTAATCTTATTGCCTGAGCTTTTGGTGTTCTGTTCAGG\nAAGTTGTCTCCTATACTAATGTATTCAAGGCTACTCCCCAGATTCTGTTCTATTGGACTT\nAGAAGATCTGTTTTTGTGTCTTTGATCCTCTTGGACTTGAGTTTTGTGCAAGGTGATAGA\nTATGGATCTATTTGCTTTCTTCTATATGCAGACATCCAGTTAGACCAGCACCATTTGTTG\nAAGACACCTTTTTTTTTCCCCAATTGTATGGTTTTGGTCTTTTTGTCAAAAAATCAAGTG\nTCCATAGGTGTGTGGGTTTATTTCTGGGTCTCCAGTTTTATTCCATTGACCAACCTGTCT\nGCTTTTATGCCAATATCATGCAGTTTTTTATTACTACTGCTATGTAGTACAGCTTGAGAT\nGATGGATGGCGCTTGATCTCAGATGTTCTTTTATTGTTCAGGATTGTTTTTGTTATCCTG\nGGCCTTTTATTTTTCCATATAAAGTTGTGAATTTCTCTTTCAAGGTCTGTAAAGAATTGT\nGTTGGAATTTTGGTGGCAACTGCTTTGCATTTGTAGATTGATTTTGGTAAGATGGCCAGT\nTTTACTATGTTAATCCTACCCATCCATTAGCATGGCACATCTTTTCATCTTCCATAATTT\nCTTTCTTCAGAGACATGAAGTTCTTGCCATGCAGGTATTTCACTTGCTTGATTAGAGTTA\nCATCAAGATAGTTTATATTATTTGTGGCTATTGTGAAGTGTACTGTTTCTCTAATATTTT\nTCTCAGCCTCTTTATTGTTTGTATTAAGGAGGGATAGTAACTTTTGTATCCAGCCACTTT\nACTGGAGGTGTGTTTATCAGCTGAGGTTCTCTGGTAGAATATTGCTGGTCACTGCGTCTA\nTTATCATATCATCTGCAGATAGCAATACTTTGACTTCTTCCTTCCCAAACTGTATCCCCT\nTTAGTTGTCTGACTGCTATAGCTAGAACTTTAAAGTACTGTATTGAATAGGTATGAAGAG\nTGTGGGCAGCCTTGTCTTGTCCTTGATTTTAGTGGAATTGCTTTAAGTTCCTCTCCAATT\nATTTGATATTGATAATTGGCTTGCTGTGTATTGCCTTATTGTGTTTAAGTATACATTCTA\nTATTCCTGATCTCTCCAGGACTTTTAACATGAAGGGGTACTGAATTTTTGTCAAGGGCCT\nTTTCAGTATCTAATACAGTGATCATGGGTTTTTTCTTTCAGTTTGTTTATATGGTTGATT\nATATTAATGGATTTTTGTATATTAAACCATCCCTGCATCCCTGGGATGAAGCCTACTTCA\nTCATGGTCCATGATGGTTTGATGTGGTTTTTTAATTTGGTTTGCAAGGTTTGTTTTGTTT\nTGTTTGGTTTGGTTTGGTTTTTCGAGACAGGGTTTCTCTGTGTAGCCCTGGCTATCCTGG\nAACTCACTCTGTAGACCAGGCTGGCCTCGAACTCAGAAATCCCCCGCCTCTGACTCCCAA\nGTGCTGGGATTAAAGGCGTGTGCCACCATGCAACTATTTTATTGTGTATTTTTGCATCAA\nTGTTCATGAAAGAAACTGGTCTAAAATTCTGTTTCATTGTTGAGTTCTTATGTGGTTTAG\nGTGTCATGGTGATGGTGGCCTCATAGAAGAAGGTTGGCAATATTCCCTCTGTTCCTTTTT\nTTTTTTTTAAAGATTTATTTATTTATTATATGTAAGTATACTGTAGCTGTCTTCAGATAT\nTCCAGAAGAGGGTGTCAGATCTTGTTATGGATGGTTGTGCGCCACCATGTGGTTGCTGGG\nATTTGAACTCAGGATGTTCGGAAGAACAGTTAGTGCTCTTACCCGCTGAGCCATCTCTCC\nAGCCCCCCTCTGTTTCTTTTTTGTGGAATATTTTTATGAGTATTGGTATTAGTTCTTCTT\nTCAATGTCTGGTAGAATTCTGTACTAAAACCATCTGGACCTGGGCTTTTTAGGGTTAGGA\nGACTTTTAATGATGGTTTCTACTTCTTTAAGGGCTGCAGTACTACTTAAATTGTTTACCT\nAATCTTGATTTAACTTTCATAAATGATATCTATCAAGAAAACCAGCCATTTCCTTTAGAT\nTTTTCAATTTTGTGCCGTATAAGCTTTTGAAGTAAGACATAATGATTCTTTGAATTTCCT\nCAGTTTCTGTAATTATATCTTCCTTTTCATTTCTGATTTTGTTAATTTGAGTACTTTTTC\nTCTGCCTTTTATTTAGTTTGGCTAAGGGTTTGTCTATCTTGTTGATTTTCTCAAACAAAC\nAAATAGCTATTGGTTTCATTGATTCTTTGATTTGTTATCTTTGTTCCTAATTTCAGCCCT\nGGGTTTATTTTCTGATATCTACTCATATTGGGTGTGTTTGCTTCTTTTTGTTCTATAGAG\nTTCAGAGCTACTGTTAAGTTGCTAGTATGCAATCTCTCCAGTTCTTTTATGAGGGAACTT\nAGTGCTATGAACTTTCCTTAGTACTGCTTTCATTGTGTCCCATACATTTGTGTATGTTGT\nGCCTTCATTTTCATTGAATTCTAGAAAATCTTTATTTCTTTATTTCTTCCCTGACCCAGT\nGGTAATTGAGTAGAGAGTTGTTCAGTCTCCATGAATTTGTAGGCTTCTTGTTGCCCTTGT\nTGTTGTTCAAGTCCAGCTTTAATCCATGGTGATCTGACAAGTGGTTATTTCAATTTTCTT\nGTATATGTTGAGGTTTGCTTTGTGACCAACTATATGGTCAGTTTTTTGAGATGGTTCTGT\nGAGGTGTTGAGAAAAGGTATATTCTTTTGTGTTAAGATGAAATGTTCTGTAGATATCTGT\nTAGGTCCATTTGATTCATAATGTCTACTTGTTTCATTATTTCTCTTTTTAGTTTCTGTCT\nTGATGACCTGTCCATTGGTGAGGGAGGGGTGTCAAAGTCTCCTATTTATTAATGTGGGGG\nGTTCATCGTGTGATTTTAGCTTTAGTAATCTTTCTTTTATGAATATAAGTGCCCTTAGAT\nTTGGGGCATACATGTTTGGAATTGAGATGTCTTCTTCGTGGATTTTCCCTTTGATGAATA\nTGAAGTATTCTTCCCCATCTCTTTTGATTACTTTTGGTTGAAATTCTATTTTTTTAGGTA\nTGAGAATGGCTACTCCAGCTTCCTTCTTGGGTCCGTTTGCTTATAAAACAGTTTTCCAGC\nCCTTTACTCTTAGGTAATGCCTATCTTTGTTGCTGAGGTGTGTTTCTTGTATGCAGCAGA\nATGAGGGATCCTGTTTTTACATCCATTCTGTTAGCCTGTGGTTTTTTTATTCGGGAATTG\nAGTCTATTGATATTGAGAGATATTAATGGCCAATGATTACAACCATTATTAATCCTGGTG\nATAGTGATGGTGGTACTCTGTGTGTGTGTGTATGTGTGTGTTTACAGGTGTGAAGTTATT\nTATTTCCTATGGTTTTTTTTTGGATGTACTTAACCTCCTTGGGTTAGAGTTTTCCTTCTA\nGTATCCTCTGTAGGACTGGATTTGTGGATAGTTTAAATTTGATTTTGTCATAGAATATCT\nTGGTTTCTCCATCTATGGTGATTAAAAGTTTTGCTGTGTATAGTAGTCTGGGCTGACATC\nTGCCCAGGCCCTTCTGGCTTTCAGAGTCTCTGTTGAGAAGTGAGGTATAATTCTCATAGG\nTCTACCTTTATATGTTATTTAACCTTTATTCCTTGCAGCTTTTAGTATTTATTCTTTCAT\nTGTTTTGTAAATTTAGTGTTTTGATTATTATGTGGCAGGAGGATTTTCATTTTGGTTAAA\nCCTACTTGGTGTTTTGTAAGCTTCTTGTGTGTTTATAGGCATGTCTTTCTTTAGGTTAGG\nGAAATTTTCTTCTATGATTTTGTTTCAAATATTTTCTGGGCCTTAGATCTGGAAGTCTTC\nTCCTTCTTCTATTCCTATTATTCTTAGGTTTGGTCTTTTCAGTGTCCCAAATTTCTTAGA\nTGTTTTGTGTCAGGAACTTTGTAGATTTAGTATTTTCTTTGACTAATGTATCAATTTCTT\nCTATAGTATATTGTACATCTGAGATTCTCTGATCTGTCTCTGGTATTTTGTTGGTGATGC\nTTACATCTGTAGTTCCTGTTCTCTTCCCTAGGTTTTCCATCTCCAGAATTCACTCAGTTT\nATGTTTTCTTTATTGCTTCTCTTTCCATTTTCAGATCTTGAACAGTTTTATTCATTTCCT\nTCACCTGTCTGATTGTATTTCCCTGTATTTATTTCCTCTTTAAAGACCTCTATCATCTTT\nATAAAATTGGATTTAAAGTCATCTTCATGTGCTTTGGCTGTGTTAGTATATCCAGGATAT\nGTGGTAGGATATCTGGGCTCTGATAGTGCCCTGCCTCTTGTTGATTATGTTGTTAAGCCA\nGCCTTTACCCATCTGCCACTAGTGTTAGATGGATGTTTCTGATGCAGGCAGGACTCCTTG\nAAGAGTCAGGCAGAAAGGTGGACTGACAGTGGAGCTCAGGGACCAGCATGCTGTTCACTT\nCTGCTGGCTGTGCTCCAAGAGGACCTGAACGTCCCTGAGCCCCTGCATGCCTCCTCTGAG\nAAGGCAGGCGTAGCCATGGGCCTGAGAATGGATCTCAGGGGACAGCATTCAGCTCACCTT\nTGCTCCTATAAAGATTTTAAATGGCAAATTCAGTTTGTTTAATATAGCATTGCTTAGTTA\nTTTTTCTTATTTTTCCCAACTTTGGAAATTTTTGTTTTTTAAAGAATATATATAGTTTAC\nCCCCACATAATCAATATATTGGTTTAAAATTGTTCCTTTAAAATTTTTATTAGATTTACA\nCATTTTGTGTGTTTTCCATGCATGTCTGTATGTACACCATATGAATGCTTGGTGCCCTAA\nGAGGTTAGCAGATGTCCTCTGGGGCATCAGATCCCCTATAGCTGAAGTTAGGATGGTTGT\nAAACACCTTGTCGGTGATGGGAATCAATCCTGCAAGAGCAATTAGTGTTCTGAACCACTG\nAACCATCTCTCCAGCCCTAAAATAGTTCTTAACATTTTTTGTTTGATGTCTGTAAGATCT\nATAGGAATAGCTCTTCTCTCACCTCTGATATTAGTAATTACTATATTTTCCTCCCCTTTG\nAGCATAATAGTTCTAGATTTCATTAAACTTTTCATTAATTAGACTTTTAGATAGATTATT\nTTAAGCTTTACTTCCTTCCTAAAATAAGCATCTTGATATAAATTTCCATTAAGGTTGTTA\nTATTTTTCTTTGCTTCATGTGTTATTTTAATGAATCTTGATTGATTCCAAATATATGGGA\nTTTTTCTGTTACTGATTTCTAGTAGAATTTCACTTTGGTCCAAAAAACCACTCTCCTTAA\nTCTAATCTTAATCCAAAATTTACTGACACATATTTAATAATGCAGTATTAAGTCTTACTA\nTGTCAACATTCTACTTGTTCTTAAAAAGATTGAATTTTCCAGTTATGGAAGTATTCTAAA\nAATATTATTTAGGTTAATTTTATTAATGTTATCTGTAAGAATTTACTTAGCTCTGATTCT\nCCTAGTTACTGAGAGACATGTTCAAATCTTCAGTGATTCTGAATTTGTTTTTGCTCGCTT\nTCTGATGGTATTCCTTCGTATATTTTGAAGTCTCTAGGTAGCATACAGCCCTTTATAATC\nACTTGGTCTTCCTGGTGCATTTCCACTCACTGTCATCACACATTGTGTCTCCTCCTGCTC\nACGCTCCTTCTCTCCAGTTCAGAATTGTTATATACTTACGCTACACTGGATGCTTTTGCT\nCTTCATGGCGTATCTTTTTCCACTTCCTGCTTTCAACTATTGGTACATTTGAACTTGTAT\nTGTGAAAATGTGATTCTTGTGAAGAGCATGTAACTAAGTCTTGATTTTAAATCCCATCTA\nACACTTTGCACCATTTAGTTGGGGTGTTTAGTTAATGTTCATTTAATATACTTATTTGTA\nAGGTTCCTTTGTTATACGTTTCGCTATTTGTTTGGGCTCATCCAACTTACATTTTCTCCC\nTTTCTTACCTCCCTTTGGATTTTTCAAAACTATTTTGTAAATATGTTTAATTCTCTAGTG\nGCTGTTTAGCTACTGGCCTTGTAGTATAACAGTTGTGTTGTGATGGTATGTGTGGTGTCT\nGTATATGTAGGCAAATGTGGACATGAACACGAGTTCACTATCAGGTGCTTTCTCAATCTC\nTGTCTGTTTTTGAGACAGTCTCTCATTGAACTAGGTTAGGTGCTCACTGGTTGGTTAGAC\nTGTCTGCCTAGCAAACCTCAGAGGCTCTCCAGTCCTACAAGTGCTGGGATTACAAACATA\nTTTACATAGGTGCTAGGAACTGAAACGCAGCACTTTGCTCACTAAACCATCTCCCCAGTC\nACTTCATCTTATTTTTTAATAGTTGCTTTAAGGATCTAATATACATCCTATAACTATCTC\nTGAATTTACCTTGTATTAGCTCACTGAAAAAGCAGGAATCTTACTCATTTTATTATCTCT\nTCTAAATTTTATGGAATTTCTATCATATTTATTACTATTTGCTGTACCCTACAATAAAGA\nGTTCCATTATATAATGCTATCATTTTTCAAGACATTGCATATAGTCTTACAGTTATCCAG\nTATTTACTACTTCCTTTGTTCTGTATTCTTCCATTGGATCCCAGTTATCAACTTGCAGAA\nTTCCATTTAGTTATCATGTAGCACAAGTCTCCTGGGGACACATGCTCTCAGCTTTTGTTC\nATCTGAAAACATCTATTTTATGTTCTTCTATGAAAGATAATTTTGCTGCACATAAAATTC\nTATCCTTCGTGCTGTATCAGATCAGGCCTTCCCAGTACTGATTGATCACTGACTACAGTT\nACCTCATGAAAGTGTGTGACTGGAATGAGGTAGCGCTCCACAGCTGAGGTCATCTTTGAG\nGACCACTGAGGCTCTCAGCTAATAGCATATCCTGTTGCTGGGACAGTTCTTCCTGGAGGG\nCTTTACCTGGGTATACTTCATGGTGGTCTGTTGATGAGAATCTTACCATTATTTACATAG\nCTTTCTGTGTGGCATGTATAGGGTTTAATATACTATCACCCCAACTGACATGCCTTCTTA\nGCTTTGCTTGAAGTATACGTGCCTTAGTATTTGTTCTCTACTGTTCATCAATCTATGATC\nTCCTAAGTTTGCTTGGAAGAGTCTGATGCTATTACCTGAATGTTTTTCTTTCCCCATTCA\nTTTATCTCCTGGCTAGTCCAAATACATGCTTGGTGTTTTGTATTAAATATTACCATTTTA\nTGAGGATTTCTTCATATTTACTTTTCCTCTTTCCTTGAACGTAAATAATTCTAAATATAT\nTTTTATATTATGTTCATGTGTTCTATAATCCAATATTAAGTTTATCAGTAAAATTTCCAT\nTTTGATTACAGTATTTTTCACTTCAAATTTTGCTTTTTTTATTTCACTGCAACTGATTTC\nCATATAATATATATTCTAATATAATTTTTTTAAACAGACCTATAATGACTAGAGTCTCTG\nTTGCTAAGTATTACCTGAGGCTTGGTGTCCATATTTTTGTTGTTGTTGTCCCATGAGTCT\nACTTTAATGTTTCTTTGCATGATTGACCATTTTCTTATTATAGACTTCATATATGGCTTA\nTTATAGAGGTCGGATTGGCCATATTGCTTAGCTTTAACGTGGTTAAACTCAACTCCCGAG\nGAGGCCCTTCTCCCCATTTTTGAACAAGAGCTGAAATCTCTGATTAATTCATCTGCTTTC\nTTAGTTTTTCTGATGATGCCTATTCCAAATGCAGATGATACTGTGAGTGTTTAGATGTGT\nAATTTAGAGCTCTTTACCCTACCCTGCCCCTGCTTTTAGGACTCCTATTTCCCCAGCTGC\nTCTTCAGTCCTCAATACTGTACTCCCACACCACAATCTACTGCTCCTGGGACATCATCCT\nGAGCTGCTAGTACGCATTCATGGTCAAAGAGTAAAGCCCAGCAGCCACACTGATGGAGCA\nCTGTTCCTTTAAAAGCATGTTCCTCTCTAGGCTTGCTTACTTATGATTTCTTTCTGGTGT\nCTTCAAATTGTCTATTTTTTATATTTTGAGATGTTATAATTGTTACCTGTAGAAGCAATT\nAATTTATCCCACATATACCAGAAGCCAAATTTCCTAAGATTACTGTTGTGCCACTAGAAT\nCACACCTAGCCCCAAACATCTCTGTCAGTTAATAGTAAAAGTGTTCTCTTGCTACATATG\nAATGCTAATTAGTCTGCGAGTTATAACTCATTATCATACATCAAAGATGTGAGTAGGAAG\nAGCCATATATCAGGAAAACAGAAATTACTCTGTATAGTCTAAATATAAAGGGTATGGATA\nCGAAGATGTTATCAACACCCCCACAAAAGAAAAAGCGACATACACAGCATCCATCAGGAA\nACCTACCACCGACCCCCATCCTGAAGCACTCTACCAGATGGCTCTCAAAGCCCATCTAGA\nAAACTCTAGGAGGCTCTGCCGCCATGGTGCCTGTGAAAAAGCTTGTGGAGAAGGGGGGCA\nAAAAAAAAAAAAAAAAAAAGAAGCAGGTTTTGAAGTGTACCCTGGACTGCACTCACCCTG\nTAGAAGATGGAATCATAGATGCTGCCAATTTTGAGCAGTTCCTCCAGGAGAGAATCAAGG\nTGAATGGGAAAGCTGGCAATCTCGGCGGAGGAGTTGTGACCATCGAACAGAGCAAGAGCA\nAGATCACTGTCACTTCGGAGGTGCCTTTCTCCAAAAGGTATTTGAAATATCTCACCAAAA\nAATATTTGAAGAAGAACAGCCTCCGAGACTGGCTGCGTGTTGTCGCCAACAGCAAAGAGA\nGTTACGAGCTGCTTACGAGTTACTTCCAGATTAACCAGGATGAGAGGAGGACGAGGATTA\nGGACACATTGGTCTGCAATGTTTTGTATTAATTCATAAACAAAATTTAGGAACAAAAAAA\nGAAAAGAAAAGAAAAGAAAAGAAAACTCTAGGAGCCTCACAACCACTCATATTCTGACTC\nCGGATGACTGAAAAATGCATCTTCTATCACAGGTGGGCTCAGGGGTTCCTTTTGTGGACA\nGACTATATAGCATTGATACAAGGTAACAAAAGAGACCTCAGTAAACAGTCATGGATTTGC\nCTCTTCAGAGTAGGGAACTGGGGGCAGGTTTGTGGTTATGCTGGGTAGACAAGAGGTGAT\nCTGGCACAAATGTTGCAAAGTAACTGAAAGGTAACAAAGAAAGGGAAGCTAGAGAGCTTC\nAAGAAAGTTAGCCAAAAGACTAAACAAAAAAGCCTCAGGAACACTCATTTTCTGTGAGGA\nGCGGGTGTGGCAGCAGTCCCAAGAAGGCGCCAGGGACTGCAGCTAAGTCTTATGACTTGC\nACCTGACTTCCTCATACACCTGAAAATAAGCCACGACCATAGTGAGAGCTGCACAGGTGC\nACCATGATGCTGGCGGTTTAAACAAGTCCATATTTGGTGGAGACATGCCCCTGCCGCCCT\nGATTGGCTGAAGCTGCGTGCCTGGTGAGGTGCCGTAGCCTGCTGTGAGTGGATGGGGACT\nGAGTATATAAGAGTGAGAGGTCCGGGGTTCGGGGGAGATAGATGAGGAAAAAGATGAAGC\nAAGAGAGATGAATACTGAAGTTTGCTGAATAAACTGCTGTTAGAAGGACTGGTGGTCATG\nTCGTTCTTGCTGGTCGAGAGCAGACGCGACAATTTTCCATGCTTACTGCTTTCATATGAC\nTCCTGAAACCTGCGAGCAAGAGAAAAGCTGCCAAACCCCGTTTCTGGCCAAGTTTAACTC\nTCCCATGAGAATATATCAATTTACTTTCAATGGGTTTTCTCCTATCTATTTCACATTGAA\nTAAATATTCATTAGTTTAGTTAAAGAAATATCGATGATGTTATATCAGGGAGTGAGTCTT\nCACTGATGGTATATGATGTGGAGTCTTATGGTTCCTTTCCCAAAAACTCTGTGATAGTCT\nTCAGCCCACATATTCTTCCAGAATTTTCACACCTCATCAATTAGTGAGATTTCTTTCCTC\nCTCTTCTTGAAGCTAAGAGTGACTTTTAATGACTGCCTTGATGAATAAAGACAGAAACGA\nCAGTATTTGACTTCCAAGGCTAAGTTGTGAAAAGTCCTATAGATCTGCCTATGTTCTTTC\nAAGATTCTTGCTTAAGGAACCTAGCCATCAAGTTGTGAAGAGTCTCAGACTCTATTAACA\nTCATGTGGAGATGTTCAAATCTACAGTCCCTGCTAAGGTCTCAGCTATCATCTAGCATCA\nCCTATCTGACACATCAGAGAGCAATACCTCAGGAGATCTTCCCCTTGGCTTCCGAGGATC\nCCATATGTTGCCCCGGGGAGTAAAGAGAAACTGATTTGATCCAAGGATCTCTAAGATACA\nAATTAACAAGAAAATGTTTGGGTTTTAAAGCCACTACTACATTTGGGGTAACTGTTATGT\nAGCCATAGTAACGAGAAAACCATTATATTACCTTGCTTAGATGTGAAAGTTCCAAATTCA\nGAACTCAACCAAGGTTTCAGAGACGATGTAGGTGCAATAATCTTGTATTTAATACATGGT\nTTTGGTGAGATAAGAGATCCTTTGTGGGTAAGAAGTAAGTCTTTCTGTGCTGACACTCTC\nAGGAACAGTATCTAAGATTTGTTAGGTCCTAAAGACATGGCTGTTAGTGTTCCGTGAATG\nGAAAAACAAGTATGTTTCTAAGCAAGGCATTATTTAGAAAGTTTTTAGAGGTAGTTGACT\nATACTTTTACTCAACAAAATTTGCTGCCTAGAAGTAATTTTGGATGTCTTGTTATAGTTA\nTTTTCAGTTTATGAGCTACAAAACTCATTAATTTTTCTCTCTTGCTCTTATAAAAATGTG\nTCACAATTACATGTATTACCTATCAAACTATGCCCCAAGTCACCCTTGACTGATTCCAAA\nACTCGATGTATCTTTAAGGATGAAGATGTATTTTTCCATTACTAAGGATAACCAAATTAA\nTTTAACAGACGCTAATTTCAAAACAAGAGATTCCTGTGTTTTTAAACAATACAGTCTTCA\nAAGGCAATGGGATGCAATGATTCAGAGGCTTTTAGCATCCATGGTAACATCTCGGAACAA\nGGAAAATTCTTACCAAATTTGGAGTCTATGTTCTTATTTTGCAGACAGAAATATAAGTTT\nATTTTTCTCATGGCCATACTTCATGTCACACATACATTTAACTATATGAAGAGAAGGAAA\nAGAGAAATCTGTAATGTCATAAAGGCACTAGGAGCAGATAATACCCATTTATTTTTTAAT\nTGTTCCTATTGGGAATAAGTATTTTCATTCTTCCCAGGGAACACTATAACAATGGGATAC\nATGAGGTGCTAGCTTTACGGCTTCACTGCCCACGTCTGTTTGATCAGAATTGAATAGGTC\nCTTCCTGCCTTGCCCTCCTCCAGCCTCATTTCATGTCAACTCCATAAAGGTGAGTTGCCT\nATAGAGGAATCTCAGTGTAACTCAAGCTCAGAGGAAACATCAGTGTGGCAGGAAAGTCCT\nGGCAGCAAATACAAATACTAACACAGCCAACAAACTCAGGTGGGGGTAACTCTGACAGCC\nCACAGCAAGACTGTACTTCTCTTCCTTGTATGTCACAGAGCCTAGTGGGAGCACTGCCTC\nCAGACTCCTTCCTTCCTGTTCTCCATAACTGTCATCACATCTCCTCCACACATACACTGT\nGCACACACACACACCATGTTCTGCTTTCTACCTCAGTTCATATACAGAATCTATTCTTTC\nCTCGTGGGTATTCTTGACACCTCTTCTTGATCAGCTAGACTGGCCGGGGACCCATTCATC\nTATTTCCTTCTTTCTTTAACTTGGTTCTATAATGGAATTCTCCCTCTCAAGGACAGGAGG\nGAGAAGAAGCTCTGAGTCACAAGCATTGTCATCCCAACATCCTCTGTATAATTATGTGTT\nTGCTCAAGTGTTAGTAGAATATAGGTAACCTCACTATAAATTTATACAGTTGGAACATCG\nATGTATACAAGACCTGGCTACAGATTCAGGTGTATAGGTCAGGGGATACATTTATACTTA\nGATATGATTTCAGCTCTGCTGAGATCTGAATTAAATTTTAGGAATGATTTAAATGTATGA\nGTAGTTTGACATGGAGCTACCCCATTCCTGAGACTACCCTAATTTTACCTGATATCTCAG\nCATCACATTTTTAGACCAAAGCAGGAGTTTAGAGCCTTAGAAACTTCCAAGGGCCTGGCA\nGTCAGGCAGAGTCAAGTACCCTCTCGAATTTGTCCATCTTAATTCACCTCTGCGCTTCAG\nTGTGTAAGGGGAGGTATTGATTCCCTAACTGGTTCTTGACTGTGTCAATAAGGAGGCAGA\nAGCCAATTGCTTGGTGAAAAGGAAAAAGGTGGGACTTCCAGGTCCCAGGAGGAAAAGAAG\nGGGACAACAGAGAGGAGTCAGAGCAGGTGGTAGAGTAGAGGAAGCAGTAGACATGCAGGT\nCTCTGGGCACTTATAATTGGTAGCCTCTGTTGTGGGCAAAGGCCAAAGTGAATAGGGCAG\nGATATTCTTCACCCAGCCATCGACTTGTGTGGCTAGTTTTAAAATATTAAGGCTGTCTGA\nGGTTTTCTATCTGTGAAGACTAAGGTGGACAGGAGAAAGGGTACAGCCAAGGTGGTTGTG\nGCGGCTTGACAGAGTCACTAGAGGTTGAGGAGCTTGGGTGGAACTCTTGAGAAAGAGCTC\nGCGTGTTTTTAAAATTACACACAAGGGGAGTGTGTTTATTGGTTTTTTTTCCCTTAGATA\nTCAGTAGCCCTAGTAAGAGGCTTATCAACAAGACTAGTATCTTTTTTTTTTTTTTTGACT\nAGTACTTAAGAATGGAAATTCTTAGGTATAGGCTGCATCTAGAAACACACACACACACAC\nACAAACGGAGAGACAGAGAGACAGAAACAGAAGCAGAGAGAGCACACAAATACACGTGGC\nAAAACATCAAGTTGTTTTGTTTTGTTTTGTTTTTTTAAATCTGTGACAATAGCAGGGTCA\nGACGAGGCATCTAGAGCATGAAGATGCTTACATGGCTGAAAAATGTTTTATTGTTACAGT\nACAGACAGAAACCACATCAATAACTTGTCCTTAAAAAGAGTATATGAGAGAGCCAGGCGT\nTGGTGGCACATGCCTTTAATCACAGCACTTGGGAGGCAGAGGCAGGCATATTTCTGAGTT\nTAAGGCCAGCCTGATCTACAAAGTGAGTACCAGGACAGCCAGGGCTACACAGAGAAACCC\nTGTCTCAAAAAACCAAACCAAACCAAAAACAAACAAACAAAAAAGAGTATATGCGGTTGT\nACCCCTGTAAAACTTACTTGTTAGGAAACATACAAATAAGCTCAATTCCAAAGCAAAGTC\nCTTGTAAGAATCTTTGAAAAGTGGAAGAAAATCTATACTGCCAAACTGAGAAAACAAGTA\nGATTAAACTTACAACAAAATGCCCACTAGCCAGGAAAACAAGGAGGGTTGGGTCGCACTC\nCAGAGGGGAGAGGAATGCTCTCTTTAAGTTGAACAACACTAGAGGTTGGCTAGAAGAGCG\nAGCATCAGAAGTGACAATCAGGGCCTAATTGCTCTTGAGTCCCAGTTCTCAATCTGGACA\nGTTTTCATGAGCAAAGAAAAAGCACCCTTCCCAGTTCTCTGCGAAGATGACCTCGATGAC\nAGAATCACTCTGGGTGCCTCAGCTAGCATTTAAATGCCAATATGAAATATACTTCTATTT\nCGTTCGCTCTAAAATTATAGATAGAAATTAAACAAGTGAAATTACGAGAGCTATATCTCC\nACGTAGATGATTGCTTTCAGAACATTGAATGATGAAATCAGAAAAATCACCTAAGCTCAT\nGCCATATTTCCTATTTGTGTTGCTTCCATGTTTGTTAAAACTAAATTAACCGTACAAGAT\nTTAGATCTCATCAAAGTGTTTCTGAGCAGATTCAACTATAAATGGTTCTATAGATGAAAG\nACTCATCTCTGGTCATTGCAGCAAGGATCTCAAAGGATAGCTCTAGCCCCAGAGTGGACT\nGAGTGTTCAATTTACTCTGTGCCTCCAGGAGACTTTTGTAGAACTTTGTTCTCTGGGTGT\nTCTAAAGCCCTTCCTGGAGAGCTCTCTCCAGTAAGGCACATTTTGGATGTCTGATAGTGT\nTCTGGAAACTCTGACCTGTTTGTCACATTCGAATCTTGCCCCATGTCTCTTACAGCCTGC\nTGCACTGGGGTCACAGGGATGCTGTGGAAGTGAGTCAATAAGATCTGTGCAGGGCGTGGG\nAGAGGCTCTCAAGATAAGGATGGCAATGGAAAGACAGAGGTTCCTGTGGGTCTTGAACAG\nAGCTCAAGTGGGAGCAGGTGAGGTTGTCCTCCTTCACCACTGCTCTGAAGAACTCCAAAA\nGTCCATTCGCAGCTTCAGTTCTCCCTTTCCAAGGAGTGCTCTTTTGCTTACATAAAATGC\nAGGGTAAATCAAACCCACCAAGCCTAAGAGAGGAAACTAGCCTGCGCCTACCCGCTCTCT\nTCTCCTTGTCCACTCCCTCTGCGACTCTGTGCAACATCAACCCCTGACCTGCATGGACCT\nCACTCCCATCTGGTTGCAGAAGTGGCAGCCTATGGCAAGCACAGCGGAACACTAGGCCTC\nCTGTATGCTAGGCTCTACCACTGAGATACACCTCCAGCCTTTTCCTCAGGTTAGCTTGCT\nAAAGAACCTACTGCTTGAGGGCAGCTGTCCTTCCAACTCAGTTTGGTCCCTTGGGACCCA\nGAACAAACTGCTTTGCACACAGCTTAAGGGATTAGTGAGTTAATAAATGACACTCTCCAA\nATTGCTAGCATTTAAAAAATACTTACAAGCCCTGTATTGCTGGTCTCAAATCTAACATAG\nAGATCACCATGCCTTGACAGTTCTCACACAGATACCATTAGAATGAGACTGACATGCAAA\nGGCAGGGAAAAACTCGATAGACTTTAGCCCCTCCATTAGTAGTGGGGTGACCTTCCCCAG\nTGTTAAATTCACCATTAAAAAGTGAGTGAAAGTCCAGTCAGACCATCTCCTCATTGAGGG\nAAAGAACAAAATGAAATCATATTGACAGAACATGACTCAGTTTTCACTGATATCATTGAC\nCAAAGGCTGAAAACTGAAGGCATGCGGCATGAAAGGCTATTTGATTGTTTAGCCCACCTG\nTACAACCACACATTCCCAATAGGTTGTTTCCTAGATGAAGTGGAAACTTCTAAAAGTTTC\nTTTGGAAAGTCAGTTATGTCAAATGATGCTTAGCTGAGGCACACAGGTGAAAGGATGCTT\nTGCTGGAGCAGACATGGAATAGAATGTTTTCCTGAGGCAGACACAGGTGTAAGGATGTTT\nTGATATAACAAACACGTGAAAGGACCTGCGATGAAGGAGTATAAATATGACCCACAGTCA\nGTGGGAGACAAGCACTGAGCATTGGTTTGCTCCGCCTCACCACTCTTCGCTAATGACACC\nCATGCATTGGTTTGCTTTACATAGCATTGTTGATCTCCACTAGCGGCGACACCAGAGACA\nAACTCACCAAAGAACTGCTCACAAGGTTCTGAACTGCTTGTGAGGTTCCTGCAGCAGTTT\nGCAGTTTCTTCAGGACTGGACTGTAGCTGCTGGTTCGTGTGTGGTGTCTGCCTGCCTAGA\nGGACTGGTCTGCAGCTGCTGAATCATCTTTGGTGTTTGCTACAGGACTGAACTGCTGACA\nAAGGAGATCAAGCTCGCTCCCGAAGAACTATTGCTGAACAGGTTCACTTTCCCCTATCCT\nAATAACATTTCTCTTCCACCTCTGCTGGGTGGTGGGCAAGAGGAGAGGTTGAACCCTTAT\nTAAAAGTACATTGCAAAAACTGTATGCCTATACCTAGAACTTTGTCTAATCCATTTCCAT\nTAGGTTCTAACATTGTGGCCTTTGGGTGAGGAGTTTATTACAGTTGGTCATTTCCCATGT\nACTTAACAGTCTTTCTGAAACTTTGACTCCAATTTGCTTCATTTAAAATTTGCCTCATGG\nGGGGGTGGTGGGGAGGGGATAGGGAATTTTCAGAGGGGAAACTAGGAAAGGGGATAACAT\nTTCAAATGTAAATGAAGAAAATAATAAATCTTAAAAAATAATAAAAATAATAATAAATAA\nAATAAAATTTGCCTCATTATGTTGTCAGACCCTCTTCCCCAGCCCATACATAGATGGTTT\nTCATATTCTCTTTTGGAAATAGTTTAACCACACTTCTCACATGGTAACTGGAGTAGAGAG\nTATCTGGTATAAATTACAGAACACTGCGATGTGTGAAGACATTCTGTAGTGAATAAATTA\nAAACAATAATTTCATATGTATCAAACTAACACTTTTTATATTTGTGGTTCCTATAGTTTT\nCAGGCCTGGTTCTGAAGTCTCTAGTATGGGGAAATTAAATGGAAGAGATTTGTCTCAGAC\nTGTATTTCACAGGCTGGAGATAAGCCAGCCACTCCTAGGAATATTTCAAAGTAGAAGAAC\nCTTTAGAAACAAGTTTAACATGAAGGCTCTGCTAAGATTTAGGGAGATGTTGGTATTCCA\nACAGGTGAAAAAGACTGAGTTTAGGACCTCATCAGATACAATCAGCACTGGTCTAACAGT\nTAAGGGAGAATGGGAGAGGATGTTAGCACCCTCTATATATGTGCAAATAGAATCACTGAA\nTCAGAAGGGACTGAGGAACCCCAAATATACTTATAATATGAAGGGAAACTCAAATTTAAT\nGAAAATGTCTATGTTCAAAGGCAACAGTTTCTGATCTCTATGACTGATGTAGTGAGTGAA\nTAAACATGAATCTGCTCCCCAGTGTAAACACACATACATACACACTCATATGCACACTCA\nTATGCACACACACACACTCATATGCACACACATATACACATATATACAAACATACATATA\nCACACAAACACATATACACACATACCACACATAGACACACACTCATACACATATACACAC\nACATACATACAAACATACATACACACACACACCACACATACACAGACACTCATACACACA\nCACATACTCATACACACACATATACACACATACATACAAACATACATATACACACAAACA\nCATATACACACCATACATATACATAGAAACACATACACACCATAGATATACACAACTCAT\nATACACACACACACACCATACATATACACAACTCATATACACACACACATACATACACAC\nATATACACATACATATAAACATACATATACACACATACACACACTCATATACACACATAC\nATACAAACATACATGTACACACACATACCACACATACTCATATACACACACATATATACA\nCACATTAAAAACATGCATATACACACACACATATGCACATATGCACACATACTTAGAGAG\nCAGCCTATTTGTTTGAGACAAAGTCTCTAGAAACCAGGCTAGTTCTGCATTTACAGTTAT\nCCTTGTGCCTCAATCTCATTTGTATTGGGATTAAAAGTGTATATACTTGTGCCTTTTCTA\nATTAGTGAGATTTAAGAATCAAGTTTTAAGTCTTTGTCACTGATTTCATTTTTCAAAAAT\nATTTTTTATTTTTTTCTTCTCAGTACTTATCACTGAACCTACATTCCCCCTGTTTGCTTA\nTTTATCCACTATCTCCTTCAGCCTATGGTCTACAATGTAAGCTCTTTGAAGATGGAAAGT\nTTGATTTTCTAATTCACTTTTGTATTCTCAGGCTTTAGAACACTGTCCCACCCAAAGTAG\nGTGCGTTGGCTAGTTTTATGTCTAGCTAGATACAAACTGGAATCATTTTGTGAGAGGGGA\nCTTCAACTGAGAAAATATTGTCATCAAATTGGCCTGTGGGCAAGTCTGCCTATTATTGTT\nGTTTCTGTAACAACATCATCATCAATCCTACATCATCATCATCATCAATGATTGATGTAG\nGAGAACCCAGCACACTGTAGGCAGTACCACCCTGAGCTGATGGTCCAGGGTGCTGTAAGA\nAAGCAGGCTGACTAACCCATGAGTGTAGGAATAATCTCGTGTGCACTGTGTGAAAGCAGC\nACCTGTCAATAAAAATCTGATGGCCAATAAGCTTTGGAAGGATTAGGAGGTGGGACATCT\nGGCAGAGAAAGAGGGGTCTCTCTGGGAAATAGTCTGGAGACTCTCCACTGTGATGCTGGG\nGGAAGTCAGACATATAAAACTGAGGAGAGGTAACCGCCACATGGCAGACATGTGTGTGTG\nTGTGTATGTATATGTATATATGTATATATGGGTAATATAGGTTAAGAGCTAGTTGGAGAG\nTGTACTGGCTAGTTTTGTGTCAACTTGACACAGCTGGAGTTATAACAGAGAAAGGAGCTT\nCAGTTGAGGAAATGCCTCCATGAGATCCAGCTGTAAGGCATTTTCTCAGTGATCAAGGGG\nGAAAGGCCCCTTGTGGGTGGAACCATCTCTGGGCTGGTAGTCTTGGTTCTATAAGAGAGC\nAGGCTGAGCAAGCCAGGGGAAGCAAGCCAGTAAAGAACATCCCTCCATGGCCTCTGCATC\nAGCTCCTGCTTCCTGTCCTCCTTGAGTTCCAGTCCTGGATGATGAACAGCAATGTGGAAT\nTGTAAGCCGAATAAAACCTTTCCTCCCCAACTTGCTTCTTGGTCATGATGTTTGTGCAGG\nAATAGAAACCCTGACTAAGACAGAGAGCAAGCCTAAGCTAAGGCACAAGCTTGTATATAT\nCCGTGTTATTGTTCAAGAACCAGGGCGGACACAGAAAAGCCCAAACGGTTATACATGAGG\nAGCAATCAGTCAGCAACATGCCTCAACGGCTTCTGCATCAGTCCGAGCCTCCAGGTACCT\nGCCTTGAGTTCTTGCCCTAGCTTCCCTTCATGATGAGCTAGAAGACAGAAGGGAAAATAA\nACACTTTCCTTCCCAAGCTGCTTTGGTCATGTGTTTTATCACAGCAATAGAAACTATAAC\nTAAAATAGTAGTGAATCGATAAATATTTTTAAAGCATAAATTCACTTATTTGACACTTAT\nTCCTTTATGATAAGAAATCAAGCTTAAAGATATAATGCAAATTTTCTGCCAAAATAGCTA\nAAGAATAAAAACATGTAATTCATTACTACAGGAAGAAGTTCCTTAAATTCACAAGGGTCG\nGCTTTGAGACGGTTTGAATCTTTAAAATACAAACTGGGACGGACATAAGGATTATCTTAT\nTAAAGGTACTAATTTGAGGTCCACGAGCACAGGATGTTTAATCACTTCTTGTATAAAAAC\nTTGTAACATCAGCTTGGATAAGGTACTAAGAGACAAATGGAAGAGCAGACAGAGCCAAGC\nCAGCCAGTAGACTAACCTGCTACATTTGTTAATTCATTCATTCTTCACACTGATTCTATG\nTGGGAAGTTCAATCACTATCCCCAGATTTCAGGTTATGAAATTATGGAAGAAGGGGCTGG\nAGAGGTGGCTCAGTGGTTAAGAGCACTGACTGCTCTTTCGAAGGTCCTGAGTTCAAATCC\nCAGCAACCACATGGTGGCTCACAACCATCTGTAATGAGAATCTTCTTCTGGTGTGTCTGA\nAGATAGCTACAGCGTACTTACTTAAATAAATCTTTAAAAAAATATATATGGAAGAAGAGC\nTCAATGATGGCCTTCCAGTTCTAAACACAATCTTTGCTCTTGTGGTCCTGGAGCTGCAGA\nACACATAGCTCCCACAGAGGGCAGTAGAGAGATGGCCGCAAGGCTATGTCTTCAGGAAGA\nCCCTTAAACTCGTGCTTACCCTCTGCTACACCACCGCCTGGGAGGCCAACAAAGCCATCT\nTGGAAGGCTTCAAACACAAGCTCAAAATCTCAAACTTGGAGTAGAACCGGGCACCATTTC\nTTCTCTTTTGTTCCTTTATTTTCTCCTTTTCTTCAGCCAAAAATTAATGGGTATTTTTTT\nTTCTTTCTTTATTTTTTTCGAGACAGGCTTTCTCTGTGTAGCCTTGGCTGTCCTGGAACT\nCATTTTGTAGACCAGGCTGGCCTCGAACTCAGAAATCCACCTGCCTCTGCCTTCTGAGTG\nCTGGGATTAAAGACGTGTGCCACCACGCCCTGCTCTTTTTTCTTTTTAATCTGTTACTGG\nTACCACTTAGTACTTTATATACCCAGTTTTATTTTAAACTCTTTTCAGACAGGGTCTCGC\nTAGTAAGCCAGGCTGACATTGAACTTAGAGTCTCTGTGCTCCACCTCCCAGCCACCATGC\nCTGGGGTTTCTCATATATGCTATAAACAAATACTATTCAATCTTCAATTTTTTATTTTTC\nTAATTACTTTCAGATGCAGATTTCATCTAAAAGAAGTCTGCAACATTGGTGTGATATAAG\nTAACGTTTTTTACAGTAAAGTCAAGGCCATGCGCAGCAAAGCATCCCACAGAGCTGCAGT\nACGAAGGTCACGTGAGTCACGCTGAGCACTCTGGGAGGGCCGTCGTTCCTCTGCCTTAAG\nGTTTGTCTGCTCCAGAGACAACGTACTCCAGAAGATGGAAACACGGGTCACAGGGAGATC\nTTCCCACGCAATCCAACCAGGGATGTTGTAAAGGGGAGATTACTGAGTTGTGACCAAGTG\nTGATCCTTATAAAAGACAGCATTTGTCTTTTATTTAAAAAAAAAAAAAAAAAAGGGCTGG\nTGAGATGGCTCAGTGGGTAAGAGCACCCGACTGCTCTTCCAAAGGTTCGGAGTTCAAATC\nCCAGCAACCACATGGTGGCTCACAACCATCTGTAACAAGATCTGACTCCCTCTTCTGGAT\nTGCCTGAAGACAGCTACAGTGTACTTACATATAATAAATAAATGAATCTTTTAAAAAAAA\nAAAGTAAGTATTTGCAAAATACAAACTGGACCTGGTGGTTTTTAAAATCAGTGACCCAGG\nGGAGGTCATAAGGTTGGGAGAGGTGGGAGGACCCAGGAGGTGTTATGGTAAATATGATAA\nAATAAATTGTATGCATGGACAAAAATCCCAATTAGTAAAATAAATAAATAAATAAAACAT\nTAAAAACCCTGTATTTTAGAAGTTTGACAGATGGAAACTTATAAAAAGCCATGCTGAAGA\nCAGAGGAGAGAGTCAGGCCGCCAAAATGCAAGGAAAGCTAGCAGCTCCCAAAAGCTGGAA\nATTTCTTTGGAAACTTTTGATGGAGCTCACCCTGGTAGAAACCTTGATTTCAGCCTAGTG\nGTACTGAGTTTAGATTTCTAGCCTCTAGAAATGTGTAAGAAGAGGACAGTTTTGAGATGC\nCAATTTATGATGATACATTACAAGAAGTTTAAATGAAAAGTTTATGTGGTAGAAGATACT\nATCTTAATATGCCATAAGACTTTAAAACTCAGTGTCATTAAAAATAAGACTAGTCAGAAT\nAAGAAAATAAGGTATATATTTGGTGAGGCCATTTGTAATATGGCCTTCTATAAGATTCCT\nATCCAAAGTGTAGAAAACGCCTAGATGCTTGCATGACCAATAACCATATGGAAATGTGTT\nCAACATCACTTGCTAATTACTGGGGAATGTAAATGAACATCCTAACAAGACAACATACCA\nCTAGTTCTGCACAACTAAAATAATGAGTTCCAATAAAGTATATCTAGAACTCTCACACAT\nTGTTAATGAAGCAAGATGAAAAAACTACTTAGAAAAACTGTAATTTACTAAATCTAAAAA\nCGTGCATATAGTATAGTTCATCAACTCTACTCATATATATGCGATTGTATGTTTTTATGC\nACCAAGAAAGATGGGGGAAAATGAGCAATAGCCATCAGTAGTAGAATGTTTTTTGTTTTT\nGTTTTTGTTTTTTTAAATGCTATAGTCCTCTAAGACAATGTACAACACAGCAAAGAATGA\nGCTACCTATCCCAGCGGAGGAGACCAGTACATCTCTGGGACATGTTAAGCAGAAACAGCA\nAGATGCAAAACAGTATATAATACATGATTCCACTAACACTTAGCTCATCAATAGGCACAG\nGCAGGCTACGGTGACAAAAGTTAGAGTTATCTTTTCCTAGGGTGGGGTGAGTCTATTGGG\nGAGGTCGCAGGAGAGCTTGCTCGTATGTTTAGACAATTCCACATTTTCAATAGTATGGTA\nGGTGCACAGACATTTGCATTAGTAAAGTAAAACAAAGTGTCCACGTGAGATTTGTATTCT\nTGACTGTGTTTAATTTCGGTGTAAAGAAAAAATAGAAAACTTTAAAGAAATGGGACAATC\nACCGGCTACCTATCACTTGTTAAGAATCTGGAGACTGTCCTAATATCACTGAGAAAACAA\nTGATCATATGAGAACATTAATATACACTAAGCTTGGAGAGTGACTAAGAGAATTACATCC\nTATACAAACACATGAAGCTCCTAAAGGAATGTAAACATAAGGTGACACTTTTAAATAAAG\nTTCCAAAAAAAAAAAAAAAAAAACAAAACCCACTTGACTGATATAATCTCTTACACTTTC\nTCCATTGTTTTAAATTTCTCTCACTGAAAGTAAACTAGAATGTGAACCTGTGTGAGGCTG\nAAGGATGGACTAAGGAGGGCCACTGTGTAGTTATCTGTGCTGTCTATGAGCCTCAGGACG\nAGTGACTATCCTCCAACTGAAAGCTACGGGGACTGCTAAGGTAAGGGAGCCCTTGGGGAA\nTGACTACACTTTCAGTTCCAGAGAATCCAGAGGTATGAGTAGCTTAAGATTGATGATGCT\nGTTTTACCTTTCTTTCTGTTTGAGGGTTAAAAGGTAATATGTTGTAGTCACAATTATATA\nCACAACTGGCTCAAATCCTGAAGTTTCTCTATTTACAAGCTGCCCAGTATGGTCGCCATA\nGAGCACCTGGAATGTAGGTAGTTTGAATGGATTTGTTCTCCAACTGCAAAATACACCTCA\nCACACCAGTTTCAAAACTTTGTACAAACAGAATATAAAACATCTCAAGAACATTCTGCTA\nCGTGTCCAAATGACAATGGTTTAATGGTTTCAGTTAAACAAAATGTATTTATGAAATGAA\nCTTAATTTGATTGTTCTTTAATGTTAATACAAAAGTCCAAATTATTCATATGGCTCATGT\nTATATTTCTTTTGGGAAATGGGAGAGCTAAATAAAGATGGGAATTTTCATAATACTATTT\nATTTCTCTTACGACATAGTTTCCAGAGAATTTTAAGATTTATGTTACGGTTATTTAATGT\nTTTCTGGCCAAATTACCTGTCTTTGTCAAAGATTAAAACCTATGCTTAATCTTTATAATC\nAACCTGGTTTTGGAATGGCCATATAATAAGATGTTTGGCCTGCATGATGTCATGGAATAT\nTTGCCCAGACTTACCCCGAGCTCCAGAACATGTAAACCTGTGGTTCTGAAGTTTCTGAGA\nACCTGTAAGTACTGAGCAGAGCTAGATCTAAAGAGTTTGCTAGGACACCTCAACCCAGAC\nACTATATCCAAACAAACCAACAGTGCTGACCCTCGACATCTCTATGCTGAAGCCCCGACC\nTTGAATGACTGGATATGGAGATGAGGTCCTAATCGACAGTAATTAAGGTTAAAAGAAGCC\nAAAAGGGCAGGCTCTTGTCCATAAATTGTGTAGTCTTATAAGAGGAACTGGAGGTTGGAG\nGTCAGTGTGCGGGGGAACCAGCTCAGCAACTGAGAGCACTTGTTGCTCATGCAGAAGACC\nCAAGTTTGCTTCCCAGCACCCACCCCACGTGGAGGCTCACAGCCATTGCATATCCAGTTC\nTGATCTAATGCCCTCTTCTGACTTCTGTGAGCACCAGGCACACACATGGTGCTCATACAC\nACATTCGGGTGAAACACATAAACATAAACTAATAAAATAATAAATCTAAAACATTTTTAA\nATACCAATTGTGAATGCTCAGGCAACAGGCAGCAGTTTACAAGCAAGGGAAAGATCCCTC\nCCTCCCCAGAGACAGACTGTATCAGACCTTGATCTTGGACTCCTTGCAGTGATAGGAAAG\nCAAATTTCTTAAGTCAGGCAGTCTGTGATATTTTGCTAAGTTAACCTACACAACCTATTA\nCAGATACATACCCAGTCAAGGCAATTCCAGCTTGATATTACTTAATACTAACTGTAGATC\nCATAAATTTGTTGGATAAAGCCACAGTGGTGTGTACCAAGTAGAAAGTAAATAAAACTAG\nTTGATATCCCCTAGAAAGCAATAGAACAGGCTGTTTCATAGTCTTTACACACCATGAGTG\nGATACTCATGGACCATCTTTGAAGAGCTCAGTCAAAAGGGCAAAGACATAGTTACTATTA\nATTTTAGGTAGTCTCTTAAAATATCCCCTTAACTACATAGAGGATATTCCCTTCAGCAGG\nTAGAAGTCACATTCCTGCTTGAACTTAAAGTGAATGATATCTTTCCTAGGGATGTACTTC\nTTGGGGTGATACCTTCAATGATTTCATCATAGTTTAAGCACAATAAAAGCTTACTTTATG\nCTCCAAGGCGAGACTACTCTGCATTATTCAATTAGCGTAGTACTCAGCCTGTGACTATTG\nGAATAAAATTTGACAAGGGATCTCTCTCTCTCTCCCTCCCTCTATCTCTATCTCTATCTC\nTCACGGCCCCAGAATGGGGTGTAGAATGTTTTCTTACTTTAGAAACATCCCAGACACCTT\nCAGGTTTATAAAATTCTGGTTTTGAATGGAGGTGGGGGAAGAAACAAGTGGGATTATTGC\nCCAAACCACTATCATACTGAACCCTTCACTGCATCTTTTAACTCTAAAGAGATCAAAGAA\nCTTCACCAAATACAATTTCATTTCTTCCATACACTTTTCTGGGAAAAGGACTCAGCCTCT\nAACATAATCTCAAAGAAGTAGGAAAAAAAAAATGAATCCCCTCTTAAAGTGATTTGCTTT\nAGAGCTGGATGAAGCGCTTGGTCTCCCTGCGGCCAGCCGGGTGTCCACACTGCCGGGTGT\nCCACACCCGTGTCTATCCACACCCGTGTCTATCCTGTTGTCTCCAGCTGGCTTGCTGCTC\nACCGGTTCTTTGGTTTTATTTCCCAGGCATGTTTGCACTGCTTGCTCCTTGGTAGTCACC\nCTGCTTCTAACGTCAAGGTTCTATCAGAGTGGCTTTTGAACGGCTGTCCATTTGAGTGCA\nACTAACCTCAATCATTCATCAAGACAGCCCACCCCAGCCCCCTCCCCCCTTTTCTCTGCA\nTTCTTTGGAGCAACCTGACCTTCCTAAGGTGTTGGAGCAGCAGCCCATCCCTTCTTCCCC\nTTTGTACTTTGGTCTAGAAACCGTAGATTTGGAGGCCGTACTTTTAAGCGTGTCAGATCA\nTGTTTCCACACTACCATTCCCAGGTGATGTAAAAAATCTTTTCTATTCCCACTTAAAACA\nTGTGGTAAGAAATGGCGCCTACAGTAAGTGCACACTTGGCTCCCCAGAGAAAAAGATTAC\nATAAAACTCCCAATGGCCATTGGCGGACGGCAATTATTTTGGTATTTCTGCGTCAAGTGG\nCAGAGTCTATGCACCTGCTATGACCACTGTTTCCCTAAGAGCCTGCACCCCCTTGCACTC\nCTCACCTCTAGTATTCCTCTCCCCAAAACACCATTCCAAGCACCCCCTTTGCATATAACT\nTCCCCTACAGTCCCCAGGGTGGGGATAAGAATTGATGTTCGCTCCATCCCATAGTCTTCT\nCAGCAGTACATGCTCAAATTTCTCTCTGTTTGCTCCAAGAGCGCGGATGGGTAAGTTCTT\nCACCCCCTCTTAAAAGTTGCCTAAAATCCGCGTCTGGCCCTGGCACCGCCCGCCTCTCAG\nACAGAGCGAGGGCTGGCCGCCAAGGAGCCACGATCCCTGGCTTATTTCTAAAGGCAGGTT\nCGCCTCCGGGAGCCGCAGAGGGAGGCCGGGCAGAGCGCGGCGTCCGTCCGGGGGGGCAGC\nTCCACGGGCCCGGGCCGCTCCGGACGCTGAACCGCGCGGCCTCCGGCCCATGCCGGGTCG\nCCGCACGGCCGAGTCCAGCAGTGGCGGCGGCCCCCGGGGGATGGCGGCGGCCGGGCTCCG\nCCAGCAGGTGGTCCCGGGGTCCCGGCGGCGCCGCCCCCTTCGACGGCGCGGCCCCTACTC\nCCGCGGGGGAGGTCAGCGCCCCGGCCGCCGCTCCGCACCCGCCGCCGCCGCCCTCCCTCG\nGCTCGCCGCGTCCCCCGGGCCGCGTCCGCAGGCTGAGCCCAGGCGGGCCGCGGCGAGCAC\nCCCACAGCTCCGCGCCCCAGCCCGGCCCCGCTCCCAACGGAAAGTTGGGCTGCGGCGGGC\nTGCGTTCGGGAAAGAGCGAGGCGGCATGAAGGGGCACCGAGGGGTCGCCTAAGACACCGG\nGGAGGCGGAGCCGCGCGCGGGGACAACTTCGCCCCGGGCGCGCAACCCCCGGCCGGGCTC\nGCGGTGGTTCCTCCCGTCCCTCGGCCTCCCCCGCCGATCGCGACGCGGACCTTGGTCCCG\nGCGGCTCCGCGGCGGTGACACGAGCCCGCCTCAGCCGCCGCCTCAGTCTCCTGCCGCGCC\nGCCACCTTGCCCGCACCATGGAGTTCTCGGAGAGGAAAAGAAGCAGGAAATCCCAGAGCT\nTCAAACTGGTGAGCCGAGGTAAGCTGCCGGCCCGGGGACAGCGGCGGGAAGCCGGCGCCG\nCGCTCCGCGCACTCGGCCCCGCGCGCCCCGGCCGCCCGCGGGCTCCACGCCGGGGGCGCG\nCCCGCCCCGACCCCCTCGTCCCCGCCCGAACCCGGGCCCCCCGCGGGCCGCACACGCCCC\nGCCGCGGGGAAAGTTGTGCCTGAGGGGGACCCACCGGGTGTTATTGAAGGTAAACAAGTC\nGGAGGGCACGTCAGGAAATTAGCAAACAATGACACCGGGGAGCCGAGCCCACTCTGGGGT\nGCCGCCGCCACGGCGGCCGCTGGGCTGGGGTGGCTGAGGGTTTGCCTGGCCGGCAGGCCG\nAGAATAGACTGGGATTTGTTTTTGTTTTCGTTTTTTTTTTCCTTCCCCCACGCAAAGAGA\nAGGAGGAGAGAAAAAGATGATCATTGTTCTTTTTAAGAAGAATCAGCTCATTAGGGAATC\nGAAGCTCAAGGCAGAAATTGTTGACATACAGCATCTTTTCCAGTTGAGTGATTTGGGTGG\nAAAGGTAGTTTTAAGATTATCTCGTATACCAGTCAGACAAGTGTCGCATCACAAGAAATA\nAAGAAAAATCCAGCTTGGTCCTGCCGACTAACAGGTGTACAGCACACTCTTTATAGGCGT\nTTATTTTGTCCGGGGAGGAGAAAGTTGAGTAGTATCTCCTCTGGGTTCTGTTTCTTGTTC\nGAGTCCATCTTCCTGATTTGAGTCTTTAAAAAATGGTGCCAACTCGGACAAGAAACACCT\nGTCAAAATGTATCACCTTAATAATCGAGAATGGTGATACCCCCCCCCCAACCTCCCCAGA\nGGTAATGGTACAAGTTCTAATATGAGCCCACACTCTTTAAATATCTTTGCATTAACTTGG\nGTCAAAGCCAAATCAGAGAAGCGCTCCACTTTCCCTAGGTGGTTTTTATCTACCGCTAGC\nATCTGAGGAAAGAGCCACATGATTGTTCCAAGGGCCCCAGCAAAAGTCACATGTGAACAG\nGTGACTATTGGGAGGGTGATTGCAAGGGATGGAGTTTTTCTGAACTCAGCTAAGCAGACA\nTGAGGATTTTATAAAGCTCACTTTTGGTTAGTCTGGAAACGGTTTAATTATAGACATTTT\nTGCAAATCTGCTCATCTGTGTTTCCCCTAATTTAGCTTTGTACTGTTTAACGATAGAGGC\nCTGAAATAGTGTAGTGCATGCATTCAAAATATTTGGCTACTCCTTCTCGGCCTCCACCTC\nCCCAACCAGGATGTTGACTACTCTGGAAGTCTCTCTGAGTGTGATGGCCCTGTTGATACA\nACGTGCTTCGTTCAGGAATGGAGGCTGCTTTCTTATTTATGACCCCAGGAAACTGACTAC\nTCTATCTTAAGAGAGAGGGTAGTTTTGTCATGTTGTCCTGTGACAGCTAAGGCAAACAAC\nAAACAAACAAGCCCACCCAAACCTTGGACAGCTGTTGAGAAGGGACCTCTATTTTCATAC\nCTGGGTGGTCCTGGTTTGTAAAGAGCTACATTATCAAAATGCTGTAGCTTCCACACGAGA\nTCCCAAGATGTTATATTTGAAATTTTGATTAACATAGTAAGTTTTTCCTTCTTTTTTAAT\nGGTGAGTGATTCTGCTGTGCAGCTGCTTTTCAATTTTTTTTTTGGAAGATAAACTATTGC\nATCTTCAGTAAGGGCAGTAATTGCAAAAGATTCACTTATGTGAAAGGTAAAAGACTTGCT\nTCTTTTCAAAGTATACCTTTAAAAAAATAACACATCAATATCTTAAAAAAAAAATGCATC\nCTTACTTTTAAGCTGAGATTTTCTGGGTAAACCCAGTAGAGAGGCAGTTCCGAAACATGC\nTATTGATATGCTCACAGAAATGGTAGTGGAAATACGTTTGAGAAACTCCATTGGCCTGTG\nATTTGGCAAGATTTTTTTTTCTTTTCTTTCTTTTTTATTTATTTTATTTTATTTTTACAA\nATATACTTGCTGTAGCCAAGCATATCTGTTTTGTAAGGCGCAGTGGTATTTCAGGTTCCT\nGTACTTCACAGTAAGTAACGTTTGGTGATTAGTATTGACTCCGATTCTGTGAGAGTTCTT\nGAAAGTATACTTGTAGATTATACATCTGGGATGGGAGTCTTTAGGTGCTTATTCCTATTT\nGTTGAAGTCATTAAAATACTAATTTTCGGTTATTTTCTCATGCCAGATTATCACCATGAG\nGTGTATAAAATCTCAGAATTCAGCAATGATGTTAATGGGGAGACCAAAGAGACACAACCC\nATTTACTTAGGTAGGTTCTTATGTCAATTAATTTCTCAGCAAAACAGCGTGGCGTGGCCA\nTTTGCAATTTCAGGGGCAGGGTGGTGGTGGGAGAGATTATGGAAGAACGGGAAATGTCTG\nCCATTGCTTAATGCATGACATTCTTTTCAAGACCTTTTATTTTACAGATTGCCAATATAT\nCCCTTATTAACATTGCTAAAAGTTGTAATTTCAGACATAAATGTTTATTAGTGTCTACAC\nACAGTGCTAATTATCACTCAGTCACAGAGCCAGATGCTGACTACGCAGTTTCGCCACTCG\nGCGCTCACCCCATTTACATTGCATATTCTCTGGCATGCTTCACTGGCAATAGTTTGTGTA\nATTGGGGTATTACATCTTTGACATCTGGATAACAGAAATTCAATTTCCAGGAAGCTGCTA\nTTTGTTTGGTTTTGCTTCTGCCTTGGGTGGGATAGAGGATGGATGTGCTGTCTTATTAAA\nATGTCCTTTCACCTCTATGGCCTGGTTGCTAATCCTGCCGTGGCACAGTTAAATTAAATC\nTGTAGTCCAAGCAGCGTAAAGAGAACAAAAGTGATTGTCTGCCTTGCCACCTCTTGATAG\nTGCCTCTTACTACTCAACAGCTTTGCACTTCCTGGCTGTGTCTTTTTCACTAACATTTGT\nGGTCAGAGAGAAAAGATGACTTTTCTCCTGTCACCACCCTTCCTGGCTTACCTACCTCGG\nGGACAGAGGGAGCAAAGGCAGCATCCTCCACACCTTATGACAAGTGCCCACAGATATTTA\nGGTAGCCAAAAGTGTGCCCCGATGCCTGTATTTGTATAGCTTAGGCATGAGGCGTGTCCA\nCGAAGCATCTCACGTTTGTTATCTGTAGCCTTTGAGCCCAAAATCAAACTGTCCAGGATG\nCTTCCTCTGAAAGTGTTTATCAAGGCAAAGTGCAAGGTAGATGGTGGTGTTTGCTTTCAA\nCTTTGCCCATCCTGGACTCTCTACCACCTCAGGTAGTAGGGCGAGGGCCAGGTACTGCAG\nAACCAGGAAGGAGAGAGCCTGTGGGAAACCAGAGTAAGAGCACTTGAGAGCAAGGGCCAG\nAACTGCTCAGTGACTGCAGCTATCTGTGCTTGATTGCCGCTTAGATCCAGATTGGTACTT\nTTGTCTTGTTTTGTTTCGTATTCAAACATTATAACGACTATATTTTTGCCCAAGATTTCT\nTCCTCTGTTTTGGTTTAAGGAAGAAAAAGTGTGCAAAGCTTGCAAAGAGAAGTTACACTG\nACAGAGGTGAAGTAGACATGAGCCGCTCCTGCCAGAATGGTGGTCACAGGCACTCGGGCC\nTTCCTAGTAAGACAGGAAACAGTCCCAAAACCAGCACTACTCGCGGCACCTACTGACTCT\nTAGGGACACGGAACACCACAACCAAGTGAGATGCCGTGGCCCAGAAAGAGACCCGTCCCA\nCATTAGACTCCCTTCTGTGCTCTAACCTGGGCGAGAAGCTAAGTATCACTTGAAGCCACC\nTGAGAAAAGGAATTTGCCTTTTGGTAGAAAATTTACCTTTCTCATGTAAGTGGAACCTCA\nTGGCCTGGACTTAGTTCTTGTCCTGCAAAGGTCTCCAGGCAGCTCCTTCCTATCAGTTGC\nTTGGAAAATAGTAGTGATGTTAGTAAGAAAGTGTGAGGCTGAAGGAAAGGATGAAGATAG\nGATGGTGCTAGCACTCGGCACTCCGTAAATGCAAGCTTTTGGACAGGGCAATGGTCTTTC\nTTCCTTGTTTGAACTGAAGATATCGTTAAGGAACCAAGCCTTGGGTCCATCTTGACAATG\nGTTTGTAGAAAAGCCTTTGACTGACAGTTCAGAGGTTGAGGAAGAACCTGTTCTGGGAAA\nGATCAGATCTGGTGCCCAAAGATCCTGTAGGCCAGTTAAAAAGACGTGCAAATGATTTGG\nAAGCACAGTTTCATAGAACAGGAAATAATTACAGATGACATCCAAAATTAAGAATTTTGT\nTGTTGACAGTTTGTGTTACTCTTCTTAAAACAGATTTACACCTGGCTTGTTTGTAAATTG\nCTGAGTCCTATTCATTCCTAGGGTGTAGATCTAGAAGAGATCTTACTTAAATACTCAAGA\nGTTATAAAAAGTACTAGCACATAGCTTTCAGAACTTTACATAGGACGCTCTGTATTCAGA\nCATGTGTGTTCTCTGCAACACTGCATCTAGAAGATTCAAGTATGTATCTCAGGGGAATAG\nAGAGAACCCTGGGATTCAGCACAACCTCCCACATCAGATCTATTTCTTTGGAATATTTTT\nAGGCTGCTCACTAATGTACCATATCCCGAGTGGTAAAGTAACTCGCTAGAATGGTAGCGT\nGTGTCAGTGCTTTGTTTAAGGGTGAGAAGAGGCAATTTTACCCTGTGGACTTTGACTTTC\nTCAAGCCAGTTCTTTGAAACTACAGTAAAGATTTGAGCACTGTTTGGAGGGAGACAATCT\nGTTTAATCAACTCAACAAGTGTTCCTGTGAGGAAATACTGGGAGCTGAGCCCCTTTCTGG\nAATGTGAATTCCATCGGAAATGGACAGGACAGGGACCCTGAGGTCTAAAGTCCTTTGGGA\nGGATGTGTGGATAAGGCAGTTCTGCAAGAAAGGTGCCATGTGCAGCGATCCTAGCAGCGG\nCAGTGTGAGCGAGGCTGCGAGGCTCAGTGTGAGTGTTCCGATTGCCTCCCCACACACAGC\nACATGCATGCCAGCCTTGTCATGCTCATTGCAGATAAGGCTTAGAGATGTTGCGGAGGAT\nACCAAAGGTCACTCCGTAGGACTTAACCCAAGTGGAACTCTAGGGCAAGTCCTGCCTCAG\nCTTTAAACACTCCACTGTGTGTGTCTTCTGCCTGAACAGTAATTAAATGGCTGTTGGAAA\nGGAACAGGGAAAGACTCAAGAGCTAGTTGCAATGGTAGGGTGGGGAGCTAGACCTTGAAC\nCACTGAGATTTGCATAGGCAGAAGATTCCTGGTGGGAAGGGAGGTACCGGCTAACCGAAA\nCTGATAAGCAGGCTTGTCTACAATTAGATCTTAAGTGAGGGTTGCACTTTACAGAGTTTT\nCTCCTTCTATAATCAGGACAGTTGTTATTATTCCAGAAATAATGAGACCTAAAGCTCAGA\nGTGAAACGATGTACTACTAGCAACAGAACCTAACTCCTAACTTCTCCTCTACCCGGCCAA\nGCCAAGTATTATTGAGGCTTTAGCTAGAAGACAGACACCTTTAAATGAGGCAGTGTGTTC\nTTTGTAATAGTGATACGAATATTAAGTCCTTTTTTATACTCTAGCTTTTAGTTCAGCTTT\nACTTTTGTAGGATATAAATCTGAGGCATATTTATCAGGTGTTCAAGTCTCATTAATTTAT\nTCATTTAGCAAATATTTATCAAACTCCAATTGCATGTGTGCCAACCCCTCTGTGTGCTGG\nTCTCTTTCTTATTTCATTTAGTAGCACTGCTTTCAGCTGATGGAGTAGGTGGTTCAGTAG\nTGATGCTGTTTGACTGGGGCCCAGATCCCTGTATCTTGATGACAACTCCCCTACCAAGGG\nCTCCAGAATCTCCCTCAAGAGAACACACATAAGCCTTCCACACACCTCTTAAAGCTAGGA\nACTTAGTCCCTGACCACAGTGCAGTGCTCCTCTTTGGAGAGCTGGGATGGCCACTCTTCA\nTCTAGGGATTAAACAGCCTGGGTCCCACCTCCATCCCCAAAAGTATCGCCCTGGGAAGGT\nTTCCTTCCTTCCATCATGTATCGTGGCAAGAGTGGGTGCAACCTGAGGGTGGAGGGAAAG\nTGGAAAAGGGCAGAATCCTTAAATACCAGTCAGGATCTGGGATCTAAACTGCTGCACTCC\nTTCCACTTACCAGAAGCGTCACGGACACCCCCCCCCCAGGTAAAGTACCTGCCCTTCCTT\nTGGCAGTGCTGCTTTCCCTTGATGGCCCAGGGAGGAGACGACAACTCTGTACTAAAACTA\nAGGCAAACATAGGTAGCATTTATCAAAAGTCAGGTGCAGCATAACACTAAGAATCTGTGC\nATGCTATTCCATTCATTGTCCTAGTAAAAGGCACTGTTGTTTCTATTCTGTAGGGGAATT\nTGGGAGTTTACAGAGATGCCCGGTTGCTCAGAACTAGGATGTAAACCAGTGTGTCTTCCC\nACAGTCTGGGGTCCCCACGAACCACTCCGAGTCCCCAGGCCTGCACAGAGAGCAGGTTCT\nAGCTCTTGGATGCCGCTGTGTCTCGGAAGAGCTGAGAACACAGTGGGGGCCCAAAGGTGG\nACTCTGACCCAGGCCGAAGGGAAAAGGGCAGGGAGGAGAGAGCTCTGGCTGGTTTCTGCT\nGGGAAGAGAGTCCTGGTCTTGCTTAGTGACAGCTTGGATTGGCAGAAGTGGTGTCTGGAA\nACTCAGAGAATCCTCCTGCTGGAGGTTAGACACACAGCTCGTTAGAGGAAGACCTGCTCC\nATTGCTCCAGCACTTCGAGTCCCGATGAGAAGAGGCAGTCCATGGTTTTAAGGCATTTAT\nTGTAGAAAGGCAGAGAGAGGGAGAGAGTAGAGAGGTAGAGGCCATGGCCACGTGGAGAGA\nGGGGGGAAGGGAATGTGGAGAGAGGGGGAGCAAGAGGGCAAGAGAGAAGCAAGGGGGAAG\nCTGGAGTAAGTAAAAGAGGGAGGAGGGGGAAAGCAGCCCCTTTTATAGTAGGCTAGGCCT\nACCTGGCTGTTGCCAGGTAACTGTGGAGGTAGAGTTCAGACAGAATACCAGGGACTTGGG\nGCATTGCCATATGTGACTGATGGCCACACACCTCTTTGATGGGGGATGTGGGAGGCTATA\nGCTGTGACAGGAGCCAGGGGCCCAGGGGTCGTGGCCGAACACCTGCCATCCTTTCCAGGT\nGGAAGTCACCTACCGGGTCACTGTGGTTCAAAGCCTGTGCACAGCTCACTGCCCCACAAT\nGAACTACTGATAAAAGGAGAGCAAAGCTGTCCCTAGAAGGGTAAAGGAGACTCAGAGAAC\nCTCACATGCCCCCTAGAGTCCTGTGAACCTCTAGCTTGTTAGAGTACTACAGACATTGTT\nCAGTAAACGCCAACTCCATGGTGTCTAAGATGCAGTTAGTAACAAAGTGTGGGATTATGC\nTCAAGCCTCCTCCCCACAAAAGACTTCAGAAATGTTGCAGTCTGCTTCACTGTTAGAAAG\nTCTCCTGGGTACATTAGATACATCGTCGCTTCAGATGCAAAGTTGGTCATTCTTAAGCTG\nCCGCTGTCTACCTAGAGGCAGGGGGCCATGGCAGGTAGCCTTGTCCCACCATTTTCACTA\nGTCACAAAGTTACAATCGCTGCTATACTAGGAAATAGACTTCCATCTTCCTCCTGCTTGA\nCAAATGTGAGACTTATCTTGGAGATAGAACCGACTTGCATAAGGCCATGCAGTGCTTAGC\nAGTTGACCACACTTAAATTCAGGCGTCTTGATACCCTGCTCGGAGATCTTTTCTTCGCAA\nTGGCAGGACTGTCTCTAATCCTTTCCTCACACGCTGCTCATGTGAGCTGATCTGACTGAG\nTGACTTCTCTGCAGAGACTATAGGATCAAGTTTGTCTCTCTTAACTGAGAATTCAGCATC\nCCTTGTTTGTCCATTGAATCCTGCCAGCACATCCCTGCTTCTACATGCCTGCTCCCAGGT\nGCTTCTCTAGATGAAGATGGCGTCCCAGGTAGGAGGTAGTTTATACTTTAGACCTGGAGA\nAGCTCAGGAGCCCCTGAGGAAGAGAGGGTTATTCATGGCCTCGTAAACTCACCACACTTC\nTGAGAAGCCGTTTCCATCTGTAGATGAGAGAAGTAGATCTATAGAAATGTTCACTTGCCT\nGAGTTGTGGAACCAGTAACAGGAGCCATGTTTGAATGTGGTCTGGCCAGGTTCTTTCTGC\nTTCTGCTTCATATAGAAAGTGGGGCCCGTCCTCCTATCTTCCTGCTCCTTGTCTCTCTAG\nCTTACCTTTCTATTCTTCTCTTCTATTTTATTTACACTGGATAAGAATGTTCTGGGCCAA\nAGTGGTCTCTTCTCATATCCCCCAGGAGCTCCTTGCTTTCTTGTCCCTGCCCTCTTACTA\nAGGCTGCTTCTGCCATCTGCGCTCTCCTATCATGCCTGCTCCAGTTCCAGACTCCTCACA\nAAATCCACTGTTTTGACAATGTTCAAAGTTCAATTCCAGTATTACCTAGGCCACATTTAA\nAGTTTAATTCTAATATTGCCCAGGTCAGAAGCTTTTCAGTTTATAGCCCAGTAGAGAAAA\nAGTAGACTTAGGTTCAGAAAACTTGAGTTTGGTCTCAGGTCAAAAGTTAATAAATTACCT\nCGAGGGGCTGCAGAGATAGCTCAGTGAAATGTACTGGCTGCTATTGCAGAGGACCCAGGT\nTTAACTCCCACACTCACATGACACCATCATTGATAATTCCAGTTCTGGGGGAGCTAGACC\nCCTGTTGTGTCTTCCACAAATGCTGCATGCATGTGGTGCACAGATACACATATAGGCAAA\nACACCCACCCAAATTTTTAAAATAAAAACAATGATGACACCTTGAACAGAACTCTTGAGA\nAAATGTCTTTATTTTCTGTGATGGAGTAGCAGTGCCTTCCAGACTTCATCAGATTCTCCT\nGAGCACATACAGAATCCTAACTAGCATCTTTTCAAACTGGAAAGTTCACACTCTTAATTT\nGTATTATTCCCTATCTCCATCTCCTTCCAAATTCAAAGTGTTTTTCTTCAGCGTGTTTTA\nCTGCTGAAAACTAACATCATTCCTTTCCAGTACTTAACATGCGCTGCCTCATCTTTATTC\nTTTTTGTGCCTGGCCTTGTTGTGGTCTAGGTAACGATGCAGATCCTCCCCAGACCTGTTT\nGAACAGTTGTCACACCAGACTGCTTGTTTATTTTCACCATCTCTCCTGACCTGTCCTGAT\nGTAGATTATCTAATCCTAGTGGCCTGGACTCCTCTTTGGATTTGCAGAAGCAGTTAGTAT\nAGTGTTGTGTTTATAATGGTGTCTGCCCAGTAAGTTTTTGGACACTTGTTATTTAAGTAC\nATGAACATATCAGACACTGCTGCATCAATCTGAAGATCCAACTTAGAACACAATACCCTA\nTTGAAACTTTAACAACAGCAGATAAAACAAACTTCAGTGTTTCCTAAAACTTTGTTGAGG\nAAGTTCTTGTAATCTACTATGTTTAGTCACTGTTCTGTTTCTGTGATAAAACACCATGAC\nCAAGGCAATTTATAAAGGGAAGTATTTAATTGGGGGCTTGCCTACAGTTTCAGAGGGTTC\nATCCTTGATCACCATGGTGAGAAATATGGTAGCAGGCAAGCGGGCATGGTGCTGGAGCAA\nTAAATGAGAGCTTACATCCTGATCCTCAGTCAAGAAGACAGAGACATATAGAGTACTTGG\nTTTAAAACTTCCAAAGCCCACCCCAGTGACATACCTCCTCCAACAAGGATGTATCTCTTA\nGTCCTTCCTAAACAGTCCACCACTTGGGAACCAAATGTTCAAACATGCAAGCCTATGGGC\nACCATTATTGAAACCACTATATATGTTAAAGCTAAAATTTGGGTTTTTCTGATGTTAGTC\nTGTGAGATACAATTTGAAATATTTTCTTTTACATATGCAGAAAAGTTCAAAAAGGAGATA\nAACTTACTTGTAAAAGCTAGTAGCATGTTGAAGATCAAGATGAAAAGGCTGCATGTTCTG\nCTAGTGTTGAACCTAGCCAGGACATTGGAACCTTCATAGAAGCAAAGCACCATGGGTAAC\nACTGACTCAATGAAAAACGGAGTTTACTACCCAGTTCTCAGAGTCCACACAGAGCAGGGC\nTCTTTACTTAAAGAAACTTAAGCCATGCATCATACAGTTCCAGCAACAAGCCTAGCAGCA\nGCATCACCTTCCTGAGGCAACAGATCCCATGCATCCCGGCTCAAGTCTCACCTTCCCAGG\nGAGGCCTTACAAGGGACAGAGAGATTGACATCACCTGCACCCTCTCTTGAGGACCCACAC\nAGGGCATTAACTGTCTTGAGAAAGTTGCCTTTCTCAGAAGGCTTTGTGTAGTCCAACAAC\nTGCTCTCTAAGTGAGAACTGTAGATGTCATCTTTTATTTCTACATTGATTGTGATTAGGT\nTATTAAAAAAATGTTATCAAAGGGCAGAATATGAGACATACTGACAATTTCTCCTTCCTA\nGTTCCCCTGAGAGATATCTATCTATCTACCTATCTATCTATCTATCTATCTATCTAAAGA\nTTTTAGAACAGTGTATTTTGCACTTCAAAGCTTAAAATAAGCCTAGAACACTGATACAAG\nAAACGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTATTGTATTGCATTGCAGATTAG\nTGGAGAGAAAACAACCTAGAAAACGATGTGCCAGGAGCGGGCGAGTTGGTCTAGGCATGC\nCAGCAGCACAAACGTGCAGTCGTTGATTTGGAGAACGCGTTAGCTTCTTTCCAGTATCAC\nACACCACACCCCATTGTTTAATGCTTTCTAGTTAAGGCCACACTCCTTAGCATGATAAGG\nTTCCCAACACAAACTCTTTCCCATTTATTTCTGACACTCCCCTTCTCAGCACCTCTGCCC\nAGCGACACCAGCCACTTTACACTCTTACAGTGGGCCTGCTTCCTCAAACTATCAGCCATG\nTACCTTGCCACCTTCTGTCCTTCTTCACTGGTTCTATGTCATTCCTGAAGCATCCTTTAG\nGTAGTCAGCATGCACCCCCACCCTGGGTCTTCTCTGCAGCATTCATGGGATCCCTAGTAA\nAGTAGAAATATAAAAAGTTTAATTGTGGTCCTCTCTTGCTACAGTGTAGCTAAGGGTTAG\nCTCTGTCCAGCACTGCTGTTCTCAGAAGGAGCAGCAACCGCTGCTTGATGAAGGAAGGAA\nGGAAGGAAGTTCGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAGGGGTCTGATTTTAAAC\nTTGGGTTTAAGTGAAACGTAACTACTGGACTCTCATTTCAGAAGTAAAATATGTCAACTA\nTAACAATGAGATGTTTAGTTTTAATTGTGTATATTTCCTATTTTGTTCGGTTAATAAGAG\nCTCCCCACTCCAAACCTATCCCTCTGAAATAAGAAGTTGTTCTGTGGCCCTGTATATTAA\nCTATTTTCTACCTCCATGGCCTCAGACTCTCACACCACTTGTCAAGGTGCCCCTGAAATA\nTTGCAGTACATCCTGGGCATGCCCACTGCTGGTCTCAGTCTAGAGTGGCCTCTTCCACCG\nTCTGTGTGTTCCTCTGTTATCTATCAATGCAGCCTCAGCAGAACTCTCTTTTATAAGGGC\nAAGACTTCTGAGTTTAAATGCTTAAAGTTTTCCCAGTGCAAAACTTGGCACAGGACAGGT\nTCTTAATAACTGTTTTTGAGAGGATGAGTGAGTACCATGTAGAAACATGCTAACTATAAT\nTTCCTACCAATTGTCAGCTAATCTGAGTGAGATACTACATTGAGTAGAGACAGTTTTCTT\nACATAGGAATGTCCCATGTAGTAGTGCAGTGAGGTCTTCTTTCTCTCCTAACATGTTGGC\nAGCATAAATATACATAAATGTCAGTAAGTTATAACAATCAAACATCATTTCCATGCATGT\nGACCTACAGCATAGTCCTTAGCAGACCTTAGTGGTGTGGCATAGTCATTTGTGGGCAATT\nTAGCTTTGAGCGGAGAAGACTCCAGTTTGCAGCACCAGGCAAGTCTGTCATTGTGTGACA\nATCACTGAATATACTTACAAAGCTAGGATGCGAGGACACCGCCATCTGCCCACATCCTGT\nTGCTCATCGTTGCATATGAGGTTTCTTGGTGGAAACCTTGATGGAAACACAGCACTGTCC\nCATCACCCTCCACTGCTGAGCACTCTTGCCTTGGTTGTTTGGTTGTTGTCTTAGCCTTCT\nTTGTCTGTCTCTCTCACAGATGAGAAGCTCTGATGAACTGATTCAGCCTCAAGCAGGAGA\nGATGGAGGGCACATTCCACTCATGGTCAGGTTACTGTGCCTCCTCTCTGCACAAAGGACA\nGCTTATTACATGTGTACTTGACAATGTATTTATAATCATTGCAAAGTCGAGACAGATTTT\nTCTTTCCTATTCCAGACAATCACTATCCTTGTAAATAAGAATCCATAAAATTGTTCTCTG\nAGTATTACATTTTTTTCAAGCATGTAGAAATATACTGTGTTATTCGAGTTCCAAGGTTTT\nTACAGTGTTTTTTACTTGGAAATCAAATTTTATATCTGAAAGGTTAATGGAGAAAACTAA\nTTATGCTATCTGGTAACCAAATGTGTGATGAGACATTTGTCTCTGTAATTAACACCAAGG\nAACTTTTATAGTTACATAAAATCGAATGCTGCGTAGAGTATGCTGTGAGCATTTGTTTGG\nATGAGGTGTCCAAAACAGAGATGTTTATGGATGATATAAAGTTGAGCTGAAATGGAATGC\nAGGTGTCTGCGCATCCCTCAGCATCTCTTATTGTTGAAGTGGAAGCCAGAAGATTAATAA\nCTTTACTTTGTCATGATGAAATAAGTGATCTGTTCTTGGAACAGTGGTGCAGTACATAAG\nTTACTCAGTAATTCCAAGAATTTATTCTGTTCCAGGAATAATATCCTTAACAATTTATTT\nTTACAGAAAAAGTTGATGCAACATAATAGACTATGGAGTTGCGTATGTGGTTAATGGAAT\nTATATCTCAAACCTGACTTTACGCCTACAGATAAAATGCACAGAAGTCCCACAAAACGCA\nAGGTTAGGATACAGCTAGAAAGCACAAAGTCAGGGGAGGCAGAAGCTAAGGTTCTTCCAT\nTAACACTAACTCATTCTCATCGCACATATATAATTTTTTCGATTACAGCAAGACTTTAAT\nGAGCACCTTAATATGCACTGCATGAACCATGGCTGGGAGCTGCCGCCATGGAAGTGTTAG\nCTTTCATTTCTTCACAAGTTCAGTGTCCTTCCTTTGACTGCTCCTCAGGAAGGGAGAGCC\nTGTTACTGGATCACAGTGGAGATGTGTGGTCCCCACCTGACCCAACTCCCCCTGGTTTAC\nTCTGGCAATTCTTCGTGTGTCAAGGAGAGGGAACTACTTCTAACATCCCTTTGGGAAAAG\nCTTTCCTAAGATAAGACCAGACCAAGGCACCCACACAGTGACCCTGTTTGCCATACCCTG\nCTTGCTTGGTGGAAGGGAGACGTTTCTTCAAAGATGCCACAGTTGTCAGTTTACTTCTTA\nTAGATCAATGTTTTTAAAGCTTTCCTTAGCTGAATCTTCCCATCATGTGTCTTAATATAA\nTTTACTTTGTATTCATTTTGCAGCTGTCTACTGAACAGGCACTGATGCCAGACTAAAGAG\nATGTTAAATCCCCTGCCTTGAGAAAAGGGAAGTAAGGGTACTTAGAAAACTGAGGCCTCT\nGGGGGACTCAGGAACGTAGCCTCTAGAAAGTGGCTCTTTTTTCCAGGCCAGTGTTTCATG\nGGATCCCTGGGTGTGTGAATGGGTGGGTCTCTGCCACCATGTCTACTTCTCAAGTTTTCT\nTGGGCCCTCTTCCATCTGCATATTCATTTTCTTCTATTCTGATGAGTTCGTTCTGGTTTT\nGTCTTACTATATTTATTTTATTATTATCCCTTGGAAGCCTGTTTGTTTTCAAATGAGGGA\nCAGAAGTAGGGTGGATCTGAATGGGAAGGGAGGTGGGAGGAACTGGGAGGAGTAGAGAGA\nGGGGCAACCGTAATTGGGAAAAATTGGGAAAAAAATCTATTTTCAATAAAAGGAAAAAAG\nAGAAAATGCCCTTTTAGCTGAGATCTAAACATATAGCGTGAAGGTGTGGCTTAGCATTCA\nGAGGGTTGATGGCACAAGTAGAGAGTGAGACAGGGAGGGGCTTCAGGACCACTGAGACTG\nCTGGAAGGCCTTCACTGTATTTAAAGCAGTGGTCTGCTGGCTTGACATGGCGGTCACTAA\nTTAGATCTACCGAATTGTTCAGAAGGGAGGTTAGACATTACCTATGTGATTCTAATGTGC\nACCCAAACCTGATTGTCACTTCTATGGACATGGGGGTGGGGTGGAGGGGATGTGACAAAA\nGCCAAGACTCCAGAAATGAGCAAGGAGGCCAGATGGGGAGGCCAGTAAGCAACGTTGGGG\nAGCTGGGACCTCATCCTAAAGTTTTTGGCATTCCACAGAGGGACATAGTATGGTTAGATT\nTGCATAGTTGGAAAACCTCACTAAAGTCAGGGTGGAATAGACTGGAGAAGAATGATGCTG\nCCAAGGTTCTTGGGCAGAAGCCTCATCCAGTGGTGATGGGAGTAAAGATGTAGTGATGGA\nGACGCAGACAAGAAATAGAACTTAATGATTTCGTGTCTGGAGGAGGGGAGATAGGAGGAG\nAGGGGAAGGGACAGGAGTGGGGAGAGGAGAGGAAAGGGAGAGGGAAGGGGGAGAAGGAAA\nCAGAGGAGAAGAGAGAGGGGAGAGAAGAGGAGAGGACAGGACAGGACAGGAGAGGAGGAG\nTGAAGAGGAGTGGGAGGGGGAGGAAGAGGAAGGGGAGGAGAGAGGAGGAGGGGATGGGAG\nGAGAGAGAGGGAAAGGAAGGGGAGGACAGTTGAGAGGAAAGGAGGGGGAAAGGAAGGGGA\nGGGGAGAGGAGGGGAAGAGGGGAAAGGAGAAGAGGGGAGGGGAGAGGAGAGAAGAGGTGA\nGGAGGAGAGGAGAGGAGAGGAAGAGGAGAGGAGGGGAAGAGGGGAAAGGAGAAGAGGGGA\nGGGGAGAGGAGAGGAGAGGAGAGGAGAGGAGAGGAGAGGAGAGGAGAGGAGAGGAGAGGA\nGAGGAGAGGAAGGGGAGATAGAAAGGAGAGGGAAAGGAAAGGGGAGAAGAGGGGAGGAAT\nAGTTCCCAGGTGTCTGACTTGTCAGCTGAGCTGGTGCCATTAACTAAGGCTTGGAGATAG\nGTACAGTCACAGCAAAATAAAGCTGTGATATGGAAAATTTTAATCCCAAAGGGAGAAGAA\nATTGGAGGAGGAAGGAGAAGACACCATGGGTTAGGAGTCAAGAGAGCATGGCCCTAAGGG\nCTGGCCAATTGGAGTTAAGAGCAGCCCAGATAAAACATAGTAAGTAATAACTTGGGTTAT\nTGATAGGACAGTAGATTCTAATAACAGATTGTGAGATGTCTAAGAGAGGCTAAGAGGCAA\nTTGGATATATGGGTCTCGGATCCTGAAATGAAGTCTGCGCTGGAGTTCTATACAGATGGT\nCAGTGGAACCAAGCAAGAGTCAGTAACTCCAGAAAGAACGTGGAGGGCAGGAAGACACCT\nGAACAGACTTCCTGAAAAACCCAAGGCATTAAAGGCAATGCTTTGCAGACCAGTGGTTTT\nGACATTGAAACGGGTTGTGATGCCAACTTAGTGCATTATCACCAGCACTGAGAACAGTAA\nCAGCAGCAGAAGTAATAAATACATGCATGTGCTTACATACATACATAGAGACTGCATGCA\nGGCCTAATGAATTAATAAATTCATGAAACTATCATCACATTTGTGTGCAGGGTTTCCATC\nTTCTGGGTTGTCATGGAAATGTGTTTCTTACTTGAACCATGGTTGGGAAGTTTGGAAGCT\nAACCGTTTAAACTACCATTGCTCAACTCTAGAGATTTCCCAGTAGTCTTGCTCCTGGAAG\nGCTGCCACCCTCCAGGTAACTTTGGCTTCATGTAATCTTTAAAGCAAAAGACTGCAGGCA\nAAACCAGTTTCATCATCATCAATATCATTTATATTGAAAACAAAACTGTGTTACCACATG\nCACATTTAACTTGCAGTATTTAAAGGTTTGGGTTTTTGTTTGTTTGTTTGTGGTTTTTTG\nTTTGTTTTGTTTTTTGTTTTGTTTGTTTGTTTGTTTCAAGGTGTTTATTGTAGAAAGGCA\nGAGAGAGGGAGAAGAGTAGAGAAGTAGAGGGCGGCCATGGCCATGTGGAGAGAGGGGAGA\nAGCGGGGGGAAGAAGGAGCCTGAAAGGTGAGAGTAAGAGCAAGAGCTTAAGGGAGAGAAG\nAGGCAAGAGCTGAAGTTTTTTAATTACTGAAGAAGTGTAATACAGTCAGTACTCGGTCAT\nGTTCACATTTAACTGATAGATGATACAGATATGGAAATTAACATCTTGGGAAGCCAAGCT\nTTGCACTTGTGTATTAGAGTTCCGTCAGAAGATTTCTGTACAGTAGATTAGAGGATCAGC\nATTTCAAATCACATTGAAAAGGCTGTGTCTTTCCAAACAGTAAGTTATGAATATTTCATC\nTCTTACTGAATGAAGGCAAGAATTTTATTTACATTACTGTTGGAACTCAGAAGTGTCTTG\nTCTTTGTTGTTGCTTCTCTCTGTGTGTTTGCTGTTGCTTTTGGTTTGGTTTGTTGAGTTT\nACGTTGCTGTTTTCTCTTCTTTTTTCTTTCTTTCTTTCTTTCTCTTTCCCCCCTGTTGGT\nTTGCTTTGCCCTCACAGTGCTAGGATTTGGAGACAGCTCTATCTACGATCTTGTTATTTT\nTGTCCTGTGTGGATTGTCAGCTTTTTGCTGTATATGTCATAGAATCACTAACATAAATAC\nATTCATATTCTACTTTTCTGAATAAAACATTTGTTTTTCATAAAAAGAACAGAACTTATA\nTGAATCAAGTTTCTAATTTAAAAGGAAATTTATGAACCTTGTTCTTCGACTAGATTATTA\nGCACAGTTAAGTCAGACCCCATAAAGATGGTCCTGTAGAGACTCCATGGCTACCACCATG\nTATGGTGGCATAGCTAAGGGAATAAGGTACTCACCAGCATTCAGAGGATGTAACAGCAGC\nTCCCTGGACACCACACATTGTGAACACAGCAGGAGCCCCTCTGCCTTCACTGTCTAACTG\nAATGGGCTGGCACATGGTGAAGCGCATGAACCCAGATTCCAGCGACATCCAGGCGAGTTC\nTAGCCCATGCTGCAGTTTCTCATGAGGACAATGCATAGACTAATGTTCAAAGTTCTCAGT\nTAATCCTCAGGCTAAGTAGATGTGTCTGATGCTATATCTCAGGATAGCCCTGAATGTCAT\nTCAACACATCCATAGATAATGGTATGTTGTAATGCCAAAAGTTTGGACACACCTGAATAG\nAATACTGTCTGGAAAGCCTAGCTCAGTGATTCTCAGCCTTCCTAATGCTGTGACCCTTTA\nATACAGTTCCTTATGTTGTGGTGACCCCCCCCCCCACTATATAATTATTTCACTGCTGCC\nTCATAACTGTAGTTATGCCTCTGTTATGAATTTATGCTGATTATGCTTATGTATGTATTG\nCTCCCAATATTTCCTTAAGGAAATGATGCTACAATGACTAATCTTGTACCGCATCACAGA\nCTGTTGCACTGTCTCTGCAGGATTAATTCTGACAAGGGGGCTTGCTAACTTTCACTCCAA\nAAAGGGATTTTGTTTTGTTTTACCAAATTGTATACCTAGCAGGAGTATATGACAGTGCCT\nGTATCCCTACTGAGAACTCGACTCTTATGAGTCTGTGATACTTGTTTGCCAAATGCAAGG\nATGATGCGTTTCACCTTAATTTTCATTACATTAATCATCAGTGACATAATGTCAAATATT\nTATCAAATCCTTTACTTTTATTCCTGTCGTGAATTATTCTTGTGTCCTTGTCTAGTTTTT\nAGTTTATCCGAGCCTTCAAACATGCGACAACGTATTTACAGTCTGGATGCTCTTATCTAG\nGATCTGACTCACCAATTCAGTACTCTGTGGCCACTTTTTTGCCTCTTTCCTGTTCGGCGG\nCATTCAGACTATGCTGTGTGGAGCCCTTGGATCTCTTGAATGTCCTCCAAGGCCTTACAG\nGAAGCTGGCACCTGGCAAGGCCTCTTCAGCAGAGCTTGCTGTTCCTTATTTATTGGGGCT\nTCACTGAAGACTGCATTTTTAAAAGGGGGTTCACATAGAAAACCGTTGCTCCTTCTTATC\nAACTGTCTCTTCCCAGACCATACTTTGCTGAGTTGGAACCCCAGTCTTGCATGTCCCTGG\nTAAACACAGCACTTTCCCCCAACTTGCACCTCCCCCCCCCTCATGCCTGTTGGAAACCTT\nGATAATATTTGCATGTTAATCTGAGTATGGAATGAGGTGCTAATCTCAAGGCCTCTCAGA\nGTGGAGTCTACTTCAAATTCCTTTTCTTCCAGTTCATTGCAGAGGTTTGTGGTGAGGAAA\nACTGTACCACAGACATGAGGAACCTGCCTCCCTCTGCCCTTTCCTCATGGCTAGCATGTC\nCTGAGACTTGGTTCCACACCAGCTTACACAGGTGTCTGAGACCGTCAGTGTAATCCTGAT\nCAGCGCACCACTTCCCACTGAGAAGCTCAGCTCTCTTTGTATTTACTTTAGCATGCCATT\nAACCTGAAAAATGCAAGGAGTCTTGAGCGTATGTGTGACAAGGACTCTCCTGGTATTGTG\nCAACCCTTGCCACTGTCTGGTTCCAGAACATTTTCATCATCCCCAGCAGAAACGCATTCT\nCAATGTTACCTCTGTACTGAGGTTTCTGCCCTCCACTCCAGTGCTAGCACTTAAGAACTG\nGAAAAGCCAGCCTTTAAGACAGTAGTCTGCCCTCCAGCCTGGAAGCTGGTTCTTCAATCT\nGCTTTTTTTCCCTGTTGATAAAGAACAGTGTCCTACTCGGTCACCAGTTCAGTGATCTGC\nGGCCTCTTTCCTGCTCGGTGGTATTCAGACAACGCTGTGTGAGCCCTGGGAGCTCCACCT\nATGGTATAGTTCAAGATAATTAAGTCACTCAGTAACTACTGCTTTCTTAAATGAAACATT\nCTCCTTGCTTCTTTTAATCATTCTTGTTGGCTTTTTCATTATCTCAAGTTTTTCCACGGC\nCTCTTTAAAATAAAACTGGGCATGAGAGTGTAATACAAACCAACCAACAGTGAGCATAGT\nAAGACTGTAGGCAGCTTCCTGTGATTTGGGCCCTGCTAAGGCAAGTGGGTGGTGGGTTGC\nACATGGGAACAGGGGGAGTGAGGAGTGGAGTTGTTAATGGCCTCCGGGATTGGGAATCCA\nGGAGTAGGTCTCACTCGCCTTCTAGGTTAGAAACCAATGTACTCATACTGCCATTAATGC\nGTGTTTGACCTGTCTCTGTGCTATTAGTAAAAGAAGATCTGCTATGTCCATGAAAGGTGT\nTCTACAGTCTTTGGAGTTGTCCAGAGAGGACAGCCAGCTGAAGCACCAGGACTGAAGTCA\nGCTTTACATGGCTGCGTTTCAAGAGCCTACTCATTTTCTGGCTTTATCAGAGCAAGGTTC\nTTGGGGCTATGTCATAGCTCAGTAATAGTGTGGGTGCTAAGGCTGTAGCTTCAAGTCCAG\nCATCGCAAATAAAGACGCAAGCTCAGTGTATACTTACATTTATGTAACCTTCTTTTTATA\nATTCTCTGGCTGCTGTTACTGTCCATTCAGGTCCATAAGCTAGAGACCTCAATGTTATCT\nGTCATTGACTTTTCTTTGACATACCTCCCAGGAGTTAATAAGCAAGCCCTTTGGACTAAA\nGTTCTTTAATGTCTTCTTCTTTCCTCTTCCTTCCCACTCCTAATTGTGTCAGAAACTCAT\nCCCTATGTAATCTTTAGCAACACTCACCTGACTTTCCCTCCACACATGACTTTCTCCATC\nATTTTCCCAAATTGTTTTTCTTTTTCTTTCTTTTTTTTTTTTTAAAGATTTATTTATTTA\nTTTTATGTAAGTACACTGTAGCTGTCCTCAGACACTCCAGAAGAGGGCGTCAGATCTTGT\nTACAGATGGTTGTGAGCCACCATGTGGTTGCTGGGATTTGAACTTCGGACCTTGGGAAGA\nGCAGTCAGGTGCTCTTACCCACTGAGCCATCTCACCAGCCCCCCAAATTGTTTTTCTAAA\nAGACTTATCTGTTCATCTCTTATCTTTCTATTGGAAGATAGTGAATTTAAGTTACCTCTT\nACAGTAACTCATTGTCTCCAGAGTCTTGCTCAGCCTAGCATGTGAGGCTGCTCGTGAGGT\nGATGGCCTCACTATCATATCCTTTGGAATTTGAAACTCCTGCCACACTAAGCTGCTACTC\nAAGAGTAGTAGCTGGTGGCATGTCTCTATGGACATCTTCCTGAGGCTAGGAGTGGTGGCG\nTTAGGAGCCAACAGAAATCCAGGTTAACACTCCCCACCCGTGAGAAGAGAAAGAATAACT\nTTGGTCCAGAAGCCACAGAAAGAGCCGCATCTTCAAGGGAGAGCCCTGTTCTAGCTTCAG\nGGAGGAAACTCAAAATGTCTCTGCAAATAGTCAGGCAATTTGGTGACCAGGGTTCTAGGA\nCACAGAAGAGAAGTAGTTATGGGGCCTGGGAGAATTGGGATCATCTTTCAGAGCAACAAA\nTCAATACAAAAATGGGTAGAGATGTTATGAAATTTGGAGGGGAGTGTGTTTTCAGCTTGT\nGCCCGGTGATGGTTGCATCTTTGAGACTCTGGTGAATGTCTGTTGAGAAATGGATTTGAT\nTACCTTTTCACATTGTCCTATTAAATATTGCTTGTTTACTGCCTTTGTGTTGGCATCTGT\nTTTCACTAGGCCCCCTTCTGTTTTGTAAGCCAGTTCCTAAGGTTTTTTTTTTTTTTAAAG\nATGTATTTTTTTAATGTATGAGTGCTCTATCTGCATGTACACCTGCATGCCAGAAAAGGG\nCATCAGATCCCTTTACAGATGGTTGTGAGTCAGCATGTGGTTGCTGAGAATCGAACTCAG\nGACCTCTGGAAGAGAAGACAGTGCTCTTAACTGCTGAGCCATCTCTCCAGCCCCTCTTAC\nAGTTTCTTAAGCGAGGTCTAGGGAACATTTACTATGCATGAGTACCTGGTGATCTGCAGT\nGCACATGCGTGGTGACTTCACAAGAGAAGAAGACACATGAAGACGGCATATTATCTTTTC\nCTTGTGGCCCCCAAACTGAATGCCCTGACGAGATTAAGAGTGATTCTGTGGGGGGACCTC\nCTGTGCTGTCGTCTGTGACTTCTTCATGTGAAGGAAAGTGATGTAGTCGTGTCAGCATTG\nAATGAAGGGTAAATAGAGCTCTGCCTGTTGTGTTCTTTGGACCTCGTCTGCTTCAGTTGC\nTCTCTACCTTATTTTGTCCAGTCTGTTACAGAAGCTGGAACTGAGTAGCTCAGCTGTGCT\nGGCTCACTATGATAATAAGTGGGTCACTTCTTATAGGTGGTCACTCAGTAAGTGGCTCGA\nGGGACGCATCTGTCTCCCTCTATCCCCAGCTCCAGCACTGTAGTTACAGGGCATAATGCT\nCAGCTCTGCGTGGTGCTGGGGATCTGAACTTAGGTCCTCATGCTTGCTTGCACGGCAAGC\nCCTTTGCTGACTGAGCCGTCTCCGGAGCTCCAGTTACTCCAGTCTTGAAAGGAATTAAAT\nTATGGTTGTTTCACTATAAGACAGCCACATGTCATAGCTCAACTAGAATATGATTTTTCT\nTGTTTGTTATTCCTTAGTAGATTAGTCTCTTGGAGTCGAATATGAGTGAAGATACATGCA\nGGTTTGGAAAGACATCAGGAATTCACAGGTTTCCGTATAGAATCTTATTTCTCCAAGTAG\nTACCTCACTCCCAAGACATTGTTTCCCAGATCCCTGTGCACAGAAAGACCCAGGAAGACG\nAGAGGTCAGCAAGCACCTTAGTCTCAACGGAAAGAACCAGCGCACTCGGAGTCTCCTGTG\nAGAGATTAGGCCCCTAATCCATCCGAATAGATTATCTCAAGACACTGTCGCTGTCCTCAG\nAGGCGGTAGGGGTTTCATTAACCAGCACCTTGGAAACTACGAATAGCCTGAGCCCTTCTG\nGTCTGCTTCTGCATAGCCCTTAGGTTATCTTAGGTTACTGTAGTACAGTTTCGAGGCAAC\nCCTTTTTAATTCAAGAAACTAACATAATGTAGCCAGTGGCAAGTCAGTGCAGTTGAGAAG\nTGAATTCAGATCTTGGGAAGATCACCCTAATCTAGCTGTTGCACCAACTACTCCCTGCAT\nCTGGGCCTGTGTGTCAGCCTGCCTGTCTGCCCCTGTTCTGGAGACTGACTCAGCTTTTTT\nGTAGTCCCTCAGCAGTCACCAGATTCTGACTTTCTGCCCCATCTGTCCTGAATGTGCAAG\nCCAAGTGCTTTCCCTCTGTGTGCTGCCCGTCCAGGAGTCCCAGGGTTCCTGTACCCCAGG\nAGCACCGGCAAAGGCAGTGGCCTCGGCTTCTCCCCACTTTTCTGGATACAGTGAGTATCC\nGAGCGCCCTCCTGAAGACTAGGTTATCCATTAAGGAGCCCAACCTTCTGCTTCTAAGAAA\nAACTTCTCAGTCAGTCCTTTTTCAACCCTCCTTCCTCTGGTCCCTCTACTGGTTTCAGAA\nGAGAATTCTGCATTATATGTGGTATTCTATTTTTCTGTTCTTTAACACGGCCTGCCACCA\nGCCCACCTTGAGCGGCTCCCTTGGCAGCCCCACTGCTTTCTTCCTGTCCTTCCCCTCCTG\nGGCTTCATCCTGCTCAGCTCTGCCCTTCCCTTAGATGTTTTGACCTTTGTGGACATTGCT\nTACTGCCAGGTTCTTCCTGTGCACGTGCCACCTGCTTTCTTCCTTTACTGCTGGCTGCTC\nAGCATTCTGGGCATCAACACCACTAAAAAATGGAAAATCAAACAAAAAAACCTCCACTTG\nTGTCTTTAGTCTTAATCCTCACAGACCCCAAGCTCTAGAACTTGGGAAGTAAACCATGAC\nAAAGCATTGTTGCTTTTAAAGTGTTCCAGGATCCTCCTGCCTTTTCTTTTCTCCCCCCCC\nACCCCCATGGTAGCACTTTATTATAGACTCCTATCTTCCAAACACAGCTGAGCGGTGGTC\nAAGAAGCATCCCCCTCTCTTCCTGTTGTAGATATGGTCAGCACAGGAGGTGGCCTGGCAC\nTGGGTAAGAACCTGTTAGCCTGGCTGTGGGCAGCCCTTTCCAGGGAGCTACAGGTAACTG\nGAAAGACAGCACCTAGCCTGTGCCATGAAGACCCACCTTTGGTACTCCATTGCCGGTCTG\nGCAAAAGGGTCAGGAGTGGGAACACAGAGGAAAGATGCGTCCTCTTGCTGAGCCCCTGCT\nGTTGACCGGTGGGAAGGCCAGTCGCTGAGACTCACATTGCCTGCCAGGAGGCTACTTCAG\nAGCTCCCCGGAACTCTTCCAAGCACACCCTGCTCTGTAGACTAGCGAGAATGGTATAAAT\nTTTGTTGACTCTGCGATATTTAAATCATTCTTGGACATTCATTCTCATAAAAGATGGAAA\nGTGATTTACTGTTTCTGGATCATAACTTTGCTGGCATTTGAAGTAGAAAAAAAATTTCTA\nCCAATTAAGGTATTTTTCTTCTCATTAATGTGTTAAAAAATAATATAAACTTAGGAATAT\nGTTTTTCCCTGCATTCTATTCAACATGAAAGGCAGAATTTATATTTTTATTACCATTTTT\nAAGTTGAAGGTGTTGCTCAGTAGTCAGGCACATGCTTGGCATGAATTGGTCCCCAAACTC\nCACCCCTCACATTTTGAACTTTCTTATTTCAAAATAGTTTATAAAATTTCCATACACCAT\nAGTTGGTAAGAAAATACATTAATAAACTGAATATCTAACTAGATACTACAGTACATAGGT\nTTCTGTGAAACTACCAGGTTTTGCATGGGAATTCTGGCTCATACGATGCTAAGTACATTA\nAAATATCATTATATATTTATTTGTGATCTACATTTTTTTCTAATAGTCTCTTCTGTCTGT\nTTTTTCTCCTCACATTTTAAATTTTAAGCATTTATTAGGATGACTTCATGGCTATGTGTA\nCATACTTTGAAATAAGGTTTCCAGTGCTTCAGTTAGCGGGAATCACACTTCCTCTCTAAG\nATGATATTGTTACTATAGAGATTAAGGTAACGCGGGGCTGAGGAGGTAGTGTGGTAGTGC\nAGCACACATCCGGTACAGAGCCGACCCTGGGCTTAACCTCCAGCACCAGGAGAGAGAAGA\nGAAGACAGGGTCTGTGTAGTAGCTTGCAATATCTGCGCGATTGTGCAGTTATCTTTAGTA\nCTATTTGTTAAATGTAACTATAGCATAGAGATACCTTAGCTGCCTTCTGTTTTGTTTGGG\nAATGGCGGTGGGCATGGGGAGTAGGGTCTCTTATAACTCTGTCTGGCCTGGAACTGGCTG\nTGTAGACCAGGACGGCCTCCAGCTCACCAGAGACCTGCTTCCCTGAGTGCTGGGATTAAA\nGGCATGGACCACCACGCCCAGCTGAATAGCCTTAGTTAAAAAAATAATAATAATAAAACA\nTGCCCTGAGGGAAAAGGAATCTTAATAAAGTAGTTGAAGTTTTAAAAACAAATGAACCAA\nCAAACCAAAAACAGATCTGGAGGCCGGCTGCAGAGTAAGTATATGTTACTGAACTGTGAT\nTGGAAGTAGTTAATGATGGTGACGTTTAGAGCATACTCATTTCTTCATCATCAGATAAGA\nATCGACAGTCTCTCTCCCTTTCCCCTCCCTCCTCTCCCCCTCCCCCATCATCTCTCCCTC\nTACATGTTCCCAGAGAGCCTCTTCCCTTCTTTCTCTCCTTTCTCTCTCTGTCTTTCTCTA\nTCCCTTTTCTTTCTCTGCCTCTACTCCCTTCCCCAAACCCACTTCTCATGTCCCCCTCAA\nAACTTCATTTTATACTAAAAAAAAAAAAAGAAAGAAAAAAAAGAAGAAGTCAATATAAGT\nGACATGACGTTTAGAAACAGTGCTGAATCTTGCCCAAAGTACAGAGTTGGCACAGCCGGG\nACCATGCAGTAGATTTTGGGGGGGGGAGGGTATGGTTTCCAGAGGAAGACAGCGTGGGGA\nGGCTACACTTCCCTTCTCCTGCAGATACAGCCAGTGTCTAAATGAGCAGGGATCCCTGAG\nACAGCCTCACTAGGACACTAGGAAATGAAGACCTCCCGCTTGCCGTGCAGCCATGGAGAA\nTACCCACCTGCCTTAAGAGCTCCACTTCGAAGCTGCTTTGTTTTGGAGAGGCTGCCAGCC\nGAGGGGGGCAGAGTAGTTACCACTTATCTGCCTGCCATCCCCTGCAGCTATGTGGACTGT\nGGCTGAGCAGATGACTCTGCCCTGCTGGTCCCATCTTTGGTCTTCTGTCACCCACCGCTT\nTTTTTCTTATGAACCCTCACTCATCAATACTTCCAAAGAGGAGACTGAAAGTTAGTTTCT\nGATCCATCTTTGTTAGGGATCTACTCTGTGAATAGACATCATGACCAAGGCAACTCTTAG\nGACAACATTTAATTAGAGCTAGCGTATAGATTCAGAGATTCAGTCCGTTATCAAGGCAGG\nAGCATGGCAGCATCCAAGCAGGCATGGTACAGGCAGAGCTGAGAGTTCTACATCTTCATC\nTGAAGGCTGCCAGCAGAATACTGGCTTCCTGGCAGCTTGGATGAGGGTCTTAAAGCCCCC\nACACAGTGACACACCTACTCCAACAGGGCCACACCTCTTAATAATGCCACTCCCTGGGCT\nGAGCCATCACATTATCCTACACTAAAGAGAGCTTTTTCTTAGAGAGAACCTGGCCAGGAA\nACTATTTAGATAAAACGTGTCAGGGCTATGCTCTGCATAGCCAGTTTTCCTTCCTTTAAG\nCTTGCTGAATGATTTCAGAGTGTGGAATCAGTATTTTTTCCCATTTCCAAGGGCTGTCTG\nCTCTGGAGGTTATGGGAGGGGACTATTTGTGTTTGGTTTTCTTTTCTTAAGTTACAGTGC\nTAACTCTGACCCTGTTTCCATTAGGAGACGAAAGCATGGAAATTAAAAAACAAATTACGG\nGGATGAGAAGATTACTGAATGACAGCACTGGAAGGATATATCAGCGTGTCGGCAAAGAAG\nGAGAAAAATTAAAACAAGAGCCGCAGGTTGTGGATTTAGTCTGGCCTCAGCGGTCCAACT\nCTTCCACCGAGGCCTCACAGGGCCTCCACTCTAATTCACGTGGGGCGTGGAATGAACTAC\nCAACCCAAAGCGGGCAGTTCTCAGGGCAGTCTGGTCCACGCTCCAGAACCTTCCAGACTC\nAGCCCCACATCTCTGCAAGTTCCAATGGTACGATTGTCCAAAATATTTAGAATATCCTGG\nTGGGTTTGTCTTATTCCTGAATACGGAGTTTGTCCTTTGAGATCAATCTATGACACCCTC\nCACTGGTCACTGCCCTTGCTGGGTTCTTTGTAATTTTCTGGTGTGGGCCTGCGAACAGAA\nCACAGGGGTCTTACACATGCTAGGACACTGCTTGTGTGGGCCTGTGGATAGAACACGGGG\nTCTTACACATGCTAAGACACTGCTTGTGTGGGCCTGCGGATAGAACACAGGGTCTTACAC\nATGCTAGGACACTGCTTGTGTGGGCCTGTGGATAGAACACGGGGTCTTACACATGCTAGG\nACACTGCTTGTGTGGGCCTGTGGATAGAACACGGGGTCTTACACATGCTAAGACACTGCT\nTGTGTGGGCCTGCGGATAGAACACGGGGTCTTACACATGCTAGGACACTGCTTGTGTGGG\nCCTGTGGATAGAACACGGGGTCTTACACATGCTAGGACACTGCTTGTGTGGGCCTGTGAA\nCAGAACACGGGGTCTTACACATGCTAGGACACTGCTTGTGTGGGCCTGCGAACAGAACAC\nAGGGTCTTACACATGCTAGGACACTGCTTGTGTGGGCCTGCGGATAGAACACAGGGTCTT\nACACATGCTAGGACACTGCTTGTGTGGGCCTGCGGATAGAACACAGGGTCTTACACATGC\nTAGGACACTGCTTGTGTGGGCCTGTGGATAGAACACAGGGTCTTACACATGCTAGGACAC\nTGCTTGTGTGGGCCTGTGGATAGAACACAGGGTCTTACACATGCTAGGACACTGCTTGTG\nTGGGCCTGTGGATAGAACACGGGGTCTTACACATGCTAGGACACTGCTTGTGTGGGCCTG\nTGGATAGAACACGGGGTCTTACACATGCTAAGACACTGCTTGTGTGGGCCTGCGGATAGA\nACACGGGGTCTTACACATGCTAGGACACTGCTTGTGTGGGCCTGTGGATAGAACACGGGG\nTCTTACACATGCTAGGACACTGCTTGTGTGGGCCTGTGAACAGAACACGGGGTCTTACAC\nATGCTAGGACACTGCTTGTGTGGGCCTGCGAACAGAACACAGGGTCTTACACATGCTAGG\nACACTGCTTGTGTGGGCCTGCGGATAGAACACAGGGTCTTACACATGCTAGGACACTGCT\nTGTGTGGGCCTGCGGATAGAACACAGGGTCTTACACATGCTAGGACACTGCTTGTGTGGG\nCCTGTGGATAGAACACAGGGTCTTACACATGCTAGGACACTGCTTGTGTGGGCCTGTGGA\nTAGAACACGGGGTCTTACACATGCTAGGACACTGCTTGTGTGGGCCTGTGGATAGAACAC\nGGGGTCTTACACATGCTAAGACACTGCTTATGTGGGCCTGCGAACAGAACACAGGGTCTT\nACACATGCTAGGACACTGCTTGTGTGGGCCTGCGGATAGAACACAGGGTCTTACACATGC\nTAGGACACTGCTTGTGTGGGCCTGTGGATAGAACACGGGGTCTTACACATGCTAGGACAC\nTGCTTGTGTGGGCCTGCGGATAGAACACAGGGTCTTACACATGCTAGGACACTGCTTGTG\nTGGGCCTGCGGATAGAACACGGGGTCTTACACATGCTAGGACACTGCTTGTGTGGGCCTG\nCGGATAGAACACAGGGTCTTACACATGCTAGGACACTGCTTGTGTGGGCCTGTGGATAGA\nACACGGGGTCTTACACATGCTAGGACACTGCTTTGCTACTCAGCACCAGCTCCTGCACTG\nTGTTATTTTAAAAAGGATGAAAAAAGAAAGCCTTAAGCGTATAAAAACTCTAGAGCCGAG\nAGGGAGGAAGGTCAGGGGTCTGTGGAATCAGAATTCTCATCCACCAGTACATAGAGGATG\nCTGTCACCGCAGCCTGGACATCACTGCAGAAGCAGCTCCTTTTAGCACTGATAGAAGCTG\nCCCGGCTGTGTGCTATGTTACTGATGCAGCTCTTGCTTGGCCCTCACTTCACTTCCTCAT\nCAGAGAGGCCCAGTCAGTGATGCTGCACAGCCTCACCTTTTACACAGCTCTTTCTTTCTG\nCCTGTTCCAATGCTGAATTGCTGAAACTCAAGCTGAGACGGTCACCTTTAAAGCAGCAGT\nTCTCAACCTGTGGGGCGCGACCCCTTGGGCGTAACTGACCCTTTCCCAGGGGTCTCCCGA\nGACCACCATAAAATACAGATATCTATGATACAATTCATAATAGTGACAAATTATAGTTAT\nGAACTAGCAATGAAAATAATCTTATGGATGTGGGGGGGGGGGGTCACCACAACACAAGCA\nACCGTATTAAAGTGTCAGAGTAATGGAAAGTTGAGAACCACTGGTTTAAAGTAAACTTTG\nTTTAAAATGGCTGACTGTTAAGTTGGGAGGAGGGGTTTCAATTTTTTTCTCAAAGCTTAG\nGGGAAAGAATTGATGCTTTCCTTGATAATATTAATTTTCCATCCAGTAACACTGTATGTT\nGTTTGGTTTATAAATTATGCATGGATATGCAGGTCTGTAGTTCCCATAAAGAGTAAGGGA\nAAAATAAGGTCTTTCAGATTCCTTGAAAAGTTAAGACTTTCCTTCCTTGCATTTTCACTT\nTATGAGATCCTTTGGTAAAAAGAAAATGTTCTGATTTTTTTTCCTTACACACAGTTCACA\nGTAACCAGTTCAGGGGCCTGAGGAGCCATCGTGAGACACTGTTGAGACAGTCAGGGACCC\nTAGTGATCGATGTATGGCAGCTTCTCTCCCTCCCAGTATTACATAGGCAAGCATCAAGTC\nCACATGCTGGCAGGCTTCCAGGGTAGAGGGACGTTGCTCTTTAAAGGCTCCTCCATAAAA\nATAAAAAGTCTGTTCTCCTTAAAATTGGAAAATGATTTATAATGAGCTGAGAAGGGCTAG\nTTTTGTCCTCTAAAAAATCATAAAGACAGTGCTTAGATTAGTACCTAGGGTTGTTCTGCA\nAAGCCCTCTTAACTCTTCTCCACTAAGAGAAAAGAGTATATAGTATACACACACACACAC\nACACACACACACACACACACACACATATACTCACACACATATATATATGAGTATATAGTA\nAGTGTAGCCCTCCCACATCAATAATTTGGGGGTAACATATTCCACTCACCAACATACAAG\nAGTGATAGATTTATCTTATAAATGTGTACTAATTAATATCTTTTTCTGATCATTGCTTGC\nATCATTTCAGTACAGATACTATGCAAGGGCTGAAAAGAGAGTTCAGTAGTCACAGTGTCT\nGTCACATAGCATGGAAGCCTGAGTTCAAATCCAGGTGCAGCTTTTGCAACCCCTGCACTA\nGCGGTGTGAAGTCAGAACAGACGCGGTGGCCAGTCGGTCTAACAGATCAGTAGGCTCCAA\nGTGAGCTGAGAGATCCTCTCCTTCAAGGAAGACACACACTTGGCATCAGCCTTTGCCCTT\nCACACTCACATGCACACCCATGTGATCATACATATACACCAGGCACACTCAGACACACAA\nATGTTCTGTACAGTTGATCCTTGAGTAATGGATGCTGGAATTATATTTTGTCGAGATTTG\nCAACATTGGGCAAACCGTCAGATAGATGGCACAGCCTAGAAACGGTGAAAAAAAATGTGT\nGGAAGTTAAACATGTCATCAATGCATAAAATATGTCTATAATATCAATTATTTTTTATCG\nTTATAATTTAATACCAGTTATTTTATCATTATAATTTACTACCAAAACACATTATTTTAA\nAAATCAAGATTTATTAGAACTTAGGCACACGAACACTATATAGACTGTGCATGACGTCAT\nTAAGAGAAATTTAAACAAATGTAAATTTTTTAGCTGCCCCCTTGTTACCATTGTGGAGAG\nTTAAAAATCAAAGTGGGACTTCCCTTGGGCCTGTGCCCTGCCCACCTCCCACAGTCCCTC\nACAGGTCGCTTGGATACAGCTGTGACTGCTCTGTGTTACTTTGGAATGGTTGGTAAGGCT\nAAAGCTGAGTCACTTTGCTTCCATTGGAGTTTTAATGCTTACTCTTCTCCAGAAGTTACC\nTTTAATTCTTCTGTGGTTTTACCGTGGTAAACGTTGGTATCTACAAATAATGATTATTGT\nAGGAGTTAGATTGTATCTAGTGGATGGTAAATTACCTAAATTGGAACAAAACCTTTTACT\nTGACCTCACCTGCCTGCCAGAAACTTAAGAAGCAACTGCCCCTTAGACTCCCTTGATGCA\nTGGTAGCCAACCTGGGGTTGGAGGGGTCCAGCTGCTGAAGCTTCTTGCCAGATGGTCTGT\nTTTAGTTCACGGACAATGGGGAAATACTTGTTCATATGTGGGAGAAACAGAAGAGAGCAT\nCTTTGTTAAGGAACATACATTAAACTTAAACAGTGAGACGGAGACTACTGAGGGACTCAT\nAAGAAGCTAGAAAAGAGGGATGGTCAGTCCTTCATGAAGAAGAGCAACTGCAGACACCTC\nTGAGCAAGAAAACACTAGCCAATCCCACCCTGCCTCCTGCTTCTCCCCACCCCAGCCGGA\nGAGTTCTAGAAGTTTCTACGTATCCACAGCTCCTCGTTGCTACTAGTTTTTTTTTTAGGG\nTGTCTTAAGTTTTACTATGAACTCCTGTAGCATGCAGACCAGCAGTGGTTCTCCAAGACT\nACTACAGAGCTGGACTCTGGTTTTTGCTTTTGCTGTTTGAGAAAGTAGCCTGGGTGTTTT\nATCGTGACTTGTCAGAGCCTCACAGTAGACAGGCCTGCCTTGCCAGTACATTGTGTGCCC\nGCATTCACACAGACCCTGTGACACAACACAGCATGCACCTTACAAACAGAAGCCTGGATA\nATTAGATAAAGTCAGACACCCCACATTTAGGTTGTGAAAATTACTGGTACGTTTTCTTCT\nGACACAGTTTGATGATAATTGTAAGTACTTCAAAATTCATTCAAGATTTATTTTTTTCCT\nTTTCTTTGTAATTAATTCTTGCATGCTTTGGGAGTATATCATTCTTCTCTTTCACGCTTA\nGGAGAACTTCCAGGGGTGAATTCAATAGTCGGATCCAACTGCTGTACTTGTAACTGCCAG\nTCAACCTTGCAGGCCATTCTCCAAGAGCTCAAGACCATGAGGAAATTAATGCAGTTTCAA\nGCAGGTACAAAGATCAGCCCTATACACACATCCTCTGCTGGTGATGTGTAGCTGACATCT\nTCGCTTGTGTGCATTGTCCTTTTGTCCCACACTCCTCCCACTTTGCTGTCTGTCTTGCTA\nTGCCTTTTCAAGTATCCATTTTCTCTACTCTTTCAGCAACCTGTGATTTTTGTCATATTT\nTATTTTTTAGTAAATCAAACAAATTTTGTCATTGTCCTTAATACCGCTGTTGGGCACATA\nGGCATGAACGCAGCATACTTCATCTCCTGATCTCCTGGTACTTCACAAATGCTAGTTAAT\nTAAATTTTGGAATATCTTATGTGAAAGAGCCCTTCAGGAAATACAGGCTTCCTTGCAGAA\nGATGCTCAAGGACGAGCACAAATGAGAAGCGGTGAGCCCTGGGCTCTGCCTGTGACTTTC\nTGCTGGCACTAGGACAGAGATGGTTAGACACAGCTCGTGTCTGCTCTGTCCGCTTCCTTC\nACTTGACTCTTTGTTCTCTTTGTCTTTGGATAAGGGGAACAATCTCTCACTGAACCCCCA\nATCTCTCACTTTCTAGCTGGGTAACTCCCAAGCTTCCCATCGTTATCTGTGAGTGAGTAT\nTAATGTCTGATTCGCAGGGTGGGTTTTTAAATGTGACAGAGATCGCAACAATAAATGAGA\nCCTATAAGGCAGACTTACTGTGCACCTCTGTTCTTTTATGGGCCCCACCGCACTTGCTAG\nAAGTTTGGAAGTCGAGGTCTTTGTCTAGTAGCTCATTATCTAATCGTCACAATGAATAAG\nGAAGCTGGAATTTTTATTTCTAGACAGCAGAAAGTGCTTGGCGCTGTTCATATGTCACAG\nCAGGACAGCAGCCCAGGCCTGTGGTGATGGGCCTGCTGACCCTTCACACCGTAGTGTTCA\nGAGTCATCTCTCAGAAAGTGCGCTCAGTGCCAGCCTCCCAGCAAGATCCTCACATGTGGT\nGATGTGGTTCTGATATAAAAGGCTTAGTACTTGCACTTATCAGTCACTCAAAATCATATT\nTTTAAAGAAAGCAAAAAGGATTCATTTATGGGAATAATAAGTCCAAGCCAAGGCCTAAAC\nTTGGACTTATCCCAACACAAAAGTGAGCATTTGGTCGATAAGTCGGTAAGCTCTTGACTC\nGCCTTGTCCCACCACAATAATCAGTGTTCTTGCTAACTGTCAAAGACAGGATCTCCGACA\nCACGGGCCCCAGAAAGAAAGGTTACTCATTCTTATAGGTGTTCTCGCCGAGGGAGAATTT\nCTTAGTACTTAAGAAAATATGCATATGAAGTGGAAATGGTTTATTTTGTTACTTAAGCTC\nCTTACTACTGAAATGGCAAGCTAGGGATCGCACTCATGCGGACCCTTGACTGGAGCCTTT\nTAGAATCTATTAAGTAAATGCTACCTTGTCACCCTGTTTTCTCTCCTGAACCTTTGCAGA\nTTAGCGAGGCAAGTGATTCCGGAGCTATGAGGAATAAAGAAAGGATAAACCGAATAAATG\nACTCTCCTTTAATTTTCTTAAACTTAAAAAAAAAAATCATGTTGTGTGGGCAGATTTACT\nTAAGGGTTATCGCCCACGAGATTTAGGATTTAAATTCTGTTTTGAAAGCTTTACCCTTAT\nTTTTACAGGAGGACTTAGACCAAGCAGTGAGAGCTGAGTGCAGGAAAATGGGGCTCTTTC\nAAGACTTGCAGGAGAAGCAAGACTTGATAGCCCTCTGTCTGGACACCAAAAGCATCGGAA\nAGAGTGAGCTTAGAAAGGGCTTGGGCCTGGGGGATGTGGCTTAGCTGCTCCTGATCATGG\nTTGCCAGAGTCCATTTGACCCTGGGGACGAGAATCAAAATGCATATATGGCTGTATGCTG\nGAATCTCTGGAGAAACCGTGTAACAATATTGATGCCCTGGCCCTACCCTTGGATATTCTG\nACCCACTGAGTCCAGGACAGATTATTAAGAATTGGGGTAATTTTTAAAACCACACTGATT\nCTAAAGTGTAGCTGAGAGCTAGAACTAGTGTCACTAATTAGCACATGCATAGTCAGAAAG\nGCCACTATCCAGGGAGTTGCTTCCAGAACTTAGACACTGCCTTCTAGTGCAAAGATAAAA\nACATATTTGAATCAGTATCAATATTCTTGTTTTTTGGACTCATAGGAAATAAGAGGAAGC\nAGTCCGTGTTGATGTGCATTTAAGGACTTAATTTTCATGTGGCCTGTATTCATAGGTTTC\nTTTCTGTTTAGAAAAAAAAGCAGGCGTTTCTAGAGTTCTTATTTAGGGAGCCATGTTGAG\nAGATGAGGAGTTGGTGCAACCCATATTCTCCTCTGTCCCATTCCATCAGTGGTTGATAAA\nTGCTCCTACTTGGGGCATGCCTATGAAAGGCAAACTTGCCACCTCAGATTCCTTAAGTAC\nATGTTCTGCATGAGTACCTGGTCATTGTACTATTTGTAGACTTGCTATTTCACGCGACTC\nATTGAGAACAAGTGACGTTTAGAGAAGCAGGCAGCCTGACTTGACACCGGGGAGTGCAGT\nGTGCAGAGATGGTTGGTGCAGAGAACACTTGACGAGGAAGGACGACTAATGAGGCTTTTC\nCATGGCCTTACCCACCTAGCCCTGTTCTAGATAGACTTCTTCCAAACTGTTTCTTTCAAC\nCAGTCTTGCCCAGATCATCATCATCGTGTCCTTGTAGGCTGTAACTGATCAGCTGAACTC\nCAGAGACATTAGGGCTTTTGCTAGGATGGGCTTACCAGAGAGCATGAGCATCTATACTTA\nGATTTATGTTCTGGGGTTCTCCTTCAAACCTGCCACATGACCATGAAGCCATAGCTCTTA\nACCCTTTCCTTCCATCGAAGCCAGGCTGCTGTACCGGTCTGATGATCCAGTACATTCAGA\nGCTGTTTCTCCTGGTGAGAAACACTCTGCTGTTAGGACTTTAAGGTGCTGAGTGAGATAT\nATCTATCTGTTCTTCATCCTGAGGGAGCCAAGCCTCAGAGTCAGCGTGTATATCGCAGAG\nACAGGCCAGGGTAGATTTTCCTCAGACACAAGTGCCTGTACCATATTTGTGTTTATTGTC\nCACAGTTGGAACTCAAAACAGACAACAACCCCCAATTTCCCTTATGTGCTCCCAGCGAAC\nCGCCGTCTCACGCAAGAGAAATAAAAAGAAAAAAGTGCTTCCGAAGACTGTGCAACCTGT\nGACGGCTGTGGAACCAAAGCCCAGTCCCTTGGAAACTGAGAAGAAGCCAGCAGCCTCGGC\nCACAAGGCCACCAGGTCTCCAAGCTGCAGAGCGCACCTCCACCGAGGAGAACCACGTCCT\nGGGATTTGGCATTGTTCTGGAATCGCCGTCCTCAGATGTAAGTTGATATGTTCTGGCTGC\nCAACCTGGTTGATAGAAGTTTCAGGAACCTTGTAGTATTAAGACTCTTTCCACCTAACTA\nGTTCTGCCCCAAACAAGAAGAGAGGCATGCATGTGAGGAAGAGGAGGAGACTGGTAAGAA\nCCGGAAAAATGTGAGCCTTCCTTGTTCACAGACATCCCACTTCTTATCTCAGAAAGGAGA\nGGGGTGTGTTGTAAATAATCTGCTCGCTAATTTCTCTACGATTTTTAATTTCCAAGTGGC\nAGTTTTCAATTTCCTCAATGTAGAAAACTAAGAGAATATAATTAAATCCTTTGTAGACGG\nGCATAAATGAACAGAAGCTTACAGATAAGGTCATACCTTTGTGGAAACACAAACTAAAAA\nTAAGAAAGGAGCAGCGGTGCTAATTCTGTTTTATAGATGCAAGCCACACTGCTAATTAGG\nTGGCAGTGCCATGCCATTTACTCCGTGTAATGATAGGTTAACGCTCTGCAAAGGTTTGCT\nATTTTAATATCACGGCCTGAATGATGTTGCAGTCTGGGACGGTAGATTGCATCCGAGATA\nTCCATCTGACATGCTGTTTTATATTCATGGGCCCATAAATGAATTTCTGTCATAATGTGC\nTGAATTTGCAGCTGCATACTCTATTTACAATATCTTTATCTAGAGTACCTTTACGTTGTG\nAATCCCAACTTGTTGTCAGAGTTCTTAAAATAAACAGGAAAAAGTGATGTATTGTTCCCA\nGATTGCATAGGGTGAGGCTCCTGCCGAGCGCTCCCACAGACTCCTATAGGATTGGAGTTT\nCTCCCTGCCTCCTGAACTTTAAATAGGAAACAATTGCTGATTTCTGTAAGTATCATGAGA\nGGAAGGCAGTTTGCTAGCATTTATCTACATTTGGGCTTTTAATGAAAAGAATCATCTCAC\nTATGTTTTCAATCTAGAAAATTCTTTGCACTTTCACCAAACCTTTACTGTTAAAAGAGGC\nATTTGTTTTAATAATACGTGTGTGCTAAAGCCATTAAACTCTTCTAAACTAATATTTAAT\nTTACAAAATCCTTTTGGTAGTGAAGTTTGGTTGTGTGACCAGCTCCCTTGTTTGATCGTA\nTTTTGTTATCACAACAGCTAAAGCCTGGTTCAAACCCTAGGTGAATCATATATTTGAAAA\nCAGATAAATTATTCTATAATAATTACAAAATATTATAAAGTACAGCTAGGCTGTTTTTGA\nTAAACTGTCATGTTTTCCTTAAATTTCTTAAAATTCTTTTCTGCTAGGCATTGGTATATT\nAGAACAGACTGTAGATCATCTGCTGTGTAGATGTGTCTAGTGCCACTAACAACTGAATTT\nTACCCTTTTATTGTTAAGATTCAAGTGTATTTTATCAATAAATTGGAGGTGTGGTAAAGA\nCCCTGTGTATATTTGCAAAATAGAATAGAATTTTTATTAGTTTTACCAACATCAGTATTT\nATTTATGTAATACATACAAACAGTTTACATTTTATTCATGGCTGACTCTGGTACTTCTTA\nCCAAAAATGATTATTAAATGATAGTATGATTGTAAGGAAAGGGTGGGAAAGCTGTGGGCA\nTGTCATCTTTACAGTACCCATTACACCACCATTTAATTTACCTCTTCAGTACATGAGTGA\nGCTGAGAACCTCACATAGAGAACTTAACACTGAGTCCCAGGATGAGCTGCAAAAATGCTT\nTCCATGGGCTGTGCTCATAGGTGTCTGTCAGGCTGGCCGGAGCAGTTCCTGGGACGAGAA\nGTGGGCTTGACTCCAGAAAAATGGACTCTCTCTGCTCAAGGGACCTCCAACTTAGGTCCC\nTTTCTAATCTTCTAGTATTTCTTAGCTATGAGGCTATAAAATGTTTAATGGAAGTCTATA\nGGGAATAATTCTTCTAATTTTTACAGCAATTTTCCTATAAAACAAGTTGGAGAAAACACA\nGGGAGATAGGAGTTTTGCATTAGAAAATGGCTTCTGAGCTGGGCGTGGTGGCACACGCCT\nTTAATCCCAGCACTCGGGAGGCAGAGGCAGGTGGATTTCTGAGTTCGAGACCAGCCTGGT\nCTACAGAGTGAGTTCCAGGACAGCCAGGGCTATACAGAGAAACCCTGTCTCAAAGAAAGA\nAAAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGGAAAAGAAAAGAAAAGAAAAGAAA\nAGAAAAGAAAAGAAAAGAAAAGAAAAAAAGAAAGAAAAGAAAAGGGCCTCTGAAAAGTCT\nGCAGTGTTCAGAGGCCTTCAGTGGTAGTGTTGGGCAGTTTGTCTGTTGTTTCTCAAATAG\nCTGAGTGGCTTTGGGGAAAAGCAGGATGCTTCCAGGAGAGAAGACCTTGATGCTGCCCGT\nGAGATACAGTCCATCTTCGTCTGGGGGCACAGAGGAGCCGCTGGTGTAGGGTTCAGCAGA\nGGAACAATCTGCCTGTGAGGGTGGGGCCTGGAGTCCGTTATGAGTGAGAGACAGATGAAG\nAGGGAGAAGCTAGATCAATGGCTCTCAACTTGTGGGTCGAGACCCCTTCGGGAGCCGGCT\nGTGCCTTTCACAGGAGTCGCATATCAGAGATCCTGCATATCAGATAGTCACGTTAGGATT\nCGTAACAGTAGCAAAATTATAGTTATGAAGTAGCAGCAAAAATAATTTTATGGTTGAGAG\nTCATCACAGCAATCAGGAGCTGTATTATAGGGTCCCAGCCTTAGGAAGGTTGAGAACCGC\nTCTACTAGAGTTTAGGCAGAAAGCCAAAAGCTCCCTCTGGTTAACCAGGCAAGAGTGGGA\nAGCCTTAAAGTGAAGGGAGGTCCGTGAGGACAGGCTGCTTGCTGAGGGCAAAGCTCAGGC\nCTGGGTTTGGTTTTGGGAAGGAGGTGAGTGACGAGCTCTTACCAGCAACTTGACTCCGGG\nTGGGACTTCCTGTTCTACACAGGAAAGAAGAGAGTCCAGCGCTCTCACCCGTTCCTTAGA\nCCCTGTCGGCAAAGGAGGAGGAGGAGTGGCAAGCACCACCCCTCTGCTAAAACAACAAAC\nCTGTGGATTGTCCTTAAAGATTCGCAGTGTATTAAGTTACGCTTTTATATTAACTTGTCA\nTGTCACACAAATGCAATTGTGTGTATTCACAGAGAAAAACCAAATGTAACAGCCCATGTG\nGCCCTGGAGATCACTGTAGCTAACAGTCTTCTGAGTGACGATTATCCCTCCTTCATCACA\nGGAATGCACAGTGCTCTAACCAGGCCCACTGAAATATCAACACGTTAAATGATATATCAT\nATATGGGAAGTCCTACTGCAGTGCTTTACATATAAAAGGTCCTTAATAAGTGTAATTTAC\nTTAATCTACAAATGATAAAATATCTGCTCCTGCAGGAAGACACCTTGTACAAAATCATCT\nTGAAAATATTGGGTCTCGATTTGGCTTCAGCCATAGCCCCTCCTTGGTGCATCTCCTCTC\nTGCCCATACACTATCAGGGCTCTAATCCAATCTGAGCAGTTCTCCTTTATGGAAACTTCT\nTGGGTTTTTTTGTTTTTTGTTTTGTTTTGTTTTGTTTTACTGAATTACTTCCATGATTTT\nGTATCCTTCTACCCCAGCTGCTCAAGAGCAGGGTTCTCTAGTATAAAAGTCGTAATACTC\nATGGGACGTCCTGGGTGAAACAACTCATCTCCATTTAATCTTGCTGTTGTCCTCTTAAGG\nAGAGTCTGCACAAGTTGCCAGAGTCAGATGATGTTGAACTAATTCTCTACTCCGATCCTG\nTCATCTGCCCCTGTTCACTGTGGAAAAGCCTGTAGATGCCCATTCAAATACATGTACTTT\nGGTTTTTTAATTTTTATTGTTTTATATGTATAGGTATTTTTGCCCTTGTGCACGTGTGTG\nCACCATGTGTATGTCTGGTGCCCATGGCGGCCAGAAGAAAGTGTTGGCCTCCTTGGAGTT\nGCAGATGGCTGTGAACCACCTGTGGGTGCTGTGAGTCGCGCCTCTCCGTCTTCTAGAAAA\nGCATCCTTTACCACAGAGCCTTCGCTCCAGACCTCAAGCACACCTTGGTCATGATGAGCA\nCTCAGTGATTCTCTATGACTGAGCATTCCTTGGAAGGGAAGCAGATGGTTAGACTGTGAC\nTCTTTAATTCTCTTTACTCGGCGTTTTCTTGGGAGACAGCAAGTGGTTAAAAGAGCAGGC\nCGCTAGCTTAGGATCTCAGTTGTGTGACCCTGAGCAAGTGAACCCTGTTCCTCACTCAGC\nTTCCTCCCTATAAATGGGAATAATCATGCTTTCCTCACAGAGCTGGCCTCCTGGAAGAAT\nTAATGAAGCCTTCTATGGAAAGCACTTAGAACAGTGCCTGCCACATTTTAAGCACTCGAT\nAAATATTGGTTCTTTTTTTAAAAAAACCTTACCATTCCTACCTAAGTACCTTCAGAGGAA\nCCAATGTAAACATGGCTAAGTAAACTTAGCTGTCTGTATGATGATCAGATGTACGTGAAC\nAAAGAGCACTTTTGAGAGGGAAATAGCTAAGGGGTGTGGGGGCTCACATTTGGAACATGA\nTTATTCGACCCTTTTTAAGTTAACACTTAAATAAAATTCAGACCTAAATTACACAGAAGC\nAAAAGCAGAAACCCAAAGCCAATTCTGAAATACAAATACATGATTTAATTCTTTCTTTAT\nGAATTCACAACACAATGCTCTATGAGACAAAACAGCTGCTCACTTCTTACGCTCACGGCT\nGTTGGACGCTGGGTCTGTTGATCACTTTCTTAGGGCAGATATTGCACCTGAACTGCCTAG\nTTTTATGTTTGCTAATGGTTGACTTCTGTTTTGTTTTGTTTGCTTTGCTTTATTGAACTA\nCTCAGATAAGGTTTAAAAACCTATTTAATAATTTTTAATCATAGCAAATGTTTTTATTCG\nATGGAGTTATTATAAATACTCTCCAGTAATTCCAGATGGCAAAAATTTTAAGTTAACAGA\nAGATAAATGATGAATATTCATCAGTTTAAGATAATTTTGTTAATCCTGATTTTGTGTGCT\nTCTTAAATAATGTTAAACGCATTGGTGCCTTCAACAAAAATAGCTTTTCAATTCAGAGTG\nCTTTCCTGATAACATCTTATCTCAATAGATAAAATGTTCTGCTAGGATCAATTAAGGTAA\nACCATGGAAACCATTTTCCATTCACTCATTGACATTCAGGCAGATGTGCCTGAGAGCCTC\nGGTTTCTATGGAGGCTGCTTGGGTTCAAATCCTCGCCTCGTTATGTTAGTTGGATGATCT\nTTTAACAAGTTACTCAACCTTCCTGGTCCTTGGCTTTGCACGTGAAACCTTGGAATAAAG\nATGGTAGCCACTTCATGGAATGAGCAAACTGATGTACCCTGTGTTTCCCTAGAGCCTAGG\nACATAATAAGCAACAAATAAATATCAATTATATCATTATTTTCCAGGGTGCTCTGAAGGG\nAACGTAATAGTCTTTGCTCTTTAAGGAACACATGGGAGGAGTTTGCAGACAGTACTTGCA\nAGCCGCAGAGCACACAGAATGTCTCCAGAAAGCTGGGAAGATTGGAGCTTCTGTACCTGG\nAAGGTCAGAGACAAGTGTTCACCATGGACGTCTTCTCAGAGGAGCAATTTCTACGGAGTT\nAGGGGAGAAGAAGCTAGACTGTGGTGTTAAAATCTTACATATTGTCCATTTAGCTCAGTC\nGTCTTTAACATAAATCAGGCCTTAATGTTCAGAACCACGATTTATTGCCTGAGAAGGAAA\nAGGCTAACTACAGCTCTGAAAGGCTAGAATCTCTCACTATGCAAATGCATGAGGAAACTT\nTTGAGAGACTAAATTGTACTGTCTTTTCTAAGATCTTAATTCTACCAAATTTTATCAAAG\nAAACATAAAAGAATTAGAACTTTAATGATTTTTTTAAATCCTAGTCAATATTAAATATAT\nGCTGTGACCATTATACTTGCTTTTTCATAGAGATTTTGCTAAGCACATTTAATATCGGTC\nTAGATGGGGTGCAGCCAGCCAGCGGCATCTCTTCTATCAACACTGGGACTCTCAGTTCAG\nCTACATCCTTAGACCACACCTGTGCTGAGCTGACTAACAGAACAGAGTCAGCCGGAGTAT\nAACCGTCCCCCAGTCTCAGCTGGTCATTGGCCAAGTGCCTTGAGGTACCATTAAAAAATG\nGTGGTAGTAAATCTACTGGGTGCAGATTTTATTTGTAGAAAACATGTTAATTTTTCTTAT\nAAAAAAGATAACATTTATGAGCAAACCAAAATCTGTTACGTGTTTTGTGTGTTTAGGACT\nTTTTTCTTTTGGGCAGTGGTAGCACACACCTTTAGTCCCAGCACTTGGGAGGCAGAGGCA\nGGTGGATCTCTCTTTGAGGCCAGTTTGAAGCCAGCCTGGTCTACAGATTGAATTCCAGGA\nCAACCAAGGCTACACAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACCTTGTCTCAAAATT\nCTAATAATAATTATAGTAATAATAATTAACAAATAAAATAATTTTTCTCTCATGAACTGA\nAACTCATTTTTCTTGAAATAGATCAAATATTTAGTAGTCTAAATAAATAAGACAGAGGCT\nCATTATATATTGTAGTATTGCAATGTATAATGTTACATTTTCAGGGGCAGAAAATCCATC\nTTCCTCAGCAAAGCCCACTTGCTCATCTCTAGTTTTCTTTAAGGTTCCATCCTGAGCCGT\nTCTGAGACTTGACCAGCTGGCCCAGCTCCCTGGTCCTCACTCATATCACCTGAGACAGAC\nAGTCTTGTACATGTGCTAGTGAATGTGAGTCCTGTACAACACAGAGCTGGGAAGGCCATT\nGTGTATCATTTATTAATAATAACCGTTGAAAATCTGGGGCTATGGCCAATCAAAAGCATC\nTATGCACTTCTTTCCTCTTAACCAATGACTGTATCTGTAGCCTGTTAAATGTCTTACTAT\nAATGTTTTACCATTACTATCGTATATAAAACAGCCTGTATCAGAGGTGTTCCCTGAGCGA\nCTCATTATGTGATCTCTTTAAGGGTTTTATGATATGTTCATAGGAACTTGTGGGTGGCAG\nGGGACAGGGAAGTGTCTTTTTCATTCATCTTGTTGTAAAATCTATTACCTAAACTACTTC\nTAAGCGAAAGAAACACCACACCGGAAATGCAAAGAAACAGCATAGTCAGTGTAGCTGTCC\nTTGGTCCAGGGACATTTTCAAGAGCCATTAGGACTCAGCAGTTTTTGCTCCCAGAGCGTC\nACCAGTAGAAGATGAACTCACACTGCTTAAGGCATTCCCAGTGCTGATACATTATACACA\nGTGACCAGGGTACCTAAAGGGAGCGGGATACTGCCCATAATAACTGTGAACATTGTAAGT\nTGTGCCCATAATTTGGACGTCATCATTTAAACATCTTTCAGCAACAGTGGATGCTGCAGA\nTTAGTTTATTATCTGTCTTGGCTTGAGCATCAAATAACGAATCTGTCAAGGAAAGCCTAG\nAGTATTTTTTACGTTGCTTATTTAGAAAAGTATTTTTATAACTATTATCAATAAGCAGAT\nCTCATTTAAACCTCAGCCAATAAACAAACAAGCAAAAAGATAATGATTCTACAACTAGAG\nAAAGTGTTTTAACCTGATTTTAAATATACATGCAGAGTTGTGGTTTATTATACAGCAATA\nATGTACTATGATTATGCTTATAAAGTAGAATAGATGGCAAGATTTCATAGTGAAAACAAG\nATAATTAGTATCATGGCTTTTTTTTTTTCATGTTTTAGAGCATAAAGTTAGCCCTCCCCC\nACCTCCCTTCCTTTTTCTTGAAAGGAATTGGTGCTTTGTGGCGCCTTTAACCATGCTATA\nGTGCCCTGTTGTTACCTGCTAACAAGTCTGAACAGGAGTCAGGGAAGAAGATGGGGGAGG\nGGCTGTGATCTAGCCACCTTTGCAATTATGTTGCTGTCTGTTGCAGCTATTGACCCGGCA\nGTGGCAGATAGCAACAGCTTCGGCCACAGATGGCCCCTCTGCAGCCACACACCATATGCT\nTACGTACCATAAGAGGTCTTGGTGCCACAGAAACCTCCAGGTGTCTACTTTTAGGCATCA\nTAGCAGGTGCCACAAATAATAACCATACTGTGGCGGTCTCCTAAATCTTATCTTCAGGGC\nCTTGTTAGAATGCCATCCCACCTTTTTCCCTTCCCTTTCCCAGCCTGCCTTTTCTTAGTC\nCCTTTCCTCCACATCCCCGGCAGCCAGTCCTGCCTGACGTTAGCACTAACAGCCCTTGCT\nCAGAACCCCTCGGGTAGTGTTCCTCTTACCATGTAGTGTGTGTGGTGGTGGTGTTTATGT\nCCACCATAGCTACAGAGCCAGCCTTGGCTCCCTCTCCACAGAAGGCACTTGGTGAGTAGG\nTACTGAATCAGGTGCTCATCTCGGCCTGGAGCCCGCAAACCATCATTCTAAGACACTGCT\nGTGTGCCTGGCCACAGCGTGAGACTCAGGGGGCCACTTCCTCTGTAGAGCGAAAGGGAAA\nCTCGGACCTGGTCACTGAGTTCCTATGTAGCATTTTGTTTATTCTAGTACATATCTGCTG\nGATGCTGACTGGATTCTTGGCACGCTAGATATAAAAGCTATGTATCCCAGCTAGGTAAAT\nGCAGTACAAAACGTGCTGTAAACATATTTCATAGAAAGTAATTTGCAGACATTAAGAAGG\nGGATGGCTAGTTCAGCCTGGTGTTCTATTCAGGTGGGTGTTTCTGAAGCTAGGGTGCTTC\nAGGGAAATCCTCCAGGGAAAATGTTTGGAGTCTCAAAAGTCAGATGTCTGAGTTTTAAGC\nACCCAGAGTTACAGAAATAAACTAAATTGCAGTTCTTTCCCTGTCTTCTCTTATGACTTA\nAGATCTCCTGTACTACCCTAGATGGTCAGATGACTATAGGATGCACTTGGCTGAGGGTTC\nTCATGGATTCTATATGATACAGGAACTCCTATGAAAAATCTAAGCTGAGTTCATTTAGAA\nTCAAAGTTCACAGGATGTACAAAACATAAAACCGTCTGTCGGATTTTGATGGTAAAATTC\nTCGCCATTTCTAACAATTCCACATTGGATTCCTTAACAAGTGTTTTCTGAGTGCTGGCCG\nTGTGCCCATGCATGTGCAGGATTAGGTATTCAGTCTCTGGCTCCTGTCAAGCTCCCCTAG\nACCTTTGACCAGCAAGCAGCAAGATGCAAAAGTCAGGGGGAATCTGACAGCACTGTGTTT\nTCAGTGATCTTTACCAAGTGCTCAGAAGCTGAACGTTAAATGGCAAAGTGGAGTGGAAGA\nATGAGGTGAGATTCAGGATAATCCAGCCCAAAATTCCATTTTCAAGGGGCAAGGTCCAAA\nCACCTTCCTTAGCTGTCTGAATGATGTAGGCTATGTACTGAATGTGCTACACTGTATAGT\nGTGCTGGGCACACAGTAGGACAAACAAAAAGAGTGACTTTATCAGGAGAGACTCTGACCC\nTCACATCTAAAGGGCTGCATATTTAAGAGCTGCACATAGGACATCTGGGGACAATCTGTG\nATTGGCAGACAGCTTGTAGAAGGAGGACTCTCCATTGACTAAATCCACCCCATTCCATTT\nCTATTCATTTGCATTATCACCATTTGTAGGTTTTATTAGTGTAACCCATTTCATAGCTGA\nTAGAGGAGTGGGGACATGTGGGGGTAGTCCTGCATTTGTCAACTTACATGAAATAAATTA\nTTTGACATTTGCATTATTTTGAAGTCATTTTTTGGTTCAAGGTTTTTAGGCCTTAGTTTT\nACCATTTACAAAATAAGAGTGTTGCATCTAGGTGAGTCATGTCTTTTTACCTATAGGATT\nGTATTACTGTGTAATTATCCAGCCTTCTCCGAACTATTTGTATGTCTAGAAACATGTAAG\nACTTATTGTTGGAATTATCACATCACCTTTTATGAATTATAAGTGGTTGTTAATTTTATA\nAATTGCAAAATCTGGCACACAGAGCTGAGATGGTGAGACTATATAGACTATATCACTTAG\nCCACTGATTGATTGATTTTTTTTTTATTTTTGCTCTTATGCCTAAAGTAAAATGTTTTAC\nATCTTGTTTTTAATGAAATATTTCTCTTTTTATTTTTTGGTAGCCAGAAGTGCAACTTGC\nTGAAGGCTTCGATGTGTTTATGCCCAAATCTCAGCTGGACTCTATACTGTCAAACTACAC\nTCGCTCAGGAAGCCTTCTGTTTAGAAAACTGGTGTGTGCATTTTTTGACGACAAGACTTT\nGGCTAACTCCTTACCCAACGGAAAGCGGAAAAGAGGGTTCAATGACAACCGGAAAGGACT\nAGACCAAAACATTGTGGGTGCAATAAAAGGTTGGTCTGCGTCGTTTCGTTTTAGGGGTTC\nTTTGTTGAGTTTTGCCTTCAATCCATCAAGGTACAGGTAAAACAATGCTAAGCTAACTAG\nATGCAAGTTTAATTTGCTATTAGCAACCTCCCCATGGATGTGACTCTGTAAGTCCCCACC\nCCAGATACTCTAGGATACTATTCAATGGGATACCAATGTATTGCTGAACTCATAGCTTTA\nGAACCAGCTTTGTCTGCTACAGAACCAAAAACACTTGGCAAGTGGAGATATATATATATA\nTAGATAGATAGATAGATAGATAGATAGATAGATAGATAGATATAGATACGTAAATAGAGA\nGATATATAGATATATATATTTCTTGGAATAAATATGTGTGTGTGTGTGTATATATATATA\nTACACACATACATACATACATACATACATACATACATACATACACACACACACACACGTA\nTATATTCCAAGATCTTTGCCAAACTATGATTTGGGCAAAATTTAAGCTTAAAAATAAGAA\nTAAAACTGTGGTATACGTTTTAAAAAGTAGCACATCTCTTGGGAAGTTTAGAAGCTGTGT\nCATCAGAACATATCTGAAGATCTTTTAAATACGAGTGAAGCCACTTACTCTCTCTCCCCA\nCATATTCCCAGCCAACGCAGTCCATTTTGTAGTGTGACATGCAGTTGTATTTGTCACTTG\nGAGGGACAGTTTTGGCTCTTCTCCTTCACCTCCTTTGAACACGTGTCCATTCCACCATGG\nTTTGGCAGGTATGTGGATGTGTGTCTTCATCCCTAGCCACTTCCAAATCTTACAGCCTGC\nTCTTCCCTGTTCCGTATCTGTGTTTAGGACTGTGGTGGCTTTAGAAAGAGAAGTATTCAA\nATGTTGTTATCAAAATGAATTGGAGCTTAACCTCTGCTCTGAATGTTCTTCCCTGGCTCG\nGGCTCTACCTTGTCATGACTGTCAGTGGGGCTGACTCAGAGCTTTCCCTGCCTCCTCTTG\nCTGGCCTTTATCTTGCAGAATGAGTAAATGAATTCAATAATGCTTAAAGGATACTTGGAA\nATTCACAATTAACTTTACAAAATAATTCAATTTTTAAATGGAGTTAGCAAGTACCAGACA\nCCCTTTGCTCGTGGCCAGAAGAACATTGCCTTCATTAACAGGACATTTCTCATAGTCCAT\nCAGAATTTTTTTTTCACTTAGAGTGACAGTTGAGTTCTATTAACTAAGAAGCACCACAGA\nGATACCACCGCCTTTGCCATTTGTGAAAAGGATGATTCAGCCTGCAGTGAAACGAAAAAC\nAAGATTATAGAATTTGAAAACCAGTCAATAATGTAACTAGGACTCTGAAGAGAAGAGGGA\nGCTGTTTCCATCTCCACAGACTGGGCCTTCTCAAACAAGGGGGTCAAGGCTGCTGATGTA\nGTTCTGCAACACACACGCATTGGCTTGATTTTCTTTCTTTCCCAGAACAGTCTATTAACT\nTTATAAAGGCACTTTGAAATTGGAAAACTGTAACTTCATCTGTGTGACATTAGAAGTGCG\nTCTATAATAGATGGTAATGAAATACATCATTGCAAATAGACTGGTGATCAGACAAGGGTT\nCAAAATCTGTTACAAATAGCAAGAGGCTAGACATCAGACAAGAGTTTAAAAATATACTAC\nACAAGTTAAAAGAAGATATACCTTAATTTTTTCCATGCTTTTAATAAATATAGCAACAAG\nGTCCCTATTCCTAATACAAACTAAAGCAAGTTAATCAAATGAAAGAACTCAACATTTCCA\nGTCTGCCCACAACCTCATTTAAAACCCTGCTCTAGCTTTATTCTGTTGCTGTGACAAAAA\nCACATATTTAATGATAGACATATTCTGGTTTCTTTCTCTAATTACAAAAACAATTCATCC\nTGATAAAAGTCTTAATTCCCACTTCAGAGTACCCTGTGCCCTCCTGCCATCTTGATTCAG\nCTATGAGAACAGCACCTGCCTGCTCTGTAAGACATTTTATTTAGTTAGTTTACAGGATTT\nCTTATAAGCTCCTTGAAAACATGCTTTGTCTGACATGTTCTTACTACCTGCACCACTTGT\nAGGAAGTCAGGAGAAGCCACTGCCAAGCATGCTGATCTAGCAATGACTTCTGAGGGCAGC\nTGGGAAGCTGCAGCTGCTGGCAGAGGCTTTGCCGGAGCTTCCCTCGTGTGCCCTGAGACA\nGGGCCCCTGAGAGGAGTCCATTGCCGTCATGTCCGTGTAACTCCCTCATCATCTTCTGTC\nAGATCGTAAGAGAGGACGAGAGAGTGACGTCACATGCAGACTGTTACAAGCTAGCACTTA\nTTCTTTGAGCCCACTGAGCTCGCTCCCAAATCCTTTTCTTTCCCCTAAGAGAAAGCGTTA\nGAAGCGTCTAGATTGCACTGGCTGGGGTATTCACTCTTCTTTCTGTGGATACCTGCACTC\nTGACCCTGCTTGCTGTTAGCTTTATCCCTACTCAGTCACTGAACTCTCTCGGGATAAAGG\nAAAACATCCCCTTCCTCTACACACTGCTTCTGGAAATGCGTGCTGAGTGAACGAGTAGCA\nGCACTTTCGCGCTTCATCCTGACGTAGGTCTTACTTCACCAGCACAATGGGTTTAGTGCC\nAAATAGTTTCATACTTCTATAACCAGTTTGGAATGACAGATGTCAAAATATACTTGTAAA\nTGTCTAATAAAGGTATTCAATAAATTTCCAGTGAAAATAAAAAAAGTGGAAACCAAAATT\nTAATATAAATCTCTTAAGACCACACCTTCCAATACATCTCTCTCTTTGCCATAGTTTTCT\nCTCAATGGTTTTGAGAGCATACATTTACAAATGAATTTTGGAAGTAGGTATTATTGAAGG\nTCTTATAGAATAACCATTTCTAGCTTTTTCTTCCTATCAGAGATAAGAGGGAAACATATT\nCTCCTAACTCGGGTCTTTTGCATCTGAGTATTTGGGGAAGTAGTGAAATGATCTCTTCCT\nATACCCTATTCCAAGGCTGTCGGGATTGTTGTTGTCATGGCCGAGTATTTAAGAAAGAGT\nGTGTGTGCATGTGTGTGCATGTGTGTGCATTCTTCCCTACTCTGTCTCATGAGGCAGTGA\nACACACTGTGTATTATTTTGAAATGTCCTATAAACTAAGAACAGAAAAATGGTTCACTTT\nATAAACTCTCGCATGTAAGAAATAGCAGTAAAGGAGCAATGAGGATTAGATCAATTAAAA\nCACCAGTTGCAGAATGATACAGTCTGTGAAATGCCTGTGAGAGGGAACAGAGATGCCATG\nAGATCTCATGTATTGATTTATGTATGTGTTATTTATGTATCCTTGCGTCTCTGAAATGAA\nACCAACTTAACTGCGGTGTCTGGTCATTTTTATGTGTTCTTAGATTCAGTTTGCAAGTGT\nTTTTAAAAGTTAGATTTATTTATTTTATTTTATGTCCATGAGTGTTTTGCCAGCATGTAT\nGTATATGTAGCACATGTGTGCAGTGTTTGTGAGAGGCAGGAGAGGGCACCAGGTCCCCAG\nGCCTGGGTTTCAGAGCGCTCGGTAAGTAAGAGCAGGTCGGACCCTTACTCGCTGAGCTTC\nCTCCAGCTCCAGTTTGCAAGGACCATATTGAGATTTTTTCATCTACATTCATCATTGAGA\nTTGGTTTATAGCTTCCTTTTTTATTGTGTCTCTATCTGGTTTCATAGTTGGTATTATGCA\nGCCTTCATAAAAAGAAGTCTAGACTCAGAGAGAGATTATGCAAGGTGATATTTATTGTCT\nTGAGGAAGCTAGCTTTGACTGTCAATCACTTTTAAAAATGAACCAAGGAAAAAAGTTTAT\nTAGGGGATAATTAACACAGTTTTTTTGTGTGATAATTCTTCCCATGACAATATCTCAAAA\nGCAAAACATAAGCTTCTTTGCAGAGATGATAGTTTTCACATAATTTTATGCATTAGTAGT\nGACTTATAGTTAATGATGATCCATAAAGAGATTAATGGGTAAGTAAGGTATTGCTAATGA\nCCTTAATTGGGACAACTCACCTGAAGCTTGGGAGTGTGGCCCTGTGGTAGAGCACATGCT\nTAGCGTATGTGAAGCCCTGCGTTTGATCCCCAGATTGGTAAGAACAAAACAAATGACGAT\nATAAAAACTTTAATATTTTGAGCAGCAGGAAACAACTTATCTCTTTAACTAGAGATTTGG\nAAGCAGTGCTGGGCAAAGCTTAGCTGGGACTTGTAACTGACTCTGTAGGCAAAACCTAAC\nACAGAGGTGAGTCCTGCATTTCCTCGCCACCCAGCACGCTGTCCCTCTGAAGGCTGCTGT\nTGGCTCACAATTGCTTCTTCTGTGATATGCTCACTGGACCATGCAATTTGACCTAAGAGT\nTACCTATATGTGATATTGACTGCCTGGAAGCCCTTCAAAAATAGTTGCAACAAAGCATAA\nTTGTAGTTATGATTTTTAATCTGACTTTATAGTAATTTATTAAGAAAGTTTTTGCTGTGT\nAACTGGGCTGGAGTTTTGATTCTCCTTGCATTCAGCTGATATCACTGATGTCTGTCAAAT\nGGAAGAGATCGTTGGTTGTTGGCCATCACTCTACCTCCTTCAGCACAGTTGGCCATTCCT\nGAGAGATCAGCATTGCCTGTCTAGAGAGCCTTGGGGACTGAGAACTATGGGAGGGACAGC\nTTGTATATAGTAGTATTCCATACAGTTTAAAGTTGAATGCCCACTATCATTAATCATACT\nGTCACATACTTTACAGAAAGGACCATCAAAAGCTCCCACTTTATTTCATGACTCTAGACA\nCTTAAGGTCCATATCTGTTGTGTGATAGGACCTCTATTTCCTACAGTTACTGTAGATAAT\nTCACTTTATGGTGAATTGATTTTTAAAAGGGGGAGGGGGGAAGTAGCTGTTTGGAATATA\nGGTTAAATATAATCTTCTAGCTAACAATATCATTTTAAAAGCTTATTATTTACTATTATT\nATTTGACCTCAAAGATTTGAATTTATATAGAAGTGGAGTTTGTATCTGGTTTATTCTTAT\nTTTTTATGGTAATTTTCCTGTGTTCCCAGAACTCCATGATACATTGGCTACAATTCGCAT\nATCTCTATGGTGATGGCTTTATTTCTTTATACAAAGGACAGAGGCTATAAGGAATTTGAG\nTAAATTTACTTAGCTGAAACTTCCCCAAAGTGGCAGCATTAAAGTGGCCTCTCTGACTTC\nAAAGTCATTTTCTAGTATGTAGTTTTTATAGAGATGTTTGAAATTAAACATTTCTCTCTT\nAAAATTTTGGATTCTTTGTAAAATCTCCTTGGAAATTGGCTCTGCTGATGGTCTGAGACC\nAGTTATTATTGATGCAAAGCATATTCAAAGTGAATTTCTAGTTAGACATAGCTCTGCTTC\nAATTTATTTCCTAGATTCAAGGATAGGTCTTTTCCTGAAGATATTGAAAACTAATTCTAT\nGATGCTGGGGAAGAAAATCAAAGACTGCTCCCTTCTCTAGTGAAAGAAACACGTCTAATA\nCTTTTCTCCTTCATAGAACTGAATTTAACAAAAGCTTGAAAGCAAATATTACATAGAGCT\nTATCTCCCCCAAGTTTTATGTAAATTAAATTCTTGATTAGACATTAGTCAACAAGAGGCA\nGTATATGCTTTGCTTCAAGGATCCTTTTGGAAGATGACCAGCTGCTAATTTACCTGATCA\nTTTTTTTTATATATAAAATCTGCTTAAAACAGATCACAACTGTATAACAGCCAGTGTTAC\nATGTAGAAAGCTTGGCTCTTCATCTGGATCATCAGAATGTTTTTTGCAGGTTTTTGGGTT\nGGTTGATTTATTTTTGTGAGTGGATATTGAGGTTTAAACCTAGGGCTTCATCGCTTCATG\nCGCACTAGGTGAGCATTCAGCCCTCACCTTATTTTTGTTTTATTTTCCTACCTTTTGGGT\nGATCTCAGTGACAAATGAATCATACTGAACTCAACAATGCTACGTAGGCAACCCTGAGTT\nTTCAGTTCCTTGCAGACTGGAGCTCATATTTTGCATCAAGATCATCTAGGAGGTTGGGTC\nAAAATCTAGATTCTGGGGCTCCATCCTCAGAGATGAATTCCACAGGTGTGAGACAGTCCT\nCAAATCTTGGTCTTTGAACAGGTGATACTGATTTTGGTTGCTTTCAGCATCCCCAACCCC\nCTTGGGGATGATACACCTATACTCAGAATCACTTTAGATGTCAGCAGCATGCAGCCATCT\nACCTGTGAGACTCCAATTTCTGAAGGCTGTTTTCTTTCTCATCTGGAGGAAATGATAACA\nCAGCATTATCTCAGCAGAGTCCTTCTTAACCCTTCTTTGAACTCAAAGATTTGTTTTTTT\nATTGTGTTTGTTTGTTGTGTTGTTTGATTGTGTTGTTTTGTTTGAAGGGTTTCACTGTAC\nAGCTCTACTGACCTGGAACTACCTGTGTAGACCAGGCTGGCCTCCAGTTTATAGAGATCT\nGGATGTCTCTGCTTGCCTAGTGTTGGGATTCAAGGCATGTGCCACCACTTGGCTTAAAGT\nTTTTGTTTAAACCCTGTGTTGTATACTACAAGGATCCTGTTTTCAGCATCCTTGAAGTGA\nCTCTGTAGGACTAGACTGAACAACATATCCATCTAATTCACTCATATCACCAAGAAGAAA\nGAAAAGCGTTTCCATATCCAGACTTAGGAATCAGTAGACACATTCCAGCAGTCTCCCTTC\nTGTCTTGACCTCACAGTCTTCATCCTTGGCAGTCTCTTGACCTGGGTTCCCTCTCTACCA\nTGGGACGTATTCATGGAAGAAGCACTTACTCTGCCAGCTTCTTCACCACACAGAGTGGTG\nGGTTCTGTCCATACTCACACTCTGTAGAAGTTACAAGAACAGCTTCTCATAAGCCTATAA\nGCTTAGACATCATCAACATGCATGAGAATGCCTTTTAAATGCAAGCATTTGGGTTGCAAA\nGATATGAGTAAAATCCTAGCTCCTGACCATAAGGAACATTCCATTTGCTAAAGCTACAGA\nTGTGTTAGCAGTAACCAATAGCACAGACCCATACTCCAAGCCAGAGTAAAATACACGTCA\nCATGCCCATTGCCTAAAGGGGAGGAAACACAAAGGAAATAAACCTTACTGAAGAAGAGTT\nTACCAAGTAGGTGATTCTAAAGTAGACCTTGAATGATGATGAGCAGTCTGTCAAATGCAA\nAGGGGTTGGACAAAGTTAGCTATGGGGTGTTTAGTAAAACTTAAGTCTGCTGACATGAAA\nTGGAAGCCTTTGCCTGCACAGCTATTAACACTAGTTGTTAATAGTTGGTGGACCTTGAAT\nCATCAGCAGCCTGTGCTGTAAATAATTTACCTTCACAAATATAATACCAATGAAGTGAAC\nTCAGACACAGTTTATCCACAAAAGTTTTCACTGAGTGGTCCTTTCTAAATTTACTTCTCA\nATGTTACACAGAGGCCATCTCCTACGTAGTAAATAAGAATCCTTGAGATTGTGGCCATCG\nAGTTTGAATGTGTGCCCTGCTTCATACCTGCTCTTCTAAAAGCTCACAAGAACGTTCCCA\nTCTTCTTTAGAACAACTGTTGGTCCATCTGCTTCCTACATAAGGAGCAGTTGGAGATGTG\nGGCAAACTCAGTAAGTTGGTTTATTTTCCTGATTTCTCTTCAGCCTTTCACATATGGATA\nGAAACCATTTTTTGGATTAATTTCCAAAATCTCAACTGTAATTCCCAGGTGCTGAATTCT\nTACCAAGTGTGCATTTTAACACTAGTGTTAGAGTCACAGAGACAGCCTCCTGTAGAGGGA\nAGCTTCTGTCACAGACACGAGGCCATTGAGGCATGGCTGCATTGCATAGTATGAGAGACA\nCCATTGTTCTGGTTGACATTGCCTGTCTGTATATTTATTATGAAAATTTCCCAGCATATG\nAAAGCAAGGTCTTGGAGAAGGGCACTTATCTTCATCAGGATGCCATTTGGGTTAGCTGTG\nGTCCCTAACAATACACAACAATATGTTCCCCACACAGCCAACCTTTCTTTTCTGCTTCCT\nGAATTATCGGCGTATCAGAGATATTCACTGGCAGAATTGTATAGTAAGTCCCGAATTGGG\nCAGTCATATTCCCAGTAGCTTTTTCTGGGACTTACAGTTGATGCCAGCAACACTTTCAGT\nTCAGTTCCATAAGCCAGTGTTGACTGGGTCATACCATATATGCATCAAAAATATGAGAGA\nCTCAGACAATTGATATTTGCTAGTGTTTCTGCCCTAGATGTCTGACTACAAATGGTCATG\nAAACATTTGTCATCTTTGTAGTTTTACAAACTAATGATAAATCCACAGAAAAACTAAAGG\nCAAGCTCTGAATAAAAAATAAAAAAATTTTTAAAAAAACCTTTTTTACATCCATAGTCAT\nTTAAAATGAAACCAAAAACTGTCATTGGCTTGGAGGCTGCCTCTAAAGCACCTTTGTGTA\nAGAGAAAACATGGCTCTATCTGTCTTGCCCATAGAGAGCCCCGTAGAGAGGGGGCTGCTG\nCCTTCTGTGAGGACTCCGCGCTTCTCTCTCACTGCTGCTCCCCATGGGTTTCTGCAGTGT\nGCTTCTTGCTTGCTGCTCTTGGTCCTTCTCAGCTCACAGTAGTTCTCAGAAACCTTTGCC\nTCAGACTTAGCAGCTTCTTATCTACCCCAGTCCTTTGATCAGAGCAAACCCAGTATTTAG\nGTGCACATGCCCCTGTGATTTTGTAGCCCAGTGTTCCATTGCCAAAGCAGCTTAGTCAGG\nTACAACTACATGGGAGCATATCCTAATTAGACCTGTGGATGCAAGCTAGAAGCAAGCGAG\nCCACCTAGCAGTCCGGCATGAGACACACAGGGTGTTGTGACTTAATCGTAGTGTTTAGGG\nCCTGCCTTAACCTCAGACATAGGCATCCTCTTGAAGGTAGCCTGAGTCTTCTAGCCCTAG\nCACCTGCGTTAGCCACGATGTCTTTAACAACTTCACCAACCAGTGTACTCCTCAGAGTTG\nAAAACAAAAGAGCACATTTAGTGCCTTCGTTTCTTTTCGACCCATCCTGCCAGCTCTGTT\nTTTCCAACTTCTTGTACTCATTTTCTTTTTAGTTTCTCTGACCCCATTAATCTGTCCATC\nACTTTGTTCTCAAAAGTTTCTTTGAAAGTCCCAGCATCTCCCTTTGTTCTTCTCGTTTAT\nACTGCCCACTGTACAGGCCAAGTAACACTTGTAAAACCAAATGTTGTAATGTCATTTCCC\nATATTTAGCTGCTGTTTATTGACTAAATCAAGTCCAGCCCAGTCTCCAGGTTCTTCCAGA\nCTGCCCACAACTCGGTTTCTCTCCTTGTAGATGTGTTTCCCAGTGCTTCTTGCTGGGGGA\nGCCATTCCTTAGACACTACTCATTCTTGGGTTTTGGACTTTAAATTTTGTACTCTCTCTA\nAGGCTTTCTCTTTCAATTCTTTTCTGGACAAATCCAAGTCGTGTTTCTGGACAGGCGAAA\nGTATCAACCACCTCAACTGTGAGACTTTCTTGAGATGCCCAACTTTAATGGTTGCATTTC\nTCTGAATTCCCACAATACTTGTTGTCTCGCTATGGTGTAGCAGTAAGTCTTAACCATTTG\nCTTTGCTGTTAATGGTTTGTGTGGAAGGAGGCCTAAATTGAAGCAGTTTAGGAATTAAAA\nACTGTGCTGTTATAATCTCATTGGCAAAACAGATAAATGAGGATCTGTGGTCATCCGTTT\nGATATTTGAGTGTGTTGTCTTCCCAGTAAGACTCTAAGTTCCTATGGACAGAGAGTACAT\nTTTCTATTAATTTTTAAATTCTTTGATACATGAAACTATGCCATTCATATAACCAATAAA\nCCCAGGAAAGAAGGAAAGAACCAAAGAGTTTATCTTCACTTAAAAGGGTAGTTTTTTAAA\nACACGGATTGGAGGGATGGCTCAGTGGCTGAAGCCTTTGATCTGCAAGAATGAGGACTGG\nAATTTGGACATGCCGTACCCATACAAAAGTTCAGTGCAGTGTGTAACTGTAACCCCACCC\nCTGAGAGACGGAGACGAGTGAATCCCAGGGTCTCAGTGCCTAGTCTGTTGAGTCAAATAG\nCGGGTTTCAGATCCAGTAAAGAAAACCCTGAGCAATTGAAGAACATGCACCTAGACACAC\nATACACAGTTGAAACACAACTCCACATTGGATTTGTACAGAGGTTGGTATGGATGGCACA\nTAGCTTCCCCAGACCAAGCTGGAAAGGGCAGCCAAAATCCTCGAATCTGGAATGTAAGTG\nTGAACAGTAAGTAAGGTGACAGCAGCAGATCAAATGATTTATCTTGACCAAGGATGTATA\nTAGCTCTTGTTGATAAAACATTAAGGTAATGCAATTATAGAGCCAAATCTGTATCCAGCG\nAAGGCTCCGAAAACACGTGTTATTTTCTGAGAACGAAAAACAAGCTATACCGTATGCAAG\nAGGGTCTGTTCTCATCATCTTGGAAAGGTGAAATACGGTAAACTTACTGTAGGGTTGGCT\nTTGAGTCGGGCCAATAATGGGATCCATAGTCAGGCTTTGCTATTACTTCCTGTCTTTTCT\nATCTCAAGACTTCTTAGTATATAACTATGCCCACGGAGCTACGTGTATTGTTTAGCACTG\nATCCTCATAGCAAATCAGTACCTCAGAGACAGGATAGCAAACAAAAAAGTGTGGAAACTT\nGATTGGAAGCCTCAAAATATGAACCCAAAATTTTTCTGAAACTGATCTCAATTAGAAAAA\nAAAAAAAAAGAAAGAAGAAAAAAACTATAAGACCTGGTGCCTTTGCCCTAACACCCACTG\nTGCAGAGAGATGTGTTGCGGATGCGCTGTGAGCCCCTGATCTGTCCTGTGGGGCGGGGCC\nTGCTCAGTGGTTTGTTCTTGCACCGTCAGTCACCTCTGCAGTTAGGATTTTTTCCTATGT\nGTATGGTTTGTTGGCGCGTATATATGTACATCATGTGTGTGTGCCTGGTGCTCATGGTGA\nTCAGAAAAGGTCATTGGATCCACTAGAATCCACAGGCAGTTATGAGCTGCTGTGTAGGTG\nATGGTAGGTGAAGAGAAACTCATTGAGGTCCTCTGCAAGAGAGCAAATGCTCTTAACCAC\nTGAGCATCCCTCCAGCCCAGCTTTGCATTTGGATGGCTGCGAAGACCAAGTGGTACTCTA\nATTTCCCACAGAGTCACACTTACGCTGGCATTGGCAGGTGCTTTCTCCAGACTTACTAGC\nTAGGCATGAGTTCTGTAATCCCTGAACTAGTTTCTTAAGTTCATTTACCCAGAATCCCTA\nGCTTTAAAAACTGAGAACAACTCATTACCTTCTCAATCAAACATTTGTCTCAAGAGCAGA\nCAAGCATAGGTGAGTTCCATGGTGCAGTATTTGGGCAGAAAGGGGTGATATGATACATCC\nCACTTTATGCCGCTTGTCTGCGCTTTTGATGATTCTCAATCTTGAAGTTTTTGTTTTACT\nTGATATGTAACTTGCTGGCCTAGAGAGTAAGTGACTCTGACCAAAGATTTCCAAGGTAAA\nTTTCAAGTAGTGTTCCTACAAATCTGCCAGGTTTTTTTCTTTGCTGGAAAACAGTAGATT\nACCATCCAGCAAAGCTTGTCATTAGTCCAGAGATTAACGCTGTGCAGAGATGATTCACTT\nGAACTATAGCAGATGCATTAAGCAAAGGTAACTGTACCACAGCTGGCCAACGGAAAGTGT\nTAATCATATTTCCCACTCACTGTGTTATAAATGAGCTCTGCCGTGGGCTTTCTTAACTGG\nATATAAATTTAAATTAGCGTTGTTTAATTTGAGAACTTACTATCGGCGCTCCTCAGACCT\nTCCTTCCTGACAGGGATGCCATTGTAGCAAAACAGAATGAAGGCAGGCAGAGGATGTAGC\nCGTGTTCCTCCAGGCTCTGCTCCGCTCAGATCTCTGAGAATCACTGTGATTAAACAAAAC\nTGTCGAAACCTCACATTTCCCACAGGGTTGGAGGTAATGAAGGAAGCGTTGTAAGCGTGC\nAGGCTCCTGAGCACCGTTTAAGCTTCGGAAACATTACCTTTTCTGGTTGTCAAAGTCTCC\nAAGTCAGTAATTCTAGGGTTCAGAAGTTTTGGTCCAAAACTTTCTCAGTCGTAAATCTAC\nAGAATTACCTAAATATGTCTGGGAATCAATGTTATATATGTTTAAGGCCTTTTCATAATG\nGCCACCAACTTAAATAATAGTCCCACTCAGGAGCAGTCAGCTGAGTGGTACGTGGTTTCC\nGTACTTGCCTGCTGACCTGTAGAGTGGACTGCCTAGCTGGTTCTGACAGCATCTCACATA\nTCTAATGCAGAGAACATTCTTTTATCATTAAGCTCACGACTGCTTAAACTACTAAGTCTC\nCTTAAAGCCTTGATTTTTAGGGTGCATTAGTTTGTGAACTATACTAAATGATTGCTGCTA\nATTCACATCTAAAATGAGCTTCTGGACACTGTATATTTTGAGACCTGTCGCATTTAGTGA\nAGAAATCCTTCCTTGGGGCTGGCAAGATGACTTAGTGGCTTAGCAGGTAAGAGCACTTGC\nGGTTTAAGTGTGAGGACTTAGTTTTGATCCCAGTACCCACATAAAAAGCAGAGCATGGCT\nACACGTCCCTATAACTGTAGCACAATGGCAGGCAGAGACAAGTGAGTGGCTAGAGCTTGC\nTCACCACCAGCCTAGCAACAGGGTCAACTCTTTTATTTAAATAAGGATAAGGGCCTGGAG\nGGATGGCTCAGTGGTTAAGAGCCATCCCTCCTGTCTGCCCTTCTAGAGGTCCTGAGTTCA\nATCCCCAGCAATCACATGGTAGCTCACAACCATCTATAGTGTGATCTGCTGTTCTCTTCT\nTGCATGCATGTGTACATGCAAACAGAGCACTCAAATACATAAAGAAAGGACACCTGATAT\nCTGCCACTCACCTATGTATGTGTGCACACACTTGAGTACATACACCAAGCACACACAGGT\nATCAAAATAAAAATTAAAACAAAAAAACCCTTTCTTTACTTCTTTCAGGATAAGAATGCA\nCTAGAGCCAAACGGTTTCCATATGTGTTCTTCATGAACAGTATGTTCATGTTTGCCTCCT\nGTGTGTCAACGGTGCATGAGAGACATGAATTCTGCCCTTGCTAAGTTCCAAGTCTAGGTA\nAACAAGAGACATTGTTATTGGGGGAAGAGAGCACCCTCTGGCAGAGGAGCTCTGGGAGAC\nCTTATCTGAGAATGTTGGAGCCCTGAGAGAGACACTGTGTGTATTCACTTCAGAAAAAAG\nGGGGGTTCTCTATGGCTCTCTTACAGCTAGCTTTTGGTGCTTCTTCAGACCAGTATCTAT\nAAGGTGTTTGGCTGAGGTCTGGTCAAATTAACTTTGAATGATAAAATCCTAGGAGAAAGC\nTTGACTGTCTCATAGACTGTTTGAAGTGTGACATTTGTCCCGATTAACACAGCATTGAGT\nCTAAGAAGTGGAACTAATAGACTCCATCGTGAATGTAGTGAAGATATTTGCCCAAGTTTG\nTTTTCCTCTCTGCCTTACCCCTCAGGTTTGGAACTGATGTTATATTTACTGCAGATGTTC\nTATTCTTAAAAATCAGAAGGCTCCTTTCTCTCTAATTCTCTTTCTTTACTATCTCAAAGT\nAACCTGAAGTTCATGAGTATCTTCTCTATCACTGCTTTTAATTTCTCTAGGTAACTGTGT\nGTCCACACATGGCATTTACTGTTGTTTTGTATACTTAACAAATTGATGTAGCAGATTCCT\nATGGACTTCTGCCACTAGGTTTTACTTCCAAAAGTCCTGTTTCTTAAAGATAGGAGCCCA\nCAGTGATACTCTGTAGATTGTTCATGTTTAACTTTCAGCCACAGCAGAGTAAAGCCTTTC\nCTTTCTACAGACTTTCTTCAAGACAGTAAGATTGAGTCTCCCTCGCCCCCATCCAATGTC\nAAAGGTCGTCTTTTGTCCCCTGGCATTTATATCTGAGTTTTCCTAAAGGGTTCACTGGGA\nATGGCTAACAGGGAACAGTGGCGTCAGCCTCATTGGGCATTATCAAGTGGCTCTCACAAG\nCAGTATACAATCCTACTTCTCCTTATTTTTACCAGCTTTGGTTTCCACCTGTCATGGGAA\nGCGTGCTGACCGTTGAGTGGTCGAGTCCCTGATTAGAAATGGGTTGAGCCACAGTTAGTG\nCTGCTGCTGCTGCTTTCTCTCCTGTGAGTTTCGGTGTTTCCGAGCTTCCGGTCAGGTCAT\nAGTTCTCTTATCTGGGTCCTTTCTAAGTCACATGTGTTGCACAACTGCCAGTCATCTCCC\nTCTTATGAAAGCACAGTGCACGCTGCCTCTTGTCATGTCACACTTGGGATGTGACCGTCA\nGGTTTCTTTTCCTTAATGCTTCATGTTTCCTAATGTCCATTTTTGAAAAATCCCTTCTGC\nTCATACAATCTAATAGTATTCTCTTACCTCCCCCACCCCCCACCCCCAAAAAACCTCTTA\nGAGATTTTTAGATGCGTCTGTTTGTGTGGTATGTGTGTATGTTTGCTTGTACCTCAGTTG\nGTACAGTGCTTGCCTAGCATGTACAAAGGCCTGCGTTTGACCCCCAGTGCCAAACAAAAC\nTGCATGTAGAGGTACGTGCCTGGAACCCCAGTGCTCAGGGGGTGGAGGAGGAGAGTGGGT\nTCATGGATATCCTTGCCCACATAGTGGGCTTGAGGCCATCTTAGGATATATGAATGTCTC\nTTTGCACAGGAGTATATATGAACGTTCTTCTCTGTTTTGAGAATCTCTAGACTTCATCAT\nGACCATCAAACAGTTGTGCAGTTAGCTCTTTCTTTTAGATGAAGGGTGGCTTTCCTCAGA\nGTAACTGCAAGGTATTCCGTTATCTTCTCAGTTCAGCTGCCGGGAGTCTGCTCTCAGCCT\nGGGGCTTTTGTAGACAGTCTCCGTCTATTCCAGGTACTTTGGAGATGTCTCTGCTGCTGA\nTGGAGATGTCTCTGCTGCCGATGAAGATGTCTCTGCTGTTGATGGAGATGTCTCTGTTGT\nTAATGGAGATGTCTCTGCTGCTGATGGAGATGTCTCTGCTGCTGATGGAGATGTCTCTGC\nTGCTGATGAAGATGTCTCTGCTGTTGATGAAGATGTTTGTGTTGTTGATAGAGATGCTCT\nGCTGTTGACGCTCTTTAGCTCCTTTATCGCGGGCCTAGGTGTACATTTGTGTTTATTATT\nAATTTGGTGGCCATGAAGAGCTTATGATTTAATCTGGACATCTTAATTTATTTTTTTCTT\nGATTTTCTGGTTTCTCTTCCTCTGAAACATCTCTGTTTATTAGACCTTTTGGGGTTGGGG\nAGTTATATGCTGTATCTTACATTGTATCTTTTTTGTTTGTTTGTTTTGTATCTTACTTTG\nCTTTTGCGTGTTACAATGTATTTATTATTTCCCTGTCTTGATGATGTTAATTCTTTGATT\nAACTTATCCTTTGAATTTTTAAGTTTATTTTTATTTTATATATTTTATTATTTATTTTGT\nGTGAGATGGGGTGGAGACTGAGAGTGTGTCAGAGACTATGTGGCAGTCAGAAGACAATTT\nATAAAGATGACACTCTGCATGTGTTGTAGAGACCAAACCTAGGTCGTCAGGCATATGCAG\nCAAGCCCATTAACAGGCTGATCCATCTTGCTGACCATGCTCTGATTTTTTTTTATTTCAA\nCAACTATATCTTTTTAATTTCTCTAAACTATATTCAATTCTTCTTTTGCAATTTTTCTTG\nATTTTATGTATGTGTGTGTGTATACACTACATATATGTAATATATATGTGTGTACGCACA\nCACTCATATATGCACACACATGAGTTGGTGCATGTGTGGAGATTAGAGGACAACTTACAG\nGAGTCAGGGATTCTCCTCCCACCATATTGATCCCAAAAATCTAACTAGGGTTATTAAGCT\nTGGCAGGAAACTCCTTCATGATCTGAGCCGTTCTTTGACCATGACTTACTGTTTTCTGGG\nTGAATGAAATCCCTCCTTTGATATCTTAAGCAAACTTCCTTGCTATGCCTCATCTTAAGT\nTAGCGGGAGTCTGATTCTGATATCTTACGTCTGGCTTAAGGCAGATTGTTTCCTGCATGC\nTTTGTTGTTTGAGAATAATTTATATGTAGTGGGCTTCTCCTCCTTCCTTCCTCCGTTTCC\nCCCTCCTCTTTTTCTGTGACACCGATTGCATAAGTCCTCATCAAAGTCCCCCTTCTCTCC\nCTTTTGTCTGGACCCAGGGACACCAACAGCAAGGCTTATGCTCATCTCTAAGTTCAGGAT\nAACCGCAAAACCCAAACTTCTTCCAGCTATAATGCAAACATTTGTCACTTTCAAACGTCC\nCCTCTTGCACAGGCTGGAGCTGGCCTGTTGCTTCCTCCCAGTGTCATTAGTTGGTCATCA\nCTGTCTCCACAACTTCACGCAGAGGCTTGGCTTTGTATCTAAGTCTCCTAGGACCTCATC\nTCCTTCCCCCTCATCAGTGTGAAGCCTGCATGTCCATGATTATTGAGACTGCAGCTACCT\nGGTATAGCTTCAAGGTGTACCTTCACTTCTGTGTATAACCTTCTCTGTATTCAAATATCC\nTTCCTCCCTCCCTCCCTCCCTTCCTAGCTTTTGGGAACATTTGTTTTATTCTTTGACAAT\nTTCGTGCATGTGTATAATGTGTCATGATCATATCCAACCCAGATCCTCCCTGCCACCTTT\nATTCCACACCCCAGCACCACCACATGCTGCCTGCATGCTTTTATGGATGTAGGGTAATCC\nACTGGAACATTGGCAACCTGTTCTACTCTGGCAGCCATCAACTGTCAATGACTCCTGATC\nTAGGAGTGGGGTCGCATGAGCCTTTTTCTCTGATGGAATGAGTTCTGGCTAGACCTTTCC\nCAGGTAGCCAGAGCAGCTCTGCGTCAATGAGGAACAGTCATGCCTAAAGAACAGCATTTC\nAGAACACTTCTCCTGCTCTAACTCTTACATCCTCTCTCCTTTCCCATGATGCTTCTTGAG\nGCTAGTGGAGTTTGATATCAATGTCCCACTTGGCACTAAGCACTCAACCCTCTTTGATTT\nTTGGCACTTTGATCAGTCATTAGTCTCTGCAGTGGCTGCTTTTGTCTTTCTTCAATATCT\nACTTTCTCTTAAGGTTCAGCTCAGCCATCACTTTATCCAAAAGCTTTCCCCAAGTGCCTA\nCCCCTCTAGCCAAAGCATGGTAAGATGCCCCCTTCTCTCTCATCTTCTATAGGTTTTGAT\nGTATTAGCTTGATCTCTGCTGTGTTGTTTTGTTTTAATGCAAAGTCTTGCTGTCTAGTTC\nAGCCCAGCTTTGAACTGTCAGTCCCTCTGTCTATGTATGTATTTATTTATGTTCCAAATG\nTTTCCTCCGTCACACCCACCCCCTAGAGTTCTTTACCCATCCCCTCATCCTCTGAGAAGG\nTGCTCCCTCCATCCCTCAACCCCACCCCCACCTTCACTCCACCACCACCATCCCCTGGGC\nATCCCCTTCCCTGGGGCATCAAGTCTCTACAAGATCAGGCACCTCCTCTCCCAATGGGGC\nCAGACAAGGCAGTCCTCTAGACATATGTGCTGGAGGTACGGACCAGCAATGCTCTTTGGT\nTGGTAGCTTATTTCTCTGGGAGCTCCAGGGGTCCAGGTTAGATGACACTGTTGGTCTTCC\nTATGGGGTTGCCACCCCCTTCAGCTCCTTCAATCCTTCCCCTAACTCTTCCATAGGGTTC\nCCAAGCTCAGTCCAAAGTCTGGCTGTGAGTATCTGCATCTGTCTCAGTCAGCTGCAGGCA\nGAGCCTCTCAGAGGACAGCCGTGCTCCTGTCTGCAAGCACAACATAATAACATCAGTAAT\nAGTGTCAGGGTTTGGTGCCTGTGCATGGGATGGATCACAAGTTGAGTTGGTTACTGGATG\nGCCTTTCCTTCCGTCTCTGCCCCATTTTTGTTTCTGCATTTCTTTTAGGCAGGAATAGTT\nCTAGGTCAGAAATTTTGAAGGTGAGTTTGTGACCCCCATCCTTCCATTGGGGGCCCTGCC\nTAACTCTTAGGAGTGCTAGATTTACAGGCATGCACCACTATGCCCAGCTTTCTACTCATC\nCTAACCTGTATTTGCCTTTATCTTCCACTTCCCCACAGACTCTTTGAGAACAAGAGCCAC\nTTACTCATCAGCACCGAGTAAGCCCTGGTACATGAGGTGCTGGATAATTATTTCCTGAAT\nGAGCACATACTATTTTTCTAACAAGGCCACATGATGTCAGGGTTCAAGATAAGAAGCATC\nACCCTGTTTATGCACAGGTCAGACAGCATCATCCACTTTAACAGTCCTTTAACAATCAGC\nAGAAAGGGTGAGAGAAACTGTATGCTGAAGCAGTCACATCTCAAAAGACTTCTTGTGATT\nTTGTGTCTCACAGTGTACTTGGAAGATTTGTGAGTGTACAGAGGCCAGTGATAGGAAAGA\nGTTGGGGCATTCAGAGGCCTGGTGGCATTGGAGTATGTGGTCTAGTGTAATTGGTGGTAC\nGTGAAGACCTGGGCTTCCTCCAACCTATATAAAGCTCTTCGTGGAAGCACTTTGGTCTCC\nAGAAGTGGGTATTACTCAGGTACCCATGGGACAAGCTGCCTTCTGAGTCTGTGTGTAACC\nACAGTGAGGGCAAGGACTGCCCTAGGGCCTTCATCTGTATCTTGGGAAGCCCCATTCCCT\nGAAACTCCGTGGCTTTGCCTCTCTTTGCACATCTCCTCATCTCTATCAGCTGGGCTCTTC\nCTCTAGCTCCCCCACTCCCTGCCCCCAGCTCTGGCTTTATATCTGACATAGCAGGGCTCC\nCCACATGGTGATTCTAACGCTCTGCACACCACACTTTCATTGTAGTTGCTCGCTGTGCTG\nGGGGAGGCAGAACCAGGTCCTGCTCTCCTCTGCTAGCGTGATGGGCTTTTGCATCACCGC\nACATCTCCACACACCATCGGCTCAGCTTCCGTGTGTGGCTCCTCCTCATCTATTCGGCTG\nGTCTCCACGGTCAGTGAAGTAGCATCCACAGGGCAGGAAATCAGCCAGATTCATCCAGTT\nTTCTCTCCCCAGATGTCGCCACACTTCTCTTGAGTGTGGTTAAAAACAACATCAACATTC\nTCATCTTTGACGTGGAAATAATTACATAATCATTGCTTTGCTTCTGTTGAGGATCTGACC\nGTTTTCCTCTTACAATACCTATATACTCATCTACAAAATCAAAGATTAAAAACCCAGTAA\nTTTCTATGGAAAACAGTCCTTTCTGGCTGTGCGATCTCAAATCAGTTATTTAACTTGCAC\nATCCTTGGATCTTGTCATCTGTAATTAAGATCACAATACCCACCCCACTGGTTATTGTGA\nAGATTAAATGATCCCTATAAACTGCTTAGCACATGGAAAGCCTAAAATAATAGCCTTAAG\nAGAGCAGAAGAGGCTGAGATGGGTGTGAGTGTCTTTAATTCCAACGCTGAGATTAACTCT\nGCTCTTAAACACTCTTGGCTACAAGTGGTCCCCAGTTGGATCTCTACTACAAATACTGTT\nGTCCCTAGCCCCACCCCCTGCCCCCGGCCCCAAGGCTTAAGGAATTTGGCATGTAATGAA\nGACCCACTTTTCACATCTTCTCTATACAAACCTTAGTTTCCATTTGGCAGCTTGAGTTAT\nAACTGAGTCATTGTAGCTGAAAGTGTACAATCACTGCTGGCCAGAATCCTTAAACCACAG\nGAGACTGAATTCCTACCAACCTCCTTCTCCTCAGTGTGTGCACGGCGCAGTGATGTCCTG\nTAGAAGTCAGTGTGTGCATGGCGCAGTGATGTCCTGTAGAAGTCAGTGTGTGCACAGTGC\nAGTGATGTCCTGTAGAAGTCAGTGTGTGCATGGTGCAGTGATGTCCTGTAGAAGTCAGTG\nTGTGCACGGCGCAGTGATGTCCTGTAGAAGTCCATATCCTACTCTGTTTTTCCAGTCCAG\nAAAAACCCGAATAAGCAGTCCCTTGAACTTGTTTTTGGGGGCCGTGGCCAGTCTGCTGTG\nTTGGGATTGTCAGACACACTGCCCAGCACCAGGCTCTTTGAGGATTATATTAAAAGCCAC\nATTCCAGGGAAGGATCTGCTCAGCCACCACAAGCCTATTCATTATTTATAAACAATTAAA\nGGGCATGGTTCAAATGAATGCAAGCATCTGGGAAAGTCATTATTCATGTACGAATCTACT\nCAAGCATTTGTCATCTCCCTGGTGACTTAACATACTCTCTGTGCCTTGAGACCTCAGATT\nATATTAAGCAAAGTAGATGCTTAAACTCTTTTATTTAGTTTAATCGTTGGTCTCACTCCA\nCTTGTTCAGATTATTTGGGCTCGTTTAAAATTAGCCCTCCTGTCTCCTTGATACATTAAA\nATAGGAAGGAGGGAAATTTCGTTTTAGAACCTACTGCATTCCGAGGATGAATGCAAATTA\nTCCTACTATGATTCTTAATGACCCACTATTAACATAGTAGGAACCCCAGTGCACTAATGC\nACTGCTACTTTTCACATCATTACTCCTAATGGAAGTGTTACCAGGATAATAGCTTGACCT\nTTAGCTATAGATTCTGATAGCAAAATATATTCTGCTTCTTCATACCTCTATTCACATAGC\nGTATCTGCCACTTTCACATCAGCGCCATGACGATCTTTCGGCCTTGTTCTGAGGTCTCAT\nCTGCGGTTGTAATGGAGAGAATAGAATTTCATCTTCAATAGGTAAATTCTAGTTAAAAGT\nCCCTTTGAAGTTCAGATGTAATCCATGAGCCAGAATGTCAATAATGTGCCTAGCGGAAGT\nATTTGTTTGTGTAGGCATTTTTTTTTTTTTAAGAAGCCCGTGCTGTGCCTTCAAAGGTCT\nTAGTCATGGGCCCATGGGATGGTGATTTCTCTAACATTTTTCTATTGAAAGCAGAAAAGA\nAAGCAGAAGTGTTAACTGAAAGAAGGAAAAAGTAAGCAGGAAGTGTTGCCTTTTTAAGTG\nACTGATGACTAACGGAGCTCAAGGTTAGACTGTAACTCTCGGAGCTGCAGCCCTGCGGGG\nAATGAGAGAGAACTTTCCACAGCCTTCCCTTGGGTTATTCTGAACCGGCCGTTGGCACAC\nACAGAGCCATTGGCCATTGGCATAGCTCGGGTCTACTTTGTTATTTTGGAATCACAACTT\nGCTAATGTGTGATGATTTGGGCACAGACATTTTACAATCTTACGAAAGGAGGTTGCTATG\nGAAATTAATTGTGTACATAGCATTCTAAGTGAAAAGATATTTACCCCATCATTTCTGTAG\nTATGCTTTTTATTTAAATGAATAGAGTGTTAAGTACAAATGAATTGTTTTGTAAATTTTA\nTTTATTAAATCAGAACTTCGAGCACCTTTTGACAGTTCTTCAACTAGTAAATGTTATTGT\nGGGCAATTGATCATGGTGAAGCCTTTTCTCTTAACATATGTTTTGCTAATTAAGACTTCC\nTACTCATTCAGAGAGGCCATTTTCCAATTAATCCACATTTTTTGAGCTCCTGGCTTTGCT\nAACATTAGCAACAAGACTGGGGACTCTGCGCCTCTCTCGCCTGTTTCTTGAGCTTCTTCA\nCTACACTGGGTGCTTTGATGGAGACAAAGAAATGAGCCTGGCATAGGAAGTTGAAGAGCA\nCATCTGTGCCCCAGGAATATGGTGCCTTTCCTCTGCTGTCTGCTCTCATTTGCCCTGCAT\nAGCCTGCTGTGGCTCGCCTGATTCACATAACCCTACTCCTGATCCTGCTTTCTAACCATC\nCCTCTTCCACCAAGTCTGTGACAGACCTTTCCATTTAGACTCTCGGGAGATCTGCACATC\nTCCCTCCAACACCACATCATCTGGCATGTATCACTCCTCTGCGCACGTAAAGTCCATCTG\nGTCCCTGGCCTCATGGTGTCAGGACCTCAGTAGTCACTGCCTTCCACTTCTGCTTGGTGG\nTCCCCACTCAGCCAGCACAGCTCAGCATCGTTCCACCTTTGCTGCTTACACTCCAACATC\nCCATTAGACTATTCTAGGTGTTCCCTACTGCCATCTAACCCTCACCTGCCGACCCACTGG\nTGTCTCCATTTACTGATCTTTGTAGCATCTTGGAGCCTGTCTGTAAGCCTCTCTGCTCTC\nCTTTTCCTGGCCTCTTCATGTACTTTAAGTCTCCATTGTGCTGCCGAGCTGGTCTAGCCA\nATCCGAACACTAGTCCATCCCTTCCAGCCAGAGCCCCACATAGACTGCTGCATCCCACCC\nGGCAACCCCCAGTAGACTGCTGCTCCTGTTCACTGTTTGAAGCCTTGCTGCTTGGCCTCA\nGTCTGCACTTGCCCGTTGTCAATAAGTTTAAACCTTCCCACACTCTCCGCCTCCAAGGTG\nTCTCACCACTGAGCTCTCTGAGCCCCCGGAGCCTGGAGCCTCCGGCCTAGAGCCATTCCT\nTGTCAATATCCTCAACCTCTGGCCTCCCCTCCGTTTGGAGGTGGCCTCGGTACTTTAGTC\nCTCTATCACATCACCCCTAGTTCCTCCAAGATGGGCCCTTGACTCATTCCCTCCTTTCTC\nTTGTGTCCTGTACTCAGCTACCGTGTTGCCTGTTCCCACCACCTACAAACCACCCTTCCT\nCCTCCCTCCCCTCTGAGCCCAGGTGTTTCTAGAGGGATGTTGGTGGCTCTTCCCCGGATG\nGCTTTCAGAAGACTCTAATGCTCTGGGAACCATCCCTTGAGAAGGCTTTCTGCCTGAATC\nCTGGCTTTGTGGTTATCCTGGGCTTCTTAGTGGGCTTCTCTGCCTCTGTATTTATTCCTG\nGTGTTCTCCACAACCTACGCTGTCAGGTGCCCTTCATTCTGTATGTTCTTTCTTCTTAAC\nAATATGTCTGTTTATTGTTTTAACTACCACATATGCAATGGGCTCTTTTCGTGATCGCTG\nAGTTTAGCATCCACAGATTTAACCAAGCAGGGATTGAAAATAGTCAAGGAAATAAATAAA\nACAGAAAACCTTTGATGCTGACACCATAGTTTAGTGGTAAAGCACACGGTTTAAATGTGT\nAGACTTCTGGTGGTGCATCACTTGGGAAGCAGAGTCAGGTGGTTCTCTTAGTTCAAGGCC\nAGCCTGGTCTACAGAACAAATTTCAGGACAGCCAGGGTTACACAAAGAAATACTTTGTCT\nCAAAACAACAACAGAAATAAAACCAAGCATGTAGACTTTTTCCTTGTGATTATTCTATAA\nATATATGGTGATAGCATGATGATAGCATGCATAGGTAATGCATCAGCTATACGATTATCT\nCCCAGGGTCTTGGAACTGGTCCCCACAGACCCAGACCTGACAGTGTCGTTCACCCAGCTT\nCTTTGTACCTCTCCACCCCAGGTCTACAATGCTTTTACCTCACACACCTGACCACAGAAT\nGTCACTCACCTACCCTAGATGCTTGACTACCTGGGACAAGTATTAACTCCCAGAAGGACC\nCCCATCTCCCCTCTGACCTGCAGAGCCATCCTCTCCATACCTGGTGTCTTTTCCTACACA\nACTGGACTGCTTGCATCTGAGTTTACACATACAACTTCTTTCCTCTATTTCCCTAGGACA\nTGATTTTAAATGTAATATTGCTGAACAGGAGTCTAACCATTTTATGGGTCTCATTATATT\nTTATTCTTATTTCCCAATAAAAATTTCCCAGTCTTATGCTGCTAGTATAGTGATACTTGC\nCACAATTTTGCTACTATCAAACACAGCCTTTTTGAAATTGTTTTTCTATCTTAGGATAGG\nTGTGCAAAGTATGCTTTGCAGTCCTTTGATTTACATATTAGTTGAGCCTTTTCCCTAGTA\nTTTTATGCTTCAAATACACTATTGATCTACAGGACTATTGAACTCTTGTAAATGAGTGCA\nCTCTTTAAAGATATTGAACATTCTGCCGCATATATAATGTGGCCAGGTTTCGTAGCTCTT\nTTAAGATGTTTGCTTTTCACTGAATGGGAATTTCAATTTTTGTGTAGTTAAATCTGTCAA\nTATTTCCCTTTGTCATTTATTTTTGAACGAGACCTTTTAACACATTGAAATTACCAACAT\nCTTAAATACCACGAAGGCAGTGTGACATGGCGGCTTACTGACCCACAGGCAGCGAGGTAA\nAAAGGCGGGTTGAGAGTGCTCAGGAACAGAAATGTCAACTGCACACCTCACATGTGGTCA\nCACACTGTGTGGCTTTCTTTCCTGGGGTCATTGTCCTGCCTCTCTTTTGTCCTGCCCTGG\nGACTCTCCATGGCTTAATAGGACAGATCTTTCCTCATATCTCATGCAGTGTGCAGGATGT\nTGATTCCTGCTTGGACTGAGGCTTAGCATTTCAATAAGATGGACAACAGGATTAGTGTAG\nTTGAGCAGCGTGTCCTTGGGGATCATCGTGAGAACATCTCCATGCAATGCTGCATTTGAT\nTTTAAATTAACAACACAGAGGACGTCATTTAACACATATTCTCAACTCTGTCACGAATGG\nGACTGCCTAAGCTATATGAAACATTTTCTTTTCCCATCAGACACGTGTACACAAAAGAAG\nAGCAGTTTCCACACTGTTACTAACCAGTTCCATGTTGAAGCATAAGCCATCATGCATAGC\nCAGGGCTCAGCTGCTTGCCATATTTACCTAAAAAACATAGTGCTGACATGGAGGATGGTC\nTTAGCCAAGGTTTCCCTTGCTGTGCAGAGACACCAAGGCCGTGGCAACTCTTATGAAGGA\nCGACATTTCACTGGGGCTGGCTTACAGTCTTTTAGAGGTTTGCTCCATTATCATCACTGC\nAGGAAGCATGGCAGCGTACAGGCAGGCAGGGTGCTGGAGATGAAGCTGAGAGTTCTACAT\nCTTCATCTGTAGGCAGCAGAAAGAAACTGACACACTAAGCATAGCTTGAACATAGGAGAC\nCTCAAAGTTCACCCCCACAGTGACATGCTTTCTCCACACCTCCTAATAGTGCCACTCCCT\nTTGGGCCTAGCACTCAAACATTCGAGGCTGTGGGGGCCATTCCTATTTAAACCACCACAA\nGGATATACCCTACGGATCTGACATTCTTAGGAATTCTCTTCAGGGCTGAGGAACTAGCTT\nGGAGAGCGCATGCTTGGCATGTGTGTGTGTTTAGGTTAAATTCCCAGCCCCAGAAAGAAC\nGACAAAAGACAGGCTTGTTTTCTCCTTGGGACTATCTTCCTGTTTTGTTCTGCACCCCTT\nTGTTGTGAAAGTGTTTAGTAGAATTTCTTGTTTTCTTTCAGTCTTTACAGAAAATTACTG\nTACTGCGAATCATGTGGATAAACTTCCTGGCCCCAGAGACTGGGTGCAGATTCTGCAGGA\nTCAGATTAAACTGGCCAGAAGAAGGTTGAAACGAGGCTCAGGTATGAACAAGCTATAGAA\nGTCATTGCGATGGTGCCTTATTCAACCTTTATGAAGCACAGTGCTTTCTCCCTGGGGTAT\nCATGGTATCTTTTGTCTCTGGAAGGAGATGTTCAGTGTAATATGCTGTGTTGGCTCTAGT\nGAATTTTTAAAGTTGTCTTAAGATTGAATAGTAAAAATGATGTAGGCCATTTGCTTCTAA\nTAGCACAAGAGGAAAAGATTACTAATGTCATCTGTGGTCTAATGTGCTTCACGGGGAGAA\nCTGGGTCTTCTGTAGTTTGCTTTTATCTGACTATTGATTTTTGGTTGTTTATATCTACGT\nGAGTTTCTAAAAGAACTAATTCCTCAAAGTTTAAACATGAAAAAAGAAGAAGAAAAAAAA\nGTGGAAGGCACACACCTTCCATGCCAACACAGGAGACAGAAGCAGAAGGCTCTCCATGAG\nACTGCGGCCAGCCTGGTCTACAGAGCGAGCCTGGTCTACAGCCTGGTCTACAGGGCGAGC\nTATAGGACATGTTTCAGAAATTAAAATAAAATAAAATAAAAAGGCAAAATTCGTCCTTTC\nAGAAACACCACATCAAGTTGGAAGGAATTTAAGGTGCATATCTGTGTGTGTGTGTGTGTG\nTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTTTATGTGTGTGTGTTTAAAACTTGAGCTT\nTGGCAGCTATTTTCCTAGGCAACGTGAAGACCCATTAGATAGTGACTATATAGATTTGGT\nCACCTGGTCTCAAGCCTCTCGAATCTGACCTCCTTACCAGCTAGAAATCTCCTTAGATTG\nACTTCCTTCTCTCACCCAGGAATGCTGCTCTCTGCTAGATCACAAATCGCTTAGGTTTTA\nTTTATAAACTTTATGTACATTAGTATGTAAGTTATCAAAAACAATATGGTGGTTCCTCAC\nAAACAATACAAATAAGGCCTGGGCGGGGGAGGGGGGCAGCTCAGCTGGTCACATGGTTAC\nCTTGCAAACACTAGAAGGTCCCAGAACACAAGTCAGATATAAATAAGTAAATCATAAATA\nAGCAGCATGCCCTGTAGTCTCAGCCCTGAGTTTGCAGGGTGGGCTGGCAGCCATCTTAGC\nTGGCTTGATGAATTCCAAGCCAGTTAGAGACAGCACCTGAATAACACAACACCTGAGGTT\nGTGCTCCGGCCCCACACAGCACACACGTGCACACGCGCACACACGTACACACACTCACAC\nACACACACACACAGAGGACCTACTAAACTCATTACTGGTATATCTCCAAATAAACCCAGG\nACATTAAAGAGACATTTGTACTCCTGCATTCATTGAAGTATTTTTCCTAACAGCTTCTAA\nAACATAATCACCATAGACATCCACGTTACTGGGTCAAGTAATAATGAAAATGCGCTCTCC\nATACATAACTAGACGAGTTTGAACCTTTAAAAAGAAGGAATTTTCTTGTTTGTGTCAACA\nTGGGAAAGCCTTATGCTAAGTAGGGTAAACCAGTGCAAAATTACAAGTGTCGGGGAACCC\nCACTGAGGACTCTGATGAGGTAGGGCTCACAGAAGTAGAGTGTAGAGTATAGTCAGTCAC\nCAGGAGCCCCAGGGTCTGGGAAGATGCCAGGCAAAGGAACAAAATTTCAATTCGACAGAG\nATGAAAAAGTGATCATGTGATGTGACTAATAATGTTATTATAATATACTCAAAAATAATC\nAGGTCATTCTTACTCTTGCTTCTCTCTCTTGCCTCTTTCACTCTTTCTCCACCTCTTTCC\nTCTTTCCCTTCTCCCCTCTCTCCACGTGGTCATGGCCGGCCTCTGCTTCTCTACTCTCTC\nCTTCTCTGCCTCTACTACCCTCTTAACTCCCCTCCCCATGCTCTCAATAAACTCTATTCT\nATACTATACTACTACTAATAATAATAATTGAGTCACATCACATATTTTCACAAAGTATAT\nGATACATAGATTTTTTTGTATATTTAGCCATTCTGCATGTGTACTATTTCAAAATACCAT\nGCTGTATATCATAAATATGTATTTTTTAATTAAAAGAGAATTTATTAAAGTGTGCTTTCA\nACTTCTGTTGGTCAGAGTAGTCCAGTGATGGAGAGGCTCTGAACACAATAGTTGCCCATA\nGAGGAGCTAGAGACCCCAGCAGTCCTAGTCTCCATGAAGGCCTGGGATTCCTGGAGGGCA\nTAGACTCAGCCTACATTGGAATCTTCTGATGTCAACAAAGGAATGAGCACCAGCAGCCAC\nAAAGTAGAGGAATTCACACGTGAGACTGAAGGCGAAGAGGAGAATCACTTAGTCCTGTGA\nTTTTATCTGGACAGCACTAGGAAGTGGATCTTTCCACATAAATGAGGCAGATTCCCACAG\nGTCACTTGATCTAAGCAGTGCCTTGAGGTTCTTCCAAAGAACAGCTTGCTGTGTCACCTG\nTGTCACACTGACAGAGTTAACACCACATTCCTGTACTAGTGTTGGCCCTGCAGAAAGGAG\nCTACCTTGGCACATGAACTTACTTACTTCTTTTTTATTATTTTTATTTTTATTTTTAAAC\nTTATGCATGATTTTTATTAGTCAAATGAAAATAAGACCTAGATTGTCTTGACAGCAGGCT\nTTGGGCTCTGTGAGGCTGGAGCAGACAGTTCGGAAGGTAGGTGTTGGGAACTGAGCTGCT\nCCTCACGATGTGAGGAGCATGTGAGGGTACTGCTGCCAAAGGCATCTCAGAGCCTTGATG\nCTGCGGTAGCAGAGCATCTCCGTCCAATTCACTTTAATGAACAGGACTTTATTGGCTCTC\nAGCTCTGGAGGCTAGAAATCTAAGACTGAGGGCTTTTCTTGCTGCATCAGCCCATGCAGA\nAAGACACAGAGACACAGAGAATGTGGGAGTGAGACAGAAGAAAGCTCTGTGTGGGCATGT\nGTGTACATGTGTGTATGGGTGTATATATGGTATGTATGTGTGTGTGTATGGGTGTGTGTG\nAGTATGGGTGTATATGTGTATGTGTGTGTATATGTGTACATGTGTGTATGGCAGTATGTG\nTGTGTGCATATATGTGTATGTGTGTGTGTATGTATGGGTGTGTGTGTGTGTGTGTGTGTG\nTGTGTAGTCACTCTTCCTTGGTGACAGCATGAACCCACTCTGAAAGGCAGGGCGAGGTTG\nTGGCCTGACCACATCTCACCAGGCTTCTCCTGCTGGCTCTGCTGCCCCGGGACTGCGCTC\nTTTGAGATGCAGCGTCTTTGAGGGACACATTCAGACCAGAGCCATCTTTAATAGGTGCTT\nATCAGCTGAAGCCTTCCCAGTGCAGCCCTGTCCTCCAGCCTCAGGCTCTGCAGCCAAACT\nGGCCTTCGCTCTGGTACTAAAACCGCTGCTCTCTCCACCTTTCCCAAGTGCTGCAGAGCC\nTCCCTTGTCCTAAAGCCTTCCGTAGAGGCCCCAGCACATTCACTTCTGTCACCTCTAGAA\nTCCCTTTCCTGTTTCCTGCGAGCAGGGTCTGCTTCTATGCCGCATCTGTGTCCCAGATGA\nCATAGTGTGGCAGTGCTGACTCTCGAGACATGTTTGAGTGAATCAGTAAAGCATCAGTAA\nTTCCAGAGAGAACACAGTGCCATAGCAGCACTCTGGTTTTCTAGACAAACTGTGACCTCC\nTGAAGAACACTGCTGTTTTCTCTATTATGGCTCAAAGGTTTATTCCACTCCCTGTGAACA\nCATGGATGGCAGTGTCCCTGACCTGAGGACCCCTAGTGTCACTCTGTGGCCACCATTTTA\nGAATCCCTCTAATTCTACTCTACTAGTACTCTCTCCCCTTCTCCACTCCAGCTATTGTGA\nGTCCTTCCCAGTCTCCTTCCTCTCACACATCTTCCAGAGAGTCAGAGCCTATGCATCCTG\nTGGGCTCACTTGGTGGACAGCTGGGAAATATCCAAGACTGACCTCCTACTAAGCTGGCTC\nTTCACTTGAGAACTTCAGGGCTTCTGCTTCTGCCCCACATAACATCACAAAACACCCCTC\nCCCTGTATGACCTTCCACCCCTCCCACTCCTGAAAGGGGTTAAGATAGGAATAAAAAGGA\nGAGAAAAAGAGGAAAAAGAAAAAGCAACATTTGAAGGACCTGTAAGTGGCCCATTAGGTA\nTACCCAGCACATAATTCCTGACTGAGCAGTAATGTGGAAATTCAGTTTTACAGGCAAAGC\nAGGTTCCAAGCCTAAATGGCAGCTCTGCCAATAAGCATGACGTACTTTTGTGATTCCTAA\nCTTCTGCTCTGAATGACTCAACCGTTGGATACTTAAGGACTTCCGTCCCTGTGCCTACCT\nGTTAATTTGAAGGGGGAAATTGTTGGCCCGAAATACAGAGACACCAGACATTCAGATTTG\nAGAGAAATCTAAAATGGGTCATGATAAAAAGGGCATAAATGTAGCATTAGCCTCCTGCCT\nGCCTCTGCTCCTCTCACAAGGGGCTTCCAGACCTGCACTGATGCTGCGCTACCTCAGGCA\nGGCCAGCAGGTACCTGCGCATGAGTCTGCTCCCGAGACTGGTGAGAGCAGACGGGAAGTG\nTGCATCAGCTCCTTGAGAGTCTGAGGAAAGGAACGGTCTGGACTGAGACTATTGATGCCT\nCTGGTTGTAATGCTACAGTCACTGCCTGGCACAGACGGGGTGGGAGGCTGTTCATTTACC\nAGGCCCTGTCCCTCTGGAGGAAAGTCCTATAGGACCTGAAAATTTTAAGTTTTAAGAAAA\nCCTTTAAAGGTAGGAGTCCCAGAAAGTCAGGAGACGTTGGAGAAGGAAAAAAATGGCACA\nGTCTTGCTGAATCACAAGATGAAAATAAGTTTAGTTTAAATTCCTTCTTCTGGTGCCTTC\nACCGTGTTACCTGTGTGGATTTCTCATCACTGCGACAGTGTACGTGTCAAAGGCGAGTCA\nGGGGAGGTTTTATTTGTTTCATGGTTTGAAGATAATCATCATGGTTCATGATGAGGAAGG\nTGACTGACAGACAGAGCATGTAATTAGGACTCCTCATTTCCTGACATCTCGGCAAAACAG\nCAAGCAGAGGCTGAGGCTGGGACCATGAAACCAGCCAGGCCCAGACTGGAACCCGCAAGC\nTGATTCCCAGTTACCCATTTCTACCAGCTAGGCCTCCTAAAGGTTCTACAACCTCCCAAA\nACAGTACGACCAGCAAGGAGCCAAGGATTCAAACACAGGAGCCCAGCCCAGGGTAGGAAC\nCTGCAGACCTTAATCCTCTTGTCTGTCGGGTGCTGAGACAGAGTCTCTCGCCTTTCCCTC\nTTCACACCAGCACAGACATCTGCACACTGAAGGGGCGTCTCACAGCATCTCTGTTCCTGA\nTTTTCATCTCAAACATTCCTACACACACACTTGACCATCTCTCCAGAAAGAGACCCAAAC\nTGTAACATGGTCCCCAGGGCCTCCTTTCTGGTGACTCCCTTCACTCATTCACTCGGGGTG\nTGACTTGAGACATCTGAACTTTTGATCAGCAGGTTACACGAGTGCTCCACCTGGATATTT\nCTGACGTGTTGAGTAAGCTGTCTTGACCACCAGGAAAGAAGCTGACTTAAGATAGAACCA\nGCCCTGATATATGGGCCAAAGCAGATCAAAAGGATGGTGCCCCAGCCTTAGCAGACAGTA\nTGTGTCTATGTGTGAGACACTGGTACACTTCCTCCTTAGTAGCCCAGGGTGCAGCTCCAG\nCAAACAGATGGGGAGAGCCACTTGTCCTTCCTGGAAGAGCTGGGATCTATAATGTGACTG\nGCTCTTGGGTTTTTCATCTTGATTATTTTCCATCAAAATGGTAATACAGACAGTGTGTTA\nAAGATAGCTCACAACTTCCACAGCCTCATTTATCATACTTGGCTCCATTCCTAGAATGGG\nGTGTAGACTCTTGACTGGACCAAGCTAATCAGCTCACCACTCGGGGAAGTGTGCGTGGAC\nTGTAGGGAAAGCACTGCCCCACAAGATTGGAAAGGTCGTTATGCAAATCCAAACAACTTC\nATTTGGGGCTCTCATCACATGTAATCATTTTTTCCTATAACTAGAATTCCAATCCTGGTG\nTGAATTTTTATCATTTTTATTAGATTACTTCCTCAGAGCTGAAATCACAATTTATTGTTT\nGCGTTAGATCCAGGAGTAAAGCTGTCGCTGCTACTAAATTTTTATTGGACTTAGTCTTTT\nCCAAATTTTACAACTTGATCATTGCCAGAGAAGAGCAGCTTTGAGCTTGTTGTTACAGAC\nAGGTATTCCTCATCCATGACACTTGACTCTGCGCATGCGGCCAGTACATATTCATTTATA\nTATAACCATTTACATATATTTAGGTCATATATGTTCTGTTCTGACAAAAACACAAGGTCA\nTATAGGCCTGCATTTTAAAAGTATGGGTAGGAGCCAGAGAAATGGCTTAGCAATTAAGAC\nCACTAGCTGCTCCTCCAGAGGACCTGGATTCAATTCCCAGTACCCACGTATGGCTCACAA\nCAGGCTATAACTGCCGTTTCGGGAGATCTAATGCTCTCTTCTAACCTGGTCCCAGGCAGA\nTGTGATGGTGCATGTGTGCGTAACCCCAGCACTAGGGTGCTGGTAGAGATAGGCTGATCC\nTACAATTCTCTGACTGGCTAGCCTAGCTAAAATTTCAAGCTACAAGTTCAGTGAGAGAAC\nTTCTCCCCAAATAATTATGTGGAGAATGATAGGGGAAGACAGCTGACCACAACCTGGGTC\nCTCTGTGTACGCCTACACACAGGAGTATGCAAAGGCATGCATGTACATGCACACACATAA\nAGAGTCTAACTAGTAAAAACCTAATGCCTTTTATCTAGAGAATTTTAGTATGTCTTACAT\nCTTTTCTGTAAATCACCTTACCCAACTCAATCCTGCCATTTCTCTTTTGGCCATCCTAGT\nAAATATTATATAATTTTTGTGATCTCTACTCCATTGCAACCAAAACTGGCCTTGACTGTT\nCTATCTCTTCTCTGTTTTCTTGCTGCGGTGAATCACATGGGCCAGCAGAGGCTGATGCCA\nGGCCTACCCACCTAAGGACAAGATATTTGAGGCTAAACTAGAGATAGAAAGCTTGGAGCA\nTTGCTGGCTGTGTCTGTCTCTGGTCATGTTTACATCATTAACAGTGAAGATGAGACTATA\nGTGTTGTGTTGGCTTTTCCACCGTGCCCATGAAGCAATGGGCTGGCCTCGAGGTCCAGGA\nGTGCAGTCAACAGGAACTTTAGGATATGGGTAGGATAAAGAGGATGCCACCAGAATGATC\nCCAGCAGCCATATGCAAATGTTTCCTCTGTCCCTAGCATGTCCGGGAAGAGTTCACTCCC\nTTAAGTTACCAGGCATATGAGCCTTTCCTTTGCATTTAGTAGAAGGTGTGTGTGTGTGTG\nTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTCCAAAGAAGGGTCACCCTTTGCA\nAAACCCCTAAGGAGACTAAAACCCATATCAGAAGAGCAAGGCTTATATTTTAAATTACAA\nAAAAGGAGGAACTTTTGAAGAAATACGTATTCTCTCTCTGTGGCTTCCTTCATGACTAAA\nTGAACCCAGGACTGACGACTCCAGAACCAGGCATCGCCCAAGAAAAGTTCTTTCTGAGAA\nTTCCCACTAGGAGTGGCCCTTGGGAATGTACAGTTCTACGGCCAGAAGGCAGTAATTTAT\nCTGCTTTCAGTGTGTGGTTAAGCAGTCCATCCTGCTTAGAGAAAATGAACAGAAATCACC\nCCTGACTGACAAAATAAGGTCAGAAGAGTTCCCAGATTTTTAATCCAGGAAGGTTGACTC\nTCTGCCATGAGCATCGGAACAAAATCGTACTTAAATAATGATGCTCGAACCTGTGAAACG\nTGAACCAAGTGAAGCGAACAGCGAGAAGGATGAAGACACCGTGCGCTCTGGAGTTGCTTT\nAATTGTGTTCCTGTATTCTGCAGAATGAATGTGCTCCCACAACTAATGAGATCTGTGTTT\nTATGTTTGTAACCAGCAGAGGTAGCTGACGGTGATGAAAGACTGGACCGCATCTCTCTAC\nCCCCAACAGGTAAAACACATTTACATTTCATCACCCGCTGCAAGGCAACATTTGCATTGA\nAAATGCTTTGACCATTAGGGATGCGGCTGCTTGAGCAAGCTGCTTCTGTAATAGACCCAG\nGACCCACGTTCAGTTTATTGGAGGCCTAGGTTCAGATCTGTTTTCACACTGAATATGAAA\nAACATTTTTCTTACACCCTATTTTATATTCATAAAAATTTCAGAAATGCAAATCCGAAGG\nAGTTAGTACCACAAGAGGCTACCTCGCCCAGTCTTTAGACATTAAAAGGCACTTTTGACA\nTAAAATGACATTTATCTTTAAACCAGGATTGTCAACTTTGTGTGACCAACTTCAGGCCCA\nTTTTTGTCTTGTTCCACCAGAGGCCTTTGAGAGGCAGGCATCCCCAGTCTTCACGTAGTA\nGTTTCTGTGTTTTTTAAAGTGTGATTGAATAAGCCAGCCCAGCCGGTGTGAGTGACACAC\nTCCTGGGATTTGAACCAGATCAGCAAATGCAACAGAGTACTAAAGCATTCACTACACAAA\nGGTGTGCAGCTGTGGGCTGGACTCTGTCTAATGCCTCTGATCCTAGCCTCCTGCCTGTGT\nGTGAGTTCACACCCAAGAGTAGAATAGGTGTCTGACCATTGAGCCACAATTGTGTCAGAC\nAGCTTCTACCATCACTTATCCCCCAGTTGATCTCAGGACTCCCATTTGGCTGTCCTTCAA\nAGATTGTCCGAAGATTCCACCCATAAAATCCAGACAGTCCAAAATGACCTTAAACTATAA\nAAGCTCAATTCAGCGTTCGTAGTAGGATTTCTTTGTTTGTTTCCTCTCGATCCGGGGCTA\nTAAGACTTGAATTAAATTCAGAAAATGTGAGTGAGTGTAGTATGTTTGCAGAAACTCTTG\nGTAGAGTCCCTACTGGTCACATGGTCTCGTGACCATGAACCCCAAGACCATGGAGTCTTG\nAGGCCCAGAAGTGTACCTTGGAGTTTACTGAAGCAAAGCTCATAGGTGAATTTAGAGCTG\nCCAGAAGCCTCTGCCATGTAAATCATAAATCACACCTCGCTTACTCTGCCTTGTGTAGCC\nAAGCAACAAGTCAATGGACAGATAAATAAAATGGGTCTCGTGGTGCACAAAGACCTGCCT\nACGTTTAGTTCTTATGTTCTATAGTAGTTATATCTGTGTTTCCAAACTCGTAAGTCAGGA\nTAGTGAATGTGTGATCTCTAGTGTCCCTTACCATTCTCTGAATATCAGGACAACTCATAC\nTGATAATACTTGTATTGCCTTTGACCCATTCCAAGCAGATGCAGGAAATACTAATCATAA\nTAATGAAATTGTAGTTCAGGGGCCTCCGAGAGGAATGTCATGCTTTTGTATTTGTCCCCT\nGGGCATCTGTAGCAGCTGTCCTCTGTATCAGATGACGCAGTGGGCTTTCGCTTTATCAGT\nTGAAGACTCTGCATCTTGCAGTTATACCTTTGCATTTAACTGTCTCAAGATGGAGGCAGA\nGGGGTTTCAGAGTGAACAAAACAGCCCAGGGATGCTAAAGGAGCCTCATGAGAATGACAA\nACTCCGGAGGAATTGGAAAATGAAGGGACACTGGGAGCCATCTGTGCCAATACCTCCTTT\nTTATCCAACCCTTTTATTTCAAGGGGGTAGGAGAGACTGAGGCCCAGAAACATTAAGTGA\nCTTTTCCAAGGTGATAGCTGGTGATAGCTTGGTTGGGGGCCGTCGTCCTCTTGACTCCCG\nGCCCTTTCTTATACCTAAGCCAAAGCCAGCCTTCTCTGTGTATTTCTTAAAGATCCAGGG\nAGAATTGGACAGGTGGTACCATTAGGATTCCATTTCAGTGACTCAGCCCTCATTTGTATC\nTTTGACACCATCTACCCAAAGTCCATTTCAGTTTAAGCTTGTTGCTTCTATTCCTTTCTT\nAAGTTCTTCCCCTGGAATGTGAGGTGATTAGAAAGAGACTATTGCTAGATAGAGACACAA\nACCACTGAACAGCATTGTGTGTGTTTTTAAAGTATTTGCCCTTTCAGAAAAGTAGGGAAA\nAGGTCACAGATTAGGTCTCAGATTTTAGATAATCTTGATAGAAAGCTTCATGGTTGCCTT\nCCAAAGTAAAATCCAAATCCGACACACTTCTTAGAATGCAGCATAGCTGTGGGTCAGCCC\nTTGACATGCGCTGACACAGCCATCCGAAGGGTGAAACTCCACGTCTTACACACAGAGCTC\nCAGTGTGCGCGGCCTCACTGAACAGAACTGTGGAACCATCTAAATGTGAGGTCCACACCT\nGCAGCTCCTCACTTAGCTGAGCTGACCAAAGCTGACCCTTCGCAAAGAGCTTTTATTACT\nTTGTCTTTTTGTTCTTTTAAATTTTGTATCAGGAGAGAGGAGGGGAGATCCTTATGTTGC\nTGTGAGCCTGCAGTGATCATGTGGTCAGATGGCATTTATTCCCAGCTACTCAGCTGAGTC\nTCCGAAAGGGTCTTATGGAGCCCAAGTTGGCCTCTGGCTTTAAGTCCTCTTGCCCCTCCC\nCCAGGTGCTGGGACAATAGGCATAGACCATGCAGCTGAAAATGAGTTGACCCATTCAGTG\nAGCCTTTGAGCAGCAGTCAGCACGGGACCTCACACAGGTTCCTGTCCTCAGACTAGGGTG\nAGAGACAGAAGCAGCTACTGACACACTGAGGCAGAGATGTGGAAGGAGTGCCAGATGGGA\nGACTGCACCCAGAAATCCGGGGACAATTGACATTTTAAAAAACGTATAAAGTCAATCACA\nGTAATTCCTTTCCAATTTGAAGATGGGTCCTGTGGGTTTGAATATGGTAATACTTGTCTG\nGACTTACCAGTACACATTCTCAGTTGACACTCGTGTGTCTTTATGTGTCAGAAAGCACAA\nGTAAGACAGTTTACTTACTGTTCTCAGAGACAGCTGTGACTGATGCCCCCCTGTACACAG\nACCCAATAGAGAAGAGTTGGTGCATTTATCTAATAGAGATCAAATAAGTAAATTCGTCTC\nCTGAGTTGCTTGGTTTTCACCTAAGACACATTTTTTTCCCACTCTATCCAAGTCTGCACA\nTGTATTACCTGCTATTTAATAGTGTTTTCAGGGGTAAGTCATATTTAGCTATTTTCTATT\nGTTGAACAATACACGGCCAATGGTAATATATATTCATGGGCTTTCTTGTTTTAAATAAAT\nCCATCATAAATTCCTAATTCTGGAAATTACTCACTTAGCACAATTGAAGTTGCTGCTTAG\nTGGCTTGACGACTGTGACTGTGCCCCGCCCTCAAACCCTCCAGTCAATTACCTGCTCCCC\nACCAGACCCCGGCCAGGTGATAAACTATGCATCTCTGCTTCAGAGGACCGGCCTCCTTCA\nCTGTCTTGTCTCTGTTTAGGTCATACATTTGTCATCAAGAGAGAGACCCCAGAGGACCCA\nGAACCAGGTTCCGTGGCCTAGACTTGCATTCTGGAACATTCTTCGTTTCCTCCAAGGTCC\nATGTAGCAGCTACAGATCCTGCAGTGTGGGTGTTCTATGATGGCTTGTCCTGTCCGAATA\nATTTCTTTGTAACATGTGCTATCACAACTCTGGTTTGGCATAATACTTATTTAAAGAACC\nATGCTTACAGTTGCTACCCTGTAAGCGTCCCGTGTGTGTGACCCACCGTAAAGAAGCCAT\nTCCCTTCCTGTCTCTGTCCGTTCACAGACTGGGTGTGAAGACAGCAGTCTTTCTAAACAT\nATTTTATTGTGAATTGCTTAGCTGCATGCAGAGAGGAAACCTTCTCTTCCAGGACTGACA\nGAGGCTACAAGGCAGCGCTAACTAGCCCCTCTTCAGCTTAGAGAAGGAAACAGTTGTTCT\nGAGAGACAGGAGAGCTCCTACCTGGCCAGTGAAATCGTTTCTGACATCAGTCATAGTAAC\nCCGGACAGACATTTGGAACTGGAGAAGTACAAGCGATGTAAGAATCCTTAGGAAATAAAA\nTCTTTCACATAATTTATAATGACGTGATGACAAAAAAATAATAATAACTCAAAGTAAGCA\nGCCATCTGCTTGGGAGCCGTCAAGCATTTAAACATGGTTTAAACTGAGCAGCCTGGGCTG\nTGACCATTTTCATGTTCATTCTGTAGTCTGTCTGGTCCCTCACCCGCCTGCCTTCTGCTT\nTTTGTAAGAAAAAAAATCTGGCTTTATTTTAAAGAAATCTTTGCTGTGGGGATAATTGTT\nTTACAGACATATTTACCTCCACATTTGTTTTGCTAATGAAATCATTCATTAAAAATACCA\nCCTTAGAAAGCCTTGCGTTTACACCGTATTTATGGTATAAAGCAAACTGCCTTGAATCTT\nGGGCACTTGACCCAAAGGCCAAAAATAGCTGTTAAAGAAAAAAAATGTGACTCTCATCCA\nCCAAACCCCAGGGATAAAAACCTGCCAGGACAAAAGCTTAGCCTTTGCCCTACTCTTGGT\nGCAGCGATGGGTTAAAGCCGACAGTGTGCTTCAAGGACTCGGTGCTTCAAGGACCAGTCC\nCACTCCGAGCTTTGCCAGTGAGAGAGCCGAGAGGTGGGTTGCCTAGGACCAAGGTACCCT\nTCGTGGCCAGCTGGCCATAGAACCTGGATATCCTTGGGACCCTGTCCATTGCACTGCACC\nATGCCACACGGAACACTAAAGATAGGATCAGAACACTATTCCACTGAGACCAGCTAGGGA\nAAGTGATAGGTGATATCCCTGGAATGTGACAAAGTCCGCTTCTAGGTGTTGCTCCTACAG\nTCAGTCTCCAGAGGAGATAGCAACATCTCACAGATGCACCTTTTATTTCTCTCCGCTCGG\nAAGCTATGGGGACAGCGTGGAAATCACTCCCATCCTGCAGTCAGCTACCATAGATTTCCG\nTTTCCCGCTGGCCCTAATCCCTGTGTTTTATCCAGGGGTCTGATGAGCTGCAGGCAGACC\nAGGACTCTCATTCACTCTGCAGCAGGTCCTGAAAAAGAATTGTCTTCTGCCTCCCAGGAT\nGAAATACTGCTCAAGGGGACTAGAGAAGCTGAGTTAGCGCCTGTCACTTGATTAAATGAG\nGGTGAATTTGTTTTCAGTACAGGGAGAACATAGACTCACAACTGGAGGTCAGTTGGGTGT\nGAACAATAAACCTTCAGAAAACACTTCCTTCCAAGCCTGGGGTGACAGCTTGGAGTTTTC\nAGTACTTGAGGAGGGGTGGGATTGTTTGACTCACAGATACGTGCAATGGGTTCACAGGTT\nGGGAAGGCAGAGCAAAACTGTAACAGTACAACCATACTTTGTAAGTTTACATTGTATTTG\nTGTTAACTTACCGTGACTACTGTTCAGCTTTGTTTAGAAACCCTTTTTATAGGCTTTCTT\nAGCAAAAAAACAAAAAAGTCCATATCGATGGATGACACGTCTCAGTCTTCTGTACATATA\nTTTTATTAATATGTAAATATTCAGATTTTTAAAATTATAATGTTCTTTTAAAAGAATTCA\nATGCAAAGCTAGCTGTGAAAATGGTGTGTAACACTGTGTTGTGATTTCAACTCCCAAGAC\nGCCCTTTATGTCCATTCTGGAAAAATACAATAAATTACTTTAATTGAATGCACATGAGTC\nTTGCTTGCTACCCAGTCTTCCTGTTCCTTATGAAGTCAATGCTGTTCATTAATTAAAAGC\nTATTTATGAATATTCTGATGATTCTTTTCTCGGGGTTTATGCCTGAGTGGGATATTATGT\nTTACAAATAAAGCTAGCAGATTTCTAGCAGAGCTTGGTAGACGTTACAGTCCCAGCTCCG\nTCTGCCAGTCGGATCAATGGCTACAGCGAGTCCCACAGAAACACTTGGGCATTAAGCACC\nGAGATGCTCGAAGCCTAATTTTAAATGAATTAGGTAGCCTTATAATCTTCACTTAAAAGG\nTTAAGCCCTGCTTCTATGGAAACAACACACCAGAAGGCCAAATCAATCCTTCCCAATGAA\nAAGTGGCTGCTAAGGCGCAGGCGCAGGCGCAGGCGCTGCTCTTCTAGTCCTTTACCACCG\nCAGGGCGCTGCGCCGCGCTGGCCCCCTCTTGTTCCCTAGGGCACCCCCAGTCCCCAGCTC\nAGAGCATGTGACATTACAGAGCCTGGAATCTGGCTCCATGGGGGATTTACTTCAGGATCT\nGTTCCAAAACGAGGGTTTTGAGCTGTTCAGAACTTGGGTGGTGGGCTCATAGTGGTAATG\nGGTAGTAGCTGCTGCTTAAGAAATCAGCTGGACGGGGGTGAGGAAGGGGACGCAGCAGGA\nTGAGCTGTTTGCAAAAGAAAATCTACAGTCAACACAAATCATCACACTTTTTTTTTCTTC\nGAACCTGCAAGCTTGCCTCAAGCTATCCCTTCCTACCACACACCCTCTCCTTTGCGGGCT\nCCGCGGGTATTCATGAAAATGTTTGCTGAGGGATCAGTGTGATGCTTTACTGCCCAGAGC\nCACTGGGATACACTTGTTCCCTTATGCTGGCAAAGGCTCAGACAGCTTTTCCAGTCTGAT\nGTGAGAAGGGGAGTGTCCAAAGTAGGAGGCTCCACCAGAAGGGGATCACTACCCTCTTCC\nTTTTACACCCCAGACTCATCAAGGGATTGGTAGGGTGGGCGTATTTCCCAGATACACCCA\nAGTTCAGCTCTACCACGTACCCACCACAACTAAGTCAAACCCTGTGACGGCTTTCAACCT\nACCAGGCTGAGGTACAAGGGAGAGAAAGAGGCAAAAGCCAAACTGGAGAGGCACCTGGCA\nCCCAACTGCACCAGGCTCCTTCCCTTCCAAGACCTTAGGGTATCGGGTCAGCCACTGGAA\nCAGTATAAATAAAAGGTTCTGGTTACTGTCTTACATTGATCCACTGGAATGAAGTGGGGG\nTCAGTCTGCTGTGGGGAGGACTATGGAGAGAGAAAAGGAATTCCACAGGGCAAACCCAGC\nCACATGCAAGCACAAGAGAAGACACCAACATTCAGTGACTAGCTGAGTTGTAGGATGGAG\nGGAGGGGGCTAGTTGGGGTGCTAAGATACAGAGCAGTGTCCAGAGGATAGTAGGTGAGTC\nTGGTCTAGATACTAGCACAGTGATCCCTTCTGTGAATGTTTCCTTTAAAGGTGTGGCCCC\nCGGTGTGTCTACTAAGCTTGAGCCTCACATCCATGTGTTGGCCTCCGAGTGAGGGAAGGC\nCAGGCAGGCAGCCCAATGAAAGGACCATGAACAAATCAGAGACCTAATACTATATTGACT\nAACTTGTCATCCTGTAGTTTATATCATGTGGGCTGCCCTGTCACCCACCTACAGCTTCCA\nTCAGCATTGGCAAATTTATGACAATGGGGGGCGGGTGAGTGGCAACATGATGAATCCTGG\nAAATCAGATTCCAGAGACCAGCATCAGTGTGCAGATCTGAGTCTCTTGTTCAGCACATAA\nGCTTTTTGAGTGTTTGAGCCGAGCCCAAGTCCCTAAATCCCCATCACCATCCCCAGTGAA\nAGCCCTGCCTGCTGAGGTTATTCAGAAGGAATTGGGGAGAGCGTCATCACCTGGTAGGAC\nTTCCTTGAAGACCAGAAGCTGGAGACAGGAAGCAGGCACCGCCCAGGCCTCGGTTCCTTT\nTTGCTGTCTTACCAGTGTTCCCGGAGCCATCTTAGGTTGAATGCCAAGTACAACAGATCA\nGGACTCTTCTAGGAATCTCGGGAGCCTGTGGCACCTCACTCTCCAGCCTGCTTTTTCTTT\nCACAGGATTGATTTCCACGTCCCCCCACAACTATGTTTGATGACGAGCTCATAACTCAGA\nATTCCGGCCAATGCTCTGTGTGAGTGCACACAGATCAACTCCTATGTTTTGTAATTCAGA\nGTGCATGAAACTGGGCATCCCCCCCAAAAGCAATATATACAGATTATGTATGCATGCACA\nTGTACGTATGTTTAGTGTTTGTTATTAGTAAAAATGAACATACAAAGAACTGTTAACAGA\nCCAAGGAATGTTCTAGAAACAAAATTCAGACAGTATAATACCCAGTACACCTTACATGTA\nTATAACTGATAACCCAAATTGAGTTGATATTAAAAGGTCTTTTTTACTGTTTTACTCAAT\nATCATTTAGATTTATTCATTAAGAATTTGGACAATTTAAATCATAAAATCTGGGGCTTGA\nGGGATGGTTCCATAGTTAAGAGCACTGGCTATTCATCTAAAGGGTCCATCTCAACTCCTA\nGCACCCACATGGCAGCTCAAAACATCTGGAAATCCAGTCCCAGGGGACCTTCTGGCCTGT\nTCAGATACCAGGCACACAAGTGGTGCAGAGATACATGCAGGCAAACACCCGTACAGACAG\nATAAAAATTAAATTAGATTTTAAAACCTAAATGTGAGACAAATATGTTTAGGTCATTTCT\nTTTTAAATCCTCTTCCTAAAGGGCAGCTGGTGCCATTGTGTTGAACATTCTCTGACCAGC\nTCTCTTTCTCCCTGTTACATGAATTCTTCCACTCAAGGTTAAGACAGATTCAAAAAAGGT\nGGAGGGCCCTTGGTGTGACTGTGAAGTGAAAATCAATTTTACAGGGGAAATGGAGCATCC\nTAAATTGTTACAACTAAGTGACTGGTGCCAATTGCATATTTTGTTAGAAAAACTGCTTTC\nCACTATATTCTAGCATGAGAGGGAAAGAGACTGTCATAATAGAGGGCACTCACCCAGGGC\nAAACCAAATTAACTCTCATCCCAAGGCGATGTATTTCTAACCACCTGATAAGGAAAACCA\nGAAGTAACTCAATTAACAAGTGCTGTGCTGGCCCCGGCCCACTCTGGTTTAGAACATGGT\nCTTCTGCGGCATCCTGATGGGACGCTCTTCTCCTCATAGATCCATATCCACTGTGCCCTC\nTCTTGCCCTTCACTAATGCACCTTTAAAATGGACCAGGGAGCTGGAGAGATGGCTCAGCG\nGTTAATAGCACTGACTGCTCTTCCAGAGGTCCCGAGTTCAATTCCCAGCAACCACATGGT\nGACTCACAACCATCTGTAGTAGGATCTTCTTCCTTCCATCTGTAGTACCGCCTTCTTCTG\nGTGTCTGAAGACAACAACAGTGTACTCCTAAAATAAATAATTCTTTAAAAAATAAATAAA\nTAAAATGGACCAGAAATTTTGAGTGTGTGGCTCTCCTTAAGATCCCTGTTTGTAGTTAAG\nAGGTACGTGTGCACTGTCAAGGTTTCTTCTCCTACCCCAAGGAGAAGGGTTTCTGGGTAG\nTTGCTGTGCCTTCCTCTAGAGAACTGGCTGACCAGTCATGGGTGTGACCACACTGTAAGT\nGTTAGACTAACTCCTCTATTCAGGCTGCAAACACCATGATGGTGCCGTTATAGTTATTAT\nCTGTGATAGTAAGTCTGTTTTCTGTGATAACAGAGTTTTAGTAAATGAAATCCAGGGGGC\nTGGAGAGATGGCTCAGCAGTTAAGAGCACTGACTGTTCTTATGAAGGTCCTGAGTTCAAA\nTCCCAGCAACCACATGGTGGCTTACAACCATCTGTAATGACATCTGACGCCTTCTACTGG\nTGTGTCTGAAGACAGCTACAATGTACTTACATATAAATAATAAATAAATCTTTTAAAAAA\nATGAAATCCAAAAACTTTGGGAGCCGAAAGCAGAGAATGAAGTAGACACGTTTAGTCTGG\nAAGACTATTGACTGTGCAGGTGAAGAACCAAATGAATTTTATGAATGTGAGAGACTTCAG\nCTACCTTCAGTTAAATGTTTTGTAAAACTACAGAAATGGAAACTTTGGTTGCCATTGGAA\nATAAACAGACATTGGCTTGGGAAAATGGCTCTGTTGTTGCAATGTTGCTATGAAAGCAGG\nAAGACCTGGGTTTCACCCCCGGTACACATGTTTAACTACGAATCAATAAAATTCATTTTT\nAAAACTGAACGTAGTGATGTGTGTTTGTAATCCTGACACTGGGGAGACAGACACAGCATG\nAGGACACTCCCTAGGGATTGCTAGCCAGCCAGCGTCACCTATGTGACAAGCCCTAGGCTA\nATGAAAGATCCTGTCTCAGACAGGGTGGACAGCCTTTGAGGAAAACATCTGGGGTTGTCC\nCCTGGCTTCAACATGCACATATGAGCACACACGGGGGCGGGGGGAGAGGAGAGAGACAGA\nTATAAGACAAAACCTAATCTATATGAATATACAGTAATGGTGGCATAACCCTCAAAATAT\nGAGGTAGCTGCTATGGCAAAGCCACCACCCCCTGAAGAATGAAAATTAACTACAATAAGT\nTTTTCCCCTAACTGGAGAGATGAAAAGTAGTCAGCCCCAAAGGAGTTTGCAACCCTATAG\nGAAGGACAACAATATCAACCAACCAGGATCCCGTCCCCCAAGCTCCCAGGGACTAAACCA\nCCAACCACAGGGTACACATGGAGGAACCCATGGCTCCAGCTGCATATGTAGCAGAGGATG\nGCCTAGTCTGGCATCACTGGGAGGGGAGACCCTTGGTCCTGTGGAGGCTCGATGACCCAG\nGGTAGGGGAATGCCAGGGCGCTGAGGTGGGAGTGGGTGGGCAGGTGGGGGAGCACCCTCA\nTAGAGGCAGTCATGTGGGGAGGGAAAAGGGGGTGTGGAGGGAAAACTGGGAGGGGGGATA\nACACTTGAAATGTAAATAGAGAATATCCAATTTTTAAAAAAAGAAATGTAAATAAAGAAA\nAATATCCAATTTTTAAAAAATAGTAGTCAGTCCCTTTCTCATCCCCGGGGGTCATCCAGA\nAACACGACTCAGTCCATTCTGCTGTTCTGTCACCCTGTTAGATATCCACGGGTGTATCCT\nCGAAGCTGGCTTGTTAGATATCCACGGGTGTATCCTCGAAGCTGGCTTGTTAGATATCCA\nCGGGTGTATCCTCGAAGCTGGCTTGTTAGATATCCACGGGTGTATCCTCGAAGCTGGCTT\nGTTAGATATCCACGGGTGTATCCTCGAAGCTGGCTTGTTAGATATCCACGGGTGTATCCT\nCGAAGCTGGCTTGCATGCTTGTGCACTGAAGCCTTAGAGAAGAGGAAAAGGTTAGCAGAG\nAGATTGTTTCTTTGTGAAAATTTCTCTCTAGGCTTGAGTGTTCACTTGTGTTTACGTCTC\nCTGGGCTGGAACTCGGTTAAAAGACTAAACTGGGCAGCTTGGACACAAAGGCCTGAACTG\nGGTGGCTCTGTGCTTAGAAAAACTGGTTTAAGTACTACAAGAAGGAGAAGAGTAGATGCC\nATTATTCGTGCCACAGTGCCATTTGAATTGGTGAAAAGAGGATAGTGCTTAGGGTAACTG\nAAGAAGTCACTGGTTAAAAATGAGGCTAAACATATATAAAGATCAACTCAAAATAAGACT\nTTAACTATAAAACTCTTTGAAGATATATAGATATATATCTCCATGCTTTAGGGTCAAGTA\nACAGTTGCTTATTGATGATACTAAAATCACAGATGACAAAAGAAAAATAAGTTGGATGTC\nCATCATAGGAACAAAAAGATTCTGTGTTCTGGAATATATCAAGGACCTGGAAGAAAACTC\nACAGAATGGGGTGGGGAGGGGGCTTGGTGGATAAAAGCACTTGCTCTACAGGTGTGAGGG\nCTGACGTTCCTCCAAAGCCACCTGAAAACCAGGCGTGTGTGGTGGCCACCAGTAACCTCA\nGCCATTGGGAGGTTCCCACTGTAGAGTTCTGGGGTAAGCTGGTTGGTGAAAGGAACCTAA\nCTGGCAAACTTTAGGTTCTTTATAGTCTTTCCTGCTGCACTACATAACATGAAGCACAAC\nTGAAGCAGGCATTTGATGTCAGTTTATCACCTCCTCATATATGGATACAGGCACACATGA\nGAACTCACAACACACATGTGAACATGCATAAAAACATATATATCACACATATGCAGACAT\nGAGTGCACACAACACACATGTGAACACACATAAACACACATGTACATCACACACATGAAG\nATATAAAAGAAAAAACCTCACAGGATGGAGAAAATCTTTGCAAATCATGTCATAGAAAAG\nCCTTGTATTCTGAGTATGTAAAGCACTTTTACAACTCAGAAGTAAAAAGGCAAATATCTA\nATTTAAAGTGGGCAAGGTATTTGAACGGTTTTCTCCAGGAAAATGCACAGAGGGCAAGAA\nGGCTAATAAGTGTGCAAAAAGACACTCAGCGTCATAGGTCATCAGAGAAATGAAAGTCAA\nAATCACAATGAGATCCGTCTTCAAAATGATTGGGCTGTTTATAATCAACCAAAAAAAAAA\nAAAATTAACAAGCATTAACAAGAATGGGGAAATTGGAGCTCTCCTTAGACACTGCTGTTG\nAGTATGTAAAGTGGTTCAGGCTTTGGGGAATCATTTTGAAGTTTCTCAAAAACCTGATAG\nTAACCTGTGGGGCATTGGACTATGCAAAGACAGCCTGGTATCCAGTTGAGCTGAGGTCTG\nAACCCCGGGACTGGTGGTGATAATTCACCTACATGGGACGGAAGGAGTTCTCTCATGCTC\nCTAGAACCCTGGCTCCTGTTGAAGTTACCGTCCCCTCAGCGCCCACAAGAGAAGCACGGT\nTAGTAGTCACATAGGCAATGTCCTAAGCTTCTGGCCTTCAGGTTAGACTCTTCCTCAGTT\nACCTAGCAACAGTAAAGATAACAGCATACCATAAAAAGGGCTGCTTGGCCCCACCTTGCT\nCTCTTACTCCCCTTACTCTCCTTTCTCCTCTCCTCTCACTCTTACTCTCTCTCCCTCTTA\nATCTCTAGCCTTTCTTCTCTCTCTCCCTTTCTCCTTTGTCTCCTCTTGGCCATGGCCGGT\nCTCTCTCTCTCTCTTTCTAACTTCTCTCCTTTTCCCCTGCCTTCCTATAATAAAGCTCTA\nAAACCATAGACTGTCTCTGTTCATCAAGGCCAGCTGTGCTTACTCTCACCTGTGTGGGAA\nCCTCTCTCCCATAACCCCGGGGCTACAGGGTGTCGCCCTGGGGCTCCCAGTCGGGGGCTG\nCCCCTTGCCTACCCCCCATTGAGTGGGGTCAGTGGCTTAGATGCGCACCAGGGGCCGAGT\nGGAAAGTGTCTGGTAGCCCGCCCACGTCCACCTGCCCAGAGCATAGGAGGAACTCTGGCT\nGATGCATGCTATCCTCCCTTCCCCCTTCTTCCCCTGCACCCCTTTTAGTTCCCACAGTAA\nCCATATAATCCAACACATTGCATAGGTATTGATGCAAGAGAATGTAAATATATGACCACA\nCAAAGCCCTGTACTCAGATGTTTGCGGCAGCAATATTCACTGTACTTGCTGGCTAATTTT\nACGTCAACTTAACACAGCTAGATCAATCAGACTGAAGGCAATTTTCTTAATTAGCGACTA\nATGGGAGAGGGCCCAGTCAATTATGGATGGTGACATCCCCTGGCTGGTGGTCCTGGGTTC\nTATGAGAAAGCAATGAGGAGCAAGCCAGTAAGCAGCACTCCTCCATAGCCTCTGCATTAG\nCTCCTGCCTCCAGGTTCCTGCCCTACTTGAGTTCCTGTCCTGATTTCCTGTGATGATGAA\nCAGGAATGTTGAAGCATAATCTGAACAAACCCTCACCAAGTTTCTTTGGTCATGATCATC\nACAGAATAGAAACCCTAACTAAGGGGCTGGAGAGATGGTTCAATGGTTAAGAGCACTGAC\nTGCTCGTCCAGAGGTCCTGAATTCAATTCCCCAGCAACCACATGGTGTCTCATAACCATC\nTGTAATGGGATTCAATGCCCTCTTTTAGTGTGTGTATAAAGACAGCTGTAGTGTACTCAT\nATAAATAAAATAAATAAATCTTTAAAAAGAGAAAAAAAAACCCTAAGACATTCATGAAAC\nCTGAGAACTGGAAATAATGCAAGTGCCTGTTTGTTGATGAACATGAACCCAAGTGTATAT\nCCCTTCCTTTGAATATTAATTTTATGATGGAAGGCAATGAAGTGTTGATACATGCTAAAA\nCAGATGAAAACCTTGAAGAAACGGTGTTACATTTAAACAACATGCTGTATAAGAGCTATT\nATCATCTAAAGCCACCAGGACAGACAAGTCCAGAGAGTCTCACAGTATCTGTGGTTGCCT\nAGAGCTGTAAGAAGCAACTCTGGAGGTGGCTGCTGACAGGCATGGGGTTTTGTTTTGGAA\nTGATGAAAATGTCTAAGATTAAATTATTTTAAATTCACTGGAAATATCTTCTAAGACACT\nAAGTTGAAACTGTAAACTTGTAAGTCTCATGATATGTTAACTCTATCTTGATAAGGCTGT\nTGAAAATAGAATCACAATAAAGCTAGGCCTTCCTCCCACTGTGGCTGTTTATCCTCAATG\nTTTCAAGAATTTAAGTAAAATAAAACTATAAAATAAATTTAAAATATTAAATGTATTTCC\nATATGCTAAGGGGAGATGGAATTTGAAAACATGACATAATAGAAATTACTAAGGAAAAAT\nTAATTCATTTTATTCAGTATGAGTTTTAAATTCATGTATCAAAAACTTTATTAAATTAAA\nTAGTGACAAAATGAGAAAAAAAAATTACAAGATAAATTTGCAATTCATAATCAATGGATA\nAACAACAACAAAATGTTACAATTAGCCAGACAACTGATATACACCTGTAATCCCAGTACA\nTGGGAAGTTGAGGCAGGAGGGTAACTTTTGATACCAATATGAGCAACATAATAAAAACCA\nCATATCAAAAATAAAAATCTTAAGTGGTAAAATCAGGGCTAGAGAGATGGGTCAGTAGTT\nAATGGCACTTGCTGCTCTCGCAGAGAACCCAGATTCAGTACCAGGCACCCACATGGCAGC\nTCATAACTATCTATTACTCCAGTTCCAAGAGACCTGGTGTTCTCTTCTCTCTTCCATCTG\nCCCCAGACATGCACAAGGTACACATAAGCACATGCAAGCAAACAGCAACAACAACAAAGA\nATAAACATTTTAATGATAAAATTAACTCATCTTAAAGATTTATTTTATTTTCAACTGTGT\nGTATGTGTGTCTCAATATAGGGATATAGACGTGTAAGTACAGATATCTGTGGATGTGTGT\nGCACAGGCTTGTTGGCTAAAGAAGAACAATGGATGTCTTCCTCTATTGCTCTCTATCTTA\nTATTTTGAGACAGGATCCCTTACTGAATGCAAAGCTTGCAGTTCCACATGGGCTCCCAGG\nATCCATCTGTCTCCACAGCACAGTGCAGGTACAGTCTTACATTGACACCTCCAGCTTTTA\nCATGGCTCCTAAAGGTTTGAACTTCAGTCCTCTTGCTTTTGTGGCAAACATCTGATCCAT\nTGGATCATTGTCCTGGTCCCCATAGATTTTATATCTTTAAAGGAATGTGTGTGTACTTCT\nCTAAAATGAAAAGAAGAAGAATGGAAGGTTGATTGATGCACAGAACTGGGGAGCAGTGAT\nGCTTGGCTCTTGGATACTGCCCCAAAATACCTTGAAACTCTTGCAGTCCAGGCTTCTTGG\nGTATCAGATATGCTCCAGTGAAAACTTTGTCTTCCAGGTCCAGTAGCTCCAATAATGTAC\nATTAAAGCTATTCTCGAGGCTCTGAAGTTAAGGTTTTACCTTAAAGGAAAAGTAGGCAGT\nTTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTC\nCTCTTCCTCCTCCTCCTCCCAGTTAGGCTCCACTAAAGAGGAGATCAGGCAGTAAAACTA\nGAAACTGGCAGCACAAGCGTTGAGTTTAAAGGACTCCAGTCATGTGAACTAACACAAGTC\nCTCTCATCTGTGAAATGGGGGTAGCATAGCATCTGTTCCCTCAGGAGGCTTTGAGAATCA\nGCCGAAAGAAGAGATCCTCTGTGGCTTGGGAGGAAACTGGAGACCAGGCTTTATGAAAAA\nTGTAGCAGCTGCAAAGCGAAAAGAAAGCCACAGGAACTCTGAAGGCATCTGACACATCAG\nTCAAAGACAGTGTCACAGAGGCCTTTGGGATTCGGAGAACAGTGAAAGGACAATAGAACA\nTGAGGTGGATGGTTGTCACACAGGACACCAGGGACCTTCTGAGCTCCTGCCCATGAGTAC\nTTCTCTCCTGGCTTCTTATCTACACAATTCTGCACTGACCTAATGAGTGTCGAATGTCAG\nGATTTGGAAAAACATACTTGGAAATGTCTTATATAGCCTACTTGTCAACTTGACACAGCC\nTAGGTTCATCAGAGAAGAAGCCCTGTTGAGGAATTGACCTTTGAGCTAGTCTGTTGGGGG\nTTGTCTTGGTTATTAATTGGTTTGGTGGGCAGTCCACTGTGGATAACAGCATCTCTAGCA\nGGTTGTACTGGACTGCATGAAAAAGCTAGCTAAGTCTAAGCTAGCAAAGAAGCCACTAGC\nAATCAGCATCTTCCATGAGTCCTGCTGTGTATTTCTGTGGCTGTGAGTTCTCGCCAGAGA\nTAATGCCCCATGAAATAACAAACTGTCCTGCCTTCATGTTCCTGCCTTGAGTTTCTGCCC\nTAACTCCCCTCAAAGGTGGATGGTGAACTGGAAACACAAGATGAAGTAAATTCTTTCCTG\nCCCATATTGATTTTTATCAGAATGTTCTTCTACAGTCACACAGAAAGTAAACAATAGTGA\nCTCTCATGTCCAACATGTGGTATCAACTCTGCATGCCCTGGCTGATATGTTATGACACAT\nGTAATCCACCCAACAGTCAACGCATTATGTCCCGGAAGTTGTGTTATGACACACATAACC\nTACCCAGAAGCCTGTGAATGCTCTGTTCCTATAGTTTAAGTCAGCTGATTCTCAAAGCCA\nCCCGGGGATACAGATGCTGTGCTACCCCCATTTCACAGATGAGAGGACTTGTGTCAATCC\nACATAACTGGGGTCCTTTAAACTCAACACTTGTGCTGCCAGTATCTAGTTTTACTGCCTG\nTTTTGCTCTTTAGTAGAGCCTAACTGGTAAGGTGAAGGAGGGGGAGGGAGGGGGAGGAGG\nAGGAGGAAGAGGAACCTCACTCAGTGGGGGTCTTCTTGTATGATTCTTTCTCATGGAGCT\nTATTTCACGTCACAGCATTAAGCCAGGCACAGGTGCAAGTATTGATCGTATGAACCAGGT\nGTTGTTCTAAGTATGTTACAGATGGCGACTTCATCTCTAATATGAGCCTGGTGTGACTCT\nTCCTGCCATCTTCATTTTACAGATAGGAGACTGGATTAAAAAAGGCTTGAGTAATTTTTT\nTCAAAGCCATGGAGCTAATGATGAGCTGAACCAGAAGCTAAAACCCATATAGAGACTTTG\nAATAGATGTTATGGGGCCGACACTGTCTTATAAGTTTGTAATAGATGTAGAGGGACAAAA\nGACTTCTGTGATCTCCTAAGCCTTCAAGATCTGCAGTGGAGCACTTCATGGGTCAGCTGA\nGCAGCAGAGCCTCCTGAACCGTGACTCTCTAAGAAGGGGAGGTTGGATGCAGTACTTTAT\nAAACACATTCACCACAGACTTCCATTTTCCAGCACTAGTGTTCCAGGAAATGTTGCTGTT\nAGAAAATTCCCATCCGTTGCCTTGTTCCCATCATGAGCCAGTGTAGCCTGCAGAGAATAG\nCAGCTGGGGTCTCACCGCAGAAATTCTGAAGTTCAGTAACTCTGGTGAGTCCAGGAGGTG\nATCAGTAGAGGAGTGAATGGCTCCCCTTCATAAGACTAACACCTCTGAGGCCAATGTAAT\nGGGAAGGAAATGGGGAGAAGGAAAGCCAAGGGATAAAGGATGAGATTGAATAGATATGGA\nAGCCTGAGGGAGAGTAAGTCACTGACTGGATAGTGAAGGGAAAGAGAGAGATGAGAGAGA\nTATGTATATACCACAGAGGGTCCAAGGCTTGAGGGGAGATGGTGGCAAGATGAGGTTAGG\nGAATGAGAGGACATGGAGGCACCTGGGAGGAAATAAAGGAAGAGATATGGAGGTGCTGAG\nTTAGATACGCAGCCACAGGGGCATAGATAGACAGAGATGACTATGAAAGTCTTTGGAGTA\nGAATCTAGGTAGATGTGATAACACTTTGAAAGGTATAGGGGGTTGGTCTACAACTGATAT\nGGATTCAAATGCTAAATACTGGCCCCCAAGATCTGATTGCCCCCAACAAGGAGATTCTTG\nGGGACAAGAGATCCTAATGTAAACCAAGTGATGCTATATAACCTTGCTGCCTAAGTTAAA\nTAGTCAGTAAAACGCTAAAGCCTATGATCGGGCAGTAGATAGAAGTGGATGGATTTTCAG\nTTGCCTGGCTGGGAGTTGCTGGTAGAGAATGGGGGTCGGGCGGGAACCAAGGGAAGAGGA\nGGCTGATGGACCATAAGCATGTGGCCAGGAGAAACAGCAAATAACAAGGGACATATGGCT\nGGGATATAAGTCAGAATATCTCCAAACTTGCCCAATCTAAGCTTATGGCTTATAAATAAA\nATACCTGGATTATGTGTCTTTTATACCTAGAATTCCATTTACGGAAGGACAGAGAGAGAG\nAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGGGAGGAAGAGGAAGAAGAGGAG\nGTGAAAGAGGAGGAGGAGGAGGGACCACTAAGAAACAGAGCAGTGATGGGAAGGGACCCC\nTCACTTTCATTGTTAATATAAAGCATGCCTGGAGTGGGTCCTATCTGGAATGATCTCTGA\nGATGCTTTCATCTTCAGTATTTCATGAGGTTAATAGAAAAAAAAAAAAAAAGGATTTGAG\nGGTGTGGTGCTGGGGATGTACCCAGGGCTTCATGCGTGCTAGACAAGTGCTCTACCACTG\nAGTTAGCCAAAGTAAATGGTATTTCCTCATCTCGTAGCTAAGGGCATTAAGGAGACAAAG\nCACATGTGCTGGGTTTGGTTTGGTTTTGAGTGCCTGCCCAATGACTGATTTCTTGGTTTA\nCTCTTCAAGCTTACTCAAGGAACACAGCATCCCACCTCCCACCAGAGCTGTGGAATATCC\nCCTTTCCCTGGTATCTCAAAGAAGGCAGGGCCAGCAGAGATTCTGGGCAGCCTTTATACA\nGGGCCTGGCTTTCCTGTGGTTCCTTCTGAGCAGCCCGCTTTCCAACTGATTCTCTTGTTG\nTGAGCTATGTTCCATCGTCCTCAGTATTGTTCTTTTCTATCTCAGGTCACCAGAGTAGAT\nCTCTAAGATTCCTAGAAACCCCAACTTGAATCAGACAGCCTCAATGTGGACATAAACATT\nGTCAGCATGAAAAGGCCAGCACATCTCCCAGTGCTGGGATGTGGCACTGTAAATTATAAT\nGACTTGGTGCTCGTGATGCAATGGCAGAAGAGCCAAGAGGGAAGGAAGCGACAGGAGGAA\nCTGGACTCAGGGCTAGTATATACAGAGGAGGTCAAGACAGAAACAGGGCTGTGGGGATCA\nCCTCCATTTAAATTACAGGTGGTGGAGCTGGGGAGATTGCTTAGTTGGTAAAGTGCCTAC\nCTTAGAATCATGGGGACCTGAGTTCAGATCTCCAACCCCTCTCCCCAAAATCCAGATGTG\nCTACCTCACATCTATGGGGGAGAAAAGCATATTCTGGGAGCTCATTGGCCAGCCAGCCAC\nCAGCCTACAAAAACAATGGGCTTCAGGTTCAGTGTGAAGGTATGACTCAAGAAATAGAGT\nGGTGAGCAATTGATGAAGTGACCTGAAGTCAACCTGGGGCCTCCACATGCATGTATACAC\nAACACATGTACACATGTACACACAGTCACAGGTTCTCATGAAATAGCATGTAACTTAGCA\nCAGGTTATAACAACCATCCCTACTTTTCTCTCTGGAACCCAGTCAAATCCTTGCGAAAAG\nAAAAACACCACATAAACTTAGATCAGAAACAATGGTAACTCAATCTCCGGGAGCAACAAC\nTAAAACCCAGTCTTGTAAGCCTTATTAAATCTGACTCCTCTGGTGGTGAATCCTGGCAGA\nTCTGCCATGATACCAGGAAATTTTAGCAGCTACATCTTCTCCTTCTGCTATCCCTGTTCC\nAACCTCACCCTCTCCTCCTCCGTCCAACCCAGAAGTCCCGCCTACTCGCCCAGTGATTGG\nCTCCTTTATTCATTCGGGGATTGGTTCACAAGAAGTCACCTGGGTATGTAACTCACTCCT\nTGTCTGCAACCCCTCCCAGATAAAGGAAATTAGCATCAAAATACAAACTGCACCAGGCCC\nATCCACAACACCCCAGATTCTGCAGGTTAGCAAATGGCCGGCTTGTCCATTTGCTGGGCA\nTTGGACATGTGGCACTCTCATCTATGGAGAGAACAAAATTAGGAACCTCTTCTTCCTCCT\nCCTCATCCAACTCCTCCTCCTCATCCAACTCCTCCTCCTCCTTTCTCCTCCTCCTCCTCC\nTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCTCTCTCCCCC\nTCCATCCAAGATCACTTATACCTAAATATCACAGCACATAGGGTCAGAAAGGCTGAGCGG\nCCTCATTGTTCTGAAACAACCACTGTCTTTGTCTTTTTACCACAGATGGGACGGTTTGAA\nCAGTGTCTATTTCTTACAGTCTTAGAGTCTTAGAGTTCTAACTCCATGATCAGACAGCAA\nCAGTGTGATTGCGGGAGGGAGCATTGTCCTTCTTTTCCAGGCGGCCATTTCCTAGTCCTA\nGCCTTGCACAGGAGTGACCAAAACAAAACAAACAAAAACAAAAAAACAAACAAAAAAACT\nAGTAAGTTCTACCTACCCTTTTTTAAAAAACACTTTTTATTGATTCTTTGCACTTCATAC\nAATGCACCCCAGTCCCACTCATCTCCCCATCCCTTCGTCTGCCCTTGCAACCTTTCCCCA\nAAAGAAAATAAAAGACAAAAATAAAGAATAAACAAAACAAAGCATTAAAAAAAAAAAAGT\nCTCATCGTGGATCGTGGAAGCTGTAGTGTGTCACAGTGTGTCCCGCAGTTTTCCCTTTTG\nTGCACACATCTTTACTTGTAAATGCTCACTGCAGTGAGTTATTGGTCTGGTTCGCGTTAC\nTGGCCTGGTTCTGCTCCACCATCAACACGGAATCCTCACGGGGCTCCTCTTGGATAGATA\nCTCTGTTGTTGCCCTGTGTCCTGCAGATCCCACAGTGTTGGTCTTTCACGTGCTCCAACA\nGTTCACAGATGGAGTAGATGCTGGGGTGGGCCAACTCAAAGCCCTCCAGCGAGAGAGTTA\nGCCAGCCAGCTCTCCTGAACCCGGCACCACCAGGGCCAGCTCTCCAAGCACTGCACCCAC\nCCCATCCCCACCCCCACCCCACACACCCTCCCCGACCCCGGCTAGCTCACTCAGTGCTGC\nAGCCGGCAATGGGGAAAGGTCAGTTCTGCTCTCTCACGTTCACGTTCACATTCACGTTCA\nCAGAGGCAGTTCACCAGCATCCATACCTCTGGAGCCAGCTCTACTGTGTTGCCCAGCAGA\nGATGCAGGGCCCACTCTCCAAAAGCTGCAGCCAGCCAGCAGGGGGTAGATCTCCCGTTCT\nCACGACCCCAGGGCCAGCTTTCCTGACTGCCTCAGGTGGCGGGAGGGTAAACCTAGCTGG\nCCTCTTTACAGGAAACTGGTGGGGGGCCAGCTCTCTCGGGCTCATACCCTCTGGGCTGGT\nTCACTGGAGCCCCACCCACCAGGGCCAGCTCTACTGTACTGCAGCGCTTGATCTCCCAAG\nTGGTTTCTTGAAAAGGACACTAATCCCATCAAAGGGGTCACCTTCTGAAACCCTCCTAGC\nAGCCTCACCTCCTATTATCTTCTGGTGTTAATATTCAAGTATCAACCGAGCTAGCGAAGG\nGGACAGGCACAAGGATGCAGTCCACAGCATCACCATCCTCACGAATTCCTTCCTCTCTGG\nAAATGGACAATGGTCCAACCTCCACTTTCTCAGCTACCCTGTGTCAGCAGTGGGAGATAA\nAATAATCATTGTGATGATGAATGTTATTGTTCAATTTGGAAAGTATTGGTCACTGGTAAT\nTTGTTTCAGGTGGATTGCGCTGCTGGTCTTGGAATTCTTACAACATGGAGTCTTACGGGG\nAAGGCAGAAAAGCGAAAACCTCTGCAAGGCTGCGGATCCATCCCTACCTCTCCCTCCAGT\nCTGCCCTGCTTGGAGCAGGCAGAGAGCTCAGGATCAGGAGGTCTGAGCTTTTTTTCTTCT\nGCAAATTGAATTTACAGATAAAACGTAAACACCCAAAGATCCTCTTGAAACAATGTTGGT\nATCGAAGCTGACACTTGATGGACTCAGCTCTGGGAGGGCTCATCCACAGAGCTCCTTGTA\nTACATATTCCCCATCTAAAATTCATAAAGACCCTAAGTCTGGGACCCATGTCAGATATGA\nAGGAAATAAGGATCAGAGGATAGCTTGACACGTGTTATAGAACTGCCCCAAGGCTGAAAT\nGCATATTACTATTATTATTATTATTATTATTATTATTATTATTATTATTATTATGGGAGG\nTTGGGTGGGTGTGATTCAGGGGTGCATTACACAGTGTGTGTGTGTGTGTATGTGTGTGTG\nTGTGTGTGTGTGTGTGTGTGTGTGTGTGTAGATCAGAGGAGAACCTTGGGAAGGTTTGAA\nCTTGTGTTACCAGCTTTATACTACAATTGCCTTTACCCACTGAGCCAACTGGTCAACCCA\nAAGCTCAAACTCTTAACCATCCACTCCAACATAGAAAGCCCAGGCCCTGGTTTCTGTCAC\nACACCTGGAGAGCAGTTTCTGTGAAGCTCACCAATGCCCTCAGCATAGTTCCCCACTGAC\nTGAGACGAGTGGAAATCTTAAGATGGTTTTTCACAAATGAGACAGGTGCAATTTATCATG\nTTGTAATGCTAACAAATTCCGTGCATGCAAAACTCATAGTGTGTGTGTTAATAAATTAAC\nTCAGCAGCATAAAACTTGATTCCGTGCTTTTTAAAAAATGAACATACCTGTTTCTTTGAG\nTTGTGATATTTATTTTCTCTCCTGGATTTTTTTTTATTGGCTCACATTTGCCAGTGGTAA\nCCAATTCTGATTCTGATTATCCTGAGAAAGGCCAATCAAATAAATCTGAAGTCAGATGTG\nCTTCAATTTTGTTTAGAGACAAAGGGTCCCCACCCCCTCCCCAATCGTCCCTGTTTCCCA\nGAGAAAGCATGAAGCGCATTATTTTTATTTTTTATTCTTGCTGTCCTAGTCTGCTCTATT\nGCCATGAACAGGATGTCATTTGAGCTTTAGAACACACCTGCTTCTGTGATTTCAAAGGAC\nAGCCAACACACTTCTGCTGGGAGCCGGTCAATTCCAGTTCCTGTGAAGGAGCTGCCGGAG\nAATGAGAATCTAATGTGGGACGAGTGTATGAGTGAGGTCTGAACCAAGCATATGGCGCTC\nAGAATCAACAGAGTACTTCCTTAGCCCTATATCCACACAGCGCCACAGCGCCTCTTGATG\nCAGGAGTGACAGCCAGGTTTCTTGATTTGAAACATTGTTCCATTGTTGTTGCAGTCTGTC\nTGTCCTAAAGACTAATTTGTTTGGCTTTCTGAGGCATCCTGGCTACAGCCGGCACTCAAG\nGCTGAGAACACTCAGGGAGATACATAGATGTTATTTTTAATCATCTGTGTGTTGTAAGAA\nAGCTTTCACCTGGAAAGTTTGTAGGCGTGCCTTAAATTCCAGTCATTGTACTTGGAAAGC\nCAACCCCAGCTCTAGGGTGAACTCTTGCTTGTATTGCGGGGTTGGGGCTAGAGGGGGACT\nGGAGAGAGAGGTTATGATGTATGTACACGAGCACGTTTATGATGTGTTTGTGTGTGCAGG\nTGAAACTGCGCCACGGTGAGCACACAGATGTCAGAAAACAACCTTCATGGTTTTAAAAGC\nAGTCTCTTTTTGTTTTTATGTTAATGACTACAGGCTGTCCACTCTCCTGTCTCTGCCTCT\nATTTTCTGTAATGCTGTTGGTATGACAGAGTGTTCCACCACTCCAAGGACTGAATTCTGA\nGTCATCAAGTGTGCACAGCAAGTTTACTGAGCCACATCTCCAGCCTGGACTTTCCCATGT\nTTGAGATCAGGGGAATCCAAAAATAGCCCAGCATCACTTCTTATGTATTGTTGAAGAAAC\nAGAAACCAGACGACTTGTTCCCTCCCCAGGCCCCAAGGATGCATATGCTTACATCCTCGT\nACACGCAGTGTTTCAGAACATGATAATGATTGGGATTAGGGTCCTTAAGATGTAATTAAA\nTGAGGTTATTGGGGCTAACTAACCCTCATCAAATTCTAATTTCAAAGATATGTCCAGATG\nAGAAGATTTTAAAATACATAATTTCTAATTTTTTTGAGAATTTCATTTATTTTGGCAATA\nGCCTTCCCCTCTCCCCTCCTGCTCCCCCTGAACCCACCCAACATGTCCCCCTACCAACTT\nCATGTCCCTCTTATATTTTTTATGACCCACTGAGTACAACCTGTGCTGTCCATTTGTACA\nTGAGCATAGGGAATTGCTGGAGCATGGGCAACCTTCCAGAGGCCCCACCCCAAGGGAAAA\nACACCTTCATTCACAGCAGCCATCCTTTGTCAATAGTGCCTCAGCTAGGGATTGGGCCCT\nGTGGCCACGCCCCACCAGAGCTAGAGTTCTCATTGGCTTGATCTTGTTGCAGGGCTTGTG\nCGGGCAATCACAACAGTTCTGGAGTGCCATGGCCGTATGACATCCAGAAGCAGCCAGTAT\nTTCACAGCGCTACTCCTCACGCTCTGCCTCCTGCATCCTCCCTGCTTCCTCTTCCCTGAG\nCTTTGAGGGTGGGAGTAGGGACTTGATACAGATATCCCGTTTCGAAGTGAGTGCCTGCTG\nTCACTTATTCTCGGCACTTACATCAGTTATGAGGCTGGGCATTTCCCACTTCCCACTGTA\nAAAAGACGCGTCTGTTAACAACGGGAAGAGTAGAGTAAATATATGAGTGCAGACATAGAT\nATTTAGAAAGCAGTTTGACCACGTGACCATTTAGCAAAGCAGTGATAGTAGGTCCCTCCT\nCAGGCCTCTCACCTTTACAGTGATGGGTTTGACCAGGTTTCTAGTACTAGTATGAATTCC\nTTCCTGTGCAGCAGGCCTTAAATCCACTCAGAAAGTAGTTGGTTACCCCTATAACACCCA\nTGCCATTATTATGCCAACAGGAATATCTTGTTTGGTGGATCAATACTGTAGAAGGCTCCA\nGTGCTAGGTAAGACCCCTTCTTGCCAAGAGCCCACAGGAAACTGGCCAAGATATGGTATT\nCTGTTGTTAGCACTGTGAGCTGATTGCTGACACACCTCTGCTTCTAAACCATAGACTAGG\nCTAGGGCAGCGCCTCCTCAGCCGATGAGGCCTCTACTGGCACCCATTTCTTCCCTCATAT\nCTTTGTCAAATTGGCCTGAGTTTCTGATAGGACGAAGCCAATTCTTAGAACACAGGCTGC\nCTACACATGGTGCCTTGCCCACACATATCCCAGAGCAGAGCAGAACAGAGCTCCTTTCGA\nGAACCAACGGGGTCCCCATGCCAGGGCCTTGTTTTTACTCACGCCAACCACACCAACAGG\nTTTTTACACCAGGAAGAAGGAAGATGGAGGGGCTAGGGGGTTATAGTCCTTCCCTCTAAC\nACCCTGTGCTCACCAAGATTCCTTTGAGAAACATTTCTACTCTGTCCTTAGCAACCTCAA\nCAAGATTAGCAATAGCGCCAGGAGAGGCGGGGTGGGGCGTGGGGGGCATCAGGATTAACA\nGATATTGGGAGCCAGTTGGCGGAGAAAGCCTGGGCTTCAGACACCAAGTGCCTGCTCGAG\nAAAAGCCCACACTTAACAAACAAGAGGTACAGGCTCCCTTTCTTCTCACCCTTTCCGATA\nACTGAGATTACAAGGTGCTCCTAGGGATGCTTGCATGGATGGGATTACAGTCTGATAAAA\nTAAAACTCGGAGCCACTAGGCTCGCACAAGGGAGTTAAGTGGGCTTTTGGGTGAGATTCG\nTAGAAAACCGCTGGTGTACAGCTGTGGAGAGTGAACGGCGCTAAGTAAAGGTTCATTGTG\nTTGGGATCCTTGATTGCCAGATGGTGAGAAACTGACTCTCTTTCCTCGTCCTCGTCATTT\nCCGATGTCTTTCTATTCTGCCTCACAATGCTTGCGCTCCGTCACATTCCTACGTTGAAAA\nTCCAAAAAGGTAATGTTGTTAGGGGGCGGGGCCTCTGGAAGGGGTCTGGGTCTTAAGAGT\nGGAGCCCCTCAGGAGTGGGCTTGGTGTCCAATAAAACATGACCTTCCACCAAGGGAGGGC\nACACCTGAAAGGTATCATCAGTGAACCCTTACCAGAAACTAAGTCTGCTTTGATAGTAAC\nTCCCAGCTGTGAACAATAAGTGCCTTTTATTTTTAAGGCAGTTTGTGGCATTCTTTATAG\nCACAGGGAACTACTGAGAAGTGGGAGCTGCCAGCTCTGATTTAGAGGGCTTGGAGAATTT\nTCCCTCGAGGAGCAGAGAGTCAGCCTTGAAGCAAGGTCTCCTTGGGCCCTAAGGTCAGGA\nAGGAGGAAGTGCCATTCAAGGAGAGGTAGCCACGGGAGGTAAGGAGCTGGGATGCAGACA\nGATGAGATGGCCTTCTGGAGGGACAAGGACAAGCACTGGCTTTTTAGGCAAACGACAGGC\nTCAAGTGGTGATTGTCTCTTCTCTTCTGGAACTCACCCTAAAATTCCCTCTATTGCGTAT\nCTTTTGGCTGCTTTACCATCAACAGGATGTCCTGAAGAAGAAGGAAAAGAGGGTGGCATT\nCTTTTGGCCCATTTCCTTTTTTTTTTTTTTTAAAACTCTGTAATTATTAGTTTATTAGTA\nTCATCCAGGACTCATGTTCAGTATTCCTCCTCAAACTACATTAACAACGCAATGTAAAGA\nACCCAAGTCAAAATTATATAACAGCACTCCATCACAAAAGCGCGTGAAATTACAAGAACA\nCTATTTTGAAACACTGACACTTTAAGAGAACGATAATCTCAAAAAAAAAAAATCCACAAA\nATTGCCAAATTGTTCCCTAAACTAAGCAGATTAAACCTGATTAATGAATGAGTTTGGGTT\nTTATAAAGAAAAAGCAAATGGATTGGACAAATGGTATTAATATGCAAACTTTATCCTCTT\nGTATCTGATTCATAAAGGGACAAACCACAGTATAGGAAAATATACCCTTCATTTTAAGTG\nTGACATAATTTTAAAAGCTGGCTCAAGTAATTAAAAATACCTTTAAACAGTCAAGTTTCC\nTGAGCAATCCACATTTAGATAGAAGGGCAAAGGCGTTATAGCCAGCGTTCTTGTGATAGC\nCTTCGCTGGGACTAAGGTCAACAAATAGTACAGCAGTCTTGTATTTTAAGCTCACACTTT\nTGGGGATACATTCTCAGGTCTTCTTTAGTAGGGGAAACTGCAAAATATAACTGCCATTAC\nACAGTAATGCTATTGGCCCATTTCCTAAGTTAGAGCATAGCACTGGGGTGTCGGTCAGGG\nAGATGCTCAGCAGCCCGAGGAGTTCTCTTCAGAGACCTCTGCTCAGGGGAAGATGCGATT\nCACTGCAAAAGAATTCCAGGATGAGTAACAGTTGGGGCTTATTAAGAAGAGTATTTTGCT\nGGTCCTCAAAGGCATGAGAGCAGGAAAGCTGCCCCGTTCTTCACCTAGGCAATATGGGAG\nAACTGGGCCAGCAGAGGACATGAGAGCAGGTGAGCTGGTCCCGCCCCTGCCGGGCATGTG\nGCAGTGTGAGCACAAGAAGAGATCTCACATACACAGCCCTCGCTGCCTGTGGCAAGTGGG\nAAAGCTGGTCCCGCTTCTCACCGACTGCAGCACTCAGGAGAGAGGCCCCACATCTCACCT\nGGGCACAGAGAAGTAGAGCTGGCCCTGGTGGTGTGGACACTGGAGAGCTGGCCCCGCCCC\nTAGCCGAAGCAGTGCTGAAGAGCTGGCCCTGGTGGCTCAGGCACAGCCTGGTGGCAGGCT\nGGAGAATATAGCTGCCTCCCCCCAGATTCAGGGCTTTAAGTTGGCCCACCCCAACATCTA\nCACCGTTATGAACTGCAAGACCTCCATAACACAGGGCAACAACGGGATATCTGAGAGGAG\nTTCCGGTGAGGATCCAGAATCGTTAGTGAAGCAGAAGCCAGAGGCCGCGAATCAGACCAA\nACGACTCAATGCAAAGAACACTTGCAAGCAAAGCTGTTTGGACAGAAGGGTGCACTGTGG\nACAGACACACCGCAACTTCCATGGCAAGACAGTTTTTCCTTTTTTCTTATTCTTTTTATG\nTTATTTTTTTTCCCTCTTTTTGTTGCTTTTATTTTTTGTTTTCTTTTGTGGGGAGGTTGC\nAAAGGCAGAGGACAGGGACAGAAGGACAGGGAGATAGAGTAGAATTGGCATGCATGATGT\nGACATTCACACCGGGCATGGTGGCACACGCCTTTAATCCCAGCACTTGGGAAGCAGAGGC\nAGGCAGATTTCTGAGTTCGAGGCCAGCCTGGTCTACAGAGTGAGTTCCAGGACAGTCAGG\nGCTACACAGAGAAACCCTGGCTCGAAAAAATAAAATAAAATAAAATAATAATAATAATAA\nATGATGTGACGTTCACAAAGAACCAATAACAAGGATTTTTTAAGAAGTATTTTATTGTTT\nTGTGGGTTTTCGCATATAGATGTTAGAGTGGGCATTAATAGGAAAGTGCTCGGGGAAAGA\nATAATACACAGCTGAAGGTGGACATGAACTTCTCAAAGGAGAGTGCTGCTTTGCTGTCTT\nAGGGGTAACCAAGTACACAGGTTTTGATGGCCCTCAAGTTACATCTCAAAGACTTATTAA\nGAAATTTCTTTCCTTTTTTCTCTGCCCCCCCCCCCACTTTTTTCAGTAAATGAGATTGTT\nGAGTAGCTACAGGGGTGCCTCTGACTTATATCAGAATCAAATGAGATAAATCTGGGGTCA\nCACGGTTTATATAACTGAGTTAAGAAACATATTCTACTGTAGATGGGGTTTCTGGTGAGA\nTGCCCACTAAATCACAGGTTAGTGCTGGGAAGAAAGATCGGCCACATCCGAAGGTCATAG\nACACTCGGGTCTTAAGCACAATTAATTGCTATGTTAACATTCCCATTCAAGATCTCTCTA\nTAAAAGGGATATTATCTCTAGAGGAGCAACCTCCACATCAAATATTAGTTGTGAGGATTT\nCTTGACTCTGAGCCTGGCAAGAGGCTTCAGCCAGACACTAGGTGAAGAGTGTCTTCCCCT\nTCCCACACCTCCTTGCAGTTCTGTGTTTCTACACTGAGTCACAGGACAGTGTAGACAGTC\nTGCTATTCACAGGGCAGGGATGCCAGGGTGGAAAGTAGCTGTCTGAAGAAGTTATGGGTC\nAAAGAGTCCCAGATCTTTGTGGAGTGACTGGGACAGGGGGATAGCTGCCACTTAAATAGC\nAAGGTCAGTGTTTCGTCAAGAGGTCCCTTCTACAGAGCCCCGGCCTCATCCTTCACCTAT\nGTCTCTCTGAACAATTGGGAACTAAATGGCTGCTGCTGCAGGGCTTTGATGTTTCTGACT\nCTCCCAAGACACCGGGACACTTCTCTAAACCATCGCAAGTAAGTCTTGGGGTTGGGGACA\nTTGCTCAGTGAGAAAAGTGCTTGCCTTGCAAGCATGGGGACCTAAATTTGATGTCTAGAA\nCCCTCACACATAAAAGGCCTGGCACAGTAGAATGAGCTTGCAGTACCAGTGTTGGGGAGG\nTAGGAAGGAGGAGAGCCCTAGGCATCCTGGCCAGCTGGTTCCAGGACAGCTAGAGATCCA\nGTCTGAAAAATCAAGGTAGGTGGTACCTGAGAAATAAGAACCAAGGTTGTCCTCTGGCCT\nCCACATACAAGTGCACTAGCACACACGTGCACATACATGCACACACACACACAAAAAAAG\nTCATGTGTAATCACGGTCTTCTTAAAATTTGTATTCAAGGTATATTTACTTGATGTAAAT\nTTACATTTTAACTGTGCAGAAATGATAATACTTATTTTCAACAGGAGAGAAATTATTGTT\nATTCTTATAACAGATCTTAGTCCCAAGCCCCTGCTGAAGTACTGAGACTCTTGTGTTCCA\nCAGCAAAGAATTGGACCAGGGACACAGCATTAGAAATAGGAGTAGAGATAGTTTATTAAG\nGAAAAAAAAAAAACATCACTCTTGATAATGGGAATGGTCTAGAGAGCTGAGAGAAAAGAC\nCCCAAAGTGTTAGGTTATGAGTCACATGACCCTTAGGAACCCATCACACAATGACATTCC\nAGAAGCTTCCAAAATCACACACATATATACATATACATACACATACACATACATATACAG\nTCACTACTAGGGCACTAGATCACAATCCTCCTTTGAGAAGCACACACACACACACATGCA\nCGCACGCACATGCACGCTCGGTCTCAGGTGTGCCTTATTCTATCTCTGAGCTCATTTCTT\nTCTATTCTTAATAAACTACCTCTGCTTCATACTTGTTCATTCTGAAATTCTTCGCAGGTG\nAAATCGGGAATCTAACTCTAAGCCATGCATGATGACACATGCCTTTAATCCTAGCACCGG\nAGGAGGGGGGTGGGGGTGGGGAGCAAAGGCAGGCACATCCTGAGTTCAAAGCCAGCCTGG\nTCTACATAGTGAGGTCTAAGTCAGCCAGAGTGACAGAGATTGAGGGAATGTCTCAGGCTG\nCTGGTGGCAATGTGGAACTGTCTCTATCCCCATAACTAACTGTCCTGACCATTCAATCTG\nGGATCTAAGTGCACCTCTGGCTTCCCATCAGCACTGTAATCATGAAGTAGCAGGTGACTG\nGGTGACAGAGTGTGCTTTATGCCTCCTGTAAGGCTTAAAACCCCAAGAGTGAGTACAGCT\nCTATCCTTAACAGAGGCCATGAAGCTATTTACCCTAAAAAGAAATAGCACTTGTGCAGTG\nGACAGTTGTTGATAAAGAGCCTCACACCCCATCAAAGCGCACAGGGCAAGTGTCTGCAGA\nGGCTCAGCCTTTAATGGAACCCCTCTATTGCACCTCCTCTCCCCAAGGCTCAGGGGATGT\nGGGATATCATGGAAGAGAGGACAAAGACTGTAAGAGCCAGAGGTCAGGGAGTATCTGAAG\nAGAAGTGTTTTCCAGGCATGGCTAGGCATGGCCACTTTGACTGTCCCAAGACCCGTGCAG\nAATCAAGCCAGTCAACATGATGGGGTGAGACACACAAGCTCCCACCCCTAGCTGAGGAGC\nTGTTCACAGTCTTGCTAGGGGGGAGTGTCAGGTTTCCTCAGGGGTCCCTGATTGGTTGGT\nTGGTTCTGCATTTCACGTCTGGGCTGCTGGGGTGTCAGTCAGGACATGGCTCAGAGGTGC\nTCGGCCATGGTCCAGTCTCCTGGTTGGGGTGCTGACACACTGCTCAACAAAATGCACCAT\nAAGATAGGGGCTTCAGCCCGTGTTCCTGGGACAGAGGCTGTGGTTCTCAAACTCCTGGGC\nACCCAGGCACTGCTGGGAACCCCTAAAGAGTTGAGATGGGGAGGGGGGACTTCAGTGAGC\nCTGGGGAGGAATCCAGCTTAGCTCGGGGTGAGTGCCAAGTGTGAGGAGAGGCCTTCCGTG\nGGAAACTTAGGCTCAGCTTCTTATGACAAAGGCTTCTCCCCGACAACAGTCCTTGAGGAA\nGGAGACAGTCCTTGCTTGTCTAAGGTGTTTATTCATGGTGGAAAAGAATGCATACAACTT\nATTCAGGATGGACCAGAGATTAAATACCTTTTGCAGGAAGGAGTGCCGGGAAGGGAAGCT\nTATTGGCTAAAGCTAAACCTCCAGGGCCCATCTACATCCTCAGTAGCATAGAGAACTCTG\nGGCTCTATGCTATATGACTAATTGTCATGGTCACGTGCTCCAGGACAGGAATCCGGTTTG\nGAGCAGATTCTAACACCTACCATTCTCAAATATGAGAATTGCTGGGGTTCCTTAATCTGC\nTCGACCTTACTATGTTTTCTGTCTGGTTGCAGGGTTACACTTGTCCCACAGTAGGCTGAC\nTATGCTCCAGTGCACGTATATATGGGCAGCACTCATTGGACAGAGTGATTTACTTTAAAT\nAGAGAGAGAATATATACAACTGAAGGGGTATGTGGGAAGGGGGTCTGAGAGAAGATAGAG\nAGGAGAAGTGGGCATAAATATGATTGGAATACATTCTCTACATAGATTAAAATAACCAAA\nGAATAAATTTAAAATATTATATGTAAAAGAGAGTGGGGGAGACGTGAGGGTGTGGAAGGG\nAGAGCTACATACCACAGTCCAGGGTCAGCACAGAGTCTGTAAGAAATAGGTTCAGTTTAG\nTCTATGCAATACCAAAGTCCTCTCGTCTATCTGGATTTTATCTTCTTCCTGGCTACCTGC\nCCACCCCTCTTTGCAACACCTGCCCTTGTCTTGCCCTGTTATTGTCTGTACATCAAGAGG\nCCCCAAGAACAGAAACCTAGAGCCCAGTATGTAGCTCTTCTGTGGTGCCCGGTATAGGAA\nGAGGGTCCAACCTGGAGACGGACTTCTCCCAGGAAGCACAGAGGCCTCCTTGCCACCTAG\nAGAGCACATTAGAGGCAAGGACGTGCAGACCTGTAGTAGATCTATCAGCTAGGAAGCTGC\nGTGGACATTGGTTTTATTTGGGTTGGATTGGGTTGACTGGCCTATTACCTTAGTGTGGAG\nTCACTCCTAATGATGCTTAGCGCGTTATATTGAGCAGCTCCACCCCATGCAAAGCAAAGA\nTCCTGCACCAAACTACCAGTAAGACCTCCTGGACAAACAGCCATGTTTCCTTCTGTATTC\nTCTTCCAACAGTCACCTCGACGTTGACCCAAAAGACACAGCCCAGTGATTCTGGACTTCC\nTGATCTGCTTTCAGGCTGCTGAAGGCCAGGACACTCAGAACCATGTGACCAGACTTTTAT\nGTGCTCAAGACTGTTAATCTCCTTAATTGAAATTGATTGGCCTCCTGGGACCCAGCTCTG\nCCCTGGCCCTGAGCTTCAGCAGGTGAGCAACATTGACTTATTTCTTTTCAAGACCAATTG\nACCCAACATGGCATCCAGTCTCTCCTTGAATATCAACCCTTTTCCCAACTAGGAGCCAAA\nCCCGAAAAGGCACACAGTTACAAAACAGCTTGGGAGCAACAAAAGCACCTGATAAAGTAA\nGGAGAGAATATTCTTGTCTCATTGTGGCTTAGCATGGTACAAAAGACAAGCCAAAATACC\nATTACCAAGAAAAGATGCAATCAAACACGCCGGGGGTGGGGGCGGGGGCAGAGCAATGGC\nGGGGGCAGGGAGAGAGTGTGCCTTCCAAAGCTTTCCAGATAAACAGGCTGGCCCAAGCAT\nATCTAAGAACCAGGTGGGAAAAAAAGGGGGGGGTTAAAAAGGGAAGAAAAGTGAAAGCTC\nCGCTCAAGTTAAAAGAAAACCAAACATAAGAGAATTGTTTGAGCGGACAGATTGGTATTC\nACCCACAATGCCACTGGAGTGGCTGCCTGGGGAATACAAACTGGTTTGGCAGGTTTATAT\nCCTATCTTCTGGCAAATTCTTGCTTGCCAGACTTATCCTATATCCTGGAAAGCCCCCCTT\nGAAAAGCTTTCCTGTGTCAGGCTGCTGGGTCATTGTAACCAGTGGGAACTGGGCTTGAAA\nTGGCTGCACTGGGGAGTAGTCAGGTTGCCTTTCAGCTTCCAAGCCCCAGACTGTATTCCT\nGCTAGCTGCACATTGTGGTACCAGGACACAAGAAATACATACATACAGGCGCGCGCACAC\nACACACACACACACACACACACACCATCTTTGAGGTGAGTTACCACAGCACTGACAAGTG\nAATAATCACTGATAGCAAACCCATCCTGATGGCTAAAGATCAAGTCTAGAAATCCAGATT\nTTCATTTACTTGTGTGTGTGTGTGTGTTTTGTGTGTAGCCTCGCATGCACATGATCATGC\nATTTGTATGTAGGTCACAGGACAATTTGAAGGAGTCAATTCCCTTTCTTTTTCCACCTTG\nTTAGTCAGGGGATTGAACGCAGGCCACTGAGCTTGGCAGCAGGCATGCGTACTGAGCCAT\nCTCACCAGCCAACTTTTTAATAGTAGAGAGAACCAGCTTGTTTGCTGCTGGAAAGCTCAA\nTTTTCAAAGCAATTCAAGGAGAAAGTAGTTATTAGTTTCCATGTTCTACCTATAGAGAAA\nGCAAAACACTTCTCCTTTCATGTATTCAGCCATTAGGACCTATGACTTAAACTGACTAAC\nTCATGGAAGAGCGCATGATGTTAAGATATTTAGTGAGAAGCAGAGATGGGGAAAAGGTAG\nAGACAGGCGGATCCCTGGTGTTCACTGGCCAGCCAGCCCAGCCTAAGCTGAAAGCCTTTG\nATGCCAGTGTGAGACCCTATCTCAAAGAAACACAGGAGCTGACTCCTGCAGAAGAACACC\nCAAGGTTGACCTCTGACTTCCATGTGAGTGCACGTACATACACACACATACACACACACA\nCATACACACACACACATACACACACACACACACACACACACACACAGGAAATGTGCAGAG\nAAGTGAGACTTGAGGACTGCAGAGAGAGCTTTGCCATAAAGAGTGCTTGCTGCTCCTGCA\nGAGGCCAGTTTGGTTCTCAGCTCCCTGAGGGAAAGCTCACAACTGCCTACAACTCCAGAT\nCCAGAGGTCTTATGCCCGCTTCTGCCCCAACAGGCACCCGCATACTTGTGTGTGTACACA\nGACAGGCACACAAGCACACACATACAGAGAGACAGAGACAGACAGAGACAGAGAGACAAA\nGACAGACATAGAGACGGAGAGAGGCACACACACACACACACAAATAAATCGAATTAAAAG\nAAGTCAGGGGCTAGCAAGATGGCTCAGCAGGTAAGAGCACTGACTAATCTTCCTAAGGTC\nCTGAGTTCAAATCCCAGCAATCACATGGAGGCTCACAACCACCTGTAATGAGATCTGATG\nCCCTCTTCTGGTGTGTCTGAAGTCAGCTACAGTGTACTTATGTATAATAATAAATAAATT\nTTGGAGCCGGAACAAGCAGGGGCTGAAGCAAGCGGAGTTGGCCAGAGCAAGCAGGGTGGA\nCTGGAGCAAGCAGAGGTCCTAAAAATTCAATCCCCCAACAAACACATGAAGGCTCACAAC\nTATTTGTGCAGCTACAGTATATTCACATACATAAAATAAACAAATCTTTTTTTAAAAAAA\nAGAAGTCAGGCTTCTGCTTGCAGGAAGCAATAAATTGAAGTAAGTGACTGAACAAAAGGG\nTGTGGTTTGGCTGCTAGACATTGCAGTTGTGGGAAGACAACTAGGAAACTGTGGCAGTTG\nCAAATTGCTGATTAACACGTGGTGTGTTATCTTGGTGTCAGGACCAGAATCTGCCCCAGG\nTGCCTTCTGATCAAACCCAGATTAAGGCCTGAGTGCTGGAGTTTTAGTGCGTTCCTGACA\nGGATGGAAGTGCTGGGTCTAGTGGATGCTGCCCCAGGGAAATGTATGAGTTAAGTCCTGC\nCCTCCCGCCTCACACTACAGGTAACCGTCAGTCTCAGAGGAACAAACCTGCTTTGGGAGA\nCTAATGTGTGATGTTGCAGCTCAGACCAGAGCTCAGACCTCGTCCTTGAAGTTTTGAAAT\nGACCTGCTTTTTCATATGTGGATGAGAACAAAGCAAAGCGAGCAATCTTTCTGGCCCCAT\nCTGTACCAAAGTGCATGGGGTAGATGGTAATAGAGATTAAGCTTGCATCTTTACATGCGT\nTAGGAAAGCGCTCTACCACCAGGCTTCAGCCCAGGTCAAAAACTTCAGATACCATGAACA\nTGTTCTTAGAATGTTGCATGCTATGTAGGTGCATTTTTCATCTTCAGTTGCTATAATGAA\nATAGTTAAAGCTGGGCACTTACAGAGATAAGTTTATCTAACTCACAGTTTTGGAATCTAA\nAGGTCCAAGATCACCCAGCCCCATCTGCTTAGCTCTGGTGAGAGCCCTCTGGTTACATCA\nCAACGTGGCATCACAATGGGAGCTCATATAAGAGGAGGGAATCAAGTGGTAGGCAGGATG\nCCAAAGAGATTTCAAAACCCTGCTTGTTCGTTTTAGAACAATTCACTCTGGCAAGAACCT\nGTCCCAGAAACCAATATTTATCCCTTCCAAGAGCAATATGGCCCTGTGATGCCCTGCTCC\nCAGGCCTTCATCTCTGAAGTGGATCAGTGTACCGGTCACCTATGTCTCGACTACCCCCCT\nCTGGCAGCAAGTCAGTAGTCACTTCTCTGTGTTCTGGAAAGAAAACACCTCGAGCTGCCC\nAGCTTAGGGCCAACAAGGAGAACTTGGACCTCCATGGCAGCATCCTGAGCGCAAGAACTT\nTCAAAGGCTTCCAGATCTGATGTTACTTCTCGAATCCTCAATTCAACCAACATCCAGTCC\nTGAGAATCCTTGTTCAGTTAGGCAGCTGTGGCTTCCTGTGCCTGGACTGGACTGACAGAT\nACGTAGACAAGGAGTGACGTATACATTTCCATCAGTTTAGATGTTTGAAACTACCTTGGG\nCAGGTTCTGTTAACTGCACCCAACTCAGACATGAGTAGGACAGAAGGAAGCTGTCCCGGG\nCGGACTGAGGCCACAAAGACTTGCCTTTGATTCAAGAGAGACCTTAAAGGCTAGTTATGA\nTAGTTAGGTACAAGTTTTAACATCTGGTAGCTAATTTTTTTCTCTACCCCATAATTCTAC\nTTTGACTGCTCTTCTAGAGGTCCTGAGTTCAAATCCCAGCAACCACAAAGACAGGCCGCA\nTGCTACTGTTGGGTGTAGCACTAGACATGGTGGTAGTGTTCATCTTACATACTTTGCCAG\nACTTCTTGGGAGTCTGTCCTGGTCTTTTGCTAGGTGTCCGGGGAGCACTGCCATACATCA\nTCTCTACTTCTGTCTGTCTCTTGTTCTTTAGTTGCCTCTCCTGTTTAGCTCGTTCTTTCT\nCTAACCAATGTAATTCCCACTGTTCTGTAACATACTCCATGAATTTCTGCCCATTCACCA\nCAAATGCTGTTGAGTGCTCCTGTTCCCACTGTTCAATCCGTGCTTTCAGCTCCTCGTCCA\nGCTTAGGGAGTGTTTTCTGGAGCTTTTCGCGTTCCTTTTCTTCTTTTAAAAGATTCCCCC\nCTTTTTTTTGTAAACCGACCTGGGTCTGAAGCTTTTCTCTCAAACTCTAGGAAAAGTTTC\nCAGCTCTCTTCCCACTTCTGGACGCCTTGGAACAGCTCCTGTGAACGTCATAGTAGTTTC\nTTAACCAGACAATCTCAGCATCATGAAGATGGAGCAGGTTTTCTGTGTAGTCCTCAGAAG\nAGTAAGGGGCAAAAGCCTGCCCCTGTTCCTGGCTATAAAAACACTGGTCCCAGGACTGAG\nCCGGCTCCACTCGAATTTTCTCAATCACTTGCTTTATGTTTTGTATTTTCAGATCTTCTA\nACCAATCCACTTCTAATTTCAGTGCATTCCTGATTTTGGTTTTTGACCCAGTCATAATTG\nCCTCCACAGGCTCTTTCTCTTCTTCAGGTATTTGTAACCTATCCCAGAGCTCTCGGATTT\nGAGTGTGGAGCCCCTCACATTCTGCTTCATTTTGTGATTTTTTTTTTTCATTTCCAGCTG\nCTTTCGCAACTTCTGTAATGTTGCGATGTTCTCCAGTGATAAACAAAAAGCACTCTCATC\nTTCACACACTACATCTCCTTCAGTGCTTGTATCCAGAGAGTGTGCTAATTCTTCCATACA\nCAATATGATTCGTTTCTTAATGTTGACAAATTCTTCACGCCTCGATTCCTTTGTCTCCCT\nCAGAGTTGCCACACGCTGTCGGAATGGCTTGACCTCTCTAAGGTGGGGACAGAGGTGCTG\nTCCACATCACAGGGCGGCATACAGAGGATGTCACGGAGTTCTTGCTCCTGTTCCTGAAGT\nTCCTGCTTTCTCTCCTTTTTCTGTTTTCTCATCAATTCTACTCGAGTGCGCAAATCTTTT\nTCTAGTTGCAAGATGGTTGTATCTTTTTCTTCCTGAGACGGCTTCACTTGTAGCTCACTG\nCACAGGGTACTGAGCTCCTTCTGACAGATGGATACGCTTTTGAGAAGCCTTTCCCGCGGG\nCGCTCCTCTTCAGCAATCATTCTATCCAGATCCTTTGTATGCTTCTTTACAACCTCGGTT\nCTTTGTAGTCTCTGCTCCTCTGGAATCCCAATTAGTTCCCATATTTCCCAGAGGTGAGTT\nAGAGCTTTCTGGAGGCATGAGATAGACTCGTCTGCTAGCATCTCACTCAGTAATGGGTCC\nTGCACCTTCTCCTCATAGTGGACGCTCCAAGCCTTCCAGAATCCAGACCCTCCACTTGCC\nACGCGCCGGACGGAGAACAGTAACCAGCCGCTGCAGACTTCACCTTCAAAGATAAAGATT\nTTATTACAATCTTATTTCCCCTCAGGGACGAATCTGCATTTTACTGTCCTAATATTTACT\nTGTTATTATAGTGAAGCTCGGGGTAAGCCATCAGGGGCTGAGTTGTTCTAGACAAGTGTT\nTCGCCTAACTGGAGTTTATACATTTAGGTATTAAAATGCTATTTGCTTTAAATGCTTTGG\nAAAATATTAAATATTAAATAGGAAGCATAATAAATGAAGTACAATGACATAAGATCCCTT\nCCCTTGGTGATTTGGGATTAATCAATGTCCCTAGAATGTGCCACGCTCCCTGCAGGGGCT\nCCTACTGTCCCCACTGCCTGAAACAGTCTTTACTCAGTTAAATCATTATCATCTTTTGGA\nTGTCAACTCAAAGACTAGTTCCCTCAGGCTCAGTGATATACATTTTCTAAAACTTATCAA\nACTGTTCACATAAAACAAGCGAAATCTTGTGGCGAATACATTAGACCTCAATAAAGCTGT\nTGAAGTAAAAGGTCTTGTCAGGCTGGAGATGTGGCTCAGTGGGAGAGCAAGCAGTTGTGT\nAGCTTGAATGAGGCCATGAGGTCCATCCCACAGAACTGACTGATAAATAAATAAAATTGA\nCAGATAGGTAAATAAAATTCTGCCAAAGGGAGAACCTCTTTCTAAACATGGAGTGTATGT\nAGCAACCTCCTAAGGTTGAGGGAAATGGAGTTGAGAGGGTAGCATCAATGTGAAGAAAAC\nTCTACGTTAGCTGAGTGATCAAGGTAAACTACAATGGTCGTAAGTCATATTGATAGTAGC\nCACCCTTGATATGATAGGCTGAAAGTGGTATCTGACCCCTGAGGTCATTCTCCTGAGCAT\nCCTTGCCTCAGTCTATGAGAAAAAATTCCAATAGAAAGATACCCTTCAATTAAAGAGAGG\nAGAAATGGCTTCCCCATTCTATAAATATGGGTTTTAATGATTTCCTTCCAAACAGTATAG\nTAAAGAAAAAAAGGAAGGGTCAGAGACTTGCAGAAGAGAAGGATGGTGAACAATACCTAA\nAACAAAAATCAAGGCCAGCGTCCCGAGTGACAAGTCACTTTGGTGTCCGGCCCTGCGGTG\nATGAGAGAGATGCTTTACTTCTGTGGTCTTCCCCCAATGCCCAAAATATTACTCCAGTCA\nTGAAGAATCTCAAGGCACTCGGGTTATGGCTCAGTTGGTAGAGTGCTTGCTTGAGGCATT\nAGGCGCTAGGTCCAGTACCTGGCACCACATAAACCTAAATATGATAGCATGTGCCTGTGA\nCCTCAGCACCTGGGAGCTGCAGGCAGGACGATTAGGAGTTTCAAGTGTCTAAGATGCTAT\nGTCAAAAAGAAAAAGACAGGGTCACTACTTATGGCAGGACAGATAAAATTCCCCTACCTT\nCATTTTTCTCAATGTCTTTCAAGATAGAAACACAGGCTAGGAAAGTGGAACAAAAATAAA\nACATTAGAGTCGATCCTGAATAGCAAGGCCAGCATCATGAAAATGCGGTCAGCTTACACA\nCTGTCTCCTCGAGTGCTTGCACTGTAGATAACACTGTGTGCACGTGTGTGTGTGTGTGTG\nTGTGTGTACATGTATGTGTGCGTGCCCACATGTGTGTGAGCATGCATTGCTTTTCCTATT\nGTATATCATATTTTTTAGACAGTCTGTGTGGGAACAAAGAGGGGGTAGGGGAAAGAGGGG\nAAGGGAGGATAGCCCACGTCTGGCCAGAGTTCCTCCTATGCTCTGGGCAGGCAGAAGCGG\nGAGGGCTGCCAGATGCTTTCCACTCGGCCCCGGGTGGGCATCTAAGCAACTGACCCCACT\nAGACGGGGGATGGACAAGGGGCAGCCCCCGACCATGGGCCCCGGGGTGACATCCTGTAGC\nCCCGGGGTTATGGGAGAGAGGGCAGAGGGAGAGAGGTTCCCACACCGGCGAGAGTAAGTA\nCAGTGGGCCTTGACTGGAGCACAGGAAGGCCTTCCATTGGGAGATTAGAAAAGGCTCATT\nAGAGGAAAGCCTATCCCAAGCGCAGTGGGCCTTGATGAACAGAAACAGTCTATGGTTTTA\nGAGCTTTATTGTAGAAAGGCAGGGGAAAGGAGAAAAGGTGGAGAGAGAGAGAGAGAGAGA\nGAGAGAGAGAGAGAGAGAGAGAGAGGGAGGGAGGGAGAGAGAGAGAGAGAGAGAGAGAGA\nGAGAGAGAGAGAGAGAGAGAGCAGCCATGGCCAAGAGGAGAGAAGGGGGAAGAGAGAGAA\nGAAAGGCTAGAGAGGAAGAGAATGAGAGGAGAGAGGAGAGGAGAGAAGAAGAGTAAGAGT\nGTGAGTGGAGTAAGAGAGGGAGGTGGGGCCAAGCAGCCCTTCTTATGGTGTGCTGTTATC\nTTTACTGTTGCTAGGTAACTGGGGAGGAGTTTAACCTGAAGTCAGAAGCTTGGGACATTG\nCCTATGTGACTACTGGCCATGTTTCTCCTGTGGGGGCTGTGGGGACTGTAACTTGGACAG\nGAGCCCTGGTTCCAGGAGACATGAGAGAACTCCTTCCATTCCACGTAGGTGAATTATCAC\nCACCGGGTCCTAAGGTTCAGACCTCAGCTCAACTGAACTCCAGACTGTCTGTGTATAGCC\nTAATGCCCCACAGTCCCTCTATGTAGCCCTGGCTGTCCCAAAACTTGCTATATAGACTAG\nGCTGGGCTTAAAGTCACAAAGATCCACATGCCTTCAGAGCGCTAGGTTAAACATGTGCCC\nGACCATGTTTATTTTCCAATGTTACTAACAGCCACTCATCTACATGTTAAATATCTTCAC\nAACGATGCGTGATGCTCCATGTTGTAGTTTATTCGGCCATTCTCCAATTGTTGGACATCT\nGGATTGTTGGTAGTTTTTGACAATTATAAATAGTGCTGACAAACATCATTGATGGATCCT\nTTAGCCCAAGTTTCTAGATGTAAAATTACTATGTGGAATGCACCCACATTGATTTTTAAG\nGTTTTATGTAATGTCGTTTAGGAAACGTCTGGTCTTTTCAGAGTCAAGGTTTTTTGGCTC\nTGTCAGTCAGAAGATAACCCATCAGGCCCTCCCTGAATGCTAATCCAGCTTTTGATCCTA\nATGCTCATAATATTCTCCTGCTTTCCACCTTTCCATTCCCAGTACAAGTATTAGCTCCAG\nGAGTCCCTTGGTGCTGTGATACCTTGTGGGGATAGATAAGCAATACAGCCTCCTGTTAGT\nGAGAAAGGTGAGGATCAGAGTTTTGTTGCCAGCACCCACATCCATTGGACCTCGACCACC\nTGTAACTCCAGCTCTATGAAATCCAATGACCTCTTGTGGTCTCCACTGGCACCCACATGC\nACATGTACATACATGTACACAGATACATACATACATACATACATAACATGTTTTTAAAAA\nGAAAAGGGCTTGCATGTGTGCTTTAGTTCTATTGCTGTGAAAAGACACCATGACAGAGAC\nATGAGTGAGCCCATGACCATCCTGGTGGGTAAGCATGGCAGTGTGCAGGCAGGCTTGGCA\nCTGAAGCAGAAGCTAAGAGTTTACATCTGATCCACAAACAGCACCCTGTGATACACCTCT\nTCCAACAAGGTCATACCTCCTAATCCTTCCTAAAACAGTTCCATCAGCTAGGGAGCAAGC\nGTTCAAATATATGAGCCTATGGGGCCCATTCAAGTCAGCACATACCTGAAGCACTTCTCT\nAAACAGCTCAAGGGTTCTCGAGGACATGACCCCATTCATCTTAATATGTTTGCTATGCTC\nCTCTCTGACATAGACCCAAACAATGCTCATGCATTTGGATTGTATAGCACATCCACTAAG\nCTACTATCTCTTGAAATTCCCTAAACCATCTTTTATTTTTGCAACCTCTGATCCTATAGA\nCAAAGGAGGCCCCAAACCCAGTCTGCTTATTTTCTTATCTTTCTCCATAGACAAAAAAAA\nAAAAAAAAAAGAGGGAAGGCAGACATTCTAACTATAGAATTTTATAGCGAAGTAACTCAG\nCCCCATTTAACCTTGCCTGAATAAAAGTTGACTTCAGGGCCACACTCTCGGGCAAAGTGG\nTACAAGCAGGTCTATCTTTCAAACGGGTTTGCTTCTTCCTGCCTAGGTAAATAGACACAC\nAGTTTCTAACATGGCAGATACTGTTTTTCATATGGATTGTAGAAAACAGGATAATGGCTC\nCCCAAAAGTGCCAAATGAACTAGGCAAACACAATAGAACAAATATTATTGTTTGTTTTTT\nAGATTTTTATTTATTATGTGTACAGCATTCTGCCTGCATGGATGCCTATAGTCCAGAAGA\nGAGCACCAGATCTCATTATAGATGGTAGTGAGCCACCATGTTGGTTGCTGGGAATTGAAC\nTCAGGACCTCTGGAAGAGTAGCCAGTGTTCTCAACCTCTGAGCCATCTCTCCAGGTCCGA\nGGATGAGTACTTTATGTTTCTACTTACAGAAGATACTAAAGCAGGCAGGTTCATAGTCAT\nAGAATGCTCAAAAGAGGTCACCAGGCAAGAGAGAAGAGAAAGGGATTGTTTAATGGGTCC\nTGACTTCTATGTTTGTATCCTGTTTCAGCAGCAAATGGAAACTAATACATAGAAATGATT\nAAACCTTGATATTTCAGTACAGATCTCTAGCCATGATGTACTATCTCAATTTGTAAATGA\nCCTAAATGGCTTTTAAGGTACCACATCAAACAATTTAGTTTAGTCACAATAGCAAATACT\nTGGTAGAAAGAGCCCTGTGTGGTTTGAATATGTTCTGCAAAAGTTCATGTGTTGGAGCCT\nTAATTCCCAGTGTGTTGGGACTGGATAGTGGTGAAGCTCTCAAGACGTGACTGAATCATT\nAATGGACATGAACAGCTTCCCTGAGAGTCCGGGTTAATTCCTGTGGAATTAATCTCTGGA\nACCTGGATTCGTGTTCCTGAGTGTAGATGATGATAAAGCCAGACCAGTCCTTGAGTCTTG\nCCTCTTGTATCCACTTTTCCCCCTGTGAGGAGAAGCAGCAGGAGGTACTTGCTAAGGATC\nCTGGTCTTAGTCTCCTACAATCTGTTGTAACAACAGCAAGCGGACTAAGTCAGCTCTGAG\nGAATTAACCACTGTTTTGGGAGGTGGAGCTTTGCTGGAGGAAGTACGTCACTGAGGGTGG\nGCTTTGAAGCTTTATAGTCCAGCCCTACTTCCTGTCTGCTACCCTGCCTTCCTGAGTATG\nAATGGGTTATTTCTCCAAACTGTGAGCCACAAGAGACTCTTCTTCGCCTCTTGTCTGTTT\nGATCACAGCAGTGGGAAAAGCGATCATCCCAACCGTTAGATCTAATTAGAGAGTGTGACG\nCTACCCACTGTGTCATGACCTAAGCAGAGTGATATTAGTCTCCAGAAAGATTCTTAGAAG\nACATCTGCATCCCAAAGAGTGCAACTGTGTTAGTCCCTTTTCTCATGACTGTGACAGAGC\nTCCTGACACAAGCCATTGAGAAAAGAGAGATTTGTGTTGGCCTACAGTTCAGACGAAAAG\nAGAGAGTGGTCCAAATGACTCCACAGCTTCAAAACAGCACTGCCAGCTAGGGACTCAGTG\nTTCAGACCTGAGCCTGTGTGAACAGTATCAGCCCCAACGGACTTCAGAACTTTCCTCTCT\nGACCTCAACATCTCTGCTAACACCAAGATCTTCGGTTCCTAGACATATCCAAGTGGTATT\nTCCCTACCACCTCAGGTCCACAGGTGACTGAAAGGCCATGAATCTCTGGGCTACATTCCA\nAAGTAGCATCTTGTCTGTTACCCATGAAACTGTCAATTGAGTCACATATAGGTATGAGGG\nCTGTCCCCAGAGCTGTACTCCAAGAGCCATGTGTCCAAGCCAAGGTACTGAGTAGGTATG\nCTGGTTCCACTCATGACGTCATAGCCACAGGTATCATTAGCTTATTGTTAGACAACTCCA\nGCAGACTGTAAAACCTATGAGTCAGTAAGATGTCTCCCTAACCCAAAAACAGTGTTTGAA\nTCAATAAATGCTGTTAAATGTGTATTTTGGCATATTATACTCTTTTTTTCTAATATGTAA\nAAATATAAATGGTTTTATAAATAGCCACTTTTGCTAATTTTAGTAAAAATGTTTTAATAT\nTTATCTTTTCATTTTTATTTATGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT\nGTGTGCCCTAGTGCCAATGGAATCCGGTAATGGGTATCAGATTCCCCTGGAGTTCCAAGT\nGTTTGTGAGTTAATGATGGGGGACTTGGAGCCAAACTCTGGTTCTCTGGAAGAGCACCAA\nGTGCTCTTATCAGCTAAGCCATCTCTCCAGGCCCCCACTTCAGTTAATTTTGGAAGCTAT\nTTTATTACTAAGAGCCTCCAAAGGGTATCTAAAATACAGATGATTTTAAAAATAGTTCAA\nCTACATTCATCTTCAGGTTTATTTTACAATCAGTTACTGTCAAAACACTGACAGCCTGGC\nCTTGGAGCGCGGAAGAGCAGTAGGGTTGTTGCAGTCAGACCTAGGACCTCAACCGTCCTG\nTTGCTGTGACTGCAGTCCCTAGTTAGCATACTGAAAATGCTGGCATGTGCACAGAGAAGC\nAAGAAGGTTGAATGAGCAGACCAGATGAGATAGACGGTCAAGGGGGTGAGGGCACCAAAG\nGAACATGGGAGAAACTGAGGCCTCTTGTAGGTGATTCCCTGACCACTGCTTTCACCCACT\nTGCTGTTCATGCTTGGATCCAAATTTACACAGGAAAAAAAAAACAGTGTCCAATGCCCAT\nCTCAGTGCCAATATTGTTCTGCCACTGCCCTTTTTTCTTTTTAAATGTGTGTGTCTGTGC\nGTGTGTGCATGTGTGTAGGTTGAAGGATAAGGCTTGGTGTCAAGCCCAGCTAGTTTGAGG\nCAGGATCTCTTGTTTACTGCTGCACACACCAGGTTAGCTGGCCCGGGAGCCTCTGGGAAT\nTCCCATCTCACTGCCTCTCATGTACCATGGCTGAGCTAGGATTCCTGGAGAGACGACTGA\nCTGGTCCCGGGAACTGAACTCATGTCCAAGGTGCTTGCACAGTAAATACTTTGCCTACTG\nAGCCATCTCTCCAGCCCAGTACTGTCATCTTCTCAAAAGCAGAAATCTTTCCTGCCTGCC\nTCCCTCCTTTCCTCCCCCTCCTCCCACCTTTTCTTTTTCTTTTTCTTCCTTTCCCATTAA\nTCGGTCTCTATGTTTATCTTTTGGCGATTTCTCATAACCACAGTGTCTGCCCCATCAGCC\nACCTCCCCCCCTCCACTTATCTCTTCAGTTTTCCTGGTGTATTAATTCTCCCTCCTTTTG\nTGGCAGTTCTTAATCTCGCCACTCCTAAAACAACACAGAATCCTGATTTCCGTGAATGAC\nAGCAGCAGCATCACTTCCTATCACTGATGGAAAGAGCCAACCCTCTGGTCTCCCACGCTT\nGTCTCCCGTTACCCACACCCAAGACCACCAATGACCTTCCACTCCCTCTGCCTGAGATCT\nTATCCAGCTTGTTGCTATAGTTACTGTCAAGTTCAATCTCCCTAAAGATCCTCCCTCCTG\nCTACATCCTACATATTGAAGGAATCCTTCTGAAGCATGACTATGTTCCTCAAAGAATAAC\nTTCTCTTCTTCTCACTTCAATCCGTACATCAAAAAAAAGAAAGAAAGGAAGGAAGGAAGG\nAAGAAAGAAAGAGAGAGAAAGAGAAAGAAAGAAAGGGAAAGGAAAGGAAAGGAAAAGAAA\nGGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAG\nAGAAGAGAAGAGAGAGAAGAGAAGAGAAGAGGAAAGGAAAGGAAAGGAAAGGAAAGGAAA\nGGAAAGGAAAGGAAAGGAAAGGAAAGGAAAGGAAAGGAAAGGAAAGAAAAGAAAAGAAAA\nGAAAAGAAAAGAAAAGAAAAGAAAAGAAAAGAAAAGAAAAGAAAAGAAAAGAAACCATTA\nACTAGATTGGGCTACAGCTTCGGTGGGACAGTTGACAAATGTCTTCTCTTTGGGGGAGAA\nGATTAACAAGCCGGATTACCTCATAGCACCGAAGGTTTTCAGTGCAAGGAACAAACAGAC\nTTCTCTGGTGTGGATTTTACTAGCAGCCCTGGCAGGGTGGGCATGGTGACTCCCAGGAAT\nGACAGTCCTTGGTGGCTTGGAATGCAGGAGTCCTTTCCCCACATAGGAGAACATGTTCTG\nTACTAACATGTTCTGTAGATGTCTGAAACCACAGGCAGAGCCAAGCTCTATACTACATAC\nATTGTTCTATTTACGTGTACCTATGCTAAGATAGACACAGTAAGAGAATAATAATGACTA\nATAAAAACCAGACAACTATAGTGCAGTCATATGCAATGATAGATACAGTGATGTAGCTCA\nATATAATGTATATACTTAGCAAGCATGAGGCCCTCTGGACTCACAAACAAAAAAACAAAT\nAATCAGTACACAGTCATAAAGATTAATTAGAATTTTGTCTTAGTCAGGGTTTCTATTCCT\nGCACAAAACATTATGACCAAGAAGCAAGTTGGGAAGGAAAGGGTTTATTCAGCTTACATT\nTCCACATTGCTGTTCATCACCAAAGGAAGTCAGGACTGGAACTCAAGCAGGTCAGGAAGC\nAGGAGGTAATGCAGAGGCCATGGAGGGATGTTCTTTACTGGCTTGCTTCCCCTGGCTTGC\nCCAGCCTGCTTTCTTATAGAATCCAAGACTACCAGCCCAGAGATGGTACCACCCACAATG\nGGTCTTCCCACCCTTGATCACTAATTGAGAAAATGCCTTACAGCTGGATCTCATAGAGGC\nAATTCCTCAAGGGAGGCTCCTTTCTCTGTGATAACTCCAGTTTGTGTCAAGTTGACACAC\nAAAACCAACCACAACAAATTTACAAATAGTTTATTTCTGGAATCTTCTATGTAATGTCTT\nTAGACTATGGCAGGCCATGGGTAACTGTGATTGTAAAAAGCCAAACATCATGTGAGGAGC\nCAATGACAAATGTGTGGCCCACTTCCCATGTTTGCCTCTACTATAACAGGAGCAGCAAAA\nCAGAGGCAAACATCTGTCTCATCACATGCTCAGACCCCAAAGAGCCTGGAACAAATGGTG\nGCTACAAGCCCCAGTACCTCCTGTACACAGGCTCTTACTCTGTATCCCCAACCTTTCTCA\nGCCAGGGCTCCAGCTTCTTACTGCCAGGAGCACTGGAACCTGCTCTCATGCCAGGGCATA\nGGCACCAGGCACAGGCTTGCTTGGGGTGCCATTGTTTTGTCCCCTCTGACCTCTGAGATA\nAGCAATTCTGTGCCACTCACCTCAAGGCCCCAATGAATTCCTACCGACTGCACACTTAAG\nTACAGGTTTCTCAGCCTTTTGACACAGGCTCTTCACAGCACAGCCCAAGTCCATGCACAC\nCAAATACTAGTATGGACTACATAGGCTCTGGGAATTGAACTCAGGTAAAGTGCTTGCCTT\nACATGCATTAGGCAATTGGTCAGCCAATTGAGCTATCTCTCCATGCCCTACCAGTTACTC\nTGGTGTTGGGTTTCCAGATTCCATGCCTGGAATCCTACTCATTTTCCCATGGAAGGCTGT\nAGAGAAAGCCAGCCTTTCCCAAAAAGCAACTGGGAATATCTTGTTGGTGGGTTGCCCACA\nCAGTTCACATCTTGTGTCTGGAACCATGGAAGAGGCAGCAGCATGCCACCTACCCTTGGG\nGCAAGTGCCCTAGAATCTTGGCCATCTTGGTTTTTGGAAATAATTTGAGGTCCAAGTGGG\nGAGTTCCCAATTCACTGACTTATCTACCCTGATGACCACCTTCCAGCAAGCCTGTCACAT\nGGGCATCTGCTTCTATCCCACGACAGTTTAGAGAAATAGAGTCATTTCCCCTGAGGTCAC\nAGAGCTAATGAGTGGCCCAGCCACGACTCAAACTCCAACTTGTCTGATGTGTGCCCTTCA\nCAAGCTATGAATCATCTTCCTATGTGATATGAGGATCATGGGAAGTCTTAAATGTTTCTC\nTGTGTGTTTCCTTTACCCAGATTTTCAAAATAAAATATAGATCAGTCTAATTTTTTAAAT\nAGTTCAGATTTGAACATGCTAATATAATATGCTAACCCTCATAATCATATTAGACTCATC\nTTCTTTATAAGCAGTTCTTCTTGAAAACTCCCATTACACCAAACATGCTGGTATATCACT\nTCTTTCCCAGCAATGGGGAGATACAGACAGAAGGATTAGAAATTCAAGGTAATCCCTGGC\nTACCTAGGGAAACTGAGTCCTTCCTGGAATATGAGGCCCAGTTTTAAAGAGAGAAAAGAA\nAAACCTTAGAACGGGGCATGGTGGCTCATGCCTATAATCCCTGTCTCCAAGAGTACCAGG\nCTCACAAGTGGTACACAGACATGCACATGGTCAAAGCATCCATAGATTTAAAAAAATAGA\nAGAGGATGAGGCAGAGGAGGTAGAGGAGGAAGGGGAGGAGGAGGAGGAAGAGGAAGAAGA\nGGAGGAGGAGGAGGAGGAAGAGGAAGAGGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGA\nAGAAGAAGAAGAAGAAGAAGAAGAACAACAACAACAACAACAACAACAACAAAAAGATCA\nAGAAAAGAAGGGATCAAAGGAATGAGGAACCTTGCAAGTTAAAGGACAACAAGAGAGTCC\nAGGCAACCAGGACTACATAGCAAAACCTTGTCTCAAAATATCAACAATAGCTGGGCAGTG\nGTGGCGCACACCTTTAATTCCAGCACTTGGGAGGCAGAGGCAGGCAGATTTCTGAGTTCG\nAGGCCAGCCTGGTCTACAGAGTGAGTTCTAGGACAGCCAGGGCTATACAGAAAACCCTGT\nCTCGAAAAAATATGTATATGTATATGTATATACACACATACATATACATATGTATGTATA\nTATGTATGTATGTGTATACATATATATATATCAACAATAGTAATTATAATACTAGTAATA\nACAACAATTATACTTTTTTTTGGTTTGTGCTGTGGCCAATATACCCCCAAACAATATAGA\nCCTAAGGATCAGGAGATGGAGAGATGGTTCAGTGATGAAGAGGGTTGGCTGCTCTTATAG\nAGAACAGAGTTCAGTTCCTAGCACCCAGCTAGGTGGCCCTGCAGGCCACTACTCAGGGCT\nGTTTACACGGGTGCTGGGATCCAAGCTCACCTTCAGATGTTTTCCCAGCAAGTGCCTTAC\nTGACAGAACCATCGCCACAGCCCAATTTTTTATTAATAAAACCATCTATAGGGCTGGAGA\nGATGGCTCAGGGATTAAGAGTGTTCTTAACCAGAGCCGGGTGGGGCGTGGTGGCGCAGCC\nTTTAATCCCAGCACTCGGGAGGCAGAGGCAGGCAGATTTCTGAGTTCGAGGCCAGCCTGG\nTCTACAGAGTGAGTTCTCTGGACTCTGCTCAAACAGACAGCAGCAAGCAAACAATCAGCA\nGCAGCAATAACAACAATAATAAATCTTGTATAAAAACCAAGACTTGAGATTTGAGACCGG\nAGAGATGGCTCAGCAGTTAAATGTACCCATTGCTCTGTCACAGAACTCACCGTTTCAGTT\nCCCAGCACCCACACTGGGTGTCGCTCATCAGGAGGAACTGATACCTCTGGCCTCTGTGGG\nAGCCCACACTCATGTGCCCATACCCGTATACAAGTGTGCACACACACAAATTAAAATAAT\nAAAAATAAATATTTTAAAACACCAATGGACAATTCAGAAGACACAGAAGGGAATGCTCCT\nGTCCCAGCCACTGGGCTTCCCTATGTGAGTTACAGTTGTCTTCACTTTCTCGTAGCCTAT\nAGTCTTGCTGGCATTTTACAATTGAAGCCAGAAAGAAGTATGTGAATAGTTTACTCCCCT\nTGTGACTTAACCCATCCGGTCCAGCAAATGTGGAGTTGGTCTGTGCTTAAGCAACACTTG\nTTGAAAGCCTTTCTGCCCCATCTCCAGCCTGGGACAGTTGATCCTCTCTGATGTTCTAAG\nGTTCCCGTGTGTAACCCAGAGTCCTTGGCGCTTATCAAGCAGAGCAGAAAGCAACGGGGT\nTTTGTTGTTGTTGTTGTTGTTGTTGTTGTTGTTGTTGTTGTTTTTGTTTTTCGAGACAGG\nGTTTCTCTGTATAGCCCTGGCTGTCCTCAAACTCACTTTGTAGACCAGGCTGGCCTTGAA\nCTCAGAAATCTGCCTGCCTCTGCCTCCTGAATGCTGGGATTAAAGGCGAGCGCCACCAAG\nCCTGGCTAGAAAGCAACATTTTGATTGTTTCTTCCTTCCAGGCTTGGAATGAGCTCAGTA\nTCTAGCAAATAAAAGAATTTGCTAAATCCAAGTACTTTCTGAATTTCTACCTGTTATGAC\nTTGACTCTAATGTACATTCCCACAGACTTGAGGACACATCTGAAAGCTTGTGATGTTAAT\nCTGAAGGCTGTGGCGCCTTCAGGGGTGGGCCCGGCTAGTGGAAGAAAATCACAAATTTTT\nCCAGGTTCGTAGTCCAGCCATCCCTCCGGAGCTCTCTACTCCTGGTTCCCCATAGCGTGA\nGGATCCCACCACCACAGACAGAGCCTCGCCCACCCACGCCTCCCCCCACCCCGCCCCCAC\nTGTGGATGCCCCAAACCAAAAAAACGCACCCCCTCCTGCTGTAAGCTGCTTCTGCCAGGT\nTATCTCACAGCAGTGAGAATAGTAGCGACCACAGTGGGGCATACAGAGTTCTGCACCAGA\nTCCCGGGAAAGCACCACTAAACGAAGCATCGTCCCAGCCTCTCCTCAGGCTTCTAGCATC\nTTTGTAGAGCTCACAAAACAGCAAACCGGACAAAAAAAGAAAGCTGGGGATAGCTCAGAG\nGTAGCGCACCTTGCCTAGCATGCCTGGTCCATATTTTACTCTGGTGGGCTTGACCACTCC\nCTCCTGTACTACCAGCCCTCAGGAATTCCAGAGAGTTCCTGTCCACCTGGGTCTACAAAG\nAGACGGAAACCGCTTCTACTGACACACAATGCGATCATCACTACTCCTTACCTGTCTGAC\nCTGGTCTTTCTCATGTGGTCACTGAATCTCTTTGGTCCTCGTTTACTGTCCAGTGAGGCC\nCAAGGTTCCTATTATCCCATGTTTACCGAATGGTCGGGGGCTGACCATGCGGTGCACTTT\nTTCCTGTCTCTGGAGTGGTGTGCGATTCTCAGCACCAATGACAGAGAATACTGCAAGGCA\nTTGGCTGGTGCAGCCCCGGGGCACAGCTCTGTGGGGAAAGGGCTTGCCACACAGGATGAA\nAACCTGAGTTTGCATCTCTGGAACCCGTATGAAAATCTGGGTGTGGTCTCATGCATCTGT\nAGCTCCAGTGTTATGGGGCAAAGACAGGAAACTTACTGCTGTTCCATGCTCACTAGTGTA\nTAACTCCACTTCGAAAGAGACGTGGTCTCAGAGGAATGAAGCACCGAGGGATAGAGCAGG\nATACCCAACATCCCACTCTAACGTCCTTGTATGTACAAGTGGGTACACCTTCACACATAC\nACATACACAGAAACTCTAAGTAAATGTTTAAAAAAAATAAAAATAAATTAACCGTTGACA\nGCATTCCATCTACTCCTAAAACTTCCAAAAAGTTCAGCTGGGTGAAGTGGAGCACACCTT\nTAACCCCAGCACTTCAGAGGCAGAGGCAGAGGCAGAGGCAGAGGCAGAGGCAGAGGCAGA\nGGCAGAGGCAGAGGCAGAGGCAGAGGCAGAGGCAGAGGCAGAGGCAGAGGCAGAGGCGCA\nGAGAGGCAGAGAGGCAGAGAGGCAGAGAGGCAGAGAGGCAGAGAGGCAGAGAGGCAGAGA\nGGCAGAGAGGCAGAGAGGCAGAGAGGCAGAGGAGAGGCAGAGAGGCAGAGAGGCAGAGAG\nGCAGAGAGGCAGAGAGGCAGAGAGGCAGAGGCAAGCAGGTCTCTATAAGTTTGAGGCCAA\nCTTGTTCTATATACCGAGTTCCCAGAAAGCTGGAACTACATAGGGAGATATTGTCTGGAT\nATTGTCTGGGAGACAGAGGGGAGAAACCACTTTTTAAAAGTTACATCAGTTTACAAAGAA\nAATATCTCAAAATGTACTCAGAGATAAAGATCCCTTGAGCTGTCAGAGTAGTTAGTTATT\nAATGAAGAAGACTCAGGAGTCGGCTGAGTCCCGGCTGGGTCTCCTTGGGGAGGCTACGGG\nAGCTCCCAGCCAGGCCCTCTGCCTCTCTGCTATTCAGCAGATGAACACTGATGTCTCCTG\nCACCAGCAAATGAATGTGACTGTTACTACACTGTCTGACACGTACCTGGGGCTTAGAATT\nACTGATATTTCATCAGCCATGTGTGTACAAATTTGTACAAAATGTGTGTGTGTATGCATG\nGGCATTTGAGTGTGTATGTGTGTGTGTGCATGGACATTTGAGTGTGTGTGTGTTTGTGTG\nTGTGTGTGTGCACATGCATGGGCATTTGCGTGTGTGTGTGTGTGTGTGTGTGTGCATGTG\nCATATGTGTGCACACACACTCAAATGCCCATACACACACACACACACTCAAATGCCCATA\nCATGCGTGTGCACACACACACACACACACACACACACATAGAGTGACTGGGAGAGAGAAG\nGAGAGCAGATACAGTTTTGCTTGCTGTCATTTCAAATCTCCAGGTGTGCAGGAGAGTCCT\nAGGGTATGGTGGCATGTAACAAAGGTGGCCTTTGAGAGCCAGGGGGTGGGGGGGGGTGGA\nGGGCTTTCACTCCTGTCTCAGGCAGGTCTACCTCTGGGGCCTAGGGATCTGGACAAATAT\nAGGCCACCAAAGCCACACCAGGTCAGTGGCTTCCAGGCCCTTTGTCTTATGACTGGAAGA\nATGAAATTCACAGACAGGAGGGTGAGTTTGGAAGGAGTTTTATTCTAGAATTATGGCTGG\nGTATTTCAGGGAAAGAAGGCAGAGCTGCCAATAGCAGAAACAACCCCAGAAGGCAGGGTG\nCCACCAAGCTGGAAGCCCCAGGGCTTTTTAATGACAGAAGCTGAGGCATAGGGTGTGCTG\nGCTCACGCAGCTAGCCCATCTACCAGGCACCTGCCAGGCTCCCTCATGTTCTTATACAGT\nCCCCAGGCAGGCTTGCTCATTTCAGAGGAGAATAATCCACACCTCCTGCCTGCTGCTTGC\nTCCCTGCCTCCCCAGGTCAGAACCACACAGAGGACAAAGGGCGTCTCCTGCTTCCGGCCA\nGGACAAGACTCAAAACTGCCCATGCTTGGGAGCCCTACCCTAAAACTGCCTGACCAATGC\nCTAGCCCCTGCCTTCCTCACCAACACTCCAATGGCTGAGACAGGAGGACTTTTGCTATGA\nCTTTGAGGCCAACATAGGCAACCTAGTGAGTGCTAGGTCAACCTGAACTACAGGATGAGA\nCACTTCTCAAATAAACAGAACTCAAATAAAAATCAACAACCAAACCTTCTGGAGCCTTGT\nCAGGGATGGCCCAGAATGAAGCCGGATTCCTTACACTGAAAACAGACAACATTCCTAAGC\nAAATACCAAAAAGAGATTGTAAAACGTTTAGCGAGTGTGGCTGAAGCATAAATGTGCTTC\nTAGCATGAGGCCCTTGGTTCAATCCTCAGCGCAGAAAAAGTCTTGACTTTTTCTCTTGCT\nAGAATTTGAACATCTAAACTCATTTATTCTATATCCCCTTAAGAGGAAAGTCTGAAAGCG\nTGTGGGCATATTAAAAATGATATCTTGTCAGTACTGTTTTGGTGAGGTTTTCATCAACAT\nTTTGCCACCTGACCTTCCCTCGACGGTCCCTGGAGCTCTCACATGGGCTCCTGCTCGACT\nTGCCATCTTAACTTGACTTTGTCTTCATTTGTTCCTTCATACCTATCACAGAGGTAGAGC\nCCCTCTGTCCTCGCTGCAGATATTTTCCTGAATTGTTGCCTCCTGTTCTGCACACTAATT\nTAGTTCTCTAATCTGCCTTGCTTCCGATGACTTATGACCTCCCATCTTTTTCATTGTATC\nTGTCACATCCTCTCCCTGGTAGGAAAGAAAGCACGCATACAAAGTTAGACATGGTGGCAC\nATGTCCCAGCACTCCAGAAGCAAAGAGAAGGAACGAGAGTTCAAGACCAGCCAGGACCAA\nAACAGCAAGTTCCAAACCATGCCGAGGCCCCTGGTGGATTCAAGGGCTTGGATTTGAGTC\nTCAGGACTGCAAAATAAATAAACAATGTGAATTTTTAAAGGTTTCTTATAACTTCAATCT\nTTTTTCAAACCTTATTTTTAATGATGATGGTTCTTAAATGCTTTAACCTTCCTTGTAACC\nCACCAGAGTTAGTGGGAAAGAAAGGATATGGGGGAAGTGAACTGTTTAGAAAGGTCCTTT\nGGAGCAACTCCCATCTGTGTTGTCTGGAAATCAGCAGTTCAGTTCACAGGTTAGCAGGCA\nGGGGCAGCTCAATCTACTTGCAAACACCTCATGGATACACCAGCAGTCCAGTTTGGTAGA\nATCAAGTTAGCAACAGCGGTGACACAACCTAGCAGACAGCCAGGCCTCAGCCTTGGCTCA\nAGTCAGCAGGAGGAGACCAGACATTTTCAGCTGTGCCTCTCTCAGGGAATCGAACATCAA\nTAAAGGTGCGAGACCCACAAGCTTTGCACAGCTAGCTGTACCAGCAAGCCAAGATCTGTC\nTCCGTCACTCTGTGGAGTCCTATTTATACCCTTCAAGCATCACGTGTCCTCCATGTGCCT\nTGCCTCAGCACATGCATCCAATTGGCCCAGGTCCTTGGAAGTCACAGCAAACTGCAGCAT\nACAACCAGAAGGTTTTTGGTGCATTTCTCTACATGGAGTCCCGACAAATGTAGCTCAACT\nACATAATGTAAGACGGATCAATACATGTGTGTCGTTAGCAAAGAACCTTTCATCATGTGT\nCATTTCACGTGCTTGCTTTAGCAGAATATCCTCTCTCCTGTGTCTGCTTAAGCAAATCGT\nTCCTTCACATGTTTGCTCCAGCAAAACCCCATCCAACACAACTGACTTTCCAAAGAACTC\nTTAGGTTTCCACTTCAGTTTCTTTTTACTTTTGAAAGTCTCACTATGTAGCCCTGATGTG\nCCTAGAACTAGCAATATAGACAAGCTAGCCTCACACTCCCAGAGATCCATGTGCCTCTGA\nGATTAAAGGCGTGTGACTTTTATGTGCATGTGTGAGAGAATAAGCATGTGAGTACTGGTG\nCTCTTGGGGACCAAAAGAAGGAGGAAGATGCCCTGGAGCTGGAGTTATGGGTAGCTGTGA\nGTTGCTGGCCTTAGAGGTTAAAACGAAACCTGTGTCCTCCAAAAGAGCAGTATGTACTCT\nTAACTGCTACCTAAGCCTTCTTTCCAGCCCTTTGTTTCCACCTAAACATTTTTGAAAGGG\nACAGACACACAGAGACACAGAGAGAAAAACAGAAGGACTTTTTCTCCCAGAATGCAACAC\nAGAGGGTGTGGTTTAGGGGTGGTGTTGGGAAAATCTCTTGTGCACTGTGTAAAAGCATCA\nTCTATCAATAAAGAGCTAAACGGCCTATAGCAAGGCAGGAGAGAACAGGCAGGGCATCCA\nGGAGAGAAAGACAGAGAGGGAGGGAGAGAGGGAGAGAGGGAGGGAGAGAGGGAAAGAGGG\nACAGAGGGAGAGAGGGAGGGAGGGAGAGGGAGGGAGAGAGGGAGAGGGAGGGAGAGGGAG\nAGAGAGAAAGACAGAGAGGGAGGGAGAGAGGGAGAGAGAGGGAGGGGAAGAGGGAGGGAG\nGGAGGGAGGGAGGGAGGGAGGGAGGGAAGGAGAGAGGGAGGGAGAGAGAGAGAATGAATC\nTGGGAAGGAATCAGGCACAGGAAGTCTCAGAAGTCACCATCTGGACTCTCAGGGGAAGTC\nACACCAATGAAACTGACACAAGGTAACCAGCCACATGGTAGACATTGAATAGTATAAACG\nGGTTAACTGGGTTACCAGCTAGTTGAAGAGCAAGCCTAGCTTAAGGCCTAGGCATTAATT\nCATAAGTAAATATGCCTCCTTGTCATTATTGGGGAACTGAGGCAGATGTAGAAAAGAACA\nAACCTTTATAGGGTGAAACCTCTCTGGACCCAGCAAGACAACGGCTCAGCCAGTAAAGGT\nGCTTGCAGCAGAAGCCTAGAGATCTAAGTTCAATCCTTAGAAATCACGTAAAGGCAAAAG\nGAGAGAAATGACTCCATAAAACTGCCCTTGGCTTCCATACACACGCACACATAACACATA\nTCATGTATTCACATACACACGGTAATAATTAATAAAATAAAATCTGTCTCAGCTTTTCAT\nTGTTCTGTTTCTGGTGCTCCCCAACCACACTCCCATCTCTCCAGGCTGCTCCGGACAAAC\nTGGCCAGCCTTTATTCCCTATGAAACCCATACCATCACACACACACACACACACACACAA\nTTTTTACTGTCTGGTCAGTTTCAAGAGTCTCAAGTTAAATTCACAAGCCATGACTGCCCT\nAGCCCTGCTCCGCACCCTGGTAACCTTCAGTCTGTCCTGAGGTGAGAGAGTTAGCCCCCA\nGACCTTGCTCTGGGCACTCCAGAAGCTCAGCTGAGAGGCTGGCGGGGCAGCACCTTCAAT\nACTGAGCCACACAGAGATTGTGCTTTCTTGGTTAAGATGTAAATTGGACATTTCCTGTTC\nAACTCGATGTGGTGCAATTTAAAATTAAGTTTGAGGTCCTCGTTATTTATTCTGGAATTT\nTTGAAGGCATGTCAGGAATTCTTCATCTCTGCATCTAGCAATATACTTTTTTCTAAGAAC\nCTAAATTTCAGTGTGTCTTTGGGGTTTATAAGTCAAGATTTTGTAATTTAAATTTTTCCT\nCACAAAATTCCTATTGTAAAGTATTTTTCAGATGACAAAATATCCTTTCTAAATGGCAAT\nGACCCATTTCTCCAGATCATCCAACAATTGGGATTTCACTACGTGAATGTCCTTTTATAT\nCTCTGGATAAATTAATAACAGTAATAACAGCAGTACCACGCTGAAGCCCTGGCACTTGTC\nAGTACCGTTTTTCCTCTTTTCTCCTATCTCATGGCAACCTAACTATTCTCTACATTTATT\nTTTTTTTCTATTTTATAGTTTGTTGTATTGTTTTGTTTCTAGTCTGTTACTGGAGCTCAT\nTAGAAGAACATTGTTCCTTGCTACATTCTGAAAACATAAGAAATCAGTAACTCACCAATC\nACCAGGCACCCAGAGCAGGGAATGAAAGAATTCATGTGTCAAACAGAATATAAAACACAG\nGCTTATTTAGTGAGATTCAAGAGCATATGAACAAGGGCAGTACCAGAAGAATCCACCCAA\nCCATAAATTTGAGGGGAGGGGGATAGTTTACTTTTTGGTTGGGCTCCCCACTATACAATG\nCTTTCTATGCAAATGAGGGTAGCCCTGATTGGTCAGTGTTTGACTATGGGCAGGTAGCTA\nGATTCACAGGGCAGAAGCTCTGAGATACTAAGATGGTGGTTTTCCTACAGGGAAAATGTA\nCTAATACTACTGAATTGTGTACTGTGGAGTGGTAAGTTTTGTCTTCCATTAGGAAAAAAA\nAAAAAAGTAGAAAGAGACAAACGGGGGAAGACAATTTACATCCAGATCAAACAGGTTAGA\nTGGGATCTGTAAGGAGCAAGTGCACACTGCTCCCCAGCCACTGATGAGATCCAGAATTCA\nGATACATCAGGCGAGGTCTCAGAATCAGAGACAAAACTGGCTTCCTGCTTTCAGAGGTGG\nGCACCTTTCCACCACCCTACCCAAAACAGCAACTGCTTTGATCCTTAAGATCCTATCTTC\nAATATCAATTTACTGAGTGCCTGAGGCAAGCCAGAGGCTACGGCTATTTCCCCTCCGACT\nGAACAGCCCTTTCCTTGCAAGTATGAGATTGAATTGGTCCTCTAGAAACAACCAATTCTA\nATTTTTATAATTCATTTTTTTAATTTGTTTTTAAGGGACTCAAATGGTGCCCAACCTGAA\nACCGTTGCTATACGACTTAAAAGGGGGTCACTTGAATTTCATTTTGACTTTGAAATACCA\nAGAGATGGTTAAGATTAAAGGATAGTTGACATGTACATTGGGCTTTTAAGATTCCCAGAA\nTGGTAGAGTGGCTTTAAGCTCAGAGCAAGTCAGCAGATGACATTCAGGTCAGCTTCAGCA\nGTATCAGTAGAATGGCCGCAGCACTCAAAGCCTGCTGTCTAGCTCCACAACGGGTGGCAT\nAGACAACCCTGCCCCTTACATCTGCCATTACCATGGGTGGTACGGGCACAGGAGGACCTG\nGATGAGGAAGGAGGCCACAGCAGGGATCTAGGAAGAAAGTAGAAACTCGAACACTGTAGA\nGAGCAGGAGAAACTGGACAGACAGCATCCTCTCCAGTTTGGACTGGGGAAATTTGAAGCT\nGGCATGATTCACATGAGGGTGAGAGGGGGCATTTTCCCCTCTTTACCTCAGCTCAGGTCT\nGAGGTTCACATTATTTTCAAATACATGCTGTGTTTCTCGAGCCCAAAAGCCATAGGGATT\nCACTAACATACTGCCGTACCTACCCAGTGCTGACCTCTGACCCCGCATTTTTCGCCATAT\nGGATGCTTTAAAGGGACTCTTGCCCCTTCAACTGGAAATGTAGCTCACCTAGCACATACA\nGAGCACAGGGTTAGCGCGCTCTCTCTCTCTCTCTTTCTCTCTCTCTCTCTCTCTCTCTCT\nCACACACACACACACACACACACACACACACACTTCCTTGATCCTTTAGCTTACATTATT\nTTTACAGAAGGCAAAGACACTCATTTTATAGTTAAAATTCAGCTTTAAAATGTAAGGGCA\nTTCAAAAACATAACATACCTTAAAATAATCCTAAACACTGCCCCCAAATTAATAATAATG\nAGAATGATGTTGTTGATGATGACGATGATAACAATAATAGAAATAGGAGTTAGAGCAAAC\nCCAAATTTTGTGTGCTTCAAATGAGGCGACCCAAAAAGTGTAAAGATGTCTACAGAAAGG\nGAAATGTATTTAAAAATCATATATTTCATATAAGTCCAGTGATCAGGATACATGAAAGAG\nCTCAACTCAATTATTAAAAGATAAAAAAAAAAACAGGCATAGAGAGGGATGCCTCAGCAT\nCTTAGAGGCATCTCTTCAGGAGACCCAGGGTTCAGTTCCTAGCTCCCACAAGGCAGCTGT\nCACTCCAGTCCAGTGGGTTTGATGCCCTCTTCTGGCCTCCACTGGAACTCCATACATGTG\nGTACACAGACATGCAAGCAAAAAAAGCTCATACACATAAAATAAAATCTCAAAAAAAAAA\nATTAAATAGGCAGAGGATCTGAATAGATCACCATTTCTCAAAAAAAGACACATAAATAGC\nCAATCAGAAGCTTAGCATCATTAGTTAGCAGAAAAATGTAAATCAAAGCCACAGTGAGAC\nCCCATCTCACACATACAAATGCCTAGAATAGAAAAGACAGACCATCCCACGTGTGGGGAG\nATGGGAAGAAAATTAGAACCCTTTGCAAGTTTGACTAGAATCCACCACATTGCAGCTTCT\nTTGGAAAACAGTTTGGCTGCTCCTTAAAAACTTAAACCTATGGGGCTGGAGCGGTGGCTC\nAGCGGTTGAGAACACTGACTGCTCTTCCAGAGGTCCTGAGTTCAATTCCCAGTCACCACA\nTGGTGGCTCACAACCATCTGTAACAGAATCTGATACTCTCTCCTGGTGTGTCTGAAGACA\nGTGTACTTATATACATAAAATAAATAAATAAATAAATCCTTAAAAAATAAAAATAAAAAC\nTTAACCTGTCCTGTGGCAACGGCTCAGTGGGCCACTTGCTGCCAGGCTGACTGCCTGAGT\nTTGGTCCCTGAGAGCCACACAGTGGAAAGAGAGGGATGACTCCCACAAGTTGTCCTCTGG\nCCTCCTTGAGCACGCGCGCACATGCAACACACATACAGACACACACAAATTAATTTTTTT\nCTAAATTAAACATAGTATCCATCACTGTATAGGCATGACTGTCTACTCTGAGTGATTTCC\nTCAAGGCACATGAAAATGAAGCCTAAACACAAATGCTTATCAACTGAAGGATGACCACAA\nCGTTCTCCAAGTGAAAGGGGTAAAGTCTTTCTCCCAGGGCAACCCGGATGAGTCTGGAAA\nGGCGTACACCATTGAGAGAAGCAGCCACACAGGCCTCCTATAGTGATGGCTTTTATCGGA\nTAGAACAAATATCTAGAGACAGAAAGTAGGTGAGTAGTTGCCAGGGGCTGAGGGGAAGAG\nGAACGAGGAGTGACTAATGACAGACACAGCTTCTCTCAGCAGTGACAAAGAATGTTCTGG\nAATTGTACAGCCCTGGGAATGTACTAAAAACACTTAATATATACTTTACATGGATAGATT\nTTATTATCTATGCAATGCATCTAAAACAAAAATCCTAAAGTAAAGCTAATTTGACCAACT\nTCTCTCATGTGTGTGTGCATGCGTGTGTGTGTGTGTGATGCATGCATGTATATACACATG\nTGCCTGCCTTACGTGTGCACATGCAAAGGTTAGAGGTCCCCTTTGGGTGTATTCTTCAAT\nTGCTCTCTACCTTATTTTATTGAGACAGGGCCTTTCCTTGAACCTGCCGCTCACTGTTTT\nAACTAGACTAGGCAGTCAGTGAGCCTCCACGGTCTCCACATTCCCCCCACCTTCTCTTCA\nGTCCTGGGATCACAGACACATGCTGCCACGCCCAGCATTTCCATGGGTGCTAGGCAACCA\nAATTTAGTTCCTTATATTTGCAGAGCAAGCAGTGAGCAACAAGCCATCTCTCCAGCCCCA\nGTAACCAGATGCTTTTCCGAGGGCAAATGCTAACCAGAGCAGACTTGAGAATGAAGAGCA\nAGAGGTCAGAGGAAGCCAGGTTCAAGGTACAGACAGTCCCAGACAGGAGGGGTGAGGCTA\nCTTGGCCCACACCAATCGCCTTCCCTGCCTACCTACTCTCTTTGTGCAGAAAGCAACAAA\nAGACATCAATCATTTTCGGCCTTAAAAGTTGCTGCAGCACCAAAGACCAGACAAGGGACT\nTGGAAAATGTCAACCAGCAAAATACATATGTATTTTTTTTTTCTTATAGCTAAAAACAGG\nAAAAGATAAGAGAAATGCTGGCCAAACGATGACTGAAAGCTTGTGGCTCCCACTGGGCCA\nCTGGGTCTATACAGCAGTCTGAAGACGCCTGCTATGCGCTGCTGTGTATGATGATATAAC\nCCATCTGCCCTCCGAGAGCAGCCATCGGATGGGTAGCTGCTGAGTTGCATGGACAGCCTT\nGGGAGAGGTAACCTGGGAACTCCGTGCTCTCGCAGCACCCTCAGGACATTTACTGCCTTA\nGACCGGGCGTCTTTGCACCTGACTGAAACCATAACAAAAAGAGATGGTGGGTCAGGAGTC\nTGAGAGGCAGATTTGACTTTTAAATTCTTAGCAGATTTGGGGTCAAGAGGAGTTCTTGGC\nAGGGACAAGGAAAACACACTTTTGAGTGAGTTTGGCAGCAGCTTGGACATTCTGGAAACA\nCCGAGCTCACTGATGGTCCCTCATCCTCTCCAATGGAGGGCAACAGTCAGCCCGGCTGAG\nAGCACCGTCCTCTGGCTCAGGCAAAATGACTCAGCACTGCAGATGGACCATATTGATTAA\nTACACAGGGCTATAAAACGATTTTACAGAAGCGTAAGGAATTCTGTCAGAGCTAGTCAGG\nAGGAAAAGAATGTTTCAAGTGCGCCCGGAGCATGACATCTGTATGTGCAGTCTTGGGGGA\nGGGGCGGGGAAAGCTAGTCCAGCGATGAGACACGGGTAGGGAAGCCTGGAGGCAGGCCCT\nGCATGGAGATCAGATGTAGACACAGTGGGGTGTCTGGATGCCAGAAACTGGGCTGACACC\nAAGACCTAAAATTGTCTCCAGTTACGGGTAAGACAAATCATCTGTGGTCTTTTTAAGATG\nGGTTCAAGGGCTGGTGAGGTGGCTCAGAGGGTAGAGTTCGCTTGCCACCAAGTCTGATCA\nGCTAAGTTTAATCCTCAAAACCCACACAGTGAAAGGAGAGAGCCGCCCCCACAGTTATCC\nTCTGACCTCCACAGAGGAGGGGGATATTAATATGCAGACACATGTATGAGTGCATTGCAT\nACCATGTGAGTGCACACATATACACACGTACACACTATCATCAAAACCAATTTAAAGTCA\nGGCTCAGCATGCTGGCAAAGGTGTCTGGCCCTCGGGCTTCAGGCCATCTGTGGCCCAGGA\nGAGTCCATCAGGCCAGTGTCATAGAAATGTCAGCTCTCAGAATCCACGGGCAGCCAGTTG\nCTCGCCCTGGGATTTAAAGTGTGGCCAAGGACAACTCTTCCAGGACTCATGTGGCTAAAA\nGGCTGGATACTCCTGCCTTGCCCTCCAGACACAGAAGCAATAGCAGAGCTGGAGTCCAGA\nGCAAATGGTGGACATAATACAGCTATCACCTCCTGACACCCCACAAGTATCTGTCCTCAT\nCTCTGCCTAGGACTGAGAGAAATTCATAAAGTGCCATTGTACAGGACTATACTCTAAGCC\nAAAGAACTGCCACCATTCTCAGTCATCCTGCTGACCCTTGTAAAAGATCATCTCAGCTGG\nGCCTTCAGGCTGTGAGCCTTCCATCACCCCTCCATAAGGAGGGTCAGAGGACCCTCACCT\nGAGTATCCACCCTCCCAACCAGTTGTATACAATTCTGCCCTAATTAACGTGGTCTTGGTG\nGAGAGGCCAGAGGCTGTGTGGTATGTGAAGGGTACAGGATGAGAGCTGCCGTCCATGCTG\nGGTAGAGACCTTCCAGTGTTTCTGCCTTAAGGCCACCCACGTTCCTGCCCATAACCCTTC\nACCCACTGCCCTGTACGTAGCCCTGATAAACTCCTGGTTCCCCTGCGTGAACTGTGCTGG\nAACCGAGCCTCCGTTTGTTGCTGGGAGCTTAGGAGGGGCAGATACTGTTGATATCTCTCC\nCAGAGAAGTCGTTTTAATAGCAGTGGTCATTAACTTGGAGCTAATTCTTCTTTAATAGAC\nGGCACTTTTTAAATGTCTTAATGCATTTAAAGTGCTGCGTGTGTGTGTGCATTCATGCAT\nGTGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGGAATGCG\nGGGAGACCAGAAGGGCGCTCTTCCTCTATTACTCTCCACCTTATACCTTTTGAGGCAGTG\nTCCTCCCATCAATGGTGCTGGCATTTCAGATAGGCTAGCAGCCCGCACCACAGTGTCCTT\nTCTGTCCCCAACAACATTGGGGTTAGCAGGACACACAGGACCATACCCACGTGTCACTGG\nGGTTCTAAAATCCACACTCAGGTCTTCATGCTCGCACCCCTCTCTCCTGCCCACTGAGCT\nCATTTTTTATACCTTTGTATACTTTTGGTATCGAATTCTAACTTAACCTTGCCGTCACAT\nCAGCCTTGCCCAGGGCACCCTCTCCCACTTCTGACCTTCTGTCTGTGTTGGCTAGTTTTA\nTTGTCACTGTGACAAATACCTGACAAACAGCTCAGGGGAAGAAAGCTTTCCTCTGCACAG\nTTGCAAAGGTTTCCATCCGCCCTGGTGTAAAGGGCGTGGCTGAGCAGCTCACATCATGGT\nGGGGCAGCAGTAGGAAGGAGCCAGGGGACAGCAGTCCCTGAAAGGACACACGCCCATTTT\nCCCTAGTCACATCTACCATCCTCAGAGCCACCACTTCCCAACAGTAAATTCCAAATGTGA\nATCTATGCTGGAGGGGTGAGGGGTAAGGCGGAAGTGGGTGGGTGGGTGGGGGAGCACCTT\nCTTAGAGGCAAAGGGGAGGAGGGATGGGATGGGGGTGCAGAAGGGAAACCAGGAAGGGGG\nACAACATTTGAAATGTAAATAAAATAACCCTTTTTTTAAATTGAATCTATATACAATGAT\nTAAGTCAGAACCCTACTGATCTAGTCAGCTCTGGTTGCAGGACACTCAGCGGTGGCATAG\nGAACCTCCTTTGTACTTCTCAGTCCTATCAAATCGCCTGTTGTTTTAGTCAGGGTCACTG\nTTGCTGTGATGGAACATACCCAGAAAGCAAGTTGTGGAGGAAAGGGTTTATTTGGCTTAC\nATTTCCACATCACAGTGCATCATCGCAGAAAGCCAGGACAGGAACCCAAACAGGGCAGGA\nACCTGGAGGCAGGGGGCTCATGCAGAGTCCATGGGGGTACTGTTTACTGGCTTGCTCAGC\nCTGCTTTCTTATAGAACCCAGGACCGGCAGCCCAGGGGTGGCACCCCCCACCATGCATGG\nGCTGAGCTCTCCCATCAGTCCCTACTTAAGAAAATGCCTACAGGCCAATCTCATGGAAAC\nATTTTCTCCTCTCTCTGATGACTTTAGCTAGTGTCCAGTTGCTATAAAACTCTCCAGCAC\nACCTGCCAAAATTGACCATCTTGAGTCGAGAAGGGGGACAGAGTTGGGGGTGCAGGGGGA\nTGACTCAGCTGTTAACAGTGTGTACTGCTCTTGTAAGGGCCCAAGTTCAGTCCAGTCCCC\nAACACCCACACTGGGCAACTCACAACCATCTCTGCATCTGCCTCCGGGGGATCTGACACC\nCTCTCCTGTCCACACACACACACACACACACACACACACACACACACACACATACATAAT\nTAAAACTAAAGAGAGCTGGATCCGTGTCTGAGTGTGATACTTGTTGCTCTTGCAGGGGAC\nACGGCACCCTACATAGCAGCTCACAACCATCCATCCCTCCAGTTCCAGGGGACCCAATGC\nTCTCTTCTGACCCCTGAGGGTACCTGGCATGGCATGTCACACACAGACAGTAAAACAAAT\nAAATCTAAAAATCAGGATTTTGTAAGATAAACCATTTTACTGCACTTTAGGGACAGTATG\nCTTCCTAGTATTTTCTATGCAACTCTCGGGTAACTTTTTAGGTTAGGTCTGGGGTTGTGG\nATTCTCTGATCTCACGATGTCCAATAGAGTAGCCACTAGATAGGTGGCTACTAAATTCTT\nAAAAGGTGGTCAGTCCTAACTGTGACATACTCTGTGGTGGTTTGAATGAAAATGGCCCCT\nATCCCCTCATCTATTTAATTTATTTTCCCAGTTGGTGGACTGTTTAGAAAGGATTAGGAG\nGTGTGGCCTTGTTGGAGGAGGTGTGGCCTTGTTGGAGGAGGTGCGGCCTTGTTGGAGGAG\nGTGTGGCCTTGTTGGAGGAGGTGTGTCACTGGGGTGGACTTTGAGGTTTCCAAAGTCCCA\nTGCCAGGCCCATCTATCCCTTTCCTCTGCTTCCTGTGATTGGATCAGATGTGGGCTCTCA\nGCTACTGCTCCAGCGTCATCCCTGCCTGCCGCCTTGCTCGGGCCACGGTGGTCATGGACT\nCACCTCTGAAACTACGGTAGGCAAGCCAACAGTTAAATGCTTTCTCTCATAAGTTGCCTT\nGATCATGGTGTCTTCCCAGCGATAGAAAAGTAACTAAAGCAAACCCTGAGTAAAAGCCAC\nGTTTCAGAAATATTAATGAGCTCTTACATTTTTGGTTGCGTGTTGAAATGACGTTATTTA\nGTATTTATGGGTGTAAATAAAACAGTGTTAAACTCAATATCATTTGTGTCTTTTCAACAA\nGGCTACCAGACAATTGAAAGTTGCAACTGTAGCTCTAATTCTGTTTCCTTTAGTTAGAGA\nTTTGATTTTCTTTAAACAAAGTTGCTGAGTTTGTAAGGTGCTTATGGACATTATAAATCT\nCCTGAATGGAGACATGACAGGATTTACAAGTGTATGTGACCACGATGTCATAATATCTCG\nTTCTAGTTATCTATTTTTTTCCCCTCACGAGCTCCAAAAACATCAGCGTTTACATCTTCT\nTAATCTCAAAGTCTCCTGTGGGGAAGGTCAGCTGTTTCAGACTTGGCCTTCCCCGAAAAA\nATTACATTTACTGAAACAAAGTAGCTTGCTATTCCATTGACTTTAACTTGGTTACAAGAC\nTTGGGATGTAGCTCAGTTGGTAGACTGGAGCCAGCATGCAAGAAGCCCTGGGTTCAATTC\nCCAGCACTGAGCCTGCTCTTGCATGGTGTGGTGGTTTGAACCATAAGCTCCTATCTTTGA\nATGCTTGGTCACAGGGGGCTACTTAAAAGGATTGGGAGGTGTGACCTTGTTGGGAGAAGT\nGTCTCAATGGAGGTGGGCTTTGGGGTTTCAAATGCTCAAGCCAGGCCCAGTCTCTCTCTC\nTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCGCTCACTCTCTCTCTCTCTGATCTGGAT\nATAGAAATCTTAGCTACATGCTGCTATGCTTCCTGCCATGACATAACAAAGTAAACCTCT\nGAGTGTAAGCCAGCCCTAGTTTAATGCTTTCCTTTATACGAATTTCCACGGTCATGGAAT\nCCCTTTACAGCAACCGCACAGTGACTATGGCACATGCCTATAATTGCTATAGGAGTAGTG\nATGGGGGATCAGAAGTTTGAGGCTAGCCTTGGCTACCGTGACCTTGAGGGATCAGAAGTT\nTGAGGCCAGCCTTGGCTACCGTGACCTTGAGACTAGGAAGGGGTTCGATGGCAGAGCGCT\nTGCCTGGCGTTTGTGGCCTTGATTTAGTCACTGACGCTGCAAAAGAGCGCACTCAAGACC\nCGCAGAAGCATTTTCCATCCAGGGGCTCAGTACAGCAACTCAACAACGCCAAAGAACAGC\nATATGTGATCATCCCCCTGCGTCCTGTAGAACTGTAGACTCTGAGATTTGGAAGGTACCT\nGCTCTACTACCTAAAGTCATAGTTAGGGCCACCCATCTAACCACCAATCAGACACCAAAT\nAGTCACTGTGTTCCGGTGTCCGCTCTGTGCCAGGCACACATTTCATATCAACCAAAGAGC\nTCAGTGCGTCGGTTCTACCACCTCCACTCCAACGCTTTGGTGCACAGATGACGCACAGGT\nCACGAAGTGTAAGGGAGAGGCTGCCATGCTTCCTTAGAATGCTGGGATTTTTTTTTTCCT\nGGAATGTGGAGAGATTGGCAAAGCCATCAAACAGCACATTCCTCTTCAGCAGATAGAAAT\nAGATGGTGATTGCACCAAATAACGGCAACAGTATGCTAACAGTATCATACAAGTCTTTCA\nTTTTAGAGTAGTAAGATCATAATACAGACACACAAGCTGAGCCTGCTGCGCAGGTCTATG\nACCTGGGTACTCTAGAGGCTAGGGTGGGTAAGGTCCAAGTTCAAGGCCTGCTTGGGCTAC\nAGAATGAGTCTGAGGCTAGACTACACAATTTGAAAGAGGACTGGGAATATAGACCAGCAT\nGCTTGAGGCCCTAGGTTCAATCTTCAGTACTGTAAACAAATCAGAATTTCCCAGAAACCC\nTTGCTCTTCTGTGTTTCTGTACCAGCGTGAAGTTTGCCGTATTTCTTTTCCATGTGTTTC\nTCTGTATCTGGCATTCCACAAGGCATGCCTTCCTAGCTTGTGATTTTATCTCTTCTGTGT\nGTCCACATACTAGGCTTTCTCTCGACAAGAATGGGAACAAGACCAGCTCAGAAAAAGTGC\nTGAGCTTTTCAGATTTCACGGTCAAGGCCAAGTCAGAGCGCAGCCACCCAATGGCACTGC\nATGCAGCCAGCCACGGCTTCCAACAGCAATGCCTGGACACCCTCTATGTTTGATGTCTTG\nAAGGTGTTCAGGTTTTAACACCACACATACACACACACTCAGACACACACACACACCACA\nCAAACACATACTCAGACATACATACACACTCACAGACACACAGAAACACACTCATGTACA\nCACCACACAGACACACAGACACACTCACGTACACACCACACAGACACACAGAAACACACA\nCACACTCAGACACACACACACACCACACAAACACATACTCAGATACACACACACACACAC\nAGACACACACACACACTCATGTACACACCACACAGACACACACACACACAGACACACACA\nCACTCATGTACACCACACACACACACACACACACACACAATTGCAGTTTATGGGGGCGGG\nGGCTGGGGGGAGAGTGCACAGAACTGAGGAGCTACTGCTCCAACCTTCCAGGCAAATCCT\nAACTCAGTACACTGTGTTATCCTGCCATCTGCTGGCCAAAGTGAGAATTGCGCCAAACAC\nACTGGAAGGAAAATTGTAATTCAGAGCTCAGCTTGATTAATAAATAATACAAAGACTCTC\nTCTAAGGAGAAGCAGGTAAATCTCTTTGAAATACATCAGCAGTCCCCAGAGCGAAAATCA\nCCCCTCCAAGTGTCACAAATGACAAGCAAACGCGTATAACAACCAAGTCTCAAATTCCAC\nGGGATGTTATCTGTAGGAGACCCTGAAAGGCGGTGACTGCCTTAGTTCTCTGCAGCGTAT\nGAACACGTCAAGTCACCTCTGAAGTAACCTTGCAGTAGTGATGACCCTTGGCCAGGGCAC\nCACTCCTCGAACTCTTAGTGTTGTTTATAACTTCACTGTTGCCCCCGTGTCTTGCAGGTA\nTGGGTGTAGATAGATGTATGTGTGTGTGCTGTCATGTGTGTGTGCCTGCATGTAGAGCCC\nAGAAGTCATCTTCAGGTGTTGTTCCACACTGTCCACCTAATTTTTTTTTGAGACAGACTC\nTCTCACTCTCACCCAGAGCCTGCCAGGTTCTGTAGGCTGGCTGTCCAGTGAGGCCCAGGC\nATCCATGCCAGTACTGGGATTTCAAACTCTGCCCACCATGCCCTTCCTTCTTATATAGAT\nCCTGTAACCCCACTCATGTGCCCTGGGGAAGGAAGAGTGCCCGGTGTCCACACTGTCCTT\nTCATGCTGACCGTTTATGAGATTATCCATCCTCCGGGGCTGCTGCTTTCTGTGAACGCGA\nTCCAGCTTCCTCCCTGCACTGCCTCACTAACAGAACTGTCTCCAGACCACACCAAGTCTA\nGACTGTGACAGCTGCTGTCATCCTGGATATAGCTTCATGCTTCACTCATTCCGGCCACCC\nGAGGACAAAACACCACATCCTCCGCATTCTGAACAATGCATTTTTATAGCCTCACATTAG\nAAAATATGCTGTGTGTTATTAAAGGGATCATCTTGATTAAGATGCTTGCATAAGAGGTCC\nACAGCCTACAAGGACCTAGATAAACAGCTGGGATACATGACAGAGGGAGACAGATAGATG\nGCAGTTTCCAGAAGTTGGCCAGGCTCTGCAGTGGCTTCTGGTGTCTGAGGCTAATTTAAA\nGCGATAAGTGAGAGAGCGATACACGTGGATGGGGCAGTAGAGCTGTGGTGCTGGGTTGCT\nGTCCCAGACAAACGAACAAAAAATAAGATAGAATAATAACCCATAAGCCTCAGACACAGG\nCAAGCACATCCCCTGTGAGCCAGGAGACACTCTGCTTTTCCTGAACCTTATATAATCACG\nGGGAGGGCAGAGAGAGAAGCCATGTCTTCAGGGACTTTAAAAGCCAAGCTAAGGAAACTG\nGAGAGAGAGCACAATAAATTGCATGCTCTGCACACCTATAAGGTATGGATTTGGTCCTCA\nAACCCACATGAAAATGATGGGCATTGGGGGCCTCCACCCTCTCAGAGGAGAAGCGAAGGA\nGGGATGGGAGAAGGATTGTGAGATGGGGTGACCAGAAGGATTGGCAGTGAGTGGGATGTA\nAAATGAATGAATAAAAATAATGATAATAAAAAGATTATGGCACAAATAAACTTGCTTCTG\nGATTTAATGGGAAAAGGAACTGATAGTCTTGGTGGCGCATACTAGGAAGCCCAGCACCCG\nGAACAGAAATAGACAGATCTCTGCAGCTTGATGGATGGACAACCCATCGAACCCAATTAG\nTGAGCCCCAGGCCCGGGAGAGACCCTGCCTCAAAGGAGGAGGAGGAGGCCATCTGTAAGG\nGTGACTCTCAAGGCTGTGCTCTGGCCTCCCCATGAATGCGCATACATACAACATGCACAT\nACCCGCATGTGAGCACACACAAAGACACACCACAAACACTAAATAGTTGTTTTGCTTAAG\nCAGAGATTCTGAACTTTTTTAACAATCCAGAACATCTCACACCTCCCCACACACTTTAGG\nAATTGGGCTGTATCCCACTTTGCCTTGGATGCTAAGTACCTCTGAGAAAGGCTGGTCACT\nGGGTGTTATATAAAATGCTGCCCAGGGCAGACAGCTTGAGGAGTGCCCACAAAGGCTGCC\nAAAGAGACCTGGGCTTCCAAGAAGAAACAACCAGATCCCATCCAAACTGGAGCTCCGAAC\nACCACAGGGCAACTAATACCACAGCTAGGGCTATCCCTATGGCCCTGCTGAAAGAGCCAC\nATATAAAAATCTAAAGAGAATTTCATTTGTGACCTCTGCAGCAACCTTTGGTGGGATACT\nCAGCTCCTTGAGTTGGGTGCGGGAGGAGGTAGCCTCACATAAGAACAGAGATCTCCTGGC\nTGTACCCCAAAGCACCCCCAGCACTGATCCCTTGACTGTACCCCAAAACACCACAGCACT\nGATGGCTCCCCCTCCAGTGTCAGTCAACAGACAAGGTTCAGTAGGACCCCAAATGTGCTT\nCCCCACCAAATTCCAGGGCTGAGGACCAGATATAGACAGTTTAAGGACTGGCTTTTGTTT\nGTTTGTTTGGTTGGTTGGTTGGTTGGTTTTGGTTTTTGGTTTTTTTGAGACAGGGTGTTC\nTGGAACTTGCTTGGTAAACCAGGATAGCCTTGAACTCATAGAGATCCTCCTGCCTCTGCT\nTCCCAAGTGCTGGGATTAAAGGTAGGTACTGTCTGTCAAGGGACTGGCCTTTTAATGTCG\nGGGCAGGAGAATGTACCATAAGGCTAAGGCTAGTATAGTTTGGATAGTTAAGTACAAATG\nCTAAAGACTTAGTTCCCAGTATGTGGCTCCAGTGGATGGGAGTGGAACATTAGGAGATGG\nGTCTGACTGTAACATACCCGGAGTGTCCTCAAAGAAGACCCTGCAACCCCTCCCCCACTC\nTCCCTACCTTCTCCTTTTCTCTTCTCCTCTTCTCTTTCCACTCTCCGTCTCTCATTCCCA\nGATGACGTGAGTTAGACAGCTTTGCTCACTGTGCTCCCGTAACGATGGCTAAAGCAACCA\nGACCAAGCAAACAGGGGTGGAAACAAAAACCCCATGTAATCACCCTTAAGGCGATTGATT\nGTTCCAGGTAGCTTTTTATGAGGAGAGAAAGAAGACATCAAAAGTCCCGGACAGTTTTAT\nTTACAATAGTATCTAGCATCCAACACAAAAAGTCCTCCAAAGAATATCTAGGTAAAACTT\nGCTCAGAAACACTGTACGAGAAGCCTTAGGGAGATGACAGCTCAGCCCATGAAGGACTTG\nCTTCACATGAGGACCCGAGTTCAAGCCCCAGAACCCACATTAAAAACAACAACAGAAACT\nAAGAACCAGTAAGTAGCCCAGCACAGGGAGGGTGAAAACAGGTGGGTCCCTGGGGCTCAC\nTGGCTAGTCAGTACAGTTGCCAACAAAGTCCACCAGTGAAAAACCACATGTCACAAACAA\nGAGGGTCAGTCCCTGAGGAATGATGGCAGAGATTAACCTCTGACCTCCTGCATGCGCACC\nTGTACACATATACGCATCTACGTGGCACACACACACATACACAATAGTAGCAGATACCAT\nGTGACAGAGACAGAGTTAAAATCAAAACGTAGGCAGCTCCTTTCTGAAGGCCCCAGGGAA\nGAATCCATATCTCGCAGCCCAGAAGCCTTGCCCTTCCTTGCGTAAGAGGCCAGCGATAGC\nGAACCCCCCATACTCCATTTCTCTGTGTTCCTTCCTTCTTTCTTCCTTTCTTTTCCCTTT\nTTCTCTTTTGAGACGAGGCCTGTCTCAGCCTCCTAAGTGCAGATTCTAGGCAGAACCCTT\nCTTGATGGGATTTTATTTCTAATTCTTATGTATATTACACACTCTTTTGTGTGTGCATCC\nACCCAGCAAAGCTGCTCCTGGGTGAGGCTATGGACAGCTTGCTGTTTCCCAGACAGCATC\nGAGGTATACAGAGTGAGTTCGACTGCACATCGAGGGGAAGTAATCTCCAATGAGAGAACT\nCCAAGCTCTTGCCAGCATAGCTCCAGGGTCAGTGACAGAAATGGACACCCAGTATCTTCT\nTCAGGCCTCTGAAGGTACAGGCCTGGTACACACAGGCTACACACTCATATACACATGTAT\nAAGCCAAAAACTAAGAGAACATCTGAGAGAGAGAGGGAGAGAGAGAAGGAGAGAGAGAGA\nGGGAGAGAGAGGCGCCAAGAGGCCAGGATCCCCTTCCTGGAAACCAGACCTCACTCTATT\nTGGGGGCCAGCAGATTATCCAGCTGGCAATGGAACTTGTCCCTAAACCTGATGACCTGAA\nTTCAGCCACTGGAACCCAGATGGTGGAAGGAGAGGACAGACTCCTGCAAGTTGTCCTCTG\nGCCTAGGCAGGCTCACCATTGCTAGACAGACAGACAGACAGACAGAATGATAGAAAAATG\nGACAGCTAGATGATAGATAGATGATAGATAGATAGATAGATAGATAGATAGATAGATAGA\nTAGATAGAAACTGAGAGATAGATAATGAATCTCACTAAGCTTTCAATAGTTGCCAATGTG\nCTAAATGTAAAATAGGCATCTTATTTTAATTTGAATTCTTCTGGATTATGATAAGATTGA\nAAATCTTCTTTTTTTGTTTTTTTTGTTTTTTTTTTTTTTTTTTGGTTTTTGGGTTTTGGT\nTTTTTTGAGACAGGGTTTCTCTGTGTAGCCCTGGCTGTCCTGGAACTCACTCTGTAGACC\nAGGCTGGCCTCGAACTCAGAAATCCACCTGCCTCTGCCTCCCAAGTGCTAGGATTACAGG\nCGTGTGCCACCACTGCCCAGTGAAAATCTTCTCATCATGCAATCCATTCAGTTGTCCTCT\nTCTGTTACTCCCTACTTATATTTTCACTATTCGTTTCCAAGTCTTTTTTTTTTTCTTTGT\nAGAGTTTCTCACATATATTCTGGAGAACGTTTCTCTGCTGATTGACTCTTCCACAGCAGA\nGCGAAAGCACACGCACCCACAGAGTCTGTGGCTTGTCTTTTCATGTGGATTGAATATCTT\nTTTTATCAGGCAGAAGCTTTACTAGTATTGTTAAAATTATTAATATTTCCCTTTCTGGTT\nTGGGCTTTTCATATTTTCTTTAATGAGGCACGGTGACATGCATTTCTGGTCCCAAAAAGC\nAAGAGGCCAGGGCAGGTGGATATTGAGTTTGAGGCTAAGCTAAGCAACATAGCACGGCTT\nGAAAGGAGAGACGTTTCTCTGTTGTAGTGTGAAGGAGAAGAGGGAGAAAGAGGAAAGAAG\nGAAAGGAGTGAGGGAGGGAGGAAAAGGGAGGAAGGAAGAAGCAGGAAAGAAGGAAGGAAG\nAGAAGAAAGGAGAGGAAAAAAGAAGGGGAATGGAAAAAAGGACAGGCCCACGTCTCCTTC\nCCTTAGGTCATAGCTCCACTTTTAAAAGCATAAAGACAAACTTCTCTTCTGAAGTTTCTA\nATCTCCCAGAAACTAGCACTAGCATTAGAGAGTTCAGGAGCATCCACACAAAGAGCATCG\nCCTTCTTACATGTATACATTTGCCTGTACTGTTTTACCTGTGCTGACACATAATTACGTA\nCATTTATGGTGGATAGATGCTGACTAGATACATGTATTCATTGTGTAACCACCAAATTGG\nGTAATTAGTATTTCTTTGTGCTGGGAACTTGCAAGGTTTACGCCTTGCTTTGAGATACAT\nAGTAAATCATTGTGCCTCACAGCACAGTGTGGTAGAGAACTCTAGAAGCTAGTCTTCCCA\nCCTAACTCTACCTTCCTGTTTGCCATTCAGCTTCTCCTCGCCTTTGGAATCGGATCCTCC\nTCTCTCCTGTGGGATCCGTGTCCTCCTCTCTCCTGTGGGATCCGTGTGTTAGACTTTAGA\nTGAGTAAGCACAAACAGCACTTGTCTTTCTGTGCCTGCCTTACTTCACTCAACAACCTTC\nATTCTCTCCATCTTGAAGCAGATGCCATCACTGGACTCTCAGCTGGGGTGCAATGTGCAT\nAAGATTTCACTGTGTGTCTGAAGGCCACTTTTCTTTATCCATTCATCTGATAAGTAATAA\nATGCACCAGTGTTAGCATTTTCCAGTTTTAAAATTAAAGTTCACACAAGCACGTTGGTGC\nACACCTGTAAGGCCAGCACACCAGAGGCAGAGGCAGAGGCAGAGGCAGGAAGATCAAAAG\nCTCAAGGTCAGCCTCAGCTGCATAGTGAGTTCAAAACCAGCCTGCTCTACATGAAACCCG\nATATCATAAAACTAAATAAGAGACAGAGGAAATGGCTCAGTGGGGAAGGGCACTTGCTGT\nGTGAGGATAAGGGCTTAAGTTGAGATCCCCAGCACCCTCAGAAAAGCATGGCTTCTTAGG\nCACCTGCAACCCTGTCACTGTGGCACCTGCAACCCTGTCACTGTAGAGACAGGAAGAGTG\nGTGGGCTTGATTGTGTGTAAGCCAAGTTCCCAGTTCAGTGAGATACCCTGTCTTAAAGGG\nATGAGACAGAGTACCAAATGACAACTCTCAAGAGCCTCCTTTGGCAATTGTACATGAGCA\nTGGCACCTCCTGGACACACACACACACACACACACACACACACACATGCGCGCGCGCACG\nCACTCATGTACATGAGATACATATGTATGTACACCATACATACACACTGCTGTTCTAAGT\nCTAAATAAATTGTTCACACCCAGCATAGGAAAGGAAGAGCAAGTGATTTCTCAGTGCATA\nGATCAGAAGTCCTCCAAGCCCAACCATCAAGCAGTCAGAAAAAAACAATCTCCAGGGGAT\nGGTGTGGGTTCTCACCAAGAGTCCATCAACTGAAGACACTATCTCAACCTTCCCAACCGC\nCACTGAAGCTCTTTACCGACACTCCTTGTCTCATCTACAAAACACGCCTCTGAATTCACA\nCCTCAGTTGTAAGGACCATTTTATATGCCTGGAATGATTGTATAATGTAGACAAGCCTAC\nGTTTTACATCAAAGGCATATAAACATTTTCTTGGATGATAATATTAACTCCTTGAATACT\nTTTTCAGTTATAATCTGAGAGAATATTTTTCCCTGTATCTTGTTTTGGACATTTTTTTTT\nTTTTTTTTTTTTTTTTGTGATCACGTTCCGTCCTGCAGGGGTGCTCCTTAAGAAGGGAAG\nTAAACAACACAAAAGCAGCTTCAGGAAACTGACCAGATTCATTAGGTCCCTCCCTTCCAG\nGGTATGCAGAGCCCACCTGCACAGACTCTCAGAACTGCCAAGAGTAGATTTCGACCAACT\nAAGGCACCTGGAAGGACACCTTCCAACCTGTTTAGCTATCTATAGCTGGGCAGTGTGATC\nTAGGTTTCCCAGTTTATATGACCTGTCACCCATCCTGGAGTGGGCTTTGGTGAGGCAGTT\nGTCTTTGACCCAATAAAACTTATTGGTTCACCAAGTTGGAATTTGGTGGTATCTGCACTT\nTGGTCTGCCATGGTTCCCTTATCTGAGATGGGAAGACAGATGTGTTTTGTCTCTCCCAGG\nAAAAGTTGTATCACACAATACACATACTACACACACACATACACACACACACACACACAC\nACACAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGGCTAAATCAATTTAATTAAAGATCAA\nAATAGGAAGAGACACTAACAGTTCTCTTTCAAGAGACTTCCATAAATTCTGGTGTTTGTC\nATCTGCATTTCTAGGATAAGAATAAGAGTCTCTGATGCTTGGGGCGACTGTGCAATGAGC\nTTTGATGTAAGGTATCAATGGCCTTAAGTTGGGGGATGTGCAAACACATGGGCTCTCCCA\nGGGAATTTCATCAGCCCTGAGGGTCTCAGCATCTTGCCCAGAGCATAAACACAGTCCACT\nCACCCTTTATTAACGTGTTGGGTGCACAAGTGAAGTTCTTGTTTCCATTCAGGAGGCGGT\nGCAGCATTCTCCAAGCTGTGCCTAGCCTAAGTAACACTGCATGGGATGTAGGGTGGAGGC\nAAAGACTTGTGTTAGGAAATACAGCAAGTTATGTTGGGGCACAGCAAGTATGGAGTAAGG\nCAAATCTGTGGACAAGAACACGAGTGGATATAGTCAAGAAAAATTCAGAAAGATAGCATC\nAATAAGCCAGGCCTTGAGCTAAGACATCACCACCAAGAGTCAGGCCACACCCATCCCATA\nCGTGAATCGCATACTCTGCAGGTGGAAAGGCATCTGAAGGCTCATGCACAGAACCACTCA\nTCTGTCACTTGGATTGCCCTGCCAAGCAAGGAGGTGGAAACCTCGCTGTCCTGGAAGGAA\nACAGTACTACAGACTTCCTGTAGGGTGCGAAACCTCGCTGTCCTGGAAGGAAACAGCACT\nACAGACTTCCTGTAGGGTGCGAAACCTCACTGTCCTGGAAGGAAGCAGTACCACAGACTT\nCTTGTAGGGTGCGAAACCTCGCTGTCCTGGAAGGAAACAGTACTACAGACTTCTTGTAGG\nGTGCTGTGATGAACAGAGGAAGGTGCAGTGCTCAGGGAAGCCGAGAAGGTCAAGGCTGAA\nGGACTCTCAGGAAAGGAATTGTCTGTGTCCCAGCTCTGAGTGCTCTGAGCAGTGTGGACA\nAATCATATTTCCTCTTCTCCTGACACTGTCCTTACATTTTTGTTTGCATTTTTGTTTGTC\nTTGGGTGCTTGCTTGTTTTCTGTTTTGCTCTCTTTTGTTTTGAGACAGGATCTTACTATG\nTGTGCAAGCTACTCTAGAACTCACTATACAGCCCCATCTGGACACAAATTCATGATCCTC\nCCGCCTCAGCCTCTTGGATTACAAGCCTGTGCCAGCTTGGCCAGCCCTCATCTTTCATCT\nTATCTGTCAAGGGTCAATTTGGAGCCTCAGAAGCCAGGTCTAACTATGGAACTGTCTCCA\nCCATGGAGCTAGCACGAGGCTGACTGGGAGTAAATGCCAAGGACCGTTCCTGAGCAGGGA\nTGAATAATTTGTAATTCTTATCTTGAGTGGCCTCCGGCCAAAGATGATCAAGGATGAAGC\nTTATGGCAAAGGGCAAAGGCTAAAGGCTAAAGGGTGCCTCGGACTCAAAGTATGAAGCCT\nAGATTTCGAATAAACAGCTCCACCTTTGTTTAGAAAACAGTGAACAGTCTTTAACTCTGG\nGTCATTGTGGAGCCAATGTTTATTTAACGACTTCTTAGAGCAGGCAATAGCCAGTCTGAG\nACAAGCAGTCACATACCTGTATCTTCTACCTAACACCTCTCGATCTCTCCCTCTCTCTAC\nCTGACTTCTTCCCTTTTTTTCTTCCCACTAAGTCATTTGTCACAGTATGAGCGTGAACAT\nGTGAGTGAGTGGCCCTGAACTCTAGGGGTCAAAGGAGAGCCAATTATATTTAACCCTGTC\nAGGGCGAGGGGAACTATGCAGAAGGGAAGGGAGAGGAGGCAGAAGGAGCACATAAGAATT\nCACAGAGACTGTGGCAGCACACACAGGGCCTGCACAGGTCCAAGCCAGATAGGGTCCCAG\nTGCCAAGAGGGCAAAAGGGGCACAAGCTCCCATCTTTAACCAAGAAGTATCTCTAACTGA\nTAACAGCTGAAAATCAAAAGTCTGTTTTTTCCAACAGAGATGCACAGGGCGGGAATGGGT\nATGGACCATGCTTAGGAGAAGATGGCCAAAACAGACAACCCAGTGGGTTGGGGTTGTGAG\nGGGAAGGGTGTGGAGTGGTCTTATATTGCTTTGCTTGGGTTTTTTTTTTTAAACCTTACT\nGATCTTTTGCTTATATATCATGGTTTCTGATTTTTTGTGTTTTTATGAGATTTGTGTGTA\nTGTGTGTGTGTATGTGTGTGTTTTTGCTCACACATGTGTGCATGTGTGTATGCTGTTGTG\nCATATGTGTGTATGTATGTGCATGAATGTATGCTGTTGTGTGTATGTTTGTGTGTGTGTG\nTATGTATGCATGTGCATGTACGTGTATGTGTGTTTGCATGTGTGTATGCATGTGTATGTA\nTGCATGTATATGTATGTGCATGTGTGTGTATCTGTTTATGTGTGTATGTGTATGTATGGT\nGTTGTGTGCATGTGTTTCTTGTGCTTTTTCATTGTTTTTTTCCCTTCATTTTTTGTTTGT\nTTGTTTTAATTCTGATTTGTTTGTTTTATAAAGGGAGTAGAAAAGAAGGTATTGAGTTGG\nGAGGGTGAAGAGGATCTGGGAGAGGAAACTATGCTCAGAGTCTATAGCATACAAGTTATT\nTTCAATTAAAAAAAAATCCAAAGGGGCGGGGGTGGGGGGTAGGGGAATGACAGGCTGAGC\nAAAAGCAGGTGAGCAAGCCAGTAAGCCAGGCTCACCGCGGCCTCTGCCCATGGCTCAGCT\nCTGCCTCCAGGCTCCTGCCTTGACTCCCTTCATGATGGGCATAGCTTGTAAGATGAAGTA\nAACTCTTTCCTCTCCAAGTTGCTTTTTCTAATGCAATCCTCCTGCCTGCACTTTCTGAGT\nAGTTGTGGTTACAGGTCTGTGCCACATCTCTCATGATCTTAAGGAAATTTAAAGTTATCC\nCTATAATCTTGTCCACCCCACCCCAATAACTCAGGATAATTGCCCTATTTTAAACTCAAC\nAAATTATTATATTTCACTCTATTCTGGACCATAAATTTTTCCTTCCTTGTGACATACCAT\nATGCATTCTTCTGGAGACTAGGACATGAGTGTCCTCGAGCAAACACTATTTCAACACACT\nCAACAACAGTTACTTAATACCTCTCCCCCTAGTGCCTTGGGAATGTGCCCTATGGTTTCT\nTAAAAGATTTCAGCAAGGCTGCATCCCAGTTACCCTCTATGGTTAGCCCCTTTGGCTTTC\nTCTCTTCCTTGTTTCTTTTTGCCCACTTAAAATTTCTGGGTTCAGTCCCCAAGTGGCCCC\nCTTATCCCTAATCCTCCTGTGAGAGTCACCTTGTGGAACTGCTAACTAACATGGTAAGCT\nTGAAAATGACTGACCCAGCCTCTGTACACCCTTCTCCCCATAAAGGAAAAAGTGACCAGT\nGTGTCCTATGGAGCGGGGGTAAGGGGCTGTAAAGAGGGAGGCTGTAAAGAGGCAGTTTCT\nAGAGAGCTTTATATAGGGGCACACTTTCTATTGCAGTAGGTTCTCCTGCCAGAGAGCTAG\nAAGATATGTCTGGGGGTCGGGGGAATGTTTACAGGAGTAAATATTAAGTCCCAAGCCCTA\nGGACCAATGGCTGAGGTGTCTGTTTAACATATCAAGGTGGACTTGGCTGCCAGATTCTCC\nCAGCATCCCTCAGTCCCTACTTGTTACAGGGCATTGCTGGCATGCCCTGCCCTTACACAC\nACACACACACACACACACACACACACACACACACACACCAACTTTCCAGCCCAGGGGCTG\nGGGTGTCCTTCCCCACCACACACATCCCCAGAGGTTCTTCCCTATATAACCCAGCTATTT\nTAGTTACCATTTAGTTACCCCTTCCCCCCTTTTTACCCTTTACCCTCTTGGCAGCTGCAC\nCTGGTTCCTCTAAGACCCACCTCTTCCTTGCCCTCCCCATCTCTCCTCACATCGCTCAGG\nGTCATGTCCACTCTGGACTTTCCTAGATGCCCCTGCCTCTGGCTATGCTCTTCCTCCTGA\nCTACAGTAAACTTTCTCCTCCACCATACCTAAGAGCAGTCATGCCCTTCTTTTTTTTTTT\nTTTTTTTTTTTCTTTCATTCACCACGAGGCCAGAGACCTTGGCTCCCTTTGGCATTAGAG\nTTACAGATGACTATGGGCTAGCTCTCTGCCATGGCTGGCAACTGCTAGGGCGGTGCACAT\nTGCTTAGCTCTGAGCTGTCTCTCAGCTCCAAGACTGGGCACTTTAAAAGTGGTAAGGATC\nCAGTCTCGGGGTTCTGGAGGCTGGTAACTTAAAGTTGGGTGTCAATATGGGACAGAATAG\nAAGGAGAAAACCTGGGGTCTGTGGAAGGGGAGAGCCTGGGTGAAACTCTCCCTAGTTAAG\nAATCCTAACACAAGCCGGGCGTGGTAGCACACACCTTAAATCCCAGCACTTGGGAGGCAG\nAGGCAGGCAGATTTCTGAGTTCAAGGCCAGCCTGGTCTACAGAGTGAGTTCCAGGACAGC\nCAGGGTTACACAGAAAAACCCTATCTCAAAAAACAAAAACAAAGCAAAACAAATCCCCCC\nCACCCCAAAAAAAAAGAATTCCAGCACAACAGCATTTAGGAGGCAGATGGTCTACATAAG\nTTCAAGGTGAGCTGGGACTGCAGAGTGAAACCCTCTCTCAGATAAAAGGAACATGGGTCT\nGGTGGGGTGGCCCAGCAGGTAAGACTTCATACTGCTCTTGAAGAGGACCGGAGCTCATTT\nCACAGCACCCCTGTTGGGTAGCTCTCATGTGCCTGTAACCCCAGCTCCATGAGACTTGAC\nAGCTCCAGCTTCTTCATGTGCCAGCGCACATACGCCCCCACACAGACACGGACATGTAAT\nTGAAAAGTCAGTCTTTAAAAAGAAGTTTAACATAGTCAACAACATTTACTTAGTTCCTTC\nCTCCCTTCCCAGCTGCAGAGCTGTGATTTTTCTTAGAATCTTGCTAGAAAACCCCTTTAC\nAGTAAAGGGAGATGCCCTAATCCTGGAACACGATCCTAACCATGCCTAGCTTGACCTCAT\nCAGGTAATAATCCCATTGAGGTACCACTGGACCTACTCTAGAATATCTTGCACCAGAGAG\nAGAAAAAGGGAAAGGTTGCTTAGCAACCCTCTGAGATGGTCCTTGAAAGTCACTAAAAAG\nATACATAAGTCTATCACTACGACACTTAACTGTTATTTTTCCTTGAGGAGCCCACACGCA\nACTTGGGTGTGTCTTCCTCACTCCCAGAGCACCTCTCTTAATTCCCCTATCCCCACTTAA\nGACCCCGGTTTAAAATGCCATTTAATAATCCACAACTCTTAAGAAGCCCATACTCAAGCC\nCTGAGAATCTTTCTGTTTCTGATACACCCAATTCTCCTCCTGCCCACTCCTGAAATTATT\nTTGCGTGGAAGCCAGGGATCTATCTGATTTTACCTGACTCGTTTCCCTAAATGATCAGGG\nGAAAGTCCTCAGCCTGCAATGGGAAGCCAGTGCTGATCTGTGTGTCCCTGTTCCTTGCCT\nCTTCCAGGAGCCGGTGTTTGAGGACCATTCTTGGGTGTCCCTCTCTATCCCTGGCCACTG\nTCTTCATAGAGCTGCCTCTTTATGTGCTCATGTCTCCACGCCAACTTTTTAAGAAAATAC\nGTTGTATCTACGTGTTTTTATCTGCATGTAGGTATGTATATGCACCACATTTGTGCTGAT\nGTCTAAGGAGGTCAGAGGGAGAAGGCATTGGGTCCCCTGAAACTGGAACTAGAGGTGGTG\nATGATGAGCCATGTGGTGTGGTTCGAGTCTTTTGCAAAACAGCTGAGCTCTCTCACTAGC\nCTGCTAGGCTCATCCCTTCCTCCTTTTAAATTTATATTATGTTTATGATTATTATTGTTG\nTTGTTGTTGTTATTAGGACAGTTCTCACAGTATAGCCAACCAGGCTGACTTCTCAAGCGC\nATGATCCTCCTGCCTCTGCTTCCCAAGTGCGGGGATTCCAGGGTTGCACCAACACGTCGG\nCTTGCTTTGCTTTTTTCTTGTCCTTTTGCTGTGTGTTTGTGTAGGTGCCTGTGTGCCGTG\nTGATGATGGGTTGGAGGAGAGCCTGAGGCATCGGTCCTTGCCTTTCTGCCTTACTTGAGA\nCAAGATCTCTTCAGTGCTATGGAAGCCAGGCTGGCTGCCTCCCACCTCCTTCTAGGCACA\nTAGGACTGTAGTCAGCTGCCCTGCTGCTTTAATGTACATTAAGTGGACTTTTATACGGAT\nTGGGGCATTCAAATCCAGGTTCTGAGACTTGTCCAGCAAACACTTGTACCCACTGAACTA\nTCTCCGCAGTCCTGTTTCCTCTGCCTTAGAACACACCAGCCATTAGATTAGGACCCATCT\nATATTCGTCTTGATTCATTTTCATGATTTCATTTGCAAAGATCCCATTTCTTTTTTTTTT\nTAATTTTTTTATTTATTTTATATATATGATGAGTACACTGTAGCTATCTTCAGACACACC\nAGAAGAGGGCATCGGATCCCATTACAGATGGTTATAAGCCACCATGTGGTTGCTGGGAAT\nTGAACTCAGGACCTCTGTTAGAGCAGTCAGTGCTCTTAACTGCTGAGCCATTTCTCCAGC\nCCAAAAGACTCCATTTCTACAAGAATCCTTTTGCCCTGCTGTTTTGACAATGCTAGAGAT\nGCAACCCAGAGCTTCTCACATTCGAGATAGTCACTCTACCAACAAGCTAAACTCCAGCTA\nGCCCTGTTTTAAATAAAGCCACCTTCATATATACTGTGGTGATGTGGTGCAGCTTGAACA\nTATCTTTTGGAAGAATGGGAGGCTACCACTCATTGCACCTACCAGATGTTTCAAGGGTAG\nCTGGTTAATTCTTATTTCTAATAAGCCTCAGCATGGTAGTACAAGTCAGAGAAACTCCGT\nCTCAGATGGGATCACTGGAACCTAGGGATGTTAGGGAGGTGTTTCCCAGGAATGGGGTTC\nTGAGGCCCTTTCAGGTGAGCTCTCTGGAATTACAAACTGGCAGAATGGCTGACTAGAGGG\nAGTTCCATAGCAAAGCAATACAGGTAATTAAAAAAAAAAAAAAGCCATCGTGAGCACAGT\nAAGATGGTCCACTGGGTAGCTAGCCTCAAGTCTAGTGCCTCCCAGTAAATCAAGGCATCT\nGTGTCTCCAAGACTCTGCAGTCAACACTGCTGAGAGTTTTGGAGTCGGAGTGTAGAGCTC\nAGTGGTAGAACTTTTGGCTAGCGTGTGAGGCCCTGGGTTCCACACAGAACTTGAGAGAGG\nCAGAGGCTTGCTTCAGTGCTGCTGGAGACCTCCGGCGGTGTATGGGGGAGGAGAGGGTAG\nACCTGGAGGTGCCTGTTACCTTATAGGGAGGGAAGAAAGCCTTGCTCACATTTCCATGGA\nTACAGTGCTCTGTCCAAGATCTCCCTCTGGGTTAATCCTACCTCTCTCCGGGGCTTAGGG\nTACCATGCGGATGACACACAGATTTGCATCTCAAAATTCCAAACTGCTTTCCCAGTTACC\nTGGAGTACTCAGCAGGCACAGAACTTAGCATCTTGAAGGTTGAAGTTATTGCAAAACTTG\nTTAGCTTCCCAGCAGTTCCAGTATCAGAAGTGTCAATCACTGGTCATTCAGTCCCCAAAA\nTTAAAACTGGGGGACCTGGCCGGGCAGTGGTGGTGCACGCCTTTAATCCCAGCACTCGGG\nAGGCAGAGGCAGGCGGATTTCTGAGTTCGAGGCCTGCCTGGTCTACAGAGTGAGTTCCAG\nGACAGCCAGGGCTACACAGAGAAACCCTGTCTCTAAAAACCAAACAACAACAACAACAAC\nAACAACAAAAAAAAAAAAAAAAAAAAAAAAACCCTGGGGGATCTGATACTTACCCCTCTC\nTTCAGTGCACATTAAATCACACCAAACCCTTCCCTTCTGCTGCTCCCCAATGCTTCCAGT\nTCAAGTACACATGCAGGCTTAGTACAGCTTCATTAAAACAATAACCCCTAACCCAGGGTA\nTTATTCCTCCATCACCACTGAGAAAGAGCATCCTTCAACATTAACAAAGAGCTAAGTCTC\nCTTGGAGGGACACACAAATCTAGACATGGGGTCCTGCTGTGTCATCCACTTTTTTTTTTT\nCTCATTGTGAAATCTTTTGAAAAAAAAAATCACTTTTTTTTTTAACTAAGTGAGGAACAA\nAAAAAAGTTACATTGTTTAAAATGCAAAATCAAATTTAAAAGGCAGAACCGGACAAATGT\nAACTGTATAACCCTTTCCCTCTGGCTTTGGAGTCCTGGTGTGGTATCTGGTGAGGCTGTG\nTTTGTGTCTTCTGACCATTCAGAAGAAACTCCACGTTCATCAACGATAAATCGATGTCCG\nAAGTCTGATGCTAAGGAGCCCAGGTGCTACTGTATTCTCCCAAATGTATTGTGGAGAAAA\nGACACAAAGGCAGGAGATGCCTGTGTCCATCTCGCCACACTTTGCACCCTAGATCCCACT\nCCTAAGAAACAGGCAAATGGCAATTTCAGGAATGAAAAGGACATCTGCGGGGTGTACGAA\nCCTAAAGACAGCCAAAAGATACAACAGTTCTGCTTCTAAATAATCGGGAAAATGCGAACC\nTATTCCTAACCAAGTTTGCTCTGCTCAGCTTTCCAGAGAAGTCCTTCGAAGGGACACGCT\nCTGCACCAGCAATGCAGTACGAAGTCGGAAATCTGAAGTTACTTCAAGTGAAACCGCATT\nACCAATGTCAATTCAAGCACACAGGATTAGTCTGCCATGTTTACTTGGACATGAGAAGAA\nCAAATGGTATAACCCGGACAACATAAACTCTCCCTCCCCAAAATGCAGATCAAAGATTCA\nAGAAACTTCACAGAGCATTTGCATATTTCACTGGGACTCCAAAGAAATGCGGAGCTACGC\nTCAAACAATAGAATGAAGAAAAGATGGGAGTCACTGAGAATGGAGCGCGGGGTTAAGTTG\nGGTTTTCAAATGTCTCACTGGGGGCGACCTTGGCTCCTACACTCTGCACATTGTTCCCAT\nGGGCACAGTCTCACTGCAGCAGAGATTCGGGAGCAGGTATTGCATCCCGTGGGTGATGCG\nGGGATCGCACCCAGCCAGGTTGTGCAAAAAACAAAAACACTCTGTTCCCTTCTCGCGGGA\nCAGAGATGCGAAAGTAGGTGGCCCCCATCACTCAAGGTTGCTGCCAGTGCTGCTCGCAAC\nTTTTGAAATCAATCTACCCCCCCCCCTTTTTTTTCCTTTCTTTTTTCTTTTGCATCATGC\nAACGGATGCCACCGTTCCTGGGGTTTGCAACCCCCCACCCCCTCCCCCGAGACCAATCAT\nTGCCGCGCTCGGGCCTCTGCACAGCGCCCCCGCCCCCTTCCCGGGCCGCACGCAGCCACC\nACCGCCGCTGCCACCGCCACCAGCAACCCGGAGGCGCTCCGGCCACCGGCCCGCCGCCTT\nAAAGGGAGGTGGCCGCTCTTAAAGGGACCCTCACGCGCCCGGCCGGCGGGAGCGCGGCGG\nCCCGGTTCCCGGAGGGCCGCGCCCAGCCTAGGCCGAGCTCCACGCGGCGTCCGAGCGCCC\nGGCGGTGCCGCCGCCACCGGGAGCAGCATTTTTTTTTTTTTTTTTTTTAAATTCAGGCGA\nCGCTTAAGGGAGCCCAGCGCGCCCGGTGCATTGTGGGAGCGCCGCGGCCCGTTTTCGGGA\nGGAGGCGGAGGGCGCAAAGCGAGCCGGTAAGCGGCGGGCCTGGCGAGGGGGGGCGAGGCA\nGCAGGCTTAAAGGGGAATAGCGGGCCGCAGGCCCGGCGCGGCCGTTGCAAATCCCCCTCC\nGGGCCGCCCGGGACCGCCGGGGAGCCGTGCACCGGGGCCCTTCGCGCGCCCTGCCTGGAG\nAGGGGGCCGAGCCCAGGCTTTGGTGGGGCCGCTTTAAAAAAGAAGCGCCGCCCGCGCCGC\nTGCCTCCTCCGCCGTCGCCGCCGCGGCACGCGGGGCCGGGGTTGGGAGGGAGGAGCGGAG\nGGGGAGGGCGGCGGCGGCCACGCAGGGGTTAATCTTTTCGCCCGCCGACATTTTTGTGTG\nGCGGCGCGGACGGCGAGCCCGCGCGCGCGCGCGCTCTGCCTTAGCCGCCCAGTGTCCTGG\nCGCCGAGCCGCGGGCCTCCCCGCCCCCACTCGGCCCTCGGGTCCCTCCGGTCCCCGCCGG\nCGACGGTCTCCGCGGCAGCGGCGACGCGGGGCCTGCGGTGCAGCATGGCCCTGCCGGTGG\nCCTGCCCGCGGCAGCCGCGCGGCGCGGTACAAAGAACGCGGCCCGCGCCCGCCGTGCCTT\nTAAAGGCGGCAGCCTGAGACTTAAGGTGTCCCCTGAGTGGCATCCTCCGCGCCCGGCCCC\nATGGAGGGCGCGGGGTCCCGGCGCGCACGCCGCGGCGCCCGGGCCTGTGAGCACGCGCGG\nGGCCTGGGGGCTGGCGGGGAGGTAGGTGTGCTGCCCCACCGCACCCCGCTGCCCGAGCCC\nGCCTCCCGCGGGAGCGAAGGGGTTAAACGCGGGCTTTAAATATTCATGTCATTGTTTTAA\nAGGTGTAAACATGTGGCTTCCAGGTCGGACGCACTCCCTCTACCCAAAGCACACCCCAAA\nTTCCATCCTTTTCAAATAGCTGGAGTTTCCTTTGAGGCCAAACCGTGTGACTTAGGTCTC\nCTTGCACTTGGGAGTTTTTTAACTGCTGAGTTTTCTTGATGTAAGGCGTTTTTAAACTTT\nCCTAACCAGAAAGTGTAGGGAAAATAAGGTAAAAGAAAGGTGCTCTTCGGAGTCTCTCTC\nCTGCCTTTTGGTTGAGGCCGTGAGGATTGGAGGTAGGAAAATAGATTCTTTATAAAGGGA\nAGTCTTCCCGTTTTGTACCAGGTAGAGGTGAGGCAGGCATTTTTTGCAAAATGAATGTGA\nTTTTCCAAACCTTTCTTCGAAGGTGAATTTTAATTCGCACTCTTTCCAAACTGTTAAATG\nGCTTCAGAATGCCCATTTCGGAAACTTGCTTGGCTCACACTGCTCTGTAGAGAAGTTTGG\nTTTCTATGAACGATGAGCGAAATCCGTGTCGGTAGTTTCCCGCTGAAATCATTGCTCATG\nTCATGTTTGTGATGATGGTTTGGATTGCCGAATTTGGGCTTTGTGAAATTTAGTTTAAAT\nGAGTGATGTACTTCCTGGGGGATGGAAAACTATATAAATGGGAATTATGTTTTCAATCAT\nAAATTTTATGGGAGAAACCGACCCTAAAACTTAGGGTGTCTGTAATCCTATGCCCAATAA\nAGCATCAGTCAGAAAGTGTGTAAACCCCGGGAGCACTTAACTGGGTTTTGAATTAGATGC\nAACCGGAAGAGCTGGTGCGGAAATGCAGTGCGTGGTACCCAGTGCCAGACGACTAGTGAT\nCTCATGAGATACTGTTTCTTTTTGTAATGAACTAGCGAGTTTTGTCAATGGTGTGTGTAC\nTGGTTTGTTAGGCAGGATGTTTGCTTTCTAGGAATGTTAAAAAACATCAGCGAACTTTGC\nAAGCACTCTCTTGAACGGCATTGTGTTTTACAGCCATGGGAAGCCTTGGGGGGTTTTGTT\nGGTTTTTAAGTAGTGTCTCCTTCAGTGACTTCTCCCATTAGTTTGGTACTGTTGGTTCAG\nAGGGAGACTTGTTTTTTAAATTAGGATTTAGTATCTGGAAGAATTTCACAGGGAATGGTG\nGTACACACCTTTAATTCCAGCACTCAGGAAGCAAAGGCAGGCACATCACTTTGAGGCCAG\nTCTCAATTTAAAAAAAAAAAAATGCATGAGATGCGTTTGTGTCCTCCTTTCTACAGTTTC\nTGGTGACTGTTTTATTTTTCTCTGTGAGAGAGCAAAAGACAGTCAGAGGTTTTTCCAGGA\nAAGTCGCTGTAGCTAGGATCTCTGCTCTCTAAAGCATAGAACTTTTAAGCTAATACATAG\nTGAATACCGACCAGTTCTCTTAGCCTGCACCCTAGAACTACTAACTTCAGAGTTTACTGC\nCCAAGTGGCAGGTGTCACGTGAGTGAGCTTCCCCTTGGAGCCACAGTCATACATTCCCAT\nCCTCCGTGATTCCCCTGATGTCATTATCCATTACTCCAGTTTACCCAGCACCCTAACTAA\nCAAACTATTTCCCGGTGTGTGTCTCTGGTGTGTACTCATTCACTTGATTCTTGAGTCTTT\nTAACAATGCCTTCTTTTTATGTTTTGGTGGTACCTAGGTGGATCACAAGTAGAAAGCCCA\nGTGGATCTAGAGAGAGGGAGGGGAGGGGCTGAGCTGTGGAGAGTGCGGCCCCAGAACCAT\nGTCTACTCGAGAGTCCTTTAACCCGGAGACTTATGAATTGGACAAGAGCTTCCGGCTAAC\nCAGGTTTACTGAACTGAAAGGCACAGGCTGCAAAGTGCCCCAAGATGTCCTACAGAAACT\nGCTGGAATCTTTACAAGAGAACCACTTCCAAGAAGATGAGCAGTTTCTGGGAGCTGTTAT\nGCCACGACTTGGTATGTACACCATCTTTTAACACCCAGAAATGTAGTCAACAGTCAACAA\nCCAGATGCCTCCTCTGTGTTGCTTCAATTCTTGAAGCTCTGTCAGAGGACCTCAGGATCC\nAGGGTGACTGTTTTTTTGGTTTTCTCTTTTGTTTGTTTGTTTTTTTCCCCAATTTTTAAA\nATTTTATTAGATATTTGCTTTATTTACATTTCAAATGCTATCCCAAAAATCCCCTATAAT\nCTCCCCCCGGCCTGCTCCCCTACCCACCCACTCCCACTTCTTGGCCCTGGTGTTCCCCTG\nTACTGGGGCATGTAAAGTTTGCTAGACCAAGGGGCCTCTCTTCCCAATGATGGCCGACTA\nGGCCATCTTCTGCTACACATGCAGCTAGAGACACGAGCTCCAGGGGTACTGGTTAGTTCA\nTATTGTTGTTCCACTTATAGAGTTGCAGACCCCATCAGCTCCTTGGGTGCTTTCTCTAGC\nTTCTCCATTGGGGGCCCTGTGTTCCATCTTATAGATGACTGTGAACATCCACTTCTGTAT\nTTGTCAGGCACTGGCATAGCCTCACACGAGACAGCTATATATATCAGTGTCCCTTCAGCA\nAAATCTTGCTGGCATATGCAATAGTGTCTGGGTTTGGTGGCTGATAATGGGATGGATCCC\nCGGGTGGGACTCTGGATGGTCCATCCTTTCGTCTTAGCTCCAAACCAGTGTGACTGTTAA\nTGCCACTTAAAGAAAGAATTTAAAAAGCATCAGGGCATGTGGTTGGCAGGTTTGATTTTT\nAGTTTGTTTGTTTTTGTTTTGTTTTTTGGTTTTTCGAGACAGGGTTTCTCTGTGTAGCCC\nTGGCTATCCTGGAACTCACTCTGTAGACCAGGCTGGCCTCGAACTCAGAAATCCTCCTGC\nCTCTGCCTCCCAAGTGCTAGGATTAAAGGCGGGCACTCACTGCCCGGCTCAGGTTTGAGA\nTTATAGAGTATATTGTGACATCATTACCCTACAGTAGGGCATTTTTACTTTAATTTTATG\nGTTAGCTGAGAACCAGCAGAGCTCCTTTCTGTCTTTTCTCTCAAATGACCTCTACACTGC\nTGCTCTCTGCATTGCCCTAGTGAGGGTGTTACCTTACGAATCTTCTTCTTTTTTTTTTTT\nTTAAATTTTAGATTTTATTTATTATTTATTTTATATGTAAGTACATTGTCGCTGTCTTCA\nGACACACCAGGGGAGGGAGTCAGATGTCATTAAGGATGGTTGTGAGCCACCATGTGGTTG\nCTGGGATTTGAACTCAGAACCTTCGGAAGAGCAGTCAGTGCTGTTAACCGCTGAGCCATC\nTCTCCAGCCCCCGCCTTATGAATCTTAAGAACAGCTTTAAGGCCTTTGCAGGATGTATGG\nGCTGAGGTTTTGAGTGGGCCACACAGACTGTTGCCGACTGGGAAAGTAGCTCAGTTGGGA\nAAGTTCAAGGGCCTCAGTGAGTTTGATCTCCCAAACCCATATCTTTAGAAACAAAAAGTG\nTGTGTGTGTGGTGCAGTGTGTCGGAGAGGGGAGGCAGATGTGTTCTGGGCAAGACATTGA\nCAGACTCTGTCTAAGAAAAAGAACTGGCCTCTGAGGTTGTACTCTACCCTGCACATGCAT\nGTACACATATGCAGCTGTACCATATGTACACAGACGCACATACGTGGATTTGAGGTTGAT\nCCCAGAGTGCCTAGTGGAGCTGAGGGCACTCTTGCTTTCTTTCCTGAACTCTGTGTATGG\nTTAGTGGTTTATCTTTCTCAAACACAGAGCTCCTCCCAAATGCTGGGATTAAAGGAAAGC\nCCCAGAATGCATGGCTCTGTGAATCTGTTACTTAAAGGATGAGCCTAAACATACTTAAAG\nATCTACATAATTATTGTATGGCCTCTTAGTGAGGGGCTCTAGTGCTTCGATGAAACACCT\nTGACCGAGAAGCAGTCTGGGGAGGAAAGGGTTTGCTTGGCTTACTCCACATTGCTGTTCA\nTTATTGAACGAAGAAGTCTGAACAGGAGCCTGGAGGCAGGAGCGGATGCAGGGGCCATGG\nAGGATGCTGCTTACTGGCTTGTTTTCATGCTTACTCAGCCTGCTTTCTTCTAGAACCCTG\nGACCACCAGCCCAGGGATGGCACCACCCACAATAGGCTAGGCCTTCTCCCATCAATCACT\nAGTTGAGAAAATGCCCTGCACCTGGGTTTTGTTTGTTTGTTTGTTTGTTTGTTTGTTTGT\nTTTTGAGACAGGATTTCTCTGTATAGCCCTAGCTGTCCCAGAACTCACTTTGTAGACCAG\nGCTGACCTCCAACTCACAGAGATCCACCTGCCTCTGCCTCCCACGTGCTGGGATTAAAGA\nTGCCGGGTACCACCAATGCTTGGCTATGGCTGGATTTTTTTTTTTTTAAAGATTATTCAT\nTTATTTTATGAGTACACTGCAGCTGTCTTCAGACACACCAGAAGGGGACGTTGGATCCCT\nTGGTTGTGAGCCACCACGTGGTTGCTGGGAATTGAACTTTGGACCCCTGGAAAAATAACT\nGCTGAGCCATCTCTCCCGCCCCAGAAAGTAGGTGTTTCTTAAAACCAGTCCATTTGTTTT\nCTATACTTGGAAGCTGTCAAGTATGGGTTATTGGTACAATAGTATTCTTTTATTTATTTG\nCTCATTCATTCTTATAATTTGGCTTTTTTTGGAACTCACTCTGTAGATCAGGCTGGTCTC\nGAACTCACAGAGATCTGCCTACTTCTGCCTCCTGAGTGCTGGCATTAAAGGTGTGCGCCA\nCCAGCTCCCAGCAAATGTGTTCTATTGATAGAGGTTTCTGTCTTTGAGAAGACCTAGACT\nTCGTGTAGCTTAGCATCAGCTTCTCAGCCTTACACATAACCTCCTGGGACCTTCGGAAGA\nGCAGTTGGCGCTCTTAACCACTGAGCCATCTCGCCAGCCCCCCTCCTCAGGTTTCAAGAG\nAGTCTCCTCTTCCATGTGCCTCCCTAAGCTTGTCCAGTCTGAACTTTATGTAGGAGTTCT\nGGCCCCGATTCCACTTACCAAGGTCTCTCCTTTATCTTACTGCATCAGAGTTGTGGCCTT\nAGGTACAGCTCTGACCTGCCGTGTGTTTGTGAAGAAAATTGCACTGGAATGCAGCCTCAC\nTCAGCATGTCTGTGGCTGCTTTGGTGACACTGGAGTAGAAGCCTGAACTGCTTACTGTTT\nGTCCCTTATAGAGAAAGTCCTAGTTCTGGTTTGCATTTCTGTTGCTGTGATAAACACCAT\nAACCAAATGCAACGTGGAGAGGAAGGGGTTTATTTAGCTTACAGGTGTTTCCTCATCAAG\nGAAAGCCAAGGAAGGGGAGTACTGTGTGCTGGCTTGTTCCCCCAGCTTTTTGTTGTTGTT\nGTTGTTGTTGTTGTTGTTTTTGATCGCCCAGCTCTTTAAAGCAGCGTAGGGCACCTGCTC\nAGGGATGACACTGCCCACAGTGAGCTGGGCCCTCCTATATCAATTAGGCAGCAACCAAGA\nAAATGCCCACTAGGCCAGTTCTATGGAGGTAATTCCTTAATTGAGTTTCTCTCTTCCTGA\nCTGTCTAGATTTGTGTCATGATGACAAAAACTAACAAGCATATTGTCAACCATGGCTATC\nTTTTTAATAGGATCCTGAACTTCCAAAAGATTTTTCCAGCATCAGATTAACCACATCTAA\nAAAGTCCCCAACTTGCCCACTCCAGGGGCATCAGGAAGTGATTTTGAAACCAAGTACTAC\nAGTACAATACTGGATAAAAGAAATATCATGTTTCACCGAGAGCCATCCTAGCTGAGGCTG\nAGTTTCTAGGTTCGGTGAGAGGCCTTGTCTTAAAAAATGAGGTGAAAGTAAGGTTGGGAA\nGAAAGCAGATGTTGACTTCTGTGTCTGGGTGCACATGTGCACATACAGAAGTATGTACGG\nACACACAAAGGTGAGGAAAGTGCTTTGGGGAAGCAAACAAAGAATTGAATTACCCAGATA\nCTGAGTGATTTGGTCACACTTGGTTGGGAACTTTGTATTTCTGCTTTGTTTCCTTCAGGC\nTAAATGTAATATTAACTGCCATTTTCTTTATGAGAATATGATACAAATACTATCTAGGAG\nGTTATAATAACATCCAGTAATTAATATCAAAGTAGCTATAGCAGTTCCATTTGTAGAACT\nTTATCATGCAGAGAAATTCTATATGAGGCAGCATGGTGGTAGCACCATGCCTTGATAGCA\nCACACGCCTTTATTCCCAGCACTTGGTAGACAGAGACAGGTGGAGCTTTGTGAGTTAGAG\nGCCAACCTGGTCTACACAGCGAGTCTAGGATAGCCAGGGCATCAATCACAGGGCTCAGGA\nATATACAGTGTTAAAGACTTCAGTAAGGTTCAGGTTTTGTGCTGTCTTGCAGTCTTGTTG\nATTAACAATTCACGTCCTCCATCCTATGCTGGTTCTGATTCACAGTCATTTCAGTAGCAC\nTTCTTGATAGCGCACACATAGATTGGTTGGCAGTGTGGGTTTGCTGTCTTGTAGAATTCC\nTTCCTGCTCAAAGTCCTGCTCATACACGAATAAACGCTTTTCTTCTCTCCTTTTATTTTT\nTGGGTGCTGGCAATGTCACTCTTGCCAGGCATTGGGATGGATACTTGCGTCATTCCTTTG\nAGGCATGGTGGTCTTTCCTTGGTTCAGACCACAGATTACATTTATCCTATCGTCGACGAC\nCCGTATATGATGGTAAGTTTGTGCTTTTTGTAATTGGAACTGCCTTGTGCTTTGGTTGTG\nGTTTCGGCTGCGTTTATGTGTGCCTTTGGGTTTGGGTTTTATGTTTGGCTGTTGTGTTTT\nTCCACTTTTGCTGAATCCACATTATATTACCGTTCCCTGACTCCTGCCTTGTGGGGCTGA\nCCTTTCTCCTCTCGCTTGACATGGAATGAGCCAAGTGGCGTGGAGAGGGAGACCTGTCTG\nCTGCCTTCCTAGTGTGTGCAGAACACCTACCATCTGCTGTTTTGAGAGGATACTAAGGGT\nCGATGGTGTTCTCTGTTTGCTTTCCTTGTACCTATCTCTCTGATGTTCGTAAAAGTCACT\nGTTCCTGGCTGTTCCTGGCTGTGCTTCATAATAACACTGATTCTAAATGTTTCCTCCCAC\nACAGTAGAGGAACTTGAGAATCTCATCACATGACTCCCCCTGAGGCAGGGTTTCTCTGTG\nTATCCCTGGCTTTCCTGGAACTGTCTAGTTAGATCCTCACACTCAGAGATCTGCCTGCCT\nCTGCCTCCCGGTGCTGAGGGCAGAGCACCAGGCCTGGTTTACTTTACAACTAGGCTTCAG\nGGTAAGTTGGTTACCAGCTACCCAGCCACCTCCATGCGCACTCACCACTGTACCATATGG\nTACTCTGAGATCTACCTGACTGTGGCATTCATGTTATAGCTGCCAAGGCAAGGGAGATGG\nCACAGCAAGGAAAAAGTACTTCCCCATGTAAGCAGGAAGACCCCAGTCTCCAAGTAAGAA\nGCTGAGTGTAGCCGCACATACCTATAGTACTACTCATGCTTAGAAAAACAGACAGGAAAA\nTCCCTGGGACTTGCTGGCCCGCCAGTCTGCCTAATTGTTGAGCTCCAGGTTCAATAAGAG\nATTTTGTCTTGAAATATAAGGTAGAGTTACTGAGGAAGACACCTAACATCAACTTCTGTC\nCTCTCCAGCATGCACATGCTCGAACACACAAAGTTGTAGCTACTGGTCATGCCGTCTGCA\nGACACATTTCCAGCCATGTGTTACATGCTACAGCCAGCAGCCTTTCATCTGCTGCCTAGT\nCTTTAACCAACCAAGAGAACACTGAAGGAATGGGAATATCCCACTTGTTTAAAAATGTCA\nGCTATCCTTCCTGGTTTGCAGGGACACTGGATCAAGCTTCACATGTAAGGATGTGGGCCA\nTGGATAGGAAAATGAGTGCAGTATGAGTAGAGGTTATGGAACGTACATTCTCTGTAAAGG\nAGCACAAGTGGCAGAGGAGTCACCCAGAGTCTGTCCTTCTCCAGCGTCTCTTAGAAGCAT\nGTGAGAGTAGCTAGCTATTGCATGTTTGCCCCATGGCCCGAAACTCAGTCTCTAAGTTCC\nTCATTGACCAGGCTTGCAGAAGGCTGCAGGGAAGGCTGCCTGGGAGTCCCAAGAACACAC\nACAGCAACTGAAAATGATGTGCTGCGTCCATGAGGATTATCCTGTGTCAGAAGAAAACCC\nTGTTATTTTTCTCTACTATCTATAAAAAGATAATTTAGACAATGACAACTTAACATTTAA\nAAATCTTCCAGAGCAGTAGTCTTTATTAGCACATCCTATTGGATGTTGTTTAAACTCCTC\nATCAAGCAATACAGTTTACTAGGAAATGCTATTTCTCTCTCTCTCTTTTTTTTTTTTCCA\nAGACAGAGTTTCCTTATACAGTCCTGGCTGTCCTGGAACTCACTTTGTAGACCATGCTGG\nCCTCGAACTCAGAAATCTGCCTGTCTCTGCCTCCCAAGTGCTGGGATTAAAGGCATGTGC\nCACCACCACCCGGCAGGAAATGCTATTTCAATTTTACTTCAGGCCTGTGTGTTTCTTATT\nTCTCCTACTTTTGTTTCCTATTTACCTCTTCAACTTGAAACTGCAAAAGTTTCTGAATCC\nAACAACGTAAAAATCACCTTTCTGTAACCAGCAGAGGCAACACTTGCTGTGGTCTGCTGA\nGTGCTGGCTTCCAAGGTTGCCTTGAAATGACTGTATCAGGCCTCTCTCCCAGACCATGGT\nGCTAACTAACTGCTTCTCTTCCCGATCCCCCACCCTGACCCATCTTGAGCTGGATCTCTG\nAATCTTAGATGGGAAAAAATGTGAACTCTTTATTCTCCTCCTGTGGGTGAGTGGGCGCCC\nGACAGGTCACTGAAGGTGCCAGCTGAGAGTCATGTCCGGGAGCCGTCCTGCTGCAAACTC\nCCACGGTCTTGGAGTTTTGTGTGCCTCATTTTTGGTTCTACAGATGGGGGGAAAAATCCC\nTGGCTTTTTCACATCTCTGCTCTCTTTCGTAGGGCAGGATAGCATGTGCCAATGTCCTCA\nGTGACCTTTATGCAATGGGTGTCACGGAGTGTGACAATATGCTGATGCTCCTTGGAGTCA\nGTAATAAAATGACTGACCGGGTAAGTCACAGACGCACATTCGCCGGTTCCATTGTTTCGC\nATTTACAGACGGGACCTTCAGTATCGCAGCTTTCCACTTCGGGGCATCGATCTGTAAATT\nCTAACGAGAGTACCTAGCCTCTTCTTCTCCCACCTGCTCCTCCTAAACTCTTCTCTCTGT\nCTCTCTGTCTCTCTGTCTCTCTGTCTCTCTCTCTGTTTGTGTGTGTGTGTGTGTGTGTGT\nGTGAGAAGGGGAGACTTTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGAGAGAGA\nGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAAGGGGAGACTAAATAAAGCCTAGCTATATT\nAACAGTCCCTTAGTGCCAGGCGTGTGGGTCAGGTTCAGAACCCATGACCCTCAGGGGGAG\nAGAGAGCAGCCTCTGCTCAGGGCAAGGCCCTCTCGCTTTCACGTGCTCACGTTTCTGTTA\nCTGCTTGGCACTCTGTTCTTTTACCTGTTCTTCGAACCAAGGATGAATTCCTATTTAGGT\nTATTTCTATTTATTTTCTTTTATGTGCATGAATATTTGCCAGCATGCACATGAGTCCACT\nGCATGTGTGCCTGGAACTGCAGCTAGAGATAGTTGTGAGCTGCCATGTGGGTGCTGAGCG\nCCAAATTTTTATGCATAATCTCAACCATTGAGCCATCTCTGTGACCCAGTTACTTAGTTT\nATGTTAGCAGGGTGTGTTTATTTCTTTTCTCTTTCTGTATGCGCTCCCTAGTCAGTTTGT\nCGTGATTTACTGATAGAAAGCCCAGTTGTCTGTGGTCTTTTTTCCTAGCAGTTTGCACTT\nTAAACAGTAGTTCTCACAGGAAGGGCTTCTCTGAGGATGGGTTACATCGAATCTCTCAGC\nGAGTCTTCCCACTTCTTGGCAAACAAAATTCTTTTTGAAAACAGGGCTGTGTTTGTATGG\nTTAGCTTGTCTGGTGTCCTTCAGGACCAGCCAAGAGTTGGCCTCTAATAGTCACCCATGT\nCTGGGCCAGGCCTGTGGGCAAATGGCACATTATAACCCCTACCAGTTAAGAAACTGGGCT\nTCGCAGGGCAGTGGTAGCACATGCCTTTAATCCTAGCACTTGGGAGGCAGAGGCAGACGG\nATTTCTGAGTTCGAAGCCAGCCTGGTATTCATAGTGAGTTCCAGGACAGCCAGGGCTATT\nCAGAGAAACCCTGTCTCAAAAAAAAAAAGAAAAGAAAAAGAAAGGAAGGAAGAAAGGAAA\nGAAGGAAAGGAAAGAAGGAAGAAAGAAAGAAGAAAAGAAGCTGGGCTTCATTGTTCACTT\nTGTAACCCAGAATACACTTGCCAGCATGCTTGCATCAGGAAACATGTCCCTGCTTTATTG\nCACTCTACCCTGTCTGTCAGCTTCTGCTCTCTAGAGGGTTTTATCTCTTTATAACTGCAA\nATGTAGAGCCATCCTTTCTGGGGTTTGAACAGAATTCATGACTTTTCATCTCTGTCCTTT\nTAAACCCTAGGAGAGGGATAAAGTGATACCGCTAATTATACAGGGTTTTAAAGATGCGGC\nAGAGGAAGCGGGAACCTCTGTAACAGGCGGCCAAACGGTATTAAACCCCTGGATTGTTCT\nGGGAGGAGTCGCCACAACGGTCTGCCAGCCCAATGAATTTATCATGTAAGTTGGCTTTTG\nTTCATGTCGGAACCTGTTTTTCTCTCATCCTCTCTAAAAATAAGGTATATTAAGGTGTCA\nTTCAGTTGCTGTACAAGTCACCCATTGAGAGTATGCAGTTCAGTGGGTTTGGGCCTTTCC\nAGAGCATAGACTCACCAGGATCCCTTCAGCACTTTGATCACCCTGAGTGGAAACTCCCAC\nTGGGGTTATCACTTGCTCATCCTTCAGATACATCTTGGTTGGTTTCACGTCCTGTATTGG\nCATAGTGTTTTTATTTTCATGCACGTTGTAGCATTTGTCAGTACTTTGATCCTATTCCTG\nAGCAAATTTAGACTTTGTAAATTTCAGGTGACAAAGACATGTAACATGGTATTCAGCATT\nTCATGTGTCCGTTTTCTGGTTTGGTTTTTGAAACAAGGTATCACTTTGTGTCTCATGCTG\nACCTCAAACGCATCCTCCTGCCTCACCTGCTCAGTCCAAGAGTTGTGGGAAGGCTGCCTC\nCACAGCTTTTCTGATTTGTTTGGTTTCTTGTACCTGGCCTTGAACACAGCTTGTTGTGTC\nTGCTAAGCGGGTACTGCACCGTAAGCTCTACCTCTGTGTCAGCGTTTTAAGTCTACAGTG\nGTTTTGTGAGTGCAGGCTTGAATGAGCATCATCCCGTCAGCACCCAGAACGTTGGCTTCC\nCTTACCCACGCCTGTCCTTATTTGCAGACATTTCTAGTTTGCCCTTCCCGCAGTGTTCTT\nTGTAAGGGCAGCCTGCTCTGAGCACTGTGATAAATGGAACCGTGCTCTGTAGGACACTTT\nGTACCTGGCTTTACTTGCTCTCATATCATCAAGTTGTAGCACAAATCCATAGTGCTTTTT\nTTTTTTTTTTTTTTTTTTACTTTTTTGTTCTGTTTTGTTTTTTTAAAGATTTGCTTATTT\nTATGTATATGAGTACACTGTAGCTTTCTTCAGACACACCACAAGAGGGCATCAGATCCAT\nTACAGATGGTTGTGAGCCACCATGTGGTTGCTGGGAATTGAACTCAGAACCTCTGGAAGA\nGCAGTCAGTGCTCTTACCTGCTGAGCCATCACTCCAGCCCTCTTTGTTTTGTTTTTTAAG\nAGTGAGTTTCTCGGGCTGGTGAGATGGCTCAGCAGGTAAGAGCACCCGACTGCTCTTCCA\nAAGGTCCTGAGTTCAAATCCCAGCAACCACATGGTGGCTTACAACCATCCGTAACAAGAT\nCTGACTCCCTCTTCTGGTGTGTCTGAAGACAGCTACAGTGTACTTACATATAATAAATAA\nATAAATAAATAAATCTTTAAAAAAAAAAAAAAAAGAGTGAGTTTCTCTATGTAGTCCTGG\nCTGTCCTGGAACTTTTTTCTGTATTTGAACTCACACAATCTGCCTCCAGCTCCCATGTTC\nTGGGTTCAAAGGTGTATGCCACCACCACCACCACAGTACTTTGTTATGGCCTAGTAAGCT\nATTGTCTGTATATACCTCAAGTTTGTCTGTTGACTGGTGGACTTTTGAGTTGTCTTCTCC\nTATTACTATAAACCCCCTTCAAGTGCAGTTTTGTTTTGCTCTTTTGTGTGTGTACAGACC\nCAAGTTCTCCACATCCCCTCTAGAAGTTGTTTTTTGTTTTTTTTAAAGATTTATTTTATT\nAATATATGTAAGTACACTGTAGCTGTCTTCAGACACTCCAGAAGAGGGAGTCAGATCTTG\nTTGCGGATGGCTGTGAGCCACCATGTGGTTGCTGGGATTTGAACTCTGGACCTTCGGAAG\nAGCAGTCGGGTGCTCTTACCCACTGAGCCATCTCACCAGCCCTAGAAGTTGTTTTATGAT\nGCCATTCTCCTTCTGCTCAGAACCAGTGTAGTGGTACCTGCCTACACAGGTGCCATCCCA\nTGTGGCTTTGACTTGCGTTTCTTTAATGAGTAGTGGTGGCAAGCATCTAGTCTTAAAGCT\nTTGTTTGGGGTGAAAAAACATTTCTCTGTATCCTTTAGAGATGGATTTCAACATAGATTG\nTCACGTTCCATGTTTGATGTTCAGAGAGGCACCCTGTCCTTCATTTATTTGGTTTAGATT\nGATTGATTGATTGATTTCTGTGGTGGGAAACCACTTGAAGGACCTGGTTCTTCTCTCCTG\nGGGAGTCCTAGGAAAGAAATTGAGCCCAGGTTCTGAGAGTTGATGGCAACCAGGTCCAGA\nGAATTGGTGGCAAGCACCCACTAAGCCATCGACTGACCCTCACTTCAGTTCTTAATTAGT\nAACTGGCAGGTAGTATGTTGACCTGAGTCAGAATGTAAAAGATGTAAAAAGAATCTACAG\nTGCAGTGGTCATGATCTGTGTAGAGGCTCAAGTTTCCTGCCAGACTCTCCTCCTGTTAGT\nTTTGTGTATTTGCTATTGCTGTTTCAATTATGTTTGGTTATTTTGATGCTGTAACTAATG\nTTCCAGGCATAACCTTGGAGCAGGTCATTGGGACTAGTTCTAAGAATCCCTAGGTCAGGT\nGGGGTGTGTTAGTAATGCTGAGAGCCTGCCTGTCATAAAGGCTCTGCCAGGTTCCACTCC\nACAGCAGTGAACAGGCAGGCCAGATTCCCCGGATGGCGATTGCCTGGGTTTACAGACCTG\nATCTCTGCTCTTCTGCTTTGTGGTTTTGCTTGCTTGCTTGCTTTTCCATAATAGGGAGTT\nGAACCCCAGACCTGAGTGTGGAAGGCAGTGGCTCTGCTGTTGGCTACATCCTCAGATCTC\nTACACATCACACACACCCCATCTCTCCCTTTAACTTGTTCCTTAGGGCTGCCATGTCAAG\nCAGGCTTTGATCTCCCTGCCCTAGTCTCCCAGGCAGCTGAGGTGACAAGTGAGTAGCACC\nATAATCTTGCTCAGAAGAGAGAAGCTGAGCACATTGTTCATGTTTAGCCATCTTTTCATT\nAGTGGAAGCTCCTTTTACTCCAGTAGCAGATGGCGTGCCCAGTAAGCATCCTGCATCTAT\nTTGGGGCAAGCATGAGGACCTGAGTTTTGTCTCTAGCAGCCACTTAAAAACTAGTTATTG\nGCAGTGCTCACCTGTATTGCCATCAGGGAGACAGACACAGTCAAGTCCCTGGAGCTCACT\nAGCCAAAATGGTAAGTCCTGGGCCCAGTGAGAGACCTTATTTCAAAAACTAAGCTGGAAA\nATATTAAAGATAATGTTGACTTCTGGCTTCTACCTAACCCACATACATGTGCATTCACAC\nACACACACACACACACACACACACACACACACACACACACACACAGGAAAGGAAGAATTG\nTTGCAAAACGTTTATTTTAAACAAGATTCCCTTTTTGCTTTACTGTTGCCGCCTCCGTTA\nGTGTGATCAGAACGTGCTCTTTTCTTTTCTGCAGGCCAGATAATGCAGTACCTGGGGATG\nTGCTGGTATTGACAAAGCCCCTGGGGACACAGGTTGCAGTTGCTGTGCACCAGTGGCTGG\nATATTGTAAGTAAAAGCAGTTCAGGACTGGGGCTGGGCTGAGAGTAGGGGTGGGTGGGAC\nAGTTAGCTCTCACAGTTGCTCTTTAGTTTCAGAGTGGTTTGTGCTTTGTTTTGTTTGAAG\nCGGGGGGGGGGGGGCACTTGTGAAATGAAAACTTTAAATTTTACCTCTATAAAATTATCA\nGTAAAGTCCTTAGGTGAATTATCCATATTCTCATAAATGAAAATTTAAGCCATATAAAGG\nGGTGCGAGTCCCAGCTTGAGGAATCAGGTCAGGTGTTGACATAATTGTCATGGAGTTTGG\nGGGTTTTTTTTGTTTGTTTTTTGTTTGTTTAATTTTTATTTACTTATTTTATGTATATAA\nGTTACACTGTTGCTGTCTTCACACACCCCACAAGAGGGCATCAGATCCCATTACAGATGG\nTGTGAGCCACCATGTGGTTGTTGGGAATTGAACTCAGGGCCTCTAGAAGAGGAGTCAGTG\nCTCTTAACCGCTGAGCCATCTCTGCAGCCCCCGGAGTTGGGGGTTATTGTGATATGTTCG\nTATTGTCTTTAAATTGATTAATAGTGAAGGACATACAGATGTAGTATGTGTAGTGGAGGA\nCAGACAGGAGGGTATTTTTGCTAAGCACTGACCCGCTGCCGTGTCTCCCTAACAGTCCAC\nAGTGACTAGGATTTTACCCTCACGTATCATGGCGTGTCTAATTTCTACAACTATCGTCTG\nAAACTTACCAGTCTTGAACAGTTGGAAAAATGATAAAGACTTATATCACTTATTGGCCGT\nTTATCGTGACTTGATGTAGCCAGTAAGAACCCTTGGAACTGGAGAGGGGTCTCAGCAGCT\nGAGAGCACAGGCTGCACTGCCAGGGGTCCTGGCTTCTCGTCTCCCTTCCGTGTAGTGGCT\nAACAAAAGTCTGTAACCCCAGTTCCAGGGGATCCAGTGCCTGCTTTTGGCCATTCTGGAC\nACTCCATGCATATGATGCATAGACATACATACCTATAGGCACAACACCCAGATACATAAT\nATATAAAACATTCTCACTGGGCAGGAGTGATGCATGGCTTTAATTCTGGCACTCAGGAGG\nCAGAGGCAGGCGGATCTCTGTGAGTTCAAGGCCACCATGGTCTATAGAACAAGTTCTGGA\nACAGCCAGAGCTACACAAAGATACCCTGTCTTGAAAAATGAAATAAAGTCTTAGAAATGG\nCCATATTATTTACTTACTTTCCCTCCTTCTCAGTGATGTGAAGCAGTCTGGGAAGTTGCT\nGAGGGGGCAGTCTACAGAGGTGCTGTCTAGTCTAGTATGGCCTGCACTGTCTCCACTTCT\nGCTTCACACATCATTGCTTTATTATTGATTTTTGGCAAATATTCAGAATTTTTAAAAGCA\nAGTTCCAAATGCAGTGTAATAGCATAATGTTTGTTTCTTTAATAAAGGTTAGAGGCATTG\nCCATATAGTTTTAGAATCTATTGTCTGAGGATCCTGGGTTTTGACAGGCAAAGAATGATA\nGATACAGATATCAAAGTGGGTGTTACTTCTTTTTTTTTTTTTTTTTTAGATTTATTTATT\nTATTATATGTAAGTACACTGTAGCTGTCCTCAGCTACTCCAGGAGTGGGCATCAGATTTC\nGTTACAGATGGTTGTGAGCCACCATGTGGTTGCTGGGATTTGAACTCGGGACCTTCGGAA\nGAGCAGTCGGTGCTCTTCACCACTGAGCCGTCTCTCCAGCCCGTGGGAGTTACTTCTGAG\nAGTGCTGGGAAGAATGGGATTAAGGGTAGATCAAGTTAGTCCTAATGTCTAACAGTGACT\nGGCAAGTATTGGCTTTTGTGATATGGGCACCAAGCTCAGCCTCACGTATGTTAGCAAGTT\nCTTACCTCAGCACCTCAGGTTTTGTTTATACAGTGTTCAAAACACTTAAGTGAAGATACA\nTGCATCATAGAGCAATTAGTGGTCTGTGGTTCCGTGTACCATGAACCTTTACATCATGAT\nGCTAACTTCTTTCAAAATCAGACAGAGGCCTTTTGTCCTTTTAATGACAACTTTATTTGC\nTCACCCAAAACTGTCCTCAGCATGGACAGCTGAAAATTTCACATCTGTTTGTATCAAAAT\nCACTTCCCTGCAGGAGTCAGTTAAAGTAGAAAAGGTATAATGTAAAAACAGTGCCATCAG\nCGTAGTAGAGGAGATGGGAAGGGAACCAAGGACATGGGAAATTCTCTTCTGTTCTTGTAG\nAACTCAAGGCTTTGTGAATACCGGGCAGGCTCTTGCCTGACATCTCAACCCTTGGAAACA\nGTGTTAATTACACCTGCCAGATGAGAGCAGGGTGCAGCTGTGTGCCCGTTAGGTGTACAT\nACCCAACAAGCTAGGATATTTACTACAGAAATGTGGGATAAGCCGAAGACAGAATGATAG\nGTCCCCTGAAAAACACTAACCACGGAAGGGTATCGACTTAAAACACTTCTATGTCTTGAC\nAACTAGGTAAATAAAATTCCCAGTGACTGGGGTGTAGCTCAGTGGTGCAGGAGGTGCTGG\nATATGTGTGGGACCTTGATATGTGGCTATATCACCAGCAATATGTACGTACATCAACATG\nCCCAGTCCTGGAAGATGACTAGGAAAAGTATTCATTTTGTACATGGTTAGAAGTAAAAAT\nGAATCACGTTTTCTTTTTCTCTCTCTCTCACCTGTGTTCCTACGGCTAGCCCGAAAAATG\nGAATAAAATTAAGCTAGTGGTCACCCAAGAAGACGTAGAGTTGGCATACCAAGAGGCAAT\nGATGAACATGGCCCGGCTCAACAGGACAGGTATGGGGCAGAAGCCTTTGTGCTCAGGGCT\nTAGCAAAGGTTCTGAGAAAGAGAGTAATAGATGGGAACTTGAGGATATCGGCTGCATCTA\nGTTTTTGTGCATAGTGGGGTTTTTTTGTTTTTGTTTTTTTCCTCAAGTCTTCAGTCATAC\nAAAATAAGGAAATTGAGGCCAGGGGAAGAACGTGACTGGTGACTACACTCCTCCTCTTGG\nTGTCTACTTTTTTTCTATAGGTTACTGCTGGGAATCTGCAGGCAGGTAGTGTTTCATTTA\nCAGTTTCACTTATGACAGCTTTTCAACTTGTTAATGTCAAAGTGACCTCCGTTGATTGAA\nCCCTGTCGAGAGTTAAGGAGAACCTACATATGACATGTTCTCAGGAAAAAAGTGTTAAAT\nGTGGCTTATATTAGATACTCCTCACTATAATGTCTGCATGTGCCTTCCTCCTCCTTCAAG\nCTAGTTGTCGGAGTGTGCTTACGAGTCCCACTGGGTGGGCTGGAGAGATGGCTCTGCAGT\nTAGGAGGGCTGCCTGCTTGCAGAGGCTCAGAGTGGGTGGTTGACCGTCAGGAGCACTTGG\nCATCATGTGCACATTCACACAGGCATGGACATAATTTAGAAATAATTTCTAGTTAATTTT\nTTAAAAACGTAGTAGAAACAGTTTGCCCTTTCAATTGTGAAATGGACTCTTAGCTACTTT\nTCTGTTGCTGTGACAAAACACTATATCCATACAGTTTCAGAGGGTGAGGCTGTTTACTTT\nCATGGCAGGGAGCCTGTTGCAGTACCTGAGAGCTTACATCCTTATCCACGAGCAGGAGAG\nAGACAGGGATAGCTAACTGAGAATGGTGTGGGCTTTTGAAACCTTAATGCTTATTCTGGT\nGACACACCTCCTCCAACAAGGCCACACCTCTTAATCCTTCCCAAAACAGTCCCGCCCACC\nTGCAACCAATATTCAAATGCATGAGCCTGTGGTAGCCATTGCTCTTTCCAACTTCTGTAC\nAGGCTTTAAAGCCTGACTTTCCAGGAGTTAAGAGATAGTGGCTCGATTTACTTGAATGGA\nGATAAACAGTCTTGCTGTGTAGGATTGTTTTTCTTTTTGGTTATGTAAAAAAAAGTCACA\nAATCAGGTGCTATATAGTAGTCAATTCTTTTATATATGTGTATGCGTGTGTGTATTTGTG\nTAGGTGGGTGCATGCGTGTGTGTAGAGAGGGCAAAAGTCAATGTTACGTGTCCTTCACCT\nTGTTTTTTAACATGGGGGTCACTGACCTGGAGCTCACGTGTAGGCTAGGCTGCAGGCCAG\nCAAGCCCTGGGTATCCACTTGTCTATGCCTCCTCAGCATGTGGCACCGTGTCCAGGTTTT\nTGACTTGGGTCCTGTGGATTGAATCTGTATTTTTACTGACTGATTCAATCCATACTTTGT\nCCCTGGCCCTAAGTATTGTCGTAGCTGTAGTAAAATAGCTTCTTTGGCCATATATAAAAT\nATGTGTACATAAGAGATGTAAGTAGACTGCTCTGGCTGAGCAGGTTTTGCCTATAGGTGT\nCAGAAGGTGTCAAGGAGAGCAGTCCTAAAGCCAGCTGTTGACTACAGGACAAAGCAATGG\nGGAACTGGATTTATATGTACCATGGAGTGTCATTTGTGTAGTTAACTGGTCATAAGAATT\nTTCCCACTTTGTGGTGTTTGTGTCAAATAACACAAAGATGTCCCAGCTACTCATGGTAAG\nACCCTTCAAACTGGATCTAAGTTTGTACATTCAGGGTATTGAGTTAGCTAGGACAATTGT\nCATATACCATGTTGGCAGTGGCTCTCCTCTTGTTCAACTTTCCATGCTTCCGATTGGGTG\nCCTCCATTCCTGTGTACAGTGTGTACCGTCAGACCTCCCCTCCCCGCCTCCCCTCCCCTG\nCCCCTCACACACTGTGATCAAATTACAACCAAGATTACTCTTAGCCGGGTGGTGGTAGTG\nCACGCCTTTAATCCCAGCACTTGGAAGGCAGGTGAGTTTGAGGCCAGCCTGGTCTACAGA\nGTGAGTTCCAGGACAGCCAGGGCTACACAGAGAAACCCTGTCTGGAAAAAAAAAAAAAAA\nAAAAAAAGACCATGCTTAGGGATTATGGCCTACTAATAAGCCTGTCACTTGCCACATGGC\nAGTTGTGAGAATAGCCATGAGAGCTTAGCTGTTTTTCTGTGATACGAAGAGTAAGCCATT\nCCTGGGGATTATCGCATAGCTTTAGCTAACTAGTGACTCCCAGATATCAGCCCACCTGTC\nTCAGCTCTGGGATTAAAAGTGTGCACCACTCTGTCCCACCTTCCTCTTCTAACAATGAGT\nCTCCAAAGTTGTTTTGTTTCATTTCGTTTTGTTTTGTTTTTAACCTCAAATCATATAGCC\nTGGACTGGTCTCCATGGCCCTTTTATTTGATGTTCACACTATTTAATATTTTATAATTAA\nGCAGGGGGCACCTCTCTTGGGTCTTTAAGAAGCCCTAAGCACTGTTTTTAGAGTTTTTTA\nGTTGGCTATACACTGCTCTCCTCCCCGCCTCTCAGTCACCACCATTGAGAATTCGCCTGT\nGTGGGTATGTGTATGTGTATGCTTGGGAACTTAGGGGAAAGTCGGGGAAGGTTAGGACAC\nTTTGCATTGGTCTTCACCTACAACTTTGTGACACAGCTCACTCCTCTGTGTTCACTCCTC\nTGTGTGCCAGATCTATGAACTTCTGGGAAATTCTCCTGTCCCCATCTCACCTTAGGAATG\nGTAGAAATTCGGAAATGCGGATGCTGCGTAGGCCTGTGTCCATTCTGGGGGTCTGTACGC\nGGGGCCTTGTTTGCATGGCAAGGGCTTTACCCGCTGAGCCATTGCTCCAGCTACTACTGT\nTGTGATTGGCTTTGTAGAGAATTGCTACATTTGGCAGTAGAACACAGCCAACCCGTGCTG\nAACAAGCAGACATGCCAAGCCAACACATTATGACTATGACATAGCTTAGGACACAGCCTA\nAGCATAGACTCTGTCATTCATACACATTAACTCAGAGAGAACAAGAAGGCCCAAGTCCTT\nTACAAATATATTTATGAAAGAGGCTCAGAGGTCAAAGCCTGCCTGGGTGTAAAGTCGTTT\nATTGCCAGCCTGGGCAAAGTACCTGGAAGGGAAAAAAGGATGGGATTGTATGCTTCTGAG\nAGAGAAGAGTTTGTTATTGTTTTAATTTTCTTCTTCTTTTTTTTTTTAATTTTTTATTAG\nATATTTTCTTCATTTACATTTCAAATGCTATCCCGAAAGTCCCCTATACCCTCCCCCTGC\nCCTGCTCCCCCACCCACCCACTCCCATTTCTTGGCCCTGGCATCTCCCTGTACTGGGGCA\nTATAAAGTTTGCAAGACCAAGGGGCCTCTCTTCCCATTGATGGCCGATTAGGTCATCTTC\nTGCTACATATGCAGCTAGAGACACAGGGGAGGGTACTGGTTAGTTCATATCATTGTTTCA\nCCTATCAGGTTGCAGACCCCTTCAGCTCCTTGGGAACTTTCTCTAGCTCCTCCATTGGGG\nGCCCTGTGTTCCATCCAATAGATGACTGTGAGCATCCACTTCTGTATTTGCCAGGTACTG\nGCATAGCCTCTCAAGAGACAGCTATATCAGGGTCCTTTCCGCAAAATCTTTCTGGCACAT\nGCAATAGTGTCTGGGTTTGGTGTCTGATAATGGGATGGATCCCCAGGTGGAGTAGTCTCT\nGGATGGTCCATCCTTTCGTCTTAGCTTCAAACTTTGTCTCTGTAACTCCTTCCATAGGTG\nTTTTGTTCCCTATTCTAAGGAGGAGTGAAGTATCCATGCATTGGTCTTCCTTCTTCTTGA\nTTTTCTTGTGTTTTGCAAATTGTATCTTGGGTATTCTAAGTTTCTGGGCTAATATCCACT\nTACCAGTGAGTGCATATCAAGTGACTTCTTTTGTGATTGGGTTACCTCACTCAGGATGAT\nATCCTCCAGATACATCCATTTTGTTTTAATTTTCTTTTTTTTTTAAGATTTATTTATTTA\nTTATATGTAAGTACACTATAGCTGTCCTCAGATACTCCAGAAGAGGGCATCAGATTTCGT\nTATGGATGGTTGTGAGCCACCATGTGGTTGCTGGGATTTGAACTTGGGACCTTCGGAAGA\nGCAGTCAGCGCTCTTAACCACTGAGCCATCTCACCAGCCCTTGTTTTAATTTTCAGTACA\nGTGTATTTATGTCACATTGTTCCCCTCCCTAGAAAAAGGTTAAACCAATACAGATGAGTA\nGAGCAACGACACCCCTGACAGTTGCCTCTTGTCTCTGCCTGACTTCTGTTGGAATGAGTA\nCTTTTCTTTTAATGTTTGAGTTTTGCTTTGGGTTTTTTTTTTTTTTTTAACCTATTGTCC\nTACTACAATAAATCTCTTGTTGGTGGAAATTGTTCTAGAAAATGCTATTACAATTCCACA\nAAATATTTGATTTATTTCTTCACATAGGAGGGAAACATTCCACTGTGTAAAGGTAAAGAT\nGACCTTACAGTCATGACAGCTCTGATACATAATTGATACTGAGTCCTACACAGCGCTTAC\nCAGCACTGCTGCTAGAACATTTGGGAGTTGGGACTGCATGGTACTTGAAAGGCCTAGCTA\nAGTTTCAGTGCATAGCAGTTATACATGATTTCATATTTATGTAATAGAATGAAATGTATT\nCGTATTGAGATAGAAATGTAAAGACAGCTGTAGAATGTGTCTGTTATATTTTCATATATG\nCCTCATTTGTTTAGAGCATAGATATCTTTTTAGAAATCTTATTCTAACTGAATAAGGCAA\nAATGAGTACTGTAACTGAAAATATTTCATAGATCTTTGTCATGTTTCCCTTTTTAAAAAA\nACAGCTATGGTAAATTATATTGCTCCTGATTACACAGAACTTTGTGATTATTTTAAAATA\nATTTTATATTTCCTTAAAAATATCAGCAAAGGGCTGGAGAGATGGCTCAGTGGGTAAGAG\nCACTGACTGCTCTTCCAAAGGTCCTGAGTTCAAATCCCAGCAACCACATGGTGGCTCACA\nGCCATCTGTAATGAGATCTGATGCCCTCTTCTGGAGTGTCTGAAGACAGCTACAATGTAC\nTTACATATAATAATAAATAAATCTTTGTGCTGGAGTGAACAGGGTTCCTGAATTCAATAC\nCCAGCAACCACTTGTTGGCTCACAACCATCTGCACAGCTACAGTGTATTCATATACCTAG\nAACAAATAAATAAATCTTAAAAAAAAAAAGGAAAAAAAGAAGTATAGAAGAAACTTATGC\nACAGTCCTCCACCCAGAACAGCTTGATCTGTGTGTTTAGGTCTTACCTGCTTCCTGCAGC\nTTCCTGCTGTTGCCTTGCACGCGCACTTAGCCACTGCTTACTCAGTGATGGCGTGCTTCC\nATAGAATAAAGAAGAAGCTCTTTAGGAAAGAAGGAAGGAAGGAACAAACAAACAAAGAAG\nAGCTGTGTTACATAGGCACACTGACATCTGGCCGTGGAGCTGAGCCAGAGCAGCCGAGGC\nGAGGCGGACTTTTCAGCAGGTGGTGCTGGAACAAGTGGATATCCATATGCAGCAATAAAT\nATGAAGGCCTTTGTCTTTCCTGGAAAGTCACTCACAGAGCTAGAGATCTGAGTACACCAG\nACAACTATAGGCCTCCAGGAGCATGGCATAGAGGAGAGTTCAGGTGATAGTGGGTTTGGA\nGGTGACTTCTTAGATTAAAAAAAAGATGTAACAGAAATCTTGTACTACCCAAAAGAAAAC\nAAAGTGGGTGTTGGGTGTACTTAGAAGAAATTGTTCTGTACACCCCTGCTAGGTGATGAA\nTGAGCTTGGGAACTAGCTCAGTTGAGGAAGTGCTTGCCCGTTTCATGAGGACTTAGGCTC\nGGGTCTCTGGCATGCACATAAAGGGGTTTTCTCACGTCATGCCTCTGCCTCTCTCAGCTG\nCAGGCCTCATGCACACGTTCAATGCTCATGCAGCCACTGACATCACCGGCTTCGGGATTC\nTGGGCCACGCGCAGAACCTGGCCAAGCAACAGAGGAACGAAGTGTCCTTCGTGATTCACA\nACCTTCCTGTGCTGGCGAAGATGGCCGCTGTGAGCAAAGCCTGCGGAAACATGTTCGGCC\nTAATGCATGGGACCTGCCCAGAGACGTCAGGTAAAAAGGGCGGGGTGGGTGCTGTTCCCT\nGGCCTGAGGGTTCAAGTCTGAGCCTGACACCCATGCCTTCCCCCTGCTGGGAGTTTGCAG\nTCCCCTCCAGAGAGACTGAGGTGCTGTTTTGAATCGAATGTACCTGTGTTCTCCTTTTTA\nATGGTGGTGTGGAAGATGGGAGCTCAGGAAAGACAGATCGAGGTTGATTCTCTGGAAACT\nTAATCCTTGAATTCCAACAACACAGATAAGATTAAACAAATTGGCTTGTTGCCTTTGTGG\nGGATTGTTTTGTTTTGTTTAGCATTTAAACTTGGTGTTTAGCACAGCATGTCTACTCCTC\nAGGAAACAGGGGCAGGATGGTTACAAGGCTGAGGCCTCTATCACAGAAAAGCCCAGTCGG\nTCTCAAAAAAAGAAAGAGCCAGGTGTGTCTTGCCATGCTTGTAGTCCTAGTGTTCAAGAG\nGCAGAGGCAGGAGGATGACTTCAAGTATGAGGTCAGCCCAAGCTAGAAACAGGAAGGAAA\nTTTGGTATGTTTTTTTGTTTTGCAGAAAGTTAAGAGTCAAGGCCAGTGCCAGATATTTTA\nAGTTTCAAATAAAGCTTAAAGCATCCTTCTTGGAGGAGCCCGTGCAGGGAGCACAGTGAG\nAGGGGCCTTCTCTTGTCTGCATCTCCTAGTGTGGAGTCAAAGGTGGGACTCGAACCCCAC\nACGCCTTGCTCCTCTGTCGTGTGGAGTGGAAGGTCTGTCCCACGTGATTCATAGAGGCCA\nTTTTCAGTTGACCTTAGCTAGGTGGTTACAGTAACGGTTTACCAACAGTTGTTTTAACTC\nATTCCCAGAGTGTCAGCTTTGCTGGAGGCCCAGGAAGCCGCCCCCTCTCCCGGCCATACA\nGAGTAACTCTTCTCTTTCTTTGCCAGGAGGCCTGCTAATCTGTCTACCCCGTGAGCAAGC\nAGCTCGGTTCTGTGCAGAGATCAAGTCCCCCAAATACGGCGAAGGGCACCAAGCATGGAT\nTATTGGGATAGTGGAGAAGGGCAACCGCACAGCCAGGATCATCGACAAGCCTCGGATTAT\nTGAAGTCGCACCTCAAGTAGCCACACAAAACGTGAACCCCACACCTGGTGCCACCTCCTA\nATCCAGACAGAGCTATTTGATTTTGTTTTTAAATAGATCTATTTCCTTTATCATCACTTC\nAATTAAAGACTCTAAGAACAACAAAATCTCATTGTGTCTACACATCTGGTGACCCTAGGT\nCGGTTTATGAGTGGATGCAATTAATAAAATGAAATCCATGGCCGCCTTTTCCTGTTACAT\nTAACTGAAGATGCACCCGACCTCCAGGCAGCTTCTGAGTTGAGAGTGATCCTGTTATCCA\nATCCTGTTGATTCATTTTGAATCTTTAGCTGTGTGTCTCTTGCCGCATAGGCGCTCTCTA\nAAGGTGCTTTTCTGCCACTCGGGCATTGCTGAGAGGAGTGCCACTAGCCTTCTGTGTCTT\nCTCATTTCTGCCTCTCATCTCAGTCTGATCTGTTGTCAAGTGTCTCAGTTGACATTCTAG\nAAAGACAGAATGGTAAGTGACATGATGGTCTCCCCGTAGTCAGAGGGTTGCATGGCTCCT\nTCGAGTGTTTGATTTGTAAAGTTGAGTCGAATAACTCGAGGGACTTCTTATCCAGTAGCT\nCTCTCAGTTCAGTATGGCAGGTGCTTTGCTTGGCATGGAATGCACTTGGAATACAAAAAA\nGGAATGTTCTTTTAGAACAAACAAAGCTTTCCTGAGACTTGCAGTAATACCATTAATGGT\nTTTTACTAATAGGGAAAAGGATACTTTTTGCAGTGTTCTTTAGATGTTCTATAGTGCGAC\nGAGGAACTGCCTTCCGATGCGGGGGTTCATGTATAATACTCATTTATAATTCAATATATA\nATTTACTTCGCAAATAATTTTTAAATATAATCAATACTAAGGACTGTTGTGTGGATGGTA\nGTGTTGAATACATTTTATATTTTGTATTGTGATTCCAGGCCTCTTGTTTAAAATCAGCAG\nCTCTTTAGCCCAAGTCTTAGCACATCTTGTCTTGGCACATCTTGTCTTTGTGCACGAATT\nCTGTGATTTGTGTTAAAAACCTGCATTGTCAACATTGCAGCTCCAACATAAAAGTTGTTA\nTTCAAATAAATATTTAATTTTTTTAATTGCTCTTGTATAATCAGATGCCCTTTTTAGTAT\nTATTTTAGAAGCATTTGGGAGGATTTTGCCTAAAATACAATTTATTGGGGGAGACTAGAT\nTTTAGTTTTATAAACTTTTAAGTCTTTCATGGGACCTATATTTTCTTGAATTAAATTTTG\nTAGTTCTAGAACAAATAGGCAATCTACAAAGGTGTTATCTGTGTTTCTTAAAACCAGGCT\nTCCTTATCTTCCTTATCTGTTAAGCAGCTGGGGGATTCCCGTCTTTAAGCACAAGGGCAC\nTGGGTCCTCAAACGCCTGACTTCAAAAGAGAAAAAGCACCAAGTCTTCAGGTTTCACAGG\nGCTTCCTACTAACAGGACAGGCCCCAAAGCTGAGCTCTGCAAACTCACCCAACCTCACTC\nCTCAACACGGAACACCAGAAAACCGCCACTGGACCAGCGGAACTGCGGAAGGAAGAGGCT\nGCCACGTGCTTGTGTCCCCAGAATCTCCTGTAAATGCACCTCTTACTGGAACTGAAGCCA\nCCAGAGTCTGGCCCCAGCAGAGGAAGCTGTCACAGAAGGACACTAATTGGACACTATATA\nGGAATCTATAAGATGTTGGTCCTTGAAAGTATGCACCAGTGGTCTGCAAAATAAAACATG\nTTGGAACCCTCTGAGTGCAGAAACTATACTGTTGGACTTGCTTCTATTTTGTTTTGTTTT\nGTTTTTTAAATAGTAGGTGAAATTGGAGCTAACTCTGTATGTTCTGTTCCCCAAAGCCAC\nTACTTTTCTTGGAGGCAAGCCTGTTGGGAGGAAGTTAGATGGTTAATGTTCTGAGCAAAT\nTAAAGATTCATATAAGGAGAAAATGCCAGGGGCTTAAGAGATCCATGGATTCGTGATCTA\nGGAAAAGCCTTGTCTTGACTAGTGTTTTCAGGGTGCTCGGTAACCGATGCATTAGAATCC\nCCTGGGTGTTTGTGGAGGAGGCCTTTCTGCACTTTCCTGAGACCCAGAGTCAGTTCTGGC\nTGTGGAACCAGGTAGTCCATCTCTCCAATGTACCCTGTAGGGCTCTGCATAACAACCCTT\nGAGAACCACTAATCTTAAAAGGAATGTTGGGAGAGGTAAAAAGTGGGGCTGCCGGGGGTC\nACTCTAGTCTTAGCCATTCCTCTTTATTTTCAGTGGCTCTATGTGTGTGTGTAAAGTTCC\nTTGACTCAAGTGACTGTCATTGTTTAATAAGTTTGGCAAAGTCTACATGGGACTCTTAAT\nGTGTCCAGCAGTCACGCCTTGCCGACTTCTGGTACCAGTCTAAAATTCCACCCTGGAGAA\nATTCCACCCTAGTGTCAGATCCTCTCATAATTAAAGTTTAGCAGGTTATTTCCACAGGCT\nGGGTTGAAGCAACAACATTCTTGTTCTTTTTTTGGCTCAGTATTTTGAAATATCTAAGTC\nTTCCAAATTCTGCATGAGTTGTAATGAATAAGTGGAAGTTTCTGATTGTTCTGATGCATG\nAGCGAGCGGCCCTTGCATCTGAGTTCAGCATTGCCTTTAAATTGTTCTGTTTTGAGCTGT\nGTAAGATGGCTCAGCGGGTACAGCGGCTTGTCTCATAAGGCTGAGCTCCATCTGTCTGCA\nGAACCCATGTGCAAAGAACAGTGACCTGCACGTACATCGTGTGCTATGTACTCATGCACC\nTAGCAATAAATACATTAATATTTCATTGTCAGAGTTCTAGATCTTCATTTTATTCTGTAG\nAAACAGAAATAATAGCTATACTAGTTTATTTTTACAGATGCTTAGCACAGGCAGGTGTTT\nGAGAGATCTGATGGTGCGCATGCACACACACAAACCCTGCTTGAACGCTCGTTTTCATAT\nCTGACCAGGTGCTCACACAACATACTCTGCTTCCAACACTCGAGTATCCCATTCTCATTA\nAGAATCCACATAAGGATTGCAGTCATGAAACATCAGAGGCCACAGTGAAAATCCAAAGTC\nCTTTTGAATGAGGAGTGGGTGGATTAGACCAGGCCTGAGTCAACTAACAGGCAGCATCTC\nTAGGCATCCAGACATGGTCAAGAACCCCTGGAAGCCAAACTTGCTGTACAAGGGTGCGCT\nTGTGGTTTGTCTGGTGAGTGAGTATTGGGTGCATAGGTCTTAACATTCTCTGCAGTTTCC\nTATTATGATAGACCTCACATATCAACACTGCTGGCATTGATGGTCCTTGCTAGGTCGTGC\nTGCCTTTTAAGAGGTTAATGCCCAGGACAACAGCATGTAACAAAGTCCAGCGACTGTGGA\nGCTGGGTCTAGTGACACAGGGCTGTAATCCCACATACTCAGGAGGCCGAAGCAAGAGGAC\nCTCGTTCAAAGTCTGCCTGGGCAACCTAATAAGGCCCTGCTTTGCTCTCCTCCAGCACAA\nAGGATCCTAAAAAGTTCGAAAGTATAGCTTAGTGGTAGAGTATTTGCCTAGCATTCACAA\nGGCCCTGGGTTTAGTCCTCAGTAGCAGCAAAAACCAAACTTGATGAAAACAAGATTAAAC\nGTCACTAGTTTACTGTAATTACAGTGTGATTGTGGGACAAGGCTGATGCAGCCACCATTG\nTATTTCAGGAATAAAAACATGTACGTGGAAATATATAGAATGTAATGTTTATCACCCAAG\nCATATTTTGCACACTTTTAAAGCAAAATTATATAAAATTTAATGTCTAGGATATATTCCT\nGGGTTTGGGTCCACTTTGAGAAATAAAACTATAATAGTTTAAACTTTCATGTCTCTGTTT\nACTAAGTGCTAATTTTTGTTTGAAGTGCAGTCAGTAATTTGAAAAAAATCAGAAATGCAT\nGTTTCTCACTCGTGAGGCTAATTCAACTTACCCAGGCAGCTGCAACAGCTGTAAACCTCA\nCTGACCTCCATCCATCTTCTGCAAGTCCATCCAGCCCAGTGCGTCTGCTTCCAGTGTTTT\nACACCACTCGAGAGTCCCGAAAACTCTGAAAATGTAAGCATAAAAACATTCTTATGAAGA\nAATTAAAACCAGAACAGGTACTAGAAATGTCTGTTTTACCACCTTTCCTTTTGTTTTATA\nTATGGATACATATATATATCCTATATATGCATATATATATATATATTATTACTAGTAACT\nGCATGCATGCACACATCATTGGAAGAGACACTTGCATAAGTGAATTGCTGATGTGGTTAG\nTGGGAGTGGGTAAAAATTTACCAGTATACAACATCCTTCTTTTTTTTTTTTTTTAAGGCT\nTACTTATTTCATGTATGTATGTACACTGTCACTGTCTTCAGACACACCAGAAGAGGGCAT\nCAGATCCCATTACAGATGGTTACGAGCCACTATGTGGTTGCTGGAAATTGAACTTAGGAC\nCTCTGGTAGAGCAGCCAGTGCTCTTAATGGCTGAGCCAGCTCTCCAGTTCCAGTTACAAT\nGTCTTTATTCAGATCATCCATATGTTCCTCCATATGCAGCCCTCAAGGCAGTGGTCCTGG\nGATGTGAAAGGAAAATGGCTGAAAGAAATGAATGAGCATACCTGATGCTAACATGGCTCC\nCGCCCTGATTTCCCTCAGTGATGAATGGGACAGAAGCTGAAAAAAAATGCATTCCTCCCC\nCCAAGCTGCTTTTCATCCATGGTGTTTGTCACAGCAGAACCCAGAGCATTCTTTGAATGA\nAGATGCCATAAGGATATCTCAGGAATTGGCTGAAGCCCCAAAGGTGAAGACATTTTAGCT\nTATGCCTCCCCCACCCCCAAGAAAAGTGTTTCCCTCTACCTTCAGCCATTCTGGAAATCT\nGAGGTCCCTGCAGCCCTAGTACCAAGGTTCCAGGCTGCAACTCAAGAAAACCTCAGCATC\nCTTCATGTTGTGGTTTTGCAATGTGCAGAGGAAATGTCTTGGATTGTTAAGGGTAGAACA\nGCTTTCAACTAGATTTCAAAGACCTGGGAGGCCAGGAAACTACATCAGGGTAAGAAACCT\nTCCAGGCAGTTCCCAGGCAGGCGTGATGTCTGAAGCTCTGGGATGGAAGCTGGGGCTTCA\nGTGGAGACCCCAAGGAAAGCTGCAAGCAGGGAGTAGAGCCCACCGAAAAGGGACCATGTG\nGATCACCACCAGCAAAGCTGCTGGGGTTGGAGCTTGCATTTTAACTGCACATGCTCCAAT\nCCTGGGCACCGAGCTGGGTTTAATGTTTGTCCTGCTGACATTTGATCCTGATTTGATCTG\nACCATTTCTTGCTATTTCCTAATCCTTTTCGACTGGACATACACACAATTAAGAATAAAA\nAGATTTTAATTTTTCTTTTGAAGTTTTGTTTTTTTTTTAAGTAGTTCTTAGCCAGAATGC\nCAGAACTGACTGATGTTTAGGCTAAGCATGAGCATGGTTTTTGGCCGAGCACTCGCAATT\nTATAGGGATCCAACATCGGGTGCTCACACGGGAGCCTATAGGGGATATTTCACATTCAAG\nCCATACCCATGACTGCCATGTTGGTATTTCAGCTGTGGCAATTACTGCAGATGCTGAACT\nCTTCTGTAATTTTATGCAGCAGAAGTATTCCTTGTATCTTACAGTCTCTTGTCTAATTGG\nAACCAAGACCCAGATAGAAGTGTAAACTGAGGCTGGTGACATAGGTCCTGGAGTTTTGCA\nGACCTATCTGTCAGCCTGACTGCAGAGCTGTGCACAACATAGTCCATTCTCGATCAGCCC\nATATTTGGAAAGGCACACATCTGAGTTTATAGAGTGCAGCTTAAATGAACTGGTTTGCCA\nGGGACTGTGTGCTATAAGAGCTGATTCCTATAGGAACATCGACTAAAGACCCCCAAAGAG\nGGGGGACCCTCACTCAAGTCTCAGGATGACATGACCCCCCAAGAACTCAGGAGAGACCGT\nCCTTGCTGCAATCACACGAGGTTTATTGATAGGAACCAGCACGCTGGGGCCGACTCTGGG\nAAAGGGGGTATTAAAAAAAAAATAACCCAAGGGTGTAGGGAGGGTGTTATTGGAAAAATC\nAAAAATGCCAGTGAAAAATCACAAGGTGGAACTAAAAATCACAAGGGGAAATTCCCTGCT\nTCTCAAGATTTTAATCTAACTTTTGTGGTCAGCCAATTCCTGGAACAGGCTGCTTCAGGG\nCCCAACTATTTTTCTTTCTTGGCTCCAACTTGGTCTAGGGATCAAACTTAAATTTCCTGC\nCTTACACTATGAAGAATGCATCCATAGCTGAGATTTTTCAGACCTGCTTTCGATGATGGT\nTCTTAAATGCTTTAACCTCCCTTCTAGCCCACCACCCAGCAGAGGCAGTGGAAAAGAAGT\nGGACCTGTTTAGAAATTGGTCTCATTCTATTAGGCAGAATATCACAGTTCCTGTTAGATC\nAGTTGAGGAAGGTGTTCTTCACTTCTTGGAAGATCCGAGGTAGATAGCAGGACAGGTAGA\nGACCATGGGTAGGTAGTGTGGCACTTTGAATAAGTATGGCCCCCATAGACTTAGGTGTTT\nGAAATGATTGGGTAGTGTGACCTTGTTGGAGGAAGTGTGTCCTATAGGGGTAGGCTTTGA\nACTTTCCTATGTACAAGCAATACCCAATGTGGCACACGGTCCCCTCCTGCTGCCTGTGGA\nTCAAGATGTAGATTTCTCAGTCCCTCCACACCAAGTCTGCCCACACCCTGCCATGCTTTC\nCTCCATGATGTGTGGGGCAATGGGCTATGCACAGACAGCCTGGTCTCCAGTCCAGCTAAG\nGTCTTGAACCCCGGGTCTTGAGGTGGGACCTGGTGGGTGGTAAATTCCACCTACATGGGA\nCAGAAGGCATTCGATCATGTCTCCTGGACCCCTGGTTCCTGTCGAAGTTACCGCCCCCAT\nAGCCCCCCCCCCCCTCTCAAGAGAGGCTTGTGGCTATCAGTCACGTAGACAATGTTCCAA\nGCTTCTGGCATTCTGGCTAGACTCCTTCCCACAGTTACCTAGCAACAGCAAGATAGCCAG\nCCCACTATAAGAGGGTCTGCTTGGCCCCTCCTTTCTCTCTCTAAGCTTTTACCTCTCTTA\nCTCTGATTATTAGATAACCTCTCTCTCTCCCTCTCTCTCTCTCTCCATGTGACCATGGCC\nTGTCTCTCTCTCTTTTTACTTTCTCTCCTTTCTCCCTGCTTTTCTACAATAAAGCTCTAA\nAACCATGGACCGTCTCTGTTCATCAAGGCCCGCTGAGCTTGAACAATGGGGATAGGCTTT\nCTCCTAACAAGCTGAGTCTAACCTCCCGCCAGAAGGCCTTCCTACACTGCAGCCACAGAC\nTGGACTAAGGACTCTTGCCTGTGTGGGAGCCACTCAGTGCCCCCCTCTAACTCTGCCCTC\nTCTTCCCTTATCTCTGGGCCAAGTGCTGCCCCCTGGGCCCCTATTCTGTTCTCTGCTCCT\nTCGCCAGATTCAGCGTGGGATGCCAGAGGCTGAGAACCTGGTACCTGGAGTTGCCCCTTG\nTCCACAACCCGCTGTGTGGGGTAAGTGGCTTGACACAGGTGCCCACCTTGGGCCACACGG\nAAAGCATGCACAGTCCTCCCGTGTCTGCCCACTCAGAGCACTGGAACTCTGGTGGGATGT\nGGGTTTTCTCCCATTCCCCTTTTTCCCCTACACCCACAGTCCCGCAATGATGATAATGGA\nATATGCCTCTGAGAATGTAAGCCAGCCCCAAGTAAATGATTTCCTTTATCAGGGATACAT\nGGTAATGTCTCTTCACAGCAATAAAACCCTAACTAAGACAGATAGTATATCCCCAAGGGC\nTCACCTCCAGCTAGGCCCCACACCCTGTTTCCTAATATAGTGCCACCTCTGGGGGAGAAG\nCATAAGAAACATAAGCCTTGGGCTGGAGAGATGGCTCAGTGGGTAAGAGCACTGACTGCT\nCTTCCAGAGGGCCTGAGTTCAATTCCCAGCAACCACATGGTGGCTCACAACCATCTGTAA\nTGGGATTTGATGCCCTCTTCTGATGTGTGTCTGAAGACAGCTACAGTGTACTCATATACA\nTAAAACAGACCAACAAATAAATATTTAAAAAAAAACAAAAAGAAACAAACAAACAAAAAA\nAAACCCAAAAAGCCTGGGACTGGATAGGATGGTGTGTGCCTGTAATTTCAGGACGTGGGA\nGGGGGAAGCAGGAAAATCAGGAGTTCAAGGTCATCTTCAACTTTATAATGAATTCAAGAC\nCTACCTGTGCTTCATGAAGATCTTGTCTCAAAAGTGGTGGAGGTAGAGAGATAGCTGAGT\nGGTTAAGAGCATTGGCTACTCTCATAGAAGACTCAGGTTCAATTCCCAGCACCTACAGAG\nAAAGAGAGAGCAAGAGGTTTCCTTCTGATGTGTTAGACATTTTTGTAGAGAGAATCTCTT\nAGAAGCATCACCTGTCAATAAAAAAGCCTATGGCCAATGAGCTGAGGCAGAATAATGGGA\nGGTGGGACACTGGCAGGAAGAGAGAGGTTCTGGGAAATAGAGACTAAAGGGAGATTCAAG\nAGAGATGCTAGGGAGGACCCTGAAGGAGGCCAGTAGGGAAAAAGCAGTCAGAACTGAAGG\nAGAGGTAATAGGTAACTAACAGGAAGGTAGATGAACTCAGGGTAAAATAAAGGGAGATTT\nGCCAGGGACCACTGAGGAGGCAGAAGCATGAGACCTGAGCAGAGGTAACAAGTCACCCAG\nATGAACTCAAGAAGCATGAGATCTGAGCAGAGGTAACAAGTCACCCAGATGAACTCAAGA\nAGCATGAGATCTGAGCAGAGGTAACAAGTCACCCAGATGAACTCAAGAAGCATGAGATCT\nGAGCAGAGGTAACAAGTCACCCAGATGAACTCAGGATGGAGTAACAGGAGAGATTTCCCC\nAGGAGCGCTGGGGAGACGAACATAAACCAGCGGGTAGCTGCCCTCACTTTAGGATGAAGA\nGGATGCCCCAGACTTGGACAGAAAGCTGAGGACAGGTGACTAAGCATGTGGCAGACAGAG\nAGCAGTTTGAATGGTTAAATAAGTTTTGAGCTAGTCAGGGAATGAGCCAACGATAGTGGC\nCTAGGCATTTCTTAATAAATAACTAGTCTCAGAGCTTCACTCCTGATCAGAGGCTGGGAG\nGGAAAATGGATTTATTCTTTATATAAATCTCAGTGGGGAAAGAATCTGGAAAGAGAGCTC\nAGGATGAGGGGTGAGAGGTGACAGAGTCCTGCCATAAATCCTGGGACTCAAACTCCAGAG\nAGCAGCGTCAGGGTGCAGATGTGAGTTTATTGTGCATAAGCTTACATACAGTGAGCCAGG\nCCCTTAAATCCTCAGCCAATTGTGTCTTGCCATACCATCACCATGCCCCAATGAAAGCCC\nTGCCTAATAAGGTCACTCAAAAGGGGGGGGGGGGGCGGGGAGTGTCATCACCTGTTAGGA\nCTTCTGTGAAGAGGCGGGGCAGCCACCATCTGGCCCGTGTTCCATTTTGCTGTCTCACAG\nGTGTTCCGGGAGCCATCTTAGATCAAATCCCAAGTACAGCAGATCAGGGCTCTTCGATCC\nTGTGGCGCTTCTCTCTCCATTCCACTTTTTCCTTCACAAGGTTGACCTCCACATCCCCCA\nCAAAGGAGGGTGGTGATGGTCTTCACCTTTGACCCCAGCACTTGGGAGGCAGAGGCAAGT\nGGAGCTCTGAGTTCAAGGCCAGCCTGATCTATAGAATGAGTTCCAGGGAACTCTGTTGCA\nAAGTGAAAAAAAAAAAAAAAAAAAAAAAGCAGAGAGAAAAACAGAGACACAGAGAGACAC\nAGAGAGAGGTCTTTGGACACATAGTCTGGAGTTTAACATTCCAAGATAGGGTTACAAATC\nTGAGATCTTCTCCTGAAGGCTGAAGTTTAAAGTCTGAGGCTGGAGGAGGTGACTGAGAAA\nGCTGGTTTTCACAGAACGAAGATGTAAAAGGACTGACTACAGATCTCAGGAGAGGGAAGG\nTCAGTCAGAAAAGGAGGGAGAGGAAGCCACTGCGGGCCTACTCCACATGGCCGCACGCAG\nAGGATTGCATGGGATAGAATGCAGTGAGACAGAACCCCTAGATGAGCACATGGTGGCCGC\nTTGCGAAGAGCAGCTCGTTAGCAGGATGAGCTCAGAAATGACCTGGGCTTTAGAGAAAAT\nCAGGAGAGAGAATCTAGGACTGCAGATATCATCTATCATTCTTTCAGGATTGGCTATGAA\nATCATTTCCTTTGCTTTATCTGCTTATTATTTTTATTTTTGTTTTATTGTGTGTGATAGC\nTTACTGTTAGTGTGCTTGCCTCTTATGGGGGATTCTGGGTTCTAAGCTCAGTTACCACAA\nGACAAACAAACAAACAAACAAAAATACAGGTTAGGAAACGTTACACACAGAGCCAGGAGG\nAAATTCTATCTTGAGTGCCACAATCTCTCATCCTGTGCTGGTCTTATGTCAGTTTAAGAC\nAGATTAAAGTTAGCTGACAGGAGGGAATCTCAAGGAGAAAACGCCTCAAGAAGGTCCAGA\nTGTTAGGCATTTTCTTAACTAGTGATTGATGGGGAAGGCCCAGGGCATGGTGGGTGGTGC\nTATCCCTGGGCTGGTGGCCTGGGTTGGTGGTCCTAGGTTCTAGAAGAAAGCAGAGGCTGA\nACAAGCTATGGAGAACGAGCCCAGTTAAGCAGCACCTGTCATGTTCTCTGCTTCAGCTCC\nCACCTCCAGGATCTTGCCCTGTTTGAGTTCCTGTCCTGACTTCCTTTAATGAGGAACAGA\nTCAGTAAAAATGTAAGCCGAATGCACCCTTTCCTCTCCAACTTCCTTTTTTGGTCATGGT\nCATGGCGGCAATAGAAACCCTAAGACAGGCCCCAAAGCCATAATTCTCTCTGTTTTTTAG\nGGAAACCAGTCATCCTCAGAATGACGGTCTTAATCTTTCAATTCTGCTTGAGGTGACCCA\nAATTCAGACTAATTTCAGTTTTGTTTTCTTCCTTCTCCCTGCAGTTCCCATTTTGCACCA\nGGTGAGGGCAGTAAGAACACACCTATTTCCCAAGTGGGGGGTGGGGGGGGAATGCAGTCA\nGTCCTGCTTTTAAACTGTGGGCTAATTAAGCCGGTCTCTCAGGACATGGTCAGGCTTCCA\nCCAGGTTGCTCAGGCTGGACAGATGAGGTTGGGAGATAAGCAAATGACCAAGCCGGCCCT\nGGGAGCTTCAGCTAAGCGAATCTCGTCCTAAAGGTCAAGGCACAAAGGGCAAATCTCTGC\nAACCTGAAAACAGGAAGTAGCCAGCTGGTTACTTGCTTGTCTCTCCTGGACTATGGCACT\nGTCACCAAATTATCTAATGAAAGCATTTAAGAAACAATAACATGTTTATGGAGTAACTAG\nAAGCAATCTAGAAGTAACTCTCTTAAGAGACCGAGAGACAAAGAGATTGAGATTATGTGT\nAGTGGTTGAATTTCAAAGACTTTAGGAAAACAGTTTTGTTTTGTTTTGGGTTTGGTTTGG\nTTTGGTTTGGTTTGCTTTTTCGAGACAGGGTTTCTCTGTGTAGCCCTGGTGGTCCAGGAA\nCTCACTTTGTAGACCAGGCTGGCCTCGAACTCAGAAATCCCCCTGCCTCCGCCTCCCAAG\nTGCTGGGATTAAAGAAAACAGTTTTTAGCTACATAAGAAATTTTACATGTTATACTGGCT\nGGTGAGATACACAGTGGTTAAGGGAGCTTGCTGAACAAACCTGACCATCAGAGTTCGATC\nCCCAAAACTCAGGTGGTGGAAAGAGACTCAACTTCCCTGAAGATTATTTCTCTGATCTCC\nACAAACAAGGATGCAAACATACATACATACATACACACACACACACACACACACACACAC\nACACACACCACACCCCATCACCACTACCACCACCACACACAAAAATGTAATGTAAGTTAT\nCCTAGACCGTGTGGATCGCTCTTCTTAAAAACTAACAGCCAAACTTTCTAATATTTTAGG\nATGAATTCACGCTAAATTTAATGTCTCTTCTGAATAACACAGATGATTTTAATTTTTAGT\nGGGAGAACTAGTCACATAGATTAGTTGTTCATAGATTAAAACTACCAAGTTAAAAGGGTG\nGCTCAGATCCCTAACGGCCTCGGGCTGCTCGGCTTGCATCACCCCAGTCGCAAAATTTCG\nGACCTTGCAGATTAGAACAAAGACACAGCGGCGGGGAGCAAGGACTCCAGACAGCCTAGG\nCTCGCTCCCTCATCCCCAGCTCCCCAACCCCCAGCCTGGGGGAGGTGGCGCTGTGTCCTG\nCCCTTGGACAGAACTCCACCCTCTACTAGGAGGCGGGGCCTTGCCGTAAGTTAAGTGTGA\nCCTGGGCGCAGCAGTTTCGTCTGCTGGCCCCCACCATGAATCTTACGCGCGCCGGCGCCC\nGGCTGCAGGTCCTTCTGGGACACCTCGGCCGACCCTCGGCCCCAACGATTGTATCCTTTG\nGGCTGTGGAAGGGCTCACAGGCTCGAAGGAGCCTCTCCGCCCTGGTGGTGGCTTCAAGGA\nCATAAGAGAGCCTCTGCGCCGCCATCTCTTCCCTGTCTCCATCCCTAGGGTTCCCGGGTG\nGAGGCTGCATCCCCAGAGAGCCCTCGTCTTCTGGAAGGGCTCTCTGGTGGGACTTCTCTA\nGGCAGCATTTTGAGCCTTCAAGAAACCGTGGTTTCTTGCTGGTGTAAAGCGGGAAGCATA\nAAGCGAAAGGTGACGACGTCATCACAAAGAGGCTTGCCATTTTTTGAGTTGACTTCTGCA\nTCCAGAAACACCAAGGACAGTTGCCCACAGGTGCTTGCCTGTGACCAAGGCCGGCAGAGG\nCAGGGATTCTCAGAGGTCAGGAGGAGGCGCCAGTCGCCAAAAAGAGAAGGCTCAGGACCC\nTGTCCAGCAGGTAGCTAGCTGCCCATCTCCACCTGCCCTCTGTCTGTCACCATCCCACTA\nGCTGTGTAAGCTCCCACTCCAGGGGCCAGGTGTCCCCAGTCTCCTGAGGACTGAACTGGT\nTCCCGGAAAGCGACTTCAGAAGCGAGTGCCTGGTGATAAATGCTTGTGATCCCCCTGGGA\nGGTGCAGGTGCAGACTCGAGGGTTGGTTGGTTGGTTGGTTGGTTGGTTGGTTGGTTGGTT\nGGTTGGTTGGTTTTTCGAGACAGGGTTTCTCTGTATAGCCCTGGCTGTCCTGGAACTCAC\nTTTGTAGACCAGGCTGGCCTCGAACTCAGAAATCCGCCTGCCTCTGCCTCCCAAGTGCTG\nGGATTAAAGGTTCGTGCCACCACCGTCCGTCCGGCAGACTTGAGGATCTTAATGGCCAGC\nCATCCTGGCCAAAAGTGACAGACGGTCTAAAAAGCAAAACAAAACACTAAACCAAGGCTT\nGGAAGCAGTTATGCACACGAACACGTGTGTGTACACACACATCACACACAAACACATACA\nTGCATACACTCAGACTCTTGGGGGATGGGAGGAAGCATCAAACTGTTGGCCCCTCGCCCT\nAGAAATTGCTAAAAATGAATGGTTTAGGGTTTTCAGTGCCTGCCACCTCCGAGGCTGATC\nATAATAGTTGTTTATTTGGCCTTCCCTGTTATTCTGCCTGTGGGGCTTTTGGTTTATAAG\nCAGCGGTGTGCCAGGCTTACCTCAAGCTTAAACTCTACAGGCTAATAATGTAACTTCATT\nTTACACTGAGAAACTAATGGGGAAAGACCCTGATTAGTGTGTATTGGACTAAAGCAGTGG\nTTAGACCTGCAGGCCATGTAGGGATGGAATATCACAGTCTGGTTTTTTCTTGGCAGTTGG\nATGTTTGCTACATTTTGAGAACCTTGGATATACTGGTACTAGATGTATTTGGACTGAAAT\nTGATGCAGTCTCTTCACTACTCTTTGGATCTTATTGGTTGCTTGATTTTTGAGACAGAAT\nCTTATCACGCATCTCTGGCGAGCTGGAATTTGCTATTATAGACTGGATTGGCTTAGAACT\nCACAGAGACCACCACCTCTGCCTCTTAAGTGCTGGGATTAAAGTATACACTTTTTTTGTT\nTTGTTTTGTTTTTCGAGACAGGGTTTCTCTGTGTAGCCCTGGCTGTCCTGGAACTCACTC\nTGTAGACCAGGCTGGCCTCGAACTGAGAAATTCACCTGCCTCTGCCTCCGGAGTGCTGGG\nATTAAAGGCGTGCGCCACCACGCCCGGCAAAGTATACACTTTTAACTTGAATCATTTTTC\nAATTTAAATGGCCAGATGTAGCTAGCAGCTAGTATTGGATATTAGATAGTGCTGACCAAG\nAGCCATAGGGAATATATTATGTAAGTAGAGTTCTAGAAATTGAGGCCGTATCTCCTCAGC\nCTTAATTTGCTTCTAAGCAGTGTGGATGCTGGGCAGTGGTGGCACACGCCTTTAATCCCA\nGAATCTGGGAGGCAGAGGCAGGCGGATTGGATTTCTGAGTTCAAGGCCAGCCTGGTCTGC\nAAAGTAAGTGAGTTCTAGGACGACCAGGGCTACACAGAGAAACCCTGTCCAAAAAAAAAA\nAAAAGCAGTGTGGATTAGGGAACAAGGAATGTTTTGTATTTGCATAATTGGGGTCATCCT\nGGGTCACAGCTTCTGCGTCTCTTTTCACTTTACCCCACCCACACCCCCATCTCTGTCATA\nTATTTCAATATCATTTAACATTTCTCCCACATCATCAAAGTCCAAGAAACAGTGGAGAAG\nGGCCGAGGTGACCAGTTTGGAGCACTGAGGTCTATATGTCCTTGCGGCAATGCTATATTG\nGGAAAGTTGAACAAGAGTGGGAATTGTGAGGCTGGAGATGTGGCTCAGCAGTTAAGAGCA\nATGACTGCTCTTCACACTGGCTACTCTTTCAGAGGTGTCCTGGGTTCAAATCCCAACAAC\nCACATGGCAGCTCACAACTGTCATCCAGCAACAAATGACCTGACACTCTCACACAGACAT\nACATGCAGGCAAAACACCAATATGCATTAAATACGTAAATAAAAAAGTAAATAAATAATA\nGATAGTTGGCAATCACCTTTAATCTCAGCAGAGGCAGACAGTCTCTGTGAGTTCAAGATC\nAGCCTGGTCTACATATCAAGTTCCCAGTCAGCCAGGGCTACGTAGTGGGATTCTGACAAA\nAAAAAACAAAAAACAAAAAAAAAAAAAACCAAAAAAACAAAGGACAAAACAAAACAACAA\nAAAACAGAAGAGAAAGAAAGCAAGAAAAACAATAAACCGCATATGGTGGTGCCTGTCTAT\nAATTTCACCTGGCAGGAAGTAAGTGGGGGGCAGGAGGATCAGTTCAAGATCATACGTGGC\nTACATTATTAAGCTCAAGGCTAGCTCATGTAGCATGTTCTCTGTCTCTAAAAGTCATAAA\nGCCTTAATTAATTAATTAATCAATTAATCAATTAATTAATTAAAAGCAATCCAGGCCTGA\nCAATGCACACCTGTAACCCCAGCACTTGGAAGATGAAGGCAGAAGAAACTGAGATCAGAT\nGGGCTATAAAACACCCAGGCCCTACCTTAGGTGCACAGTGAGATCCTGTTTCAATAAATG\nAGTGAACACGAGTAGATGGCAAGTTCATGTGAAGTGACATTGTGGGTCTCTTGGTGGGTT\nTGAGACCCACAGGCTTTCACTGTGTGGCCCTGACTGGCCTGAAACCCACTCTGTAGACCA\nAGCTGATGAAACTCAACCCCCCCCCCCTTTGCCTCCCAAGTGCTGGGTTCCACCCACACC\nTGTGTGGAACTGACACTCCAAAAGCAGCAACACACGGTCTACAGAGTGAGGTCCAGGACA\nGCCAGGGCTACACAGAGAAACCCTGTCTCGGAAAAACCAAAAAAAGAAAAAAGATAACAG\nAAAAGGGCTGTTCCTAACCCGTAGTTACTGAGTGACGGTTCAGTGTTTACTTCACTGGTG\nTGGCTTGGACTTTTTGTGCCCTAATGACGTCCAAGCTCCTTCCAGTTTAGCCTGCAGTCA\nCACGAGGCCCAAGCTGTGCTCTCCCTTCTAAAGCGTGACCTTTGGTATCTTATTTGCTCA\nGTAGCTTAGCACAAGGAAACCCTGGGACTGGGGCTGACTGGAGCTACAGGTATAATCTGG\nGGGATTTGTGGCTGGTGTTTGGCAAAAAGGTTGTCTCCTGCCTTCTTCTTTCTTTTCCTT\nAATTCTCCCCTAGGTAGCCCAGCCTGTATCAGGGTTGGCTTCCCCTGCCAGTTTCCAGCC\nTGAACAATTCCAGTAAGTAGATCTCATTTTTGCCTGTTACTTCACTGTGTATGTGTTCTG\nACTAGTGTGTTACAGCAGCCTGACACAAGAGTTAATCATCTAAGAATCTGGATTGAGAAA\nTGCCTCTATAAAATTGGGCTGTCGGCAATCTGGTGGATTTCTTAATTAGTGATTAATGGA\nGGAGGGTCCAGCAGCCCATTGTGGGTGGGGCCATCTCTGGGCTGGTAGTCTTGAGTTCTA\nTAAGAGAGCAGGCTGAGAAAGCCATGGGGAGCAAGCCAGTAAGCAGCACCTCTCTATAGC\nCTCTGCATCAGCTCCTGCCTCCAGGTTCCTACCCTGTTTGAGTTTCTGCCCTGAGCTCCT\nTCAATAATGAACAGTGATGTGGAAGTGTAAGCCAAATAAACCCTTTCCTCCCCAAGTCAC\nTTTTGGTCATGGTGTTTCAGCTCAGCAATATTGACCTTAACTGAGACAGCTTGTAAAAGT\nTTTTCTAGTAGTAGCTGGGATAGAATGTCCACTGTACAACCAGGTAACATAACATGCAGC\nAAGCTACCCAACTAGAATCCATGTAGAACACACTTTGCTTCCAGAAAATGGTCTACCAGT\nACTGCTTTGGGGAACTATGGAGAACCTAAGTTTTCTTAACATAGCTAAGATCCAAAAAGA\nAGTTAAAAAAAAAGAGAAAGAGAGAGAAAGAAAATACATAATTTTACCCTTGAAAAATCC\nAAGCATCACATGTCACGTTACTTTACTTCTATATTGGTGTTATTGACATATTGGCTAGCA\nTTTTGAAAGAGAGAGAGACACACAGAGACAAGAGAGTCAGAGAGATGAAGAGACACAGAA\nAGAAAGACACAGAGACAGAGACAGACAGACAGATACACACACACACACACACAAAACACA\nATGGAGAGAGATTGTGTGTAAGAAGCAAGGTCTCACCAGGTCTTGAGCTTAGGACTCTCC\nAGCCTCCTGAGCAGCTGAGACAACTGTAGTCCAGCACCTGACATGAGTATTGCCTTGTTT\nTTAAGGGGAGCACCCAACCTTCATGAATATCGTAGACAAAGCCACAGCACCAACCTTAAG\nGAGTGGGTGGGTTGCTTCTGAGAGTGTACTGACTAGACTACTTAAAATGTATGATTTGGG\nTGTGGTGTGTTCCTGGAATCCCAGACTTTGCTAAGGCAGGAGGTTCCAAGTTCAAGACTG\nCTACAAAGTGAGACCCTAACTTAAGAAATATTTATCTTATACATATCACATATACTTCAT\nTGAATTGATCTTCCATTTGAAAGACAATGCTTATTTGTAGCCATCCAGTGGCTTAAGGTC\nGAGCAGGGTCACCTGAAAGGAGCGCTGGGAATGAAAAGGCTGTGGGCCATAGAAGAATGG\nAACCAAGACAGTGTTCTGGTCAAGGCTCAAAGTTTATTTCTGCAGCTCCAGCCTATAGGC\nACTTCAGCCATCAAAGCCTCTTGAGAAAATCCCTTTACAAACTTAACAAAGATAGGAGCT\nCCTCTTGGCTACACACCCTGCTCCCATGACTTTGGCTACACACTCTGCTCTCATGACTTT\nGGCTACACACACTACTGTCATGGCAGTTCTCTGGCTCTTCACACTGTAGAAAATTTAAAA\nTTCAGAATTTTAAATCATTACTGAAAGGCAACCATTGTTTTAAAACAAAACTGCTTTGCA\nACTGCTCAGCTACAGACATTGACATGCCCTCTCTCCTTCCTCTCCCTCTGTATTTTGTTT\nTATATGATTTTTATCCTATTATAATAAGTATGCCCACAGTATTCTGCCCTTCATTTTTAA\nCATCTATTGTACAGATATAATTCCTTGGTTAATATTTTTTTCAGTAATACACATTTTTGG\nTGACTGTACCTATGTTTTGGACTTAACACTCTAAACTTTGTCCTCACTACTTCATTAAAG\nCAATACACATAGAAATGTTGAGTTGAAAAGTACAAATGCAGGCAGGCTGTGGGAGTACAT\nATCTCTGGTCCCTTTACTCAAGAAGCAGAAGCAGGCAGATCTCTGAGTTCAAGGCTAGCC\nTTGCCTACCTGGCAAGTTCCAGGCCAGTTAGATTTGGATAGTAAGACAGATTCTTGGTAT\nGAAAGACCTCCGTGGGGATAACCCCACCCGAGTCAAGAGATAGCGTGCACCCAAAGAATC\nAAGAGAGACCATCTTGACGTAAACACACAAGGTAGTTTAATGACGGAGCTCCGGGCTACA\nCGTATCTCACGCAGGAGACAGAGGTGTTGACCCTAAGGCTCAAAAGTTAGGGGTTTATAT\nAGGAAAGGAGTGGGGGGATAGGGGAAATTGGCACAGTTACACACAAGTGGGCAGTTTAAA\nCATCAGTGAGCAGTATGTGACAGTAACTCTAAATGGAGGGTGTTTATCTTGGTTGGCAGG\nGCATCTGGCTAAGCTCAAACCATATCAGCAGGTAGCCCATTACTCATCTGAGATTGTCCT\nTGCCTTTTTTTTTTTTTTTTTTTTTTTTTTATCTCAGTGGCTAGTTGGTTCCTGGGATGA\nCTTTACAGCCTTTGTGTCCACCCGCCCGACTCTCTTATCTTTATGGCTTTAAGTCTGTAA\nACCTTCTGACTAGGGCCTTGAATAAACCTTCTGGCTAGGGCTTTGAAGCCTTGAATTTAG\nTTTTCTTTCTTTCAGGTATACTGCTAGCTTGTAATTTAAAATGGGGACTTACTTGGAGGC\nTCTTTTTTTTTTTTTTTCTTTAGGTATACTCTGGATAATAATGTCCTCACCCTGGAGCAG\nAGAAAATTTTATGAAGAAAATGGGTTTCTCGTCATTAAGAATCTGGTATCTGATGATGAC\nATTCAACGTTTTCGGTATAATACTTCTGTTTATGATTTTACAAAAAGCTACATTATATTG\nCGTCTCAGCCTTTTGGCTAAGATCAAGTGCAAAAAGCTGCATTACATGAATGCAATGGTA\nACACAGGTTTAGACTAGCTTCTGCGTGTTCACAGTTTATGTGTGTGGGTTCCAACTCATG\nCATGTGGAGGTCCTAGGACAACCGCACTGTCTGTCTGTCCCCTTTGTTCTCCCTGCTTGG\nGACAAGGTCTCTTTTTTGTTTGCTGTTGTTATTCACTGGCCTGAGAGCTTCCTGTAGCCC\nTTCTGCCTCTATGTATATCTTACAGAAGTAATGAAGGGAATATAGCTCCACACTCTCACA\nTCTGCCTTTCTGTACTCCTGCCTTGAGTGAGCCAGCAGGTGCTTGACTCACTAAGCTGCC\nTCCCTAGATGAGTTCAGAGATTCTTTTTTAAGGATGATTTGTTTGGGAGTGTTTAGAAAT\nGGAAACTCAAGTGCCAGACTCTCTGGCTTGGGTCTTAGTCCTACCCGTAATGTGCTTGGG\nCAATCTGCGTATGCCTCAGTTTCCCTGTTCTTAAAATGGGGCATTTTGAGTCTACTGGTG\nTCTTCGTGTTGTGGGAACAAAATAAGGGAAGTCAGTGTCAGGCTCTCAGACCAGGGTTGA\nCACCCCAGAGGTACTACAGAAAAGTTTGCTTTTCCAATTTTTTTGCATTAGGGATGTTCA\nACCTTCAACATCAAATAAATCTCACTGCCAAATCTAAAGCCCCCCTGAGTGACAACATGG\nAACAATAGCTGGAAAACCCCTCACGCAACCTCTCGTGAAGGGGTGAAGTCAAAATAGGCA\nAAAATGATGCATAAGATGCCTTTAGGCCTGTGTACAGGTTGTAACGGAAACACAAGTGAA\nTTCTGTGTTGCCCTGGGTCCCATCATGAGGTTATCTCGTTATGCATATATTACAAGTATT\nTAGTTTTTAAAAACTGAAATCCAAGACAGGTGTGGTGGCACATACCTTTGAGTCCAGCAC\nTCAAGGAGCAGAGGCAAGCAGATCTCTGTGAGTTTGAAGCCAACCTGGTCTACAGAGTGA\nGTTCCAGTATCCCCAGGGCTTTAAAATGAGACCCTGTCTTAAAAAAAAAAATCTGAAATC\nCAAAACAGTTCTGTCCCCAAGCACTTTGGATAAAGGATGCTCAGCCTCTATTATTACAGT\nGTCACTTCTCAGGCCAGAGACGGGGGCTCACTGTGCAAGCTTAAGGACCTGAGTTCGAAT\nCTCTGGCATCCATGTAAAAGCCATGAATGGCAGTATATACCTGTAGCCCAGCCCTGGGGA\nGAGGAGCACTCAGTGGCCAGCCAGTCTAGACTGCACACACACACACACACACACACACAC\nACACATACACATACACACACATACACACACACACATACACACACACGCACACGCACACAC\nACACACCGTTTCCCCACTGGTCTGCTGTGGAGGAGGTACTTTGAGGTAATAGTTCCAGGT\nAGAAGGCAGGACTTCTGGCCACGTTTTCCTCCTCCCCACAAGCATTTACTCTACTAGATC\nAGAGAAGCAGTCCCAGAATCTGCAAAGTTCTCAGCAGAGCCAGCCAGGTATTTGGAAGCC\nCACATAATAACGCTCTTTGTAAATCTCATTTCTAGAGCAGAGTTTGAAAGAATCTGCAGA\nGAGGAGGTGAAACCACCAGGGATCGTTATAATGAGAGATGTGGCCCTTGCAAAACAGGAT\nTATATGCCAAGTGATAGGATGGTTTCAAAGATCCAGGATTTCCAAGAAGATGAGGAGCTC\nTTCAGATACTGCCTTCTCCCCGAGGTGAGAGCCCGGCCTGCCTTCCTGTTTAATGGCCAG\nTTTGTAAGTCTGTCTCCAGCATCTGCTCAGGTCACACCATCCAGCCCCATGTCCCTTTCC\nCATCAGCTTCATGGCAGGTCTGCCTCCTTCCAACTCCTCTCTATATAGGGTGCTGGAGCT\nATGCTCTTAAGTGAAAATGACTCTGCCCCACACTGGCTATTGTATTGGCATCTGGAGACA\nTTGTTAGTTGTCACATTTGGGGTGGGGTGGAAGAGCTGATAGCTTCTAATGGGTAGAGAC\nCAAGGATGCTATCAGTGGGACCCAGAGATCCTACAGTGCACAGAGACTCTACAATCACCT\nTCATTCCAAATGAAGAATTATCTCACTCCAACTCTCCATAGCATCATGATGGAAAGGCTT\nTTCTATGGACTGGGCTAATTATGTTTGTTGTGAAGAACAAGAGACCTCATCTAAGACTCA\nAAAACAGGGTACCAACAGTTATAAAACTGTTACTTGTCAATTTATTTATTGTAATGGCTC\nTGTCAGTAGCATTATAAGATTAGTTTGTTTGCTTGCTTGTTTTGATGTTGCTTATCCAAT\nTCAGAGCCTTGTATACCCTAGTTAAGGTGTTGCCCTGCCTCACCCCCTACTTTAGGTTCT\nAAAATATGTGGAGTTTTTCACTGAACCCAAAATATGGCTGTCACACAATGCTGATAAACT\nCCTGAACTACACTGCCAGTCCTGCATTTTTGGTGTTAATTTGTTGTTGTTGTTGTTGTTG\nTTGTTATTTTAAAGATTTATGTATTTAATGTATATGAGTACACTGTATCTATCTTCAGAC\nACACCTGAAGACAGCATCAGATGCCATTACATATGGTTGTGAGCCACCATGTGGTTGCTG\nGGAATTGAACTCAGGACCTATGGAAAAGCAGCCAGTGCTATTAACCCCTGAGCCATCTCT\nCCAGCCCCATTGTTTGTTGTTGTTATTGTTGTTATTGTTACTGTTTTAGATGGAGTCTTG\nTTCTATCTAAAACTGGCTCTGAAACTCCACGTCCTTCTGCCTCAGCCTGCTCCGCCATCT\nTGGTTCTTCTGTGGATCATCGTACGTGATGCCACTTACTTATGCTTCTGACTTCCTGTGA\nAGTTGTTTTATTTGTTTTTAACTGCTTTTTTCTTAGATTCTGAAGTATGTGGAGTGTTTC\nACTGGACCCAATATTATGGCTCTGCATGGGATGCTGATCAACAAGCCTCCAGATGTTGGT\nAAAGGAATCTTGTTTGTTAGGGAAAAACAAAAGGAAAGTATTGTTAGACTAAATATGTAA\nAGTTGATATTTAAACCATGTCCTGTGTACAACTATCAAAGTTTAGATTAGGGAATGTATG\nGACTTTTATTTAACTCTTAAAACAATTTATAATATAGCAACACTGAAGAGTAACTGGTTT\nCACATAGTGACTGTAGGGGTATTGTAAATAGTCACATGACAGGCTAAGAGCTTAGCAAAC\nAATAGACTGTATATCATAAACTCCTCTTAGTCACTCTGGGGTTGTTTCTTTGTTTTTTGA\nGACAGGATTTCAATTAAAGGCGTGCGCCAGCACTGCACAGCATGTCTAAACTTTTCAACC\nTATTTTTAAACTATATGTATGTGTGCTCACCTGTATACAAGCGCTGCCACATGTGCCTGT\nGCTTATATGCCCATGAGAGGGTGTGTGCGTTGACGACCTTGGTGTCCGTGGGAATTCTGC\nCTGTCTCCCTGGAGGCAGGATCTCTCCTTAGCCTGCTGCTCACCAATCAGGCTAGGCTGG\nATAGTCAGGGAGCCCTGGGATCCTTCTGTTCTGTCTCCCCAGTGATAAGATTGTAAGTAT\nGCTATCAGGCCTGGCATTTCTACATGGGCTCTGTCTTAGTCAGGGTTACGGTTGCTGTTG\nTGAAACATCCCGACCAAAGAAAGTTGGGGAGGAAAGGGTCTATTTGCCTTACACTTCCTT\nCTCACTGTTCATCATCAGAGGAAGTCAGGACAGGAACTCAAGTGAGGCAAGAACCTGGAG\nGCAGGAGTTCAGACAGAGGTCATGGTCCTGCTTACAAGGCTTACTTAGCCTGCTTTCTTG\nTAGGATCTGGGACCACCACACAATGATGGTCACAATGGGCTAGGCCATCCCAGGTCAATC\nACTAGTTAAGAAAATGCCCTACAGCCAGGTCTTCTGGAGACATTTTCTCAGTTGAGCTTC\nCCTCCTTTCAAATGACTCTAGCTTGTGTCAAGTTGACATAGATTAGCCAGTATAGGTTCT\nGAGGATTGAATTCAGGTCTTCATGCTTGCAAGACAAATAGCTTACCCACAAAGCCACGAT\nGACTCTAAGCTGCTCTTAGCTGTGGCAGCGTGTCTGCATCCCTGTCCTGAAAGCATTATG\nTGGACTAACACAATTCAAGCTATTATTTTAAATTACACTTGAACTCTTACGACACCTTGG\nACTTGCTTACATGTATATTCAAAGAACTCACTATACCAGAAATAGCATCCAGGTGTATAC\nATTTGTATACTGCACTTGGCTCTTGACCCATATGGAGAAATCCTGCTGGCAGAAGAAATC\nAGCCATGAGAGCCATTTACTTTTTCATGTTTCCTTCTAATAGCAGGACAAAACAAAACAA\nAACAAAACAAAAAACAAAACAAAAACAAACAAACAAACAAACAAACAAAAACCCAACCAA\nCTAACCAACCAACCAAAAAAGCATAAGATTACCATGTTTCTTTATTCAAGAGCCCAGGAA\nCAGATGATCCAAGGGCAAAGCCAGGGAGTGTGGCAACGGTTGGATACATGTCTGTCATCT\nCCCTGAGGACAACTTCTGAGAGAGCCTTCAGCCACTTCAAAGGGAGAACTAGGGAGTGGC\nTTTATAGCATTCTCCTTAGTATCATTACTCCAGCTGCAGTGTGCTCCTTATTGAATGCTG\nCCCTGTGACAAATCCCAAGCGACGCAGGAATACAGTGTAACAGAGACTGTGTGATTGCAG\nGCAAGGACCACTAACCACCCCTCCTGTGGAGCCTGCAAGGAAGGAGAGGATGTGGAACAG\nTTGTTGATACTTTGATGCTTTGTTGCTTATCTCTTCAGACTGATTCTAGACACACTGTTT\nCATTCCGTTGGTTTTGGTTAGCTAGGTCAGTATTCCAGGTTTTCAGGCAATGACAAAAAT\nCCCAAGACTTTTGTCTTTGACAGCAGGTTCTCTTGCAGGCAAGAAGACATCCCGGCATCC\nCTTGCATCAGGATCTGCACTATTTCCCCTTCCGACCTAGCAACCTAATTGTTTGTGCTTG\nGACAGCCATGGAGCACATTGACAGAAACAACGGTTGTCTGGTTGTGCTCCCAGGTACCCA\nCAAAGGCACTCTGAAGCCACATGATTACCCCAAGTGGGAGGTAGGTCTGCATAACTGCTT\nAATCTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGGTATGTGTGTGTTTGCACATGT\nGCACCCCTGTGCACACACATGTGCATTCCTCAGGTGCCATCTATCTTTTTCAAGCAGAGT\nCTCTCACCAAGTAGGCTAGACCAGCTGTCCAGTGAGCCCCAGGAATCCCCCTCCCCCTTC\nCTCCCCAGCATGGGGACTGAAACAAACATTTGCACACCCGACCTTTTCTTTTCTTTCTTT\nCTTTTTAAAATTATTTTTATTTTATGTGTCTGAGTGTTTTGCCTGCATATACATCTGTGC\nACCACATGTGTGCCTGATGCCTGCAGAGGTCAGATCCCATGGAACTGGGTTTACAGATAG\nTGGTAACCACCATGTGGGTGCTTGGAATCAAACCCAGGTCCTCTGGAAGAGCTGCTGGTA\nCTCTTAACCACCTCTCCAGCTGCCTTTTTTCTCCTTTCTTCCTTCCTTCCTTCCTTCCTT\nCCTTCCTTCCTTCCTTCCTTCCTTTCTTTCCTTCTTTTTTTTTTCTTTTTCTTTTTTTGT\nTTTTTTCGAGACAGGGTTTCTCTGTGTAGCCCTGGCTGTCCTGGAACTCACTCTGTAGAC\nCAGGCTGGCCTCAAACTTAGAGATCTGCCTGCCTCTGCCTCCTGAGTGCTGGGATTAAAA\nGTGTGCGCCACCACGCCTGGCTTTTCTTTCTTTTTTTAAACATGGGTTCTGAGGACCAAG\nCTCAGGTCCTCATGCTGGAATGACCATCTCCTCAGCATCCCTACTGAGTCTTCCCAGATG\nCCTTTGCTGTTTTAATTTTGATCAGTGTACATGAGGAGTCTAGGGAAGAGGCTGTGCTTC\nCTTTCTTAGCAGAGAATCATCTTGAGATACACAGTTAGAATCAGAGCAAATCTGAGGATG\nTCAGGTAAAATATCCAATGGTATCTCCTTCCCACAGGAGTTTGAAAGCCAGGCCAATGTG\nGGGGACTTGGGCAAGTGCTACATACTCTCATAAAGGCCATTCTTAAACAGTTCAGCCCTA\nGACATGTGGTAAATGACAACTTAGTCTTACTCACCAACTGATGGTGGATCTCAGAGTGAA\nAAGAGAGCCAGACTGTCACATGTAGTTGCAAAAACCAATAGAGACACTAAAGCATTAGTT\nCTCAAAACATTCAGTTGCCTGTGGGTGGCAACTCCCTTGGGGGTGTCCAATGACTTTTTT\nACATTGGAAAACACAGGTATCTACATCACAGTTTCTAACAGTAGCAAAATTACAGTCATG\nAAGTAGCAATGAAAATAATTTTATGCTTGGAGGTCTCCAGAACATGAGGAACTGTGCTAA\nAGGGTTGCAGCATTTGGAAGGTTGGGAAATCACTGTGCTAGAGAGCCCTGGTGACTGAGT\nTGAGCATTGAGGGTCATGGTAGAACTCCCTTCTAGAAAGGAGGTGGAGGTCGGAGGTCAA\nGGCATCCACAAGCATGCTAGAGAGCAAGCAGAGCTTGGTACTCATAGCACAGTTGGGCTG\nGAAGCTGCAGGGACATTAAAAAGATGGGCAGAAGGAGGACAGACTGAAAGGACCAGAGAG\nAGGGGGCTTACTATACTCTGTTTAGGGTATAATTGTTAAGTAACTATACACATGTTTAGT\nATTTAATTTGGGGAGTGCACATATGTTGGTTATCATACTCAAGCCTGGCATAATGACATA\nTGGCTGTGATGCAGTAGGATGGGAAGTTTCAGGATGGCCTGAGCAACGAGCAAGAGGAGC\nGAGGAGAGAGAAAGGGAAAGAGAAAGAGAAAGAGAAAGAGAAAGAGAAAGAGAAAGAGAA\nAGAGAAAGAGAAAGAGAAAGAAAGAGAAAGAGAGAGACAGAGAGAGAGAGAGAGAGAGAG\nAGAGAGAGAGAGAAAGAGAGAGAGAAAGAGGAAAACTCCTCTCTCTGCCTGTTATCAGAA\nACAACCACTGAGCTGTTTTCCATTTTTTTTCAGATTACTCTGCACTTTCTAAGATGTTGT\nGTAAACACAGTTCTATAACATTCACGCTTTTGTATGGACACAGTTCTATAGTATTCACTC\nTTTTGTATGGACACAGTTCTATAGTATTCACTCTTTTGTATGGACACAGTTCTATAGTAT\nTCACTCTTTTGTATGGCTTCTTTTGCTTAGCACACTGATTTCGGGATTCCCTGATATGCT\nGTGTGTCTTAATAGTTCAGTTCGTTAATTGCCAAGCTTTCTTTGGCTGCTCAGCTGCACC\nCTGGTCTGCTAACCCACTCAGCACTTGCTGTGGGGAGCTAGTAAAGGCGTTTGCTTCAAT\nGAATGAGGAGAGCAAACAATTTCTTCAAGAACGAATATTTTGGGGGATGATATAAGATGC\nACTGAAAATTTGGGAAGCCAGAGCCCAAGAACTAGGAGAGAGATTCTCAGCATTTCAGAT\nCTCAGGCCAGAAGATCCTGAACTCTCAGGTGAGAGGGTAGATCATATTCCACAGTAAAGG\nCAGGGGACTGAGCTCCTGGTGGAAATGGAGAACCCTGCTCTCTCTCTCTCTCTCTCTCTC\nTCTCTCTCTCTCTCTCTCTCTCTCTCTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG\nTGTGTACAGGCATGCTTGTGTGCACCATTGCATAGCATGAATCCACTCTCTTCCACTTTG\nTGGGTCCTGGAGGTCCCTCTTGGCAGCAAGCACCTTTACCCACTTCTTGTGCGCGCTCGA\nCTGGCCAGGAAGAACGACGCTGCAACAGGATCTTTCTGTACACGTTTATTGGGAGAGCTT\nGATTGTAGAGGCGAAAAGACTTCGAGCCCAGAACTGGTGCTGCTTTTATAGGCCTAGGAG\nGGGCGTGTCTCACACCCGGATTGGTTATGCACTAAGCCTCATTTGCATGTTCCTCATCTG\nATTGGCTACTCTCTCTCAGTACCTTACAGAACCTCATTATCATACCTCATTTGCATGTCT\nCACATCTGATTGATTATACTCTCAGTACCTTACAGAACCTCATTATCATGCCTGGGCCAG\nGCAGTGTCTTTGCAAAAAACTTTACTGCATATGTACACATTGGTTGTTTGTCCAATCTTA\nTGCGTGGTGGCCAGCAGTAGTCAGTGCCACTCTGCAACGGCACATGTGGCTTCCCACACC\nCACTGAGCCATCTACCTAGCGTGGGATGTTGGGATTCGTAAAAAGATACTATGTAACATA\nTTATTATGAAAATCCTTTAGTCTGTTAATGATGGTAAACCTGAGATTGTGCACTTTATCA\nATTAGGGTCAGAGATGGCTAAGTAGGTAAGCATACTTCTGTGAAGCCCGAACAGTGCCCG\nGACTCACTGGGCCGCACGGGGGAAGGAGAGAAATAAGTCCCATGAGTCTTCCTGTGGCTT\nCTGCACATGCGCTGTGGCATGGGCGACCCCTCCTCGTGAAGCTGGGCTCTGGCTGGCTTA\nAGCCAAAAGGAATGGTCTAGAGGATTCCCAAGCAGCAGCACTTCCTGGCCAGCTTAGCTT\nGGGTAGGGTCACACACCCACCCAGCTGGGAGAAAAGAGCCCTGGGTTAAAACTGCAACAG\nTAGCCCATAGGCAAATGGCCATTTCCCAAAAAGAATCTGGGATAGTCTTAGTAAGAATTC\nCTGCTGGAGCTAGAAGGATAGCTTAGACAATAAAAGGCTTGTCTTGAAATCAATCATGAG\nGGCCTGAGTTTGATCCCCAGAACTCATTTTTTAAAATAAAGAAATAAAGCTGAGCATGGT\nGGGAACACTTGAAATCTCTGCTGAGAGTGGAGACAGTCTGATCGCTGGGGCTCATTGACC\nAGCCTAGCCAGCTTGATGAGTTCCAGGCAAGTCCAATGACCTCAATGGGTCACACACAGA\nAAGACAGGTGATGGAGTGGGAGGAAGCCTGCTAGCAAGTAGGGCACAGTGGGGAAAGGAG\nAGAGGGGTATGAAATGGCTAAAATTCGTGTGTGTGCGTGCGTGTGTATGTGTGCGTGTGT\nGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGCGCGCGCGCGTGCGTGTATGTGTGTAA\nGTATGTGTATGTGAATGCACATGTGCACTTGGGTGTGAAATTGTCAAAGAACAACAATTG\nTATAAATAGGAACCATGGTAGACAGTAGCTGAGGAGCACCTCCATGGGCTGATGTATGTG\nTGGGGCTCTGTGTCTCCGCCCCCAGGGCAGGGATTACAGCTATGTGCTGCCATTCCCTGA\nCCTTTTTTTTTTTTTTTTTTTTCCTATTCTTGGTCTACTCTGGGTGTGATACAAATATTT\nTGTATTTCCCTCCTGATTGGGGGGCGGGGGGGGGGAGTTGGCTTCCCCATGATACTCCTG\nATATGCAGGAAAATCTGGTCAAGGAGACTGCCATGCTAGGTGAGATCATTGCCGGTTCAG\nGTTGGACAAGACAAAGGTCTGCTTGCCTGTTCAGTTAGTCAGGGCTCGGTAGAGGGCCAG\nGACTGAGGGGGATAGGCATTATGTATATAATTTATTAAATCAGTGCACGTTAAAATAGCA\nGCAACAGTGTCTTTCGAAGCTGAGTGCTTCAGCAGTCAAAGTAATCAGTGCCACGGTGGC\nAGCCTCACACAGGAGAGGCCCCAGTAGTTGCTGCTCAGTTGACTGGGCTGAGTGGCTCAG\nCAGTCCCCGTCTGATGTCTAAAGCCTAGAAGGTTTCTGGAGGGCTGATGCTCCTTAGTCC\nAGGGTAGAAACCTGGAAACATGGCTTCTAGCATTATCAAAGGAAGCAGCAGCAGCAGCAG\nCAACAGAGACAGCAAAGCACCAAAACATAGACAGTCCTTTGGCAGCCCCATTTTACCTAG\nTGCTGCCCCTAATTCTTCAGGGGAGGGAGATCCTGAAACATATCAAGTTAGTATTAAAAT\nTAAGCACCACACCCATGTTAGCCACTTGAGTCAGTTGTAGTTCTCAGATATATATATATA\nTAAATTTAGAGTCTAACTTAGACAAGCTGCCTTGGAGACGTTCAAGGACTCTCGCTTCCC\nCTGCTGCATTACTGATGAAGTCTTGTTCACGGTGGCACCTTGAATATGAATGTGACTTCT\nCTTATGTGTTCTAGGGAGGTGTTAACAAAATGTACCATGGCATCCAAGACTATGACCCCA\nACAGCCCCCGGGTCCACCTAGTGATGGAAAAGGGCGATACTGTTTTCTTCCACCCTCTGC\nTCATCCATGGATCTGGTCGGAACAAAACTCAAGGCTTCCGGAAAGTACGGACTCAGATGG\nCTACCTCTCCAAAGATGAGTGGTCTAGAACAAAGCCTTCAAGATACATTAAGATAGCAAA\nGACTGCAGGGCTTCTTACTGAGGGACCAGCTTGTTGACCAAGAAATGCATAAATATTCAC\nTCTGTTAGGAGGAAACAAAATATTATAGGCCCCTAATCACTGAGCCGCGACTGTCCATAG\nAGTTCTCAACAGCAGTGTCCTTCTCTGCACTCAGCTGCTTCTAAGGCAAAGACAATGGCT\nGAATTTCCAAAGGAGAATCATTTGGAATTTATAATGTTCACTCTAAGGCACAACAGGAAG\nCAAGTTTATAATATCTTCACTATTGAGAAATATAGCATTGATCCTAAACAGTACTGAGTT\nCTAAACTTTACACAGAAATCGGATTCAACAGGCACTCCTATTCCTTACCTTAAGAGTGTA\nTACAACTTCATACACTGCTGCCTACATTAAAAATTCCCCACAAATGCCCCCTGCTTCTCA\nCTTCCACTAGTCCAGTAGATCTGCCAGTCCTGTGGGTCCTCTCTTCCCTATGGGAACACA\nGGGGTCCATTCCAAACCTTAGGGCTCCTTTGGGTCTAAGTGGGGTTTTATGGTTTGTCAC\nATGGTTCTCATCCAGCCCTGCTGCTCTTTGAGGGCAAAGAGAAGGTGCCAGACATAGCCT\nTCTCTTCACTTACGTTCCCTCTAGCTTGTCTGGAGCTTGGAATTAGGCAAAGGAGGCAGA\nGGAGCTGTCTTGGGACAAAACTGAGGGGTTGGTAAAACTCCAGCTATCAAGCTAAGTAAT\nATTCTAGTACTTCACAATCCAACAGCCGTGCTGCCTACTACACCAATGTTTTAAAACAAG\nAGGCAGGGATGGCCCCGAGAGTCGTACAAGTGTGGGCTGTAGTCATTACAGTACAAAAAA\nATATACGTTCTGAAATCATGAATTTACCCTTTCTATTTTTTCTAGTGTCTTGAATATTCT\nAGAAAAATATTCACCATTGTTTCATAACAGAATGCACATGGAAGAGCTCACATTTCCCTC\nTTTTTTTTTTTTTTTTTTTTTTTGGTTTTTGAGACAGAGTTTCTCTGTATAGCCCTGGCT\nGTCCTGGAACTCGCTTTGTAGACCAGGCTGGCCTCGAACTCAGAAATTCGCCTACCTCTG\nCCTCCCGAGTGCTGGTGGAAAAATTTAAATGCCCAAAAATATTGAAGATCTCTTCAAGGA\nCTAGACTTCCTAAATACACCTTTTAAAAAGAAGTGTCGCCGAACAGTGGTGGCACATGCC\nTTTAATCCCAGCATTTGGGAGACAGAGGTGTTCTCTGTATGTATGTCCTCTTGCGACATG\nCATACAAACACACACAAACATTGTTTGAAATTTTAAAATATTTTATAATTTCTCACTTAG\nCCTTGGGAGGAGACTGGTGTAAGATACTGTAGACCACCTCTCCAATTGAAAAATCAAATC\nCAAGTGAAACAGTTCTGTTCTCAGAGGGCTCTACTTGGCTTCGGGCATAACGGGATCGAC\nAAACTGTTCCTCTCCAATCTTAGTCGGTCCTTTCTCTACAGGCAATTTCCTGCCACTTCG\nGCAGCTCTGACTGCCAGTGTATCGATGTGAGCGGCACCAGTCAAGAAAATATTGCAAGGG\nAAGTTGTCGAGATGGCAGAGAAAAAGTATGGATTCCAAGGAGTCATGGACTTTAAGGTAC\nTGCATGCGATCACAGAGGAAACGCTAGGGGGCTAGGGGTCCCTTCCTTCGGGGTTAATCT\nGAAAGCAGACAGGCTTCTGTTTCGCGCTCACTTCAGAGCTGTGGCTGAACCCACTAAGAA\nGGGCAACATAGAGCTTTAGCTGTGCATAGTCCCTGTTGTTGCAGACCCGTTCAATCAATC\nCCCGTGGGCGGGCACATTCGATTTGGAAAGCTGGTTTTATTTTCTTTGTCATCACAAAGG\nCCGGCATAGGGCTCAAAGACAGAATCAGTGATGACTCAGGGCTGTTAGTACAAGGGGCAC\nACAGAAGTCACACCCCATGTCACCAATCATCTACACTATCTTGACTGGAGTCCCAGAATG\nTAGTTTATCTATTAATCAATATAACTATTAATATTTTTCCTACTTAATCATTTATAAAGG\nCTTTTGAACCCTTTAATCATGGTGGGTAGGCCAATGGAAGTATTTCACAAACTCTGTTTG\nATCTTATTTTAGGACACTTGGATATTTCGAAGCCGACTTGTGAAAGGAGAAAGAATAAAC\nATTTGAAACAGCCCTTCAAGAGTGAGGTACTGGGATGATAGTCTGAGACAGGAGCATCGA\nGAGTTCGAGTACAGCCTGAGCTACACAGAAGGATGCTATCTCCTCCTCTTTCCCCCATAA\nACAAAATGAAAAGAGTTAGCTCTTCCTTATAATTCCTTTAAAGAGGACATCAAAGCAAAG\nAAAGACATCTAAGGAAAAAAATTTTTAACTGAGATGATGTTCTCTTTTTATCACCTGTTA\nACAAGATCAAGATGCACGTATTGGGGATTCATGAATTTAATTAATGTGGTACTATTGTCT\nTAATGGAGTGAAATATTACTGTTTTAAGAAAAACTAACCTAGGGTGTAACTAATAAAGGT\nGACTGAGTATAATGTAGGCATATTAAGTCAATTTCTTTTTTTTAAGATTTATTTATTTAT\nTATATATGAATACACTGTAGCTGTCTTCAGACACTCCAGAAGAGTCAGATCTCATTATGG\nATGGTTGTGAGCCACCATGTGGTTGCTGGGATTTGAACTCAGGACCTTCGGAAGAGCAGT\nCATTACTCTCAACTGCTGAGCCATCTCTCCAGCGCCCCAATTTCTTTCTATGCAAGCAGA\nAATGATTTCTTGGAAGCTCAGTCTACCTCACGTTGTACATCCCTCCCCTCATGAGCCCGC\nCTCCTACCAGCTTCCTATCATAGAGGTGTTGTTCTCAGTTAGAGCATACAGTGAATATTC\nACAGCTACAGTGCGCAGGAGAGAACCATGGAGGTGATAAAGGTTGAATCTCATTTTCTCA\nCACACGATTCCTTGCATGACACCACCAGCCCAACACCTTCCATAAACACAGGTTAGTCGT\nCACCCTACTATCCTTTGGTGCTGAGGAGTGAAAACAAGGGTACCTAGCTTGGTGGGGTAT\nGTTTCAACCCATCCAGGGAAAACATCTACAAATACTAGAAGGTATTTGTAACCATATTTT\nTCTGGCTTAACTTCTGCAAGGTCCTCCTCCCAATGAGCTCCAGGCCGTTCTCCCCTTGGT\nCTTTTGCCCTGTTTACTCTTGGCTGCATAAGCATTCACTTGCCAACATACCTTATACTGT\nTCTACTATCGCTCTGGACCAGAGCCTGAGGTCCATTATATATACACTTTAGGTCCCTTAA\nCTGCTTGGACAAGCTTTTTTATCCCCTAAATGAGTCCATTGATGCATTTGGCCTTGTAAG\nTCTTTTGCTTGCTTTCTGGGGAGTATAGTTCTCCCTTCTTGTGTGCGCCATTGTTCTACC\nTTCTCTTGGTAATAGTTGGTAGGGTGGCTAGCAATCTGAGTCCTTTCTTCTTCTGTGTAT\nTTTGAGTCTAGCCTGAGAGTCAGGACTCTGTAGATTCCTTCCCTGTCGCTTTTCTTTATT\nCTCTTTCTCTGCTCCTTTTCCTCCTCTGTCTCCTTGTTATGGTAGACTTTCTCAGCAACC\nTGAACTAAATTCTTCAATGACTTATTCTGTCTTTCTAGCCTCTGACACTTTTTCCTGATA\nTGTCTACTAGCCTGGTCTATAAAAGCCATTGTCACGGTAGTTTTATGCTCTTTGCTGCTG\nGGGTCATAGGGTGTATATTGGTACTCTAGAAAGGCTGCGGGCAATTCATCTGGTCTCTGC\nTTAACCTCACGTACCTTGGTCAAATTTGTGGGCCGTCATGCAGTGGAATGTGGTGGGAGA\nCCGTTAGGTGCGCCTTACATTTTGCCATATTAAAGTTCCAGTCAGGTCTAGTCAGGGAAA\nGCCCACTGTCCATGACAGCCTGGTCAATCGATGGTGCCCCCTGTGTCTGAGGGGGTATTC\nTTTCTGGCTTCTGGCTTCCTGCATTATAAATAAAACACTCTCAAAGAGATTAACCAGCCC\nTTAGTGGGAGAGCCACCATGGTATCAGGGGAGGTCGCTCTCAGACTTTATGTCCTCATGG\nCAGAGCAGGGAAGTTGGGAGTCTCCTCCCGCTCTTCATCTAGTAAAGGGGGGGAGGTACA\nATGGCCCCGGTCTCCTATGGGCTGAGGATCCCGGAACCTGTACTGGCAATGGTGGGACCA\nTGGGGGGCAAGGGTAGGGAGATTTGGAGGAAGAGGGTCTTGGAGTAACAACTCTCTTGTT\nGAAGAGTCTTGGAGGACCAGAAGTTTCTCAGGTCTGGATCTCTCCTCCCAGACTTCTTTC\nTTCCTGACAGCCAGAGCCTGTGAGATGGGTCCTGGAAAAAGAAAGGCTTTTACCAACAAG\nGGGGTGTGTCCTCCACTGGATTTTTTTTTTTCAGGTAACTATATAGGGCGCTTGGTCTGG\nGTGCCCGAGGGATCCTGGCCCAAAGACTCTCTCCTTTCCTGCTTTGATCACCTGCAATTC\nGAAGATCCCTACAGGTGGCTACTCTACTCCGAAAGTGGGCCATTCGGAGGAACAGAGAGT\nAACTAACTTGTTTTTCAGTCTGTCCAATGTTCAAAAATATGTTTGTCAATCTAAGTCCAA\nGAACATAGATAACAACAAACACAAAGAAAAAAAATCAACCACACAGACAGCTTGACCCTG\nCCATGGCTGGGCGTCCAGGTCCAAGAACACAGATAAAGACAATCAACACACAGTTTGCCC\nCTTCCATGGGCCCAGTTACAGACACCAGGTGCTCCTGCCCATACAGTAGGCGCCAGATAA\nACCAGGTTATAACAAGACTTGGCTCCCGCGGATATTGTCTTGCGTTTCCAGACGGAGCAG\nGGCCCTCCCGGCTCTCTCCAGGGGGCCTGAAGCATCCTTCAGCCTCTCCTTGGTTGCAAA\nGTTAAGGCACATCTGCCTCTCGCAGTTGACCGCACCAGACACCATAAGCTCTCTGAGCAT\nTCCTACGCTTGCAAGCAAAAGTTCAAACAAACTTACAGACTCAGACTTTGATGAACAGAA\nAGACAAACAGGAACCACGCTAAAAGCTCGAGACCTCTGATTCACTGTTCTAGTGTTTTCC\nCACAGGGAGTCACTTCCTGGCTCATGCACCAAATGTAAGACTCAGGGGAGCCTTAGCTTA\nCTGGGGCTCCCCTTAGTGAACCACGTGGAGCCAGGATAGATGCAAAAAGCAAGAGGAATT\nTATTGTTCCAGTGCACTGGGGTTGTCCCAGACCCAAAGGAGAGGCAGCGACCCCCAGCAC\nCCAGTTGGCGAGTTTTTATACGGTTTCCAAGGGCAGAATAGAGCATCAGCAACTAGGCAC\nAATATGATTGGCGGAACAGTACACCCTTTAAACTGATTGGTCTTTAGGGACAAGAACTTC\nCCTTGTCTGAAGGTGGGCAACGTCTGTCCTGGGGAAAGTGTCCCCACCCACAGGCCAGTT\nCCTGCCCTTTGGTCTGAGAAATGTTAAATAGCCTCTCCCTTCCAGAGGGGCAAGTGTTTC\nATGACCTTTTCAAAGTTCCTAAACTGACCTTTTCAAGAGGAACTGATCTAAAAGTTTCTC\nTCTGTTCTGAGAGATCCCGGGGTACATTTGTATAGGGAGTGACCCTGTTTGAATGGTAAC\nTGTTAACTTGTCAGCCATAAGTGCTTACTCATAAAGTCTTGGCCTTACTGGAAAAGTACT\nAGCTTAGTTGAGATCTCTATGGGAAAAGTTGAGACCTCTGTGGGAAAGAACTAGCTTAGC\nGGAGAACAAATCTCGATAGATCTTAAAGTCAAGTAGAACAACTAGCTCTAGATTTTAGTG\nGACAGGTACCTAGCAACCTGTTCTGTTCTTTCTGTACCCAGCCAATATCCTGTTCTTGAG\nAACAGGGCTTTCCCCAGAAGACTACGCAATCCTACTCCATCCCCCTCCCCATATCCTGCT\nTCTATTGGGTATAAAACCTGCCTGGGCACTCCTTCGAACATGGTGAACATGCCTAAGACC\nCGCCAGACATTCTGCAAGAAATGTGGGAAGCACCAACCCCACAAGGTGACACAGTACAAG\nAAGGGCAAGGATTCTCTGTATGCCCAGAGAAAACGACGTTATGACAGGAAACGGAGTGGC\nTATGGTGGGCAAACTAAACCTATTTTCTGCAAAAAGGCTAAAACTACAAAGAAGATTGTG\nCTGACACTGGAGTGCGTTGAGCCCAACTGCAGATCTAAGAGGATGCTAGCTATTAAGAGA\nTGCAAGCATTTTGAATTGGGAGGAAACAAGAAGAGAAAGGGCGGGCTGGTGAGATGGCTC\nAGTAAGAGTTCAAATCCCAGCAACCACATGGTGGCTCACAACCATCTGTAACGAGATCTG\nACTCCTTCTTCTGGAGTGTCTGAAGACAGCTACAGTGTACTTACATATAAATAAATAAAT\nACATACATAAATAAGAAGAGAAAGGGCCAAGTGATCCAGTTCTAAGCCGATTTTGTTATG\nAAGACAATAAAATCTTGACCTTTCAAACCCTTTGATTGCAGTTGGTCTTTTGGGAGGGAA\nTAAATTAAAAGCTTTCAGAAATTTAAAAAAAAAAAGGGGGGGGGCCTGGGAAAAATAAAA\nTTTGTCAGCTTGATCAGACTTTTCTGTAACTTGCTGTCCATTCTTTGTGTTTCTTTCTTT\nTTTTGTTTTTTGTTTTGTTTGTTGTTGTTGTTGTTGTTGTTTTTCGAGACAGGGTTTCTC\nTGTATAGCCCTGGCTGTCCTGGAACTCACTTTGTAGACCAGGCTGGCCTTGAACTCAGAA\nATCCGCCTGCCTCTGCCTCCCAAATTCTGGGATTAAAGGTGTGCACCACCAAGCCGGCAT\nTCTTTGTGTTTCTTGTTCTCCCATTCTCTTCCAGATGGTTCCCAGTCCTCGTTCACCATT\nCACTGTTCTGCAGGTCAGGACACATTTGGTCCCTGAAACTGTCACTCTCCTTAAGGTCGG\nTCATTTTCCTGGAACATGCTGTGTGATGGGAAGATGAGGGAACAGAACTGTATTGGCTAG\nTTTTGTGTCAACTTTACACAGCTGGAGTTATAACAGAGAAAGGAGCTTCAGTTGGGGAAG\nTGCCTCCATGCGATACAACTGTAAGGAATTTTCTCAATTAGTGATCAAGGGGGAAAGGCC\nCCTTGTGGGTGGGACCATCTCTGGGCTGGTAGTCTTGGTTCTTTCTATAAGAGAGCAGGC\nTGAGCAAGGCAGGGGAAGCAAGCCAGTAAACAACATCCCTCCATGGCCTCTGCATCAGCT\nCCTGCTTCCTGACCTGCTTGAGTTCCAGTCCTGACTTCCTTTGGTGATGAACAGCAATGT\nGGAATTGTAAGCTGAATAAACCCTTTCCTTCCCAACTTGCTTCTTGGTCATGATGTTTGT\nGCAGGGATAGAAACGCTGACTAAGACAAGAACCTTCCTATGGAGGCCGGGTGTGGTGGCG\nCACACCTTTAATCCCAGCACTCGGGTGGCAGAGGCAGAGGCAGAGGCAGGTGGATTTCTG\nAGTTCGAGGCCAGCCTGGTCTACAAAGTGAGTTCCAGGACAGCCAGGGCTATACAGAGAA\nACCTTGTCTCGAAAAACAAAAACAAAACAAAATAAAACAAAAAAGAACCTTCCTATGTGT\nCCGATTTCAGTTGTACTACATGAATATATGACCAATTTGGAAACAAGAACACATTGTTGT\nAAACAGAAGCAATAAACAGGCAAAAGGGACAGTGACCGGCCCTCAGAAATGCAAGTAAAA\nCTCACAGGGCAGTGGGTCTTTCTGCCTTAGCTCAGGCATCTGTACTTATCAAGAGCCATA\nGCCAGCTTTGCTCTCAGCTTTGCCTTCATTGACTCTGCTCTGCCATTGGCGCAGGTAGGA\nAGTTGGGAGCTAAAAACACTATTTGCAAAAACAGCCAGCATGCCAGATTTGCCTGAAGGC\nTATAGTTTGCCCATTTAGTTCTAATCAAAATACAAAATCAGTAAGCAAATCTGTGCCCTG\nGCAAGATGCACCTCACCAACAACAACACTTCTGGGGCCTCACGGCTACTTCTTCAGAGGC\nTGTGGGAAGGCTGGGCTGTTGTCATTGTCCCTAACCCTGAAAACAGTCTGTGGTCTGCTG\nAGGCTCCTTTCTCCTATCTCCCCCAATGGGGCCAACTTTTAATCTAGATTAAATTGGACA\nTAGCATTTAAAATTCATACCCAAGAGGGGAGCAGCCAGAGGGGAGCCAAGAGAGGATAAT\nGAAGGTGTAAGAATATAATCAAAGTATATTATAAACATGCTCCAAATGCATATCCATGCC\nTACTATTTTGTACAATTAATACATACCAACAAAAACCACTCATCCCTGGGGTCTCTGAAG\nTGTCACTGGTAACACATAAAGGACCAGCTCTGAGGTGTCCTGGAAGATGACCATCACTTC\nAATTCCAACTTTAGTCTGAACAACAGACTTTGACAATGAGAAAATTTTGAGGACAGGATT\nGTAGTCTCCCCTCCTCCAGCCTGAAACCTGCTTGCTCAGGGGTGGAGCTTCCTGCTCATT\nCGTTCTGCCACGCCCACTGCTGGAACCTGCCGCTTTGCTGTTTGGAGCCACACACGTGCT\nCACCTTTCTACTGGGCCTGAGATTATTCAGCGGGAATCGGGTTCCCTCCCCCTTCCTTTA\nTAACTGAAATGTCGGAACTAGTAAAATTGAGCTTTGATCAGAATAACTGTCTTGGCTACA\nTTTCTTTCTCTTGCCACCTAGCCCCTCTTCTCTTCCAGGTTTCCAAAATGCCTTTCCAGG\nCTAGAACCCAGGTTGTGGTCTGCTGGCTGGACACAACAATTGGCGCCCAACGTGGGGCTG\nAGAAACGGCAAAGGATTTTTGGAAGAGACACTGCTGGTTCGGAGCTCCATAAAATAAAGG\nATAAAGGAAATTTATACCGGAGAAGGTATGGGCTAAGCTGAGACAGCGTTAAACCCGAGC\nGCTGGTTCACTTAGGTTCAGCAGTGAGGAGCTGGGTAACAGGCGGTAGGTCGTAGCTCTC\nCGAAGCTACATGAGGCGTGAGAAAAGAAAGGGTTTATTAAAAGGAACAGGCAGATTGCCC\nCAGTTAATAAAAAATGCATCATAAGGGAGGAAAATGTCCCAAAAAGCAGAGAGAAATTTC\nTCTCTGGGCCTTATAGCAGGAGTACTCTGTTCCCTTTTGTGTCTCATCTAATGTCCGGTG\nCACCAATCTGTTCTCGTGTTCAATTCATGTATGTTCGTGTCCAGTCTGTATGAATGAATG\nTTCTATGTTTTGTGTTAGATAATAAAGATGGTATAAAAAAAAACTTTATCTGCAAAGCCG\nAGAGCTGCCACGTGTTTCAGCCAGAAATCAGACACGTGGCAGGAGGGCCCCTGCTAGAAA\nAACTGTTCGTTTTAGGAAATAAGGGTGAGTGCACAACCTCTTAGTTTCAGAGTAAAAAAA\nGCTAATAAATGGTTTGTGACTAATGTGTTTGACAATGGTAAAGTGTTTTTTTTTTATTCT\nATGATTGTAGCTACAAAAATTAATATTCTCCAATTAGTCTAAATATAACTGCTTCATTTG\nGTTCTTTTTTATTAAAAAATGTGCTCTACATGTCTTCACATTCAGCTCATAAGTTGTTGG\nTTAAGATTCATACTTGTTACATTGCTACAGATGGTTAGTGTTAAATTTGATAACTCAAGT\nTTAGAGTCCTTCCGACACGTGGCATAAAGCAGGCCAAGAGGCTGGGTCTCTAAAGATATT\nTCTAGTTTAGATAATAATTAATGTGGTTCGTATCCTAAATAGTAAAATTTAAGATAAGAT\nTTAAAGCAATGCCTCTTTATTAAAGCATTAAAGCTTGCTTTAATAGGTATTCATAGGTAT\nTAATTGACATCCAAACTTCATAATATGATAGTAATGCTTTTAATATTGATTTTAAAGATA\nATAAATTGTTTTAAACTTGGGTTTTGCTTTCCCAAGGTTGTAGGTATTATCCTAACCTCA\nCACAAGAAACTTAAAAATTATGGTTAAAACTGCCGTTGTTCCATTGACTGAAGCTTGCAG\nTTTGATTTCAAATTTAAAATCTTTAATTCACATATATACTGTAATTAAGATAATTACAAG\nAGTAATCATCTTATGAGAGTGCTCATACAGCTCACTTCATACGAAACTGTGACAGAGTTA\nTCTAGTTATGTTTGTCTTTGTAAATAAATTAGACAAACAGTTTGGCTATAGTTGCTGCCT\nGGCAGGAAACTGCAGTACGGGCAATTTTTTCACAACACTAAAGTTGTAAAGAACGTTTTA\nACTGTAAGTCATCTTAAGAAAGAGTATCAAAATTTAGAGGCGTAGACAGTTATATTGTTT\nCTCTAGAATCGGTCCTTATTACAAGAGGGCCAAGATGCTCAGATTAAAAAGTATTTTACG\nTTTGAGTCAATGCAGGGCTCTGGACAGCCCCAGAGCGGCTTGTGGCCTTCTTGTATTTTG\nCAAACAGTGCCTGAGAAAGTTTTTCCCTGTGTTCAAGAGAATTTCTTTTTAATAGCGTTA\nCAGATCTATTCAGATGTTTAATAATGCTTAAATTCAAAGAGTTTTGCTTCTAGTGAACTG\nTAATCACTAGAAAATTCTACCTCTAGGTATGGGTAATGTAACTTTACATTATGTAAGAAA\nAATTTTTATTATTTCTACTTCTATACAAGAAGCTAAGAGTTTTAATCTTTCAGTGTATAT\nTGATTCCTAAGTGAAAAGTATTTTATTAACTAATGCTTCTTGAAGTTTACCTTAAATCCT\nTGCTCTCACCCAAGAGATTCAAAGACAATATCCTTTTATTACTTAGGGTTTTAGTTTACT\nACAAAAGGTTTTACAAAAAATAAAGAAAGCTTTTATAATTGTTATTAATTGGTAATTAAA\nAATTGGTTGTGCCCAAAACAATTCTTTGGCCAGAAAAAACATTATTGTAAAGTCATTTTT\nCTCATCCTCCCAGCCGATCGTTGGCCCACGTGGGCCCAACTAGCTGCTGTGGGGCGGAGT\nCTTAAGACACACAGTTGCCCCTGTTCCAGCACAAATGATCTAGTTGTGTGCTGTAGATGT\nTGTTTTAAAATGCTGAACAATCAAACCTTAATTTGTATATTAGTAGTCAATACCATATCT\nCTGAGCTCACAATTGCTTAAATTGTTCATCCCTCAGTACTATTAATTCTCAAATTTACAA\nTTGCTTATGCATATTTCTAGTTAATAAATAAATTATGCACATGTGACTCTTAATAACTTT\nACAAGCCTTCTAGTTACAACCACTCCTTAAGAAAATTGATTGAAAGTGCAATTAGTCACT\nGCCCCCTTTACAGCCAAGTATTTAAAATATTTTGTCAACTAGTTATTAATTCAAAAGTTT\nAGGTATTGTAAAATTTTAAAACTTTAACTTCTTAAAAGACAAAAAGGAGAGATTGTATCC\nCCGTACATACTATTTAGTGCATTCCCATGCACACTATTTAAATCTTACCTTTATTTTCAA\nAATTTAATATTTAAATGTCAAAAAATTTAATAAATGTTTTATAGTATCTTAAAGGGATCT\nACTTATTGGCTTATAGATTGATCCTAAAACAGCTACCTTATTAGAAAAGGGAAAAACAGG\nTTTTCTCCACAGAACGCTGCAGAAGCATATTAGTTAATTCCTGTGACGAGCTGGCAGGTA\nAGTTGACTCATGTCCTGATTGAATTGACTAAAAAACTAAATTGAATTCATGTTTTAGATC\nCATCCTTACTTGTCATTTTTCCAGTTTAGACTAGCTTCTAGCCTTTTAACTTTATGGCAA\nTAGTACATCAGAGACTTAGTAAAATTAGTCATTTAATAGAGTCATAATGATTTTTCTCTT\nTTCTTCAGTGTGACCAGTCATTCTAACTCAATCTTAGACTGGTCTAATATTCAGTCCAAT\nGTTAGAGATTCCTATATTCTAAATTACCTAGCAAAGTTAATTCAGAGCACATCCCCCACT\nTCCCCTAGATCCCTAACCTCAGAAGGATTGCTGGCCTTACAGCTAGTGAAAAAAGCTATT\nAAAGAGCAATTGGTCACTTAATACATTGGTAAAATAGAAGGACCCCCTGACTAACAAATG\nGAAGGGTCCAGATCCAGTTCTAATTTGGGGTAGGGGCTCAGTTTGTGTTTTTTCACGAGA\nTGAAGATAGAGCGCGGTGGCTGCCAGATAGATTAATTCATCAGATGAACACAGATTCTAA\nATCTTCTAAAGTATCACCTTGAGGACTAAAATTCCTCTTTTGCTTAAAAGTCAGCTTGAG\nGACTCAGGCTCCCAAAAAGCTACTCTCTGAGCCAGCTCCCTGACAGGAGGCCGGAGACTA\nGCCTCAGCTTTACAATTTGCATTTGAATAAAGTACCTGGACTTCCCCAAAAGAAGTTCTG\nCCTTCCTACTTTCTCACTGTCTGAGATTTTGTCTTTCAAGCAGGTAAATCAACATTCTCG\nAGCCTGACCAGCAGATGTGCATCCCCGCCCCCCTTGAGAGCACAGGTGGCAGCTGTTATC\nTCCATTCCAAGGACATTCCAGCACCTGGCTTTCAGTCTGAGTTAAAAATTAGGTTTACCA\nAGAGGGCTAGAAAAGTAGATATTTCTATATTAATAAAGATTGGTTTTTATTTTGATAGAC\nAGGCTTAGTCCCTTAGCTGACCTCTGGCTTTTCACCCTTGCTGTTACTGCAAGGTGTCCT\nTAGCTCCTTAGGCTGTGGAAAATACAGGGATGAGGAGGAACGACTTCCAGCTCCTATTTT\nAGCCACAAGTCGTGGTGTTACTAATGACATAATTCTTGCCTAGGTCTTGCTAAATCTGAG\nGTTGATAATTCTCCTTTAGGAGCTGCACAGCACTCAGAACTGTGCATACTGGTTTGTGAT\nTGTACAAATTCAGTATGGGTATCGCTTGGTGCAGAGAGCTACTGCAGAGAAAGGTCCAGC\nTTGACCATTTCTGAGTTTCCTGTGAGATAAACCCGGTTTGAAGGAGGTTGGTATCAAATT\nTTGGCTAAAAAACCAAAAATATTTTCGGCTCTGCCTCCCCTCCCCAAAAGATACCGAGAG\nCCACAGGTGTGGGTCGTGACAGCATCCACGGGAGGAATCGGGTCAATGTCCACCCAAGCC\nAAGGTTAAAAGCCCACTCATCTACAGATGAAAAAATCTTTTGATCACCTCATTTAAGCGT\nTGCCTTATTTAACTTAATTAATAGGGGGGAGAGAGATTAGAGACCGTACTGTATTCACTG\nCCTCCCACCCCAAAATAAAAAAGCCAATTGGCCTTGTACTACGGAGCCAGTCATACCCCT\nTCTCCCTGTTTCCCACCTATCATCCAAAAATGCGGAAGAATATCAACTTAGTGTTATCCT\nTAATATAGTGTATTTCAAATTTGTTCAGTCAAACTTAGCCAGAGTTCCAACGCCCTACTT\nAAAATTCCACTAAAAAGTTACCTACTCAGTACTAATTAGCATTATACAGTCAGAGCCTGC\nAGCTCCAGGCTTTTCAGTTAGTTGTTTACTAAGATAAGAAAGGACAGTCTCAGCCAGATA\nCAGTTTACCATAAGAAAAGTTAAGAAATCCCATGGAAGCAAGTTTTTTCCTTAGCCCTAG\nAATTCCGGCAGAACTATTGAACATAGATAAATTTTTTTCCCCCTCAGGCCAGCTTTTTCT\nTTTTTTAAATTTTGTTAATAAAAGGGAGGAAATGTAGTCTCCCCTCCTCCAACCTGAAAC\nCTGCTTGCTCAGGGGTGGAGCAACCTGCTTGCTCAGGGGTGGAGCTTCCTGCTCATTCGT\nTCTGCCACGCCCACTGCTGGAACCTGCCGCTTTGCTGTTTGGAGCCACACACGTGCTCAC\nCTTTCTACTGGGCCTGAGATTATTCGGCGGGAATCGGGTTCCCTCCCCCTTCCTTTATAA\nCTGAAATGTCAGAACTAGTAAAATTGAGCTTTGATCAGAATAACTGTCTTGGCTACATTT\nCTTTCTCTTGCCACCTAGCCCCTCTTCTCTTCCAGGTTTCCAAAATGCCTTTCCAGGCTA\nGAACCCAGGTTGTGGTCTGCTGGCCGGACACAACACAGGATGTCAAGGGCACTAGGATGT\nCATAGCAGAGGCCAAAGCAGGGACAGAATAGGTTGGTAGCTGCGGGGATGGATATGATGG\nCCACTCCCTGCCCCATACCTGGATTCCTGGCTATAGAGTCAAAGTCCTAGGAATAGGGTC\nTACTGGACAGGTGTGAGCCACAGGCTGCCTATAGGCTGCTGCAGAGTTGGGGGTGGGGTG\nCTGGAAGGTCCTTTCTTTAAAAAAATTTTTTTAAAGATTTATTTATTTATTTTATGTATA\nTGAGTACACTGTAGCTGTACAGATGGTTGTGAGCCTTCATGTAGTTGTTGGGAACTGAAT\nTTAGGACCTCTACCAGTCAACCCCTTTCACTCTGGTCAGCCCGCTCGCTCAATCTCTGCC\nTGCTGCTCTGGCCCAAAGAGTTATTTATTATTATAAATAAGTACACTGTACCTGTCTTCA\nAATGCACCAGAATAGGGTGTCAGAGCTCTTTACGGGTGGTTGTGAGCCACCATGTGGTTG\nCTGGGATTTGAAGTCAGAACCTTTGGAAGAGCAGTCAGTGCTCTTACTTGCTGAGCCATC\nTCGCCAACCCCCTAAAAATTTTTGTTAAAAAGACAGGTTCTTATATCCTAGGCTGGCCTC\nAAACTTGTTATGACTTTGAACTAATAATCCTCCTGCCTCCCCTCTCTAGTGCTGGGATAA\nCCACTGGATACCACCAAGCCTGGTTTATGTGGTGCTGGGAATGAAACCTAAGGCTTCCTG\nAACGCTAGATAAACACTATACCAATGAGGCTCCAGCTCCTGCCAGTTCTTCTATTTTTGT\nTTGAACCAAGATGCCATTGTCTTTCTCAAGACCATACACCATGCTGGAACAAAGATTGAC\nCCAGAGCAAGGTCACCTTGGAAAGAGGAAGAGGACCTCCAAACATGGCATTGCCCATGGC\nAGTACTCATGGGACACATGGGCCCCAGCTGAGCTCCACAGCTGAGCTCCACAGCTGAGTT\nCCACAGCTGAGATCCACAGCTGAGTTCCACAGCTGAGATCCACAGCTGAGTTCCACAGCT\nGAGCTCCACAGCTGAGATCCACAGCTGAAATCCACAGCTGAGATCCACCACTGTTCTGCA\nTGGAACCCCATTCTGAGCACGCTGAAGAGAAGCACACAGGTCTCTCTAAGGGCAGCGGCT\nCCTCCCTGAGCAGATGTCACTCTCTCAGCTGTTCCACCCAGCAGGACCCAGTTATTCATG\nGGTGCGAGGGGGACCGCAAACCTGGAAGAGAAGTGGGCAGAAGGGAAAGAGAAGCGGAGA\nCCAAGAAGGGTTCCTATCAAGGTCTCAGTTTATTAGGCTGAAATGCCAGGTTTTAAGCAC\nACAGCAAGGGAAATAGGGAGGGGTGAGGGGGAATTAACAAAGAACAAAGAAATGGGCATC\nTGGGGACATGAAGGCCGAATTCAGGCTGCAGGCAGGAGGCACTCTTCGTCTTATCTCCAG\nAATATAGATCCCTCCTTAACAGCCTTGGGTGTCAGGCTGGGCTCAGCATGTAACTCATGC\nCCTTAGAAGTCTTGGGAGTCAGGAAGAGGGAACTATAATTCAGCTTTTTACTGCCTCGGG\nTGCCAGGAAGGGAATAGGGAGGAGGGGGTGACGACCGGTTCCTTAGCACAAGGCCATTTG\nGCTTGTTAGGCTGGGAGACTGTGAAAGGCTTGCTTTCTCATGGTATGGTCTCCAACACTC\nAGACCCTCCCAGACAGTCTGTCTTAGCTTCCTAGTGTTGCACTCTGGTCACCTGGCATTA\nGGCTAACCTCTGGGATCTAGCTTGTGGCATGGGCCAATTCAGGAGTAGATCATAATTTTG\nTGAATAAAAGTTTGAAAATGGGAAAGAAAGGGCCACAGAGGCTTGTGCATATAAGGACTG\nGGTGCCTTGTTTTAGGCATACATGCACATTTTAGATCCTGATTCAGAGTGGACTTCTTAC\nTGTTGAATATGGTGGCCAAGTTCGTGACTTACACATGGAGCAGTTTTCTGAGGCTGCCCT\nAACAGATGTCCATAAGCATCTGTTTTCTCAGTTCCTGAGGCAGGAAGTCTGAGCTTGCGG\nTGTTAGCTGGTTCCTTGGGAGGTTTCTGCTATGGACCAATGTGATGTGATCCCTGTAGGT\nGTACCTTATTTGAACACTTGGTCCCCATATAGTGATGTTGTTTGGGAAGGTTGTGGAACC\nTTTAAAGTCTTAGTTAGGATTTCTATTGCTGTGAAGACACACCATGACCACAGTAAACCT\nTACAATGGAAAACATTTCAGTGGTGCCAGCTTACAGGTTCAGTCCAATATCATCATGGCA\nGGAAGCATGGAGGTGCACAGGAAGACATGGTGCTGGAGAAGGAGTTCTACATCAGGATCC\nATGGGCAACAGGAACAGAGAGACACTGGGTATGGCTTGAGTATTTGAAACCTCACAGCTA\nAGTGACACACTTCCTCTAATGAGCAGCCACCTATGCCAACAAAGCCATACCTCCTTAAAG\nCCACTCCCTGGCGACCAAGCATTCAAATCTATAATCCTATGGAGGTCATTACTATTCAGA\nCTATCACAGCCTCCTAAGGACTTCCTGTTTACTCTCTGCTTCCAGAGTGCAGATGCAATG\nTGGTCGGCTATATCAAGCCTTCCCAGCCAACTGTATCCTACAACAGTGAGCTCAAATAAA\nCCCTTTAGGTCACTTTGTATCTTGTACCGGGATCACAGTGACAATGTGAATACAGCTTCT\nCACCTTGTCCTGACGGCTGCCTTCTCTGTCCCTGTGTGTCTATGTTAACATTCCCTTGTC\nTTATGAGGGCACAGGTATATTGGGCTGGGGCTTTATTTACCTTAACAAGCGCTTTATTGT\nTGCTATTATTAGAGACAGGGTCTCTTTGTGTAGCCCTGGCTGGCCCAGGATTTATTATTT\nAGATCAAGTTGGCCTCAAACAGAGATTCCTTCTCTGCTTCTGTCTCCCAGTTGGTGGGAG\nGTATGTGTTGTAATATGTTACCGTCCTCGCCGCCCGCTGAGACAAGAACAACATGGATAC\nCAAGGCAGGTTCACACAGCAACTTCTTTACTTGTGGCTTTTTCCCCTCCAGCTCTCTTCC\nCCAGCAGCTTCTTCTTCTACTCCTTCTTGCAGCTTTTCTTACTTACAACAACTTCTACTA\nCTTAGGGCAAGGGCTATACTCCTGTCCTCGCCGTGCCTGACCTCACCTCGCTCTGCCTCA\nCCTCATCTAATCAGAAAACACACACACACATACACACACACACACACACACACACACACA\nCACACACACACACACACACACACACACACAGAGTCACACACAGTTCCAGGCACGAGCTCA\nGGTCAGTCACTGATAGGCTGACAGATCTGGATCACGAGGAATACACATGGTTTTTCACTG\nCGCATGCTCGGGCAAGGTAGTAAACAAGTGGGGTTCACGGACCTGGCAATGTGCCAGGGT\nGCCATCTAGGCCCATGCGGCTGCACCCGCTTCCCGCTGTAATACCTAGACTACAAACTTT\nTTAAAAGCTCTGTCTCCAAATGCAGTAAGGTTCTAGGACGTGGTAGTGAGTGATTTTAGA\nGGCCATGATTCAGTCCATGGCGTACCCTCTCGGAACTCTGAAGCTGCCACTGGAGCCTGT\nGCCCCCACCCCCAAGCTTACCTCTGAGCTTGCTGGAATTGTTAACCTCCGGGCTGACGTG\nTATCATCCCACTAGGAATATGTATTGCCAACTAGGAAAAGGAGAATTAAGAGCCAGGTTC\nCTTTTTTTAATCACTGTATCTGAAATACCCGAGGGAACAACATAAAGGAGAGGGGCAATT\nAGCTACTTGGTTCGGTTTCAGGGTGTGCCTGGTACACTCTGATTATTAGATAATCTCTCT\nCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCCTCTCTCTCTCTCTCTCTCTCTCTCTC\nTTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCAATACACGATC\nCAGGCCTCCGAAGATGACTCTGTTGCTTAGGTGCTTGCTGTGCAGTCATCAAGACCTGAC\nTTCAATTCCCTGAACTCACTTGTAAGAGCACAGTGGCTCATGCCTCTGCTTCCAGTGTCA\nGGGAGGCAGAGACTTGCTGATTCCCGAGGCTCGCTGCAAAGCAGTGAGCGCCAGGTTCAG\nTGAGAGACCCTGTCCACCCCCCCACCCCCCACCTCCCATGTAGAGAGTGATCGAAGACAC\nCTGGCATACTTCTGGGTAGATAATTAAAAAGAACTGAAGTCAGAGGCACACAAGGTATTT\nGCATACCTATGGCTGTTGTGTATAGCCCTGGAGCTAATTATATTTTATGTTAATTCCGTT\nGCAAACCAGGAATGAGTCAGCACTCAGGTGATTTCCTGTAAACCTGCTTCCCAACTTAAT\nTTGTAAAATAAAGGAGAGCTAATGATTGGGCAGATAAAAGGAAAGGTGGATCAGAAGGTG\nGAAGGGAGAAGAGAAAATTGGAACAGGGAGAGGATGCAGAGGAGGAGGAAGAAGAAGAAG\nAAAAGTGGAGCAGAAGCACGTGGCCTGGAGAAACCGCAAGTTCTAAGGGGTCTTATAGAG\nGTGGAAGATGGTAGTGTAGCAGTAGATCTGCCCAGTCTAGGCACGCAGCATGTATTCATA\nTTAATTGTGTCGTGTTTTCATTGCTGGGGCATATTTGGGAGGAGATATACCGCAACATAT\nGGCAGCATGATTCACTATGCAGAGCAAAATAATTGTCCCTTGGTGGGTGAGTGGGTAGGC\nAAAAATGTGACCTATACACACAATAGAATATTATTCAACCTAAAATGGAAGGAAATTCTG\nACCCATGCCACCACCTGGATGAAGCTACAGGCTGCTGTCTGTGTCTAAGTAAGCCAGGCT\nCACCCAAGGATCACAAGTGGTATGAGTCCATTTATATGAGGTCCCTTCAGCAAATTCATA\nGTGCAGAGAGACAGCTGAGTGTGGTTTCCAGAGTTACAGCAGCAGAAATGGGAGCTGAGG\nGTCCGTGAGTACAGAACTTCTGTTTTAGCATGTGGAAAGGGGTCTGAAGATAAGTGATTG\nGCGTGGCCACCTAGAAATGTGAATGTAATGCGTACCATGAAAATTTCCACATAAATATGG\nGCAAATGGCCAAGTTTATGTTCCATGTATTTTACCACCTACTTGCGTTTTAAAATTTTTA\nTTATAAAATTTTTAGTTACATTTATTTGTTCATTTGTGTGTGTGCACACGTGTGAGCGTG\nTGTGTGTGTGCATGTGTGTTTGTGTGTGTATATCATCATATACACATGGAGTTCGACTTG\nCAGGAATCTGTTCTCTCCATCATGTGGGTACCTTGACCCACTGAGCCACCTTGTAGGCCT\nTTTCCACATACTTTTAGAAACTCGGGCTTGGTCTGGTAGTTCATGCTGTAGTATAAGCTA\nTTCAGCAGGAAGAGGCAGAAAAATAGTGAGTTCAAGGCCAGTCTAAGCTACAAAACAAGA\nTGGGGGGTCTCAATTTTATTTTATTTATTTTGTTTAGGGTAACAAGTGTACTTTTAATCG\nATTTCAGGTAAAAACTCCACAGGGAGGAGAGCAGTGGTTAACTCTGGCCCTAATGTATCA\nGAGCCATAACATCTACATTAGAAAAAAGCCAGCCAGGTGGTGGTGGCGCACGCCTTTAAT\nCCCAGCACTCTGGAGGCAGAGGCAGGCGAATTTCTGAGTTTGAGGCCAGCCTGGTCTACA\nAAGTGAGTTCCAGGACAGCCAGGGCTACACAGAGAAACCCTGTCTTGAAAAGCCAAAACA\nAAACAAAACAAAGAACCCAAGGCATTATGTCCCCACAGGTCACACGTGTGACTGGCCACC\nAAATCTGGTCATTTATATTTTGTATAGCTCTTCTATCTTTTCCTCATAGGTCTTTATGGT\nGCTTTCCTTGGAAGTGCCTTTCAACTTGTTCCATTCATCCCACATGGCTTTGAGGTCCAA\nCAGCCCTGACCAACCTGTATTTACATCGTCCACAGCAGCTGTTTGAAGGGACTATAGTTG\nACTTGAGTCTTGAGGTGCTTCACCTCCTCAGCAGCTTTGTCAAATTCAGCCTGGGACATG\nCTGGTGAGGTGATACAGATGCCAAAGGTGGTGGGAGCAAGCTCAGAAGCAGCAGCAATCA\nAGTTCCAGAGCACACTGGCTAGCACTTTAAAAAAAGCACTCCCCACCCCCGAGTTCCAAC\nTCTCAATTTTATTTTTAATTAATTAAAAGGGTCTGGGGCCTGGAGACTGGTGGTAGAGCT\nCTTGCCTAACATGTGGAACTTATAGCAGGACATTCTGAAAGACTCTGAGAGGAGCCCCTG\nGCTCAGGCCTCAGGATAATAGCAGACATCCAAGAACTCACGAGAGACCAAGCTTGATGTA\nAACCGCATGAGGCTTTATTCGGGGAAAGCCAGAGCTCTGGGGACGACTCATATCCCACGC\nAGGGGTAGAGGAGTCGACCCTGAGGGAAAAGGGTCCCAGTTTTTATAGGCCCTCAGGGGG\nTAAAGGAGAAGGGGAGAGTAGGGGATTTCCAGATCTAAACAATGTCTATTCTCAAGAAAT\nGGGTATGGGAGGGGTACAAGGAAAGAGTCCGGTGCAGGTGTAGCAACTCAGGATTGGCCG\nGGCTGTGGTTGCTGGGGTGATTTTCTGACTCTTTCTCAGCAACCAATATCACAAACACCT\nGGCAATGGGCTTCATCAGTGGGCACACACATGAATTCAAGGAACGGTCAAAACATTGGCA\nGACACACGGGTTCAAGGAGTGGCCAGAGCATTGTACACCTCTATTTTTCTAAATCAGTAA\nAGCTAGTTCTGCTAACAATGAAATCTATCTCGCCAATTTTAGGGCTTCTGTGACCTTTTA\nCATTCTGTCAGGATCTTTCAGTTCTGCAGACCCGCCAATGGTATAAATGGCACAGGGGCT\nGCTAATGAAGTTTAAAGCTTCCACCTTTTGTTGGGCAGTCTCCAGCTAGTTCATATAACT\nTAGCCAGACTATCTTGCCCACCTGCCACATGGGTAGCGCTATACATTAGCTTACACTGTT\nCATTGTGGAGATGCATGTCAGCACCTTGGGGTGCCCCAAGGTGCCCCCTTAGGAGAGGCA\nGAGCACAGTCCCGTGATAGGGGTCCCAGCCCATGTTTTCCCGGTTGAGAAACAGCGAGGT\nCTGGGATGCATGTTATGGTTCCTGGCCTCCTGTGTACCCAGAAGCTACCAAGAGCTGCAG\nAAAGTTGGGAACGGTGGTGGTTCTTGCACGCCCGGGTAATCTGAGCATTTGAGAGGAGGA\nGGCAGCAGGAACAGTTGGGGGCCAGCCTGAGGTGCAGGAGACCCTGACTACAAGCAAGCA\nAAAGAACTCCAACCTTCTCACAGGGAAAATATATAATGCTATCCGCGTCAGTAACAACTC\nCATTTAAAACTTTGAACCATGGGAGGGAGGGTCCCGCACTGCTGTGGTGGAACCTTCAAA\nGCTATACACCCTCAAGTACCCAAGGGTCTTACGGTACCCGGAGATCTGTGGGCCCTCAGG\nTTACCTCCAAGAATGAGTACAAAACCAAATTTTCAGTGGGACAAAAGAGGGTTAGCAGGA\nATGAACACAATCGCATTAGGTAAACATATAAAAATAACATATTGAAATATATTACTGTGT\nGTAATCAATACATGCTAGTAAATGTTAAAATGGCAAGACAGAAAAGTCATCATTTGTTTT\nTCAGGAACACCTGGGCTGCACACACAGAGGTGACCTGCTTGTTATTGGGACAGTTTACCT\nTGGTAAGTTCTCATTCCTTGAAAGGGATGTGGCGAGCTCAGCCCTGTGAGAGGGGAGAAG\nCATAATGAACACTTTAGGAACAAGGGTTTCATGAGGGCCAAAGCCAGCCGAGGAAACGGC\nCTCCGACTGTCCAAATAGTGAGGGACCAGGAACTTTTTTGTACATTCCTGGCGTGCTTCT\nGACCAGTCTCAGAGTCTTGATGCCAACCATCTCAAAGCCGTCCCCAGTCCCTTGAACAAT\nCCCCCTTTCATACCTCCTCTCACAGGAGGCTTGCCTTCACTCACCCACCTAGTTAACACT\nTGCGCTGTTCACAGACGCCCTTTCATGCGTTTCCTCGGGCGTGTGTGCATACGCCACACA\nCCAGTTTCCAGCCCAGCCAGCTTTGCCTGGCCACAGTTCCCCCTATCCCGGCTTCTACCC\nAATGTCTCCAGATCAATCTCTGCCAGCAAATATTTACTGGCACCATTTGGGACCCTTGGG\nAGCAGCAGACCAGGATGAGGACTGGCTGTGCTCAGGAAGAAGGGTTGGGGAAACCCCATG\nACATCTTGTGGAGAGAAAGAGGCAGGCTGTGGGGAGAAACACAAAGGAAAGAAAGCGTGA\nACAAAGGGAAAGATAAGAATAGGGAGTTCAAGCCGGGCATGGTGGCGCACGCCTTTAATC\nCCAGCACTTGGGAGGCAGAGACAGGCGGATTTCTGATGAGGCTAGCCTGGTCTACAGTGT\nGAGTTCCAGGACAGCCAGGGCTACCCAGAAAAAAAAAAAAAAGAGGGAGTTCTAGGAAAG\nGAAGATGGTGTCTACGTGGAATTAGGGAGAGAGGCATGGAAAAGAAGGACCTTTGGAAAA\nACTGGCAAACTGCTAAAGTTTTTTCTTTATAGAGAAAGTTGCTCACCAAAGTATGTGGAG\nAAGGGAGTTCATGGCCAGCATGTGATGTGCCGGAGAGGAGAAAACAGGACAGCCATGTGT\nTTGGAGAGTACTGAGAGACAGCTGACAAAAAATGTTGTCATGCCTTGCCAAGTCATTTAA\nAATGTATTCAGTCTTTAGTGATGTTTTTGGTGGTAAGTTACAAAAGTAAATCTATTCTGC\nAGGCTTGACCAGTAAAGGAAAGGTATTTTCTCATATAACTGGAATGCCAGAATAAAGAAC\nACTCAGCAGGATGTGGTGGCACATGCCTTTAGTCCCAGTGTAAGCACAAGTGAGGGAGAG\nGCAGCAGTAGAGGCAGGTATCTGTGAGCTGGAGGCCAACCTGGTCTGCATAGTGAATTTC\nAGGCCAGTCAGGGATACACAGGGAGACTCTATAGAAAAAAGAAATGCCCAGTAGTGATGG\nAAAAGCCAGGTTGTTTTCGCTTTTTACTGGTTCTCTAGTCTGTCCTGATAAATTTTATTT\nTATATGCATTTTGCCATAATTAAAAATAAAGGGAAAAAGAGATAAGGAGTCCCTTTAAAT\nTTCTGGACCTTTGAGGTTAAGATTTATTTATTTATTTATTTATTTATTAATATAAATGCT\nTTATTTAACAGTTGCAGATCATTCCGTGGGCTAAGTAATGGATATCCAGACCCCCACCAG\nCTGCAAGATTAACGCAACCTTCGAGCTTCTCTTTCTGACTCCAATAGGGTGAGCATGTCA\nCCCTCTCGAACGGGGCCTTTGACATTTCGGATGATAGAGCGGCTGGTGTCATCCATGAAT\nTCCACTCGCACCTGCGTGCACTGTCCCTGCGAACCGGTCCTGCCCAGCACTTTGGTTACC\nCTAGCCAGCTTGATGGGCTGCACGCGACTCGTGTCCATGATGGCTGCGATCTGGCGGAGA\nGCAAGATTTATTTACTTAGCATTTTATGTGCATGTGTTGATGGGGACTATGTGTGTGCAG\nTGCACATCTGAGGCCAGAAGTGGGCATGGGATCCTCTGGAGCTGGAGCTGCAGGTGGTCG\nTGAGCTGCCATGCAGGTGATGGGAACCGAACCCAGGTCTTCTGTAAGAGCAGTGTGCTGA\nGCTGTCTCTCCAGCCCCAAATCTTCTAACCTCCGTGAGACTCATTCATCAGGGACATAAA\nACCCTCTAGGCGTATCTGCTGCTGAGAACGTCCATTGAGAGGAAAGCAGAGAGCATATCA\nGAGAGGCAGGGTCGGGGGTTGGACTCGTGGCCAGACCCATGTACTTTCTCTTGTGGTTCC\nTAAGAAGTGTTTAGAAAAAGACAGTTGTCATGAGAAATGGGTGCGCAGATTTGTTTTACC\nTGAAAAATGCGGTCTGTGTTTTGGTGACATCGTCGAGTGGGTTGATCTGACTTTATGATA\nAAGCGGACTCTTCAGTGTGGTTAGGTGACAAGATTTACTCAGTGGAATGGCCAGGGCATG\nCAGCTCAGTGGTAGAGCACTTGCCTGCTTTGGGCATGTCCTTGGGTTCCTCCTTCCCTCC\nCCTGGAAAAAATGATGTAACTCAGTATTTGATGAAATATTTGAGGCATGGTTATGACAAT\nTTTTTTGCTTATTTTATTAATGTTTAGTCAATAATTTGAGGAGTTTTCCCCTTCCCATTC\nCTGTACTGACACTTAAGTCTAGGACCCCACACCTAGGCAAGTATATAACCACGGAGCTAT\nACCACCAGTCCAGTTTTAGAAGGCTTGATGACATCTTTCTTATTGAAGATCTCAAAGAAA\nATTATTTTAGCCACAGGTAGCAAACTCTTTTTCAACTATGTTGTTTTCAATTATTTTATT\nTCTTCATCATTAAAAGACCTAATTAGTTGTTACCTGATAGATTGTCATTAAGATCTTTCC\nCCCGTGGGTTCCAAGGAGAAACTGAGGTACAATTCCACAAAAGTCCACCCAAGTTTATGA\nTGTTTACTTTCAAAGCCACGAGGGAAAGTTACAGGCAGGAGCTGATCTCAGGTAGCCACA\nCTGGAAGATCTGCACCCAGCAGGCAGTGGTTTCCTTAGGGCTGTACCCAGATGGAACCCT\nCTCTCCTTATCCTTCATCTTCATCCTTCAGCATCAATAGCCTTCAGCCCGTCTCTCAGGA\nTCACGTGCAGTCAGGGCAGAATCTCATAGGACAGGTTGCCAGAAGTGACTGGCTTCTCAG\nGTGAGGACCCATGACCCTCCCCACCCCTCCTACGAGAGAACTGTGACCCTCTTTTCCAAG\nAAGCCCAGCAAGACGGTGGCAGTTGGCATAGGTCCTTACAAATACGATTTGATGACAGAT\nGGGTTACTGAGATTTCAGGGCTGTAACTCAGAAAACTTTCAACTAAACCATGCAACATTA\nTTTATAATAAGTTTTTGCTCCACTGTCTACAAACTTGTGAGAAAAACCTTCCTCGGCTCT\nTCCATGAACAAAAACTAGGAAAACTATTTTCACCGACTCCTTTCTCAGTCTAGCAGTAAG\nGAATGGTCATCGACCCATACACAACCTCCTCCACAGATGACTACACTTGTCTCACGAAGA\nAATGCTTAATGATTATTTAACATAATTTATCTGTTCACCATTAAATACATAATAATTATA\nTTTTTGATCAGTGCTTACCTGAATATGAATCATAGCCGCAAACTAATCTAAAAGGAAATA\nATACTAGGGATTCTTGTCTCAGAGGAAGCATGCTGGCTCAGCCACACAACAGTGTAATAA\nATATAGGACTTAAAATTGTAAAGACATGTTTCTGTACTCAGGAGGCAGAAGCAGGCAGAT\nCTGACTTTGAGGCCAACCTGGTCTACATAGTAAATTCTAGGTTAGCCAAGACTGATAGTG\nAAACTCTGTATCAAAAAAAAAAAAAGTGTGTGTGTGTGTGTGTGTTTGTGTGAGTGTGAA\nGAATCTGAACAAAAAGGCCCTAGGGCCATGGTACATGCAGTTTCACACAGTAGGTGTGCT\nGTAAAAATCAAGGACAGAGAGGGAACTATATCCAATTTTTAACAGTAAAAAATACCCTCT\nTCATGTATATTTGGGGGAAAAAAAGAGGCTAGTAGTGGCTTTAAATCCACTACTGCATCT\nGGAGTCCACTGGATTTACAATATAGCCATTTTACCTAAAATGTTAATACCAAGGATATGG\nCTAAAAGTATTTATAATAATTTAAACTCAAAAGCAAAACTGTGGCAGCCAATCCACACTG\nTGGAGCTCAGAGAACTGATGGCCAAAAGTTGTCTTCTGACTTTTTTTTTTTTTTACTCAC\nATTGTAGACCAGGCTGGCCTCGAACTCAGAAATCCTTCTGCCTCTGCCTTCCCGAGTGAT\nGGGATTAAAGGCATGCGCCACTACACCCGGCCAAAAGTTGTCTTCTGACCTCCCATACCT\nGAGCTGTGACACACATGCCCACCCACACATCTGTGTGCGCTCACACACACATAGGAAATA\nAATAAATACAATCAGGATTTAAAGGCTTCGTTTTAGAATCTGTTTTGTGTTGACTGCATC\nTCTATCCTCACTCAAGCAGAGCAAGGAAGTGGTTGTCCAAGGTCCAGGACATCTAAATGC\nTGGGAGATGTGGAATCTGAGGCAGCGATCGTAATTGGAAAAGAAAAGTTGAAAAGCCCTG\nAAGTGCTTGCTGCTTGTTCTTTTGGGAGATACCGGAGAGGAGGGGGTCAGCGGGTGATGT\nCCTGGGCAGAGAAGGAGCCATTGGCAGGCCAGAAAGCAATGAGGTGGATCCTTGAGCCTC\nTGCACTTATTGGGGAGAGCTGGGGAAAGAGTTTCTGAAGGACAATGGGGGAGTGGGTCTG\nGGGGAGAGGGGAGCTGGTGGGGTGGGGGAAACTAGGAGGGGAGGAGCAAGGGGAAACTTC\nTGTCAGGATGTATTGTACGAGAGAGGAGGAGGAGGAGGAGGAGGAGGAGAGTAGCAGAAA\nTCAGGAAGTTATAGAGCATACTCTCTCCAAGTAAGATGCCTTTTGACCTGTAAAAGGAGA\nAAAGACTCAGAGGTCATCAGGGGTCAGGGTGGCCATTTTCCAATCTCCACTTCGGACTTT\nACCAAGCAGAGTCTCTGCACAAGGGTGGCCTTCAAAGCCATGGCCAGGAGGAGAAGAGTG\nGATCGTATGTTTCTTCTTCCCCTTGGCATGGCTCAGTCAGGCCCAGGCTTCCTTCGGTTC\nCCTGCTTGCTGGACCTGGCTTAGCATAATGTAGACACAGCCCTGGCTCGGTTGCCCGGAT\nCTGAGGAGAACTCCATGCATAAGCCACACATTCATGGGTTCCTGGAAGGCCAAGGCTAGT\nCAGTTGGGTAGATGCCTTTTACCCACAGACCTTATTTATGTGCTCCTCTGGAGGCTCTGC\nCAACAGTCATGTCTAGTCCCCATAAACCCTGTCATGAGATCAGAAAGCAGGCCTGTGTCT\nGAGGGAGGGAGGGAACATTTCTAGTAAATGCATGTTCTGTTCTTAAGTGGCTATGCCATA\nGGGTGCTCCTTGGTCTTCTATCTTGGTTGTCTCCAGTTTTGCATTTTCATACATAAAGAT\nGCTCTTGACTAACTTGCATGTGAGTCTTTGTAAAGAAATGAGATGTTGATGGAACAGCAG\nGTAGAAATTTAGAGACAGCATTTAGAAATTCAGAGACAGGAAATGTACAGGACAAGTTCA\nGGAGAACTGTGAATGCTAAAATGACCCTGTGAATTCAGAGAAAAATTAAAAATACTTCCC\nAGGCATAGGACAGACATTTACCATCTAGAACCAAGCCTCTCTATAAGCACAAGCAATTTT\nCTGAAAGGCTGGGCCAAGGGTCACCCTTCAGGTAATGGACTCTGGGTGATAAGGCCTGAG\nATCAGCAGTAAAGGGCACTGAGACAGGACTCAGGCTAGTAGCTATTGATGACAGATAGAG\nATTGAGAGTGGATGCAATATACATCGATCCTAGGGCCTTGTGCATGCATCCTGATACATT\nCCTACAGGCCTATGTCCTCAGACCTTTAAAAAATAATAATAAACAAGCTTGAGACAGACT\nCTTGTTAAGTTTCCCAGCTGGGCCTGATTTTAGGATCCTCCGTCCATAGCCTCCCATGAG\nTTGTGGCAGTTACTATGTGCAATCTTGCCAGGCCAGGAAGTGTCTTCTTATTTGAGTAAC\nTTGTGTAGCTATAACAGTGCTTATGTTCTGTAATGGTTAGTTTGATTTGTCAACTTGACA\nCAACCTATAGTTACCTGGAAGACAGTCCCATTGAGAGACTGTCTGGATCAGGTTGTCCTG\nTGGGCATGTTTGAGGGTGACTATCTTTTGGGGGAAGTTGAAACAGGGTTTCCCTGTGTAG\nCCCTGTCTGTCCTAGAACTCACAGGCTGGCCTCAAACTTACAGAGATTCACCTTTACAGT\nGCTGAGATGAAAGGCGTGCATGACCACCACATGTCATGTGGGTGATTATCTTGATCAGGT\nAGTTCTGTGGGTATGTTTGTGAGTTATTATCTTGATTACCTTAACTAATATAGAAAGACA\nTCATCTGATTATAAGACGTTTCATTACCAGGGTTGGGTCCCTGGACTGCACAAGAGTAGA\nAAGAGCTAGCTGAGCAATAAATGTGCAGGTCTATTCTCTCTGCTCTTGACTGTAGTGACT\nAGCTATTTACGGCTCTGGCCACTGTGATTTTCCTAAGAAGACAGATTATAACTTGGAATT\nATAAGATAAAATAAACCTTTTTCTGTCAATTGCTTTCTATCAGGATATTTTATCAGAGTA\nAGAAATGAATGTAGGAAAGGTGCTGTATAGATGTTCTGTGAGGCTGTGGGTCAGCACTTA\nGGGAAATGGATGGCATTCACAGGAAGATAAGGCACCAGGTAGGATTTAGAAATGTCCTGA\nCATGTGGATATCTCATTTTACACACCCATCTATGTCAACACAGCTCCAAAAGAATGTCAA\nATAAAGTGATTAATAAAAAATTATAATCTGCTGGGTGTGGTGGTGCATGCCTTTAATTCC\nAGCACTTGGGAGGTAGAGGCAGGCGGATTTCTGAGTTCGAGGCCAGCCTGGTCTACAAAG\nTGAGTGCCAGGACAGCCAGGGCTATACAGAGAAACCTTGTCTCGAAAAACCAAAAAAAAA\nAAAATTATAATCTGTCTTTATTAAACACGAGTCTAGTAAGCAGCTCTAACCCATATTTGC\nATTTAAGATGTTTCCCTTCCATGGAGAATAGAGGGAAGATGCTTGTGTCTTCCCAGACAG\nGGCTCAGTTCTGGAAACTTCTTGGTTACAAGTGTCAGGAATTCCTCTTGTGATACAACTC\nCTACTTCATGCCTTTAATCCCAGCACTCGGGAAGCAGAGACAGGTGGGTCTCTGAGTTCA\nAGGACAGCCTGATCTACAGATTGAGTACCAAGACAACTAGGGGTACACAGTAAGACCCTG\nACTAAAGAAAAAGAATAAAGAAAGATGAAAGAACACCATGCATTGTTGACATTAGGAACC\nATGCATTGTTGACATTAGGAACCATGCATTGTTGACATTAGGAATCATGCATTGTGACAT\nTAGGAGCCATTCATTGTGACATTAGGAACCATGTATTGTTGACATTAGGAACCATGTAAT\nGTTGACATTAGGAACCATATTGTTGAATTAGGAACCATGTATTGTTGACATTAGAAACCA\nTGCATTGTTGACGTTAGGAGCCATGTAATGTTCCATGTAATGACATTAGGAACAGACAAG\nACTGTGTATGTTTATAGTAGGTAGGGTGGGCCAGGGCATTTGGGCATCTCATTTTCATGG\nACAAACTCCCTTAGGGTCATTTCCACATGACGTATGAGTTATACCCAATGTACTTGGAGG\nATTAGATGGCATACTGAGTCAATGTTATTGTTAAAGCTAAAATGGATCCAACCATTTTAG\nTCTTTATTCAAAACTATTGAAACATTTGAGTGGGCCTGAAGCAACTGCACCAAAACCAAA\nGGGCTGGATGGGTTTAAAGAGCCTCATGGGAGAAGCACAGGACATCTGTGTGTGATAATT\nTGACTTTTTGTTTGTTTGTTTGGTTGGTTTTTGTTTTTTGTTTTTCGGGACAGGGTTTCT\nCTGTATAGCCCTGGCTATCCTGGAACTCACTCTGTAGACTAGGCTGGCCTCGAACTCAGA\nAATCCGCCTGCCTCTGCCTCCCAAGTACTGGGATTAAAGGTGAGCGCCACCACCCTGCCC\nCCCCCCCCCCCCCCCCCCCCGGTGATAATTTGACTTTTATGACTCTAAAGTTAGGCATTT\nACCCTTTCACTGAGACTGGGAGACAGGGGTGTTGGATCTTTCCGAGTTTTGTTGCAGAAA\nGATGGATCTCAGGGCCTTCTAAATGACATTCCTGGGTGAAACCAGAAGTCACACATATAG\nTTAACCTTCTGGATCCAGAGTGTTGCATCTGCAATTACTCCAAAAATATTCAAAACATAT\nTTTCTTGCAAAGTTTTTATTTTATGTGTATGAGTATTTTGCTTGCATGTGTGTCTATATA\nCCAGCACCACATTAATGCTTGGTTCCTGGGAAAACCAGAAGAGGTCATTATACCCCCTGA\nAACTGGACTTACAGACAGTTGTGATCCACCATGTAGGTCAATCCCAGGTCCTCTGGAAGA\nGCAGTAAGTGCTCATAACCACAGAGCTATCATTCTAGCCTCTCAAACATACATTTTAAAA\nATTGTAGGTGTGTTGAGTGTGATGGCACACTCAATCAGTCCCAGCACTGGGAGGCAGAGG\nTAGGCAGATCTGTATGAGTTCAAGACCAGCCTGGTCTACATAATGAGTTCTAAGCCAGTC\nAGAGCTACAAGTTGAGACTCTGATTCAGCAAAGTGTGTGCCTGTGCCTCTCTCTCTCTCT\nCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTTCCTCTCTCTCTCTCTGTCT\nCTCTCTCTCCCTCTCTCTGCCTGTCTCTCTCTGCATGGGTCTGTCTGTTTGTCTGTCTGT\nGTGGGGGTAGGAATCTGGAGAGATGGCTCCCAGTTTAGAGCACTGATTACTTCTTTCAGA\nGGACATTGGTTCGAATCCTAGCATCTGCATGGCTACTCACAACTGAAACTCCAGTTATAG\nGGAATCTGATGCCCTTTTGTGACTTCTTTGAGCACTATACACATATAATGCACAGACCTC\nTATTCAGGAAAAACACTCATAAACATAAGATAAAAATAAATTGCAGGTGAACTTGTTGTG\nCCAGGAAGTGTTCGTGAACCCCAAAAGACCACCAAGAAGCTGATTTTGATGTAGTCTCAC\nTAAGGTCTCTTTATTTAAGCTCAAACTTGGGCCACACCAGCATCTCTAATGCAGTAGAAT\nGGGAAGATATAGCCCTGAGCCCAGCTTTTACTGATTGGGGGTAGGGGGAGGGCATTAAGG\nCCTTTAACATAATTGGCTGGTGCTGGGAGCCAAACCATAAACTTAACTTCTGTTTTCCTT\nCTGTTTGTTGGTTGTTAGAAAATGAAGTGCCAGGGGCAGACTTGTTGGGGAATAACCTGG\nAAACTGGTGTAGGTACCAGCCTGTTAGTTAACTTGAGTTCAACCTTAGGTCAGGTTCTCT\nAACATGAAGTCTGAACCCAAAAGATCTGATCTCAACCTCAGCAAATTACTCCTTGGCTAA\nTATAACAATTACTTACATAGCATGTATATTGTATTGGACATTATAAGTAATCTAGAGATG\nTCCTGAAGTGTATGGGAACCAGGCACCACGATGCAGGCCTATAATCTGAGTAATTGAGAT\nGCTTAGACTATGGAATTGTGAGTTCAAGGTCAGCCTGGACTACTGAGTGGGTCTGAGATC\nAGTTTAATCTACATAGCAAGGCAATATTTCAAAGAACAAGCAAAATGAAGTGCCTAGAAA\nATGTGCACAAGTGTTTATCCTCCATGACAGGTAAGAATGAGCAATATAGACACTGACCTT\nAGATGGGCACTCCCACCTAGCTACTCTATACCCTAGATGGGATTATGGAAAACAAGTAAG\nTCTTGTGCCCCCATCCAGCTCATCTTTAAAAAACAAAAAAGGGAGAGGCTTGAGTAAAAT\nTGGCTAAATAGGCCTTAAGTGTTTGCCATAGTTGGTCTTCTGCCGATCTGGGTAAAGTCT\nTCGGACCTAGGGTGGAGTCTTCCTCCTTGCTGCACCTACAGCTTCCAACAGGAGCAGACT\nGCCTGCTGAGCATGCTTTGCAATACAATTCAGCTGAAACAAAGGATGGGTCTGTGGGCCC\nTCCCTATATAATTACAGTGTTAAATATTAAACCTTGAGCCTTGAACAGAAACCTTTGTCT\nTGGCTTCATCCTTCTCTTGCCTGCCTGTCCTTTTTCATTTCCAGCCTCCCTTTCAGGTAT\nACCATGTTCAACCAAAGCTGATGTACAGCTACACATTGGTTGTATGAATGCATAGTACCA\nCTTTTATAAAAGGGCTCTGAGCCCTTTGGCTGTTCACTGGGAGGCTGGGACTCACTCCTT\nTCAGTCTGGGAGAAACTATCTTTTAAAGTGAATGTTCCTGGGACTGGAGAGATGGCTCAG\nTGGTTAAGAGCACTGACTGCTCTTCCGAAGGTCCTGAGTTCAAATCCCAGCAACCACATG\nGTGGCTCACAACCATCCGTAATGAGATCTGATGCCCTTTCCTGGTGCATCTGAAGACAGC\nTACAGTGTACTTAGATATAATAATAATAAATAAATCTTTAAAAAAAAAAGTGAACGCTCC\nATGAAAAGGTAACTTGGGGGCCTCAAGTTGCCTAAAGTTTGGCTAAACTTGGAGGGATGT\nTAAGGGGATCTTGATGGTCCTTTTGTGCAGTTCTTCATAAGCACATCCCCAATTTCACTC\nTCGCTGTTTGAGAAGGACCTTATCTGCGGGAACTCTCAGACCCCTGTATGAGCTCCTTCT\nCATGAACGGCCCATTGAGACGAACTCATGAATGTTCCCTTTTAATGTTCTTAGGGAAGGG\nTATTTTCGTTGAGTGATTCAATAAACATTTATGAGGCGGCTCGTCTGTGCCAGGTGGTAT\nGTTAGGTATGAGCCAGGTGGAAATTCCCCTCAAAGAGACCTCAAGACACCAAAAGAAGAC\nAGATGAATAAATAAAAATATTCAACATAAAGTTGTCCTGGGATCCAGACATCCCCGAGAG\nACTTGCTGGCCATGAAAATACCCATACACAGAAGCTCACTGTAGCATAATTCTGAGTGAG\nCAAATGGGAGAGAGCACACACTGAACCAATGGTGACAAGGGAGATGTGGCATTTACTGTT\nATTCAGTATTGGTCACCAATGAGAAGGAAGAAAGCTCCAGTTCATGCCACACTGTGAGTG\nGACCCGGAAAACATTCCAACAAATGAAAAATGCCAGGCACAAAAGGCCATATACTACACT\nATTCTGTTGGGTGGAAATGTCTAGATTCAGCAAATCCAGTCACAGAGCATGCATGAGAGA\nTTGCCTAAGGCCTTGGGGTTGAGAAAATGGGGAATTGGGTGCCAATGATACAGGGTTCCC\nTTTTTTTAAAAAAATAAAAAAACAGTAAAGTTGATTGTGGTGAGGAAGGCCTCATTTTGT\nGACTAGGCTGAAAACTGTTGTGCACTTTTTTTTTTTTTTTTTTTTGGTTTTTCGAGACAG\nGGTTTCTCTGTATAGCCCTGGCTGTCCTGGAACTCACTTTGTAAACCAGGCTGGCCTCGA\nACTCAGAAATCCACCTGCCTCTGCCTCCCAAGTGCTGAGATTAAAGGCGTGCGCCACCAC\nGCCCGGCTTGTTGTGCACTTTTTAATGGGTGTCTTACATGACCCACAAATTCCATCTCAA\nGAAGCATGGCACTATGGGGAGTTCAGAGGTGGCTCAGAAGCTAAGAACACTTGCTGCTCA\nATCCTGAGCCCTGAAGTTAAGATCCCAGCACCAACACTGGGCAGCTCACAGATTCAAGTA\nACCTTCAGGTGGCACACACAAGACAGGGTTTCTCTGTGTAGACATGGCTGTCCTTCAGCT\nCTGTAAACCATGCTGGCCTTGAACTCACAGAGATCTGCCTGCTTCTGCCTCCCAAGTGCT\nGGGAATAAAGGTGTGGGGCACCACTGCCTGGCTAGTGACTCATACTTTTAATTCCAGCAC\nTCAGTTAAAACAAACAAACAACTAAAGCAAGCAAGCAAGTAAACACACACACACAAAAAC\nCCTTAAATGCCTATAACCCTAGCTCTAGGGAGTCTGATGTCCTGCTTTGGACCTCAGGCA\nCCACACATACCTCTACATACACTCACATAGAAGCAAGTACATACAAATAAAATCAAGTCA\nGCATGTGCAGGGTGCAGCATGAGGGTCTCAAGGGGAAGCGATGCCTGAGAAGGTGAAGCT\nTGCAGCTTGAATGCCCGGGTTTCCACAGTCGTTCGAGAAGAGGGGACACATGTTAGAAAT\nGAGCTCAGGGATGTGTTTTCTTCTCATACTCTCAGGCAAGAATGTTGCCCTGGATTGACT\nCAATAAACATTTATGAAGCAGCTCATTTGAACTTGGTATTATATTCGGGATGAATGGAAT\nGTACGTCTTCCTTCGAAGAAACCTCACAGCTCTGAAGAAGATACATGGAGCCCTGTCAGA\nATGGAAGGCATTGCCATGGGCCCAGAACCAAGCATTCTGAGGATATGCAGGTGTCCCAGT\nGGTTCCAGATCATAGGTATCTGTGGAAAGTCTAGGGACAGACATTGCCTGGGCATGGACA\nGAAGTTAGACTTTCATCCACCAAGCATCAGGAGGGGTCAACAGGCTAGGGATATGGGCTC\nAATTCCAGCTCTGCATCAGTGACCTGAGCAAGTCACATCACTTTTCTCACCCGCTTCTCT\nGTGACACATATAGCACTGGGGCATCCGACATCCCTGCAACAGGGCCTGGCAAGCTCTGAA\nTATCTGGGCATGTGTGTTGACATCACATCATAATGAATTACTGTCAAGTGACTCATTCCC\nATGAAGTGGAGGCTGAAGAGACCAGACTAAAGCAATGAGATGGGAGAAGTCAGAGTTGTC\nCACAGAGGATGATGGCTAGGGAGGTCAGGAGCAGCAGGGATGGCAAGGAGAGAGACTCCC\nAGGACCCAATGGGGATGACTTCAGCCAAAATACACAGCCAAAGGGGAGCTAGAACCAGTA\nGAGACCACCTCCAGCAGATAGGCACAGTCCCTGGTTGAGGGATGGGGTCACCCGCCCATC\nTCAAAGCTTTTAACCAGAGATGTTCCTGTCCAAAGGAAAGACAGGGACAAAAAATGGAGC\nAGAGACTGAAGGAAGGGCCATTTGGGGACAGCCTTACCTGGGGATCCATCTGGTCTGCAG\nACACCAACCCTGGATACTGTTGCTGTTGCCACGAAGTTCTTGCTGACAGAAACCTAGTGT\nGGCTGTTCTCTGGGAAGTTCTGCCAGAGCCTGACCAATATAGATGTGGATGCTTGTAGCC\nAACCATTGGACTGAGCTCAGGACCCCAGTGGGGGAGTTGGGGGAAGGACTGGAGGAGTGG\nAGGGAGACTCAAACCCATAGGAAGAACCATGTCAGCTGGTTAGACTACCCGGTGCTCCCA\nGGTACTATACCACCAACCAAGGAGTGTACATGAAGGGATCTATGACTCCAGATACATATG\nTACCAGAGGATGGCTGCTTCAGTGGGAAGGGAGACCTTCAGGCCTGTGGAGGTTTGAAGC\nCCCAGTGTAGGGGGATGGTGGAGTGGTAAGACAAGAGTGGGTGAGTGGGTGGTTGGGGGA\nGCACTCTCATAGAGGCAAAGGGGAAGGAAGAGAGGGCAGATGGGATGGGGGAGTTGTGGA\nGGGGTAACTGGAAAGGGGGATATCATTTGAGAAGTAAACAAATAGAATGATTAATAAAAA\nTGAAGAAGAAGAAGAAACACTGGGGTGTGTTGACTAATAAGCTAAGGGCAGGGAGAGGTG\nGAGGTGTGCCTTTAGGAGCCTTCTGGAGGCTTTGTTGTTTCCTTCTGTTTTTGTGCCTTT\nCAAGACAGGGTTTCTCTGTGTAGCCCTGAGTGTCCTGGAACTTGCTTTGTAAACCAGTCT\nGGCCTTGAACTCAGAGATTCACCTGCCTCTGCCTTCTGAGTGCTGCCATTAAAGTCATGC\nTCCACCACCACCTGGCTTGCTTTTAAGTTTCTGGTTTGAACAATTGGATGGATGGATGGT\nGGGATCATTCATGGAAATGAAGAAAACAGAAGAAAGAGAAAGTGCAAAATTCATGTATGT\nCACTGGCGAAGTCTGGCATATGGTATCTGTGTTGGATACTGTTATTATTATGCATATAAT\nTTCATTTTTTCTTATAGCTAAATAAAACTCCTCCGTTGTATATATCCAACAAGGTTGCTT\nCCTCCTCCTCCTCCTCCTACTCTTCCTCCTCCTCCTCTTCTTCTTCTTCTTCCTCTTCCA\nGTACTTGTCTCACTATGTAGCCCATTGGTCCTAAAACTAAGTAAATTAGGCTAGCCTCAG\nATTCACGGAATTCCACCTGCTTCTGCTGTGCTGGGTGGAATTAAAGGCATACACCACCAC\nACCTAGCCTTAGTCTGACTTGTTTTATGTAACGTGATGTTCTCCAGTTCCGTCCATTTTT\nCTACAGATGACATAATTTTATTTTTTCTTAGATCTAAATAAAACTCCAATGTGTATATCT\nCCCACCCTCCCTCCCTCTCACCTTTTCGCTCCCTCCCTCCCTCCCCCCCCCCATCAGTGT\nGTGTGGCAAGTATACTTGTTAGTGTCTTTTCTTGAATATTCTCTACCTTTGTCATTTTGA\nACCTGAGCCTCACTGAGCTCACGGACTCTGCTAGGCTGGATGGCCAGTGAGGGTGAGTGA\nCCTTCCTGTCTCTGTATTCTAGTGCACTCCCTCCCTCCCCTGCTTTTCCACACAGGTTCT\nAGGGACCCAAACCCAGGACCTCATGCTTGCAGACATTTTAGGAACTGAGCCACCTCCCTG\nAGTCATTTTCTCTATCTACTCATCTGTTGACAGCAACAAGGCCGACTCAATAACTTGGCT\nGTTGTGAATGGTGTCGCAGTGAACAGACACGAGTGATTATCTCGTTCATACAATGACCTT\nGATGCCTCCAGGATACACACAGGTGTCCTCCTAAGTCCCCTAATTTCTGATCCAGAACAC\nTTCTCATTTGTTCCCCTTTCAGTCACTAGTGTTGGGACCCTCTCTTGAGGTGGCATGAAA\nGGTCATGAGGTGGCCGGCCTGGTGGGCAGCTCTGAGGTAGAGCAAGTGAGAACTGAAGAG\nTTATGACAGTAGCTGCCTATGGTTTGGGATAGAAAGTTCTGAGGGAACTGGGAGATCATG\nGGAAGCAGCTCGGGACCATTTCTTGGACCAGGTCAGCATAATTGGCACAAATGTAAGGTT\nAAAAATGTGAGATGTACACTTCATTCTCATTAGAGGGCTCTGTTACTCCGCTCAGGGACT\nTCTGATACCTGGCCATTTTCTCCCAGGCTGGCTCTGAGAGAACAGCATGGAGTTTACTCC\nCTAAGTCTTTTGGCAGAGACAGTGGGTTTATGAAACTCCAAAGTGGATATAAGTGACCTT\nGGAGAAAGTTGGTAACGTTTACCCAAAGCTGACTGGTCAGTGACTGGTACGTGGGCTTTG\nGAGAAAGTCAGTGCTCAGTAAATGTCTATGCTTGGATGGAATGCTCTTTAAATGGGCACG\nGGCAGACTGAGGATCTCAAGGCTGCCACAAGTGTTTCCCATATCCACGGTGTCACCCAGG\nATTCCTGTCAAAATGGCTCTGCTCTACACAAGAAAACCTACAGAATCAACTAACCTGGGC\nCCATGAGACTCACAGAGACTGAAACACCAACTAAAGAGCATGCAGGGGGTGGGGCTGGAG\nAGATGGCTCTGACTGCTCTTCCAGAGATCTTTAGTTCAATTCCCAGCAACCACATGGTGG\nCTCACAACCATCTGTAATGGGATCTGATGCCCTATTCCGGTGTGTCTGAAGACAGCTACA\nGTGTATTCATATATACAAAATAAATAAGTCTTAAAAAGAAAAAGAGCATGAAGGCTGGAC\nCTAAGCCCCCTACACATACATAACAGATGTGCAGTGTCATGTGGGGCCCCCAGCAACAGG\nAGCAGAGGCTGTCTCTCTGCCGTTGGGACCCTTTCCCCTAACAGGGCTGCCTTGTTTAGC\nCTAAAAGGGAGAAGATGCAGCTAATCTTCCTACAACTTGGTATGCACGGTAGGCTGACAT\nTCATGGAAGGCATCCCCTTCTCTGAGGAAGCAGAGCTGGGAGGAGGGGACATAGAGAGGG\nACTGGGAGGAGAGGAGGGAGGGAAGCTCCAATCAGGATGTAAAATAAAGCAATGAATTCT\nTAAAATGTCTCTGCTCTAAGGCTCTTTTTCAGACAATCTCTTTAATCTGAGATGACTCCT\nGATGTGTTTCTTATGCAGGTAACTAAGTACTCCTTGGTCAGTTCTGAGAAGTCAGCACCT\nCTAGTTAAAGGCAGGCCAGTGAGAGTCCAGGGAGAGCCCAGAAACAGCCAGTGTTGGCTG\nTGCCTTCCTCCACTGGAAAACACTTGTCCATTTACTCTGCTCTTACGTTTTTGCCAGTTA\nCATTTATTTCCCAGTCAAGCTTATGGAAGATATTAATATAAAGTCTCATGAGAAGGGAGC\nTTCAGGTGAGTGCGCTTCTGTTCCAGAGCTAATGCTTATGGGTTTGTCTTTCTTCCACCC\nTTTACCCCCAACCCCCTTTCATCCTTTCAACCCCTAACACTAGATAGGAGAGAAAAAAGG\nAGAGAAGGGTGAGAGGGAAGGAAAGAGAACCCTGAATCTAATTTCTTTTTTCTTCTTTGA\nGCATGACTAACAAACCACAAAGAACCCTCTTGAATGACCAATAGCAACCCACCCACATCT\nCAGGGCTCTAGCATTTATACACCCTCTGAAAAGTCCCCAGATTCCAAATGTCACACAATC\nACAGAAACTATCTACAGCTGGCAAATCCATGCCTCTGCTGGAGCACGAGGCAAATCATAG\nTCAGCTGCGGCAGTCGCTCAGAAGCAGCCCCGTATCCCACACCTGGGACTAGAGGGAAAA\nCAGTCTTATCATATTTCTGTGTTTCTTAAGGAAACCAAAATTCCAAAATTGTCACTTCAA\nATGATGATCACTACTGGAAAAACTCCAGTTGTCCAATCCTTCAGCTTGCAGCAAGCTGGA\nTGACCATCCCAGAAACACTGAAACGTTAAAGGGACGGTGTTCTAGTGCTCCACACAGCTC\nAGAGGACCCGAAGGGCTGCATGCAAGTGGTTGCTAAGAAGTATTTTTTTTTATTTATATT\nTATATTTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTCTGTGTGTGTGTCTGTGTG\nCTAGTATACTGGCTCCCTTTGAGGTGAGGCAAGGATGTTCTCTTCCAGTCCTCTGCGAGA\nGCAGCAAGCATAATTGGAACACTGAGCCATCTCCCCAGCCAGGTTATAAAGAAGTATAAG\nCATTTTGCTATTGTTGTCTTCTTGCATCTCCACAAACATAGTTTCGTGTTTTAAAGATGC\nTTATAACTAGTCATTAATATTAATATAGTTCATTAAATAATACATAGGTTGGCCGGGCGT\nGGTGGCGCATGCCTTTAATCCCAGCACTCGGGAGGCAGAGGCAGGCGGATTTCTGAGTTC\nGAGGCCAGCCTGGTCTACAAAGTGAGTTCCAGGACAGCCAGGGCTATACAGAGAAACCCT\nATCTCGAAAAACAAAAAACAAAAAAACAAAACAAAACAAAAATAATACATAGGTTGAACC\nTAGGGTCTCCGGCTTGCCAGGCATACTCCCTATCACTGAGCTATCTCCTTAGGCCAAGGG\nCTCCATGTTTTACTTTGTGTTATCATCCCTGGGAACAGTGTATCAGGTGAGGAGATCCCA\nTAGAAGTCACCAGAATGGCCCTGTGGCTCAGTGAGCTTCACCAGACAGACATCTTGTATT\nCAGATATCAGGAGCCATTCTTGTCTGACATTTGGATGCAAATAATCTCTGAGAAATTCCT\nTCTTTCTCTGGCCCCATATGTTTCAGCCGTGGCTCCCAGCATCCTACCCCATCTTGAGAA\nCATGCAAAGAACTCATTCAAACACGCCATCTGCTTCTCCCACTTGGACTCAGGCTGAGTA\nTTTCTCAGAGCATCTCCTTGGGCACGGACGTTGGCAAGGACAGTTTAAAACTGCCCCTGC\nCAGGGCCCACAAGCTCCACTTCTGTGGAGATTTTTCCAGGGGCCAAAAACATCTCCAGTG\nTTCTGGCCTGGAGCAGCCAATGGAAACCACAGCCAGGACCCCTCCCACTCTCCCCCAGTG\nGCATCCCGGCTTCCTGCCTTCTGTTTCTCTCTCTCTCTTGCCTGTCTGCCTGACTCAGAA\nGTGAGGACTTACTGGGCAGCTGCTTCAGAGTACTGGGGACTTCCAAGATACCTCACCTTA\nTTATCTGTCCTGTGGTTTCTGGGGGTGCTCTGTAAAGATGTCCTGGAGACGGGTCATTCT\nCCTGTCATCTCTCTTGGCCCTGGTGCTCCTGTGTAGTGAGTATGGGAGGGTCAAAGGGTG\nGGTGGTGTTAGCTACACAGGAATACTTACTACGTATAGGTAAATTTGTTCAGGTGGCATA\nGGTAGGAGGGGTGTGTTTAGTAAGGAAACTATTCTTGGTGTGTGTTTGTGTGTGTGCAAA\nAGATAATGTAATAGAGAAAAACAGCAAAGATAAAAAATAGGAAGCAACCCAGCTCATATG\nGTGGGTTTCCATCAAGACTGGATGGTATGCCAAGGGGCAGAGCGCCCCATATGCAGTCTG\nGCAAGCCACTGCACCCAGAACTATCGAAGCCCCACCGGGGCCTCTGATGTTGCCACCTTT\nCCTTGTGCCTTACCCTACAGTGCTACAGGAGGGGACCAGCGCTTCTGTGGGGAGCAGGCA\nGGCAGCTGCAGAGGGGGTGCAGGAAGGTGAGTCTAGGGGCGATCCCTACATGTGGGAGAG\nGTGGATCCTGCTCCCCCATCCCATGTGCGTGTGAAGAGCCCTTTTCTGGTTTCAGGTGTG\nAAACAGAAGATTTTCATGCAAGAATCTGATGCCTCCAATTTCCTCAAGAGGCGTGGCAAG\nCGGTCTCCTAAGTCCCGAGATGAAGTTAATGGTAAGGCTGCTGGATGGTCTCCCTCCCAC\nTGTGGAAGACCAAAGCCCCAAGAGATTAAAGTTCTGGGAGCAGTAGTACGATATCTGGGG\nCCAGTGAGATGGCTCAAAGGGTGAAAGTGAGTGGAATTAAGTCCTTGGATTGCATTTGGT\nAGAAGACAACTGGCCCCAAAAAGTTGCTCTCTGACCTCCATGTGCACACAGTGGTAGGAA\nTATGTCCCTAGTAAATTAAATAAATAAAAATATAGAAACGGTATCATATTTCACTGTCTG\nTGGGCCACTGGTTGAACTGAATGTGGCATCAGAGTAAAGAACTGTATAAAATAAACCACC\nTTAAGAGGACCAGGGGGCTGGTGAGATGGCTCAGTGGGTAAGAGCACCCGACTGCTCTTC\nCAAAGGTCTGAAGTTCAAATCCCAGCAACCACATGGTGGCTCACAACCATCTGTAACAAG\nATCTGACGCCCTCTTCTGGGGTGTCTGAAGACAGCTACAGTGTACTTACATATAATAAAT\nAAATAAATCTTAAAAAAAAAAAAAAAAGAGGACCAGGATGAGCTGGGCAGTGGTGGTGCA\nCGCCTTTAATCCCAGCATTTGGGAGGCAGAGACAGGTGGATTTCTGAGTTCGAGGCCAGC\nCTGGTCTACAGATGAGTTCTAGGACAGCCAGGACTATACAGAGAAACCCTGTCTCGAAAA\nACCAAAAGCAAGCAAACAAACAGGCAGCAGGATGGATCCAGATTCAGAAAGTGAAAACCT\nAGAATGTGTACTACGTGTAAAGTAAAGGGAATGGGGTACTTCAGAGCGAGAGTAGTGGCC\nTGATGCACCCAGGACAACATGTGTCATCAGGGGACAAAGCACAAGGGACCCAAGTGCTGA\nGAAGAGGTGGTTTGGTAACAGTTCTGCTGCTGAGTGGCCTTAGCCACTCCCCAACATTGT\nTTCCAGTTTCCTTATCTATAAACTTGGGGGGAAAGCTGGTGACAATGTATCAAGGGAGGG\nAGCTGGTATATGTGTGTGTTTTGTTTGTTTTGCTTTGTTTCTTTCCTGTGAATTTTAGAC\nTCTCCAGTACTCTGAATGCCTCAGTTGGTCGTTGACCTGCCAGCCCAGGGGGCACTGGAA\nTTTCCGACCCCTAACACTGATGCTCCTAAGCCTCTGAGCTCAGGCCATCCTGGCTGAGTG\nGGTGCTTTGATTCTTCCCTTGTGCATGCGGGTGAATGAACTCTTTGTGTCTTTTACCAAA\nCTCAGCAAGGTGACTTGCTGCTCAGTAAAAACAGCAGGATTATTTTCAAATGATGAGGAG\nGAACAGATGGAAATGCGTGCAGATCGTTCTTCTTTGAAACTTGGAGACGTCTAATCAACC\nACAGTAGGAAACTCGCCAGACGGCGCACAGCTTGAAATTTGAACAGGCTGATGTCAAGCA\nACACTGAGAGTCTGTGCTGGACCTGCAGTCTTTGGTTGCAATCAGAGAAGCAGCTTCTGG\nCAGCCTCTGGGAGTGGCAATTATCTTCTGTCCTGTAAAACCGACTCAGAGTAATGTGGTA\nCATGGTTAAGCCTGAGGTCTTTTACCTTAAACAGAAGCTCAGGCAGGCAGTAGATGAGCA\nTCCAAGTGAATGACTAAGACTTCACATATGTACTCAGCAGCAGCCACTAGCAAGCTGTGT\nGGACAGGTAGAGAAGCATGACCTTGGAATTCACTTGAACTTAAAACTGCTTTAGAGTAAG\nAATTGGATAGGGGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGCGCGCGCGCGCGC\nATGGGTGTGCGAGTACATGTGTGCACACTCATGTGCATGCAGATAGAGGCCAGAAGACAA\nCTTCAGGTGTTGTCTCTAAGTTGCTGTCCACTTTTCTTTTTGAGGTAGGGTCTCTCAGTG\nGTCTGGAACTTACCAGGTAGTCTAGCTTGTTGACTAGCAAGTCCGTGGGACCTGTGTTTC\nCTCCATTCCAGTTCTGGGATTACACGCACATGGCACCATGCCCAGCTACTTTTGAAAGCT\nGTATAGAATGTGTTTGTTGGCACCTAGGATAAAACACCCTTTTGGAGGAGAATGAAATTG\nTTGGTAGGTCAGATTCAAATCACTCATGGAGTCTTTCCTAAAATTCAAGCCTTCCTGCAG\nAAGTTTTGTGATGTCTGGAGCCTCAAGTGAGTCAGAAGGGAGCCACTGTCATGCATAGTG\nCTCTGGGCCAGGCAGCTGTGTGACCTCCATTGGGCCACTACACCTCTCTGGGTTTGGATC\nACCTCCTGAGAAATCTGTAGGGTGGAGCGATGGATTGGACTATGTGTCATTTCTGTCAGG\nAAAAAGTTTCCTGCCATTGGCAGAACTTTGAAAAGAATCACAGGACTTCTCTCAGAAATC\nTGGTCTAAGGCAAACTCACAGATAACCTGGTTTTAGTGAGTTACTTAGTTCTCACATACT\nTACTTATTAATGTAAGCTTCTTGCTTCCAGGAGGGATTTGAGATTTTCATCTCCACTTTC\nTTATTTCTTTTTCCTTCTTTCCTCCCTCAACAGAACAAAACAAGCAAACAAAAGAAACCA\nTTTATTGATTTACTCTGTGGGGCATGTGGGTGCATGCATGTGTGTGTGTGTGTGTGTGTG\nTGTGTGTACAGGTCAGAAGACAATTTGTGGAAACCGACTCTCTCCTCTCATATGTGGATT\nCTGGGACTCAAACACAGGTTGTCAGGCTTGGTGGCAAATACCTTACTGCTGAGCCATCCT\nCTAGACCTCATTTTCTTTCTCTTCTCTGCTGTTCCCTATTACCCCCAGTGCTCAGTATGG\nACTTGGAGGCCTTGTGCATGCTAGGCAAGCCAAATGCTGTACTGTAGAGTGTGATGGGTG\nCCTCAGCTTGCCTCAGCTTTTCTGTGTCCCATTCTTCTTTTGCATACCGGTGCTGTACGG\nCAACAGGCACTGTGATCCAGGGATGTGGGGGGACCCTGCCTTCACAATGTGAGGTGAACT\nGATGGACCCACTCTGTGACCCACAGGCCTTCAGTGTGCTTCCAGCTGAAGGACACATGTT\nCTAAGGACCTTTAAAGAGATTTAAATATCGTCTTCCAGAACATCACAGCTCTCAATCTTT\nTTTCCTAGATGCCATCATGGAAATAAAAACTTATTTGACTATTATTGCTATTTTGTAAAG\nTGTTAGGAATTGAACGTAAGGCCTTGAACATTCTAGGCAAGTACTCTACCATAGAGTCAC\nACCCCGGAGTCTGATGACACTTGATTTCACACACTTCTTAACTGAAAGACAGGGCTGCCC\nATCTTAAGAAGTCGATGGTATCTTTTTTTTTTTTTTAAAGATTTATTTATTCATTATATG\nTAAGTACACTGTAGCTGTCTTCAGACACTCCAGAAGAGGGAGTCAGATCTCGTTACGGAT\nGGTTGTGAGCCACCATGTGGTTGCTGGGATTTGAACTCTGGACCTTTGGAAGAGCTGTCG\nGGTGCTCTTACCCACTGAGCCATTTCACCAGCCTCAGATGGTATCTTTATTTGCTGTTAG\nTTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTCCTCCTCCTC\nCTTCTTCTTCATTTACAAACCTATTTTCTATGTGTACATGTATTTTGTATGTAGCAGGTG\nCATACCTGTTATAGTGCACAAGATGTCAGAAGCCAGCTTGTGGGAATCAGTTCTCGTCTA\nCCGTCTGGGTTCTAGGGACTGAATCATGTCGTTGGACTCCCGAGTCCTGTCTGAGATAGG\nTGCTCAGAGTGGGAGATTCATGCTTTACAAACTTTATCCTTACTATATGTGCTTGGGTAT\nCTTGCCTGCACATATGTCTGTTCAGGACATGCATGCCCGCTGCCCATGGAGGCTAGAACA\nGGGCACTGGATTCCCTGAAACTGGAGTTTCTGATGGCTATGAGCTGCAGTGTAAGTGCTG\nGGAATCAAACACACATCCCCTGGAAGAGCAGCCAGTGCTCTTAACTGCAGAGCCATCTCT\nCTAGCCCCAAGGTTAACTTTCAAGACATTTATTCTTGAGTTCATTTCCCATCACGTGAGT\nTCAAGTTTCTAAGTAGTCTGGTACTTGGATCACATCACTAACTTTGTGACCAGAGCCAAA\nGCACTTACTCCCTTTGGGCCTCCATCTTCTCATCTGCAAAATGGGGTCACTGGATAGAAT\nGGTCTACCAGGCCCTTCGTGTTTTAAAGTCCAGGCAAGGCACAAACCATTTCAGCAAAAC\nCCGTGACCATCCTCTTCACCAGGTCTAGCTTCTCAGGTATAGCGTGGTATCCCTCACATA\nCACACCCACCTTCTCTTTCTCAAGAGCAACTTTGCGTTCACAGCGGAAAACAGACAGAGG\nCTGCGGGATGATGAGCTGCGGAGGGAGTATTACGAGGAGCAAAGGAACGAGTTTGAGAAC\nTTCGTGGAGGAACAGAGAGATGGTAAGCTCTCTCCAGCAGCTCCTGGGGGAGGAGAGCAT\nAGTGGGGAAATCCCAGGCCTGCCCTCATGTCTCCCCGATGCTGACTGGAGGAAGGAGGCA\nTGGATGGGGGAATCCATTTTCAACTCCCATCTATGGTAGATGTGAAGAGAACGAGCCACA\nAAAATGGCTATGCAGACTTAAGATGTTGTGGAAGAGGGTAAAGCACATAGGGGCTGGGGA\nCCCAGTGGCCCAAGGACAGTGGAGACCAGGGAGTTATTGGCTGACTGTATGGGAGTATAA\nCTACCCCATCTCTGTTTTGGAATCACTGTGGATCTAAGCACCCCAAAGGTGACTCGGCTC\nCTGCCGAGTTGACAGGTGGATATCAAGGTCATGACCACGAGTCCCTTAGACATGAATGTA\nCCAATTCGAGGTGCTACTTAATCCGGGAAGATGAGGACCACTTACCTATTCCTTATAATC\nCCTGTCTTCTTCTTTTGCATTTTCTTTTCTTTTTAAAAAACATTTATTTTATTAATATAA\nGTACATTGTCCCTGTCTTCAGACAGACCAAAAGAGGGCATCAGATCCCATTACGAATGGC\nTGTGAGCCACCATGTGGCTGCTGGGAATTGAACTCAGGATCTCTGGAAGAGCAGTCAGTG\nCTCTTAACTGCTGAGCAGTCTCTCCAGCCCCACTCTTTCATCGTATTACATAGGCGAGGC\nTTCTCCATCCAATTTGGAGCTGGCCAGTGTGGCTTGTCTCACTAGTCAGCTTGCTCTGGC\nAATCCTGTCCCCAACCTCTGACACTAGGGCACCATGCTCACCCAGGATTTTATATGGAGT\nTTGGAGCTCACTGTTTAGTTCTGGCTCACGGGCTGGGATGTTGCTTAGGTTGCTCCTCTA\nAGGGCACGGTGCAAAGGCTACTGCTTTGGGAATGGAGGACTCACACTTGTGTTTCGAAAG\nCTCATCATCTGCTATGCCATCTTGCCAGCCCATAACAACACTTTGATCAAGAGAGCAGAA\nGCACCTGTTCCTTTTAGCTGCCTTGTACCTGACTTCTAATATCGTAATTCCATCAGAGCC\nTCTCAATTACCCCATAGCAACGTGGGTTCCTAAAAGGCTTCTTCACGTGGTTTTCTGTGT\nCTCTCCTCATCTGTCAGAAGGTGCCCTTTTATTTGTTTTGTTGTTGTTGTTGTTTTGTTT\nTTTGTTTTTTGTTTTTTTTCGAGATAGGGTTTCTCTGTATAGCCCTGGCTGTCCTGGACC\nTCACTTTGTAGACCAGGCTAGCCTCGAACTCAGAAATCCGACTGCCTCTGCCTCCAAGTG\nCTGGGATTAAAGGCGTGCGCCACCATGCCCGGTTCCACAGGGAAGAATGGGGGTATGACT\nTTTTCTCTTTTGGTCCTTTCCAATTCCAAACCTGCCAGATTCCCACACAGTGTCTTGGAA\nGCACCTGGTGCACGGCTTGGGTACAATGCGGGCTTGGGCTTGGGTACAATGCGGGCTTGG\nGCTTGGGTACAATGCGGGCTTGGGCTTGGGTACAATGCGGGCTTGGGCTTGGGTACAATG\nCGGGCTTGGGTACAATGTGGGCTTGGGCTTGGGTACAATGCTGTCATCCAGGTTCTGATA\nCAGACATTGGTTTAGTTCTGGCTCACGGGCTGGGATGTTGCTTAGGTTGCTCCTCTAAGG\nGCACGGTGCAAAGGCTACTGCTCTGGGAATGGAGGACTGAAGGCTGTGCCCATTGCCTGG\nCGGGGGTCACCTAGCTAAATGTTGCAAGCAGGTGTTGGGCTCCCATCCCAGGAAATAAGA\nAATCAAACTTTCTTAGGAACATAATGTAAGGAGTTCAGATGTCACCAAATGCTTCTGTTG\nTCAGAGATTTGTTGCCCTTGGCGGGCTGCTGTGGGGAGCAGCTGAGGAGAGCTGTCTTGT\nTTTTAAAACCTGAGGATTTGGAATCCAAATTTCCTTCAGTGTGAGTTTACTCACACTGTT\nCCTAATAACACGCGACTCAGTGCCGTCCCAAATGTTCCAAGCCGTTGCCAGGCCTGGTGG\nTGCTGGCTAGTAATCCCAGCACTTACTTGGTTGACTGAAGCATGGGAGAATCTCAGTTTT\nAAAGCCAGCCTGGGCCATATAGTGAAACTGTGAAAAAAAAAAAAAAAAGGAAAAAAGAAA\nAAAATAATAACAAGCAAAATTATCATTTTCAAATTTCTAGCATATGGGTGGAAAAAACTG\nACTGTCTTCTCTTTCATGAAGAGTTGGGATGTGGGGTTACCACTTAGAGGGTACTAGGAC\nCTTGGTCCTTGAGCTCCACCCACAGAGAAGTGCATCTGGGCAGAAGCTGCCGGGGACTGT\nCTTTATAACACTGTTGGCGCTGAGCGTTTGTACGGAAACCTTCGAATTCCTGCCACATTC\nCTCTGAAGACAGACCTCACCATTCCCACTTTACAGACTGAAAGACTGAGGCTTAAAAAGG\nAAACACAATCCACACACCGATGTGCCAGGAGATGGCCTGGGATGGGTGCTCAGTGTTTGC\nCAGCAAGGCTGCTCCTTGTCTCCACCACAGACGACCACACTCATGGAGGCCTTTGGGGAT\nCTTCCCACTGGTCCCCAGGGATGATGGGAATGAGTAGGTAAAGGAGAGTGAGCCAAAGGC\nTCTCTCCAGAGCTTAATGAGGGAAGGGGAAATGAGAGGAAGTCTAGCTCACCATAGAATT\nAATTTTTGAAAAAAGCTGAACCTATTACCCCAACCTCCTGCCTCTCTGCCCTAGAATGAC\nTGCCTGGGCTGCTACCTCGAACACACCTGCAACTTTTGCTGATCCCCCCTCCCCCACCCC\nCCACATGCCAATCTGCTTCCAGTTAGCCATTTTATGTTAAGCCACTGAAAGTCTCAGCTC\nTCCCAGGGAGCTGCTTCATGAAAGGGAAGCCTATTTAACAACAGTGGGATGCCTATTCTG\nCTCCTAGGTGCGAGTCAGGCCTGGAAGAGGAAGGAGCGGCTCCACTGAGCTTGAGAGGTG\nTCTGAAAGGCTAAGCCCCGACCAGGGCTGGGCTCTGTGTGTACCTGGCTGTTTCGGGGAA\nAAAATACAGAAGGGGATTTTCAGCTCTAGGGGAAGCATCCAGTGTAGGCTCACACAGAAA\nTGAATCGTCCTCAGTAGCCACGGTGTCAGACACTGGCTTCATGTGTCTCTTTTCCAGCCA\nGTTTTGACAACATAGATCTATGTTTGAAACGTAGGAAATAGAGAGCATGCCAGGTATGGT\nGGCACACATCTGTAAGGCCAGCACTCAGGAAGTCAAGGCATGAGGATGGTGAGTTCTAGG\nTCAGCCTGAGCTGTGGAATAAGACTTTATCTCAAAAGAGCAAAACAAGAAGATAACTTCC\nTGAGAGAAAGTACCCATGGCATTCACAGCTCCACGCTGACAACAATCTCCATGATTTGCT\nTTACATTATTTTACATTATATAGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT\nGTGTACATGTACATGCTTGTAGAAAGAACACTGTGGGAGTCGGTTCTCTTCTTTTGTGTG\nGATTTTCGGGATGGAACTCAGGCCGCTATGTTTAACAGCAAGTACTATTCCCAGATGACC\nCATCTCACTGGTTTGTGAATATTTCAAGGTGTGGCTTGTATTTCCATGTGGCCCTTGTGC\nTGTTTCTTGTTACTTTGGTGTCTAGTCACCTGCTTAAGCCAGATGACTGCTTAAGGCTCC\nTTTCTCCATTGTTGGTAAGGAGGCAGGCCGCTCAGGTGCTAGCTGTTAGCTTCAGTTCTG\nCTGGCAACCACCTATGACCTTTATCCTCTGGCCTGCTCCAAGACAGAAACCTTCATACAA\nATGCCTATCAGCCCCGCCCAGCTCCAACCCTGGAAGTCTCATGGCTCAGGTACACTTAGC\nTCAATGTCCCTTCAGCAGGTGCTGGGGGCTGATCATCAACTCCTGCTGGGTTGGGCATCT\nTCTAATGTGCACAATGGCCTTTTATCTTTCCCGCCTCAGAGCAGGAAGAGAGGACCCGGG\nAGGCTGTGGAGCAGTGGCGCCAGTGGCATTATGATGGCCTGTATCCTTCCTACCTCTACA\nACCGCCAAAACATCTGACCTCATTAAAGCAACCGGGGAAGAGAAGCATGTGACAGGCCTG\nCCACCTCTCCACAGACGGACCCACAAGGTGAAGCTCCCTCACCGCCCTGGTCAACAGCTC\nCAGGAAAGACACCCTCTGTTCTGATGCCTTCTGATGCGTGGCTTTTGCTTCTTTATGGAT\nGTTTGTTTTGTTTTGTTTTTGAGTGAGCAACCATCTGTGGTTCTTCCCAGCACCTGCCCC\nCTTGCTTAGCCACCAGAAACAGAATCAGAGCACCCATCTGATAGACACTTTCAGGATCGA\nAGCATAAAGGTTTTAAGCTTGCTTATGGCCTATTAATAAAAGTGCCGAATCAACACTGTG\nTATCATTGCCACAGAACTCCAAGGGACCTGCTGTGTGTCCAAGTATCCACGTGTGGTCCA\nTGTGTCTAAGCACATGCTCTACCACTGAGCTATACCCCAGCCCTAACTTTAAATACAGAA\nGAAGCACTGTAGACAGGCAGATTGGAGGGACCACCCTCTCCCAAGTGCCTGGTGCTCTGT\nCTTCAAAGAAAGACAGAGCCTTTTGTCTTGGGAGAATCACGCTTGGAACACAAACCCCAT\nCACAAAAGCCAAGCCAACCCTACCCCCAGATCCCATGGCTACCTTTGTAGCTCCATGGGT\nACATAGCCATCTCTTCTTCCCTTCTCCTTTCCCGTGGAGGACTTTGTGGTCCTCGTCACT\nGGAAGCTTTACGGTGCACATGGTGTAGGCTGCCCCAATCTCCACACCAGGCAGTTTCCCG\nGTGGGGTAGCAGGTATTTAGAGAATTTTCTGTGCTTTCAAGTTTTTCTTCCTTCAGTGGT\nTTTATATTGAAACCACTGGTGTTTTGGGGGTGTGCTGCACTCACATGCCATGGGATAGTC\nTAGTGTCACCAGTCCCAGTCCTTCTTCAGTAAGGTGGTGACATGTGGGCCCTAACTTCTA\nCACTTTCAACCCAGAGACATCAGTGATTTGAAAACATTTGCAGGGAGTCTCGAGGAAAGA\nCTGCCTTGAAAAATACACTATTTCTGGTGTCACCTCGCTGTCACCCATGACCTCACCAGG\nCCACCAGTGCAACTTGCATATTCCTACCCTGTCGATTTTGTGTGAAGCCCAACAGAAAGG\nCTGCTCAGGAGCCCATCTGCCATAAAGTGAATGTGGTCTATCAGGAGCCCACTGTGAAAG\nCCCGCCATCCGATTTTGATTTTGTGCTACTGGAAGGTGTTCTGGGACAAACGTCTCAAGG\nGGGCACCTTAATGTCTTTCCCCTCTCTCTTGTTGATGACCATGAAATGAGTGACATATAT\nTCCCGCCACAACATCAGGCCTCATGCAAAGCCACAGGGCCAGTCAATCACGGATTGAAAC\nCTCCAAACCAAGGACCAGCACTCCATTCTCTCTACACACTGCTTGTCCACAGGCATTTGC\nTACAGGAACAGAGTGCTAACAGCTGTTGTTCTGCATTGCCCTCTGCACACGCCATGCAGC\nTGGAAGCTGGCATATGCTAGCACCGGAAGAGCTATAAGTTAGAAGTTTGACAGGTACCTC\nAAGTTTTGTAGCTTTTATTACCTGAGGGTGCGATTGACATCTCAATGTTTGGAAGATAAA\nATCTCAGCTCAGTTCCTGAGCCAGAGTAAAGAAAGCAATCAGGTTTGGGCAAAGCAAATG\nTCAGAGATGTCCTTCTCTGATCTCCTAATTAAGAGACTCATGTACACAGATCGCACCTGC\nTTCCTGTCCCATCCCACAGAGACAGAGTAGGAGCATAGCAAGGTTTTGTTTTTTTAACTT\nTTAATTCCTAAAGTTGTTCTCTTAGGGGTGTCTCTTTCTACTTTCCAGGGAGGCAAGGGT\nCCTAATCTGGGTGACCCTGTCAATGTGGCCCACTTTCATTCCCATCTTCTAGTTGGCATC\nCCCTCGCACAGGCTAGTACACAGGTAGATGGTCACAGATGGTTGCATTCTGAGGCCACAT\nCCCACACATTCCCCCTGCCTGTTGTGTCTGAGGGAAGGAAGGCTTACACGAGGACATATC\nCAAAGGGAAGCAAGGTTTGGGAGAACAGCTAGTTTAGAAGTGAAGAAAGCAAACCTGAAC\nAAACTGCCCTTGCCTCTTCAACAGCTGCACTTGGCATTCTGGCTCAAGATAGAGAATTCT\nGGCCTCAAGGATCTGGGTAGGAATTCTTTTCCCTCCTTCACCCCTGTCCTTAACAAGGGG\nTCCATTATACTTAGGTTTTCAAGTTCAGCCCAGGATTCCTTCACTAAGAGCCAAACACTG\nTCATTCCTAGTGAGAACGATGCCAAAGGTAACAAACCCAGCAATCAGAGTGAGCAAATGT\nCACAGGCAAACACCAATAGACCGATCTGTACTTGAGGCTGCCCTTGGCAAGTGTGGCTTC\nAGGGCTCGATTTTTCTCTTCCTTTCTTTCTCATCACTACGCCCTAATTTTGAAGAGGTTG\nAGAACAATGCGTCAAAATTCCTTAGTAATTTCCATTCACTAGTCTCACATATTTTATTTA\nCAAATAGAGGGAGGTGGGGTTCAACTGGGAGGTAGACTGGTAAAGCACTTGCTCACCAAG\nTTCAAGGTCCTGGGCTCAATTCCCAGCACCACCCAAAACAAACTCAGGAAGCTGTGTGCT\nCTGGGGCGATTTTATTTACTCTGACTCTTTGAGTAGAGGCTGGTGATTTTCCTAAGCCCC\nACAATGAGTCGTCCTGTGCTTTCTATACACTTCTGTGCTTTCCCATTTGGTTGGGTTGTT\nTAATTTCTAATTAATTTTCAAACAATAGTGTTCTAATGCTTTAGTGAGACTGTCATAATT\nTGGGTTGATGAGACAGTCAAAGAGTAAAACTGCCCAGTCTCAAGCCTGATTATGCAAGTG\nAGTTTGATCCCCAACACTCACATGATAGAAGCAGAGAACCAACTACTTCCAAGTTACCCT\nCCAACCTCAGGCACATTAGCTGTATCTACTTGTTCTATAACTGTTAAAGAAAACACACAC\nGTATATATATACATACATATGTATGTATGTGTATATATATATATATATTGAATAAACTCA\nCTCTTTTAAATGACAATAAATGGGCAGTGCACATCATCTCTAGACCAGTGGTTCTCAGCC\nTCTGGGTGGTGACCCCACTAGGGAGAAGGTTGGATGGCTCTTTCATAGGGGTTGCATATC\nAGGTAGCCTGCCTCTCAGTATTTACATTATGATCCATAACAGTGGCAGAATTACAATTAT\nAAAGTAGCAACAAAAATAATTTTATGGCTGGGGGGGGGATGGTCACCACAGTGTGAGGCT\nATTAAAGAGTTGCAGCATTAGGAAGATTGAGAACCAAGGCTAGACCACACACAGCAATCC\nTTGGAGTACTTCATGGCTAAAGCAAGCATTTGTATTCAGAACATAGAAAGAAATTTTACA\nGCTCATCCTAATGGTACAAACATTTGGCTGGTCAATAGCATATGACAAGATGCTCAACAG\nAACTGGCTACAAGGAATTAAACCACGGTGAGATGTCACCATACACTGATCTGAACAGCCA\nAACTTAAAAAAAGGCCGGGGAGATGGCTCAACAGTTAAGACACTTGCTGCTTTTCTAGGT\nGAGTGTGGTTCCTGCACCCACGTAGGGCAGCTCACCATAGCCTGTAACTCCGACTCCTGA\nGGATCTGATGCCCTCTTCTGGCCCTCTGTGGCTACTCGTACGTGTGTGCACCGCACACCC\nACTCATATATAAATTAAAAAAGACTGACAATATCAGGTGTGGGTGAAGCCTTGGAGCAAA\nTGGGAAATGGAATTCCCATACATTTACTAGATGGTGTGCCAGAGGGCACAAAAGCTTTCG\nAGTTCCCTATTTTCCACTCCAAGATTGGTTGCCTTTTTTTTTTTTTTTTTTTTTTTTTTT\nTTTTTTTTTTTTTTTTTCCCCCGAGACAGGGTTTCTCTGTGTAATCCTGGAACTCACTTT\nGTAGACCAGGCTGTCCTTGAACTCAAGAAATCCACCTGCCGCTGCCTCCCAAGTGCTGGG\nATTAAAGGCGTGGACCACCACTACCACCACCACCCAGCCTTCAAGATTGTTATCTAAAAG\nACTTTATCTTTCTTGCCTGGAAACAGGATTTTGTTTTTTTTTTTTTTTAAGTTACTTTTT\nTCTAAATAGGAAAAAAAAAAAAAGAGAGAGAGAGAAAGAAACCTAAAACAAACAAAATAT\nTCTGAAGATAGATTCAGAACAGCCAGTTTCTGCTACTTGCCGAGTGCTTACCCAGTTCTG\nAGTGCCTGATAACGTGACATGGCTCTGATAGTAAGTCAAGAAAAAAGATAAACATGTAGT\nGGATTTATATGAAACTATTTAATAGTTGGTAATTCACTAAAAGGCAGGATTAAAAGGTTA\nGTTCCATTAATGAATATTTTCAAGGCCCATGGGTAGGTAGTTCTCTCCCCTCTCCTCACC\nCCTGAATATTCTGGGAAACCATACACACACAGACACACACACACATGATGAACACAAATT\nCAACCTTCCAATAATATCTGTGAGCGTGGGAAGGGGTTCCACTGTGTTTCTAATTATTTA\nGGAGTTAAAAATAAAATTAAAGAAATAAAGGCACCCACACTCAGGTCCCCAGAGCTCTGT\nAAGCACCTGGACATCTTATAGACATCAAAGACCCAGCCACGCCCTGAGCAGATGAGAACA\nCATCTCCCACCGGCGGCCATCTGCTGTTCCTGATCCCTGCATGTGTGCTGCGGACTTCAG\nGTACATCACTCTCCAGATTAGTCCTAAGCCTTTAGTTCTTACTAATAATATTCCCAGAAT\nATTCGGGGTGAGGAGGGGTGGAGAGAACCACCAGTGAGCCTTACTATTTTCTTTATTGAG\nTTTAGAAACCAAAGCCCAAACCCTGTTGTAAGCACAAAGACCTCTAAAAAATGGTGGCCA\nGACCTTAGGGAAACAGGGACTACAATGGTTAGCGCCTTCAGCCCACACAGAGCAGAGACA\nAAGCTGGATGCCACCTGGGGCATGCAATCTTTGGCTCTAAAGCCTCAACCGTGTATTTCC\nTAGAACTGCTTTCCACAGAATTACCCTCTTGTCTTGGACAAAACCAAGTCTAGCTAGAGT\nTTAGATCCTGCCAATTTATCTTACCCTTAGACAGGACCAGCATTCACATGGGTCAAATAC\nCGTTAGAAAACAGTTTGTCCAGCTAGCCTAATCTAAGAAGTACACATTTACTGTCATTAG\nCTATGCTTTGGCCTTCGTGACACACACAATAGTAAGCACACCTGTAGGCCTACCCAGAGT\nCCTGGGTTCTGTCTGTGTAGCTGGTTTCTGAGTCACGTTTCACAGCCTCTCAAGTTGTAC\nATTTGCTTTTATTAGGAGCATCAAACTTTATTTTAAATAAACCCACACTAAAGGTGAGGA\nGAGCTTAGGCATTTCTATCCGAGTCCCATGGCACTGTAGGCAGAGAAACTTTTCTCCATA\nCGAAGGAACTGAGTCACAAACTGGCTTGCTGACTTCCCGTCAGAGAAAAAGCTGCAATCA\nCAGTCAACAGAAGGAAACCCTGGTACCCAGTGTCAGTAGATCCAGACTACACAGAGGCAG\nCGCTATTCATCACCAGAACCAGGGGGGGTTGGGACATTACAGACAAGCAGCCTGGGCTTC\nATGTTCCACATAAGGACTGAGCACGGAAGTGGGGAGAGACCCATGCCATGTTAGCTCTCT\nTGTCTCTCGTGCCCACGTTAACACCTGAAGGAGACACAGAGGCAAAGTTCTTGAGTCACC\nTTTCAGTTCTGGGGCAGGCATCTGTGACTCAAGGAAAAGCCGCAGTGCCCCGGTTTCCCA\nTATGCACATGAGTGTCAAATATGGTGTCAGGCCAGCACATGGAGGAAAGCGGGTAGGCAC\nCATGGTTATCAAGCACTTCTTTCTCACAGAGTCAACCAGGAAAAAGGACAGCACAGAGCC\nAATCTCTTGCTTTTCAGAGCCACAGGAGTAAGGCCGGTTGGGCGGTGTCTGAAGAGAGTC\nACTTGAGGCTGTTCAGAAACTTGGCGTGCTCTTCCCCTCTCGGCAGCAGGGTCTCTCCTC\nCTATCTTTGGACCTGTCTTCTCCTAGGAGGAGAGTGCACGAGGAAGAGACACTTTATCTC\nTATTTTCCTGGGTCACCAACTTAATCACGAATTAGAATACAGTACTACCCAGCTAGATAA\nTGTCTAGAATGTTCCCAGGGCCATCTGTTACAGCTTGGCACCAAGCTGGTGCTCCTGGGA\nGGTGGTGGGACTTGTGGGAGTTCTTAAACCACTGGGGATGAGACCCTGAAGGAACAGGAG\nGACCCAGGGATCTTTTGTTTTCTGTATGAGATAAACAAGTCTTTGTCATCTTCTCCCACC\nAAAGGTCCAAAAACAGACCAACCAGGTGGAAACGGGAGAACTGTGAACCAAAGGAAACCT\nTCCGGGCTGGAGAGATGGCTCAGCAGGTAAGAGCACCCGACTGCTCTTCCGAAGGTCCAG\nAGTTCAAATCCCAGCAACCACATGGTGGCTCACAACCATCCGTAACAAGATCTGACTCCC\nTCTTCTGGAGTGTCTGAAGACAGCTACAGTGTACTTACATATAATAAATAAATCTTTAAA\nAAAAAAAAAAAAAAGGAAACCTTCCCCCCTTTAAAACTGATTATCTCAGGTAATTTTTGT\nTACAGTAACGGAAAACGGGTTACCGGATTACCACACATACCTTCAGCATTCCATCCCGTT\nCCCACTTGTAGAGGCCACAGTTACTGAAACAGAAAAAATGGCTTTGCTCAATAGTAACAT\nATTAACGGCATGAAGACAATGGGGGTGGGGGTGGGGTCACAGGGAAAAAGTTGCCCCTTC\nATCCAAGGAAGAGCTGCTCAGGGAGGTACCCATATTATCCACCTCATCTCTTCATCCAAG\nGAAGAGCTGCTCAGGGAGGTACCCATATTATCCACCTCATCTCTTCATCCAAGGAAGAGC\nTGCTCAGGGAGGTACCCATATTATCCACCTCATCTCTTCATCCAAGGAAGAGCTGCTCAG\nGGAGGTACCCATATTATCCACCTCATCTCTTCATCCAAGGAAGAGCTGCTCAAGGAGGTA\nCCATATTATCCACCTCATCTCTGGTCATGCTCAAAGTTACAGAGAATAAGCACTTCAATG\nGCTTGAGAAGCAGCCTTCCACTCCTCTGTAACCTGGAGACTGCAGATATGAAACTTCAGG\nTGATCGCACTACACAGTGGTGCGTGTCCCAGTGAGGGGCGCCATGTAGGCACTAACTTCT\nGTCTACTGGAGGAGAATGTTCTAGGTCAAGAATTGAGAGACGAGGCTTCAGCCGGCCACC\nATGCACACTCTTCAGCTGAGGGAGGCTCTACCTCTCAAGGGTCTCAGCTAACAGTTCCAA\nCTTGGGGGTATCAGGAGCTCCAGGAAAGCTTGGGGTGATGACCCCATGGGGGGACCATGC\nAGGCAGTACCATGGAGACAGAGAAGCCCATGAGATGTTCATACCGGCAGTGCTTGTTTGG\nGAGCTTGTCCAGGGAGATGGTCCTGTTTCCACAGGGACATTTGAAAAACCTCTTCACGCC\nGTCGTGCCAGTGGAGGTTATGCTGCTCGCTGACACAGGTCTCCAGAGGCTTGAAGTGGGT\nATAGGTGCACTGCACAGAGGACACAGACCACACAGGGGTGAGCGGCTTGGAAGGTAGGAA\nGAGGAGCTGCTGTCAGGGCCCTCCATGCTCTGCCATGGCTGGAACCTGACCCACTAATCT\nTTGGTGATACACTTCTCTTCTGAGATGGGGTTCTGTCTTCTGTAGCCCAGGCTGGGCTTC\nCAAACTTGTGCTCATATACAGTCTTTTACTACCTCCCAAAAGCTGGGGTCAGAGGCATAA\nGCCACCACGCCAGGCTCGAGTGGAGCTCTTGACTCTCTCTTATACTAATCCCTATTTTCT\nAATGTCTGCCCTATTGGGTTGACACAGAAGGGTTGCAAGCTCAAGGACAGCCTTGGCTAC\nATAGTACGTTTCAGATCAGCCAGAGCTAATAGTGAGATTCAAAATACATACTTTTACCTT\nTTTGTTTGTTTAAATTTTGGTCAAGGTCCCAGAGATAGCAAACTTGAACTATCAATAAAT\nACATCAGAATTTCTCAGAACTTGACAAACAGCAATAGAACAACTTGATCCTAGTGCCATA\nCAGCAGATTCTCCATACAAACACTTCACTGCACAGTTCCAGGTCAAGCAGAGAACCTGAA\nTTTTGTCTATCTTGTGCTATTTATTTTCAACTCTAAATGACATATTACAAGCCACGGCCC\nCACATCTCACAATTCTTCAGTTCCTGCCGAGTCGGCCCCGACCCAAATGGAGCCCTGCCC\nCCACGCACCGTCCTGCACGTCACCACGCGGCATTTCACTTCCCGGGTGGCTCTCATCTTT\nTCTTCCATCTGTTCTTTTTTCACCAGTGGCTCAAAATAGGATTTCTGTAGCTCAGCCTCA\nGCCTGAATGACAAAACCCACAGGAGTAACTCCACCAAACCCAGTATCTGCTCAGAATAAT\nGACAGCCGTGACTTAGCTCAATCATCATAAAAGCAGAACTGAAGAGACCCCTACACAGAG\nTAGACCAACTGCAAGCCAAAGATCATAATAGGTAAAAAACAAAAAAACAACAACCAAAAA\nACCCAACAACAAAAAACCTTAAAATAGGGAATAAAAGAAGATTAAAAAGACTTAAAGACT\nTGGTTTTTAAAAGAAGTTCAAATAAAAGCCAGCGTGATTATCAGCAGTGGCAGTAAGTTG\nAGTGTACGAGCAGACAACCAATTCAACACAGCGTCCCACAGACTCCAGAGGGAAGGCACA\nTACAGACGGCCCCACGAACGACAGCCCCATCGGCTAGGTGATGGCCACTCCAAATGCTCA\nGGGCACAAGAATGCCCCAAGCAATTAGAGCTGTAGAGATGGGGGCAGGAGCAGCCTCTGA\nAGAGGGATGATACAGCTCTGGAGTGGGTAGTCAAACCAAGTGAGTTCACACACCACACAC\nACACACACACACACACACACACACACACACACACCCTCACCCTCATTTAAAATGCCCCTG\nCTTAGTAAAGCAAACCATGCACTCTCCAGGCACGTCTTCACTGCTGTGAGAGGACTCCTC\nAGTCCTCCTAGAGCCTGGTTTTGAATGACACTGGCCTGACTCCTTGGGCACTCACCTCTT\nTCAGGATGTCTGTGTGCTTGGACTTTGCTTTTAGAATCTTCTGAAATTCCTCGGACTCTA\nAGTAGGCAAGCTGCTCTCTCCTTTTTTTCCTGGCAGGCTCCAGCTCCTCTGTAGAACAAG\nGTTCTAGGTTTTACTGAGAAGACCGAGAGAGAGAACCAGTGTGCTTTGCCCTTCACTCTC\nCCGGTCACCAGCCCCTTCAACCTTGACATCAGGACCCCAGTTGTAACTGGCAAGGGTGAC\nCTCAGTGAACAGAAAGCTGGGTATGATGGCCTACGATCCCATTATTGGCAAAGGTAAGGC\nAGAAGGATTGCCAAGTTTGAAGACAACTTTGGCTACAGAATGAGCCTTTGTTTGTTTATT\nTTTTTTTTATTTTATGTATATGAGTACACTGGAGCTGTTGGGAACCTTTATGTGGTTGTT\nGGAGTTGAAATTTTTTAGGACCTCTGCTCACTCCGGTCAACTCCGCTCGCTCAGTCCCTG\nCTGACTCTGGCCCCAAGATGGATTTATTATTATACAGAAGTACACTGTAGCTGTCTTCAG\nACGTACTAGAAGAGGGCTTCAGATCTCTTTACCAGTGGCTGTGAGCCACCATGAAGTTGC\nTGGGACTTGAACTCAGGGCCTTTGGAAGAGCAGTCAGTGCTCTTACCTGCCTAGCCATCT\nCACCAGCCCGAGACTTTGTTTAAACAAACAAACAGTAACCAAAAATCGAGCAGAGATTAA\nGGAGCATAGACCAAGGTGGAGTTCTTGACAAGAAGAGACACTCTTTACTTCTGATTATGG\nTGACAGAAGAACAAAAAGTTGACTTATAAGCCTATTTTAAATGACATTTAGAGTTCCCGT\nGCTTTAAAAAGTAAAAACAGCAATTGCTTTCAAAAATCTTATGTTACTATAAAATGCATA\nAAGATCCAGGGAACAACCCTTTGCCACCTGCTCAGACTGTGCACAATTCCATTCCAAGTT\nCATGTGATACAGCAGTGACTGGAAACCCAGTCCTCAGGACTCTGGAGCAGGAAGACAGAG\nCTGGAGCGAGGCAACCTGGACTATTGAGACCCACACTAACACTTGATGTTGGAGGGTAAG\nCTGTGCTTAGACCCTGTCTTCTCTAAACAGGCTCTGTCCCCCACCATGACGGCGACGCCA\nCAATACCTTCAGGAGAAACTGTGTTGCTATTCTCCACACGCTCCTTCACTCCCAGCATGG\nCTCGGCCATCCATTTGCTTCCTTACAGTATTGTTTGGATCTACTTTTGTGAGAATCTGGC\nCTTTTGCCCTTAATTTTGCAATAGCAGCTAACTAGAAACAAACAGATAGACAGTCAGTTG\nAGATACTGCAGACCACAGCCCTTGGTTCTCTAACAGAAATTGGGCTGTGAGACGGCCCTG\nTGTGCAAAGCCCGCTGCCTGAACTCTAACCTGAGAACGCACACGGTAGCTGCGGAGAACC\nTATTCCTGCAAGCTGTCTGCCGACCACATGGGTGGCATGTGCATGCACACACACAAAAGA\nTGGCACTAAAAGTTGATGGGACAAAAATAAGTCTACACATAGATAAAAATGATGTTTCAG\nAGAAATACGCAATATGAAATGGCAGAAGTATGTTTAGGGCACTTTTGGAAATTTTTGGAA\nAGTCTATCCAAAAATTCATTTAGCAACTTTTAAAATCAAATGTTCTAACAATACATTTCA\nGAGACTTTTACTTTTGATACTTCCATGCTGAGGAATAACAGCAGGGAAATATTAAATGTC\nTTTGCTTGCTGTAAACAAGCCATTATGTTGAATTTCCATATTTAAATCATTTTCAAGAGT\nAGAAAACTGAGCATGTACCAAAACCATTGCAGACGATTACATAAACCAGCATGGACCTTG\nAGCCAGGTGTCACAGTGCTCCTTGGTGCCACGTGCTGAGATGTCAGACAAAGTGCGCACG\nTGGAAGGTTCAGAAGCAGGCCTGTAGTGACGTCTCTCCATCAGCACAGGCAAGGATTACC\nACGAATAGCCTGGATTTGTTCTGTGTTTGACTGTGAGTTAATTTTTGCACACTGTGTTCA\nTAACCTTTAATCAGTAATAGAATTTTCACAACTCCTAACTTCAGTTACGAGAGCCCCAGT\nGCAGTTGCAGCCCTGATTAAGAGGCTGAACTTTGCACCATCAGTTTGTAGTCCTAAGGCT\nACTGTCTCCAGCTGTAGAACAATACCTTCCTGGGGGCTGCCTCCTCCAGACTGACAAGGA\nACTGTATGTATAGCAGTGATGGCTCTGAGTTCGTAGATAAGCTCAGCGGCTCTATGCTGA\nTACCATTCACATTGCACTTGCTTTGGAACTATGTAGGATGATTGGTTAACACCATTTCGT\nCACAGAATGCAAAGCCAAGCAATGAAGACAGAAGCCAGCAAAAATAAATAAATCCTTAAC\nTTTCCTGCCTGTCCCCAGGGTCACATGCAGCCACCATGCCTGGCTTTTTCCTTGAGTGCT\nAGGGATCCAAGCTTAGGTCCTCACGCATACATAGTAAGCACCCCGTTGGCTGCCCGACAC\nCCCAGCTACCTTTTTAGCTTCTGCTGCTGCGCTCAGTTTTGGTCTTGGTGGTGGTGAATC\nATCAAAGAAGAGAACATCGTCCCCTTCTGAGATGCCTCTGCCCAGCTTGGGCATCCGTGG\nGGTTGCAGTTCCTTCCAACCTGGGGAACTCAGCCCCAGTTCGAGGAGACTGGGCAGCAGC\nCTGTCGAGAGGAAGACGGCACTGCTGGGCTCTGGACTTCACTTGAGCTTTGGAGGAATCT\nTAAAAAGGAATAGGAAGTAACTAAATATGGGTTGGGTATGTGGCTCAATGGTACATCATT\nTATTTGTCTAGCATGCCCTAGCCTCTAGGCTCCATGCTACAACCAAAACCCAAAGTAAAT\nAAACATAAACGATAAATATATACCCGAGGCTCAAAAGACGTAGAACTCAAAACAGATCAG\nGAGACCGTGGATAAGCTTGAGTGGACAATTAGTTGTTGGTAAACAATTTCCTTTCTTTGG\nTTAATAATTCAAACTAGCAACTAAGAACACAGGTTTCTCTCGCCTAACTGAGTATAGTGT\nGGATTTTCCATCACTTCCTAGCTGATGACCGTTTTACCAACTGGCTTGGCCAGAGATGCT\nGTCTACAGCACACATCTAAAATTATAATGCAGAGGCAAATAACCACAAATCTGTGTGTGG\nTTAGCTGTAAGACCTCAGGGCCTCATTGCATCGCCCTGCTTCTCCGTTTATCCTTCAGGA\nAGGGAATACATAAGAAACCCTTCACAAGGAAGAAGGGAGGAGAAGTTGAAATGGCACCGG\nGTGAATTACTACAATTCCTTATAGGCATGTACGGAACTGTCAGAAAATTAAAAAAAAAAG\nAAAGAAAGAAAGAAAGAACCTAAACAAGATGGTGGAGGCACATGCCTTTAAGCCCAATAC\nCCAGGAGGCAGAAGCAGGCAGCTCTCAAGTTCAAAGGCAGGTCTACAGAACAAGTTCCAG\nGAGAGCCAAGGTTACACAGAAAAACCTATCTTGAAAAACAAACAACTTAAACCAAACCAA\nACCAAAAAAAAAAAAAAAAAAAAAAAAAACCCACCAAACCCCCCAAAACAAACAAAAACC\nCCCCAACAAACCAAAACCAACCAATCAAACAAAAGCCCTTAACAAAAATGGCACTGCAAT\nTTCCTTGTTGATGGAACCCAGCTTGTATGGCTTAGTAGCAGTCACGTTTGCCCACTGAGC\nCATCTTGCCAGCCCCATGCCCAACACGTTTGAAATAACAAAGTCTGTTCACTTCAGAACC\nACAGCACCCAGATTTCTCATTCTGCAGATAAACAATTGAGCTCAAGGCCAGTGCTCAGAA\nGACCTCTCCACACGGTCTCCTTCCTCGTTCCCAGGGGCACAGTAACTGCTCTCCACACCA\nGCAGGCTCTGGGAGCAGGAGCATTGATTGGAGGCAGGGAGCCGGATCTGCTCTTCTTACC\nGCTTCTGTATGTCTTCTGATCTCCTCTTCCGCATCTCCAGCATCTGTTGTTTCTGCTGCT\nTCAAGAGGGCTGATGCTGAGATGGACTGGATGGCAGGTTTGGAACTCCCTAAAACACAGG\nCCACACACTGAGGGGTTGTAGAAAAGATCTGGGGAACATGGGCACACACCCCATGATCAC\nATACGCTGACTCTACCTGAAGCCTTGGCTCTGGCTAGATGCTTTTGTAAGTTTCTGGCTC\nCAAATGTGGGCAGGGCCATCAATTCCCTGAACTCCTCAGAGCAGGACAAGCTCTTCTGGG\nGAATACCTGAAACATGTAGACATTAATTTTATAGGACTCAAAATGTAAATGGTTTGATAT\nCATGTGAGATCACGTTTTAAACTCTACAGTCATGACTTAGTAACCTGTTAGTGAATCAGA\nTATAGTAATAATAATACCACCAAAAATCAAAACAAACAAACAGCAAGACTTTTTTTCTTT\nTTTTAAGATTTACTCATGTATGTGAGTACACTGTAGTTGTCCTCTGACATACCAGAAGAG\nGGCATTGGATCCCATTACAGATGGCTGTGAGCCACCTTGTGGTGGCTGGAAACTGAACTC\nAAGATGTCAGGAAGAGCAGTCGTTGCTCCTAACCACTGAGCCAGCTCTCCAGCCAATTCA\nGAACTTTTAACTTAAAGGTCAGACTAGTAGGACAGCAAAGGCATCAAACACTAAGCCCCT\nAAGGATTGTGGGACCCATGGACGTGCCACTTCTGGAATATGCATGAGTAACACTAAGCCC\nCTAAGGATTGTGGGACCCATGGACATGCCACTTCTGGAATATGCATGAGTAAGATATGCA\nTGCAGGTTCCTGGTCACTCTTAGGACCAAAGGTGTGGGTGGACCAGCACTATCTAACTAG\nGCCTATTTTAGCGAAAGGTAACTGATGAGATCAGCCGGGAACGTGGTACTAATGCTGGAT\nATTGCTGGATATTGCGAGGCTGACCCGCTAAGATCAGGCTGAAGATTTCTCTCACTGCTC\nAGTCACCAAGCTTTCTCCTTTAGCCTACGCCACATCGACCACTAAGCTCAGGTGATGAGC\nAAGCCATAGCCATTCTCAGTCCCACACTGCGTCCACTGGAGACAGAGGACGGGTGAAAGG\nATTACCAAGCTTTTGTTTTGTTTCCTGGATGATCGAGTTTGTGCCCCGGACAACCAGATT\nGGTCAGCGTGGTTTGAACCTTCTTCTTAGGAGCAATGGCCGCCGCCCTGTAACGACAAGT\nGCCAAAGCAGAGAAAAAGTGCTTGAGCCTCATTGTCTTCCCAAACAATATGAGGATTCCC\nAATGAACCTGTTACCAACGGGCCAAGATCCTCAAGCCCCATGCATGCAGGCTTTGCCGGC\nCACAGCTTGGTAGCCCAGGAGTTCTGGTTTATACATTAAATCACTGATGGAGATCCTACA\nAATTTGCTTGAGGAACAAGATGACATGGTCACACACCACCTGGGGTTCCTTAGACAGTCT\nAGAATCCCAGTAGAGGGTCATGATCATCTGTCCTGCATCACCATGCCCCACGTGAGCCAC\nATCACACGTGTTCATGATGCTAGAAGTGGTTTCTAAGAGGTCTGCAAACTCCTTCTATAA\nTAATAACGATAACACCACCAAAACAACAGAGAATAATAACAGCCACTCAAGAAAATCAAC\nCCTTTTTTGCTTTGATACAGGAACTCATACGCGCCATGCTGGTCTGGAATGTTGCCACGG\nCTGGCATGGACTCCTGATTCTGCTGCCTTCACCTCTTGGTTGTTCTTTCACTTAAAAAGG\nTTTTATTCATTTACTCTTTATGTGTATATGAGAGTACGTTTGTGTACACTGACCCAGAGA\nGGACAACAGAGAGCATCGACCTCCTGAAGCTAGCGTTACAGCGGTTGAGCCGCCTGCCAT\nGGGTACGGACACAAGCTCAGGTCCTCTGACGAACAGTGTGCACTCTGAACTGCCGAGCTA\nCCTCTCCAGACTGCCTTCTCCATTTGGGGCACGCTCTCCCTAGACAGCTTAGGTTGGTCA\nTGGACTCGTGTTCTGTCTCGGTCTCCCCAGAGCTGGGATTGCGGGTACAAGACTTCACAT\nCTGGCTAAATGTAAAGCAGGGGCTCACATGACTCACTGTCTACTCATTCCCAATGTGCTC\nCTCTCTCCCTAGAAATAAAAGATGTCCTTGATCACTCAGGCTTCATCTAAGAAGACAGAA\nGCTCACTTAAGCACCCTAGGACAGTTGCGGAACAGTCCACCACCCGCTTGCTCTTAAGAG\nGGAAGCAAAATCCTTTCCCAAGAGCAGTCAGGAGAGATGCCTCACCTGGACGCTGCGAAG\nGATTCGGAAGAAACACCACCATAGTAGAAACCATCTTGGCACAGCCGCTCCTTCAGGCTG\nGTGCCTTTGCGGAACTTCTTCGGAATCCGTCCCCCAGAGAAAGTGGACTGCAGATCAGTC\nCTCTTTGCGCTGAGCTTCTTGTACTGGGCCTGGATGTGATACTGGCAGTATTCACAGTCA\nTGCTGCGGGGAGAAGACGCGATGAGGCTCTGGTCAGCGGCCTGGGGAGCAGGGACACCCA\nTCTCTCCTAGACTCACAAGACAACACTATGCGCTCGCTGAGTCCCTGTGACCTCCAGTGC\nTCCCCCTTGCTCATCGCCACCACAGCACCTAAAGCTCACCCCTCATGATTGACTGTTCAT\nAGGCAAATACTAAAGGATTTGAGACCCACCAAGTTAACTGTCTGTGTACATGGCTCTCCA\nTTCTTCTTCTTGGCTTTACAGGCTCCCAGGTCCATAGCTTCTCCCATAATTAAGACTTTT\nTGAGGATGATCAATAGATAAGCACACCTGTAAGAGAAAGCTTATGTAAGTGCTACGGTTT\nTTATCCTACGAATGGGCGAAGGTCAGTCTGAGCTGGTTTTGGAAGGCACGTGAAGCCAGT\nGCTCTAAGCAGCTGTACACTAGGCAGTGCTGAAGACTCAATCCGACTCCCTTTCCTGTAA\nCCAACCCTTCCTTCCTCTTAGCTGTCAGAATCCTGACTGTCCAGGCTGGCCGAGTGCTCA\nCTGCAGACAGTGGATGTAGCCCTGTTTCCCAGAATTCCTTGTGGCTCACAATGGTCATGT\nGACTAAGGCTTGGCAAATTAGCCAGAAACAGGGATTGATAGGGAAGTTCTTGATTTCCTA\nGTAAAAAAAGACAGGCTGGCTCCCCTTTCTTCATCCTGCCACCAGTGGTGATAAGTGGAG\nGGGGACAGTCTCAATGACCTTGGCTGACTCAGTTTTCCTGCTCCCTGCTGCCAATTCTCA\nGGCAGGTCTACCTGGCAGGAACACAGGCTGAGATAAGGACTGTCCTCAGGTGCCTGGGTT\nCTCTTCTTGCTCCCAGAACAGGGCATCCTGTCACTTGAAGTCATAGGGCCCAGTGGTTGC\nTAGGCAACGAATCCCTCAGCCAGCCTCCCATGCAACCTTGGCCACAGGTACGCCTCCATC\nTATACTGGACAGTTCTTCTGAGCTTAGAGGGATGAGCCCACAGAGCAGCCCATCTGTAAC\nAGAGTTGTTCTGCCTAACTGCATTCACACCCCGGTAGCTGAGTTTGTGCAAGACCTCCCA\nCCAGATCTAGGAATTTTAGCAGAAAATATCAAGCTGTTCAGAGCCTCCCAACCCAGGATC\nAATAACCAATGAGTAGATTCCCCACCCAGGGTAGGGAGATGAAGTATTCTGCTTCATAGT\nGATTCGCTGTCATCTTGTAACCAAGAGGGAAAGGCAGAAACTCACTACTTTAATTAAAAA\nTTGCGCCATAGGTTGATGTATTTGAATATTTGGTACCCGGTTGGCTGGAAATATTTTGAG\nAAGAATTAGGAGGTGTGACCTTGTTGGAAGAGGTGTTATCACTGGCTTTGAGGCTTCAAA\nAGTCCACAGTTGGGCATAGTCTCTCTGCCTCAAATTTATGGATCAGGATGTAAGCTCTTA\nGCTACCACTATAGTGCCATGCCTGCCTACCTGCTGCCTGCCTGCCTGCCTGCTGCTGTGC\nTCCCCGCTATGATGGTCATGGACTCACGCTCTGAAACTGGAAGGCTTTCTTTTATAAGTT\nGCTGTGGTCACGGTGTCTCTTCACAGGGATAAAAAAGTAACTAAGATACTCACAGAGATA\nTGGCAACACTAAGCTGCCTGTTTCTACTCTTTTGTTTTTGTGAGGAGAGATCAGGCTCTT\nGCTGTATACAAGAGGATAGACCCGACTGGTCCAAAACTTGTGACTTTCCTGCACCTATCA\nCAATACTAGACTGGACTTGGAAGAAAGTTGGGCTGGCAAGAAGGCTTAGTGGGTAAAGGT\nACTTGCTATCAACCCTGATGATCAGAGTTCAACTCTAGGAACCCACAGGGTGGAAGGTGA\nGAAGCCATTCTCCCAAGTTGTCCTCTCAATTCCACATATATGATAACACCCATGAACCCC\nACCTCCAGCCCCCAGTAAACTAATAAAGGCAGTAAGTTAAAAAAGAAAAAAGGAAGGAAG\nAAAGAAAAGGAAAAACAGTTGGGAATGGTAACTTATACCTATAATCCTAGAATTTGGGAG\nTTGGAGGTAAGAGGCCTGCTGCTAGTTCAAGGCCAGCACAGGCTACACACACACACACAC\nACACACACACACACACACACACACACACAGTTATTTTGATTTTGAGACAGGATCTGACTT\nTGGAGCCCAGACAGACAATCCTCTGGCCTTTGAACTGCTGGGGTTATAGGTGTGAACTAC\nCACACCCATCTAAATCCCACTGTTTGTTTAAAGAAACTGTAATGAAGGGTTTTTTTGATG\nTGTTGCTATGAATGATCAAATACACTCCCAACCAACAAATGAAGACTTTTGTCATTCTCT\nACTGGAAATAAGGCTCTTGCTGGGACAGAGCAGAAAAACTATCTAGCCATTGTAGTTTAC\nACTGGTTAGCAGCAACACAACTGGTTAGGAAGCAACAGCAACACAGCACTCACTCTGTGA\nGGATCAGCCTTCACTGCAAGCGCCAGCTAGGACTGCAAGGTTAATGAAGCAAACTTCAGT\nCAGCTGTGTCACACTCATTTCCTGATACAACCATGGCTGTTACTTATGCAGGGACCTAAG\nGAGACCCGAGTGGGAGAGCTCAGTAAAGCTGAGCTGGCGAGATGGCCCAGCAGTACAAAT\nGCTCGCCGAGCAAGGCTGCAGTCCCCAGTTCAATCCCCAGACCCACAGAAAGGTAGAGAA\nGCGAATGACTCCACAAGTTTGTTCTTTCACTCCACACGTGAAAGTTATAAACTCTGGGAA\nCTGTGATGCTAACTCAAAACCATTTACAATAAGAAGATTCACAGAATATCGGTAAGCAGT\nGAGCCAGCAAATGAAGAGGCAGAATAATGTGGAATCAGGAAAAGCCCAGAGGGAGATTAA\nCACAGATGCTTCCGATACAAAAGGAAGTGCAGAAAGCACCAGCCCAGCAGTCCAAGCTGA\nGTTCAAGCCTCACCTCTTTCAAGCCATCTTTGGGCTTCATGGGGTTTGCGTTGAGCAAGC\nCTATGACGGTCCCTTGCTCTGTCTTCCAGAGATCTTTGTGAACATCTCCAAACAAGAACA\nAGGACACACACTGAGTCAGGTCATGAAGGTCGTTCAGTTTCCAGATGCTAAACGTTTGCC\nCCTGGAGTGAACAGAGTTCATTTCAGTCGAACGTTTGAACCTGGCTTACAGGGCCTCCAT\nGTAATAGAGTCTTATTGTAGAAAAATAGCTGGACATAATTCACCTCAAATAAACGGGTGT\nCAGTGTGGATATCAAATTATACATTAATTCTTTCTTTGGGCTTTAGCTTTTATTACCTGC\nCTCATGTAAGATGAACAGAAGCAAGACAGGCCACAGGGAAATTTAGTAGAGTGTATGTAA\nCTTAGCAGGTAGCCTGGCTGCCACCCAGTGTCCCAGGGACGATTGTGTGCCCCTCCTTCC\nCACTACCACCCTAGTATGAGACAAGCAGCAGCTATAGCACCGTCATTTATACCCGTCACA\nGGACTGGACAGCAGGTGACTAATTATCACTGCTGCTGCTATTAAGAGCTATCTCAGTGCA\nCACCCCACCCACATGGCCAGGGACCCCAGCACCTTATTCTCACAGGGTTCTCTGGGATTT\nGTGGACTCTAATTACTTGGCCTTCTCCACAGGAGAAGTGACAGCATCTCAGGGACAACAT\nAGGTGTCCTAAATGGTGAGACCTGAAATGCACTCAGAACAACTGGACGACACGCAGCCCC\nACTGTGCGGCCTGTGTCTCAGCGGAACGTTCTCTGTAGAATGCCAACCCAAAGACGAGTG\nCGTGCCTACTGGAAGTTATTTTAAAAGAAGGGCTGGCAGGTGCCAGACGAAGCCCTGGGG\nACCCCCTTTAGCCTAGCCAGGAGCAGCTCTGGAGTCAGTAAAGCAGCTTACACTGGTAGC\nACTCTGTGGAGTGACCTTCCTGAGGATAACCCCAAACGTCACCCAGTCTGTCTCTTCCAG\nGTTCTCAGTTGCCATCTTCTCCTTGATCTGAGGCAGTCTGATTAGTTTCCGGCCTGCCAT\nCTTCCTGCTCATTTCTGTGGAGGAGACTCGAGGTCGCCTGGGACAAGAAGCCGGTAATTG\nCTAGGTCATTATTCTGGTAACAGACTATGTGGAACCTTACCACATAGTGGTCAGGGGACA\nTTACAGGGAGCAACCTTTCCAGTGGCTCAGGGGACTTCATGTTTATTTTTATTTAGTTAT\nTTTGGTTTCTTAGGACAGGATCTCACTATGTAGCTCATATTGGCCTAGAACTCATTATCT\nTGCTGCCTCAGTAAGCATTTTTTTTTCCCTTAAAGTAAATTAAAAAATAATTTTAAAGTG\nAGGATTACTTTTCCTCGGACATAGATTTACCTATAAAGTTTACTTTATACTTTCGTAATC\nTTATTACAATTATAGGAAGGTACTGTTATTGGTTAAACTGTATTTTTTTTGCTTTTCAGA\nCTATTGTTAACTTTGTATCTATTTTATTTATACGAATTTATTATACGAATACACTGTCAC\nTGTCTTCAGACACACCAGAAGAGGGCATCAGATCCTATTACAGATGGTTGTGAGCCCCCA\nTGTGGTTGCCGGGAATTGAACTCAGGACCTCTGGAAGAGCAGTCAGTGTTCTTACCCACC\nGAGCCCTCTCACCACTGGTTAACTTTGAGGGTTAGGTTGGCCATGTAACTATGCAGGCTA\nGCCTTATTTCCCAAGCCTTTTTCCTCAGCTTCCTGTGTGTGAGAATCAAAGATATGAACT\nATCACACTTCAATTGTATATATTTAAAAATTGAATATATTGTCTAGGATCCTACAAAATA\nAATAATAGGCTAAACCACACCCATTCAAAGTTTTATAATGAAATCTGTGCCACTGTTTTG\nATCTGCCAATTTCTGATTCAATATCTATTATTTTGTCTACTTCCTTTTAATAGGTAAACA\nTTATTTGTTTGTTTGTTTTGGAGGCAGGGGCTCTTACATAACCCTAGGTGCTCTGAACTT\nACTATGTTGACCAGGCTGGCCTTGAACTCACAAAGTTCCTCCTGCTTCTGGAACCAGACT\nGCTGGGATTAAAGGTGTGTGCCAACCACTACTATCGTTTTGTAGACAAGCCTTCCTTCAA\nGAGGCCGTACCACAGTGCACTGAGGTAAGAGTGCAGCCCACCTCAGTGCTAGGATTCCTC\nAGTCAAGAGCTGCTGCGGTACAGACCTGGCACGTGCACACACTGCCTCTAGAAGACCCAT\nCCTCTGACAGGACTAAGGGCCATCTAGTGGGACGAACAAAGGGACACAAGGGATGTTACA\nGCTACTGACCTGAGGCGTAGGCCTGAGAAGGCTTCCACAGAGACCTGGGAAACCTGCTGG\nGGCCGGTCCCCAGAATTCCCTGGGGACACTGTGTTTTGATTTCTAATTGTCCTGCTACAT\nTTGTTTCCAGGAACAGCTTGAGGTGAGGGTGTGCTTGATCTCGAAGAAGAGGAGTGGTTA\nGGCTCTAGAAAACTGGAAGAAACCTGTAGTGGCTGTGCGGGTGTACGCATCCTTGAAGAT\nGACTCTAGGAAATTAGCATAAGAGGTGGAGAATGACTGAGAGCCATAAAACCTACTTACC\nACATTCTTTTCATAATCAACATATAGGATACTTTTTTGTTGTTATTTTGAGACTGGGTCT\nCACTCTGTAGCTCAGGCTGGCCTAGAATGTAGGTTCCTCTAAATGCTGGATGTCTAAGGC\nCTCATGTAATCAAACTTCGCCAGAGAACAAGGCCACTTTGTGACTCATCCAGGTCTCTGC\nAGTGCTGTCTAGTAGACCTGTGTGTGGCAATTGCTGGGTAGTTCCCAAATGCTTGTGACT\nCCAGCCCCCAGGGACCCCAACCTTTTGTAAGTATATAAGTGTCTGTATACACACAAGCTC\nATTTGCCTGCAACTCTGTCACAAACCACACACACACACACACACACACACACACGCGCGC\nGCGCCCCAGTAGAATGATGTATTATTTTCAACAGAGCTGAGCAGTGAGACCCAGGCAGGC\nCCTGTAGCACACCTGCAGGAGTCTTTGGCTTCCGAGCAACCCGCTTGGCTTTGGGTAAAG\nTGGGGACATCAAGCTCTGCAGAAAAGCACGCTGACTCCTGAATTCTCCGAATTCTCTTCT\nCCTTAAGCAGTGGCTGCAGAGATGAATCTTCCCGATTGAAAATGAAAGAAATTAGGAATG\nCTACAGTTTTGGCAGGAGCTGGGTGAAAATACTAACGCTATTGTTTCTTGGTAACAAAAA\nTGCAAATTACTGCTACAATTACAGTCACATTACCAGGTGGTTCCTGCAAGGGTGCTGTCC\nCTGGAGGCTGTTTAATTGATGCAGCTTTTAGCTGCTCCTGTAAGGATTTCATTTGCTCTT\nGCAACTTCTTTAATTCATCTACAAAAGAAAAGTATATTAAGAATCAGATAGAATAACATG\nCTGTACTGGACACAAACACTGGAGATACTTCTGTTATCCCCCACCCAGACCTTGAGATTC\nACAAAACAATCCCATAGTAACTGTTATATACTTCAGAGAGGTTCCTTAAGAAACCTTTTT\nATCCCTAGCAATCAACCTTTTGACACCTGAGCCAGCCATGAGCTCAGTGGGGCATGGTGG\nCGTAAGCCTGTAACTCCAGCGCTCAGGAGGCAGAGGGAGACAGAGGGAGAGATGACTCAG\nCCTAGCTGCATAGTAAGACCCTGGGTCAGGAAAACAAAAACCCAACAAATTCCCAACAAG\nGAATTCGTACAAACTTGTGTTATAGAGGTCAAGCAACCATAAACTGAAATACCACAACTA\nGTACGATCAGTGCTGGCTTCTGTATTAGATCTATGAGAAGGGGCCAGGACCAAGAAAGGG\nGGCATGCCTCAAAACAGCAGTTCAGGAATGGTCTTGGTTCTCAACCAGACTGTGTGGGAG\nCTTTGAAGGCTTGTCCCTGGCTCCCCGGGGACACAAATCGTGAAGTACTACATTCTGTGA\nGAAGTACAGACAGTGTCAGAGCCCTTTTGTTGAAGATCAAGTTTAGCTGGCTGACAAGGA\nTGTAAGGAAGACCCTGAATGCAGCAGTGCTGACTTTAATAGTTCCATCTACGCCCTCATT\nCAAGGTCAGCCATGTGTGTGCACACACACAAAGGCTTTGTGGTCTGTAGTCCTTGTTGCT\nCCTACAGATTTTTTTGAGGCGGGGTCTCTCACTGAGCTTATAGAGTCTGCTAGGTCGGCA\nCTGAGCCCCAGGGACCCATCTGTCCCTAACTCCTCGAACTGGGGTTCTGGACTTGGGTCC\nTCATGTATGCATCTTACTAAGCCATCTTTCCACCCTTTTGAAAAATAAACCTGCTGGTCA\nTTACCCTTGTATATGCAGTTATTTTAATGAATACTGTCAAACTTGGGGCACCCACTGTCT\nCATGAGTAAACGGGAGAAAGCAAGCCGCCGTCACATCCTGGTTACCTTGCAGCTCCTCGC\nTGGTTTTCTCTTGGCTGGGAGCAGGAGGGGGGCCACTGTTTCCAACTTTCGATGTAGCAA\nCTTCATCATCCGTTAAGTCCTCCACATCACCAAAGAGAGTGGCCAAACGTTCCTCCTGGT\nTTCCAGTCTTGCCCTCTTCTCCACTGCCAGCCTCTTCTGTGTAAGACTCACCATCACCAT\nCAGCATCAAAGAGCTCATCAAATTCATCAGGGTCCCCGTCTCCCAGAGACAAGGACTTAT\nCCTTTTCTGAGCTGCAAGGTAAGACTGCCTCATTCTCTTCCAGTAGAGATGTCAGGAGAC\nACAAGTCGTCTTCCTCCACTAGAAGAAATGGGAGGGAATGTAAGTCTACCTCAGACAGAG\nTGTCCGAGACAGGCACACTCAGTCAGCACTGATAGCGCAATTGAAAGGAGCCTCCAGATT\nGGCCACTCTGCCTGCTGCTCTTGTACCTACCTGAGGGCTTAGAAGACACCGAGGAAAGGG\nAAGAGTGAGCAAGCAGGCCAGGCACTAGGCTAGATCTTCCCCCTGCACTGCTTTAACAAG\nCTACCTTCCTACAACACCGAGTTTCATCAGATTTGACCAGAAAGGAAGAACTGAAAAAAG\nTAGACCTTGACTACTGTGCCGCTTCTTGTTATTTTTATTTATTTACCTGTTTGTCTTTCC\nAGTCAGGGTTCGTCTGTTTTAGCTTTAGCTGACCTGGAGCTCGCTCTGTAGACCAGGCTG\nGCCTCAAACTCAGAGCTCCTGCCTCTGCCTCCCTAGTGCTGGGATTAAAGGCAGATGACA\nCATAACCTGTCCAACTGTTACTTTTAAATGGAGAAAGATACCTAAATACTCATCATGTAG\nAATTAGCTGTCATTAGCATTTCTGTCATAGTTGCTTTTATTTGACCTTTAATCATCAAGT\nAACATTTTACTTCACTGGTAATTTCATATTAAACATAAAATTAAACCAAATCAGAACATA\nTAGTTCTTCCTTTTTTTTTTTTTTGAAACAAGATCTCATATAGCCCAGCTACTATGCAGT\nTGAACTCAGAGATTTACCTGCCTCTGACTCATAAGTATTGAGATTAAAGGGCTAAGCCAC\nCACACCCAACACAGTTAATTAATTTCAATGTTTGCTTTTACCTTTCTTGAAGAGGACAAA\nGTCTAATAAATTCAGCTCACACCCCCCCCCCCCCCCCTTGCAGTCTGCTTGCTCAGGGCC\nTATAGAATCAGCACATGCACTCTGTGTGGCTCTAGAATCATCAGCGCATGCACTCTGTGT\nGGCTCTAGAATCATCAGCGCATGCACTCTGTGTGGCTCTAGAATCATCAGCGCATGCACT\nCTGTGTGGCTCTAGAATCATCAGCGCATGCACTCTGTGTGGCTCTAGAATCATCAGCGCA\nTGCACTCTGTGTGGCTCTAGAATCATCAGCGCATGCACTCTGTGTGGCTCTAGAATCATC\nAGCGCATGCACTCTGTGTGGCTCTAGAATCATCAGCGCATGCACTCTGTGTGGCTCTAGA\nATCATCAGCGCATGCACTCTGTGTGGCTCTAGAATCATCAGCGCATGCACTCTGTGTGGC\nTCTAGAATCATCAGCGCATGCACTCTGTGTGGCTCTAGAATCATCAGCGCATGCACTCTG\nTGTGGCTCTAGAATCATCAGCGCATGCACTCTGTGTGGCTCTAGAATCATCAGCGCATGC\nACTCTGTGTGGCTCTAGAATCATCAGCACATGCACTCTGTGTGGCTCTAGAATCATCAGC\nACATGCACTCTGTGTGGCTCTAGAATCATCAGCGCATGCACTCTGTGTGGCTCTAGAATC\nAGCACATGCACTCTGTGTGGCTCTAGAATCATCAGCGCATGCACTCTGTGTGGCTCTAGA\nATCATCAGCGCATGCATTCTATGAGCTTTGCTCATCAGAGCAATACTTTTTCACTGAGAT\nTTTTCTTTGCACAAATCCCTGAAAAAACAAGCAAAATTCAAAAGAAATGACTACCAGAAT\nTTAAAACGGATCTAGACTAAAACCATTTCAAAAGATTTCCACATGCAAAGTAACTCTGGA\nGTCAGACCACCCAGTTCAGTTCCCTGGTCTGACATGTAAGTTGGATGTAAGTGACTAAGC\nAGTCCTGGCTCCCTGCTACTTTGTGGTAGAATGAAGGATGAAATGGTAGTTTTCCACAAA\nCCAAAGAGGAATCCATAAAACTAGAAGGCCTTACCATCCATGTTGTCAAAAGAACAGCTG\nAGATGACAAGAATAGAGGAGGATCAGGTAGGCGGTCCAGGAGACGCAATGAGGAGCCTTG\nGCTGCATACAAATCAGCATTAGAGCAGTCACTGGCCTCTTCTCACAAGGTACATCCACCA\nACCCCACCTCCCAGCTGCTAACTTAGGGTTCTCCTGGCAGCTGGCACGTCCCATCCCCTC\nTCCCATTACCAACAGCTCAGGGGCATCCCCTCCCCTCACATATGCAGAGCACTCTGTTGC\nTTCTACCTGGCTTCTAACTGTGGTTAGAGACCAAGCTACAGTGCAGTGTAAGGTGTGAGA\nCTACTACTACAGACTCAGTGCAAAAAAGAACTACTCAGGCTGGGGGAAATGTTACAGTTA\nTTATCCTGTTTTATTGTTATAATGCACCTGAGGTCTACTTTATCCATTGAAGCAGGAGAG\nACATAGCTCTACCACGAGTTAGGATTTGACTTCCACGCTAACCAGAACAAGTAAGATAGA\nAAGATAAAGGCTGGATCGATGGCTCAGTGGTTAAGAGCACCGACTGCTCTTCTGAAGGTC\nCTGAGTTCAAATCCCAGCAACCACATGGTGGCTCACAACCATCCGTAATGAGATCTGATG\nCCCTTTCCTGGTGCATCTGAAGACAGCTACAGTGTACTTAGATATAATAATAAATAAATC\nTTTTTAAAAAAAAGATAGAAAGATAACATTGAAGCTAGGTATGGTATCAAACTCCTTTAA\nTTGCAGTCCTGGGGAAGGTGGAAGCAGGTTGTCAGAACCCTGGCCATTCTGCCAAACAGT\nGAACGAACTCTGAGAGAGGCCCCAGAGGGGAAAGGCAGAGAGAGGGCCTTTAACCTCAAG\nTATAGCTTGCTCCCTGGATGGTTCTTGGACCTGATTTCCAGCCTCCTTCAACAAACATTT\nGCATTCAATTTATAAGACATGTTTGTTCCTGTTGTATGTGGGAGCATGGCTATAGAACCC\nACTCTGGTAAAAGGATTGGGTTTTGGTGCACCCCGAATCTGGATATGGCCTTCTGCCTTG\nCTTTAGTGTTTCCTCAGATATAAACCCTACCGTGTAGGCCAGGCAATTGTGCTTAACTTG\nTTCTGTTCTGGCTTACGGTATACTTATTTACATTCTGCTGCTTTCAATTATCCTTAGAAC\nCACATCCACAATGCCCGCCTGAGAAGCAATGGGTGGGTACCTTCTTCCTTGTTTCTATTT\nCCTCAATTCCCTGTGTTTGCATCTTCCTGCTAGATTAGCTTGCTTTCAGCTTCTTGAACT\nGTTTTCAGCTTAGGCATTTTGTCTAGAAAGCTCTTTTAGAGTACTTTCTCATCTCCAACT\nAGCTAATTTCTGAGCCTTTCTAGTCGGCCATACCCCGAAGGTTCCCTCTAGAGCCCCTCT\nGCCCTAGTTAACTGCACATTTGTCCACCACTGTGTGCTTGTTATAAGGATCCTCTTCAGA\nGTGCACCACCACTGTCCGGCAGAAATAAACTTTTAAAAAACAAAAATAAAAGGGCGCTCT\nTAAAAAAAGAAAACAACCGGGTTGGGGAGGTGGCTCAGCGGTTAAGAGCATTGACTGCTC\nTTCCAAAGGTTCTGAGTTCAAAGCCCAGCAACCACATGGTGGCTCACAACCATCTGTAAG\nGAGATCTGACGCGCTCTTCTGGTGTGTATAAAGACAGCTTACATATAATCAACCAATATT\nTAAAAAGAAAGAAAAAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAG\nAAGAGAAGAGAAGAGAAAAGAAAAGAGAAGAGAAAAGAGAAGACAACCCAAAACGGGCTC\nCTTAAGCACTCGAGCCCTCCATCTTCCAGCCCCGGCGCCTTGCCCGTTCCAGCCTCGGCC\nAAAGGTCGCCTGCTCCGCTGGATCCAGATCTCGGCGCCTTTGCCCCTCAGAGCCCGCGCC\nTCTCCCTCAGACCCCAATCCCTGCGTGGATGCCCAGAGTTCCGGACACACGCAAACCCCG\nTGACGCTTACCTAAGACCCGGGCCTCTTCCCGGTCCACAGCGGATCCCGCCAAAAAACTA\nAATTGGGCTCCGCCCAACTCTGACGTCGACGCGTTCATTTGTGGAGGACGCTCTGATTGG\nCTCCACCGGAACTCTTGGACCACACAGATCCTTGGCTGGGGGAAGCACCGCCTCTCAGTA\nGAGCAACCTGATTGGCCATCTTTGTTATGGGCAAAGAACTTCCGGTTGGTGAGGCTGCAG\nATTCCCATAATTAAGATTCACATAGCAGAGCTCCAGCCCATCTCTGTAAGTTAACACTCA\nACTGGTTTCCCTGCTGGAAGTAAACTTATTGAAGTCCCAACCAGTTTTGCTGCTCCTATG\nTCCAGTTTAGATATTAGGATTTGAATAGAGAGAGAGATGAAAGTTTCTACTTTTCACTCT\nGTCTGACCTACAGGAACTACCATTTCTTCAGATTTTGTTTCTACACCTGTAAACGAGGGA\nAAGGCTAGATATTTTTGGACGCAGAAAACAATATCCCTAGAATAGTGCAGATTCAGGGAA\nCTAGATTATGTCAGAGTTGAGAATAATTTATCAGATCATTCTTCAGTAAAATTCAAACTT\nTTCTTTACAAGTATTTATACATAGGTCTAAAACCATTTTCCAAATGCAGAATATTTACCC\nTCCATAATTCCAAAGACTTCCATGCACAGTTTTGTTGATGTTTAAGACAGGGTCTCTCCA\nAGAAGCTCTGGCCTTGACCTTTCTGTGTAGATCAGGTGAGCCTTGAACTCAAGACTCTGC\nTTCCCACCTACTGGGTTTAGAGTGCCTGCCTGGATTACTTTAAAACAGTATGTAGCAGGA\nTCCAGAGTGTCCTGGGATTCCTCCTCCCTCCCCCTCTTCCTTTTCCTTTGTGCTGATGAT\nTGGATAACGGGGTTCATGGATTCTAAGCATGCCCTGTGCCACTGCCATGGAGCTGGATTC\nACACCCCTGGCCTAGGATTCTTGAAACCTGCCTCAGCTTCAAGAGTGCTGGGATTACAGT\nGACCACACGCACCTCCAAGTGACACTCTTTAGAGTCTGAATTCATCCACTAGTTGATTTG\nAGATAAGACAGCATTGGTGTCTCTATCTCTCCACTCTGTTTACCCAGTGTGTGACTAGAA\nAGCAAAGAATCTTGATGCCTGGACACGGAGTTTTCTTCTTCTCCATCTCATCGTTATCAA\nAGCCTGTGCTCCTGGCTCAGGATTAGGAATAATTCTAGTATGAAAATTTCACAGTGATAA\nAGAGACTTCAATAATTAGATAGGCCAGTCCTTTTTTTTTCTTTTTTTTTTTTTTTCAAGA\nCAGGGTTTCTCCGTGTAGACCTGGCTGTCTTGGAACTCACTCATAGACCAGGTTGGCCTC\nGAACTCAGAAATCCGCCTGCCTCTGCCTCCTGAGTGCTGGGATTAAAGGCGTGCACCACC\nACTGCCCGGCTGATAGGCCAGTTCTTGTTGGTCCTCTCTAGTTCCTTTCTTCCCTGTGAC\nTTTACAGATAACCTTTGCTTCCCATGTGATTCCAGGAATAGGAAACAGTATCAATCTAAG\nTGTTCAAGCACAGATGGATATGGAGAGCTAAGCAATTTGTACTAATTGGTTTGGTGGCAA\nTTTTGAGGAAAGAGGAGGAAGTGATTTGGGGTAAAATAAATTCAGAATCCAATGCCTGTG\nGGATATTGAGGAGAGAGAAAGAGGGCAGAGGAAACTCAGACAGAGGCTAGCTGGTCCCTT\nTCTGACTTGTACAACTAGTTGTTACTTGAGGTGATCCACTTTAGCAGGGAACATGGGAAA\nTCCACATTTAAGGGACATGATAGAGTCCATTTGGTTTCATAATGGCATCTGAATATGTTT\nGGCTTCTTGGTTCTGTGACAACTTCAGGCAGGAAGAAATTAGAAATCCTGAGAACATTTA\nACTATCAATGCGCAAGCTGACTTAAGGCAGGACAGATTTGGTTCTATGGCTCCTAGAGCT\nGGATGAGGCAGAAGGGTATGTTGATAAGGCGGAGCATGGTGGAAGGTTTGGTGTGCTTGC\nACAGAGCTGCTCGACTCATGCAGCCAGGAAGCAGGAAGACAGAAGAGCCAAGAGCAAATT\nTACCACTTCTGCTCTCAGTGACCTCTTCCTCCAGCTAGGCCCCGCCTACAGAGTGCTACC\nACCTCCCAGAAGCCTTTTGTTTTGGCTCAGCTATCCTCGAATGTTCCCCGTAGACCGGGC\nTGGCCTTGAACTCAAGAGATCCACCTGCTTCTGCCTCCCAAATGCTAAGATTTAAGGTGT\nGTGCCACCACCACACTGTAGCTGGTCTTTCATTACTTTGTGAGTTCTTTCTTCCACCCTT\nTCAACCCCACAACACCAAATAAAAGAAAAAAGGATAAAGAGATCCCTGAATAAAGTCAGG\nGCTCAGAAATGGGGAGACATTGTTAAGACTACTTCCTGCTGATTAGGGCCATCCGAGTTT\nTTGGGACAAGTTTGGTCTTTGCCATCAGGATGTTTAATTTCTTCTTGTTTCTTCTTTGCA\nCGTGGCTAATTAACAAACTGGGGCCAACATCAACCAACAACCCACCAGGTTTCTGGCGTT\nTATACACCCTCCAAAAAAATCCCTAGAATTCCAAACATCACAAAATCAAAGAAACCATCT\nACAGCTGGCAAAATCACACCCCCACCTCAGCCTGAGGCAAACCATAGTCAGCTGCTGTCA\nCAGCTGAAGCAGCCCCATATTCCACAAAGCAAGACATATTCTTAAGATATTTTTTTTTAA\nTTTTTATTTTTGTGTTTTTCTTGTTTGCTTGGGGTTGTTTGTTTTGTGTTTTTTGTTTTT\nGAGACAGGGTTTCTCTGTATAGCCCTGGCTGTCCTGGAACTCACTTTGTAGACCAGGCTG\nGCCTCGTACTCAGAAATCCACCTGCCTTTGCCTCCCAAGTGCTGGGATTAAAGGCGTGCG\nCCACTACCACCAATTTTGGCAAGAAACCAAAATTCCAAAATTGTCACACCATCTGGCTCC\nCAGTAGTCTATTCCGACCTGGAGGTCACAGTGGATTAATCCACATGATCTGAAAGCTCCT\nCTCCTGAACATTGCTTCTCCCGGGGCCAGGCCTTCAATGCAGGAAGCTTTTGAGGCGGAC\nACTTCATATCTAAAGCATAACACTAAGAGAATGAGGAGGAAGGGACCAGAAGCTGCTTGC\nTCTCTTCAACCTGAGGCTCTGAAGACAGGCTGCACAGAGGCCCACATATCAGCTCTAAAC\nTATTGCACGGTTGGTTTTGCTGTTTTTGTTTTTAAGATCTGTTGGGTTGTTCTGACTGGC\nTTTGAACTCCTAATAGTCTCCTACCTCAGCCTCCCAAGTGGCGCTATTAGAAACTGGACA\nCATGCTCCACTATGTTCATAGCAGCCTTATTTATAATAGCCAGAAGCTGGAAAGAACCCA\nGATGCCCCTCAACAGAGGAATGGATACAGAAAATGTGATACATCTACACAATGGAGTACT\nACTCAGCTATTAAAAAGAATGAATTTATGAAATTCCTAGCCAAATGGATGGACCTGGAGG\nGCATCATCCTGAGTGAGGTAACACATTCACAAAGGAACTCACACAATATGTACTCACTGA\nTAAGTGGATATTAGCCCAAAACCTAGGATACCCAAGATATAAGATACAATTTCCTAAACA\nCATGAAACTCAAGAAAAATGAAGACTGAAGTGTGGACACTATGCCCCTCCTTAGAAGTGG\nGAACAAAACACCCTTGGAAGGAGTTACAGAGACAAAGTTTGGAGCTGAGATGAAAGGATG\nGACCATGTAGAGACTGCCTTATCCAGGGATCCACCCCATAATCAGCATCCAAACGCTGAC\nACCATTGCATACACTAGCAAGATTTTATCGAAAGGACCCAGATGTAGCTGTCTCTTGTGA\nGACTATGCCGGGGCCTAGCAAACACAGAAGTGGATGCCCACAGTCAGCTAATGGATGGAT\nCACAGGGCTCCCAATGGAGGAGCTAGAGAAAGTACCCAAGGAGCTAAAGGGATCTGCAAC\nCCTATAGGTGGATCAACATTATGAACTAACCAGTACCCCGGAGCTCTTGACTCTAGCTGC\nATATGTATCAAAAGATGGCCTAGTTGGCCATCACTGGAAAGAGAGGCCCATTGGACACAC\nAAACTTTATATGCCCCAGAACAGGGGAACGCCAGGGCCAAAAAGGGGGAGTGGGCGGGTA\nGGGGAGTGGGGGTGGGTGGGTATGGGGGACTTTTGGTATAGCATTGGAAATGTAAATGAG\nCTAAATACCTAATAAAAAATGGAAAGAAACATAAAAAAAAAAAAGAAGGAAAAAAAAAAA\nAAAAAAAGAAACTGCACCATGTAGTGGTTCTTAATTTGGGGGTGGGGGTGGGGTAGTTGC\nTAACCTAGTAGGGTTTTTCCCTTTCTAGTAAAACACGAACATCGAGAGCCTGTACGCGTT\nCCAGTGGTTTGTATACTTTCTGGAAACTAGTCCAGATGCTTCTCAAATGAAGAGCTTCTG\nACGCTGGGCGAGGTGGCGACATACACTTTAATCCCAGCACTCAGGAGGAAAAGACAGGTG\nGGGATCTCTGTGGGTTCAAGGCCAGCCTGGTCTACAGAGTGAGCTTTCAGGAACCTCTGG\nTGCAGAAGGCCAGAAACTGGGAAGAAGAGGAACCAATGATCAAAACAGCCAGGGAGGACC\nACAAGCTGTCTTCATCCTGAAGCCCCCGCCCTTCCTGGGGCCTTGTTCTCATCCTCAAGT\nATTAGCTGACTGCATCTGTGTGGGCTTGCTTCTTTTTTGGGCATGCAACTCCATTTTGTT\nTCATTGCCAATTCTCTAGTCTTGATTGTAGTTTTCCAGTGTATTGAGAGTATTTGAAAAA\nCATGCACATTGTATATTGGGAACAAAATAAAAAAGTGGGGGGCCCTGGGGAAGAACGGAA\nGGAGAAAGATGCCCACACCCCGCCAGAGTTTCCCTATTCTCTGGACAGTCAGGCGTGGGA\nGGGCTGCTATCTACCCTATCCACTCATCCCTGGGTGGGCATTCCTCTATCCCACTCTTCA\nGGGGGTGGTCATGGGGCAGCCCTGCCTGGGGACACCCCCCTCCCCAGAGCTACTTTGCTA\nAAGCCACCAGGGTTGTGGGAGGGAGGGAAGAAGTTCCCAACACTGACCAGAGTGTGCAGG\nGGAACTTGAAGGAGCAGAGCAGAGACTCTATGGTTTTAGAGCTTTATTATAGAAATGCAG\nGGAAAAGAGAGAAGGTAGAAAGGAGAGAGAGAGAGACAGAGGAAAGAGAGAAGAGAGGAA\nAGACGATGACAAAGAGAAAGGGAAGAGGAGAGAGAAGCGAGAGAGGTGAGAGGACAAAGG\nAGCAAGAGAGTGAGGTGCGGGCTGAGCACCCCTTTTTATGGTCTTCACTGTTGCTAGGTA\nACTGGGGAGTAGTTTAGCCTGAAGGTCAGAAGCTTGGGCCATTGCTTATGTGACTACTGA\nCCATGCTTCTCTGTGGAGGCTGTGGGAGGTGGTACCTTAGGCAGGGGCCAGAGTTCCAGG\nAGCATGAGGGAACGCCTACCATGTCATGTGGGTGAATTATGACCATCAGGGTTCAGACCT\nCAGCTCGACTGGAGACCAGCCTGCAATTCCCCACAATTGTGTGTGTGTGTGTATATCTAT\nATATAGATATACATACATACATATACACACACACTAAATAATGAATTCAATTTACTAACA\nATAGCAACAACCAGAAACTTAGGAAAGTCTTTGACTTCATTATTCAATACTGCACTGGCC\nATCTCAGGTCTTTTATTAATATCATCCCACTTAAAACTTTGTTGATTTCCACAAAATAGC\nTTGCCAGGATTTTGACTGGAATTACATAGTAGTTAGAACTGACATCTTGAAATTTTTATA\nTGCATAGAATGTTTTGAAAATTCCATGCCTGAATATGTCTTTAATCAGATTATCCTCCAT\nTACTTTGTCTTACTCCCACCCTTTCCAACTAATCCTCTGATAGTCATGCCTTAATAAATC\nCTCTGGGTTTCACTAGGGTTGCCGGCATGAGCAGAGGGGGGTTTCTCAGTAATGTGTGGG\nCAACTTACCAGTGTTACACGAAGGAGAATGGCTCCCTGGTCCTCTGGCAACCCATTAACT\nGTCAATAGTTTGAGGGGAGGACACTGGGAGCACTTCCCCCATCCATGAGGGAATATTCAT\nGAGAATCCTGTCTTGTGTCGGATTGTGCAGCAGCCAGAATATCATCACACCCCTCCCGTT\nTACTGATTCCTCTTAATATTCCCTGTGCCTTGGTTTGGGGAATACAGATGTTCTATTTAA\nCCTGGGTGTTCAACAGTCACTATTAGTCATTTATTAAAAGCATAAGAAGAGAAATGAAAA\nTAGGAACTCAACTGTATCAGAGTAAAAGAAGTCTGCCTGGCCAAAGAAACAACCAACATT\nTATTAGAACCAACTACAGAATGAAAGAGAATATTTGCAAAGCAAACTGCGTGTGTGTGTA\nTGTGTGTGTGTGTGTATACAAAGTGGTTAATGTACAAAATATCAGCCACCATAAATAGAA\nTAAAACCCAATAAACCAAGTAACACAACTTGAAAACGGTCAATGAACTGAAGCAGACACA\nTCTCCAATGGCTTGTAAGTGGCCAAGAGCTATACAGAAGGCTCAAGATAACTGATCACTG\nGGAAAACACAAAGCCAAATGACATAATGTATTATTCTGTTAAGATGGCTATTATATCAGG\nAAAAGGAAGGGCAGACAGACTGCTGAATGGACAGACAGCAAATATTAATAAGCATGAAGG\nACGGGCGAGATGACCAAGCTGCTAATGTGCTTGCCCTGCAAGCCCGGCCACCTGAGGGCT\nTTGCTCCAAGAGTAATAATAGTCGCTAACTTTGTCAGTGTGACTGCTGTTGCAAAGCGCC\nCTGGAAATTAGTACCTCTCTCCTTAGTTTCTGGAGAGGGAAGGGTTGACATTAAACATGG\nGCAGTACTACTTGGCAGGTGGGGAGCCCACTGGGATTAGGCATCTCCTCCAACACTTGTA\nCTTCTGTCTTCTTTACTGTCACATATATCACAAATATTTTTGACACACTCCTTATTTCTG\nGAGAAAGAAAATGTACCCCTCCTAGGGAGAGCATCTTCTGGACTGACAGGAAGTCACAAA\nGAAGAATCTAATTAGCACCCTTCCACATAAGCCAGCCAGTGTTTTTATGTTCTGCTCATG\nAGTCACTGTGAGCAGTCAGCCAGATGGCTGCAGTGTTTTTCTAGGTAAATCTTCCCTTAG\nTGGGCATCTTGTTGTGTGTGTAATTCTGTGGAAGTTCCATGTGGCTCTTTCTGACTGAAC\nACTGGCCTCCCATGGTGTAAGCTGCCCAGTTCAACCACAGCCTTCCCAACGGGAAGGACC\nAAAACCTTTGACACCCCAAGCCAGAAGAAACTTTTCTTCCTTTTCCATTTTTGGTCAGAT\nATTTTGTCACAGCAGCAAAAGTCTGATTAACACATGCAGCTAACCATGCTATTAAAATGT\nGAGTGACGCTGGGCGTGGTGGCGCACGCCTTTGATCCTAGCACTCGGGAGGCAGAGGTAG\nGCGGATTTCTGAGTTCGAGGCCATCCTGGTCTACAAAGTGAGTTCCAGGACAGCCAGGGC\nTACACAGAGAAACCCTGTCTCGAAAAACCAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA\nGGGAGTGACGACTGTAAAGGCAGGAATGTAACACAAATAAACCAGGTTTGCTGGCACATG\nCCTTTAGTTCCAGCACCTAGAAGAGAGGCAGGTATCTGTGAGTTTGAAGCCAGCCTGGTC\nCACAAAATGAGTTCCAGGACAGCCAGGGCTATACAGCGCAACCCTGTATAGAAAGAAAGA\nAAATAATACGTACAAAACTCCTATGACTTGTAACATGCAACAAGGCCTTAGAGCAGATGG\nCAGATTAAATAAATCAGATAACACACAGAGGGTTTGCAAGGTGTTTACTAAACTGGTGAT\nATGGCCTTAATATACAAATGATTACAGTCACTATTCTGTACAGATTATCCCTCCTGAGAC\nGCTGTGCCATCGGCCAGCACTCTCACTCTTCCCACACCTTCCCTCCTGTCCTGCTACCCA\nCTGTTAGGCTCTCAGTGTCTCAGACATCTGTAAGCTGCTACTTCATCTGCAAAGAAAATA\nGCTGTTCTTTTAAAAATTAAACTATGTACTGTACTATCCTGTACAGCTCCAGTACGGAGC\nCTGAGGGTAATGTCACACCGAACAGCTGAGGGAAGGACTCCAATCCTGAGCTTGTCCCTA\nTCTCTCACCTGTCCTGGTGTCAACAGATACCACAGTGTTCAGTCAGAAAGAGCCACATGG\nAACTTCCACAGAATTACACACACAACAAGATGCCCACTAAGGGAAGATTTACCTAGAAAA\nACACTGCAGCCATTCTGGCTGACTGCTCACAGTGACTCTCATGAGCAGAACATAAAAACA\nCTGGCTGGCTTATGTGGAAGGGTGCTAATTAGATTCCTCTTTGTGACTTCCTGTCGGTCC\nAGAAGATGCTCTCCCTAGGAGGGGTACAGTGTGTCAAAAATATTTGTGATATATGTGACA\nATAAAGAAGACAGAAGTACAAGTGTTGGAGGAGAAATCTGGCATTTACCAAGAGCTTTGG\nGGACTGGAGAGAACACTCAAATGATGCAGTCCATCACATGGATCTGAAGCGTGTCGATGT\nCCGGCAGGACCTCCCCGCACTTGGGGCAGGAGTGAATCGGAATACTGCGAGGCTGCTGCC\nCGTGCTGCCAGCTCCTGTCCTCGGCTCCTGGGAGGATGAGAAGTGACAAGTGCCGTCAGC\nCAGCTCCATCCCAAGAGCACTTTGGACTTAGCCACGGATGTGAGCATCTGTCAGACTTAG\nAAATCAGCCTTGAGTGGGGTACAAATACGTACTTTTGGGTCACTAGTGGAAATCATCACT\nATGAACACAGAGAAACTAGAACTAGTGTTTGTTCCTTAAATCCCATCTGGCGGCCGCAAC\nAGTTCTGGGAAACACAGTTACACTTCTAGGGACAGGACAAGGCATGGTCTACTAAGACTT\nAAATATGCAGGAGAGTAAGACACCGGTGAGGCTATAAACCAAAGAGGGAGTGATGAGAGG\nAGCTGGGGAGTATTCTTGGAAGGACAAGCCGTCTCTCGCAGACGCAGACAGCAATTTCCT\nGATTCAGTTGATGGAGAGCCCTCCAGGACTCTAAAGTACTGCTGTGCTGGGCTATGGACG\nAGGTAGGGAAGCCAGGTGGAGATGCAGCAGGTACAGCGTCGGGCCCCAGGGGTCCCGCAG\nGATTGAGAGTCCCTGGCTCTGCAGCTAGGCCCTGTCTGTCAGGAAGGACACCTTTCCAGA\nGGCTCCTGTGCTGATCCTCGGGTGCGGCAGGGGAAGGCTGTGGGACCTTTGGAAGGTGGA\nAGTAGGGCATGGCAAGTGTGCTGGGGCTCAGAGCCCTGGCCCTGGCCTTGTCTCTTCCTC\nCTGCCCACCACGATGTGACCAGCCTCCTCCTTACAAATGTTCAAACTGTCATGACGTTCT\nTTACAAAACAGATTTGAAATGCATCCCAACTCTACATAGATCTTTGATCAATAACTTTCT\nCCACTAATGCTGAAAACTGCTTCTGCTCCCAGGGCACCTCTCTCACCTGACCAGCATGGA\nACAAACTTTCGGCTTTTTAGTCTTAGTCAAGTAGTTGACTCAGCTCCCAAACTGTCTTTT\nTATTTTTGTTTGAGTATGAAAAGGAAAATGACCTCTAACATTTGTTTGCTTCAAAGCACA\nTTGCTTAAATTTATAATATACAAGGCTAATGGATTACTTGTGGCAAACAAATTTAAGACA\nTTTCAATTGATTTATTTGCAACACTGAGAGTCAAACTAGGGCCTTAGGTGTGTTCAGCAT\nGTTACCACTGAAGCAAGAAGTTTGTGTGGGTGGGGAGTGGCATAGATGTTTGTACGAACA\nTGTGTGTGTGGGCATGCTTCACCTGGGCACACACATGTGGTGGCCACAGGCTGACTTGTA\nGAATGTCACTTTGAGACAGGCCAGCCTTTGCCTTCTGATGCTGAAAGTACCCCAGGTCAT\nTCTGTCAGCCCATGGGCTCTATCCTCTGCATGCTTCAAGGATGCAAATGTTTGCATTTAT\nTTTTGTGATTCAGGGTTTTTGTTTTTGTTTTAGTTAGTATATACCCATATATGTAGAAGA\nTTTATTACTTTTTATTCATGTGTGCTTGAGTGTGTGCTATGTGTCTTCAGGTGCTTGCAG\nAAACCTGAAGGCGTCAGCTCCCCTAGGGCTGCACTGACCGGCAGATGTGAGCTGGGAACT\nGAACTTGCTCTTCTGGAAGACCCGCGGGCATCCATCTCTCTAGTTCCTTTATCAATGCAT\nATTAATTATTCAAAATAGTGGGTTTCATTGTGATACGACCATATATGTATACTAATCATT\nTATTATTTATTTATTTATTTATTTATTTATTTATTTATTGGGATAGACTAGCCTAGGCTG\nGCCTGGAGTTCTCAATCTCTCTGTCTCAGCCTCTCACATACTAGGACTACAGCATGAGTC\nACATTGCTGCTAAACTTATTTTTAACTTGCTTTCCTATAAAAAGACTTTGCTGGGGGGCA\nCAGGAGGGGGGAACAGACAGGAAATACCAAATGACATGCAGAGACCTACTTTTCACTGTG\nGATTTGCTGTGACTCTCTTCTGCAGTGATAGATGATAACCTACCTACTGGGAATGTGAGT\nTAAAATAAGGCCCCTCCTTGGCTTGTCGGGGTGTTATCAGAGCAACAGAAACCAGGGTAG\nGGCAGACTGAGGGGCACTCGGGCTGCTCTAGGACTTAGGGACCTTTTCAATGTCTGGGAA\nATTTAAGATGGCATCTTGTTAGGAGAGCATTGCCATTAACATTTTTCCTAGCTTTGTTAG\nCTCTTTGAAATAATTTTGTATGAAAAAAATCAAGAATAATCCTTCTTTTGATAGTTTACT\nATAATTCACAGAACATTGTTGCTCGTGTACTGTTACCACCACATCATAAATCTAGCACCA\nTGCATTTCTTTAGACCTGGACTTGTCTAGCTTTTCATGAGTATCTGAGTTTCGTTTCCAG\nCATCACAAACTAAATAAATCCAAGCAAAACCCTCTCAGTGAAGGCAAACAGAGGCTCAGG\nAGGCGTTGAAGAGGGCGGGCGATTCAGGTCAGCTAACAGACGCTGGAGTGAGTGACGTGG\nTACTACCTGGCTGCGAGAGTCTGGGCTGAATGAAATGAGAGGCTCTCAGGGGCTGACTTC\nTGGGGAAACAAGCGGCGCTGTATTTTGACTAGTTGGATTTCAGAGCCATTCTCTACAACA\nTAATCTGAAATCCCAGCTCATAGGTGACTCACCTCTTTGAAACAGGTAAGTCTGCTGGTC\nAGAGTCACTGGTTCTTGCCCCGTGTCGGCACTGCATTTCCATCAGGGACTGTCTACTGCA\nACCAAAAGCAAGACCACCTGTGATATTCTATAGCCTGCAACAGGACACCAGCAAGCAGCC\nGCCAGAAGGGTGCGTGTGGGAAACAAGTCAAAACCACATGGCTGACCTTCATAAGAAAAC\nTGACCCGGACTGAGGATACAGCTCAAGGCTGAGTGCTTGCTAGCATGCACAAGGCTCTGA\nAACCCTCAGTGCCAAACAACAGAGTAACCACCCAAAACAAAAGACTAACTTGGTTTTTAG\nCAACTATGAGTACCAGGACAGAAGGTGATAAAGATACTAAGTTGAGCTGTATAAAATCAG\nGAAATAACCCAACTCACTTTTTTCTTTTCTTTTTTAAAAAAGATGTATTTTATGAAATTC\nCTAGGCAAATGGATGGACCTGGAGGGCATCATCCTGAGTGTGGTAACCCAATCACAAAGG\nAACTCACACAATATGTACTCACTGATAAGTGGATATTAGCCCAGAAACTTAGGATACCCA\nAGATATAAGATACAATTTGCTAAACACATGAAACTCAAGAAGAACGAAGACCAAAGTGTG\nGACACTTTGCCCCTTCTTAGAATTGGGAACAAAACTCCCATGGAAGGAGTTACAGAGACA\nAAGTTTGGAGCTGTGACAAAAGGATGGACCATCTAGAGTCTGCCATACCCGGGGATCCAT\nCCCATAATCAGCCTCCAAACACTGACACCATTGCATACACTAGCAAGATTTTGCTGAAAG\nGACCCAGATAGAGCTGTCTCTTGTGAGACTATGCCGGGGCCTAGCAAACACAGAAGTGGA\nTGCTCACAGTCAGCTATTGGATGGATCACAGGGCCCCCAATGGAGGAGCTAGAGAAAGTA\nCCCAAGGAGCTAAAGGGATCTGCAACCCTATAGGTGGAACAACATTATGAACTAACCAGT\nACCCCGGAGCTCTTGACTCTAGCTGCATATGTATCAAAAGATGGCCTAGTCGGCCATCAC\nTGGAAAGAGAGGCCCATTGGACTTGCAAACTTTATATGCCCCAGTACAGGGGAACGCCAG\nGGCCAAAAAGTGGGAGTGGGTGGGTAGGGGGGTGGGGGGAAGGGTATGGGGGACTTTTGG\nGATAGCATTGGAAATGTAAATGAGGAAAATACCTAATTAAAAAAAAAAAAAGATGTATTT\nATTATGTATACAGCGTTTTGCCTGCATATACACCTGCAGGCCAGAAGAGGGCACCAGATC\nTTGCTGGGAACTGAACTCTGTAAGCGCTCTTAACCTCTGAGCCATCTCTCCAGGCCCCCC\nAGTCTCTGTTTTAAATGCCAGGCCTTTTCTGTGTAGCCCCGGCTGTCTGGAACTCACTTT\nGTAGACCAGGCAGACTCAGATGCCCTCCTGTCTCTGCCTCCTGAGTGCTGGGATTAAGGA\nTGTGTGCCACCACTGCCAGGTACCAAACTCTACAGTGATAGCAAAGTGGGTCAGAGAAAG\nTGGCTTACTTCTGGATCAAGGCATTACAAAGCAATTAAATAGAATAAATTATTTCATTAG\nCTAAGAGAAAAAACTAACCTGCCCTCTTCTGGCCTGCAGGTGTATATGCAGGCAAAATGC\nTGTATACATAATAAATACATCTTTTTTTGTTTGTTTGTTTGTTTGTTTTGTTTTTTGAGA\nCAGGGTTTCTCTGTGTAGCCCTGGCTGTCCTGGAACTCACTCCGTAGACCAGGCTGGCCT\nCAAACTCAGAAATCCGCCTGCCTCTGCCTCCCGAGTGCTGGGATTAAAGGCGCGGGCCAC\nCACCACCCAGCTATAAATACATCTTTTTAAAAAAAGAAAAGAAGAAAAGAAAAATGTGAG\nTTGGATTATTTCCTGATTTTATACAGCCCAACTTAGTATTTTTCTAAAAAATAATGAACC\nCAATCTGCATCAGAGTTCACAATCACATGACATAAATTAAATTGCAGAACAATATCTATA\nACGATCATTTTGTAACTTAGACACAGGAGAGAATTCAGTATTATCTTCCTTTAAAAACAC\nAGTGTTGGGAGCTGGGAAGGCGACTCTAACAGAGGACGTGAGTTTGGGTCCTAGCACCCA\nCACCCTGTTTCACAACAGTCTGTAACTCCAGTTTCAGGGGATTGCACATCTTCTTCTGAC\nTTCTGCTGGCACTAGGCATGCATGTAGTGTATATACAGACATACAGGCAAAACACTCACA\nCATAAATACATCTTAAAAAGTTGGCTACAAATATGGTGCAGGGATTTGTGTGCATATCGA\nTATGTAAAATTATAATGCAGGTGGGTGGTGGCTCACCAATTTCCTGTTTTCACAAAGTAG\nGGGAGAGGGTGTACTGAAGGATGGGGACACAGAGAGCAGCTCTGACTCCTAGTCCTTTGA\nTAAAAAGGACTCTGGGGCTGCTGGGACGGCTGAGCTGGAACATCGTTCACGGACAAGCCT\nGAGTTCAGTGATGGGAACCACATGACAGAAGAGGAGAAGCTGCCCTCTGACCTCCACACA\nCAAATCCATACACAAGGACCCACACTCCACCCATAAGTCATCAAAGCTGTTTAAAAAAAA\nTTAAGAAATACTTGAAGCAAATGAAAGAAACAGTTAATTTAGAATGGACTACATAATAAT\nTGTATTATTTTAATCTTCTATTTAAAATATCTTAAGACCTCTCCCAATAATTTTTAGCCA\nGACATATGGCATATGCCTTTAGTCCCAAGCAGCACTCCAGAGACTGAGGCAGGGGGGCAA\nGGTTGAGGCCAGCACGCAGTAGCAATTTCTAGACCAGTCTGGGTTAAAGGGTATGACCGG\nTTTCAAAACAAACGGAGTAAGTAAAAATAAAATTTTAAAGTTAGAATTTGGTAAGCATTT\nTTTTTAAGGTGGCTAATTCAAAGCCAGCTAGGATACTGAGACACAGAATGTTATTTTCAC\nGGCGTGTGCTAAGAACACAGCCTGTACACTGCTCCTCTGTGGTACTGGCCTGTGTGCCAG\nTCTCCTTGCATCCTCTTACCTGCCTCCCTCTTCAATGTCATTGTTCTCTTTCAGCAAAAT\nCGCGAGCTGCAAGGCCAGCTGCTCCTTTTCTTCATGAATCTTCTCTCTTGCTGCTCTCTC\nAGCGTGAAAATCTGAGCAGTACACCTCCATCTGTTAGGGGGAAAAGTTAGGTTACCATGG\nAGATGACCGTGGACTCAGGGATGATCATGAGATCAGGGTCCATGCTGCACCTGTAGACAG\nGCTTTGGGAATGACGAGACTTCTGTTGTGAGCGGGTGAATCATGGCTTTCCAATGCTATG\nAAACAGTAGATACAAGTTGCATATGTGTGGGTGCTTTAAACAATGGGAACTCCTAAACTG\nAACTGATATAAATGGCTTCAGGGATGCATGAATCATTAATTCAGTAGATTTTTTTTTTAT\nAAAAAAATAGTATTCAGGTATAACATAGTAAATGGCTTACCAGAATGTTGATGTTAAGCT\nAAATTTAAAATAAATAAATAAATACACATTATTTGTTGAATTCCAGACATGTGTGTGCTC\nTTATGTTGGTTGCTTCTTTGACTTCATCACAAGTCCTCAGAGTCAGCTCTTGGTGATGGA\nACCAGGAGACTCTCTCGTCTGTTCAGGTCTGTGTTGCAAGTCCTGGGCTACACAGCAAGA\nCCCTGTCTTTTAAAAGTTCTGGAAATATAAACTGGTCACTTTTCTAGTGAGCTTAATAGT\nCCTTAGTCTTAGGAAACTCTGGCTGAGCATGGTAGCACCGGCCTGTAATCTTAGTGTTCC\nACAGGCAGAGGCAAGAAGATGTTGAATTCTAGCCTAGCCTGGGCTACATGGCAAGATTGT\nATGAAAAAAGAAATGTTTAGTGACCTCAGTGTTTGAACCTAGATAAAGGTCTTATTTTCC\nTGGACACTTCCTCTACATGTGGGGTCACCGGCCTCCACTGTGGCTTCCGTGATCTTCATG\nTCTTGGTGAAGAAATTCTGAGGTCTATTCCCACAGTAGGGCCAGCCTGTGTAAGTCCTAA\nGATGCTAGAGAAGGGATGGGGGCGGACTCTGAAACCACATCATAAAGCAAGGTGGGTCAT\nGCATTGCTCTCCTCCGGATCGCTTGCTTTGGAGGTCAGCTGCCGTGCATGCCGTGAGCAG\nGTCTCTGGAGAGGCACACGTAGGGAGGCCTCCTGACAGGCATGTGACTGAGTCACCTTGG\nAAATGGCTGCCATGTCCATTTTTAGTGCAGCCTCATGAGAGACTCTGAGCCAGACCTCCC\nCTAGTGAGCTGCGCCTGGACTCTTCATTCATAGAATCTGTACTTGAGATGACAATGTTTG\nTTTTGTTAGCTGCTATGCTTTGGGCATAATTTGCCACACAGAAAACCAGATTAATTGCTG\nGAATCTCTCAGACACTGAGCCACCAAGCAGGCAGCACACACCAGCCACTATGAGGTCCCA\nGACACATACAGCGGAGGCCTGCCGGGTCTGGACTCAGTCCGAGAAGATGCACCTAACCCT\nCGAGAGACTTGGGGCCCCAGGGAGGTGTGGTGGGGTGGAGGTGGGCATGGGGGCTTCTCT\nTGGAGATGGGGGAAAGAGTTGTGGGATGTGGAAGAGTTGAAGGGTGGACTGGTAGTGGGA\nTAAAGTCTGGACTGTAAAAAAATATTAAAGAACAAATAAAATAAAATTGAAAAAAAGGAA\nCAGATAAGTAATATTATTATCAGAATAATTTCATTGTTCTCAATTATAACATAAAGCAAA\nTTTCACAGTGAATGGAAATGATCTGAACATTGTTTTAATAGCAGTTTTTAAATCTTCTTT\nTGCTTTATTTTTTTAAAGATTTATTTATTTTTATGTGCATTGGTGATTTGCCTGCATGTA\nTGTTTGTGTGAGGGTGCCAGCCCCCCTGGAACTGAAGCCACAGACAGCATGAGCTGCCAT\nATAGGTGCTGGGAACTGAACCCACATCCTCTGGAAGAGCAACCGGTGAGCTATCAACAAC\nTCAGCCATCTCCCCAGCCCCATTTTGTTTTAATTTTTTTTTTTTTTTTAAGATTTATTTA\nTTTATTATATGTAAGTACACTATCTTCAGACACTCCAGAAGAGGGCGTCAGATCTTGTTA\nCGGATGGTTGTGAGCCACCATGTGGTTGCTGGGATTTGAACTCCGGACCTCTGGAAGAGC\nAGTCGGGTGCTCTTACCCACTGAGCCATCTCACCAGCCCTTGTTTTAATTTTTTGAGGCA\nGTGTCTCACTAAGTAGCCCTAAGTGGCTTGGAGCTCAATATGCAGACCAGGTTCACTGCA\nGATGAGGCCGTGTGTTTGTCACATGACCTGCCTCGAGTACTAAAGATTGCTCACACGCAT\nCATTGTACTGGGTGCCTAGATTTCTTTTTTTTAAAAAAAGATTATTACTTTGTGTATGTA\nTGTGCTCATGTGTTCACGAGCAAGGGCTGTCTGTATATGCTAAGCTCCTCTCCAGTTCCC\nTGGTGCCAAGTTTTCAACTTACTATGTTTAAAACTGGCCTTTGGATTTCATGGCTTTGGG\nCTATATTATCTATTACTGTTTAAAGGAAATACAAATCTAAGCCTCGCATAGTGCTGCACA\nCCTGTTTTCTAGCATTTGGGGCCAACCTGAGTTACATAGTAACACCTTGTCTAAAAAATT\nCTATTATGTTAAAACTATAATTACCAAAAGGTATGTAATATATATATATCAATCATCATT\nTTAGGAGGGTTCCATCAATTCTGGGTGATGCAGCATCTTGCGGTGCACAGTAAGTGTTCA\nTGGTGGAGACTCACTTCTGTGGTGTGGAATCTCTGTGCTATCCATCGCTGCATCAGTGCT\nGAGAGCATTATCTACGCTCTGTTGTGCACAAGTCAGAGCTGGTGAATGACCAAGAGCATC\nTACCAAAACCAACACCCATGCACAGTCATGACACAGACTCCAAGCCACAGGGCAGAAAAC\nAGCCATATGGGCTATGCAAGGGAACACAAGGCTCCCATGATGTTCCTCTAGTAACGGCAT\nTAAAGCCACAGGCACAAACTCCTCTCTGTGGGGTTTGTCCACAATGGGCAGCTGGCAATA\nATGAGCCCCCAGGTAGCATAGAATCTAATGACATCATTTCTAAGTAAAAAACACAAGGAC\nGTAAAGACATTGGGGCCCTCCTGAGAGAATTCTGGTCATGTATTTTTGTAAGATAAACTG\nGTAGTGTTTAATTTTAAAATTAGCAATGTACATAATGATGTAATCTCTCTTTCCCTCTTC\nACTGTGTGTGTGTGTGTGTGTGTGCGCGTGCGCATATGGGAACATGTACATGTGGAGGCG\nGGAGGACAACCTCAGATGTCATTCCTCAGGTGCCATCCACTTTGGTTTTTGAGACAGCGG\nCTGTCACTGGCCTGGGTCTTCCCAGCTGGGCTGGACTGGCTGGCCAGGGAACTCAGGGAT\nCTCAGCACTGGGATCACAAGTAAATGCTGCCACGCCCAGTGTTTTTCAACCCTGTGTCTA\nGCATTTCTATTTAATAGCAACTTTTAAGAAAAAGACCCATATGAAGCTAGGCATGGGGAC\nATGCCTGTGTGATCAGGGGTTCAAGGCCATCCTTGGCTACATAGCAAATTTATGGCTAGC\nTTGTCTTTTGAGGCCCTGTCGGAAAACAAAAACATAAACAAAAAAACCCAAAACCCACTT\nTCCCCAAAACACCATTTATAATAAATAGTATAAGTTACAAAAATATTTAGAAATAAGTCT\nTATACTAGTACCTGGGAGTCTAAAGTTGGCCTTGAACTATTAATTTCCCTGCCTTTATTT\nCTCAAGTGCTGAAATTTCAGGTGTGCACAACCATGCCTGACTTTCATTTTTTAAAAAACT\nCCACTGGGTAGGTACGGTGGTGCAGGCCTTTAGTCACAGCCCTTGGAAAGCAGAGGCAGG\nCAGATCTCTGTGAGTTGAAGGCCTACCTGGCCTACATAGTAAATTCCAAGTCAGCCAGAG\nCTAAACAGTGAGACCACGTAGTGACAAAACAGACAAAAAAGAATGAGGAGGAAGAGGAAG\nAGGAAGAGAAGGAGATGAAGAGGAGGAGGAAGGAACTGGCAGAAAGAACATTAAAAAAAA\nATCACTGTTATGTTAAGCATTGCCATTCTCACAGTGGAAATGTCTCGGGGGCATCACTCA\nGGCCAGACTCTAGCCTGACTCTCACCTGAGCCCTGAGGACGGCCATGGTCTCCAGGTCTT\nCCTCCTGCTTAGCGAGCGTCTGCTTCATCTCATCCATCTGGAGCTGTTTGGATGCCAGAG\nCCTGCTCTGCCAGCTCCAGCTTCTCGCTGAGCTCCTGCAGCAACATCTTGTCCACCTTTT\nCTGCCTGAAAAATACAACTTTATTCTAGAAATGGCTTGGAAACGATGCAGCTTATTTTAG\nGAAAATATAAAGCTTTACACTTAAGAACTGTCAGCTCCAGTCTGTTACTCAGCCATGACA\nACTCATTCAGCAAGCTGTAGTCACTTTTGCCTTGCCAATAAGCACTTCCTTGGCTAAAAC\nACGTTCTTTCTTGCTTTTTAAAGATTTATTTGTTTATTTATTTATTACATGTAAGTACAC\nTGTAGCTGTCTTTAGACACACCAGAAGAGGGTGTCAGGTCTCACTATGGATGGTTGTGAG\nCCACATGGTGATGTGGTTGCTGGGACTTGAACTCAGGACCTTCGGAAGAGCAGTCGGTGC\nTCTCACCCACTGAGCCATCTCTCCAGCCCAAACACTTTCTGAGAAGGTAACAGCGAGTGA\nGCGTAGCATAGCACTGTTCCCAGTAGATGAGTTCAGATCTCAGCACACACGAAACCAGAT\nCAATGTCCCATGAGAACAAGCCTACTCTGATGAGCCTGAGGCATGGATACTATTATTTAT\nCTTGTTACTTTAGCTTTGATGTTACTTTAGTTTACATTTAAAAGGGATCAGGTCCTTATT\nGGACAATGCAGCTCACACCTCTAATCCCAGCACTCTGGAGGCAGCAGGGATGGGTAGAAC\nTCTGAGTTCAAGGCCAGCCTTGTCTATGCAGTGAGTTCCAGGCTAGCCAAGGACACATAA\nAGGCTCTTTCTCTAGATAAACAAACAAACAAACAAACAAACAAACAAAAGGTTCTCTCTC\nTTTTTTTAAAGCTATAGTTTAAGAGAGTTATAAAATTTTTTTGTTTTTTAATGAAGTAAA\nAAGGCCTGGGGGATTACCCAGTCCCTAGTGCCTGCTGTGTGTATGAGATCTGAGGCCAGT\nTCCTCAGCATCCATCTAAAAGGTAGATATGGTGATAACTCTTGCTTGCAACCCTAGTCCT\nGGGGATGCAGAGACAGGAGGGTGCCTGGTTTGCTGGCTGGCCAGCCTAGCCAATTGGTAA\nGCTTCAATAAGAGAGACCCTCAGAAACTAAAGTGGCCTGTCTCAAAGAAAATACCAAAGT\nCAGCTTTTGACTTCCACATGAACATGCCAATATGTACATGGACCCCACCCCCTACACCCT\nGCCCCCTCTGGAAAAGGAAAAGAAAACATGGTGCTTATGTCAGAGACCTGTAATCGTAAC\nTACTCAGGAGATTGAGCAGTAGGCTTGCAAGTTCAAGGTCTGCTCAAGTAACTCTGAGAC\nCCTGTAAGAGGGAAGGCAGGAGGGTGTAGCTCAATAGTAGAACATTTGCCAAATATGCAA\nGAGGCCCTAGGCTTATTCGAACATCCTTACTAATTTAAACTAAATGCTGTAAAACCAGGG\nTTCCAAGTTCAGTGCCAGCAGGCAAGATGGCCTTGCACAGTCTCAGCCAGTAGATGGCTA\nTAGCTAGCTGTCTCGCTCCACTGTTGACAAGGAGCCCAGGCTCTCAGCTTTCCTACAGAC\nACACCCTCGGGAAGTAGGAAAAGCCCTTGCCCTGCCTGGAGACATCAGCACCCCCTCCAT\nACACAAGTCACGTTTTATATACAAGCTGAGGTGAAAAGCTATAATAATTCTGTTACAACT\nGATAACCGCAAAGCAGTTCTTGAGAGTGGATTTAGTTGAGGGGTCATTTGGTGGTTCAAT\nCCCCAGGCTATGGAAGTACCTTTGCTCTGTAAATACCTGTTGCTTGGTTAGTTCTTCAAT\nTGTTTTCAGTGCCTTATTATGTTCTTGAAGGAGCTTGTTGTGAGTTGCCTGCAGAGTGGC\nTAACCTGGACCTATTAAAATGTGATATTAAAAGTGGAATAATGAGGGAAATATCACAGAA\nGCCCATCCTCCTGTCTCCCTAACAGACTTTGAAAACTCAAGTAGAAAAATCTCTTGGTTT\nTTTTCCATCCCACCAACTTTTAACTCTCAGCTTGACAGGACCAGGAGTCACCTGAGGAAA\nGTCTCAGTGAGAGATCGCTTCCATCAGGTTGGCTCAGGGGCCTGTCTGTGAGGACTGTCT\nGCACTGCCTTTACCCATGTCGGATGACCTGCCACATGAAAGCAGTGACACCGGCCAGTCC\nCTAGCTTAGGGCTCTCGATTATCCCAGCACTCGGGTGTAAGAGGCAGGTGGATCTCTGTG\nAATTCTGGGACAGCCAGAGAAACACAGACCAATCCTGTCTCAAAAAACAAAACTAAGCAA\nTAGAAGTAGGCAAGGCAAGCTGAGAACTAAGCATTCATTTCTCTCTGCTCTTGACATGAT\nGTGAATGGGCTTCCAGCCCAGAGCGCCTTGGCCAACTCCCTCCCAGTGAGTGGCTGGACC\nGTGTAAGCTAAGATAACCCCTCTGTCCACGAAGTTGCTTTGTCAGGCTATTTTATCATGG\nAACAGAAATGAAACTACAGCCACCACTTGTCAGCATTTTTCTTACTCTCAAAGAAAATGG\nTATCTTCCATAAGACTGTCTTTCTCTCAAAAGATAGAATAAAAATAATTTTCCTATTTTT\nGCTACAACGCAAAACTTTAATCTGTCCAGGAGTCTCCTAGACATCTAGTTTCCAGATGGT\nAAAACAGATTTTATGCCATGACTCCCAGGTACACCCCCACCCCCACCCCACCCCATCTGT\nATTTGGCCAGCTGTCCTTCCCCTTCTGGGTGAGCTGCCGCCCCACCCCGCCCCGCCCCCG\nCCCCGCCCCCACCCCACGCACACAGGTGCACACACTCACTTCTCCTCCTCTGTCTTGGCC\nTGCTCCATCTTGATTTCGGAGCGCATGCTCTCCACCTGCAGCTCTAACTTCTTGTTACTG\nTAAACGAGCTCTTGCTTTTCATTCAGCTCTGATGGTGTTGCAGAGTTCTTCCTCTCCAGA\nGCCTGACACCTGAAAAAGATGAATATTCCCCGAGGAGAAACAACACTTTGTCACTCTCCC\nTGGCTTCTGCACAAATCCTCAAGAGGATATCAAGTACAGAGTGTGGTAGGGCCACAGGGC\nAAAACACTTTGTTCTTTTTGCTTCAGGTTTGCTTTCTTGTTTTGTTTCTTCCCGCCTTAT\nGGTGGGTGGGATATTTTAAACATCTTATATTTTTAATATATTTTTACCCAACCTGAACTA\nAGGAGCAAATTACAGCAAAATCCCTGGGCACCCTTCAGAATCTAAAGTCTGCCTGTCACA\nAAGACTCTCATTTCTGATGAGGATCCAGTAAGAGGAAAGGAAAGCCCCGAGCATCTCCTA\nTGAGAGCCGAAAGACAGATACACTATGGCTATGTGCAGGGTGTTAATGCCAAGTACAGCA\nAATCTCTCACATCACAATACTATATGTAGCTCTGTACAGGGGTTACAGAGGTTGGTGCTC\nTTCACAGCACAGTGCAAGTCCTCTTGTGTCCTTATGACCCGTGTGACAACAGCTTCAGGA\nATACACACCAACACTAAGTTCTCTTTTTCTGAACCGTCTATCAGGTCCCTGCTTGTTTTA\nATACAGTAACAAAACTGCTTTGCTACAGTAACGCACTTCATAAATCATGCGAGGAAATTA\nAATGAGTTATTACTTTTCTTGAAGTCTCTTCTTCATCAGCTCAGCCTCACTGAGTTTTGT\nGTGTGCCTCTTGAAGCTCCTTAAACAGAGAGGTCACTTGAATGCTCAGTGTTTCCACTTC\nGCTTCCAACCTGTCAGACAATGTCAGACATTCACGTGAGACAGAGCATTCGAGAGGAGGT\nGGACCTTGTGTGAGGAGAAAGTATGGACCACTAATATCCAGCTAACACGGAAACCCTGAG\nTAGACTTGATTTGCGCAAGACTTCCCCAAGTGACTTATGTGAAAAGCAGTCTGGGCAAGC\nTTGTGTTTCTGTGCACCACATCCACTATCAGTCTAGGCCTGTGTGATAATGGATTTACTG\nCTAAACCTGGACCTACTCAGGCTTCTGGGATCACAGGTCACCAGGTCAAAATATAACTTT\nATTCGTGTGGGGAAAGACTCCGAGACTATATTGCCTTGCCAATGTCTGCTTCTAGCTTAC\nGTAATTATTTGTTATCCAGCTCTTCTCCCGGAAGCCCGCCAGTTGTCAATTTGCATATGA\nGTTTTATCCGAGCTTAGAAACATCAATACTTTCCCATTAACTGTTGGTCCATCAGTTAAC\nGGTGTGCTGTTCTGGCAGCGTGCTCTCTTCATGTAAGCTCATCCTGTTCTCTCTCCACCT\nTCCCCACCCCCGTTTTGCTTTTGCACTCATGCTGATCTGGAATTTGCTGTCACATAAGCT\nGTCCTTAAATCTGAAATCCAACTGCCTCAGTCTACCAGACACCAGACTCATAGGGGTATG\nCACCACTGTACCAGTCTTCAGTGTTCTCCATTGTCTTAAGGTTGGGACTCAGAGCCAGAG\nAAGCCGCTGCACGTCTGTAATCCTAGCATAGCAAAGGCAGGGAACATCGTAGTTCCTCTC\nCTAGGCTACGTGTGAGTCTGAGCTCAGCCTAGGCTGGATAAGACACAATCTCAAAATTTA\nAAAAAATAAAGAGAAATGAAAGGGAAAGGAAGGACATAGCCAGTGTGTGTGTGAGTGAGT\nGTATGAGAGAGTGTGTGTGTGTGTATGTGTGTTGAATGTGTATGAGTGTGTGTGTGTGTA\nTGAGTGTGTGTGTGAATGAGTGTGTGTGAGTGTGTATGTGAGTGTGTATATGAGTGTATG\nTGAGTGAGTGTGTTTGTGAGTGTGTGAGAGTGAGTGTGTGTGTGTACTGATGAATACATG\nAACAGAAGGATCATTCTATATGTCTCTCGTACAGACTACTGTGAACTCTTTAATTTCCTG\nGCTTCAGGAACTTTTCCTAAACTTAAAACTCTTCAGGCTCAAGGGCATAAGTTATTCAGG\nAACTTTTTTTTTTTTTTTTTAAACGCTAATTCCTTTGTTCCCTACCAGTGCTGGGACAGA\nGCCAAGATCTTTCCATTCTAAAGTCTCAGATTCATGTTCACAAAGGACATCTTATAAGTC\nAGTCAAAATGTCTTTTTCTGGTGGTGGACTTAAGGATTCAGGAGATGCCATCAGACAAGG\nAGAGATATGAGAGTGTACAGACTGGTTCACATCTTACTGACATGCACTTCAAATTCAGGA\nTAAGGAAATGAAAACGAAAGAAGTAGAAAGTATTCTGAAACAAACAAGTTTCCATTTCTA\nAGGTAAATAGTGCAACGTAAGACTTGAACCCAGCAACCACGTCACCAACGGGGACATGCC\nAGGGACGTGCCAGTCCTTTGGCGGTGCTGTACCCACACTCTCTTGGCCTTTGTCCTCCTT\nCTCTCTGTCTGCTCTCCTCGCTGTCTGCTTCTCAGTAGAAGAATGGCCATTTGCTTTCTT\nTTCAAAATCTGAAATTCTGAAAACAACAAAACAAAACACCAACAACATCAGAATGTAGAG\nAAGTTTTACTTTCTGTTTAGACACACGAGGACAAGCAGCTGTAGAGGCACTCGAATGCAC\nGTGTCAGAGCCTGGAGAAAGGCAGGGCTTCAATGTCTCTTTATATTTGCCTCTTTAGCAG\nTCATCTTGCTTTTATCCTATTGCTGACTAGAACTCCTGTGATGAATACATACAGATGAAT\nACATAAGATGAATACATACAGAATACAGATGAAGCAAAGAGGTGGGAGACTTTTGGCTAG\nGCAGATCTCAGAAAATATTCTCTTCTCATATTCTTCCTCAGTAAGTCAGTAGAGATACAG\nTGTACTTTACTAAGGGGGAAAGAGTAAGAAAGGCACTGGGTTAAGGAAATGGGATCCAAC\nAGTGGCGAGCTGAGGAATTCTATAGGATGCTGAATTGGAATGAGGAATTCTATAGGAATT\nCTATAGGATGCTGACTAAAAGCGGTCTTAGGAACGACTACAAAGTAGTGGAATCAAGATA\nCCTTAAGAACAATCCGAGTCGTAATGAATTGACTGTAATGAAGAGACTGGCTCCCAGGGA\nAACCATGAAGCTATAACTAAACAACCCTTTCAAACCTCACAGTGAGTTTTCTGAGGGGTG\nAGAGACTTTATTTTTAACTGTGTGTGAATGCAGGAGTCAGGAGAGAGCTTAAGATCCCCT\nGGAACTGGAGTTGCAGGCAGTTGTGAGTCACTCCACATGGGGGCCTGGACTTAGGTGTTC\nTATAAGAGCAGTCTATGCTCTTGACTGCGGAGCACCTCTCCAACCTTCCACGTTGACACT\nTAGTTGCCATGGTGCTGTAGCAGCATGCCTTCACAGTTACCATCTCAGGAGTGGGTTCCT\nAATAAAGGCTGGGTTAAAAGCTCCATTGTTTTCTGTTGAAAGCCTCAGGACTATAGGCTG\nAAAACACTTCCATAGTTTACAACCTGTCTAGTCTAGCACTCTGTTAAAGAAGCAGAAAAC\nAGACCAACGCAAGAGGCAACTGGTTAGATGGCGAATTTTGTACTGAGACCTAAAAAGTAT\nAAAAGGAAAGTGACTGCTGTCTAGTGCAAGCTCGCCTGACTGTGAGCGAGCACACATGTG\nCATAGTATGCCTGACTGTGAGCGAGCACACGTGTGCACTGTATGCCTGACTGTGAGAGAG\nCACATATGTGCACTGTATGCCTGACTGTGAGCGAGCACACGTGTGCACTATATGCCTGAC\nTGTGAGCGAGCACACGTGTGCACTGTATGCCTGACTGTGAGAGCACACGTGTGCACTGTA\nTGCCTGACTGTGAGCGAGCACACATGTCATTGTGCTTGACTGTGAGCGAGCACACATGTG\nCATTGTATGCATGTGTCCAAATGCACAGGGGCACGAACAGAGTAGTAATTTGAGGAAAGT\nTCAAAATTATCGATTTCAGCTAGGAAGAGGAGGTACAGAAAGTTCCAGAAATGCATGTAC\nTGGGCGGCTGATGGTTGTGCAAGACAGTTCAGCCTTCCTCGTTCATACCTAGAGGTCAAT\nAGGTCATGATTAAATCTTCAAAAACGTAAGTAACAATTTAAACCTTATCCATGGAGGCAG\nCTACTTGGAAGTGACCAAGAAGCAGGAAAGTGGCTGTGGAAGGGCTGCTCAAAGCACTGC\nTTCCCTCAAGGCTCCTGTCAAAGCAGTGCTGCGCCATGGGAAGTCTGTAGAGATGTGTTG\nTTTCCCATTTTTCTGTTACAAACTACCAACCCTAATTGGTATTCAGTTATTGTCCCTTTG\nGCTTGGCTGAATACACGGCAGAGGCAGCAGATGGTACTCGCAGGAGTGTGGGCTTACCCA\nCACGGTAGGACACTTCACATTTGGCCCAGGTTTTGGCCTACATGTGAATTACAAGTTATC\nTTAATTTTCTAGGGCAAATGTTCACTTTGGGTCATCTTTCCCTTGTTATTTCCTGAAATA\nTTATTATTAAAAAAAAACAACAAACAAACAAACAAGGCTGTATTTCTTATACAACCTCTT\nATCCTTACTGGCTAATTTAGAAAATACAAATTCAATCAGTTGTGCACACACTTTTAATCT\nCAGCCCTCGGGGGTCAGAGGCGTGAGGGGGGGTGGGGTGGGGGTGGAGTGTCTCTGTGAG\nATCAGTATGGTCTACCACAGCATGTCCCAGGCCACCCAGAATAACATAGTGAGAGCCTGT\nCTCAAGAAAACCAAAACAACAACAGAACCTCAAAATAAAAAAATAAATAAAGCCAGGTGG\nTGGTGGTGGCGCACGCCTTTAATCCCAGCACTTGTGAGGCAGAGGCAGGTGGATTTCTGA\nGTTCGAGGCCAGCCTGGTCTACAGAGTGAGTTTCAGGACAGCCAGGGCTACACAGAGAAA\nCCCTATCTCGAAAAACCAAAATAAATAAATAAATAAATAAAAACCAAAAATCCCCAAATG\nACAAACAAAAACCCAACACAGAAAACCCTGAGCTGGAACACGAACGCCTCACACACCCCA\nAGACAGAAGGCCAGCCACATCCACTCCTCTACCCCACATAGCACCCAAAATTTTCTTTTC\nAGAAAGATTAAATTTAGAATATCTGTATTCCTATTTCCAGTGATTAGGGAGAAAGCTGGC\nTTGCTTGTTTCAGGAAAATACAGCATCTTGCAATGTGTTGGTGCCAGCACTGATTTCAGT\nGTGTGCCAATCAGGCTGCTGACCATGGGTCCCTGACGCTTCTTAGCTTTATTTAGTCCTC\nTCTTGTCGGAGAAGCAACCACTACCCCGGTACCCACGCAGAGAACACGAGCGTCTGCAAC\nTACTTACTGGCTTGCCCTGTTAAATACTGAGTCAGCTGGCTCACAAGATAGAAGTTCAAT\nGCCATTGAAAAAGGAATCTTTCCAGGGTACTCAAGGTGGGGCATGCACCCTCCTTCTCCA\nGAGGCAGGCCTGACCCACTAACTATAATCTAAAGAACTATATGCCTTCAGTATCCAGGGA\nGAGAGCTGTGGTTTTGTTTGTTTTGTTTGAAAGCAGGAAGAAAGATTAGAAATATATAAG\nTGGCAAGCTGCCAAGTATTCATGTCTTCTCGTTGGTCATTCACCTGCCTTAAGGACAAAC\nAGAACTTTGTGGATAGAGAGTGAAAAAAGTCAGTAGAAGACCGTACTGTTTGAGTCCAAA\nTGCGAATGTGCGGGATGCAGAGCTCTCCCAAGTCACAGGGAGAGGCAGGTAGTGAATGCT\nGAGGGGTACTGACTCTCGTGTGGGGGAGAATGTCCTAAGATGTACTGTGGCAGAGGGCAC\nAGGGCACACAGCCCGGTGCACTGCCTCACATGGTGCCTTCCTTTATCTACCAAAGCCTTT\nCATTTTCACATTAATATTTCATACCTTTCTTTGGCTTCTCTGAGGGCGACTTCAAGTCTC\nTCCACCTTTTGGTTTCCTTCCCTTAGGCAAAGCAGAAGCTGGCTCACAGTCAGTTCTTCA\nAACTCCGCACAACTCCTGGCATCCTCTGTACAGTTGCTCCTAAAAAGACATCACTGCCAT\nATTCAGTATGGAAAATAAAAAGGTTTTGATTGCAACAAAAATGTCAAGAGTAAGAGAGAA\nGCATGATACAACTGAAATCCATGTCCTCCAATCAGTTCTTGACTGCCCTAAGCACAGCTG\nAGCCAATCCTTGTACGCACGCAACGAAGGCTGTGGGGACCAGCAATGCTTCAAGGACGCT\nAACCTCATAATGTTAGCATTCACTCCAAAGAGGTACTGTGTCCACAAGGCCACAGAATCC\nACAGGGACAGCTCAGCAGCTGTGCAGGAGATGCCACCATCTCCAGAGATCAGTTTCAGAG\nAGGACTTTGGGCTGACTATTCAGGTCCATTCAGACCTGAATGGACCCACTGCAACTGGTC\nAGAGACTATCACCTTTGTGAGTCAAGGAATAAAAAAAAAAAAACTTTTCTGGCTTTGGTT\nTGCACACGAAGCAGAGATGTGTAGATACTACCGGCAAATGTTTTACTAAGTTTCAGAATC\nTTATCAAGAGGCACATTCACGACAAACTGTGACCATCACCCAGTAACGGAATGTTCAGAG\nCAATGACGATGACGAAGGTACCAGGGACGGCAGCTAGCCTTTTAGGCATCTGCCAGGCTC\nATATATCTGAACACCAGGATTAGACTCCAAGGCTGCAGCCCCAAGTCTAGAAGCCAATCT\nCAGACCTTACCAGCCTCATAAAGCTTACGAGCTATGGCATGAAAGAGGAAGTGGTCTCTG\nTATATGGAAATAAATGAATGGGAAGTGGCTTAAAATTTCCAAATAGTTTTTCTTTCCTCT\nGCTTCCAGGAAAGTCTTGATAGTAAAAGCAGCAATTTGAGGAAAGTTGACTTCTAAACCA\nAAATTAAAAAAAAAAAACCACTAAAAACAGGAATAACATTCATTTATACTAATTATTCTA\nTTTGGTGAAAGACTATTGCATTATTTATACTCTCCCTGATGTGAGAACATAGGGAAAGAC\nATAAAAAGTGTTTTATTACTTTTTCTGTGTCATTCTCTATGCATATTTATCAACTAATAT\nAAAAAATGTTTTTAAAGGTTTGTGACATAAGAGAAATTATGAGTAAGCCGACAGGCAAAT\nGGACTAATGTCGCCCCCTCCCCCCCCCCCCCCCCCCCCCCCCCGACACATACACACAGGA\nTGAGCAAACCACCAGCTCTGGGTAATTTTACCTTCACGAACCAAGAAGTTCAGGGCCTGG\nCTCTACTGCCTCTGCTGAAAGGCCCTTCCATAACTTATTATGTGTTTCCCAGAACTGCTC\nGGGACAGGCACATTTGAGATTCCAAAGGTAAGAACATGGCCCTTTTGAGGTTGAGGAGAT\nGGCTCAGTGGGTCAAGATGCTTGCCATCAATCCTGATGGCCTGAGTTTGATCTTCAGAGC\nCCACACAGTGCAGAGAACAGACTTCCATAAGCCAGTGCTTCTCAGCCTAAGGCTGGGACC\nCTTTACAGTTCCTCATGCTGTAGTAACCCACGCCATACAATTATTTCAGTGATACTTCAT\nAACCGCATTCTGCTGTTGTTATGAATCATAAATGTAAATGTTTTTGGAGACAGAGGTTTG\nCCAGAGGGGTTGTAACCCACAGGTTGAGAACTGCTGCTACTGTCCTGTGGCCTCCATATG\nTGTGCTATGGCGTGTCCCCTGTCCACCATATACATATACATATACATATACATATACACA\nTTCATATCGACAGCTCTCTTAGCCACTGCCTCAGAAGAGCACCAGCAACAGTTACTGTGG\nCTGATAATCTGAATAGGGAACGCAAAAGGGTGTGTCCCACTTAAGGAAGTCCAGCTGGCA\nGCCTGCTTAGTCCAAGCAGGCACAGGACTGCGGACTAGGGGCGAGTCTCTTTTTGATTGA\nGGATGAATGTGTTTCCACTTCTAACAGAGGTGGGCATTTGTCAGCCTTTAAAAGGTACAG\nGACTTTGTTTCCATTCTCTGCCAGTCTTAAATTAATAAGACATTAAATACCATTGAATAC\nCATTGAAAATGAATGTTAGCACTTGAGAGGCTAAGGCAGAGGGTGTTGCAGGTTCAAATC\nAAACCTGGATCACAGAGCAAGACCCAGCCTCAAAAAACAAAGTAACTTTTCTTCATGTCT\nGACCTCCAATGATAGGCTCAAATTAACAAGACACTAGAGTCCCATCACCTACAAGCTGAT\nGGGGTCTGTTCTTGTGGGTGTAGGGCAGTTCTTCATCTCCTTCATTGCCCCTTCAGTCTC\nTCCTTCCTGTAAAAGCAGAGATAAAAGGGATTAAATGCCACAGATCTGCAAGACAGATCC\nCCTTCAAAAGAAAAAAAAAGACAAAAGTTTCCATCCAAGGAAAATACTCACTCAGCCTTT\nGTATGAGATAGGATCTAAATTGGGTCACTCAAATGAAACAGAAAACACTCTCCCCGTCAG\nGATTATAAATATCTAAGTTTAGGTATGAAGGTCACTCTCCTGCCCTGGAATACACTCAAC\nCCAGCTCCATGAATGTGGCTTCGGCTTGCAAGGCAATGCCTTTGCTAAGCTGGCAGCCGT\nTGTCTGTTTGCCTGACCAGTGGCCGTTAGGAAACCAACGCCTAAACACTGAGGCTGACAG\nGATCTGTGAGCTGGTTATATCTCCATACACAAATGGAGCAAATCTTCACAATTGCACAAA\nGATGGCTCTGGATGCTGTGGCTACACTCTTCCTAAGCCACGGGCAGGGTTCTCCAGCCCA\nCAGAAGCAAAGCGAAGCACATTTACACTTGCAGTAACTGTCACTCAGCCGGGAGGCAGCA\nGATGATGCCAGCCCTGGAGAAGCAACATTTGGAAACTTTTGATAAAATGTCTGGGTTTCC\nTGACTTTTATCAGCCATCACAGGGGTAAAACTGTGTTTCAGTTATCTCCTGTCACTTGTA\nGAGAAGTTTGTTTTTCAAATTCTCCTCTGGGCACCCTGACTGCATCTAAATGTCTTAGAG\nGGTATGGACGGAGTAAGGGTCATTGGCCAACGGACTGCTCTGTAGGGCAGTTGGTGAGTA\nAGGGGTTCCACACTAAATATTCCAGGGCTACATTAGGAGTCTTACAGGCTGCTCTCTACT\nCCCTGGCTTTATCTACCAAGTACGCTCTCTTTAATCTCTTCCTCCTTCAGATATAAACTC\nTGACAAAGTGAAAATGACACTTCTGATATGAAGGACTTTGCCTGGTCTCACCCTCACTTC\nAGAGGTCTCTCAGCAGCACAGGAGAGGTTCCCCCAGTGCCCACTCACCTGCTTTTCCCTG\nTTATGGGACCCATCAAAAGGGGTGCCTCCCAGGAGCTCAGGAATGGGTACATACTGCCTC\nAGCTGGCCAGTTCACAGCACTTAAGTTTGATAGCTCTGGCTTCAACTTCTGCTCTCAGAA\nGCTAAATCATGGCTTCTGGCAGGACAGTAAAGACCAGATCTCCTCAATCTACCTCCAGAG\nTTGTTCTCTCTGCTTAAATATTTATTTTATCTCCGATACGTGCATATACATACTGGTGTA\nTAAATAAGGGTAGGTGAGAACAGGTATCGTCAGACGCCAGAAGGTGTTATGCCCTGGAGC\nTGGAGGTAAAGGCAGCTCTGAGCCTCCACAGCCCTGTGGGAACAGAAGTCAGAGCCTCAA\nAAAGGCTAGTATCCTTTAACTACTGAGTTCTATCTCCAGCCATCCCATCCCCCCTTTTGA\nGACATGGTTTCACATATCCCAGGCGAGCCTTGAACTGGCTTCGTAGCTGAGAAAGAACGA\nCCTTAAACATCTTTTTGCTCCTGCCTCCACCTACCAGTCCCAGGCTTACAGGCTTATCCC\nATCCTACCCAGTTTATGTGGTGCTGAAGAAGAGACCCAGGGTCTCACTCATGAGGGTGCC\nAGGCTCATAGCTAATGTCAGGTCCAAAGGGAATGCCAATTCCCAAAACTACAAAGGCAGT\nTTGTATGGAAGTGACAGTCTTGGCCCAGCTGAAGCTAGACTATAAAAGGCTTTCTGGTGG\nTCAGATAAAGGCCAGCATTCCTCGGTGACTTATGAACTGGGGTTCTCTGCTGCCATCGTT\nTTCCTTGCCTCTAGAAAAGTGTCCCTCAGCATCATATACCTGTAGCTTCATATCAAAGTG\nCAGGCTGGCCTCAGGCTCCTCCAGTCTCTATACACAAGCATTTGTTCTACACCTCAGGTC\nTCCCTTCCTCCTTGTCCCGAAACTCCCAGCCCAGCCCTAGCTCCCTTCCCCCACCTACTC\nTCTTCCCCTCCTCAGAATCCACATGATTTCCATATGCCCCTCCACCCACCCACTTCCCTT\nCTTTTGCAGATAGCCCTGGCCGGGTCAGTCTGCTGCTTTGCCTCTTTGATCTGGACTCTT\nCTCAGTGCCTCTGGATATTTTCTCTTATTCACAATAAAACCCTCCCTCCTAACAGTGGAG\nTGGCCGATTCAATGTTTCTTTCTTTCTTTTTTAAAGATTTATTTATTTACTTATTTATTA\nTATAAGTACACTGTGGCTGTCTTCAGACACACCAGAAGAGGGCATCAGATCTCATTACAA\nATGGTTGTGAGCCACCATGTGGTTGCTAGGATTTGAACTCAGGACTTTTGGAAGTGGAAG\nAGCAGTCAGCGCTCTTAACCTCTGAGCCATCTCTCCAGCCCCCTGATGCAATGTTTCTTT\nACTGCACCCCTCACATACAACTAGGACAACCCTTATCGGTCACTATCCACTTAAGAATAA\nACCAATGGAGTCTCCTCTCGGGGTAGCATCATCTGCTGCCTCCCCGCTGAGTGAGAGTTA\nCTGCGAGTGTAAATGTGCTTCGCTTTGCTTCTGTGGCTTAGGAAGAGTGTAGCCACAGCA\nTCCAGAGCCATCTTTGTGCAGTTGTGAAGATTTGCTTCATTTGCGTATGGAGCTATAACC\nAGCTCACAAATCCGCTCAGCCTGGTCTCTGCCTCTTGTTCCCTAACAAGTCAGTACTGCA\nGGCAAGTTTATAATGGCAGCTGGCTTGGCAAAAAAAAACAAAAAACAAAAAACAAAAAAC\nTCGGAATCGGCACTTTAGCTCTGTTACATTCTTACTCCTCATTATTTGGCTTAGCTGTGC\nTGACAGCAAACGGTGGTAATTGTTTCCTGCGGGGCCCCTGGAGGCTTTGAAGCCTGCTTC\nCTGTGTCCAATTTGCAAGCAACCACTCTCAGCAATTAAGCCACACAGCCAGTCCATCTCA\nTGACTGAGACGTTATTTATTATTACTATTTGTATGTGTGTGGGAGGATGTGGGGGTGTGG\nGGGCGCTTGTGCCATGGAGCAGGTGCAAGGCCAGGTGACAAACCCTGGGAAGTCAGTGAG\nCCTCGTTTTCCCCTCTGTGTGAGTTCCTGAGCCCAGGCTTAGGTGGCAAACACCTTCTCC\nTGCTGCACCATCCTTCCAGGCCCTCTCAGCTTTCAATTTAATTATTTAATTATTTACATT\nCCAGATGTTGACTCCCTCCCATTCCCCCTCCCTTTGCCTCTGAGAGGGTGCTCCCCTCCC\nCCACTTATAGTTTATTACCATGCCTCCTCACTAGACTCTGGAACGAGTCTATTAAACACA\nGTTAAACGCCGTTTCAGGGCTGGTGAGGTGGCTCAGAGTTAAGACACTTGTCCCCGTTAT\nACTGGAATCTCACTATTTGCATCAGCTGTGTCGACAACACGTTCAGGTGTTGTGTTTCAT\nTCTAGAGGGGGCTTGGACATTTGCTTCATAGAAAAAGAACCACAATTCTTACGGTCATCC\nTGATCTCAACGAAGGAGTCTTCCGAGGAGCCGCCGGAGTTGAGTTTGAGCTGCAGTTCTG\nAGACGATGCCCAGCAGGTCTGCCTTTTCAGCCCGAAGGCGCATCACCTGGATCTTCAGAT\nGCTCCACTTCCTGCTCCACCTGGGTCTTCAGCTTCTCCACTTCCTCCTCCAAGGCTCTGG\nGATACCTGTAGCCACCTGTGAGGTCCTGGGAAGACCAGGAATGAGGCATGAGGCGAATAC\nAAAAATCAAACGGAAGGTCTGGCTAGTAAACTTGATGGCCAAGCATCACAGACAGTGAGT\nGTTGTATGCGCACTCTCTCTCTTTTCTCTTTCTCAAAGCAGGATATCATGTAGTCCAAGG\nTTGACCTTGAACTTACAGCTGAGGACAGCACTACCTCTACCTCCCAACTGCTGGTATTAT\nCAACATGTGCCACTAGACCCCACTTTATTTTTGTATGTTAGGGGTGCACATGTGTGTGTA\nTGCTCATGGTAATCGTGTGCAAAGGCAGAGGAAAACAACCTTGGGAGGGAGTCGCTCTTC\nAGGTGCCATCCACCTAGTCCACCTTTTCTGTTTGTTTTAGTTTGGAGACAGGGCCTCCTA\nTTGGCTAGGGAGTTGCCAGTGAGCCCAGGAACCTGCTTGGTTTTGCAACCCCAGCACTGG\nGGTTATACACACACACACACACACACACACACACACACACGTCACTACGCCTAGCCTTTT\nCATGTATGTTCTGGAGATTAAACTCAGAGCCTCAGCGGTTTCTTGGCCAAGCCACATCTC\nCAGCCCCATGCCTGTTTTTAGAAAAGGCAATTTTCTAACATCTTTGTCTGCTACGCTTTA\nAGTAGAAGGTTTTCCTTGTTGTTTAACAACTTATTTTGATACACTATATAAGAACGAGAA\nTGTGGGAGCTAGTGATACAGCGCAGTATTAGCTCGTCTCAAGTGTGTTCAACCCACAGAG\nCCATACATACTAGAAAGAAACTCAGAAAAACTTAATGACAAGAAAGAAAGGCTTCCACCA\nCATGCTGGGATGATGTTAAAATCATAAAAAGAACCAACCAGACTTTGACAGTGGTAGACT\nCAGCCACTGAAGTTCAAAATTCCAGAAAACAGGAACAAGAGCTGTTAGAACTCAGCCTCA\nACCCTTTCTCTCCCCCATCCCCATCCACAGTCTCCATGTCTCCCACACTCATTTATGCAG\nCCAGAAGCCAGAGCACCAAGAACGCCGTGTGGCTCAGTGGTGGCATGATAAGGAAAGGTC\nTGCAGCTATCCCAGGACACCAGCTGCTGGCTGCTCTAACCTTGCCAGTGTTATACATTGG\nTAAAAGTAGGAGCTGGAGAGATGGTTCAGTGCTTAAGAGCACTGACTGCTCTTCCAGAGG\nACCTGAGTTCAATTCCCAGCAACCACATGGTGGCTTACAACCATCTGTAAAGGGATGCCG\nTCTTCTGGTGTGCCAGACGACAGCAACAGTGTACTCATATAAATAAAATAATAAATTTTA\nGAAAAAAAAAGATTGATAAAAGTACATCTGGGAGGGAGAAGAAGACAAAAATCTCAAAGA\nCTGAATTTCAGCCTATACAAGACCAGTAATGCACGTTAAGTAGCATTGCATATCTCTGTG\nAAGTATAAACACACGTGTTGGGTTCACCGCCTTCTAATGACCACATTGACAGCATGGGGG\nAACAAGCCTGTTTGGGCAGGGTGCTTTTTTTTCTGGGGCATAGGGAGGACAGACCTGTCT\nGCATTCACAGATCACTAGGGGTGTGAGCCTAGCACTCTCTAAGGTACCCGCCTCAGTCTT\nCTTGGGTCAGAAGGAAAGTATGGTACCATGGTCTCTTCAGTGACCGCCCAGGCCTCCCTG\nGTTTCCTCTCTGGGAAACCTCAATACAAGTATAAGATGCCGTGCTTCACTCCCCTTTTCA\nAACTTCAAATACAAATACTCAGGAGAAACAAACTTTGAATGCAGTCTCTTTCTCTCTCTC\nTCACTCTCTCTCTCTCTCACACACACACACACATATTTGGGTTTTTTTTTTTTTTTTTTT\nTTTTTTTTTGGTTTGGTTTTTTTTCGAGACAGGGTTTCTCTGTATAGCCTTGGCTGTCCT\nGGAACTCACTTTGTAGACCAGGCTGGCCTCGAACTCAGAAATCCACCTGCCTCTGCCTCC\nCGAGTGCTGGGATTAAAGACGTGCGCCACCACGCCCGGCATATTTGTTTTTTGAGTTAGT\nCTCTTTCTATGTAGCCCAGGCTGGCCAACTCAGGCAGTAGCTTGGGCTGTACTTGACTTC\nATGATCCTCCTGCCTTAGCCTGAGTCCTGGAATTACAAGAAGTATACCTGGGTCACACTC\nACTTAAATTTCAGACAAGATTTTAAAGAAAAGTCTTAATTCTCCTCAGGAATTAATACCA\nTAATTTAACACCATCTACTCACAGACTGGTGCCTAACCCAACTGTCAGCACAGAGGCACA\nCAAACATTAGGCAGAGCTCAGGGCACCCCACAGAAGATGGAGAGAAGGAAGGATTACAGG\nAGCCAGAGGTGTCAAGGACACCAGAACACAGCCCACAGAATCAAGCAAGCAGGGCTCAGA\nGGGGCTCACAGAACATGCATGGGTCTGTGCTAGGTTGCCAAGTTTTCTGTATCCATGCTG\nTGGTAGTTTAGCTTATTGTTTGTTTTTTGGTGAGACTCCTAACAGTGAAAGTGGGGGTGT\nCTCTGATTCTTGCCTGCTCTTGGGACCCTTGCCCTCCTACTGGGTTGGCTTGTATAGTCT\nTGATATGGGGGTTGTTCTTAATTTCATTGCACTTTGTTACGCTGTGTTTGGTTGATGTCC\nCTGGGAGGTCTGCTCTTTTCTGAAGGGAAATACAGGAGCAGTGGATCTGGGGGAGAAGGG\nGAAAGGGAGAGGGGCTGGAAGGAGTGGAGGCTGGGGTCAGGATATATTGTATGAGAAAAG\nGATGAATAAATTAATTAAAAATAGTCTACAACCATACTTGGTAGAAGGGAAGGAAACAGA\nGCTTTCAACAAGTGCCTGAAGGCCATGATATTAGAATCTCACATTATTGGGTTAATTTTG\nTTTTCCTAAATCATAAGGATCTCCTAGTAGCCTGTGGGAAATTATGAATCCAGATATTTG\nGCCTTCTAAGAGAACTCTCTAAATTCCCCTTTCTTTTACTATTGGTGTTCTCCATCATTC\nGCACTAAAACCAACATGGTGTATCTCTCCTCGATATCTGGACTCCTCTGTTAGCATCCAC\nCCACTCTGAGCTATTTCAACTCCATTGTTAGAGCATTTACCCCCTTTGAGATCTAGCCAC\nTGGCCTCATGGGATACAGCTCCTTTGTCTTTTCATGTACTCATTTCATTGGTCTGAAGAT\nGGGCCAATTGAGGTGGCTAATCTTGACTGTCAATATGATTAAATAAAGATATGCCTGAGA\nGATCTGCAAATCTGGCCTGTACAGCCAGACCCTACTCAGCTAAAAGCTTCCCGTGGGTGG\nGGCTGGGAGAAAGGCTCCATTGATAAAGCACCGTCTGTGCAAGTGTCTGAGTCCCATGTC\nCAGCATCTGTATAAAACTTCTGGATGCAGAGGTGCACACTGCAGAGGTGCGCGCTTGTAA\nTCCAAGGCTAGAGAGGTGAAGGCAAGGGGACTTAGTTGGTGAGCTTCAGGCCAGTAAAAG\nAGTCTGTCTCAAAGGAGAAGTGGGCTGCAGAGATGGCTCAGTGGTTCCGGAGGTCCTGAG\nTTCAGTTCAATTCCCAGCAACCACATGGTGGCTCACAACCATCTGTAATGGGAATGGGAT\nGCCCTCTTCTGGTGTGTCTGAAGACAGCAACAGTGTACTCACATATATGGAATAAATAAA\nTAAATCTTAAAAAAAAAAAAGGAGAAGGCTAGCCTTCTTGAGGATGACAGCTGAGGTTTT\nCCTGTGGCTTCTATATCACTCTCTCTCTCTCTCTCTCTCATACACACACACACACACACA\nCACACACACACACACACACACTCTCCCCCCTCCACCCCCCACGTGCGACTGATACAATGT\nTTCAATGTTTTCTAAGTAGCTTTTTATGCTTTAAGTTATTCTATATAATTTCTTTTCCAT\nTACTTTGTTTGCTTTACTTTGTTTCCATTTTTATCCATTTACAGAAAAGAGAGATTAACA\nAAATTCAGAGTAAATTCTCAAGAAAAATCATTAGTATCTGAAACACAGCCAGGCATCCTC\nCATCCTCTGAAGGGTTAGTGTGAGGCTTGGAAGGAAATGGCTAAGTGTCACCTGGGGCTT\nTGGAGGACCAGCTGGAAGCAAGTGTTCTCTGCTTTGTCCTTTGCTAATGTCGCTGACTGC\nAGAATCAGGGGTCAAACATTTTCCCAGGACCTTTGGGTCAATCAAATGTGACCATTTTCC\nTCTTTAATTGTGCACAGCAGCCTGCAATCAGTGTCGTATATCTGACACGGCACTGCTGAA\nCCAGTCTTCAGAAGCAAACTATAAAGGGAAGAATCACTACTTAAAGGAGAGCATGACAAA\nAAGGCGAACATCCCAAGGCACACTTATAAAATCTAAGTTTATGTCAAGGATATAAAACTA\nAAAACTAGCAACCAGGTGGTTCAAGGCAAAGGTCCACCTACCATTTTTAATGAGAATATG\nAAACACTGATTAATAACATGAATATTTTTAGTTTTAGATTTGGTTTTTTGAGACAGTGAG\nACTCATACTACCCAGCCTGGCCTGGAACTTGCTATGTAGTTCAGACTGGCTTTGGACTCT\nCCAGCCACCTGCCTCGGTCCTTATCTGTTTGTGGGTATGTGCATGTGTGAAGGTGCACAC\nGCATGTGGGTGTGTATTATGGAGGCCAGAGATTGTCACTGGGTGTCTTCTTAGATCACTG\nTCCATCTTTTTTTTTTTTGAAACAAAAAAAAGATGGACAGTGATCTAAGATCACTCTCTC\nTAAGATCTAAGATCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTGTGTGTGTGTGTGTGTG\nTGTGTGTGTGTGTGTGTGTGTGTGTGAACCTGGAGCCCATTGATTCCGCTAGCTGGCCAA\nCAAATTTCAGACATCTGCTTATCTTGGCTCCTAGTGCTGAATTTACAGATATGCATTCCT\nGATTCTAGATTTTACACAAGTGTCAGAGAGCAGGCCTTCAGGATTGCATGGCAAGCAATC\nTCCTCAGCTGAGACCATCTCAGCTCTGCCCTTCTAAATATCTTCCCCAACAGAGATTACA\nTGCGACCCAGCCAGTGTTTCCAGCAAACCCACACTGCTTCCAAGACCATGTAAAACACCA\nGTCCAGCCTGAACCATGGAGCTTTGTGATCTGACAGTCCAGACTAAGAAGATTCTCTTTC\nTGTTGTGTAATAGTTTCCTCCCAGATAGAAACATTCCTTCCTGCAGGAAAGCAAAGGACT\nCAAAATACCTTCAGGAAGTCCCTGAAACTGACCAGAATTACTAGAGGTCCCTCCCAGCCA\nTAGTAACAAATAAAAAAAGCTGAGAGTCCCCCTTAGAGGGAAGAAAGCTGAGCTATAAAG\nACAATGAGGGGCTGGTGAGATGGCTCAGTGGGTAAGAGCACCCGACTGCTCTTCCAAAGG\nTCAGGAGTTCAAATCCCAGCAACCACATGGTGGCTCACAACCATCCCTAACGAGGTCTGA\nCTCCCTCTTCTGGAGTGTCTGAGGACAGCTACAGTGTACTTACATATAATAAATAAAAAA\nAAAAAAAAAAAAAAAAAGACAATGAGAAAAAAAAAAAAAGTACAAATAAGACGATGAGAG\nGAAGCCAGTTGCCTGAAAGAAGCAGAAACCAGGAGAGCCTCTTAGAAGAAGTTTAGACCT\nAGAAAGGACACTCCAACCTGTTGAGCTGCCTCCAGGCTGTGCAGTGAGCTCCAGGGCTCC\nCAGCTTTTGTGAGCTGTCGCCCATGCTGGGGTGTGTCACGGCACTCTGGTGGAGTCAGCT\nTGACAAAGCGAAAGCTGGGAAGCTGGTTCATGAAGCAAAGAGTTTCAAGGAAACTCCCTT\nCCCGGGGGCCTGGCATTTTCTCCCTAATCTATATAACCCATAAAATTAATTTTCCAAATC\nCACATTAGTCTAGTGTATGGATCCACGTGCACTCTATATAGTATTACCTTATAGTAAATG\nCCTTTTAAGATTGTATTCTAACATAGCTAAAGCCTTTTTCCAGTGTTCTTAGATTCCAGA\nTAGCAGCAAGGAGCTTAACCTATTCAGTAATTAATTAAGCTGTATCATAAAACAATAAAA\nCATCTGTCATTTACTCAGCTGTCTGTAGATAGAGACTAAAAGTCTCACTGAGATAGAAAT\nCTTTTACTACAGGCTACATTCCATGTCAAGTATAAGTTGATATACTACCCTGATAAGGGG\nGAACTCTCCAGACAGGATAAGTTTTACTAGACCTAAGAATTTAGAGCTCCTGATAACACA\nCTACTCTTAAGGCCTATCAAGAGTTAACAACCCCCTGATGCTTTTAGGCTGATCCTAGGC\nAGGGCTTGTTATCCCTAATGTAAACATTTAATTAGTCCCTGCAAATTCCTTTCTGCTGTA\nACTGGTGAATTTCAGTGTATCTTGTCTTTTTGTGATTTGTATCCTCTGATAATTCGTTGT\nAATATAAGTCTGAAGCTCAACCAGAACATTACATTCAGATCCAACACCACTCTCGTGTGT\nCTGACTGTCACTACATCCTAATCTCTGCCCATCTACTCTAGAGACTCTTTCCTACGCAGG\nCACAGGGGACCAGAGGGTCTGCGGCAGGGGTGGGCCTTGGTGATGCATCTGTCTGAGTCA\nTTTCTGCTTCTGTAAGTAACCATTCACTGATTCTGCCCCATAAGTAGCCCTAATAAAATT\nAGTTTACCAAGTGGGACTTGGATGGGCTCTTTACTTTGGTCTGTTGTGGGATCCCTCTGG\nGTGAGTAGACAAGTGTGTGTCCCCACAAAAAGGTTTGTTGCACAGCAGCTGTATGTAGTC\nAGGAAATAAACCCACAGTGGATCGTGTACTCACTTCCAATGGCTTTTCTGATTTCTCTTT\nGAATTTTCCAAGCTCTTCCTTCAGCCTCTCATTTTCATGAGTCAGGGCCTTAAGGCGCTC\nCTTAACCTCTTTGCTTTGCATCTCAAACAACAGGCGCTCTTCCTTCTGCTTCTCTGTCCA\nGGCGGACAGCTCCTCAAATCGCCCTTTCATAGCTTGATTATTTAGCTTCATGGCTTCTGT\nTTGGGGTTCAGAGAGAGGGAGTCACCCACCAGGGAATGGATGGAATCTCATGAATCAGCA\nCCACCCCCTCCCCCAGCCCTGGGTCTCTGGATCTAAACATGCCTGGGTGGCCTGGGATGG\nGTATGTCAGCAAATAAATAAATAAATAAATAAATAAATAAATAAATAAAAGACCATAGTG\nGTGTGAGCAGTTTGCTAAAAAACTAGAACATTGCTGCTAGTCCTTAGATGTCACGAGAAA\nGACCAGGCATGGTGGCTTATGGCTGTACTCCCAACACTTGGGAGGCAAGAGGTAGGAAAA\nTGAGTCCGTGGTCAGTCTCTGCTACATAATGAGCTACAGGCCATGTGGGTCTATATGAGA\nCAGTGTCTCAAAACAACAAATTCTCCCAAATAAAAACCAATTGAGAGATAAAGTCCTGCT\nAATGACTAGAAATCTAAGAGACTGAGGGAGGTCCTATCATTCATTGATTACAAAGTTTAA\nCGATTAGCCATGGCTTGAGATAGCAGAATATAACCCCTCCCCTGAAACAAAGTTTCACTA\nTGTATGAAGTCTAGGAGGGTCTTGAATTTGCTATGTAGCACATGGTAGTACTGAACTTAG\nAATGCCCCTGCTACTTGGAATGTGTTCTGGAGCTAGGATACAGCCCGGTACCATCAAGTC\nTACCTCCTCAGAATGCTTTCACCTAACTCTGTAACTACAGTAGTTCCTCTATACTTCCTT\nTTTTAAAGATTTATTTATTTATTTTATGTATATGAGTACACTGTAGCTATACAGATGGTT\nGTGAGCCATCGTGTGGTTCCTGGGAATTGAACTCAGGACCTCTGCTCACTCTGGGGCCCT\nGTTCATTCAGGCCCAAAGATTTTATTTATTGTTATATGTGAGTACACTGTAGTTGTCCTC\nAGACACACCAGAAGAGGGCATCAGATCTCATTACAGATGGTTGTAAGCCACCATGTGGTT\nGCTGGGATTTGAACTCAGGACCTGCGGAAGAGCAGTCTGTGCTCTTAAGCACTGAGCCAT\nTTCTCTAACCCTTTAAACAGGGGTAAATGTCATTTTCCTATTTCCTGAGATGGAATACTT\nTTTTTTGGTATGGTGATAAGGATCCACTCTAGATCCTTACAGATAGATGTTAGGCATGCT\nCTCTATTACTGATCTTAGCCCCTAAACAGAATACTTTTTAGTCTGATCTGTAAACAGACG\nTAAACAAGCCCCTAAGCCCTGGCCAAAGTTTTGCTGTGCTGTTTTTCCCTCTAGGGAAAC\nAAGCTGAGAAAGGCCCTCACTGACAAGGCCTTCAGAAGAGATTGTGTTTCCTGAGTGGAG\nAGCCCAGATGGACAGTCCAGCTCACCTTTCAGCTGGTGGTTCTCAACCAGGAGTTCCTTC\nATTTGCTGCAGCAGCTCCTCAGGGGTGAATGTGTCCAGGCTGGGGTGAACCATATTGGAG\nGGTCCATTTCCTGGGGTCTCACAAGGGCTGTCCCCCTTCTCAGTCAGGCAGCTCAGAGGT\nTGATGGGACATGGTAACAGGTCCTACGGAAAAGCCATAAGCTAAAAATATAGCTGTCGCT\nGGTCTACCCCAGGCCTCTGAAAGGCCCACAATTCCACTAGGAATGAGAGGTAGTAAATCC\nCAGGGTTGCTGGCTTTCCCTCAGGTTGCACTGGAGAGGTGTTCTCTTTAAACATCCAGTT\nAACGCTGCCCGGCTTCACCAGACCATGCAACAAAGGGGGGGACCCAGAGAGGAGGTGGGA\nAGTAACAACCGCAATAATGAGAGAGAGAATATCTGCAGCCTTGGTGAAGGATCACTACTA\nGATAACCTGAAATCTCTAAGTCCAAATAGCCTTCTTCTGAGGGAACTGTATTGCTTGGAA\nATTAGAACTCAATAAAGCTACTAAAATATCCATAGTTTATACTTACTGAAAGCTATTAAA\nCCCTGCATATTTTGTATTTATTAAGAGCTATTAAGATCTCCATAGTTTATCTTCGATTAA\nAAAGGAATGGTTGGTGATGTTTATTTTTGGCCATCCTTAGGCACAGTATATGCTGAAACA\nCATGTTGTGCAGCCATGCCCTTGCCTACTCTGGATCACTGCATGAGGAAGCAGGTGCAGC\nAGCTTGCCCAAGGTCAGCAGCAGCACACAGCAAGGCTGGCGTGCAGCAGCAGACAGCAAG\nGCTGGCGTGCAGCAGCACACAGCAAGGCTGGCGTGCAGCAGCAGACAGCAAGGCTGGCGT\nGCAGCAGCACACAGCAAGGCTGGCGTGCAGCAGCACACAGCAAGGCTGGCGTGCAGCAGC\nAGACAGCAAGGCTGGCGTGCAGCAGCAGACAGCAAGGCTGGCGTGCAGCAGCACACAGCA\nAGGCTGATGTGCAGACACCATCTCATAACACACAAAAGGTGTGAGTGAAGCTGTATTTTT\nTTTTTGAGGCTTTGATATGGTATTCCTTGGTGTATACACAAAAGACACTAAAGCAGCTTG\nTTACCTACTGCATATCCTGAAAACACTTCTACTGATATGGCTTTATTTCACAGACATGCC\nAATGAGAACACATAAATAAGAATAAATGTCAATCCCACTTCTTTAATCACCTAGCCCCCA\nGGCAAACATAGGCAAACAAATTTTAATCTTTACACGTCATGAAAACGATAGATATTCCCG\nTCGGGAATGGCCCTGTTCTACAAAGGCAAATTACTGAAGTCCAGAGAGATGACTTAAAAA\nACATTATTTCTTGGGCCTAGGGAGATGACTCAGTATTTAAAAGCACTCACTCCTCTTTGG\nCTCCTAGCACCCATGTCAGATGGCTCAAAACTGCCCGTTACCAGCTGCAGGGGATTGGAT\nGTTCTCTTCTGGCTTCCACAGACACACGTATACACATGCCAAAAACTCATACGAACACAG\nAGACACATAAATCATTTTTTAAAAAAACTTTATCTCTAATAACTATAATTTAAAACAAAT\nCTACGTAACAAATGGTGCTTGCCCCACAACTGTGATGAACTGGTGCTAACTAGTGCCAAA\nAAAGGCAGGTGGCTTCTTCACCTGGGACATGGGTGGTGAGCTCTCCCACTCTCAACAGGA\nATTGAATTTAGAACATCAGGCATGTTAGTTAAATGCTCCACAACTTAGCCCCAGCCCTGG\nTCCCCAATCTCGTTTCTAACTGGGGAGAAGGCGTTGCTCTCAGACTGCTAGCAGTTCATG\nATTAAGTGCTTCATGGTTCCATTGCGTCGTAGTCTATTATGAACCCAGTCCCTGTTCTGG\nAAGGAGGATAACCATCCTTTCTGCCACACAACCACATCATAACATAAGTGTGCAGGCTTC\nATGCCCACATATGAAAATAAGACCAGATGCACAGAACGAGAGCTGCTTTCTATGCCTACA\nGGAGGCGCGATCCTGGGCTCTCTGCGGGTTCTCTAAAGTCAAGCAAGGGTCTGGTGCACT\nGCTTCTAGACTGAAGAACTTGTAGGTGAATCAAGTGTTACTTAAAGCGCCTGGCTAGAAG\nAAAAGCATCCCAAGCAGCACATAGGAGGATGGAAACTTCAGAGGGAAACACCGACCAGGC\nATTGCTCACTTGTGCGCCTTGTGTGGGCATAGGTTTTACCCAACTGAACTGATTTAAGAT\nGCCATCCCTACACCCTTTCTGGGTAAAGCAGTGTTTCTGACTTTCTATAACATTCACTTT\nTGCAGCTAAGTATGAACATGCACACTTATTCATTGCCTTAGGAGGCTGGGGCAGGAGGAT\nCAAAAGTCTCAGACCATTGCTGTTACATGTTGTAAACCTGCCCTTGCAAAATCAATGAAG\nGGAGCTGAGGAGATGGGCCAGGGGCTCGAGTGCCCACTGTGCAAGCACAAGGACTGGGGT\nTTGGATCCCCAGAACCCATAAAAAGTCAGGAAAGCATGCTGGTTTCTTGTAATCACATCA\nTTTGGGAGGCAGAGATGGGATCCTGGGGCAAGCTGGACAGCTACAGTAGTTGGAATTTGT\nGAGTTCCAGGTTCAGTGAAGAGATCCTGCCTCAATAAATAAAGTAGACAGCAATCAAGGA\nAGATGCCTGATGTCAACTTCAGACATGCACCTAGACATGTATGCCTATATATGCATATAT\nATACATATAGAAAAAAATCATTAAAAAAACTTTTTGTACATAATGATATTGGTGACTATA\nTTTCATAAAAATGAGTTTTTTTTTGAGCAATAGTAAAATTTCCTGAAGTATTTAATCTGA\nAAAAGCTATAAAACATTTGACAGATGTGTATGTTGGGAAGCAGATGCCAGGGACAGAACC\nGGGACTTATGAATACCAGCAAGTGCTCTAATGAGCTATACCTACACTCAACATTGTATTT\nTGATTTTGTTTTTATCTTTGCTTTTTGAAACAAGGTCTCATTCTATAGCCCAGGTTAGCC\nTAGGACTCATTATGTAGAGCCAATTGCCCTTGAACTCATGGTGATCCTCCTGCCTCCACA\nTGCTGACTGCTGACTGAGATTAAAAGATAAGCCATTATGCCCATCTCAACAGATTTTAAA\nAATATAATAGACATCCAGAAAATGTGTCTAGGGGCTGGAGAGATGGCTCAGCGGTTAAGA\nGCACGGTTCTGCTCTTCCGAAGGTTCTGAGTTCAAATCCCAGCAACCACATGGTGGCTCA\nCAACCATCTGTAATGAGATCTGATGCCCTCTTCTGGTGTGTCTGAAGATAGCAACAGTGT\nACTTACATATGCTGGAGCAAGCCAGGCTGCAGTGAGCAGAGGTCCTGAGTTCAATTTCCA\nGCAACCATGTGATGGCTCACAACCATCTGTACAGCTATAGTGTACTCATATACATAAAAT\nAAATAAATAAATCTTTTAAAAAAAGAAAATGTGTTTAGTTCTATCTTATATTCATAAACT\nAATGTCTCTCAATCTCTATTTTTTTTTTTTTTGAGACAGAGACTAGCTATGTAGCCCAGG\nCTAGCCTCAAATTGGTAAACTTCCTGCCTTAGCCTCCTCAGTGCTGGGATAACAGGCATG\nCCACCACACTTAGGTCCAGCAACAAATTATCTCTTTATGGTTTTATCAAAAGAAAGGAAG\nGGAGGGAGGGGGAGGAACAGAGCCCAGAAGGACGAAGGAGCAAAGGGAGAAAGAAGGAAG\nGCTCCAGGAATGGGGAAGGAGACTGCTTAGCTGTCTCTGCCCCTTGACCTCCCATCTGCA\nCCTCCCTCAGCCTACAGACTCAGCCACAATAACGCTGGCCATGCTCCTAACAGTTCCAGC\nAATCCTTCTATACCTGCTGCAGGCTGCTCAGATTCTACAAGGACACACAAAACAAAACAA\nAACAAAACCAGGGCGGTAGACAGTAGAAGGTGATCCTCCTGCCTCCACATGCTGACTGCT\nGACTAAGATTAAAAGATCTAGATGAGACAGTAGAAGAACAGCCCAGTGTGTGGCCTTGGG\nAGGCACCTGACCTGCACAGGCTATTTACTGACTCCTCATGACTCCTCAACAGCTCTCAGC\nTCAATGACTCTCAAAACACACGCTTACGTTTCTAGAAAGATCACAGTTCCATGTCCACCC\nTTCAACACAGGCACACTCAGTATTCCTCACGCCACCCCCCTCTGTCAGCCCTGCCAGCAC\nCCTGATTATTCTTACAAATACATACTCACTTAGTCGCACTGCTGTCAAATGGTGTTAGGA\nAAAGGAATACCATAATTCAAATGTCATGGTGACTAAGAAGTCAGCATATACAGCAAACGT\nGAACATTCAACTACTACCACCATTTTACTAAAAGCAGTTTCTAGTGATAGTGGAAGTCTC\nAAAGGACTTTTCAGGATTTTTGAGTGCTCTAAAGGATAACAATATGAAATATCTACTGGT\nAGACTGTAATAGCAGAATGCTTAAATCTCTAAAGTCTCTAAACACTTTGATTCTATCTGT\nCTATCCATCTATCTATCTATTGGTACATACACTATTGTCTGCATGTATATGTGTGTCTAT\nGAGAGAGACAGAAAGAATGTGTGTGTGCGCGCGCGCGCACACACACACACACACACACAC\nACACCTGCACATGAACAATCACAAGCATCATGCCTGCAGTCTATGCGGGGTTCTAACGAC\nAACCTTTCTCTCTCCTTCCACCATCTGGGTTCCAAGGACAGAAATCAGATCATCAAGCTG\nAGCAGCAAACGTCTTAACTTGTTAAACCACCTCACTGGAGCCTGAATGTCTGAGTCATTA\nAGTTCCCCTTGAACTACATTAAACGGAGCAAACACAGAGATACATATTTCTATCTATGTA\nTCCCCAGAGCTTATAACTGGAAAGGGGTATTTATTGCAAGGGTCCCCCTAACAACAATTC\nCTCATGAAAATCCAACTGATCTGGGTACGAAGTACCATTTCTAGGCAAACATATTTAGTA\nAGAAGGGGAAGGTGGTACACGCCTATAACCCAGTACTTGGCAAGCTGAGGCAGGAGGACA\nGCTTTGAGTTTGAGGATAACTTGGGATACATGGTAAGTTCCAGAGCATTGAAGTATACCA\nCTGAAGTATAAGACCATTGAAGTATAAGGCGAGAGAGAGAGAGAGAGAGACAGACAGACA\nGACAGACAAAGAGTGTTAGCATGAGATTAGCAAGCCAAAAAATTTTAGGCCTGTGTGACC\nATGCAAGCCTATAATCCCAGCTCTAGGTAGGAAAGCTAGGGCTGCCAGAAGTTCTAGGCC\nAGCCTGGGGGACAGAGCTAACCCAGATTCAGAGTAAACAAACAGAGATACTTAACAATGG\nAAGGCAGGATTTGTCAAGATTTCCCTAACAAGAAAGACCTAGAACTAGTACCGCAGAAAG\nTCAGAGGCCAAAGCTCCAGGTTTTCTTCCCTAGATCTGCTCCTGAGTCCCTAACCATGTA\nCCCATATGTACTCAGGGGCCAAGTAACTAATGACCTGACCTTACAGACATGGCCATAATC\nTCATTCCTGAGTTGGCCTTAATCCACTCTGGCTTCTTATTCACTATAAGAATGTCTGTGT\nGGTTCCCGTGACACAAGGCAGCACAGAGTAGGCTTAGATGCTTGAGTGATGGGCCACGAG\nTCAAGTCCTGCCCCCTCTCTCCCCCAGCAGGCACTGTCTCTTCCACTACAGGATGGCTCT\nGACAGCCAGAAGGCTGTCTGCCTAGCACTGTCTGACTTAAGCCAACTTCCATCCACTGGA\nCGCTGGATGCAAAATGAGCTCAGTCCTTTTTCCCTGATGTAAATGACTTTTCAGATTTAC\nGGATGAAGTATTACCAGGCTCAATCCTTGCATAGACCAATTAATTTTTTTCTTTTTTAAT\nAGTTATTTTTATTATTTATTTGTATGAAGGTATGTGTGTTCCCATGTGGGTATGTGAATG\nTAAATGCAGGTACCCTCAGGTGCCAGAGGCATTAGATTCCCTGGAGCTGAGGCTGCCTGA\nAGTAGGTACTGGGAACGACAAAACTTAGGTCCTCTGGAAGAGCAGAAAGTGTTCTTTTAC\nTGCTAAGCAATCTCATCAGTCCTGGTACATCAGTTTTAAACAATGAAAACCTGTTTCCTA\nAAGAGAACCGATAGCTGGCTATGGTAAATTGTAGTTTCCATTCACAAAAGGGCTAAAGGA\nGGCTAGGAAGACGGCTTGCAGGTAAAGGCACTTGATGTCAAACCTGACCACCTCAGTTTG\nATGCCCGGGATCCACATGTCAGAAGGACAGAGCCGATTCTCACAAGCCGTCCTGAGTCTT\nCCTCGGAGGTGCCAGGGTATGTGTGCATCCACACCCATACTGACAGAATAAGCATATAAA\nTGTAATTATGGGAGGTTGAGTAGATTCTGTGACCAGATGACTAAACACATTATCTGCTTG\nGAAAAGAAAGGTGGGAGACATACACTTCTTACTGCTGGAGTAAAAGAAACCTCACTGTTG\nCTTATTAGGAATGCTACTAGTGAGGCTACGCCATGCCATACATGGAAAATACAGACGTAA\nCCCAGTTTTGAAGGCAGGAGCATAGGAAGTAAGGCTTCCTTCTTTCCATTCCCCTGTCTC\nCCAAATCTAAAGGAATCATCAAGTCTGGTCACTTCTTCCTTCAAAGGGGTCCATCCCCCT\nCCATCCTTAAAGGCTGAAGCTCGGGCTTTTATTTGGCCTATGATTGGCAATGTTCACCTC\nTCGCCTATTTTGTCTACAGCTCTGTCCCCAGCATTGCGACACACACAAGAAAACAAATTG\nCCAGGTCCTTGCTGAGTGAGTTTTAGGCATTCCTCGCTCTCCATTTCGAGCCCACTGGTG\nTAGAGGTTTATGAGAAGAACATATTTGTATTTATTTTCAGGTTCTGGGCTTACTTATCCA\nTACACATCAATGCCACCTCCTATCACAAAGCCACAAATACCACATCAAAGGGCTCACAGT\nTCCATGCACTCTTCACCTCTGTGCCCTTGCCTCTTCGGTGCCCTCTGTCTGGGCGAGGTC\nTGGCCCATGGGAGAACTTCAAAGTCCATCTCAGGGACGACATTTTGTGGAGAAGCCATGC\nTTTTGAGCACCTAAGAACCATTTGTATTTCCAGTGCCTCAGCCCTCCTAGTAATTACTGC\nCAGTCTTCTACCATCTACTTTCTCTCTGTCTTTTTCTTACTAGAGACTGGCACACAGCAG\nCCTCTGGGTTAATGTTGAAATGACAAACACAACTTACTGAGGTCTCTTTAAGTTTAACAC\nTCTCTACTTTAAGTAAAACGCTCTCTACTGTGCGAGCACAAACTGCACACATTAGGACTG\nTTATGAGTTTCCTGCGGTTCTATGACGTTCACATCCTGATTCTTGAAGGCATCGTTTAAA\nACTTATTTTTAAAATCAGGTTCTGGGCTTACTTAGCCATAGATATCAATGTCAATGTTTT\nTCTCTACCACGGCAAAGAATCTGGATATATCTATATTCTATTATTTTTTTATCATACACA\nTGCCAAATCAGAAGCAAGAAAAGCTTTAATAAATTTAATTAAGAAAAATAGATTTTGGAA\nGGCATGTGGAACACACCTTTGATCTCAGCACTTGAGGGGAAGAAGCAAAGTAGATCTCTG\nTGAGTTCAAGGTCAGCTTGGTCTATGAAATGAGTTTCAGACCAACCAGGCAGACATAGTG\nAGACCCCTTCTCAAAATCGAAACAAAACAGATTTTACAGGTCAGAGAGATGACTTGGTGG\nGTAAAGGCTCTTCCTGCCAAACCTGATGTCCATGGATCTCTCAAAGACTGTCCCCTGTGG\nTCCCCATGAACACCATGACAGGCACGTGCATACAAGCACCAACACCCTCTCACATAAACA\nCACAGAAATAATAAATATAGTAAAATTTAAAGGGCTTAATTTCTTTTCTTTTGGATTTTG\nATTTTACAGAAAATCCAAAGAATTCATCAACATGCTAAGGCTCTATAACAAAACTACAGG\nCAAGCAGATTTGGGGATGAGTAAGTACAGTTCATGGCCAGAAAAAGTATGGGCTACTTAA\nATGCGGGAGCTCGATAATAACCAGGAGGAAAGTCATACCAACTCCTCTCAAGACTGAGGT\nGAGACTGAGTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCGCTCG\nCTCTTTCTCTCCTCCCCCACACAATTTACAGGCCGGTTGTAAAAACTGTAGCTACTTTCA\nTGGTGTTACACACTACATAAAGTACTGCTCAAACCGGCTCACTATAAACAGATCAAATAC\nACACGCGATCCACAGTGGAAACTTCCCTCGTCCAATCAAGTCCAAGGCAGTCTCTGGTAG\nTGGCCTCTGCTCTGTTCGGATCTACCCCATTATCAGCCTGGGGCGATGGGCGATAGGCTC\nCTAACTTCGCTCCCTAAGTCAAAAGAGCAAAGTGGCTGCTTTGGGTCAAAGGGCAGCTTT\nGGATTCAGTTCTGAAAGCGTAAGTGATCCAATACTGCCTGCCTTATGTGATTTTCTTGAG\nGTTTTCCATAAGATTGGCCGTTTCAACCTTAAATACTTCAGGCATACATTCATTCCTACA\nCAGGAGTCCTGACCCTGCAGGCTAGACCAGGTGCTGGGTTTCATTTCCCTCTGAGGCTTG\nCTTACTGCCTCCAATTTACACATTGCCCGTGGTAAAAACAACTCCTTCAAATTTCCCAGC\nTTTTAAAAATTCATTCTTATTATCTCACATTCCCCCCGCCACCCGCCTCCGTCTCTTTCT\nGTGACCCCCCACTGCCAAGAGTGTATATACATGCATGGATATAGCACTCTCTCCCAGATA\nGACACAACAGTTAATGTACCCTTCTGTAAGCCTGTTACTTTGGCAAGGGGTCTCTCTATT\nCTTCACTGTTCCTGGGCGACCTCATTCAAACTACCTTCATTCCTTGCGACAGTACCTTAA\nCCACTTCCTCCTTAAAATGAACTGACTGCTTGCTCAATCACTCTCAACCTGGGACGTCAC\nCTTCAAACCACCTCGATGACTTGAACTGGAAGTCACCTGCGGCCAGCCGAGACTGTTTTA\nCTATCCCGGGGAAAGAGGGGTGTCCTCTGGGGTGGCCGTCACTCCCCACCCCCACCTCCA\nTCCCCGCCGCCCTGTCACACCAGGGCAGGGTCTGCCTGGGCCTCGGAAGCCTTCTCAGGA\nCAGCCGTCCTACAGGAGGGCCGCCCCAGCTTCGTCACCCTTCCCGCGGCAGGCTCCGGAA\nGACGGCGACAGCGAGAACCGCTGCCAGGATGGAGTCCGCTGGGGAGAGTCGCCGCGCTCA\nGTCAGCGCCCGCCACCCCCCGGCCCGGCTCACCGGCCACAGGGATCCTCTCCTCTTAGGT\nCACTGCTTCGTTGGTATTTTGTCCCAAAGCTCTGGATGCCGACGCCCGCCAGGGACCAGC\nCGGGGGGCGGCGACCGGGCAGCTGGACGGTGACGCGCGGCCTCGCGACCCGCCAGGCGCC\nGCTCAGCTGACCGCAGCGCCCGCTCCCGCCCTAGCCAAGAAATTTCCCAGACCACGCCCA\nCTCGGTCACGCCCCTGAAAGCCACGCCCAACGCTCCGCCCCTCTGTAGCTCTTCCTGAGC\nCCCAGGGTCTGTCTCCGCGGTTCGTTAGGGATAGAGCCTCTCTTGGAGGCTTTAATTAAA\nAACCAAAGAAGAAAAGAAAGACAATGCAAAATGTGTTTGAGCTCTTGTTCTCCCAGATCC\nATTAACATATAGCTGCATCAGATGGCCCAGGCAGGTGAGATTGATGGATTGATTCGGATT\nACACTCAGCAGTCTTAACTGTGCCGAGGATGCCTCTACTTAGACTAGAATGCAAAGCTAG\nAAAATAGTAGAGAAACCTTCTAGTTTGCATTCCCAGCCCCTGGGCATCAGCAAGGTGGCA\nTCACAGGACACAGATGGCATTTGATCGGAAGGGTGAGCTCCAGGCAAAGCGTTACCTTGA\nCAACCAGACCCCAGTGAAAGGTAACTAGGTAGAAACTCTGGCTAGCTCCTGGGTGGCTCA\nGAAGATAGCATGAGATTAGGTTTTGTGCTCAAGGTCAAAGAGATGTCATAACCAGGGAAG\nAATTTTGATTACTGATGAAAGGAGAGATAAGGAACACATGGTTGTGACTGCATGTGCACC\nTGCACACAGGTTGGAAGGAGAGGTCGGGATCCTCACCAACACAGTAAGAGACAGCTCAAC\nTCAGCTCACCTAATTGCATAGACCGGATCACCTGCTGTCCGTTCCAAGACTTGGTCTCAA\nATGTTAACCCTAAAGCTGGACAGAGAAGGTTTGAAAAGCTGTGTTGGGGAGCGGGGTGGG\nGGGGATGGGGACTTGTAATTTTTATGATAGTCTCCACAACTAACACAGAAGACTTCTGTG\nAACCCTTGTCATGCCTCTCGACCACCACCTAGTTGTATTTGCAGGGCATATTGGCCAATG\nTCCTTTCATTCTACTGAGTTCTGACACCATGTCCCTGAATGTGGTGGCAGGTCCCACAGG\nTAAGAATGCCACCCTGCAGATCTGTCTGAGCCTTCCAATGCCAACGGGAAGCCCCAGGCT\nGTTTTTCCCGAGCCTCTGACCCACTAGCCTGCTGTACATTGGGGTTTACAGAATGTCCTT\nGTTGGGCTTTACTAATTTGCCATGCAGCTCACAGAACTCAAGGAAACAGTTATGTTTAAT\nGGCTTATTATAAAAATGTATTTTTAAAAGATTTATTTATTTATTTATTATATGTAAGTAC\nAATGTAGCATTCTTCAGACACCCCAGAAGAGGGCATCAGATCTCATCACGGATGGTTGTA\nAACCACCATGTGGTTGCTGGAATTTGAACTCAGGACCTTCGGAAGAGCAGACGGTGCTCT\nTAACGTCTGAGCCATCTCTCCAGCCCATAAAAATGTATTTTTAACAGGTAGGTATAAACA\nGCTAGATGGGGAGCTATGTAGGTGTACTGGCTAGTGTTGTGTCAACTTGACACAGCTGGA\nGTTATCACAGAGAAAGGAGCTTCAGTTGAGGAAATGCCTCCATGAGATGCAATTGTAAGG\nCATTTTCTCAATTAGTGATCAAGGGGAAAGGCCCCTTGTGGGTGGGACCATCTCAGGGCT\nGGTAGTCTGGTTCTATAAGAAAGCAGGCTGAGCAAGCCAGGTGAGGCAAGCCAGTAAAGA\nACGTCCCTCCGTGGCCTCTGCATCAGCTCCTGCTCCCTGACCTGCTTGAGTTCCAGTCCT\nGACTTCCTTTGGTGATGAACAGCAGCATGGAAGTATAAGCCGAATAAACCCTTTCCTCCC\nCAACTTGCTTCTTGGTCATGATGTTTGTGCAGGAATAGAAACCCTGACTAAGACAAATTG\nGTACTGGGAGTGGGGTATTCCTGTGACAACCTGACCATGTTTTGGGGAGGACTGTGGAAG\nGACTTTGGAACTTTGGGCTTGAAGATCCATCCGTTGTTAAGAGCTCTGTCGGATGTTGTG\nTAGGAGCTTGGAAGACAACGTTGAGAACACTGCAGAAGATGGAGGTCTGGTTTGTGAAAT\nTTCAGAGGGAAAATTAAAGACTCTTTTCAGGGCCATTGCTGTTTTGATTGTGAAGATTCT\nGTAGTTCTGGTTAGCTGGGGCTGAAGAATCAGCTGTGATTAACAAGATACCAGAACTACT\nAAAGCAAAAACTTTGCATTACTGGGACTATTGATGCTGGTTAGCTGGAGCTAAGAAATTA\nGCGGTGATTAAGAAGAGACCAGCATCATTGAGGTGACATCTTCTGGGAAGTGTTTTCTGA\nGAGCACAGTGGCTGTGTTCCAGATATAGCCAAAGTTGTACATTGTGCTGTGGCTGGACTT\nGGTAATGTGTAAGGGTCACCCAGGTGGTACTGGTTTTGAAGGCATGAAGGAGTTGAGCAG\nAGCAGCTGAGGCTTGGCACTGTGAGAGGCCATGGAAGGCCATTGGTGAAAGTGCAGCCTC\nAGTTGCAATTGATGGCCCAGGACTGAAGGGGTCATGCAGTGTTTTGGAGATGCCAGTACC\nATGGGATGACCCAAGAGCAGCAGCAGCAGTGGAGTACAGGCATCTGGAACCTAGAGGATG\nATGCGTGTGCTACAAAGGGCCTGGCTGGAGAAGTGACCCAAGCCCTTGGAGGAGCCCAGA\nAGATCGTGAGTTGGATCCCAGACATTGGACGGTTGGAGATTGACTTTTGCTTTTGATTGT\nGACTGTGCCCTGATATTTTCCCTCTTGAAGGAAGAAACTGTTTTAGTGGAGCCCACAGTT\nGAGAGACTTTTAATTGTAAAAAGACTTTGGATTTTAAAAGAAATGGATATTTTAAAGAGA\nTTGAAATTTTAAGAATATGTAAAGACTGTGGGACTTTTAAAGTTATTTAGAATGGGGATG\nAATAAGATTGTAAGGGTTGAGGCTTACTAGTGATGTTTTTGTGTGTCAAGTTGACAAGGG\nGTCAATTGTACTGGCTAGTGTTGTGTCAACTTGACACAGCTGGAGTTATCACAGAGAAAG\nGAGCTTCAGTTGAGGAAATGCCTCCATGAGATGCAATTGTAAGGCATTTTCTCAATTAGT\nGATCAAGGGGAAAGGCCCCTTGTGGGTGGGACCATCTCAGGGCTGGTAGTCTGGTTCTAT\nAAGAAAGCAGGCTGAGCAAGCCAGGTGAGGCAAGCCAGTAAAGAACGTCCCTCCGTGGCC\nTCTGCATCAGCTCCTGCTCCCTGACCTGCTTGAGTTCCAGTCCTGACTTCCTTTGGTGAT\nGAACAGCAGCATGGAAGTATAAGCCGAATAAACCCTTTCCTCCCCAACTTGCTTCTTGGT\nCATGATGTTTGTGCAGGAATAGAAACCCTGACTAAGACAGTAGGGCAAGGTCTGGAAGTG\nCTCCTAAGATAGAAGAGTCTGTTGCCGTGGAGTTGGGGTGTGTCCTCCTCCCTCCTTCCT\nAGAGGCCTTTCCCCAAGTGTTTAGATATCTAGAAACTCTTGAGTTGATGATGTAGTTGGT\nAGAATTCTTGCCCAGCATTTAAAAAACTCTGGATTTAATTCCCAGCATCTTAAGAACCAC\nACAATAGCACTTACTGGAATCCTGTATTGATGGCATGTTAGGCCCAGGAGAACCAGAGAT\nTCAAATTGTCTTTGACTACTACTAATACTAAACTGAGTTCAAGGCCAGTGTGGGTTACAA\nGACCCTCTTCTCTTGTTCTCCTTTCTTCTCCTTCCTCCCCTTTTCTCTCCTCTCTTCCCC\nTCTTCTCTTCTCCCCTACCACCCTCACAGATAGTTAAACCGAGTTGTTATAACTTTCTCT\nTTTGACTCTATTTTAAGCCATGGTGAGGTGAAGTACAGTGACAACCAGGTACACTGTGAG\nAATGCAGGGAAGAGCCCACCTTGGCTTTCAGGGTCTTGAAATGGAGGGCAGGAGAGGCAG\nTTTCAGGTAGAAAATGTACTCAAGGTGCCCTCTGACAATGTGCTCTTCCTGGAACATACT\nCCACAATGCCCCTGACTCTCTCTCTCTCTCTCTCTTTCTCTCTCTCTCTCTCTCCCCACC\nCCCCACCCCGTACCTAGCTACATGATCTCCACAATGTTTATCTTTCTGTGCGTCATTCTT\nGGGCAGTTATCCAAGATGACCACAGTGCCACACCCTGGGCCAGAAGTCATCTTCTCCTCG\nGACCCAGCGTGATTCTGGAAGTGACTATAAGGACTTCTCTGGATCACCTTGCAGAATCAA\nAACTGAAAGTAATGAACCATATCTATCTATCTATCTATCTACCTATCTATATATATACAT\nATATATGTAGAGATTATATATATATAATTATATACAACTATAATTACATATACTCCTTTG\nCCCAGTCTCGCTTCATAGTTTAGGATGAAGTCTGCTGACCTGGAACTTGCAGCAGTCCTC\nTTGTCTCAGCCTTCCAGGTGCTTGCTTAGCATAGTCCCAGCCCAGCCTGTTGAGGCTGCT\nAGAGCTGAGGTGGTGGTGGCTGTTGCTTCTGCTTTGGCCTTTTCTTCATCTTCACCTCTT\nTTCTTCCTCTCTCCCTCCCCCCTCCATTTTCTTCTTTGACAAGGTCTCATCGAACAGCCT\nTGGCTGGCTTGAAACTAGCTATGTATACCAGGCTAGCCTAGAACTGACAGAGATCTGCCT\nGCTTCTGCTTACCCTCCGATCCCCAGTTCTGAGATTAAAGGCATTTGATACCAGTTCATG\nCAAGAGCTGCTTCAGAACTTAAGGAGGTACAATGTTCTATAAACTACATAAATGGCTCTT\nTTACAATGCCTGAAATTCATGGTTCTGAAATCACCTACTACTTGAAGATGGTTAAGAGTT\nCCTGGAATGAGTCACATGTTAAAAATTACATGTCACCATTGTTCTGGACTGAACTCCTGA\nGCTAGATCCTGTGAGGCTGAAAATAAAGTGGAGTCATTCTGAAGAGGTCAGCCCAGGAAC\nTTTGGAAAATTCTACCAGACCCCTCCTCTCCTGGAAGAGAGAGATCATGGAGCAGGTAGG\nCACCCCTCACCTCCAGAAGGGAGAGGTTGATTACATCTCCAGAAAGACCACAGGGGCCAC\nCTGCAGATAAGGGAAGCCCCGGAGCACATAGACACATCCCTAAGGGCAGACGAACCATTG\nGTTACCTGCAGACAAGGGAAGCCCTTGCTACCTCATTCTCTAAGGACCAATCAGTTTAAA\nAGTCACACTGTTCTGCCAATCATATTGTGCCTAGTTGCTGTTGCTCTATTCTACCCCTGA\nAAACTGTAAAAAAAAAAAACCTGGCTGAACAGCCTGGCTGGGGTTGTAGCCTCTCCTTTG\nCATGCAGGACAACCCCAGTGCGCTGGAACAATAAACTCCTCTTGCTTTTGCATTGATCTC\nCTGCTCCAAGTGGTTCACTCGGGTGGGGGAGGTGTCCTAGGAAGCTAAGGCTCATCAGAG\nTCTTACAGCTCAGTGTCTTAGTTACTTTCCTATTGCTGTGATAACATGAAATGACTCCAT\nTTTGTGTTTGCTTTGACAAGTTTTAGCCCTCAGCCCTGCTCCTCTGAATGGTCACATCTG\nCCTTGGCAGCACACTTGAGATTTCCCATGCCCTTGACCATGGTCCAGGTGTATTAACCAA\nAATAATTAAATCAAACAAAAATAACTAGAGAAGATCTAAGTCATGTTATATCTGAGGTAA\nTTATTGTGCTCTGTGAGCATCCACTTCTGTGTTTGCTAGACCCCGACATAGTCTCACAAG\nAGACAGCTCTATCTGGGTCCTTTCAGCAAAATCTTGCTAGTGTATGCAATGGTGTCAGCG\nTTTGGAGGCTGATTATGGGATGGATCCCTGGATATGGCAGTCTCTAGATGGTCCATCCTT\nTTGTCTCAGCTCCAAACTTTGCCTCTGTAACTCCTTCCATGGGTGTTTTGTTCCCAATTC\nTAAGGGGCAAAGTGTCCACACTTTGGTCTTTTTTCTTCTTGAGTTTCATGTGTTTTGCAA\nATTGTATCTTGTATCTTGGGTATTCTAAGTTTCTGGGCTTATATCCACTTATCAGTGTGT\nACGTATCACGTGAGTTCTTTTGTGATTGGGTTACCTCACTCAGGATGATGCCCTCCAGGT\nCCATCCATTTGTCTAGGAATTTCATAAATTCATTCTTTTTAATAGCTGAGTAGTACTCCA\nTTGTGTAAATGTACCACATTTCCTGTATCTATTCCTCTGTTGAGGGGCATCTGGGTTCTT\nTTCAGCTTCTGGCTATTATAAATAAGGCTGCTATGAACATAGTGGAGCATGTGTCCTTCT\nTACCGGTTGGAACATCTTCTGGATATATGCCCAGGAGAGGTATTGCTGGATCCTCCGGTA\nGTACTATGTCCAATTTTCTGAGGAACCGCCAGACTGATTTCCAGAGTGGTTGTACAAGCT\nTGCAATCCCACCAACAATGAAGGAGTGTTCCTCTTTCTCCACATCCTCGCCAGCATCTGC\nTGTCACCTGAATTTTTGATCTTAGCCATTCTGACTGGTGTGAGATGGAATCTCAGGGTTG\nTTTTGATTTGCATTTCCCTGATGATTAAGGATGCTGAACATTTTTTCAGGTGCTTCTCAG\nCCATTCGGTATTCCTCAGGTGAGAATTCTTTGTTTAGCTCTGAGCCCCATTTTTTAATGG\nGATTATTTGATTTTTCTGGAGTCCACCTTCTTGAGTTCTTTATATATATTGGATATTAGT\nCCCCTATCTGATTTAGGATAGGTAAAGATCCTTTCCCAATCTGTTGGTGGCCTTTTTGTC\nTTATTGATGGTGTCTTTTGCCTTACAGAAGCTTTGCAATTTTATGAGGTCCCATTTGTTG\nATCCTTGATCTTACAGCACAAGCCATTGCTGTTCTATTCAGGAATTTTCCCCCTGTGCCC\nATATCTTCGAGGCTTTTCCCCACTTTCTCCTCTATAAGTTTCACTGTCTCTGATTTTATG\nTGGAGTTCCTTGATCCACTTAGATTTGACCTTAGTACAAGGAGAGAGGAATGGATCAATT\nCGCATTCTTCTACATGATAACCGCCAGTTGTGCCAGCACCATTTGTTGAAAATGCTGTCT\nTTTTTCCACTGGATGGTTTTTAGCTCCCTTGTCGAAGATCAAGTGACCATAGGTGTGTGG\nGTTCATTTCTGGGTCTTCAATTCTATTCCATTGGTCTACTTGTCTGTCATTATACCAGTA\nCCATGCAGTTTTTATAACAATTGCTCTGTAGTAAAGCTTTAGGTCAGGCAGTCTAGGACA\nCTTAAGGTGTTATGTCTTCTACCAGGGCCAGAAAGCAGACTCAGGTTCCATTCTTCTGAC\nCAGCAATTAGACGACTACTTACTGTCCCAGTGCTCTGAGGGAAGAGCCCAGGCTCAATGT\nCTTCTAAGTTCACTGATATCTAGTTAGTTACATAACAGTGGGGCAGTTCTGATGGTCCAC\nATCTTTTGTTCTAGGACTTGGGAGAGGCCAGGGCAGGAAGATTTTGGGTTCAAGGCTAGC\nCTAGAATACGTATTGAGAATCTGCCTCAAAAGAGAAAGGAATGAAGGAGGGAAGGAGTAT\nACTATGGATGGCTTAATTGTCAGCTTACCTAAGCTCTTGTGAACCCAGGAAGAAGAGATG\nACCTTGGGCCTTGGCTGCTTCATCAGTGATGCATATAGGTCCTGGTACAGGTGAGCTCTT\nTGTCTCCTCTGATCGTCAGGACTACAGGACAGGAGGATGTTTCTTTCTTTTAAGTCTTAT\nTGTTGCACTGTACAAACCCACCTCTGTCTTAGTAAAATTTGCAACTAAATTCTATGAAGT\nTTTAGGGCAAAAACCTCCAGCTAGGTTTAGCTACCATCCCACAATGCCAATTATAGAGAT\nGACTGGAGCTAGAGAGATGGCTCAGTGGGTAAAGTGCTTGCTATGCAAGCAAGGGAACCT\nGAGGTTGAGTCTCTAGAATCCATGTTCTAGTTTCCTTACACATCTGGAGCCCTAGTGTTC\nCCGTGTTGAGATAGGAGGGTCCCTGGAATCTCTCTGGACAGCTAAGCTGATAGACACACA\nGGGTGAAGGACAGAGACCCTGTCTCAAACAAGGTTCTAGGCAAGGACAACACCTGAGGTT\nGTTCTCTAACGTGTACATGTGTTTGTGGCACACATACACCTGATCTGTCTGTCTCCCTCT\nCTTCCTTCTTTTCCTCTCTCCCTCTTTTCTTCCTACCCTCCTTTCCTCCTTTCTCTCTCT\nTTCCTCTCTCTCTCTTTTTCTCCCCTCCCCCATCTCTCTCTCTCTCTCTCTCTCTCTCTC\nTCTCTCTCTCTCTCTCTCTCGTACATTATATGAACACATGGACTCTAGATGATTAACTGT\nGAAAAGCAGAGAGGACATTTAGTGAACCCTCTCGCAAGAGGAACAAAGAACAGGAGCATC\nACAGTATCCAATGGCCTCAACCTCACCTTTGCAGTTCTGACGTGAATGTGAGGTTTAAAC\nAGAGGATAGAGTGGGGCAGCAGACATGGTGTGAGTAACTAAGCAGCCCTGACTGGATGTC\nCTCTGGTGATCATAGTCTCCATTCTGGGTCTGCAAGGTGTCGTCCTGAAGATGTTCTTTG\nTTGTTGTTTTCTTTTGTTTCCAAGAGAGGGTTTCTCCATGTAGCCCTTGCTGTCCTGGAA\nCTAGCTCTGTAGAGCAGGCTGGCCTAGAACTCACAGAGATCCACCTGCCTCTGCCTTCCA\nAGTGCTGGGGTTAAAGGTGTACACCATTACCACCATGTATGAAGATGTTCTAATGGCTTG\nAAGGAACAAGGGACAAGGGATTTTTCTGGAGGTGAGCGTTCATGCTCAAGGGGCAGCAGC\nATGGATGATTATCCTGATCTTGGGGTGCTCCATCTGATGAGGCCTTGCTGTTCCTGAAAT\nCCATGGTGGCTGCAGATTTAGGCAGCAGTTTATCTTTGTGTCTTCAGCTTGAAAGAAAGG\nTAAGATAGGTCAAGCAGATACTTCTTTAAATATGTTTTATTAGATTATGCAATTTATTTT\nGTGCATGAGTATTTCACCTGCATGAACGTTTGGTACCTAAGGAAGTCAGAAGAGGATATG\nGGATTTCCTGGAAATGGAATTGGAGATGGTTGTAAACCACCATGTGGGTGCTGGGAATTG\nAGGCTGGGCCCTCTATGAGAGCAACAAGTGCTCTTAACCACTGAGCCATCTCTCCAGCCC\nTCCGGCAGAGTCTTTTTGAGGGATGACCATATCTGTGCAGAGCCTAGAGTCTGAAACAAA\nGCAGAGGAGATGACACACTTAAAGTCACAGTAGCAAATTAATGCACAGGAAGTTTGGGTA\nGCTTATTTGCTACATATTTTAAAAAATATGACATTTTAGAAATTGGGTTGAAGAAGAAAG\nAAAGCATTTGCATGCTACTTCAGGGACAGAATGACTCCAGTTGAAGTGAGTCAACTAGGG\nCATGGCACTATTAGGAGACGTGGCCTTGTTGGAGTAGGTGTGGCCTTGTTGGAGTAGGTG\nTGACCCTGTTGGAGTAGGTGTGGCCTTGTTGGAATAGGTGTAAGCCTGTTGGAGTAGGTG\nTGACCCTGTTAGAGTAGGTGTTTCACTGTGGGTGTGGGGTATAAGACCCTCATCCTAGCT\nGCCTGGTAGCGAGTCTTTTCCTACCTGCCTTCAGATGAAGATGTAGAACTCTCAGCTCCT\nCCTGCACCATGCCTGGCCTGGATGCTGCCATGCTCCCACCTTGATGATAAATAATGGACT\nGAATCTCTGAACATGTAAGCCAGCTCCAATTAACTGTTGTCCTTATAAGAGTTGCTTTGG\nTCATGGTGTCTGTTCACAGCAGTAAAGCCCTAACTAAGACAAGTATTATAAATAAGAGAG\nGGGTATCGGAGGACAACCCTATTAAAAGTCCAGTAGAGGCTGTGTCAGGGGCAGTTAGCA\nCATGTTTCCATGTTGGATGAATTTATGACAGTAGGCCTTTTATCTCAAAAGTAAACATAG\nCATGAAGGCAGAGGGCCAGACTTTGTCCCTGTGTTTAGTTCCTCATTGGCTTGAGGCAGG\nAGTTAATGGTTGTTAGTGAAAGCATCTTCTCTCTGTCCATTAGACCACAGCAACCCTTGC\nTCTCTGTGCTTTCCTCCCTGCTCCCGCCATTCTCCATTTTCCACACTCACTCACTCCTCG\nTCTCTCAATCCCTTACTAAAAGGTTGAATGGTGTAGCATTGGTTTCTTGGGAGTGTGCTC\nAGTTTAGGGGGCCATCTTTCTAGAGATTATCCCATTTAGGATGGATTTTTATCAGAGCCA\nAACACTCAGGGAGGGCAGTGAATGAGAGGTGTGAAATAGGACAAAGTCTACTGTTCTATG\nAGTATAAGATACCATGACGAAGCCTGTCACTCTGTATGCTGACAAAAAATTAATAATTAA\nAAAAACCTAGAACGACAACATACTTGTCTGTCAAAAGACTTTCAAGGGATCTGCCAGAGG\nGGGTGAAATGCATGCGTGCATGCATGCATGTGTGTGTGTGTGTGCGTGCGCGCATGTGCA\nTGTACATGTGTGTTAGAGATCAAATACATGCTTGGCTACTGAGCTACACCCCTGCATTTG\nAGCCTATTGCAGGTTAGTTTTCATGTCTAGTGCTTATGTTTACTTTTAATTTAAAAAAAA\nGTCCTATTTGACATATAATTCATTCAACACGATGACATGTATTAATTGCAGTTGATACAG\nCCTCTACTGGACTCTAGAGGTTTTCATCTTACAACATCCTTTTCTTATGTTTATAACACT\nAGTTGGCTCAATTCAGTTAGTCTACACTTTTTTTCTTTTTTCTTTAAAGATTTATTTATT\nTATTTATTTATTTATTTATTTATTACATGTAAGTACACTGTAGCTGTCTTCAGACACCCC\nAGAAGAGGGCATCAGATCTCGGTTACGGATGGTTGTGAGCCACCATGTGGTTGCTGGGAT\nTTGAACTCATGAGCTTTGGAAGAGCAGTTGGTGCTCTTAACCGCTGAGCAATCTCTCCAG\nCCCCCCCCCCCCGCCCTTTCTTTTTCTTCTACTCCTTCTTCTTCTTCTCCTTCTCCTTCT\nCCTTCTCCTTCTCCTTCTCCTTCTCCTTCTCCTTCTCCTTCTCCTTCTCCTTCTCCTTCT\nCCTTCTCCTTCTCCTTCTCCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCT\nAGACAGGGTTTCTCTGTGTAACTCTGACTGTCTGAGACTTGCCCTGTAGACAGACTGACC\nTCTAACTCAGAGATTCCCCCTGCCTTGCTTCCTGAGTGCTGGGGTTAAAAGTATGTGCCA\nCCACTGCCCAGCTGAACCCAACATTTTCCATGGGTTCTAGGGGGTCGAACTTAGGCCTGA\nGCAGTCTCTCCAGCCTCTAACTTATTTTCTTCTTATCCAGACTTCTTAAATAAACATTCA\nACCCTCTGAACGTCACATGTTTAATGGGCTAACCATAGGTTTTCTACATGAAGGCTCAAA\nAAAAGATCTTGTTTGGCAAAATTAGGGCTTCTTTCCTTTTCGAGCCTTTAATATGCTAAT\nGTGTGGTATGAGGTTCTGAAAGGGAGGCACAGAGCTCAGTGCTTACCAGATGCTTTGGGC\nTGAGGTCACTGGACCTCCTATTGCTAAACTCAGTGGCAGTGTAACAGAACATGGCAAAGG\nCTCTTAGAAGTCTCCAGGCAGCTCTGTTTTGCACGCAGAGCATGATGGATGGAGTCATCT\nTGAAACAGACTTTCTTACTAAGGAAGAGCCACTTAATTCTGTCAGGTCCCAGCTGTGGCT\nTGTCTGTGGTGAAAATGCCATAGGTCATTTATTCATTTCACTTTGGTCAGGGCTGAGGCT\nGGCTAAGCAGCCAGTTGTAGGTGGATGCAGGAGTCTGCAGGGCACCTGGTGGGAAGTCTG\nGGTTCTTGTGTCCTGGAACAAGGAATTGCACCAGGAATTCCTGGATAGTGGTAGATACCA\nCACTGGTTTTATTAAGGAAAAAGGTACATCTGAGGATAGAAGAAGGCTAGAGCTGTTTGG\nCTTAATGGTGAGTGCTTGACAAATGATTGGATGTTTATACCCTGTTAGCATGGCTTTTGG\nGCCATTCTTAGAACAGGAAATGCTCTGTATTGTTCTGTTACAAGATAGACTTGGTAGGGA\nGGGTTGTTGGTTTCTTTCCTATGCTAATCTCTGTTCTTTTACATTTAAACACACACACAC\nACACACACACACACACACACTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTT\nGGGATGAGGGAGGGAGGGAGGGAGGTAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAG\nAGAGAGAGAGAGAGATCAGAGAACATCTTGAGGTAGTAGGTTTCTCTTCTTCCTTCACAT\nGGGTACCAGGGATAGAACTCAAGAGCTTTTCCCTGCTGAGCCATCTCCCCATCTCCCTAA\nTCCTTATATGCTAATTTTGATGCCTCTGTTCACTACTCTGCAGCCATAAGACCTCCACTT\nGTACCTCTGGTTGCTGAGGCAGCTGTGGCTCTGCCTGGAGGCCACCAATCATTCTAGGAA\nGAAGGATAGTGACTTAGTGTTTTCATCGCTGTGAAGAGACACCATGATGATGGCTGCTCC\nTTTATAGAGGACAACATTCAGTTGGGGCTGGCTTACAGGTTTAGTTCATTACTATCATAG\nTGGGAAGCATGCCAGCATGCAGGTAGACATGGCATGGAGAAGGACCTGAGAGTTCTACAT\nGGACTGGCAGACAGCAGGAAAAGCTAGTGAGCCACGGTCTTAGTTAGGGTTTTACTGCTG\nTGAACAGATACCACGACCAAGGCAACTCTTATAAAGGACAACTTTTAATTGGAGCTAGCT\nTACAGGTTCAGAGGTTCAGTCCATTATCATTAAGGCAGGAACATGGAAACATTCAGGCAG\nGCATGGTGCAGGTGGAGCTGAGAGTTCTACATCTTCATCTGAAGGCGGCTAGTAGAATTC\nTGACTTCCAGGTAGCTAGAAAGAAGGTCTTATAGCACATACCCCCAGTGACACACCAACT\nCCAATAGGGCCACATCTTCTAATAGTGCCACTCCCTGGGCTGAACATATACAAATCATCA\nCAGCCACTGAGCCTGGCTTGAGTTTCTGAAACCTCAAAGCTCACTCACTGTGACTCACTG\nTCTCCAACACGGCCACACGTCCTAGTGCCACTGTCTAAGCATTCAAAAATTATGAGTTTA\nTGGGGACCATTCTTATTCAAACCATCACATTCCACTCCATGACACCCTCCCCCCCCCTAT\nAGGCTTATATTCATATCATAACACAGAAATGCGTTCAGTCCAACTCTATCAGTTTCAACC\nCCGTGTAAAAGTCCAAGGTCCAAAATCTCTTCTGAGACTCATGGCAGTATCTTAACTGTA\nCTCTGCCTATAAATTCAAAATAAAAAAAGCAGATCACATGCTTCCAACATATAATGACCA\nGGATATACATGATCATTCCAAGAAGGAGGAGAGGGAGCACAGCGAGGAAGTACTGGACCA\nAACAAGACTGAAACCAGCTGGGCAATCGCCAAACTCTACACCTTCCTGTCTAATGTCAAT\nGTGCCCTTCAGATCCTTAAGCCCTTCCAGCCATGTTGACTGTCACACACTTCTCTCTCTT\nGGGCTGGTTCCACCCCCTCTTAGCAGCTCTCCTTGGTAGGTATCCCATGGCATCTCTAGC\nCTCTTGGGTCCTCTAAGGCAATCTAGGCTTCACTTTCACAACTTCATGAAAAGGTCTCCC\nTGGGCCTCCATGCAGGGACACTCTTGCCACTCCTGTCTAGCCTCAGCAGCATTCTTCGTC\nTCAGAGGGAGATTCCATAACCCCTATCTTGTAGCTTTGACTCTAAAGACAGAATCATGAG\nGCTAAAACTGCCAAGTGTTGTTCCTTGCTGGGGCTGCAGTATGGCCTCCTCATTCAAATA\nCATTTCCACCAGCTTTCTGTTTTCAATGGTTTCCTTAATTGCTTAAGCTTGGCTGTCTTG\nGAACTTGATCATAGACCAGGCTGGTCTCAAATTTAGAGATCCCCTGCCTCGGCCTTCTGA\nGTGCTGGGATTAAAAGTGTGTACCATGCACCTGGCCTTAAGTTTTTTAAAACTTCCTCTG\nAACAAGTTGGAAACTTAACTGGGTGGGGACTTGCTCTGAGGTCACCATTCCCTTTATCTC\nTTGGCCTCAGGCTGTTCTTTAATCTGTTTATACTTCCTGGCACCCCTTTCTTCTCAAACT\nGTATACTTTGCATTTCCCTTCCTCAGCTTGTTTCTTTTCAGTATAGATCTGCATAAGACT\nGGCCACTGATCACCATACAACTTGGTCGACAATAAGCTATTTTGAAATCTCCTCTGTCAA\nCACAATCCAAAACTTTTGAATTTAATCTCAGGCAGACTTTTTTGGACAAAAGCAAAATGC\nAGTCACATTCTTCACCAAAAAAGAGTGCTCTTTAGGTCACATAATAATATTCTTCTCTAA\nAACCTCTTAAGCTGGGCCCTCACAGTTCCAATCCTTTTCAGCACCACTGTCTTTCATGCT\nCCTACTAATATGGTCCATTAAGCCCTTCTCAAAGCATTCAACTGCTTTCCTAATCCAAAG\nTCCCAAAGTTTACATTCTGCCAAGAAGAAGCCACATGGTCAAGCTTATCAGAGCAACACC\nCCACTTCTGGTACCAACTTCCATCTTAGTTAGGGTTTCTATTGCTGTGAAGAGACACCAT\nGACTACAGCAACTCTTATAAAGGAAAATATTTAATTGGGGATGGCTTACAGGTTCAGAGG\nTTCAGTCCATTAATGTCAGGTGGGAAGCATGGAAGCCCAAAGGCAAGTATGGTGCTGGAG\nAAAGACCTGGAAGTTCTACATCTGGACTGGCAGGCAGTAGGAAGAGTAAGTGAGCCACCC\nAGCCTGGCTTGTGCTTCTGAAACCTCAAAGCTCCCCCCACTCCCTTCAGGAAGGTGTCTG\nGGAACGATTTACCTCCTAAATGTGCTCAGAGATGTTGTGTTTTTCCTGTAACAATTTACT\nTGATTGTTCTCAAGGATGTGATATTTCTATTTGTGGGATGCTTTGTTGTTCTCCTGTCCA\nTTTCTCACAAAGCTGGGGATAGGAATAGCCCATTCCTGGACTAAGATCTTGGAGGATGCT\nCTAAGACAGATATGCTTGGGTCTGAAGTTAGTTAGGGGCAATCCTGATTCACAGTTAGCT\nTCTTAGTGAACTGAAAAAACACTTGATACTTTACTAATATAATGTATAGGACCTGTGTTA\nGGTTTCTCCAGCAAAATGGGACGGAGAGGGAGAGGGAGAGGGAGAATGAAGCAGGAATGT\nCTAAGGTTTATATGAGGTCATCAGGCTGGAATTTCAGGTAAGAATTACAATTGATGTCTG\nGACTCCAAATCCCTCAAGTGAGAAACTGAGGCAGGGTTTCTCTGTGGCAATCTGGTTGAA\nGAAAAATTTCTTCTACCTTGAGAAACTGCAGTCTTTACTCTCAAAGCTTTCAAATGAAAG\nGACCCACACACAATATGGAGAATCACACGCTTTATGCAGAACACCAATCACATAAAGAAT\nGTGTCTCCACAGAAGTATCTCCAGTGGTATTTGGCCAAATGCAGGGCATTTTAGTCTGGC\nCAAGTTAATGCACACAGTTAACTATCACATGGGGGAAAACTTATCAGTTTTTAAAGGTTA\nCTGAGGGCTTGAGAGGCTGAGGCAGGAGGATCAAGTTTGAGGTCAACCTGGGTTACATGG\nCAAGACCTTGGTCTAAACAGTTATTATTATTTTTTTAATTTGAAGAAAAATTTAAAATTT\nGAAAAGGCATACGGAGCAGCTGATGTTTCTCCAACATCATCCCGGTGTGGGGAGGTAGAG\nGCAGAGGATCAGGAGTTCATGTTCACCCCTAGCTTTATGCTGTCCATGGTTCATCATCTC\nTTATGGCCCATATTAGTCATTGTGCCATTCAAAAGCCACAGAGCAAGAGAAACATGTTTC\nACAGCTCCTACTGTATCCTGGACCCTAGGGATGCAACAGTGGCAAGATGTGGTTTCTGCT\nCTTCATTGTGAGCTGACTTGGCTGAGGCTATAAAGCAAAGGTGCTTTGTGAAATTCAGAG\nAGGATAACGTAAGGTAACTCAGAGATATGCACAGGAAGTTGCATATTTGCAATAAAGCCA\nCACACAGCAGAACTATTAGATCCAGGCACTCACTCAACGTGGATTCTGGGCTCTTCAGCT\nCTGATCTCTTCAGCTCTCATTTGCTCAGACTGTCTATGTCCAGCAGATGGTGCCAAATGA\nCTGTCTGCAGTCAACTGGCAGTCCCTCTCAGGGAAAATCCAAATTGAGCCTATGAAAGAA\nAGGTCAGCATTTTTAAGGAAAGTGCTCTTTGTCAGACTAAGACCTTTTAATTTGTCCCAT\nTTTAATAGTACATATGTATCAAGATAAAAAAAAAACAGACAAGGAAATGGCCTCCTTTGC\nTGGGATTGTGGAATTGTAAGACCCCCGAAACTGGGGAGACCTCCGCTCAAGTCCCGGGTT\nGAGCTGGTCGGCACCCCGATAACACCTGATGCAAACTGCAAGACGCTTTATTGTCAGCTA\nGCTGAGGGGAGTTCGATCTCGAGCGGTAACAGTAGGGGGCTTTTAACAGCTAGCTGAGGA\nGTTGGGAGGAGTTTGGCTACAGCTCTTCTCTGGCGGGTGTCCTTGGTAAAATAACAAGGC\nATGAAGAGTGAGGAGTGAGCTGTAGCTCTTCTCTGGGGAATCTATCTCCATGTCCTTGGC\nACAGGGAGCCAAGCAAGCGCCTGGCTAGGTCTCCCCACAATCATCGAGTCTCTGGCTGTA\nAGGCACAGAAACAAAAAGACTTTTTGTTGGCTATAGAGAACAAAGAGCTTCTTTCTGGCT\nGTATTTTAAGAGATCAGGGAAAACAAGCTTGGGGAATGTCCAGGGGCTTTACCTTTCAGG\nGAGAAACGCTCTAAGTCGGGGTCTCACAGAATTATGGGAACAGAGGTCAGGAAGTACTTC\nAGTAAAACAGCACCCCAATATAGACTGGCATATGAAACTCCAATGACTGAGCATACACGT\nGTGTATTCATATATTTTGAGTCTACACTTGTATAGAAGTGTATGTATCATGTATGCATAT\nGTACATACGTGCCTGTGTGTGAATATATGGGTAGAAGTCCAAGTGTGTGCGTTTTTGTAA\nTGTGTCTGTATGTGTTGAGTATTTGCAAGTAGGTGCCTATGGTCACATACAAGCATACTC\nATGGTGTATGTGGAGTGCCTGTGTATGATTGTGAGGAATATGAGTGTGAGTGTGCACATG\nTGGATGTGTATATCCATGTGTGACTGTGTACACGTATATGTTTACTTTTGGGAAAAATTA\nAAAAATAAAATAGATGAGGAATGGAAGGTTTGACATATTTTTAAAGGGCAAAGGTACAAT\nTGTTGAGGCAGTGGAAATTGGGAGGATGGAGCCTAAAAACCGAGAAGGACTAAAGCCTCA\nGGCCTTAGCCAACCTTACTCAGAGCATCAGACAATCTATACTCTGAGAGTTAAGAAGAAT\nCGAATGAGTACAGTTTACAATCACAAAGACAAACCACACATGGCGGTAACATGTCTGTCT\nACACGGACATAAAACCAAACAATAGCCAGCTCCAATGAACAATCTGAAGTCAACTCCCTC\nCTACCCACCATACTTGGGAGGGACATTTAATCACATTTCAGAAAGAAGTTGGCATTTGGA\nAGAAACAGGTCACAAAGACTCTTGTTTACTTGGAATTTTCTCACACGAACTCAGAATTCT\nTCTTATCGGACTCCATTTTTGGAAAGTGTTCTGACATAAAATACTTAGAACTTCCTAAGA\nGAGTTAAGATATTGGAGGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG\nTGTATGTGTGTGTGTGTGTGTATGTGTGTGTGTATGTGTGTGTGTGTGTGTATGTGTGTG\nTGTGTGTATGTGTGTGTGTGTGTGTGTATGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG\nTGTGTGTGTGTGTGTGTTCAAGTGAATATGAGAACCAGGCCTTGATAGAAAGGCATTCAT\nTAGAAGTCCCAAAGAAATGATTCAAACCTGCTTTTGCCCAGTCATCTTGGAAGAATATTG\nTATAAATGGAAGTTTGGGGGTGAGTGGGGCTCCAGCTCATTCAAGGACCATCCTGTGGAG\nTTAGTCATTTCAAGAGACACAAGTCCAGTGCTCCTAGATCTGGGACTGGCTCCACTGACA\nGGGTCCTGCTAAAGAAGGTAGGCTGGGACAGGAAACTCACTGGTGAATTCAAATAGCCAA\nCGTGAGCTCACATTCTCTTTGTGAGGCTTTTATAAGCTCTCACTAAAATAAAGTCTGTGA\nGTCTGGAATGTTAGTGCTCAGAAGAGAGGCAGGAGGATCAGGGTCAAGACCCGTCTAGGC\nTGCCTAGTGAGACCTTGCTTCAGATGGGACAAAAAAAGTTGTCAGCTGATAAAGTAGAGA\nATAAGATGCCATGCAGTGCCATCTGATGTGGCAGAGGAACCTAAGGCTTAGTTAAGAAGC\nCACTTCTGGGGACTGGGGGTGGGGTATAGCTCAGTGGTACAGTGAGTGCTTCTTCTGCAA\nGAAGCCCTGCCCTGGGGGATTACACACACACACACACACACACACACACACACACACACA\nCACACACACACACACTTACTTCAATGTCCCATCACCTACTCTGAGACATTTCAGAAAGAA\nGACAAAAAAGAGCATCCGGAGGCAGTGTCTTTGGAGCATCAGCATCAGGAAATGAAATGG\nCTATCATGCTCTACCCACCCTCATCCCACCATTTCAGTTGCCTCAAAACAGGAAAGCCTG\nTGTCTTAAAGAACACCATACAGCTACTAGGTTGGGTGTAGTTACAAACTGTAGGAAAGGA\nACAGTCTTTATGGTTTCTTCTAATTAATAATTTTAGAAATCATCAAACCATGAAAGATTT\nCCTAGTAAATCAGTGACACAATTCTGTGTTCTAAAGACTTACCAGCTGCTCTTAAAGGTA\nCAGGTGCCCACCCGAGTATCATATATATGACCATATATATGTACACAGAGTATATGTCAC\nATATAATGTGAATAATTATGTTAGATGGCAAGTACTGAATATATGTATGTATATATGTGT\nGTATATATATATATATATATACATATATATATATACACACATACATACATACATACACAC\nATACATACATATACATCACAATGCTGCAGGAATATGTGTGTTTATGGGTACATTTTTCTC\nATTTTTTCTTTCAGATAGGTATTATGCCTCATAGGCAGGCCTTCAGGCTCAAGCTGTAAT\nGGAGAGGATGACTTTGAAATCTCAATCCTTCTGCCTTCACGTCTCAAGCATTGGTTTCAG\nAATTTGTCACCATGCCTAGAGACTGTGGACCTCTGAAGGAAGTCCTGTGAACACAGACCA\nGAGGGCCTGAGGGAGGAGCAGCTGGTCCGTGGCTGCAGTGGGATGTTGTCTGGGCATCCG\nTGGCTGCAGTGGGATGTCGTCTGGCCGTCCGTGGCTGCAGTGGGATGTCGTCTGGCCGTC\nCGTGGCTGCAGTGGGATGTCGTCTGGCCGTCCGTGGCTGCAGTGGGATGTCGTCTGGCCG\nTCCGTGGCTGCAGTGGGATGTCGTCTGGGCGTCCGTGGCTGCAGTGGGATGTCGTCTGGC\nTGTCCGTGGCTGCAGTGGGATGTTGTCTGGGCGTCCGTGGCTGCAGTGGGATGTCGTCTG\nGCCGTCCGTGGCTGCAGTGGGATGTTGACTACTGATGAGCAGTGCACAGGAAATTAGTGG\nAGACCGAGGAGAAGAGTTAGCGTTACGTTTTCCTTCTAAAGCATGAACATGGTTAATATT\nCCTTAGCCTACACTAAAGATAGCCAGGCAGCAAAGCCAGGCTAGGGATTACAGCTCTAAT\nCTCATTAAGTACTTCCAGAGGAGAATTGAAGGAGGAGAGGCCTGACTCAGCAAAATCCAC\nTTGGTTTACAAAGTATTTCTGCTTATGTGTATGAGTGTTTTGCTTCTACGTATGTACCTT\nATGTGTGCCTGCTGCTCACGGAGGTCAACAGAGAGCATGGGCTCCCCTGGAACCAGAACA\nTCTGGGTTCCGGGAACTGAACCTGAGTCCTCTGCAAGACAGAGAGTGCTCTTCACTGCTG\nAGCTATCCCATAAGCCCCCATGCTTTCTTTTGATTTAAAAGAGTCCATTTGGTGTCAGTA\nCCAAAAAGCAAAATTAGGGGGCTTGATGGGTGGCTCCTGTGGCGATTTATGGTAGCCCAC\nAACCATCTGTATTCTAGTTCTAGAGGAGCTGACACCTCTGGTCTCTATGAATACCAGGTT\nCCAACGTACGCATCCAGTGTATGTGCACTGACATATATGCATATCTACACCATGTATACG\nAATTAAACACACTGCTCATAATTGCGAGGGAATGCTGGTGCGGTGAACCTACATGGCTTA\nCTGTCTTCATCATAGAATTATGCCTGCTTTGTCCAGTGACTTCCAAAAGTTAAAATTTTG\nACAGTGAGGCATACAAAGAATGTAAATACGTATAACCATAGACGATATTAGGCCTGCCTG\nAGGTCAAGGGAGGTATATTAGTATGATTAAAAATTACTTCCGATTTTAACAGATGTTTAT\nATTTATAAATATACTTATATTCTTCTGCTTAAACATGCTATCTTTCTTCCCTATATTTTG\nCTGACTTTATTAGACATGTATTAGTTAGCTTTCTAGTTTCAATAACCACACAGCTGAAAG\nGTGCAATTTAAAAACGGGAGGATCAGGCAAGAGAGGTGGCTCAGCAGTTAAGAGCACTGA\nCTGCTCTTCCATGGTCCTGAGTTCAAATCCCAGCAACCACATGGTGGCTCACAACCATCT\nGTAGTGGGATCCTGTGCCCTCTTCTGGTGTGTCTGAAGAGAGTAACAGTGTACTCACATA\nAATACATTTTTTTAAAAAGGGGGAGGATGGATGTTGGCTCTCAGTTTCAGAGCTCTCATC\nTACCAGGGCAGAGAGGGTGTGGCAAACAGAGACATTCACAGGATGACAACAGGAAGCAGA\nGGAGAGGGAGCACAAGCATGGATGACTAGGGTAAAATCACTCCTGAGGACATTCCCGCAG\nGGACCCGTTTCCTCTGTGAGGCCCTGCCTCCCACTTTTCAACACTTTCCACAGTTTGGTC\nAGAACCCTAGAATCTGCCTGTAAAGATGCCCTCATAGACACACCTGAGGGCAGACTTTAC\nCAACCTCCTACCTGTTTATTATTAATCAAGCTGAAAATTAGGGCTTAGCATCTGTGTTGG\nTTTGAAAATGCCTGCCCCAGGGAGTGGCACTATTAGGAGGTGTGGCCTTGGTGGAGTAGG\nTATGGAGGAAGTGTGTCACTGTGGAGGTGGGCTTTGAGATCCTCTTCCTGACTGTTTGGA\nAGCCAGTTTTCTCCCAGCTGACTTTGGAACAAGAGCTAGAACTCTCAGCTTCCCAGTGCC\nATGTCTGCCTGCACTCTGCCATGCTTCCCACCATAATGACAATGGACTGAACCTCTGAAC\nCTGTAATCTAGCCCCAGTTAAATGTTGGTGCTTCACAGAGGTGGTATAGTCCAGTGGGTA\nGAGCAGACTCTGGAGCATGGTGATTGAGTTTTCAATACCAGGCCCATCTTATTGCTTGTG\nTGTCTTTGTTGCAGCCATTTAAACTTGAGTGGTTCAGTTTCCTTGTATGTAGCCATGAGA\nGGGTTATGATGACCGAATGCCTCTGTGCACATTTATACTCACACATGTGTGGAAGCCGTT\nCAGATTGGCCTAGACTAAGATCAGTGGCAAACAGGGACGTGACTGTTTTGTTTTCATGGA\nGTATACAGGTAGACTGGAGATTCATGAACTATACTTGAAAATCAAATATAAAACGGGGCT\nGAAAAGAATCCTCTTTTCTTTTTTCTTTGTGACAAAAACATTTAAGACTCTGTAAGAATG\nTATAATATAAAGCCATGTTGTGCTCATTTAAAACTTAAGACTAGCAAGAGCCAGGACACA\nGGACGTGGTGAAGTTGCTAACAGCACATACTGGGTCTGGGGAGATTCTCAATCAGGACAG\nCACTTACCATGCAAGCACAAGGCTCTGAGCTTGGCTCCCCAGCACCAGCAGGAAAAGCCA\nAGTGTGGTAGCATTGTCTATAGTTCCAGCATCAGGTTGATGTCGAGGGAGGGCAGAGAGA\nGGAGCTCCTTGGAGTTCCCTGGTCAACCAGTGAGCAGAATCTATAAGCTCCAGGTTCAAT\nGAGAGACCCTGTCTCAAAAGCCAAGATAGAAAGCAATTGTTGGCATCTTACCTCCACATG\nTATGTATACACATGTACAATATGTACACATACATATGCTGCACATATATACAAAGTGTGC\nTGGCAAGTCTTATGTCATACAAGCTAGAATTATAAGAAAGGAAGAAACCTCAATTGAGAA\nAATGCCTCCATAAGATCCAGCTGTAAGGCATTTTCTTTTTTTTTTTAACATGTATTTATT\nATATGTAAAGTACACTGTAGCTGTCTCTCATTATTGGATGGTTGTGAGCCATCATGTGGT\nTGCTGGGATTTGAACTCACGACCCTTGGAAGAGCAGTCGGTGCTCTTAACCACTGAGCCA\nTCTCTCCAGCCCTATAAGGCATTTTCTTAGTTAGCAGCTGGTGGGGGAGAAGCCACCTCA\nTTTTGGGTGAGGCCATCCTTGGGCTGGTGGTCCTGGGTTCTATAAGAAATCAGGTTGAGC\nAAGCCATGGAGAGCCAGCCAGCAGGCAGCACCCCTCCATGGCTTCTGCATTAGCTCCTGC\nATCCAGGTTCCTGCCTTGAGTTCCTTCCTGACTTCCTCCAATGATGGATTGCAATGTGGA\nAGTGTAAGTCAAACATTTGCTTTTGGTTTAATCACAGCAATGCTTACCATAACTGAGATA\nCAAGGCACACTGTGTTTTCCCATGCAATGGGCAGGCCACACATTTGGCTTTAAGCTTCGT\nAGCAACCATTGCTGAAAGGGAAACCTGACTGGTTACTCATCAGATTAAAAGAGGCAATTG\nCTCAGGAGAAGTGTTAATGCTTATGTTAAGACCGTACACTGACACATTTCATTATTACTT\nTTGAGCACTATCTTTGAGATGAGGCTGCATGGTTACTAAACAATATCTTCAGCCTCTTTT\nTAGGAAATGAGCTGGATTTCCCAGGAGTATGGTCTATAATATTTCTCACTCAACCAAATC\nATTGCAGCAATCAACCATCAACAGTAACCAACTAACAACCCACCCCACCTCACAGGGCCC\nTAGCATTATATAACCTCTGAGAAGTCCCCAGAATTCCAAATGTCACTCAAATGCAGAAAC\nTATCTGCTGCTGGTAAAGTCACACTAGAGCATGAGGCAAATAATAGTCAGCTGCTGTGGA\nCAATCTGAAGCCCCCTATCCCACACCTAGGATTAAAATGAAAACAGATTCTCTCTCTCTC\nTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTGTGTTTAAAGAAACTAAAC\nTTCCAAATTTGTCACTGCACTTGGGCCCTGTTGTTAAGGGATTCACATTCTACCAAGGAA\nGGGGTGGAGTTCATACCCCTGGGGCTACTACATGTTAGGTACTGTTTTAGGTCTTTTACA\nTACACTACTTAATTTTATTGACACGTATGAATGTTTTATCTACATGTATGTCTGTGTACT\nATAAAATCCAAAATAAATTCAAGACCACCTAGCCCCTTTCCTCTCTGAAGGGACTTTCCA\nAACTATATTAGCAGGCCAAGTGCAGAGACATATAAGGAAGCCGGCCGATTAAACAATGCT\nGAAAAAGCCATAAGGGCAGGCTGAGTGAGAGAGCAGGCCAAAGGTCTGGTGCAAACCACC\nCCATGCAAACCAACCAATGCCTGAAAGGATTTCTTGCAACACCAATTAGAATAAGCCAGC\nTAGACATGTTGCCTAAATCTGCCCCTTACAAGGTATAAAAAGTGTGTTCTTTGTTTGTCC\nAGGGTCTCCTCTTGCCAGCGTGCTAAGGGGCCCCAACACATTGGATCAATAAAAACCCTC\nTTGCAGTTTGCAGCGATCTTGGTCTCTGTGGTCTTTGTGAGTGAGGGTCTTTTGGCAGAC\nTCCAACAGTACCATTTGGGTGCCTAGTACCTGCAGAAGCCAGAAAAGGGCATTGAATCAG\nTTCTACAGAGAGATGGGGTTGACCACACATGAGGCAGTTACTCTATTAAAAAGCCAGGGT\nCTCATTCTGGAACCCAAGTTGTCCTAGACCTGAGATCCTCCTGCCTCAGCTGAGATTATC\nAGTACACACACCACACTGGCCCCCAGAGTTTTAAGGAGATGTAGAGTGTTCTCCACTCTG\nCTTTATTGATGTGACAGAGGTTTTCAGATTCGAGGGACTTAGCCAATAAACATTTACTTC\nTCATCTGTGGAATAGCACAGGGGAGGTGTTCTGAGGCAGGAGGTAGAGTGTAAGTTTGGG\nTACAGATCTATTTCAAAAGTAAAAGGTTGGGCTAGTGAGATGATTCAGACAATAAGGGAG\nTTTGCCACCAAGCCAGACAACCTGAGCTTGATCCCAGGACCCACATGGTGGAAGGAGAGA\nATTGATACCTGCAAGTTGGCTCATATGTAAAACTCAAACGCATGCGCGCATGCATGTGCG\nTGCACACACACACACTCATGCATGCATGCATGCACACATGCATACATGTGTGTGCACACA\nTGTACACACACATGTTAATTTTTTAAGTCAAAGATGAACACTGAAGAAGGCTCCATCACC\nTTCAATATTTGGCTTCCAAAGCTATCTTGATATCAATGCCTGAGGGAGGGAGAACTGAGC\nAGAGGAGAGAACAGAGAGGGCTCACCTAAGGTCAGCACCACACACTGGGAAATGTCTTGT\nTTCAGCAGCCTGCCTGCACGTTGGGACCAGAGCATAGCACCCAATTTTGACAGTCAGTTA\n"
},
{
"path": "deeptools/test/test_data/test_paired2.fa.fai",
"content": "chr2\t5010000\t6\t60\t61\n"
},
{
"path": "deeptools/test/test_data/test_paired2.sam",
"content": "@HD\tVN:1.0\tSO:unsorted\n@SQ\tSN:chr2\tLN:5010000\tM5:5c3b7fcdfff29abcc880fdec2817dd6b\tUR:./test_paired2.fa\nHWUSI-EAS616:7:89:1518:3543#0\t99\tchr2\t5000001\t255\t36M\t=\t5000064\t100\tTGTAACAATTTACTTGATTGTTCTCAAGGATGTGAT\tS\\dbdcfaaccbbcccc^dcdc^c^YaaabaaWdaa\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:89:1518:3543#0\t147\tchr2\t5000065\t255\t36M\t=\t5000001\t-100\tAGGTCATCAGGCTGGAATTTCAGGTAAGAATTACCA\tR]bT]`eRd^db]baY`W_W^_\\]\\_XZUZVVNVHU\tXA:i:1\tMD:Z:34A1\tNM:i:1\nHWUSI-EAS616:7:93:7807:15274#0\t163\tchr2\t5000304\t255\t36M\t=\t5000676\t408\tGAGAGGGAGAGGGAGAGGGAGAATGAAGCAGGAATG\thhhhhhhhhehhhhhhhhhehhhhghhhfhhhfghh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:21:17769:5446#0\t163\tchr2\t5000385\t255\t36M\t=\t5000496\t147\tTTACAATTGATGTCTGGACTCCAAATCCCTCAAGTG\thhhhhhghhhhhhhhhhhhhhfhhhhhhhhhgghdh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:49:8992:4457#0\t99\tchr2\t5000385\t255\t36M\t=\t5000496\t147\tTTACAATTGATGTCTGGACTCCAAATCCCTCAAGTG\tde\\dc\\fffdf^cdfe\\cff_ffffffdafgcgggg\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:21:17769:5446#0\t83\tchr2\t5000496\t255\t36M\t=\t5000385\t-147\tTACTCTCAAAGCTTTCAAATGAAAGGACCCACACAC\tghhahhgghhdffccfhhhhhhhghhdfffffdfff\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:49:8992:4457#0\t147\tchr2\t5000496\t255\t36M\t=\t5000385\t-147\tTACTCTCAAAGCTTTCAAATGAAAGGACCCACACAC\thehhhhgghhgchhghfhhfafhhffhhhhhfdfff\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:86:18020:6752#0\t99\tchr2\t5000560\t255\t36M\t=\t5000906\t382\tAACACCAATCACATAAAGAATGTGTCTCCACAGAAG\thhgahhhhhghfhhhhhghhhh_cghfhhfhchghh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:93:7807:15274#0\t83\tchr2\t5000676\t255\t36M\t=\t5000304\t-408\tAAAACTTATCAGTTTTTAAAGGTTACTGAGGGCTTG\thhhghhhhhghhhhhhghhhghhhhhhhdhghhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:64:3102:21101#0\t99\tchr2\t5000737\t255\t36M\t=\t5001136\t435\tTTGAGGTCAACCTGGGTTACATGGCAAGACCTTGGT\thhhhhhghhhhhhhhhfhhhhhhhhhhhghhhhhgf\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:36:16424:18394#0\t163\tchr2\t5000820\t255\t36M\t=\t5001193\t409\tTGAAAAGGCATACGGAGCAGCTGATGTTTCTCCAAC\thhhhhhhghhhhhhhhhfghghhfhgdhhgehhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:50:18110:21009#0\t163\tchr2\t5000822\t255\t36M\t=\t5001123\t337\tAAAAGGCATACGGAGCAGCTGATGTTTCTCCAACAT\tffffccafacfffcfahffdfaffc`a`^`ddfdh]\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:111:14171:9899#0\t163\tchr2\t5000822\t255\t36M\t=\t5001123\t337\tAAAAGGCATACGGAGCAGCTGATGTTTCTCCAACAT\thhhhhhhhhhhhhhhhghhhhhgefhhhhhhhhhgh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:114:18552:5841#0\t163\tchr2\t5000822\t255\t36M\t=\t5001123\t337\tAAAAGGCATACGGAGCAGCTGATGTTTCTCCAACAT\thhhhhhhhhhhhhhghehhhhhhhhhhhfhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:8:2829:6484#0\t99\tchr2\t5000835\t255\t36M\t=\t5001214\t415\tAGCAGCTGATGTTTCTCCAACATCATCCTGGTGTGG\thhhfhhhghhhhhhghhhhchghhghhhghhghhhh\tXA:i:1\tMD:Z:28C7\tNM:i:1\nHWUSI-EAS616:7:4:16767:6127#0\t163\tchr2\t5000856\t255\t36M\t=\t5001242\t422\tATCATCCTGGTGTGGGGAGGTAGAGGCAGAGGATCA\thhghhhhhhc^edeec__]_cfccfdfffW_fdad_\tXA:i:1\tMD:Z:7C28\tNM:i:1\nHWUSI-EAS616:7:66:4289:12506#0\t99\tchr2\t5000868\t255\t36M\t=\t5001183\t351\tTGGGGAGGTAGAGGCAGAGGATCAGGAGTTCATGTT\thhhhhhhhdhhghghggghhehhhhhehehfhhhfh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:86:18020:6752#0\t147\tchr2\t5000906\t255\t36M\t=\t5000560\t-382\tCCCCTAGCTTTATGCTGTCCATGGTTCATCATCTCT\thchhfdhghhfghfahhhhhhhhfhhhhhhhghheh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:23:8152:13433#0\t163\tchr2\t5000926\t255\t36M\t=\t5000988\t98\tATGGTTCATCATCTCTTATGGCCCATATTAGTCATT\thhhhhhhhhhhhhhhhhhhghhhhhhehhhhhhehh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:103:13675:10395#0\t163\tchr2\t5000926\t255\t36M\t=\t5000988\t98\tATGGTTCATCATCTCTTATGGCCCATATTAGTCATT\tffffahhhhfffgfhffh]f]fddfd_fffdcfff\\\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:106:13391:17723#0\t163\tchr2\t5000938\t255\t36M\t=\t5001303\t401\tCTCTTATGGCCCATATTAGTCATTGTGCCATTCAAA\thhhhhhhhhhhhhhhhhhhghhghhehhhhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:23:8152:13433#0\t83\tchr2\t5000988\t255\t36M\t=\t5000926\t-98\tAGAAACATGTTTCACAGCTCCTACTGTATCCTGGAC\thhhhghghhhhhhehhhgdhhhhhhghhhhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:103:13675:10395#0\t83\tchr2\t5000988\t255\t36M\t=\t5000926\t-98\tAGAAACATGTTTCACAGCTCCTACTGTATCCTGGAC\tf_ffcfdddcaV`XZa[dadcaWcadddaccd[fcf\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:116:8653:16765#0\t99\tchr2\t5001011\t255\t36M\t=\t5001141\t166\tCTGTATCCTGGACCCTAGGGATGCAACAGTGGCAAG\thhghghhhhfhhhhhhhhhhffhhhhgghghfhfhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:81:1971:19006#0\t99\tchr2\t5001026\t255\t36M\t=\t5001396\t406\tTAGGGATGCAATAGTGGCAAGATGTGGTTTCTGCTC\thhhhhhhhhhhghfhhhhhhghhhhhhghhhhhghd\tXA:i:1\tMD:Z:11C24\tNM:i:1\nHWUSI-EAS616:7:39:11820:4528#0\t163\tchr2\t5001051\t255\t36M\t=\t5001401\t386\tGGTTTCTGCTCTTCATTGTGAGCTGACTTGGCTGAG\thhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:25:4767:20646#0\t163\tchr2\t5001115\t255\t36M\t=\t5001378\t299\tTCAGAGAGGATAACGTAAGGTAACTCAGAGATATGC\tghhfhhcaahe^d`ebfddc^ad`dada[cVb`^^c\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:2:14523:20268#0\t163\tchr2\t5001116\t255\t36M\t=\t5001234\t154\tCAGAGAGGATAACGTAAGGTAACTCAGAGATATGCA\tghghhhhhfgchghcecfchhchhhghchchehhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:79:5441:2939#0\t163\tchr2\t5001116\t255\t36M\t=\t5001234\t154\tCAGAGAGGATAACGTAAGGTAACTCAGAGATATGCA\tghcghfhhhchhhffffaffffacffa_f[fafcaf\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:50:18110:21009#0\t83\tchr2\t5001123\t255\t36M\t=\t5000822\t-337\tGATAACGTAAGGTAACTCAGAGATATGCACAGGAAG\t\\Z_aa^XY^aa\\aaaa\\^S^cd^dddYccffb\\f_f\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:111:14171:9899#0\t83\tchr2\t5001123\t255\t36M\t=\t5000822\t-337\tGATAACGTAAGGTAACTCAGAGATATGCACAGGAAG\thhghhhhhhhhhhhhhhhhhhhhghhhhhhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:114:18552:5841#0\t83\tchr2\t5001123\t255\t36M\t=\t5000822\t-337\tGATAACGTAAGGTAACTCAGAGATATGCACAGGAAG\thhhhhhghhhhgghhhhhhhhhhhhhhhhhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:64:3102:21101#0\t147\tchr2\t5001136\t255\t36M\t=\t5000737\t-435\tAACTCAGAGATATGCACAGGAAGTTGCATATTTGCA\tafghhhhgghgehghghhhhhhhhhhfhhhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:116:8653:16765#0\t147\tchr2\t5001141\t255\t36M\t=\t5001011\t-166\tAGAGATATGCACAGGAAGTTGCATATTTGCAATAAA\thhhhhhhhhgghhhhhhhhhhhhhhhhhhhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:66:4289:12506#0\t147\tchr2\t5001183\t255\t36M\t=\t5000868\t-351\tCACAGCAGAACTATTAGATCCAGGCACTCACTCAAC\thghhhhfffcfddfbdhhhfhhhhhghhhhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:36:16424:18394#0\t83\tchr2\t5001193\t255\t36M\t=\t5000820\t-409\tCTATTAGATCCAGGCACTCACTCAACGTGGATTCTG\tdbddcbfhehhehffdghhghhggghhhhhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:8:2829:6484#0\t147\tchr2\t5001214\t255\t36M\t=\t5000835\t-415\tTCAACGTGGATTCTGGGCTCTTCAGCTCTGATCTCT\tghhhhhfhhhhhhhhhhhhhhhhhhhhhghhfhhgg\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:3:9592:15607#0\t163\tchr2\t5001227\t255\t36M\t=\t5001568\t377\tTGGGCTCTTCAGCTCTGATCTCTTTAGCTCTGATTT\thhhehhhhhhhhhhfhhhhghghhhhhhhhhhhhgh\tXA:i:2\tMD:Z:24C6C4\tNM:i:2\nHWUSI-EAS616:7:2:14523:20268#0\t83\tchr2\t5001234\t255\t36M\t=\t5001116\t-154\tTTCAGCTCTGATCTCTTCAGCTCTCATTTGCTCAGA\taagggggffgaffafcafeafaggcgaggcgfeggg\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:79:5441:2939#0\t83\tchr2\t5001234\t255\t36M\t=\t5001116\t-154\tTTCAGCTCTGATCTCTTCGGCTCTCATTTGCTCAGA\tgdd`baWfafedd`ae`dKadfcfffaaffdfffff\tXA:i:1\tMD:Z:18A17\tNM:i:1\nHWUSI-EAS616:7:4:16767:6127#0\t83\tchr2\t5001242\t255\t36M\t=\t5000856\t-422\tTGATCTCTTTAGCTCTGATTTGCTCAGACTGTCTAT\tfggfggaffffcefgaffddf_^ggggeggfgcgdg\tXA:i:2\tMD:Z:9C6C19\tNM:i:2\nHWUSI-EAS616:7:106:13391:17723#0\t83\tchr2\t5001303\t255\t36M\t=\t5000938\t-401\tGTCTGCAGTCAACTGGCAGTCCCTCTCAGGGAAAAT\thhhhhhhhhghghhhhhhhhhghhhfhhhhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:25:4767:20646#0\t83\tchr2\t5001378\t255\t36M\t=\t5001115\t-299\tGAAAGTGCTCTTTGTCAGACTAAGACCTTTTAATTT\tgffff_ggaggfaffca^_a\\ffd`afgcggggggg\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:81:1971:19006#0\t147\tchr2\t5001396\t255\t36M\t=\t5001026\t-406\tACTAAGACCTTTTAATTTGTCCCATTTTAATAGTAC\thhhhhhghhhhhhhhhhhhhhhhhhhhhhhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:39:11820:4528#0\t83\tchr2\t5001401\t255\t36M\t=\t5001051\t-386\tGACCTTTTAATTTGTCCCATTTTAATAGTACATATG\thhhhhhhhghhhhhhhhhghhhhhghhhhhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:29:12313:10611#0\t0\tchr2\t5001492\t255\t36M\t*\t0\t0\tAATTGTAAGACCCCCGAAACTGGGGAGACCTCCGCT\tfd]aeecaaWcdfd_ffffcZ[aaa_\\Z]`Z^Z___\tXA:i:0\tMD:Z:36\tNM:i:0\nHWUSI-EAS616:7:39:11820:45288#0\t16\tchr2\t5001701\t255\t36M\t*\t0\t0\tGACCTTTTAATTTGTCCCATTTTAATAGTACATATG\thhhhhhhhghhhhhhhhhghhhhhghhhhhhhhhhh\tXA:i:0\tMD:Z:36\tNM:i:0\n"
},
{
"path": "deeptools/test/test_heatmapper/group1.bed",
"content": "ch1\t100\t150\tCG11023\t0\t+\nch2\t150\t175\tcda5\t0\t-\nch3\t100\t125\tcda8\t0\t+\n"
},
{
"path": "deeptools/test/test_heatmapper/group2.bed",
"content": "ch1\t75\t125\tC11023\t0\t+\nch2\t125\t150\tca5\t0\t-\nch3\t75\t100\tca8\t0\t+\n\n"
},
{
"path": "deeptools/test/test_heatmapper/make_test_data.sh",
"content": "computeMatrix reference-point -a 100 -b 100 -S test.bw -R test2.bed -o master.mat.gz -bs 1 -p 1\n# unzip but keep original gz file.\ngunzip -f -c master.mat.gz > master.mat\n\n# test referencePoint center\ncomputeMatrix reference-point -a 100 -b 100 --referencePoint center -S test.bw -R test2.bed -o master_center.mat.gz -bs 1\n# unzip but keep original gz file.\ngunzip master_center.mat.gz\n\n# test referencePoint TES\ncomputeMatrix reference-point -a 100 -b 100 --referencePoint center -S test.bw -R test2.bed -o master_TES.mat.gz -bs 1\n# unzip but keep original gz file.\ngunzip master_center_TES.mat.gz\n\ncomputeMatrix reference-point -R test2.bed -S test.bw -b 100 -a 100 --outFileName master_nan_to_zero.mat.gz -bs 1 -p 1 --missingDataAsZero\ngunzip -c master_nan_to_zero.mat.gz > master_nan_to_zero.mat\n\ncomputeMatrix scale-regions -a 100 -b 100 -m 100 -S test.bw -R test2.bed -o master_scale_reg.mat.gz -bs 1 -p 1\ngunzip -c master_scale_reg.mat.gz > master_scale_reg.mat\n\nplotHeatmap -m master.mat.gz --outFileName master.png\nplotHeatmap -m master.mat.gz --outFileName master_relabeled.png --regionsLabel uno dos\nplotHeatmap -m master_scale_reg.mat.gz --outFileName master_scale_reg.png\n\nplotProfile -m master.mat.gz --outFileName profile_master.png --regionsLabel uno dos --plotType std\nplotProfile -m master.mat.gz --outFileName profile_master_heatmap.png --plotType heatmap\n\n# for tests with multiple bigwigs and multiple beds\ncomputeMatrix reference-point -R group1.bed group2.bed -S test.bw -b 100 -a 100 --outFileName master_multibed.mat.gz -bs 1 -p 1\ngunzip -c master_multibed.mat.gz > master_multibed.mat\n\ncomputeMatrix reference-point -R group1.bed group2.bed -S test.bw -b 100 -a 500 --outFileName master_extend_beyond_chr_size.mat.gz -bs 1 -p 1\ngunzip -c master_extend_beyond_chr_size.mat.gz > master_extend_beyond_chr_size.mat\n\ncomputeMatrix reference-point -R group1.bed group2.bed -S test.bw test.bw test.bw test.bw -o master_multi.mat.gz -a 100 -b 100 -bs 1\n\nplotHeatmap -m master_multi.mat.gz --perGroup --outFileName heatmap_master_multi_pergroup.png --samplesLabel file1 file2 file3 file4\nplotHeatmap -m master_multi.mat.gz --colorList 'white,blue' 'white, red' --zMin 1 0 --zMax 4 5 -o heatmap_master_multi_color.png\nplotHeatmap -m master_multi.mat.gz --colorMap Reds binary terrain --boxAroundHeatmaps no -o heatmap_master_multi_colormap_no_box.png\nplotHeatmap -m large_matrix.mat.gz --interpolation bilinear --outFileName heatmap_master_interpolation_bilinear.png\n\nplotProfile -m master.mat.gz --outFileName profile_master_overlap_lines.png --plotType overlapped_lines --yMin -1\nplotProfile -m master_multi.mat.gz --outFileName profile_master_multi.png --numPlotsPerRow 2 --yMax 1.5\nplotProfile -m master_multi.mat.gz --outFileName profile_master_multi_pergroup.png --perGroup --yMax 1.5\n\n"
},
{
"path": "deeptools/test/test_heatmapper/master.mat",
"content": "@{\"verbose\":false,\"scale\":1,\"skip zeros\":false,\"nan after end\":false,\"sort using\":\"mean\",\"unscaled 5 prime\":[0],\"body\":[0],\"sample_labels\":[\"test\"],\"downstream\":[100],\"unscaled 3 prime\":[0],\"group_labels\":[\"Group 1\",\"Group 2\"],\"bin size\":[1],\"upstream\":[100],\"group_boundaries\":[0,3,6],\"sample_boundaries\":[0,200],\"missing data as zero\":false,\"ref point\":[\"TSS\"],\"min threshold\":null,\"sort regions\":\"keep\",\"proc number\":1,\"bin avg type\":\"mean\",\"max 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},
{
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"content": "ch1\t0\t25\t0\nch1\t25\t50\t0\nch1\t50\t75\t0\nch1\t75\t100\t0\nch1\t100\t125\t2\nch1\t125\t150\t0\nch1\t150\t175\t0\nch1\t175\t200\t0\nch1\t200\t225\t0\nch1\t225\t250\t0\nch1\t250\t275\t0\nch1\t275\t300\t0\nch1\t300\t325\t0\nch1\t325\t350\t0\nch1\t350\t375\t0\nch1\t375\t400\t0\nch2\t0\t25\t0\nch2\t25\t50\t0\nch2\t50\t75\t3\nch2\t75\t100\t0\nch2\t100\t125\t0\nch2\t125\t150\t0\nch2\t150\t175\t1\nch2\t175\t200\t0\nch2\t200\t225\t0\nch2\t225\t250\t0\nch2\t250\t275\t0\nch2\t275\t300\t0\nch2\t300\t325\t0\nch2\t325\t350\t0\nch2\t350\t375\t0\nch2\t375\t400\t0\nch3\t0\t25\t0\nch3\t25\t50\t0\nch3\t50\t75\t3\nch3\t75\t100\t0\nch3\t100\t125\t0\nch3\t125\t150\t0\nch3\t150\t175\t1\nch3\t175\t200\t0\nch3\t200\t225\t0\nch3\t225\t250\t0\nch3\t250\t275\t0\nch3\t275\t300\t0\nch3\t300\t325\t0\nch3\t325\t350\t0\nch3\t350\t375\t0\nch3\t375\t400\t0\n"
},
{
"path": "deeptools/test/test_heatmapper/test.sizes",
"content": "ch1\t400\nch2\t400\nch3\t400\n"
},
{
"path": "deeptools/test/test_heatmapper/test2.bed",
"content": "ch1\t100\t150\tCG11023\t0\t+\nch2\t150\t175\tcda5\t0\t-\nch3\t100\t125\tcda8\t0\t+\n#Group 1\nch1\t75\t125\tC11023\t0\t+\nch2\t125\t150\tca5\t0\t-\nch3\t75\t100\tca8\t0\t+\n#Group 2\n"
},
{
"path": "deeptools/test/test_heatmapper/unscaled.bed",
"content": "1\t500\t1650\tfoo\t.\t.\n"
},
{
"path": "deeptools/test/test_heatmapper.py",
"content": "import os\nimport sys\n\nimport deeptools.computeMatrix\nimport deeptools.plotHeatmap\nimport deeptools.plotProfile\nimport deeptools.utilities\nimport json\n\n__author__ = 'Fidel'\n\nROOT = os.path.dirname(os.path.abspath(__file__)) + \"/test_heatmapper/\"\n\n\ndef cmpMatrices(f1, f2):\n \"\"\"\n The header produced by computeMatrix will be different every time a command is run in python3!\n \"\"\"\n rv = True\n file1 = open(f1)\n file2 = open(f2)\n for l1, l2 in zip(file1, file2):\n if isinstance(l1, bytes):\n l1 = l1.decode()\n l2 = l2.decode()\n l1 = l1.strip()\n l2 = l2.strip()\n if l1.startswith(\"@\"):\n p1 = json.loads(l1[1:])\n p2 = json.loads(l2[1:])\n for k, v in p1.items():\n if k not in p2.keys():\n sys.stderr.write(\"key in {} missing: {} not in {}\\n\".format(f1, k, p2.keys()))\n rv = False\n if p1[k] != p2[k]:\n sys.stderr.write(\"values of '{}' is different: {} not in {}\\n\".format(k, p1[k], p2[k]))\n rv = False\n for k in p2.keys():\n if k not in p1.keys():\n sys.stderr.write(\"key in {} missing: {} not in {}\\n\".format(f2, k, p1.keys()))\n rv = False\n else:\n if l1 != l2:\n sys.stderr.write(\"lines differ:\\n{}\\n vs\\n{}\\n\".format(l1, l2))\n rv = False\n file1.close()\n file2.close()\n return rv\n\n\ndef test_computeMatrix_reference_point():\n args = \"reference-point -R {0}/test2.bed -S {0}/test.bw -b 100 -a 100 \" \\\n \"--outFileName /tmp/_test.mat.gz -bs 1 -p 1\".format(ROOT).split()\n deeptools.computeMatrix.main(args)\n os.system('gunzip -f /tmp/_test.mat.gz')\n assert cmpMatrices(ROOT + '/master.mat', '/tmp/_test.mat') is True\n os.remove('/tmp/_test.mat')\n\n\ndef test_computeMatrix_reference_point_center():\n args = \"reference-point -R {0}/test2.bed -S {0}/test.bw -b 100 -a 100 --referencePoint center \" \\\n \"--outFileName /tmp/_test.mat.gz -bs 1 -p 1\".format(ROOT).split()\n deeptools.computeMatrix.main(args)\n os.system('gunzip -f /tmp/_test.mat.gz')\n assert cmpMatrices(ROOT + '/master_center.mat', '/tmp/_test.mat') is True\n os.remove('/tmp/_test.mat')\n\n\ndef test_computeMatrix_reference_point_tes():\n args = \"reference-point -R {0}/test2.bed -S {0}/test.bw -b 100 -a 100 --referencePoint TES \" \\\n \"--outFileName /tmp/_test.mat.gz -bs 1 -p 1\".format(ROOT).split()\n deeptools.computeMatrix.main(args)\n os.system('gunzip -f /tmp/_test.mat.gz')\n assert cmpMatrices(ROOT + '/master_TES.mat', '/tmp/_test.mat') is True\n os.remove('/tmp/_test.mat')\n\n\ndef test_computeMatrix_reference_point_missing_data_as_zero():\n args = \"reference-point -R {0}/test2.bed -S {0}/test.bw -b 100 -a 100 \" \\\n \"--outFileName /tmp/_test.mat.gz -bs 1 -p 1 --missingDataAsZero\".format(ROOT).split()\n deeptools.computeMatrix.main(args)\n os.system('gunzip -f /tmp/_test.mat.gz')\n assert cmpMatrices(ROOT + '/master_nan_to_zero.mat', '/tmp/_test.mat') is True\n os.remove('/tmp/_test.mat')\n\n\ndef test_computeMatrix_scale_regions():\n args = \"scale-regions -R {0}/test2.bed -S {0}/test.bw -b 100 -a 100 -m 100 \" \\\n \"--outFileName /tmp/_test2.mat.gz -bs 1 -p 1\".format(ROOT).split()\n\n deeptools.computeMatrix.main(args)\n os.system('gunzip -f /tmp/_test2.mat.gz')\n assert cmpMatrices(ROOT + '/master_scale_reg.mat', '/tmp/_test2.mat') is True\n os.remove('/tmp/_test2.mat')\n\n\ndef test_computeMatrix_multiple_bed():\n args = \"reference-point -R {0}/group1.bed {0}/group2.bed -S {0}/test.bw -b 100 -a 100 \" \\\n \"--outFileName /tmp/_test.mat.gz -bs 1 -p 1\".format(ROOT).split()\n deeptools.computeMatrix.main(args)\n os.system('gunzip -f /tmp/_test.mat.gz')\n assert cmpMatrices(ROOT + '/master_multibed.mat', '/tmp/_test.mat') is True\n os.remove('/tmp/_test.mat')\n\n\ndef test_computeMatrix_region_extend_over_chr_end():\n args = \"reference-point -R {0}/group1.bed {0}/group2.bed -S {0}/test.bw -b 100 -a 500 \" \\\n \"--outFileName /tmp/_test.mat.gz -bs 1 -p 1\".format(ROOT).split()\n deeptools.computeMatrix.main(args)\n os.system('gunzip -f /tmp/_test.mat.gz')\n assert cmpMatrices(ROOT + '/master_extend_beyond_chr_size.mat', '/tmp/_test.mat') is True\n os.remove('/tmp/_test.mat')\n\n\ndef test_computeMatrix_unscaled():\n args = \"scale-regions -S {0}/unscaled.bigWig -R {0}/unscaled.bed -a 300 -b 500 --unscaled5prime 100 --unscaled3prime 50 \" \\\n \"--outFileName /tmp/_test.mat.gz -bs 10 -p 1\".format(ROOT).split()\n deeptools.computeMatrix.main(args)\n os.system('gunzip -f /tmp/_test.mat.gz')\n assert cmpMatrices(ROOT + '/master_unscaled.mat', '/tmp/_test.mat') is True\n os.remove('/tmp/_test.mat')\n\n\ndef test_computeMatrix_gtf():\n args = \"scale-regions -S {0}../test_data/test1.bw.bw -R {0}../test_data/test.gtf -a 300 -b 500 --unscaled5prime 20 --unscaled3prime 50 \" \\\n \"--outFileName /tmp/_test_gtf.mat.gz -bs 10 -p 1\".format(ROOT).split()\n deeptools.computeMatrix.main(args)\n os.system('gunzip -f /tmp/_test_gtf.mat.gz')\n assert cmpMatrices(ROOT + '/master_gtf.mat', '/tmp/_test_gtf.mat') is True\n os.remove('/tmp/_test_gtf.mat')\n\n\ndef test_computeMatrix_metagene():\n args = \"scale-regions -S {0}../test_data/test1.bw.bw -R {0}../test_data/test.gtf -a 300 -b 500 --unscaled5prime 20 --unscaled3prime 50 \" \\\n \"--outFileName /tmp/_test_metagene.mat.gz -bs 10 -p 1 --metagene\".format(ROOT).split()\n deeptools.computeMatrix.main(args)\n os.system('gunzip -f /tmp/_test_metagene.mat.gz')\n assert cmpMatrices(ROOT + '/master_metagene.mat', '/tmp/_test_metagene.mat') is True\n os.remove('/tmp/_test_metagene.mat')\n\n\ndef test_chopRegions_body():\n region = [(0, 200), (300, 400), (800, 900)]\n lbins, bodybins, rbins, padLeft, padRight = deeptools.heatmapper.chopRegions(region, left=0, right=0)\n e_lbins = []\n e_rbins = []\n e_padLeft = 0\n e_padRight = 0\n assert f\"{lbins}\" == f\"{e_lbins}\"\n assert f\"{rbins}\" == f\"{e_rbins}\"\n assert f\"{bodybins}\" == f\"{region}\"\n assert f\"{padLeft}\" == f\"{e_padLeft}\"\n assert f\"{padRight}\" == f\"{e_padRight}\"\n # Unscaled 5', 3'\n lbins, bodybins, rbins, padLeft, padRight = deeptools.heatmapper.chopRegions(region, left=150, right=150)\n e_lbins = [(0, 150)]\n e_rbins = [(350, 400), (800, 900)]\n e_bodybins = [(150, 200), (300, 350)]\n e_padLeft = 0\n e_padRight = 0\n assert f\"{lbins}\" == f\"{e_lbins}\"\n assert f\"{rbins}\" == f\"{e_rbins}\"\n assert f\"{bodybins}\" == f\"{e_bodybins}\"\n assert f\"{padLeft}\" == f\"{e_padLeft}\"\n assert f\"{padRight}\" == f\"{e_padRight}\"\n\n\ndef test_chopRegions_TSS():\n region = [(0, 200), (300, 400), (800, 900)]\n # + strand, 250 downstream\n downstream, body, unscaled3prime, padRight, _ = deeptools.heatmapper.chopRegions(region, left=250)\n e_downstream = [(0, 200), (300, 350)]\n e_body = [(350, 400), (800, 900)]\n e_unscaled3prime = []\n e_padRight = 0\n e_ = 0\n assert f\"{downstream}\" == f\"{e_downstream}\"\n assert f\"{body}\" == f\"{e_body}\"\n assert f\"{unscaled3prime}\" == f\"{e_unscaled3prime}\"\n assert f\"{padRight}\" == f\"{e_padRight}\"\n assert f\"{_}\" == f\"{e_}\"\n # + strand, 500 downstream\n downstream, body, unscaled3prime, padRight, _ = deeptools.heatmapper.chopRegions(region, left=500)\n e_body = []\n e_unscaled3prime = []\n e_padRight = 100\n e_ = 0\n assert f\"{downstream}\" == f\"{region}\"\n assert f\"{body}\" == f\"{e_body}\"\n assert f\"{unscaled3prime}\" == f\"{e_unscaled3prime}\"\n assert f\"{padRight}\" == f\"{e_padRight}\"\n assert f\"{_}\" == f\"{e_}\"\n # - strand, 250 downstream (labeled \"upstream\" due to being on the - strand)\n unscaled5prime, body, upstream, _, padLeft = deeptools.heatmapper.chopRegions(region, right=250)\n e_upstream = [(150, 200), (300, 400), (800, 900)]\n e_body = [(0, 150)]\n e_unscaled5prime = []\n e_padLeft = 0\n e_ = 0\n assert f\"{upstream}\" == f\"{e_upstream}\"\n assert f\"{body}\" == f\"{e_body}\"\n assert f\"{unscaled5prime}\" == f\"{e_unscaled5prime}\"\n assert f\"{padLeft}\" == f\"{e_padLeft}\"\n assert f\"{_}\" == f\"{e_}\"\n # - strand, 500 downstream (labeled \"upstream\" due to being on the - strand)\n unscaled5prime, body, upstream, _, padLeft = deeptools.heatmapper.chopRegions(region, right=500)\n e_body = []\n e_unscaled5prime = []\n e_padLeft = 100\n e_ = 0\n assert f\"{upstream}\" == f\"{region}\"\n assert f\"{body}\" == f\"{e_body}\"\n assert f\"{unscaled5prime}\" == f\"{e_unscaled5prime}\"\n assert f\"{padLeft}\" == f\"{e_padLeft}\"\n assert f\"{_}\" == f\"{e_}\"\n\n\ndef test_chopRegions_TES():\n region = [(0, 200), (300, 400), (800, 900)]\n # + strand, 250 upstream\n unscaled5prime, body, upstream, _, padLeft = deeptools.heatmapper.chopRegions(region, right=250)\n e_unscaled5prime = []\n e_body = [(0, 150)]\n e_upstream = [(150, 200), (300, 400), (800, 900)]\n e_ = 0\n e_padLeft = 0\n assert f\"{unscaled5prime}\" == f\"{e_unscaled5prime}\"\n assert f\"{body}\" == f\"{e_body}\"\n assert f\"{upstream}\" == f\"{e_upstream}\"\n assert f\"{_}\" == f\"{e_}\"\n assert f\"{padLeft}\" == f\"{e_padLeft}\"\n # + strand, 500 upstream\n unscaled5prime, body, upstream, _, padLeft = deeptools.heatmapper.chopRegions(region, right=500)\n e_unscaled5prime = []\n e_body = []\n e_ = 0\n e_padLeft = 100\n assert f\"{unscaled5prime}\" == f\"{e_unscaled5prime}\"\n assert f\"{body}\" == f\"{e_body}\"\n assert f\"{upstream}\" == f\"{region}\"\n assert f\"{_}\" == f\"{e_}\"\n assert f\"{padLeft}\" == f\"{e_padLeft}\"\n # + strand, 250 downstream (labeled \"upstream\" due to being on the - strand)\n downstream, body, unscaled3prime, padRight, _ = deeptools.heatmapper.chopRegions(region, left=250)\n e_downstream = [(0, 200), (300, 350)]\n e_body = [(350, 400), (800, 900)]\n e_unscaled3prime = []\n e_padRight = 0\n e_ = 0\n assert f\"{downstream}\" == f\"{e_downstream}\"\n assert f\"{body}\" == f\"{e_body}\"\n assert f\"{unscaled3prime}\" == f\"{e_unscaled3prime}\"\n assert f\"{padRight}\" == f\"{e_padRight}\"\n assert f\"{_}\" == f\"{e_}\"\n # + strand, 500 downstream (labeled \"upstream\" due to being on the - strand)\n downstream, body, unscaled3prime, padRight, _ = deeptools.heatmapper.chopRegions(region, left=500)\n e_body = []\n e_unscaled3prime = []\n e_padRight = 100\n e_ = 0\n assert f\"{downstream}\" == f\"{region}\"\n assert f\"{body}\" == f\"{e_body}\"\n assert f\"{unscaled3prime}\" == f\"{e_unscaled3prime}\"\n assert f\"{padRight}\" == f\"{e_padRight}\"\n assert f\"{_}\" == f\"{e_}\"\n\n\ndef test_chopRegionsFromMiddle():\n region = [(0, 200), (300, 400), (800, 900)]\n # + strand, 100 upstream/200 downstream\n upstream, downstream, padLeft, padRight = deeptools.heatmapper.chopRegionsFromMiddle(region, left=100, right=200)\n e_upstream = [(100, 200)]\n e_downstream = [(300, 400), (800, 900)]\n e_padLeft = 0\n e_padRight = 0\n assert f\"{upstream}\" == f\"{e_upstream}\"\n assert f\"{downstream}\" == f\"{e_downstream}\"\n assert f\"{padLeft}\" == f\"{e_padLeft}\"\n assert f\"{padRight}\" == f\"{e_padRight}\"\n # + strand, 250 upstream/300 downstream\n upstream, downstream, padLeft, padRight = deeptools.heatmapper.chopRegionsFromMiddle(region, left=250, right=300)\n e_upstream = [(0, 200)]\n e_downstream = [(300, 400), (800, 900)]\n e_padLeft = 50\n e_padRight = 100\n assert f\"{upstream}\" == f\"{e_upstream}\"\n assert f\"{downstream}\" == f\"{e_downstream}\"\n assert f\"{padLeft}\" == f\"{e_padLeft}\"\n assert f\"{padRight}\" == f\"{e_padRight}\"\n # - strand, 100 upstream/200 downstream\n upstream, downstream, padLeft, padRight = deeptools.heatmapper.chopRegionsFromMiddle(region, left=200, right=100)\n e_upstream = [(0, 200)]\n e_downstream = [(300, 400)]\n e_padLeft = 0\n e_padRight = 0\n assert f\"{upstream}\" == f\"{e_upstream}\"\n assert f\"{downstream}\" == f\"{e_downstream}\"\n assert f\"{padLeft}\" == f\"{e_padLeft}\"\n assert f\"{padRight}\" == f\"{e_padRight}\"\n # - strand, 250 upstream/300 downstream\n upstream, downstream, padLeft, padRight = deeptools.heatmapper.chopRegionsFromMiddle(region, left=300, right=250)\n e_upstream = [(0, 200)]\n e_downstream = [(300, 400), (800, 900)]\n e_padLeft = 100\n e_padRight = 50\n assert f\"{upstream}\" == f\"{e_upstream}\"\n assert f\"{downstream}\" == f\"{e_downstream}\"\n assert f\"{padLeft}\" == f\"{e_padLeft}\"\n assert f\"{padRight}\" == f\"{e_padRight}\"\n"
},
{
"path": "deeptools/test/test_multiBamSummary.py",
"content": "import deeptools.multiBamSummary as mbs\nimport numpy as np\nimport numpy.testing as nt\n\nimport os.path\nfrom os import unlink\n\nROOT = os.path.dirname(os.path.abspath(__file__)) + \"/test_data/\"\nBAM = ROOT + \"test1.bam\"\nCRAM = ROOT + \"test1.cram\"\nGTF = ROOT + \"test.gtf\"\nBAMA = ROOT + \"testA.bam\"\nBAMB = ROOT + \"testB.bam\"\n\n\ndef test_multiBamSummary_gtf():\n outfile = '/tmp/_test.npz'\n for fname in [BAM, CRAM]:\n args = 'BED-file --BED {0} -b {1} {1} -o {2}'.format(GTF, fname, outfile).split()\n mbs.main(args)\n resp = np.load(outfile)\n matrix = resp['matrix']\n labels = resp['labels']\n if fname == BAM:\n nt.assert_equal(labels, ['test1.bam', 'test1.bam'])\n else:\n nt.assert_equal(labels, ['test1.cram', 'test1.cram'])\n nt.assert_allclose(matrix, np.array([[144.0, 144.0],\n [143.0, 143.0]]))\n unlink(outfile)\n\n\ndef test_multiBamSummary_metagene():\n outfile = '/tmp/_test.npz'\n for fname in [BAM, CRAM]:\n args = 'BED-file --BED {0} -b {1} {1} -o {2} --metagene'.format(GTF, fname, outfile).split()\n mbs.main(args)\n resp = np.load(outfile)\n matrix = resp['matrix']\n labels = resp['labels']\n if fname == BAM:\n nt.assert_equal(labels, ['test1.bam', 'test1.bam'])\n else:\n nt.assert_equal(labels, ['test1.cram', 'test1.cram'])\n nt.assert_allclose(matrix, np.array([[25.0, 25.0],\n [31.0, 31.0]]))\n unlink(outfile)\n\n\ndef test_multiBamSummary_scalingFactors():\n outfile = '/tmp/test.scalingFactors.txt'\n args = 'bins --binSize 50 -b {} {} --scalingFactors {}'.format(BAMA, BAMB, outfile).split()\n mbs.main(args)\n resp = open(outfile).read().strip().split('\\n')\n nt.assert_equal(resp, [\"sample\\tscalingFactor\", \"testA.bam\\t1.1892\", \"testB.bam\\t0.8409\"])\n unlink(outfile)\n"
},
{
"path": "deeptools/test/test_plotCoverage/make_test_files.sh",
"content": "plotCoverage --bamfiles ../test_data/test1.bam ../test_data/test2.bam --plotFile plotCoverage_default.png --plotFileFormat png --outRawCounts outRawCounts_default.tabular\n"
},
{
"path": "deeptools/test/test_plotCoverage/outRawCounts_default.tabular",
"content": "#plotCoverage --outRawCounts\n#'chr'\t'start'\t'end'\t'test1.bam'\t'test2.bam'\n3R\t0\t1\t0.0\t0.0\n3R\t1\t2\t0.0\t0.0\n3R\t2\t3\t0.0\t1.0\n3R\t3\t4\t0.0\t1.0\n3R\t4\t5\t0.0\t1.0\n3R\t5\t6\t0.0\t1.0\n3R\t6\t7\t1.0\t2.0\n3R\t7\t8\t1.0\t2.0\n3R\t8\t9\t1.0\t2.0\n3R\t9\t10\t1.0\t2.0\n3R\t10\t11\t1.0\t2.0\n3R\t11\t12\t1.0\t2.0\n3R\t12\t13\t1.0\t2.0\n3R\t13\t14\t1.0\t2.0\n3R\t14\t15\t1.0\t2.0\n3R\t15\t16\t1.0\t2.0\n3R\t16\t17\t1.0\t2.0\n3R\t17\t18\t1.0\t2.0\n3R\t18\t19\t1.0\t2.0\n3R\t19\t20\t1.0\t2.0\n3R\t20\t21\t1.0\t2.0\n3R\t21\t22\t1.0\t2.0\n3R\t22\t23\t1.0\t2.0\n3R\t23\t24\t1.0\t2.0\n3R\t24\t25\t1.0\t2.0\n3R\t25\t26\t1.0\t2.0\n3R\t26\t27\t1.0\t2.0\n3R\t27\t28\t1.0\t2.0\n3R\t28\t29\t1.0\t2.0\n3R\t29\t30\t1.0\t2.0\n3R\t30\t31\t1.0\t2.0\n3R\t31\t32\t1.0\t2.0\n3R\t32\t33\t1.0\t2.0\n3R\t33\t34\t1.0\t2.0\n3R\t34\t35\t1.0\t2.0\n3R\t35\t36\t1.0\t2.0\n3R\t36\t37\t1.0\t2.0\n3R\t37\t38\t1.0\t2.0\n3R\t38\t39\t1.0\t2.0\n3R\t39\t40\t1.0\t2.0\n3R\t40\t41\t1.0\t2.0\n3R\t41\t42\t1.0\t2.0\n3R\t42\t43\t1.0\t2.0\n3R\t43\t44\t1.0\t2.0\n3R\t44\t45\t1.0\t2.0\n3R\t45\t46\t1.0\t2.0\n3R\t46\t47\t1.0\t2.0\n3R\t47\t48\t1.0\t2.0\n3R\t48\t49\t1.0\t2.0\n3R\t49\t50\t1.0\t2.0\n3R\t50\t51\t1.0\t2.0\n3R\t51\t52\t1.0\t2.0\n3R\t52\t53\t1.0\t2.0\n3R\t53\t54\t1.0\t1.0\n3R\t54\t55\t1.0\t1.0\n3R\t55\t56\t1.0\t1.0\n3R\t56\t57\t1.0\t1.0\n3R\t57\t58\t0.0\t0.0\n3R\t58\t59\t0.0\t0.0\n3R\t59\t60\t0.0\t0.0\n3R\t60\t61\t0.0\t0.0\n3R\t61\t62\t0.0\t0.0\n3R\t62\t63\t0.0\t0.0\n3R\t63\t64\t0.0\t0.0\n3R\t64\t65\t0.0\t0.0\n3R\t65\t66\t0.0\t0.0\n3R\t66\t67\t0.0\t0.0\n3R\t67\t68\t0.0\t0.0\n3R\t68\t69\t0.0\t0.0\n3R\t69\t70\t0.0\t0.0\n3R\t70\t71\t0.0\t0.0\n3R\t71\t72\t0.0\t0.0\n3R\t72\t73\t0.0\t0.0\n3R\t73\t74\t0.0\t0.0\n3R\t74\t75\t1.0\t0.0\n3R\t75\t76\t1.0\t0.0\n3R\t76\t77\t1.0\t0.0\n3R\t77\t78\t1.0\t0.0\n3R\t78\t79\t1.0\t1.0\n3R\t79\t80\t1.0\t1.0\n3R\t80\t81\t1.0\t1.0\n3R\t81\t82\t1.0\t1.0\n3R\t82\t83\t1.0\t1.0\n3R\t83\t84\t1.0\t1.0\n3R\t84\t85\t1.0\t1.0\n3R\t85\t86\t2.0\t1.0\n3R\t86\t87\t2.0\t1.0\n3R\t87\t88\t2.0\t2.0\n3R\t88\t89\t2.0\t2.0\n3R\t89\t90\t2.0\t2.0\n3R\t90\t91\t2.0\t3.0\n3R\t91\t92\t2.0\t3.0\n3R\t92\t93\t3.0\t3.0\n3R\t93\t94\t3.0\t3.0\n3R\t94\t95\t3.0\t4.0\n3R\t95\t96\t3.0\t4.0\n3R\t96\t97\t3.0\t4.0\n3R\t97\t98\t3.0\t4.0\n3R\t98\t99\t3.0\t4.0\n3R\t99\t100\t3.0\t4.0\n3R\t100\t101\t3.0\t4.0\n3R\t101\t102\t3.0\t4.0\n3R\t102\t103\t3.0\t4.0\n3R\t103\t104\t3.0\t4.0\n3R\t104\t105\t3.0\t4.0\n3R\t105\t106\t3.0\t4.0\n3R\t106\t107\t3.0\t4.0\n3R\t107\t108\t3.0\t6.0\n3R\t108\t109\t3.0\t6.0\n3R\t109\t110\t3.0\t6.0\n3R\t110\t111\t3.0\t6.0\n3R\t111\t112\t3.0\t6.0\n3R\t112\t113\t3.0\t6.0\n3R\t113\t114\t3.0\t6.0\n3R\t114\t115\t3.0\t6.0\n3R\t115\t116\t3.0\t6.0\n3R\t116\t117\t3.0\t6.0\n3R\t117\t118\t3.0\t6.0\n3R\t118\t119\t4.0\t6.0\n3R\t119\t120\t4.0\t6.0\n3R\t120\t121\t4.0\t6.0\n3R\t121\t122\t4.0\t6.0\n3R\t122\t123\t4.0\t6.0\n3R\t123\t124\t4.0\t6.0\n3R\t124\t125\t4.0\t6.0\n3R\t125\t126\t3.0\t6.0\n3R\t126\t127\t3.0\t7.0\n3R\t127\t128\t3.0\t7.0\n3R\t128\t129\t3.0\t7.0\n3R\t129\t130\t3.0\t6.0\n3R\t130\t131\t3.0\t6.0\n3R\t131\t132\t3.0\t7.0\n3R\t132\t133\t3.0\t8.0\n3R\t133\t134\t4.0\t9.0\n3R\t134\t135\t4.0\t9.0\n3R\t135\t136\t4.0\t9.0\n3R\t136\t137\t3.0\t9.0\n3R\t137\t138\t3.0\t10.0\n3R\t138\t139\t3.0\t9.0\n3R\t139\t140\t3.0\t9.0\n3R\t140\t141\t3.0\t9.0\n3R\t141\t142\t3.0\t8.0\n3R\t142\t143\t3.0\t10.0\n3R\t143\t144\t2.0\t10.0\n3R\t144\t145\t2.0\t10.0\n3R\t145\t146\t2.0\t9.0\n3R\t146\t147\t2.0\t9.0\n3R\t147\t148\t2.0\t9.0\n3R\t148\t149\t3.0\t9.0\n3R\t149\t150\t3.0\t11.0\n3R\t150\t151\t3.0\t11.0\n3R\t151\t152\t4.0\t11.0\n3R\t152\t153\t4.0\t11.0\n3R\t153\t154\t4.0\t12.0\n3R\t154\t155\t4.0\t13.0\n3R\t155\t156\t6.0\t13.0\n3R\t156\t157\t6.0\t13.0\n3R\t157\t158\t6.0\t13.0\n3R\t158\t159\t6.0\t11.0\n3R\t159\t160\t7.0\t12.0\n3R\t160\t161\t8.0\t12.0\n3R\t161\t162\t8.0\t12.0\n3R\t162\t163\t8.0\t12.0\n3R\t163\t164\t8.0\t12.0\n3R\t164\t165\t8.0\t12.0\n3R\t165\t166\t8.0\t12.0\n3R\t166\t167\t8.0\t12.0\n3R\t167\t168\t9.0\t12.0\n3R\t168\t169\t10.0\t14.0\n3R\t169\t170\t9.0\t14.0\n3R\t170\t171\t11.0\t16.0\n3R\t171\t172\t12.0\t19.0\n3R\t172\t173\t13.0\t19.0\n3R\t173\t174\t13.0\t19.0\n3R\t174\t175\t14.0\t20.0\n3R\t175\t176\t16.0\t20.0\n3R\t176\t177\t16.0\t20.0\n3R\t177\t178\t16.0\t19.0\n3R\t178\t179\t17.0\t19.0\n3R\t179\t180\t17.0\t20.0\n3R\t180\t181\t17.0\t22.0\n3R\t181\t182\t18.0\t23.0\n3R\t182\t183\t18.0\t22.0\n3R\t183\t184\t19.0\t22.0\n3R\t184\t185\t18.0\t21.0\n3R\t185\t186\t18.0\t21.0\n3R\t186\t187\t19.0\t22.0\n3R\t187\t188\t20.0\t22.0\n3R\t188\t189\t20.0\t21.0\n3R\t189\t190\t20.0\t21.0\n3R\t190\t191\t20.0\t21.0\n3R\t191\t192\t20.0\t22.0\n3R\t192\t193\t20.0\t22.0\n3R\t193\t194\t20.0\t22.0\n3R\t194\t195\t21.0\t22.0\n3R\t195\t196\t21.0\t22.0\n3R\t196\t197\t21.0\t24.0\n3R\t197\t198\t21.0\t24.0\n3R\t198\t199\t21.0\t24.0\n3R\t199\t200\t20.0\t24.0\n3R\t200\t201\t20.0\t23.0\n3R\t201\t202\t20.0\t23.0\n3R\t202\t203\t19.0\t23.0\n3R\t203\t204\t19.0\t23.0\n3R\t204\t205\t19.0\t22.0\n3R\t205\t206\t19.0\t21.0\n3R\t206\t207\t17.0\t23.0\n3R\t207\t208\t17.0\t24.0\n3R\t208\t209\t17.0\t24.0\n3R\t209\t210\t17.0\t24.0\n3R\t21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},
{
"path": "deeptools/test/test_plotCoverage.py",
"content": "import os\nimport filecmp\nfrom matplotlib.testing.compare import compare_images\nfrom tempfile import NamedTemporaryFile\nimport deeptools.plotCoverage\nimport deeptools.utilities\n\n__author__ = 'Bjoern'\n\nTEST_DATA = os.path.dirname(os.path.abspath(__file__)) + \"/test_data/\"\nROOT = os.path.dirname(os.path.abspath(__file__)) + \"/test_plotCoverage/\"\n\ntolerance = 13 # default matplotlib pixed difference tolerance\n\n\ndef test_plotCoverage_default():\n plotfile = NamedTemporaryFile(suffix='.png', prefix='deeptools_testfile_', delete=False)\n txtfile = NamedTemporaryFile(suffix='.tab', prefix='deeptools_testfile_', delete=False)\n\n for fmat in [\"bam\", \"cram\"]:\n args = \"--bamfiles {0}test1.{3} {0}test2.{3} --plotFile {1}\" \\\n \" --plotFileFormat png --outRawCounts {2}\".format(TEST_DATA, plotfile.name, txtfile.name, fmat).split()\n deeptools.plotCoverage.main(args)\n if fmat == \"bam\":\n assert filecmp.cmp(os.path.join(ROOT, 'outRawCounts_default.tabular'), txtfile.name) is True\n\n res = compare_images(ROOT + 'plotCoverage_default.png', plotfile.name, tolerance)\n assert res is None, res\n os.remove(txtfile.name)\n os.remove(plotfile.name)\n"
},
{
"path": "deeptools/test/test_readFiltering.py",
"content": "import deeptools.estimateReadFiltering as est\nimport deeptools.alignmentSieve as sieve\nimport os.path\nfrom os import unlink\nimport hashlib\nimport pysam\n\n\nROOT = os.path.dirname(os.path.abspath(__file__)) + \"/test_data/\"\nBAMFILE_FILTER = ROOT + \"test_filtering.bam\"\nBEDFILE_FILTER = ROOT + \"test_filtering.blacklist.bed\"\nPAIREDBAMFILE_FILTER = ROOT + \"test_paired.bam\"\n\n\ndef test_estimate_read_filtering_minimal():\n \"\"\"\n Minimal testing\n \"\"\"\n outfile = '/tmp/test_minimal.txt'\n args = '-b {} -o {}'.format(BAMFILE_FILTER, outfile).split()\n est.main(args)\n\n _foo = open(outfile, 'r')\n resp = _foo.readlines()\n _foo.close()\n expected = ['Sample\\tTotal Reads\\tMapped Reads\\tAlignments in blacklisted regions\\tEstimated mapped reads filtered\\tBelow MAPQ\\tMissing Flags\\tExcluded Flags\\tInternally-determined Duplicates\\tMarked Duplicates\\tSingletons\\tWrong strand\\n',\n 'test_filtering.bam\\t193\\t193\\t0\\t0.0\\t0.0\\t0.0\\t0.0\\t0.0\\t0.0\\t0.0\\t0.0\\n']\n # strip the path from the output\n _ = resp[1].split(\"\\t\")\n _[0] = os.path.basename(_[0])\n resp[1] = \"\\t\".join(_)\n assert f\"{resp}\" == f\"{expected}\", f\"{resp} != {expected}\"\n unlink(outfile)\n\n\ndef test_estimate_read_filtering_params():\n \"\"\"\n --minMappingQuality 10 --samFlagExclude 512 --ignoreDuplicates -bl\n \"\"\"\n outfile = '/tmp/test_params.txt'\n args = '-b {} --minMappingQuality 10 --samFlagExclude 512 --ignoreDuplicates -bl {} -o {}'.format(BAMFILE_FILTER, BEDFILE_FILTER, outfile).split()\n est.main(args)\n\n _foo = open(outfile, 'r')\n resp = _foo.readlines()\n _foo.close()\n # strip the path from the output\n _ = resp[1].split(\"\\t\")\n _[0] = os.path.basename(_[0])\n resp[1] = \"\\t\".join(_)\n expected = ['Sample\\tTotal Reads\\tMapped Reads\\tAlignments in blacklisted regions\\tEstimated mapped reads filtered\\tBelow MAPQ\\tMissing Flags\\tExcluded Flags\\tInternally-determined Duplicates\\tMarked Duplicates\\tSingletons\\tWrong strand\\n',\n 'test_filtering.bam\\t193\\t193\\t7\\t193\\t41.4\\t0.0\\t186.5\\t31.6\\t0.0\\t0.0\\t0.0\\n']\n assert f\"{resp}\" == f\"{expected}\", f\"{resp} != {expected}\"\n unlink(outfile)\n\n\ndef test_sieve():\n \"\"\"\n Test filtering a BAM file by MAPQ, flag, and blacklist\n \"\"\"\n outfile = '/tmp/test_sieve.bam'\n outfiltered = '/tmp/test_sieveFiltered.bam'\n outlog = '/tmp/test_sieve.log'\n args = '-b {} --smartLabels --minMappingQuality 10 --samFlagExclude 512 -bl {} -o {} --filterMetrics {} --filteredOutReads {}'.format(BAMFILE_FILTER, BEDFILE_FILTER, outfile, outlog, outfiltered).split()\n sieve.main(args)\n\n _foo = open(outlog, 'r')\n resp = _foo.readlines()\n _foo.close()\n\n expected = ['#bamFilterReads --filterMetrics\\n',\n '#File\\tReads Remaining\\tTotal Initial Reads\\n',\n 'test_filtering\\t5\\t193\\n']\n assert f\"{resp}\" == f\"{expected}\", f\"{resp} != {expected}\"\n unlink(outlog)\n h = hashlib.md5(pysam.view(outfile).encode('utf-8')).hexdigest()\n expectedh = 'acbc4443fb0387bfd6c412af9d4fc414'\n assert f'{h}' == f'{expectedh}'\n unlink(outfile)\n\n h1 = hashlib.md5(pysam.view(outfiltered).encode('utf-8')).hexdigest()\n expectedh = 'b90befdd5f073f14acb9a38661f301ad'\n assert f\"{h1}\" == f\"{expectedh}\"\n unlink(outfiltered)\n\n\ndef test_sieve_BED():\n \"\"\"\n Test alignmentSieve with the --BED option\n \"\"\"\n outfile = '/tmp/test_sieve.bed'\n args = '-b {} --minMappingQuality 10 --BED -o {}'.format(PAIREDBAMFILE_FILTER, outfile).split()\n sieve.main(args)\n\n _foo = open(outfile, 'r')\n resp = _foo.readlines()\n _foo.close()\n\n expected = ['chr2\\t5000026\\t5000390\\n',\n 'chr2\\t5000303\\t5000711\\n',\n 'chr2\\t5000384\\t5000531\\n',\n 'chr2\\t5000384\\t5000531\\n',\n 'chr2\\t5000559\\t5000941\\n',\n 'chr2\\t5000736\\t5001171\\n',\n 'chr2\\t5000819\\t5001228\\n',\n 'chr2\\t5000821\\t5001158\\n',\n 'chr2\\t5000821\\t5001158\\n',\n 'chr2\\t5000821\\t5001158\\n',\n 'chr2\\t5000834\\t5001249\\n',\n 'chr2\\t5000855\\t5001277\\n',\n 'chr2\\t5000867\\t5001218\\n',\n 'chr2\\t5000925\\t5001023\\n',\n 'chr2\\t5000925\\t5001023\\n',\n 'chr2\\t5000937\\t5001338\\n',\n 'chr2\\t5001010\\t5001176\\n',\n 'chr2\\t5001025\\t5001431\\n',\n 'chr2\\t5001050\\t5001436\\n',\n 'chr2\\t5001114\\t5001413\\n',\n 'chr2\\t5001115\\t5001269\\n',\n 'chr2\\t5001115\\t5001269\\n',\n 'chr2\\t5001226\\t5001603\\n',\n 'chr2\\t5001491\\t5001527\\n',\n 'chr2\\t5001700\\t5001736\\n']\n\n assert f\"{resp}\" == f\"{expected}\", f\"{resp} != {expected}\"\n unlink(outfile)\n\n\ndef test_sieve_BED_shift():\n \"\"\"\n Test alignmentSieve --BED --shift\n \"\"\"\n outfile = '/tmp/test_sieve_shift.bed'\n args = '-b {} --minMappingQuality 10 --BED -o {} --shift 1 -2 3 -4'.format(PAIREDBAMFILE_FILTER, outfile).split()\n sieve.main(args)\n\n _foo = open(outfile, 'r')\n resp = _foo.readlines()\n _foo.close()\n\n expected = ['chr2\\t5000027\\t5000388\\n',\n 'chr2\\t5000307\\t5000708\\n',\n 'chr2\\t5000388\\t5000528\\n',\n 'chr2\\t5000385\\t5000529\\n',\n 'chr2\\t5000560\\t5000939\\n',\n 'chr2\\t5000737\\t5001169\\n',\n 'chr2\\t5000823\\t5001225\\n',\n 'chr2\\t5000825\\t5001155\\n',\n 'chr2\\t5000825\\t5001155\\n',\n 'chr2\\t5000825\\t5001155\\n',\n 'chr2\\t5000835\\t5001247\\n',\n 'chr2\\t5000859\\t5001274\\n',\n 'chr2\\t5000868\\t5001216\\n',\n 'chr2\\t5000929\\t5001020\\n',\n 'chr2\\t5000929\\t5001020\\n',\n 'chr2\\t5000941\\t5001335\\n',\n 'chr2\\t5001011\\t5001174\\n',\n 'chr2\\t5001026\\t5001429\\n',\n 'chr2\\t5001054\\t5001433\\n',\n 'chr2\\t5001118\\t5001410\\n',\n 'chr2\\t5001119\\t5001266\\n',\n 'chr2\\t5001119\\t5001266\\n',\n 'chr2\\t5001230\\t5001600\\n']\n\n assert f\"{resp}\" == f\"{expected}\", f\"{resp} != {expected}\"\n unlink(outfile)\n"
},
{
"path": "deeptools/test/test_tools.py",
"content": "from subprocess import PIPE, run\nimport os\ntry:\n import tomllib\nexcept ModuleNotFoundError:\n import tomli as tomllib\n\nTOMLFILE = os.path.dirname(os.path.abspath(__file__)) + \"/../../pyproject.toml\"\n\n\ndef test_tools():\n \"\"\"\n Check every script in 'pyproject.toml'\n makes sure the version of all tools == version set in toml file\n makes sure exitcodes are all 0\n \"\"\"\n with open(TOMLFILE, 'rb') as f:\n _toml = tomllib.load(f)\n for _p in _toml['project']['scripts'].keys():\n _res = run(\n [_p, \"--version\"],\n stdout=PIPE,\n stderr=PIPE\n )\n _version = _res.stdout.decode().splitlines()[0]\n e_ver = _p + \" \" + _toml['project']['version']\n assert f\"{_version}\" == f\"{e_ver}\"\n e_retc = 0\n assert f\"{_res.returncode}\" == f\"{e_retc}\"\n"
},
{
"path": "deeptools/test/test_writeBedGraph.py",
"content": "import os\nimport pytest\nimport deeptools.writeBedGraph as wr\nfrom deeptools.writeBedGraph import scaleCoverage\n\n\n@pytest.mark.parametrize(\"bc\", [\"bam\", 'cram'])\nclass TestWriteBedGraph():\n def ifiles(self, ext='bam'):\n root = os.path.dirname(os.path.abspath(__file__)) + \"/test_data/\"\n bamFile1 = root + \"testA.\" + ext\n bamFile2 = root + \"testB.\" + ext\n bamFile_PE = root + \"test_paired2.\" + ext\n chrom = '3R'\n step_size = 50\n bin_length = 50\n func_args = {'scaleFactor': 1.0}\n c = wr.WriteBedGraph(\n [bamFile1],\n binLength=bin_length,\n stepSize=step_size\n )\n return c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length, func_args\n\n def test_writeBedGraph_worker(self, bc):\n c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length, func_args = self.ifiles(bc)\n c.zerosToNans = False\n c.skipZeros = False\n\n tempFile = c.writeBedGraph_worker(chrom, 0, 200, scaleCoverage, func_args)\n _foo = open(tempFile[3], 'r')\n res = _foo.readlines()\n _foo.close()\n expected = ['3R\\t0\\t100\\t0\\n', '3R\\t100\\t200\\t1\\n']\n assert f\"{res}\" == f\"{expected}\"\n os.remove(tempFile[3])\n\n def test_writeBedGraph_worker_zerotonan(self, bc):\n c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length, func_args = self.ifiles(bc)\n # turn on zeroToNan\n c.zerosToNans = True\n tempFile2 = c.writeBedGraph_worker(chrom, 0, 200, scaleCoverage, func_args)\n _foo = open(tempFile2[3], 'r')\n res = _foo.readlines()\n _foo.close()\n expected = ['3R\\t100\\t200\\t1\\n']\n assert f\"{res}\" == f\"{expected}\"\n os.remove(tempFile2[3])\n\n def test_writeBedGraph_worker_scaling(self, bc):\n c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length, func_args = self.ifiles(bc)\n func_args = {'scaleFactor': 3.0}\n tempFile = c.writeBedGraph_worker(chrom, 0, 200, scaleCoverage, func_args)\n _foo = open(tempFile[3], 'r')\n res = _foo.readlines()\n _foo.close()\n expected = ['3R\\t0\\t100\\t0\\n', '3R\\t100\\t200\\t3\\n']\n assert f\"{res}\" == f\"{expected}\"\n os.remove(tempFile[3])\n\n def test_writeBedGraph_worker_ignore_duplicates(self, bc):\n c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length, func_args = self.ifiles(bc)\n c = wr.WriteBedGraph(\n [bamFile2],\n binLength=bin_length,\n stepSize=step_size,\n ignoreDuplicates=True\n )\n c.zerosToNans = True\n\n tempFile = c.writeBedGraph_worker(chrom, 0, 200, scaleCoverage, func_args)\n _foo = open(tempFile[3], 'r')\n res = _foo.readlines()\n _foo.close()\n expected = ['3R\\t50\\t200\\t1\\n']\n assert f\"{res}\" == f\"{expected}\"\n os.remove(tempFile[3])\n\n def test_writeBedGraph_worker_smoothing(self, bc):\n c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length, func_args = self.ifiles(bc)\n c.binLength = 20\n c.stepSize = 20\n c.smoothLength = 60\n tempFile = c.writeBedGraph_worker(chrom, 100, 200, scaleCoverage, func_args)\n _foo = open(tempFile[3], 'r')\n res = _foo.readlines()\n _foo.close()\n expected = ['3R\\t100\\t120\\t1\\n', '3R\\t120\\t180\\t1.33333\\n', '3R\\t180\\t200\\t1\\n']\n assert f\"{res}\" == f\"{expected}\"\n os.remove(tempFile[3])\n\n def test_writeBedGraph_cigar(self, bc):\n \"\"\"\n The bamFile1 contains a read at position 10\n with the following CIGAR: 10S20M10N10M10S\n that maps to a chromosome named chr_cigar.\n \"\"\"\n c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length, func_args = self.ifiles(bc)\n # turn of read extension\n c.extendPairedEnds = False\n c.binLength = 10\n c.stepSize = 10\n tempFile = c.writeBedGraph_worker('chr_cigar', 0, 100, scaleCoverage, func_args)\n _foo = open(tempFile[3], 'r')\n res = _foo.readlines()\n _foo.close()\n\n # the single read is split into bin 10-30, and then 40-50\n expected = [\n 'chr_cigar\\t0\\t10\\t0\\n',\n 'chr_cigar\\t10\\t30\\t1\\n',\n 'chr_cigar\\t30\\t40\\t0\\n',\n 'chr_cigar\\t40\\t50\\t1\\n',\n 'chr_cigar\\t50\\t100\\t0\\n'\n ]\n assert f\"{res}\" == f\"{expected}\"\n os.remove(tempFile[3])\n"
},
{
"path": "deeptools/utilities.py",
"content": "import sys\nimport os\nfrom deeptoolsintervals import GTF\nfrom deeptools.bamHandler import openBam\nimport matplotlib as mpl\nmpl.use('Agg')\nfrom deeptools import cm # noqa: F401\nimport numpy as np\n\n\ndebug = 0\n\n\ndef smartLabel(label):\n \"\"\"\n Given a file name, likely with a path, return the file name without the path\n and with the file extension removed. Thus, something like /path/to/some.special.file\n should return some.special, since only the first extension (if present)\n should be stripped.\n \"\"\"\n lab = os.path.splitext(os.path.basename(label))[0]\n if lab == '':\n # Maybe we have a dot file?\n lab = os.path.basename(label)\n return lab\n\n\ndef smartLabels(labels):\n return [smartLabel(x) for x in labels]\n\n\ndef convertCmap(c, vmin=0, vmax=1):\n cmap = mpl.cm.get_cmap(c)\n norm = mpl.colors.Normalize(vmin=vmin, vmax=vmax)\n cmap_rgb = []\n\n for i in range(255):\n k = mpl.colors.colorConverter.to_rgb(cmap(norm(i)))\n cmap_rgb.append(k)\n\n h = 1.0 / 254\n colorScale = []\n for k in range(255):\n C = list(map(np.uint8, np.array(cmap(k * h)[:3]) * 255))\n colorScale.append([k * h, 'rgb' + str((C[0], C[1], C[2]))])\n\n return colorScale\n\n\ndef getTLen(read, notAbs=False):\n \"\"\"\n Get the observed template length of a read. For a paired-end read, this is\n normally just the TLEN field. For SE reads this is the observed coverage of\n the genome (excluding splicing).\n \"\"\"\n if abs(read.template_length) > 0:\n if notAbs:\n return read.template_length\n return abs(read.template_length)\n\n tlen = 0\n try:\n # the cigartuples property apparently didn't always exist\n for op, opLen in read.cigartuples:\n if op == 0:\n tlen += opLen\n elif op == 2:\n tlen += opLen\n elif op == 7:\n tlen += opLen\n elif op == 8:\n tlen += opLen\n except:\n pass\n\n return tlen\n\n\ndef getGC_content(tb, chrom, fragStart, fragEnd, fraction=True):\n bases = tb.bases(chrom, fragStart, fragEnd, fraction=False)\n if fragEnd > tb.chroms(chrom):\n fragEnd = tb.chroms(chrom)\n if sum(bases.values()) < 0.95 * (fragEnd - fragStart):\n raise Exception(\"WARNING: too many NNNs present in {}:{}-{}\".format(chrom, fragStart, fragEnd))\n return None\n\n if fraction:\n return (bases['G'] + bases['C']) / float(fragEnd - fragStart)\n return bases['G'] + bases['C']\n\n\ndef tbitToBamChrName(tbitNames, bamNames):\n \"\"\" checks if the chromosome names from the two-bit and bam file coincide.\n In case they do not coincide, a fix is tried. If successful, then\n a mapping table is returned.\n tbitNames and bamNames should be lists\n \"\"\"\n\n chrNameBitToBam = dict((x, x) for x in tbitNames)\n if set(bamNames) != set(tbitNames):\n sys.stderr.write(\"Bam and 2bit do not have matching \"\n \"chromosome names:\\n2bit:{}\\n\\nbam:{}\"\n \"\\n\\n\".format(tbitNames, bamNames))\n\n if len(set(bamNames).intersection(set(tbitNames))) > 0:\n sys.stderr.write(\"Using the following common chromosomes between \"\n \"bam chromosome names and 2bit chromosome \"\n \"names:\\n\")\n for item in set(bamNames).intersection(set(tbitNames)):\n sys.stderr.write(item + \"\\n\")\n chrNameBitToBam = dict([(x, x) for x in\n set(bamNames).intersection(set(tbitNames))])\n elif set([\"chr\" + x if x != 'dmel_mitochondrion_genome'\n else 'chrM' for x in bamNames]) == set(tbitNames):\n sys.stderr.write(\"Adding 'chr' seems to solve the problem. \"\n \"Continuing ...\")\n chrNameBitToBam = dict([(\"chr\" + x\n if x != 'dmel_mitochondrion_genome'\n else 'chrM', x) for x in bamNames])\n elif set([x for x in tbitNames if x.count('random') == 0 and\n x.count('chrM') == 0]) == set(bamNames):\n if debug:\n print(\"Removing random and mitochondrial chromosomes\"\n \"fixes the problem\")\n chrNameBitToBam = dict([(x, x) for x in tbitNames\n if x.count('random') == 0 and\n x.count('chrM') == 0])\n elif len(set([\"chr\" + x for x in bamNames if x != 'dmel_mitochondrion_genome']).intersection(set(tbitNames))) > 0:\n bamNames2 = [\"chr\" + x for x in bamNames if x != 'dmel_mitochondrion_genome']\n sys.stderr.write(\"Adding 'chr' seems to solve the problem for the following \"\n \"chromosomes...\")\n for item in set(bamNames2).intersection(set(tbitNames)):\n sys.stderr.write(item + \"\\n\")\n\n chrNameBitToBam = {\"chrM\": \"MT\"}\n for i in range(len(bamNames)):\n if bamNames2[i] in tbitNames:\n chrNameBitToBam.update({bamNames2[i]: bamNames[i]})\n elif len(set([x[3:] for x in bamNames if x.startswith(\"chr\")]).intersection(set(tbitNames))) > 0:\n bamNames = [x for x in bamNames]\n bamNames2 = [x[3:] for x in bamNames if x.startswith(\"chr\")]\n if debug:\n sys.stderr.write(\"Removing 'chr' seems to solve the problem for the following \"\n \"chromosomes...\")\n for item in set(bamNames).intersection(set(tbitNames)):\n sys.stderr.write(item + \"\\n\")\n\n chrNameBitToBam = {\"MT\": \"chrM\"}\n for i in range(len(bamNames)):\n if bamNames2[i] in tbitNames:\n chrNameBitToBam.update({bamNames2[i]: bamNames[i]})\n else:\n if debug:\n print(\"Index and reference do not have matching \")\n \"chromosome names\"\n exit(0)\n\n return chrNameBitToBam\n\n\ndef getCommonChrNames(bamFileHandles, verbose=True):\n r\"\"\"\n Compares the names and lengths of a list of bam file handles.\n The input is list of pysam file handles.\n\n The function returns a duple containing the common chromosome names\n and the common chromome lengths.\n\n Hopefully, only _random and chrM are not common.\n \"\"\"\n def get_chrom_and_size(bam_handler):\n \"\"\"\n Reads the chromosome/scaffold name and the length from\n the bam file and returns a list of (chromname, size) tuples\n :param bam_handler:\n :return: list of (chrom, size) tuples\n \"\"\"\n try:\n # BAM file\n return [(x, y) for x, y in zip(bam_handler.references, bam_handler.lengths)]\n except:\n return [(k, v) for k, v in bam_handler.chroms().items()]\n\n def print_chr_names_and_size(chr_set):\n sys.stderr.write(\"chromosome\\tlength\\n\")\n for name, size in chr_set:\n sys.stderr.write(\"{0:>15}\\t{1:>10}\\n\".format(name, size))\n\n common_chr = set(get_chrom_and_size(bamFileHandles[0]))\n non_common_chr = set()\n\n for j in range(1, len(bamFileHandles)):\n _names_and_size = set(get_chrom_and_size(bamFileHandles[j]))\n if len(common_chr & _names_and_size) == 0:\n # try to add remove 'chr' from the chromosome name\n _corr_names_size = set()\n for chrom_name, size in _names_and_size:\n if chrom_name.startswith('chr'):\n _corr_names_size.add((chrom_name[3:], size))\n else:\n _corr_names_size.add(('chr' + chrom_name, size))\n if len(common_chr & _corr_names_size) == 0:\n message = \"No common chromosomes found. Are the bam files files \" \\\n \"from the same species and same assemblies?\\n\"\n sys.stderr.write(message)\n print_chr_names_and_size(common_chr)\n\n sys.stderr.write(\"\\nand the following is the list of the unmatched chromosome and chromosome\\n\"\n \"lengths from file\\n{}\\n\".format(bamFileHandles.name))\n print_chr_names_and_size(_names_and_size)\n exit(1)\n else:\n _names_and_size = _corr_names_size\n\n non_common_chr |= common_chr ^ _names_and_size\n common_chr = common_chr & _names_and_size\n\n if len(non_common_chr) > 0:\n sys.stderr.write(\"\\nThe following chromosome names did not match between the the bam files\\n\")\n print_chr_names_and_size(non_common_chr)\n\n # the common chromosomes has to be sorted as in the original\n # bam files\n chr_sizes = []\n for tuple in get_chrom_and_size(bamFileHandles[0]):\n if tuple in common_chr:\n chr_sizes.append(tuple)\n\n return chr_sizes, non_common_chr\n\n\ndef copyFileInMemory(filePath, suffix=''):\n \"\"\"\n copies a file into the special /dev/shm device which\n moves the file into memory.\n This process speeds ups the multiprocessor access to such files\n \"\"\"\n\n # fallback for windows users\n if os.name == 'nt':\n return filePath\n\n memFileName = getTempFileName(suffix=suffix)\n import shutil\n shutil.copyfile(filePath, memFileName)\n\n return memFileName\n\n\ndef getTempFileName(suffix=''):\n \"\"\"\n Return a temporary file name. The calling function is responsible for\n deleting this upon completion.\n \"\"\"\n import tempfile\n _tempFile = tempfile.NamedTemporaryFile(prefix=\"_deeptools_\",\n suffix=suffix,\n delete=False)\n\n memFileName = _tempFile.name\n _tempFile.close()\n return memFileName\n\n\ndef gtfOptions(allArgs=None):\n \"\"\"\n This is used a couple places to setup arguments to mapReduce\n \"\"\"\n transcriptID = \"transcript\"\n exonID = \"exon\"\n transcript_id_designator = \"transcript_id\"\n keepExons = False\n if allArgs is not None:\n allArgs = vars(allArgs)\n transcriptID = allArgs.get(\"transcriptID\", transcriptID)\n exonID = allArgs.get(\"exonID\", exonID)\n transcript_id_designator = allArgs.get(\"transcript_id_designator\", transcript_id_designator)\n keepExons = allArgs.get(\"keepExons\", keepExons)\n return transcriptID, exonID, transcript_id_designator, keepExons\n\n\ndef toString(s):\n \"\"\"\n This takes care of python2/3 differences\n \"\"\"\n if isinstance(s, str):\n return s\n if isinstance(s, bytes):\n if sys.version_info[0] == 2:\n return str(s)\n return s.decode('ascii')\n if isinstance(s, list):\n return [toString(x) for x in s]\n return s\n\n\ndef toBytes(s):\n \"\"\"\n Like toString, but for functions requiring bytes in python3\n \"\"\"\n if sys.version_info[0] == 2:\n return s\n if isinstance(s, bytes):\n return s\n if isinstance(s, str):\n return bytes(s, 'ascii')\n if isinstance(s, list):\n return [toBytes(x) for x in s]\n return s\n\n\ndef mungeChromosome(chrom, chromList):\n \"\"\"\n A generic chromosome munging function. \"chrom\" is munged by adding/removing \"chr\" such that it appears in chromList\n\n On error, None is returned, but a common chromosome list should be used beforehand to avoid this possibility\n \"\"\"\n if chrom in chromList:\n return chrom\n\n if chrom == \"MT\" and \"chrM\" in chromList:\n return \"chrM\"\n if chrom == \"chrM\" and \"MT\" in chromList:\n return \"MT\"\n\n if chrom.startswith(\"chr\") and chrom[3:] in chromList:\n return chrom[3:]\n if \"chr\" + chrom in chromList:\n return \"chr\" + chrom\n\n # This shouldn't actually happen\n return None\n\n\ndef bam_total_reads(bam_handle, chroms_to_ignore, stats):\n \"\"\"\n Count the total number of mapped reads in a BAM file, filtering\n the chromosome given in chroms_to_ignore list\n \"\"\"\n if chroms_to_ignore:\n return sum([s[0] for k, s in stats.items() if k not in chroms_to_ignore])\n else:\n return sum([s[0] for s in stats.values()])\n\n\ndef bam_blacklisted_worker(args):\n bam, chrom, start, end = args\n fh = openBam(bam)\n blacklisted = 0\n for r in fh.fetch(reference=chrom, start=start, end=end):\n if r.is_unmapped:\n continue\n if r.reference_start >= start and r.reference_start + r.infer_query_length(always=False) - 1 <= end:\n blacklisted += 1\n fh.close()\n return blacklisted\n\n\ndef bam_blacklisted_reads(bam_handle, chroms_to_ignore, blackListFileName=None, numberOfProcessors=1):\n blacklisted = 0\n if blackListFileName is None:\n return blacklisted\n\n # Get the chromosome lengths\n chromLens = {x: y for x, y in zip(bam_handle.references, bam_handle.lengths)}\n\n bl = GTF(blackListFileName)\n hasOverlaps, minOverlap = bl.hasOverlaps(returnDistance=True)\n if hasOverlaps:\n sys.exit(\"Your blacklist file(s) has (have) regions that overlap. Proceeding with such a file would result in deepTools incorrectly calculating scaling factors. As such, you MUST fix this issue before being able to proceed.\\n\")\n if minOverlap < 1000:\n sys.stderr.write(\"WARNING: The minimum distance between intervals in your blacklist is {}. It makes little biological sense to include small regions between two blacklisted regions. Instead, these should likely be blacklisted as well.\\n\".format(minOverlap))\n\n regions = []\n for chrom in bl.chroms:\n if (not chroms_to_ignore or chrom not in chroms_to_ignore) and chrom in chromLens:\n for reg in bl.findOverlaps(chrom, 0, chromLens[chrom]):\n regions.append([bam_handle.filename, chrom, reg[0], reg[1]])\n\n if len(regions) > 0:\n import multiprocessing\n if len(regions) > 1 and numberOfProcessors > 1:\n pool = multiprocessing.Pool(numberOfProcessors)\n res = pool.map_async(bam_blacklisted_worker, regions).get(9999999)\n else:\n res = [bam_blacklisted_worker(x) for x in regions]\n for val in res:\n blacklisted += val\n\n return blacklisted\n"
},
{
"path": "deeptools/writeBedGraph.py",
"content": "import os\nimport sys\nimport shutil\nimport numpy as np\nimport pyBigWig\n\n# own modules\nfrom deeptools import mapReduce\nfrom deeptools.utilities import getCommonChrNames\nimport deeptools.countReadsPerBin as cr\nfrom deeptools import bamHandler\nfrom deeptools import utilities\n\ndebug = 0\nold_settings = np.seterr(all='ignore')\n\n\ndef writeBedGraph_wrapper(args):\n \"\"\"\n Passes the arguments to writeBedGraph_worker.\n This is a step required given\n the constrains from the multiprocessing module.\n The args var, contains as first element the 'self' value\n from the WriteBedGraph object\n\n \"\"\"\n return WriteBedGraph.writeBedGraph_worker(*args)\n\n\nclass WriteBedGraph(cr.CountReadsPerBin):\n\n r\"\"\"Reads bam files coverages and writes a bedgraph or bigwig file\n\n Extends the CountReadsPerBin object such that the coverage\n of bam files is writen to multiple bedgraph files at once.\n\n The bedgraph files are later merge into one and converted\n into a bigwig file if necessary.\n\n The constructor arguments are the same as for CountReadsPerBin. However,\n when calling the `run` method, the following parameters have\n to be passed\n\n Examples\n --------\n\n Given the following distribution of reads that cover 200 on\n a chromosome named '3R'::\n\n 0 100 200\n |------------------------------------------------------------|\n A ===============\n ===============\n\n\n B =============== ===============\n ===============\n ===============\n\n >>> import tempfile\n >>> test_path = os.path.dirname(os.path.abspath(__file__)) + \"/test/test_data/\"\n\n >>> outFile = tempfile.NamedTemporaryFile()\n >>> bam_file = test_path + \"testA.bam\"\n\n For the example a simple scaling function is going to be used. This function\n takes the coverage found at each region and multiplies it to the scaling factor.\n In this case the scaling factor is 1.5\n\n >>> function_to_call = scaleCoverage\n >>> funcArgs = {'scaleFactor': 1.5}\n\n Restrict process to a region between positions 0 and 200 of chromosome 3R\n\n >>> region = '3R:0:200'\n\n Set up such that coverage is computed for consecutive bins of length 25 bp\n >>> bin_length = 25\n >>> step_size = 25\n\n >>> num_sample_sites = 0 #overruled by step_size\n >>> c = WriteBedGraph([bam_file], binLength=bin_length, region=region, stepSize=step_size)\n >>> c.run(function_to_call, funcArgs, outFile.name)\n >>> f = open(outFile.name, 'r')\n >>> f.readlines()\n ['3R\\t0\\t100\\t0\\n', '3R\\t100\\t200\\t1.5\\n']\n >>> f.close()\n >>> outFile.close()\n\n\n \"\"\"\n\n def run(self, func_to_call, func_args, out_file_name, blackListFileName=None, format=\"bedgraph\", smoothLength=0):\n r\"\"\"\n Given a list of bamfiles, a function and a function arguments,\n this method writes a bedgraph file (or bigwig) file\n for a partition of the genome into tiles of given size\n and a value for each tile that corresponds to the given function\n and that is related to the coverage underlying the tile.\n\n Parameters\n ----------\n func_to_call : str\n function name to be called to convert the list of coverages computed\n for each bam file at each position into a single value. An example\n is a function that takes the ratio between the coverage of two\n bam files.\n func_args : dict\n dict of arguments to pass to `func`. E.g. {'scaleFactor':1.0}\n\n out_file_name : str\n name of the file to save the resulting data.\n\n smoothLength : int\n Distance in bp for smoothing the coverage per tile.\n\n\n \"\"\"\n self.__dict__[\"smoothLength\"] = smoothLength\n getStats = len(self.mappedList) < len(self.bamFilesList)\n bam_handles = []\n for x in self.bamFilesList:\n if getStats:\n bam, mapped, unmapped, stats = bamHandler.openBam(x, returnStats=True, nThreads=self.numberOfProcessors)\n self.mappedList.append(mapped)\n self.statsList.append(stats)\n else:\n bam = bamHandler.openBam(x)\n bam_handles.append(bam)\n\n genome_chunk_length = getGenomeChunkLength(bam_handles, self.binLength, self.mappedList)\n # check if both bam files correspond to the same species\n # by comparing the chromosome names:\n chrom_names_and_size, non_common = getCommonChrNames(bam_handles, verbose=False)\n\n if self.region:\n # in case a region is used, append the tilesize\n self.region += \":{}\".format(self.binLength)\n\n for x in list(self.__dict__.keys()):\n if x in [\"mappedList\", \"statsList\"]:\n continue\n sys.stderr.write(\"{}: {}\\n\".format(x, self.__getattribute__(x)))\n\n res = mapReduce.mapReduce([func_to_call, func_args],\n writeBedGraph_wrapper,\n chrom_names_and_size,\n self_=self,\n genomeChunkLength=genome_chunk_length,\n region=self.region,\n blackListFileName=blackListFileName,\n numberOfProcessors=self.numberOfProcessors)\n\n # Determine the sorted order of the temp files\n chrom_order = dict()\n for i, _ in enumerate(chrom_names_and_size):\n chrom_order[_[0]] = i\n res = [[chrom_order[x[0]], x[1], x[2], x[3]] for x in res]\n res.sort()\n\n if format == 'bedgraph':\n out_file = open(out_file_name, 'wb')\n for r in res:\n if r[3]:\n _foo = open(r[3], 'rb')\n shutil.copyfileobj(_foo, out_file)\n _foo.close()\n os.remove(r[3])\n out_file.close()\n else:\n bedGraphToBigWig(chrom_names_and_size, [x[3] for x in res], out_file_name)\n\n def writeBedGraph_worker(self, chrom, start, end,\n func_to_call, func_args,\n bed_regions_list=None):\n r\"\"\"Writes a bedgraph based on the read coverage found on bamFiles\n\n The given func is called to compute the desired bedgraph value\n using the funcArgs\n\n Parameters\n ----------\n chrom : str\n Chrom name\n start : int\n start coordinate\n end : int\n end coordinate\n func_to_call : str\n function name to be called to convert the list of coverages computed\n for each bam file at each position into a single value. An example\n is a function that takes the ratio between the coverage of two\n bam files.\n func_args : dict\n dict of arguments to pass to `func`.\n smoothLength : int\n Distance in bp for smoothing the coverage per tile.\n bed_regions_list: list\n List of tuples of the form (chrom, start, end)\n corresponding to bed regions to be processed.\n If not bed file was passed to the object constructor\n then this list is empty.\n\n Returns\n -------\n A list of [chromosome, start, end, temporary file], where the temporary file contains the bedgraph results for the region queried.\n\n Examples\n --------\n >>> test_path = os.path.dirname(os.path.abspath(__file__)) + \"/test/test_data/\"\n >>> bamFile1 = test_path + \"testA.bam\"\n >>> bin_length = 50\n >>> number_of_samples = 0 # overruled by step_size\n >>> func_to_call = scaleCoverage\n >>> funcArgs = {'scaleFactor': 1.0}\n\n >>> c = WriteBedGraph([bamFile1], bin_length, number_of_samples, stepSize=50)\n >>> tempFile = c.writeBedGraph_worker( '3R', 0, 200, func_to_call, funcArgs)\n >>> f = open(tempFile[3], 'r')\n >>> f.readlines()\n ['3R\\t0\\t100\\t0\\n', '3R\\t100\\t200\\t1\\n']\n >>> f.close()\n >>> os.remove(tempFile[3])\n\n\n \"\"\"\n if start > end:\n raise NameError(\"start position ({0}) bigger \"\n \"than end position ({1})\".format(start, end))\n\n coverage, _ = self.count_reads_in_region(chrom, start, end)\n\n _file = open(utilities.getTempFileName(suffix='.bg'), 'w')\n previous_value = None\n line_string = \"{}\\t{}\\t{}\\t{:g}\\n\"\n for tileIndex in range(coverage.shape[0]):\n\n if self.smoothLength is not None and self.smoothLength > 0:\n vector_start, vector_end = self.getSmoothRange(tileIndex,\n self.binLength,\n self.smoothLength,\n coverage.shape[0])\n tileCoverage = np.mean(coverage[vector_start:vector_end, :], axis=0)\n else:\n tileCoverage = coverage[tileIndex, :]\n if self.skipZeroOverZero and np.sum(tileCoverage) == 0:\n continue\n\n value = func_to_call(tileCoverage, func_args)\n \"\"\"\n # uncomment these lines if fixed step bedgraph is required\n if not np.isnan(value):\n writeStart = start + tileIndex * self.binLength\n writeEnd = min(writeStart + self.binLength, end)\n _file.write(line_string.format(chrom, writeStart,\n writeEnd, value))\n continue\n \"\"\"\n\n if previous_value is None:\n writeStart = start + tileIndex * self.binLength\n writeEnd = min(writeStart + self.binLength, end)\n previous_value = value\n\n elif previous_value == value:\n writeEnd = min(writeEnd + self.binLength, end)\n\n elif previous_value != value:\n if not np.isnan(previous_value):\n _file.write(\n line_string.format(chrom, writeStart, writeEnd, previous_value))\n previous_value = value\n writeStart = writeEnd\n writeEnd = min(writeStart + self.binLength, end)\n\n # write remaining value if not a nan\n if previous_value is not None and writeStart != end and not np.isnan(previous_value):\n _file.write(line_string.format(chrom, writeStart,\n end, previous_value))\n\n tempfilename = _file.name\n _file.close()\n return chrom, start, end, tempfilename\n\n\ndef bedGraphToBigWig(chromSizes, bedGraphFiles, bigWigPath):\n \"\"\"\n Takes a sorted list of bedgraph files and write them to a single bigWig file using pyBigWig.\n The order of bedGraphFiles must match that of chromSizes!\n \"\"\"\n bw = pyBigWig.open(bigWigPath, \"w\")\n assert bw is not None\n bw.addHeader(chromSizes, maxZooms=10)\n lastChrom = None\n starts = []\n ends = []\n vals = []\n for bg in bedGraphFiles:\n if bg is not None:\n f = open(bg)\n for line in f:\n interval = line.split()\n # Buffer up to a million entries\n if interval[0] != lastChrom or len(starts) == 1000000:\n if lastChrom is not None:\n bw.addEntries([lastChrom] * len(starts), starts, ends=ends, values=vals)\n lastChrom = interval[0]\n starts = [int(interval[1])]\n ends = [int(interval[2])]\n vals = [float(interval[3])]\n else:\n starts.append(int(interval[1]))\n ends.append(int(interval[2]))\n vals.append(float(interval[3]))\n f.close()\n os.remove(bg)\n if len(starts) > 0:\n bw.addEntries([lastChrom] * len(starts), starts, ends=ends, values=vals)\n bw.close()\n\n\ndef getGenomeChunkLength(bamHandles, tile_size, mappedList):\n \"\"\"\n Tries to estimate the length of the genome sent to the workers\n based on the density of reads per bam file and the number\n of bam files.\n\n The chunk length should be a multiple of the tileSize\n\n \"\"\"\n\n genomeLength = sum(bamHandles[0].lengths)\n\n max_reads_per_bp = max([float(x) / genomeLength for x in mappedList])\n\n # 2e6 is an empirical estimate\n genomeChunkLength = int(min(5e6, int(2e6 / (max_reads_per_bp * len(bamHandles)))))\n\n genomeChunkLength -= genomeChunkLength % tile_size\n return genomeChunkLength\n\n\ndef scaleCoverage(tile_coverage, args):\n \"\"\"\n tileCoverage should be an list with only one element\n \"\"\"\n return args['scaleFactor'] * tile_coverage[0]\n\n\ndef ratio(tile_coverage, args):\n \"\"\"\n tileCoverage should be an list of two elements\n \"\"\"\n return float(tile_coverage[0]) / tile_coverage[1]\n"
},
{
"path": "deeptools/writeBedGraph_bam_and_bw.py",
"content": "#!/usr/bin/env python\n# -*- coding: utf-8 -*-\n\nimport os\nimport shutil\nimport tempfile\nimport numpy as np\nimport sys\n\n# NGS packages\nimport pyBigWig\n\n# own module\nfrom deeptools import mapReduce\nfrom deeptools.utilities import getCommonChrNames, toBytes\nfrom deeptools.writeBedGraph import *\nfrom deeptools import bamHandler\n\nold_settings = np.seterr(all='ignore')\n\n\ndef getCoverageFromBigwig(bigwigHandle, chrom, start, end, tileSize,\n missingDataAsZero=False):\n try:\n coverage = np.asarray(bigwigHandle.values(chrom, start, end))\n except RuntimeError:\n # this error happens when chromosome\n # is not into the bigwig file\n return []\n if coverage is None:\n return []\n if missingDataAsZero is True:\n coverage[np.isnan(coverage)] = 0\n # average the values per bin\n cov = np.array(\n [np.mean(coverage[x:x + tileSize])\n for x in range(0, len(coverage), tileSize)])\n return cov\n\n\ndef writeBedGraph_wrapper(args):\n return writeBedGraph_worker(*args)\n\n\ndef writeBedGraph_worker(\n chrom, start, end, tileSize, defaultFragmentLength,\n bamOrBwFileList, func, funcArgs, extendPairedEnds=True, smoothLength=0,\n skipZeroOverZero=False, missingDataAsZero=False, fixedStep=False):\n r\"\"\"\n Writes a bedgraph having as base a number of bam files.\n\n The given func is called to compute the desired bedgraph value\n using the funcArgs\n\n tileSize\n \"\"\"\n if start > end:\n raise NameError(\"start position ({0}) bigger than \"\n \"end position ({1})\".format(start, end))\n\n coverage = []\n\n for indexFile, fileFormat in bamOrBwFileList:\n if fileFormat == 'bam':\n bamHandle = bamHandler.openBam(indexFile)\n coverage.append(getCoverageFromBam(\n bamHandle, chrom, start, end, tileSize,\n defaultFragmentLength, extendPairedEnds,\n True))\n bamHandle.close()\n elif fileFormat == 'bigwig':\n bigwigHandle = pyBigWig.open(indexFile)\n coverage.append(\n getCoverageFromBigwig(\n bigwigHandle, chrom, start, end,\n tileSize, missingDataAsZero))\n bigwigHandle.close()\n\n _file = tempfile.NamedTemporaryFile(delete=False)\n\n previousValue = None\n lengthCoverage = len(coverage[0])\n for tileIndex in range(lengthCoverage):\n\n tileCoverage = []\n for index in range(len(bamOrBwFileList)):\n if smoothLength > 0:\n vectorStart, vectorEnd = getSmoothRange(\n tileIndex, tileSize, smoothLength, lengthCoverage)\n tileCoverage.append(\n np.mean(coverage[index][vectorStart:vectorEnd]))\n else:\n try:\n tileCoverage.append(coverage[index][tileIndex])\n except IndexError:\n sys.exit(\"Chromosome {} probably not in one of the bigwig \"\n \"files. Remove this chromosome from the bigwig file \"\n \"to continue\".format(chrom))\n\n if skipZeroOverZero and np.sum(tileCoverage) == 0:\n previousValue = None\n continue\n\n value = func(tileCoverage, funcArgs)\n\n if fixedStep:\n writeStart = start + tileIndex * tileSize\n writeEnd = min(writeStart + tileSize, end)\n try:\n _file.write(toBytes(\"{0}\\t{1}\\t{2}\\t{3:g}\\n\".format(chrom, writeStart,\n writeEnd, value)))\n except TypeError:\n _file.write(toBytes(\"{}\\t{}\\t{}\\t{}\\n\".format(chrom, writeStart,\n writeEnd, value)))\n else:\n if previousValue is None:\n writeStart = start + tileIndex * tileSize\n writeEnd = min(writeStart + tileSize, end)\n previousValue = value\n\n elif previousValue == value:\n writeEnd = min(writeEnd + tileSize, end)\n\n elif previousValue != value:\n if not np.isnan(previousValue):\n _file.write(\n toBytes(\"{0}\\t{1}\\t{2}\\t{3:g}\\n\".format(chrom, writeStart,\n writeEnd, previousValue)))\n previousValue = value\n writeStart = writeEnd\n writeEnd = min(writeStart + tileSize, end)\n\n if not fixedStep:\n # write remaining value if not a nan\n if previousValue and writeStart != end and \\\n not np.isnan(previousValue):\n _file.write(toBytes(\"{0}\\t{1}\\t{2}\\t{3:g}\\n\".format(chrom, writeStart,\n end, previousValue)))\n\n tempFileName = _file.name\n _file.close()\n return chrom, start, end, tempFileName\n\n\ndef writeBedGraph(\n bamOrBwFileList, outputFileName, fragmentLength,\n func, funcArgs, tileSize=25, region=None, blackListFileName=None, numberOfProcessors=1,\n format=\"bedgraph\", extendPairedEnds=True, missingDataAsZero=False,\n skipZeroOverZero=False, smoothLength=0, fixedStep=False, verbose=False):\n r\"\"\"\n Given a list of bamfiles, a function and a function arguments,\n this method writes a bedgraph file (or bigwig) file\n for a partition of the genome into tiles of given size\n and a value for each tile that corresponds to the given function\n and that is related to the coverage underlying the tile.\n\n \"\"\"\n bamHandles = []\n mappedList = []\n for indexedFile, fileFormat in bamOrBwFileList:\n if fileFormat == 'bam':\n bam, mapped, unmapped, stats = bamHandler.openBam(indexedFile, returnStats=True, nThreads=numberOfProcessors)\n bamHandles.append(bam)\n mappedList.append(mapped)\n\n if len(bamHandles):\n genomeChunkLength = getGenomeChunkLength(bamHandles, tileSize, mappedList)\n # check if both bam files correspond to the same species\n # by comparing the chromosome names:\n chromNamesAndSize, __ = getCommonChrNames(bamHandles, verbose=verbose)\n else:\n genomeChunkLength = int(10e6)\n cCommon_number = {}\n chromNamesAndSize = {}\n for fileName, fileFormat in bamOrBwFileList:\n if fileFormat == 'bigwig':\n fh = pyBigWig.open(fileName)\n else:\n continue\n\n for chromName, size in list(fh.chroms().items()):\n if chromName in chromNamesAndSize:\n cCommon_number[chromName] += 1\n if chromNamesAndSize[chromName] != size:\n print(\"\\nWARNING\\n\"\n \"Chromosome {} length reported in the \"\n \"input files differ.\\n{} for {}\\n\"\n \"{} for {}.\\n\\nThe smallest \"\n \"length will be used\".format(\n chromName, chromNamesAndSize[chromName],\n bamOrBwFileList[0][0], size, fileName))\n chromNamesAndSize[chromName] = min(\n chromNamesAndSize[chromName], size)\n else:\n chromNamesAndSize[chromName] = size\n cCommon_number[chromName] = 1\n fh.close()\n\n # get the list of common chromosome names and sizes\n if len(bamOrBwFileList) == 1:\n chromNamesAndSize = [(k, v) for k, v in chromNamesAndSize.items()]\n else:\n chromNamesAndSize = [(k, v) for k, v in chromNamesAndSize.items()\n if k in cCommon_number and\n cCommon_number[k] == len(bamOrBwFileList)]\n\n if region:\n # in case a region is used, append the tilesize\n region += \":{}\".format(tileSize)\n\n res = mapReduce.mapReduce((tileSize, fragmentLength, bamOrBwFileList,\n func, funcArgs, extendPairedEnds, smoothLength,\n skipZeroOverZero, missingDataAsZero, fixedStep),\n writeBedGraph_wrapper,\n chromNamesAndSize,\n genomeChunkLength=genomeChunkLength,\n region=region,\n blackListFileName=blackListFileName,\n numberOfProcessors=numberOfProcessors,\n verbose=verbose)\n\n # Determine the sorted order of the temp files\n chrom_order = dict()\n for i, _ in enumerate(chromNamesAndSize):\n chrom_order[_[0]] = i\n res = [[chrom_order[x[0]], x[1], x[2], x[3]] for x in res]\n res.sort()\n\n if format == 'bedgraph':\n of = open(outputFileName, 'wb')\n for r in res:\n if r is not None:\n _ = open(r[3], 'rb')\n shutil.copyfileobj(_, of)\n _.close()\n os.remove(r[3])\n of.close()\n else:\n bedGraphToBigWig(chromNamesAndSize, [x[3] for x in res], outputFileName)\n"
},
{
"path": "docs/Makefile",
"content": "# Makefile for Sphinx documentation\n#\n\n# You can set these variables from the command line.\nSPHINXOPTS =\nSPHINXBUILD = sphinx-build\nPAPER =\nBUILDDIR = _build\n\n# User-friendly check for sphinx-build\nifeq ($(shell which $(SPHINXBUILD) >/dev/null 2>&1; echo $$?), 1)\n$(error The '$(SPHINXBUILD)' command was not found. Make sure you have Sphinx installed, then set the SPHINXBUILD environment variable to point to the full path of the '$(SPHINXBUILD)' executable. Alternatively you can add the directory with the executable to your PATH. If you don't have Sphinx installed, grab it from http://sphinx-doc.org/)\nendif\n\n# Internal variables.\nPAPEROPT_a4 = -D latex_paper_size=a4\nPAPEROPT_letter = -D latex_paper_size=letter\nALLSPHINXOPTS = -d $(BUILDDIR)/doctrees $(PAPEROPT_$(PAPER)) $(SPHINXOPTS) .\n# the i18n builder cannot share the environment and doctrees with the others\nI18NSPHINXOPTS = $(PAPEROPT_$(PAPER)) $(SPHINXOPTS) .\n\n.PHONY: help clean html dirhtml singlehtml pickle json htmlhelp qthelp devhelp epub latex latexpdf text man changes linkcheck doctest coverage gettext\n\nhelp:\n\t@echo \"Please use \\`make ' where is one of\"\n\t@echo \" html to make standalone HTML files\"\n\t@echo \" dirhtml to make HTML files named index.html in directories\"\n\t@echo \" singlehtml to make a single large HTML file\"\n\t@echo \" pickle to make pickle files\"\n\t@echo \" json to make JSON files\"\n\t@echo \" htmlhelp to make HTML files and a HTML help project\"\n\t@echo \" qthelp to make HTML files and a qthelp project\"\n\t@echo \" applehelp to make an Apple Help Book\"\n\t@echo \" devhelp to make HTML files and a Devhelp project\"\n\t@echo \" epub to make an epub\"\n\t@echo \" latex to make LaTeX files, you can set PAPER=a4 or PAPER=letter\"\n\t@echo \" latexpdf to make LaTeX files and run them through pdflatex\"\n\t@echo \" latexpdfja to make LaTeX files and run them through platex/dvipdfmx\"\n\t@echo \" text to make text files\"\n\t@echo \" man to make manual pages\"\n\t@echo \" texinfo to make Texinfo files\"\n\t@echo \" info to make Texinfo files and run them through makeinfo\"\n\t@echo \" gettext to make PO message catalogs\"\n\t@echo \" changes to make an overview of all changed/added/deprecated items\"\n\t@echo \" xml to make Docutils-native XML files\"\n\t@echo \" pseudoxml to make pseudoxml-XML files for display purposes\"\n\t@echo \" linkcheck to check all external links for integrity\"\n\t@echo \" doctest to run all doctests embedded in the documentation (if enabled)\"\n\t@echo \" coverage to run coverage check of the documentation (if enabled)\"\n\nclean:\n\trm -rf $(BUILDDIR)/*\n\nhtml:\n\t$(SPHINXBUILD) -b html $(ALLSPHINXOPTS) $(BUILDDIR)/html\n\t@echo\n\t@echo \"Build finished. The HTML pages are in $(BUILDDIR)/html.\"\n\ndirhtml:\n\t$(SPHINXBUILD) -b dirhtml $(ALLSPHINXOPTS) $(BUILDDIR)/dirhtml\n\t@echo\n\t@echo \"Build finished. The HTML pages are in $(BUILDDIR)/dirhtml.\"\n\nsinglehtml:\n\t$(SPHINXBUILD) -b singlehtml $(ALLSPHINXOPTS) $(BUILDDIR)/singlehtml\n\t@echo\n\t@echo \"Build finished. The HTML page is in $(BUILDDIR)/singlehtml.\"\n\npickle:\n\t$(SPHINXBUILD) -b pickle $(ALLSPHINXOPTS) $(BUILDDIR)/pickle\n\t@echo\n\t@echo \"Build finished; now you can process the pickle files.\"\n\njson:\n\t$(SPHINXBUILD) -b json $(ALLSPHINXOPTS) $(BUILDDIR)/json\n\t@echo\n\t@echo \"Build finished; now you can process the JSON files.\"\n\nhtmlhelp:\n\t$(SPHINXBUILD) -b htmlhelp $(ALLSPHINXOPTS) $(BUILDDIR)/htmlhelp\n\t@echo\n\t@echo \"Build finished; now you can run HTML Help Workshop with the\" \\\n\t \".hhp project file in $(BUILDDIR)/htmlhelp.\"\n\nqthelp:\n\t$(SPHINXBUILD) -b qthelp $(ALLSPHINXOPTS) $(BUILDDIR)/qthelp\n\t@echo\n\t@echo \"Build finished; now you can run \"qcollectiongenerator\" with the\" \\\n\t \".qhcp project file in $(BUILDDIR)/qthelp, like this:\"\n\t@echo \"# qcollectiongenerator $(BUILDDIR)/qthelp/deepTools.qhcp\"\n\t@echo \"To view the help file:\"\n\t@echo \"# assistant -collectionFile $(BUILDDIR)/qthelp/deepTools.qhc\"\n\napplehelp:\n\t$(SPHINXBUILD) -b applehelp $(ALLSPHINXOPTS) $(BUILDDIR)/applehelp\n\t@echo\n\t@echo \"Build finished. The help book is in $(BUILDDIR)/applehelp.\"\n\t@echo \"N.B. You won't be able to view it unless you put it in\" \\\n\t \"~/Library/Documentation/Help or install it in your application\" \\\n\t \"bundle.\"\n\ndevhelp:\n\t$(SPHINXBUILD) -b devhelp $(ALLSPHINXOPTS) $(BUILDDIR)/devhelp\n\t@echo\n\t@echo \"Build finished.\"\n\t@echo \"To view the help file:\"\n\t@echo \"# mkdir -p $$HOME/.local/share/devhelp/deepTools\"\n\t@echo \"# ln -s $(BUILDDIR)/devhelp $$HOME/.local/share/devhelp/deepTools\"\n\t@echo \"# devhelp\"\n\nepub:\n\t$(SPHINXBUILD) -b epub $(ALLSPHINXOPTS) $(BUILDDIR)/epub\n\t@echo\n\t@echo \"Build finished. The epub file is in $(BUILDDIR)/epub.\"\n\nlatex:\n\t$(SPHINXBUILD) -b latex $(ALLSPHINXOPTS) $(BUILDDIR)/latex\n\t@echo\n\t@echo \"Build finished; the LaTeX files are in $(BUILDDIR)/latex.\"\n\t@echo \"Run \\`make' in that directory to run these through (pdf)latex\" \\\n\t \"(use \\`make latexpdf' here to do that automatically).\"\n\nlatexpdf:\n\t$(SPHINXBUILD) -b latex $(ALLSPHINXOPTS) $(BUILDDIR)/latex\n\t@echo \"Running LaTeX files through pdflatex...\"\n\t$(MAKE) -C $(BUILDDIR)/latex all-pdf\n\t@echo \"pdflatex finished; the PDF files are in $(BUILDDIR)/latex.\"\n\nlatexpdfja:\n\t$(SPHINXBUILD) -b latex $(ALLSPHINXOPTS) $(BUILDDIR)/latex\n\t@echo \"Running LaTeX files through platex and dvipdfmx...\"\n\t$(MAKE) -C $(BUILDDIR)/latex all-pdf-ja\n\t@echo \"pdflatex finished; the PDF files are in $(BUILDDIR)/latex.\"\n\ntext:\n\t$(SPHINXBUILD) -b text $(ALLSPHINXOPTS) $(BUILDDIR)/text\n\t@echo\n\t@echo \"Build finished. The text files are in $(BUILDDIR)/text.\"\n\nman:\n\t$(SPHINXBUILD) -b man $(ALLSPHINXOPTS) $(BUILDDIR)/man\n\t@echo\n\t@echo \"Build finished. The manual pages are in $(BUILDDIR)/man.\"\n\ntexinfo:\n\t$(SPHINXBUILD) -b texinfo $(ALLSPHINXOPTS) $(BUILDDIR)/texinfo\n\t@echo\n\t@echo \"Build finished. The Texinfo files are in $(BUILDDIR)/texinfo.\"\n\t@echo \"Run \\`make' in that directory to run these through makeinfo\" \\\n\t \"(use \\`make info' here to do that automatically).\"\n\ninfo:\n\t$(SPHINXBUILD) -b texinfo $(ALLSPHINXOPTS) $(BUILDDIR)/texinfo\n\t@echo \"Running Texinfo files through makeinfo...\"\n\tmake -C $(BUILDDIR)/texinfo info\n\t@echo \"makeinfo finished; the Info files are in $(BUILDDIR)/texinfo.\"\n\ngettext:\n\t$(SPHINXBUILD) -b gettext $(I18NSPHINXOPTS) $(BUILDDIR)/locale\n\t@echo\n\t@echo \"Build finished. The message catalogs are in $(BUILDDIR)/locale.\"\n\nchanges:\n\t$(SPHINXBUILD) -b changes $(ALLSPHINXOPTS) $(BUILDDIR)/changes\n\t@echo\n\t@echo \"The overview file is in $(BUILDDIR)/changes.\"\n\nlinkcheck:\n\t$(SPHINXBUILD) -b linkcheck $(ALLSPHINXOPTS) $(BUILDDIR)/linkcheck\n\t@echo\n\t@echo \"Link check complete; look for any errors in the above output \" \\\n\t \"or in $(BUILDDIR)/linkcheck/output.txt.\"\n\ndoctest:\n\t$(SPHINXBUILD) -b doctest $(ALLSPHINXOPTS) $(BUILDDIR)/doctest\n\t@echo \"Testing of doctests in the sources finished, look at the \" \\\n\t \"results in $(BUILDDIR)/doctest/output.txt.\"\n\ncoverage:\n\t$(SPHINXBUILD) -b coverage $(ALLSPHINXOPTS) $(BUILDDIR)/coverage\n\t@echo \"Testing of coverage in the sources finished, look at the \" \\\n\t \"results in $(BUILDDIR)/coverage/python.txt.\"\n\nxml:\n\t$(SPHINXBUILD) -b xml $(ALLSPHINXOPTS) $(BUILDDIR)/xml\n\t@echo\n\t@echo \"Build finished. The XML files are in $(BUILDDIR)/xml.\"\n\npseudoxml:\n\t$(SPHINXBUILD) -b pseudoxml $(ALLSPHINXOPTS) $(BUILDDIR)/pseudoxml\n\t@echo\n\t@echo \"Build finished. The pseudo-XML files are in $(BUILDDIR)/pseudoxml.\"\n"
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"path": "docs/_static/welcome_owl.carousel.css",
"content": "/* \n * Owl Carousel - Animate Plugin\n */\n.owl-carousel .animated {\n -webkit-animation-duration: 1000ms;\n animation-duration: 1000ms;\n -webkit-animation-fill-mode: both;\n animation-fill-mode: both;\n}\n.owl-carousel .owl-animated-in {\n z-index: 0;\n}\n.owl-carousel .owl-animated-out {\n z-index: 1;\n}\n.owl-carousel .fadeOut {\n -webkit-animation-name: fadeOut;\n animation-name: fadeOut;\n}\n\n@-webkit-keyframes fadeOut {\n 0% {\n opacity: 1;\n }\n\n 100% {\n opacity: 0;\n }\n}\n@keyframes fadeOut {\n 0% {\n opacity: 1;\n }\n\n 100% {\n opacity: 0;\n }\n}\n\n/* \n * \tOwl Carousel - Auto Height Plugin\n */\n.owl-height {\n -webkit-transition: height 500ms ease-in-out;\n -moz-transition: height 500ms ease-in-out;\n -ms-transition: height 500ms ease-in-out;\n -o-transition: height 500ms ease-in-out;\n transition: height 500ms ease-in-out;\n}\n\n/* \n * Core Owl Carousel CSS File\n */\n.owl-carousel {\n display: none;\n width: 100%;\n -webkit-tap-highlight-color: transparent;\n /* position relative and z-index fix webkit rendering fonts issue */\n position: relative;\n z-index: 1;\n}\n.owl-carousel .owl-stage {\n position: relative;\n -ms-touch-action: pan-Y;\n}\n.owl-carousel .owl-stage:after {\n content: \".\";\n display: block;\n clear: both;\n visibility: hidden;\n line-height: 0;\n height: 0;\n}\n.owl-carousel .owl-stage-outer {\n position: relative;\n overflow: hidden;\n /* fix for flashing background */\n -webkit-transform: translate3d(0px, 0px, 0px);\n}\n.owl-carousel .owl-controls .owl-nav .owl-prev,\n.owl-carousel .owl-controls .owl-nav .owl-next,\n.owl-carousel .owl-controls .owl-dot {\n cursor: pointer;\n cursor: hand;\n -webkit-user-select: none;\n -khtml-user-select: none;\n -moz-user-select: none;\n -ms-user-select: none;\n user-select: none;\n}\n.owl-carousel.owl-loaded {\n display: block;\n}\n.owl-carousel.owl-loading {\n opacity: 0;\n display: block;\n}\n.owl-carousel.owl-hidden {\n opacity: 0;\n}\n.owl-carousel .owl-refresh .owl-item {\n display: none;\n}\n.owl-carousel .owl-item {\n position: relative;\n min-height: 1px;\n float: left;\n -webkit-backface-visibility: hidden;\n -webkit-tap-highlight-color: transparent;\n -webkit-touch-callout: none;\n -webkit-user-select: none;\n -moz-user-select: none;\n -ms-user-select: none;\n user-select: none;\n}\n.owl-carousel .owl-item img {\n display: block;\n width: 100%;\n -webkit-transform-style: preserve-3d;\n}\n.owl-carousel.owl-text-select-on .owl-item {\n -webkit-user-select: auto;\n -moz-user-select: auto;\n -ms-user-select: auto;\n user-select: auto;\n}\n.owl-carousel .owl-grab {\n cursor: move;\n cursor: -webkit-grab;\n cursor: -o-grab;\n cursor: -ms-grab;\n cursor: grab;\n}\n.owl-carousel.owl-rtl {\n direction: rtl;\n}\n.owl-carousel.owl-rtl .owl-item {\n float: right;\n}\n\n/* No Js */\n.no-js .owl-carousel {\n display: block;\n}\n\n/* \n * \tOwl Carousel - Lazy Load Plugin\n */\n.owl-carousel .owl-item .owl-lazy {\n opacity: 0;\n -webkit-transition: opacity 400ms ease;\n -moz-transition: opacity 400ms ease;\n -ms-transition: opacity 400ms ease;\n -o-transition: opacity 400ms ease;\n transition: opacity 400ms ease;\n}\n.owl-carousel .owl-item img {\n transform-style: preserve-3d;\n}\n\n/* \n * \tOwl Carousel - Video Plugin\n */\n.owl-carousel .owl-video-wrapper {\n position: relative;\n height: 100%;\n background: #000;\n}\n.owl-carousel .owl-video-play-icon {\n position: absolute;\n height: 80px;\n width: 80px;\n left: 50%;\n top: 50%;\n margin-left: -40px;\n margin-top: -40px;\n background: url(\"owl.video.play.png\") no-repeat;\n cursor: pointer;\n z-index: 1;\n -webkit-backface-visibility: hidden;\n -webkit-transition: scale 100ms ease;\n -moz-transition: scale 100ms ease;\n -ms-transition: scale 100ms ease;\n -o-transition: scale 100ms ease;\n transition: scale 100ms ease;\n}\n.owl-carousel .owl-video-play-icon:hover {\n -webkit-transition: scale(1.3, 1.3);\n -moz-transition: scale(1.3, 1.3);\n -ms-transition: scale(1.3, 1.3);\n -o-transition: scale(1.3, 1.3);\n transition: scale(1.3, 1.3);\n}\n.owl-carousel .owl-video-playing .owl-video-tn,\n.owl-carousel .owl-video-playing .owl-video-play-icon {\n display: none;\n}\n.owl-carousel .owl-video-tn {\n opacity: 0;\n height: 100%;\n background-position: center center;\n background-repeat: no-repeat;\n -webkit-background-size: contain;\n -moz-background-size: contain;\n -o-background-size: contain;\n background-size: contain;\n -webkit-transition: opacity 400ms ease;\n -moz-transition: opacity 400ms ease;\n -ms-transition: opacity 400ms ease;\n -o-transition: opacity 400ms ease;\n transition: opacity 400ms ease;\n}\n.owl-carousel .owl-video-frame {\n position: relative;\n z-index: 1;\n}\n"
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"path": "docs/_static/welcome_owl.carousel.theme.css",
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{
"path": "docs/conf.py",
"content": "# -*- coding: utf-8 -*-\n#\n# deepTools documentation build configuration file, created by\n# sphinx-quickstart on Wed Mar 25 12:08:19 2015.\n#\n# This file is execfile()d with the current directory set to its\n# containing dir.\n#\n# Note that not all possible configuration values are present in this\n# autogenerated file.\n#\n# All configuration values have a default; values that are commented out\n# serve to show the default.\n\nimport sys\nimport os\nimport tomllib\n\n# to allow readthedocs to compile without installing some dependencies\nimport mock\n\n# MOCK_MODULES = ['numpy', 'numpy.ma', 'scipy', 'pyBigWig']\nMOCK_MODULES = ['pyBigWig', 'py2bit', 'plotly', 'plotly.offline', 'plotly.graph_objs', 'plotly.figure_factory']\n\nfor mod_name in MOCK_MODULES:\n sys.modules[mod_name] = mock.Mock()\n\n\n# If extensions (or modules to document with autodoc) are in another directory,\n# add these directories to sys.path here. If the directory is relative to the\n# documentation root, use os.path.abspath to make it absolute, like shown here.\nsys.path.insert(0, os.path.abspath('../..'))\n\n# -- General configuration ------------------------------------------------\n\n# If your documentation needs a minimal Sphinx version, state it here.\n# needs_sphinx = '1.0'\n\n# Add any Sphinx extension module names here, as strings. They can be\n# extensions coming with Sphinx (named 'sphinx.ext.*') or your custom\n# ones.\nextensions = [\n 'sphinx.ext.autodoc',\n 'sphinx.ext.doctest',\n 'sphinx.ext.coverage',\n 'sphinx.ext.mathjax',\n 'sphinx.ext.viewcode',\n 'sphinx.ext.autosummary',\n 'sphinxarg.ext'\n]\n# 'numpydoc'\n\n# This is needed to suppress autosummary reordering\nnumpydoc_show_class_members = False\n\n# 'sphinxcontrib.restbuilder',\n\n# Add any paths that contain templates here, relative to this directory.\ntemplates_path = ['source/_templates']\n\n# The suffix(es) of source filenames.\n# You can specify multiple suffix as a list of string:\n# source_suffix = ['.rst', '.md']\nsource_suffix = '.rst'\n\n# The encoding of source files.\n# source_encoding = 'utf-8-sig'\n\n# The master toctree document.\nmaster_doc = 'index'\n\n# General information about the project.\nproject = u'deepTools'\nauthor = u'Fidel Ramírez, Friederike Dündar, Björn Grüning, Thomas Manke, Devon Ryan, Fabian Kilpert, ' \\\n u'Andreas Richter, Vivek Bhardwaj, Steffen Heyne'\n\n# The version info for the project you're documenting, acts as replacement for\n# |version| and |release|, also used in various other places throughout the\n# built documents.\n#\n# The short X.Y version.\n\n\ndef get_version():\n with open('../pyproject.toml', 'rb') as f:\n d = tomllib.load(f)\n try:\n return d['project']['version']\n except:\n return None\n\n\nversion = get_version()\n# The full version, including alpha/beta/rc tags.\nrelease = version\n\n# An rst epilog to apper at the end of every page\nrst_epilog = \"\"\"\n+----------------------------------------------------------------+-------------------------------------------------------------+\n| `deepTools Galaxy `_. | `code @ github `_. |\n+----------------------------------------------------------------+-------------------------------------------------------------+\n\"\"\"\n\n# The language for content autogenerated by Sphinx. Refer to documentation\n# for a list of supported languages.\n#\n# This is also used if you do content translation via gettext catalogs.\n# Usually you set \"language\" from the command line for these cases.\nlanguage = 'en'\n\n# There are two options for replacing |today|: either, you set today to some\n# non-false value, then it is used:\n# today = ''\n# Else, today_fmt is used as the format for a strftime call.\n# today_fmt = '%B %d, %Y'\n\n# List of patterns, relative to source directory, that match files and\n# directories to ignore when looking for source files.\nexclude_patterns = ['_build']\n\n# The reST default role (used for this markup: `text`) to use for all\n# documents.\n# default_role = None\n\n# If true, '()' will be appended to :func: etc. cross-reference text.\n# add_function_parentheses = True\n\n# If true, the current module name will be prepended to all description\n# unit titles (such as .. function::).\n# add_module_names = True\n\n# If true, sectionauthor and moduleauthor directives will be shown in the\n# output. They are ignored by default.\n# show_authors = False\n\n# The name of the Pygments (syntax highlighting) style to use.\npygments_style = 'sphinx'\n\n# A list of ignored prefixes for module index sorting.\n# modindex_common_prefix = []\n\n# If true, keep warnings as \"system message\" paragraphs in the built documents.\n# keep_warnings = False\n\n# If true, `todo` and `todoList` produce output, else they produce nothing.\ntodo_include_todos = False\n\n\n# -- Options for HTML output ----------------------------------------------\n\n# The theme to use for HTML and HTML Help pages. See the documentation for\n# a list of builtin themes.\nhtml_theme = 'sphinx_rtd_theme'\n# on_rtd = os.environ.get('READTHEDOCS', None) == 'True'\n\n# if not on_rtd: # only import and set the theme if we're building docs locally\n# import sphinx_rtd_theme\n# html_theme = 'sphinx_rtd_theme'\n# html_theme_path = [sphinx_rtd_theme.get_html_theme_path()]\n\n\n# Theme options are theme-specific and customize the look and feel of a theme\n# further. For a list of options available for each theme, see the\n# documentation.\n# html_theme_options = {}\n\n# Add any paths that contain custom themes here, relative to this directory.\n# html_theme_path = []\n\n# The name for this set of Sphinx documents. If None, it defaults to\n# \" v documentation\".\n# html_title = None\n\n# A shorter title for the navigation bar. Default is the same as html_title.\n# html_short_title = None\n\n# The name of an image file (relative to this directory) to place at the top\n# of the sidebar.\n# html_logo = None\n\n# The name of an image file (within the static path) to use as favicon of the\n# docs. This file should be a Windows icon file (.ico) being 16x16 or 32x32\n# pixels large.\n# html_favicon = None\n\n# Add any paths that contain custom static files (such as style sheets) here,\n# relative to this directory. They are copied after the builtin static files,\n# so a file named \"default.css\" will overwrite the builtin \"default.css\".\nhtml_static_path = ['_static']\n\n# Add any extra paths that contain custom files (such as robots.txt or\n# .htaccess) here, relative to this directory. These files are copied\n# directly to the root of the documentation.\n# html_extra_path = []\n\n# If not '', a 'Last updated on:' timestamp is inserted at every page bottom,\n# using the given strftime format.\n# html_last_updated_fmt = '%b %d, %Y'\n\n# If true, SmartyPants will be used to convert quotes and dashes to\n# typographically correct entities.\n# html_use_smartypants = True\n\n# Custom sidebar templates, maps document names to template names.\n# html_sidebars = {}\n# html_sidebars = { '**': ['globaltoc.html', 'relations.html', 'sourcelink.html', 'searchbox.html'], }\n\n# Additional templates that should be rendered to pages, maps page names to\n# template names.\n# html_additional_pages = {}\n\n# If false, no module index is generated.\n# html_domain_indices = True\n\n# If false, no index is generated.\n# html_use_index = True\n\n# If true, the index is split into individual pages for each letter.\n# html_split_index = False\n\n# If true, links to the reST sources are added to the pages.\n# html_show_sourcelink = True\n\n# If true, \"Created using Sphinx\" is shown in the HTML footer. Default is True.\n# html_show_sphinx = True\n\n# If true, \"(C) Copyright ...\" is shown in the HTML footer. Default is True.\n# html_show_copyright = True\n\n# If true, an OpenSearch description file will be output, and all pages will\n# contain a tag referring to it. The value of this option must be the\n# base URL from which the finished HTML is served.\n# html_use_opensearch = ''\n\n# This is the file name suffix for HTML files (e.g. \".xhtml\").\n# html_file_suffix = None\n\n# Language to be used for generating the HTML full-text search index.\n# Sphinx supports the following languages:\n# 'da', 'de', 'en', 'es', 'fi', 'fr', 'hu', 'it', 'ja'\n# 'nl', 'no', 'pt', 'ro', 'ru', 'sv', 'tr'\n# html_search_language = 'en'\n\n# A dictionary with options for the search language support, empty by default.\n# Now only 'ja' uses this config value\n# html_search_options = {'type': 'default'}\n\n# The name of a javascript file (relative to the configuration directory) that\n# implements a search results scorer. If empty, the default will be used.\n# html_search_scorer = 'scorer.js'\n\n# Output file base name for HTML help builder.\nhtmlhelp_basename = 'deepToolsdoc'\n\n# -- Options for LaTeX output ---------------------------------------------\n\nlatex_elements = {\n # The paper size ('letterpaper' or 'a4paper').\n # 'papersize': 'letterpaper',\n\n # The font size ('10pt', '11pt' or '12pt').\n # 'pointsize': '10pt',\n\n # Additional stuff for the LaTeX preamble.\n # 'preamble': '',\n\n # Latex figure (float) alignment\n # 'figure_align': 'htbp',\n}\n\n# Grouping the document tree into LaTeX files. List of tuples\n# (source start file, target name, title,\n# author, documentclass [howto, manual, or own class]).\nlatex_documents = [\n (master_doc, 'deepTools.tex', u'deepTools Documentation',\n u'Fidel Ramírez, Friederike Dündar, Björn Grüning, Thomas Manke', 'manual'),\n]\n\n# The name of an image file (relative to this directory) to place at the top of\n# the title page.\n# latex_logo = None\n\n# For \"manual\" documents, if this is true, then toplevel headings are parts,\n# not chapters.\n# latex_use_parts = False\n\n# If true, show page references after internal links.\n# latex_show_pagerefs = False\n\n# If true, show URL addresses after external links.\n# latex_show_urls = False\n\n# Documents to append as an appendix to all manuals.\n# latex_appendices = []\n\n# If false, no module index is generated.\n# latex_domain_indices = True\n\n\n# -- Options for manual page output ---------------------------------------\n\n# One entry per manual page. List of tuples\n# (source start file, name, description, authors, manual section).\nman_pages = [\n (master_doc, 'deeptools', u'deepTools Documentation',\n [author], 1)\n]\n\n# If true, show URL addresses after external links.\n# man_show_urls = False\n\n\n# -- Options for Texinfo output -------------------------------------------\n\n# Grouping the document tree into Texinfo files. List of tuples\n# (source start file, target name, title, author,\n# dir menu entry, description, category)\ntexinfo_documents = [\n (master_doc, 'deepTools', u'deepTools Documentation',\n author, 'deepTools', 'One line description of project.',\n 'Miscellaneous'),\n]\n\n# Documents to append as an appendix to all manuals.\n# texinfo_appendices = []\n\n# If false, no module index is generated.\n# texinfo_domain_indices = True\n\n# How to display URL addresses: 'footnote', 'no', or 'inline'.\n# texinfo_show_urls = 'footnote'\n\n# If true, do not generate a @detailmenu in the \"Top\" node's menu.\n# texinfo_no_detailmenu = False\n"
},
{
"path": "docs/content/about.rst",
"content": "About\n======\n\nPlease cite deepTools as follows:\n\n Ramírez, Fidel, Devon P. Ryan, Björn Grüning, Vivek Bhardwaj, Fabian Kilpert,\n Andreas S. Richter, Steffen Heyne, Friederike Dündar,\n and Thomas Manke. `deepTools2: A next Generation Web Server for Deep-Sequencing Data Analysis `_.\n Nucleic Acids Research (2016). `doi:10.1093/nar/gkw257 `_.\n\nWhere deepTools are used:\n\n* DEEP consortium\n* public Galaxy server hosted at ``_.\n* public Galaxy instance hosted by the Max-Planck-Institute for Immunobiology and Epigenetics: deeptools.ie-freiburg.mpg.de\n* in-house Galaxy instance of the Max-Planck-Institute for Immunobiology and Epigenetics\n* Galaxy instance of the University of Freiburg, Germany\n* Galaxy instance of the ICGMB, Strasbourg, France\n* Galaxy instance of LCSB and HPC @ Uni.lu, Belval, Luxembourg\n\n.. image:: ../images/logo_mpi-ie.jpg\n\nThis tool suite is developed by the `Bioinformatics Facility `_ at the\n`Max Planck Institute for Immunobiology and Epigenetics,\nFreiburg `_.\n"
},
{
"path": "docs/content/advanced_features.rst",
"content": "Advanced features\n=================\n\nSome of the features of deepTools are not self-explanatory. Below, we provide links to longer expositions on these more advanced features:\n\n * :doc:`feature/blacklist`\n * :doc:`feature/metagene`\n * :doc:`feature/read_extension`\n * :doc:`feature/unscaled_regions`\n * :doc:`feature/read_offsets`\n * :doc:`feature/plotFingerprint_QC_metrics`\n * :doc:`feature/plotly`\n * :doc:`feature/effectiveGenomeSize`\n"
},
{
"path": "docs/content/api.rst",
"content": "deepTools API\n=============\n\ndeepTools consists of several command line and Galaxy wrappers for summarizing\nthe information of Next Generation Sequencing data that can be mapped to a reference genome.\nThrough the API, the engine powering the deepTools commands can be used for other purposes as well.\n\nOur :doc:`example_api_tutorial` explains step-by-step how to make use of some deepTools modules to achieve analyses outside the scope of the deepTools suite such as counting reads for certain genome regions and computing the FRiP score.\n\n\n.. toctree::\n :maxdepth: 4\n\n example_api_tutorial\n ../source/deeptools\n\nComplete information can be found in the following links: :ref:`genindex` and :ref:`modindex`\n"
},
{
"path": "docs/content/changelog.rst",
"content": "Changes in deepTools2.0\n========================\n\n.. contents:: \n :local:\n\nMajor changes\n-------------\n\n.. note:: The major changes encompass features for **increased efficiency**, **new sequencing data types**, and **additional plots**, particularly for QC.\n\nMoreover, deepTools modules can now be used by other python programs.\nThe :ref:`api` is part of the new documentation.\n\nAccommodating additional data types\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\n* correlation and comparisons can now be calculated for **bigWig files** (in addition to BAM files) using ``multiBigwigSummary`` and ``bigwigCompare``\n\n* **RNA-seq:** split-reads are now natively supported\n \n* **MNase-seq:** using the new option ``--MNase`` in ``bamCoverage``, one can now compute read coverage only taking the 2 central base pairs of each mapped fragment into account.\n\nStructural updates\n^^^^^^^^^^^^^^^^^^^\n\n* All modules have comprehensive and automatic tests that evaluate proper functioning after any modification of the code.\n* Virtualization for stability: we now provide a ``docker`` image and enable the easy deployment of deepTools via the Galaxy ``toolshed``.\n* Our documentation is now version-aware thanks to readthedocs and ``sphinx``.\n* The API is public and documented.\n\nRenamed tools\n^^^^^^^^^^^^^\n\n* **heatmapper** to :doc:`tools/plotHeatmap`\n* **profiler** to :doc:`tools/plotProfile`\n* **bamCorrelate** to :doc:`tools/multiBamSummary`\n* **bigwigCorrelate** to :doc:`tools/multiBigwigSummary`\n* **bamFingerprint** to :doc:`tools/plotFingerprint`\n\n\nIncreased efficiency\n^^^^^^^^^^^^^^^^^^^^\n\n* We dramatically improved the **speed** of bigwig related tools (:doc:`tools/multiBigwigSummary` and ``computeMatrix``) by using the new `pyBigWig module `_.\n\n* It is now possible to generate one composite heatmap and/or meta-gene image based on **multiple bigwig files** in one go (see :doc:`tools/computeMatrix`, :doc:`tools/plotHeatmap`, and :doc:`tools/plotProfile` for examples)\n\n* ``computeMatrix`` now also accepts multiple input BED files. Each is treated as a group within a sample and is plotted independently.\n\n* We added **additional filtering options for handling BAM files**, decreasing the need for prior filtering using tools other than deepTools: The ``--samFlagInclude`` and ``--samFlagExclude`` parameters can, for example, be used to only include (or exclude) forward reads in an analysis.\n\n* We separated the generation of read count tables from the calculation of pairwise correlations that was previously handled by ``bamCorrelate``. Now, read counts are calculated first using ``multiBamSummary`` or ``multiBigWigCoverage`` and the resulting output file can be used for calculating and plotting pairwise correlations using ``plotCorrelation`` or for doing a principal component analysis using ``plotPCA``.\n\nNew features and tools\n^^^^^^^^^^^^^^^^^^^^^^\n\n* Correlation analyses are no longer limited to BAM files -- bigwig files are possible, too! (see :doc:`tools/multiBigwigSummary`)\n\n* Correlation coefficients can now be computed even if the data contains NaNs.\n\n* Added **new quality control** tools:\n - use :doc:`tools/plotCoverage` to plot the coverage over base pairs\n - use :doc:`tools/plotPCA` for principal component analysis\n - :doc:`tools/bamPEFragmentSize` can be used to calculate the average fragment size for paired-end read data\n \n* Added the possibility for **hierarchical clustering**, besides *k*-means to ``plotProfile`` and ``plotHeatmap``\n\n* ``plotProfile`` has many more options to make compelling summary plots\n\n\nMinor changes\n-------------\n\nChanged parameters names and settings\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\n* ``computeMatrix`` can now read files with DOS newline characters.\n* ``--missingDataAsZero`` was renamed to ``--skipNonCoveredRegions`` for clarity in ``bamCoverage`` and ``bamCompare``.\n* Read extension was made optional and we removed the need to specify a default fragment length for most of the tools: ``--fragmentLength`` was thus replaced by the new optional parameter ``--extendReads``.\n* Added option ``--skipChromosomes`` to ``multiBigwigSummary``, which can be used to, for example, skip all 'random' chromosomes.\n* Added the option for adding titles to QC plots.\n\nBug fixes\n^^^^^^^^^\n\n* Resolved an error introduced by ``numpy version 1.10`` in ``computeMatrix``.\n* Improved plotting features for ``plotProfile`` when using as plot type: 'overlapped_lines' and 'heatmap'\n* Fixed problem with BED intervals in ``multiBigwigSummary`` and ``multiBamSummary`` that returned wrongly labeled raw counts.\n* ``multiBigwigSummary`` now also considers chromosomes as identical when the names between samples differ by 'chr' prefix, e.g. chr1 vs. 1.\n* Fixed problem with wrongly labeled proper read pairs in a BAM file. We now have additional checks to determine if a read pair is a proper pair: the reads must face each other and are not allowed to be farther apart than 4x the mean fragment length.\n* For ``bamCoverage`` and ``bamCompare``, the behavior of ``scaleFactor`` was updated such that now, if given in combination with the normalization options (``--normalizeTo1x`` or ``--normalizeUsingRPKM``), the given scaling factor will be multiplied with the factor computed by the respective normalization method.\n\n\n"
},
{
"path": "docs/content/example_api_tutorial.rst",
"content": ".. _api:\n\ndeepTools API example\n=====================\n\nThe following is a short overview of the most useful methods and classes\nfrom deepTools.\nComplete information can be found in the following links: :ref:`genindex` and :ref:`modindex`\n\n\nFinding read coverage over a region\n-----------------------------------\n\nWith deepTools, the read coverage over multiple genomic regions and multiple files can be computed quite quickly using multiple processors.\nFirst, we start with a simple example that is later expanded upon to demonstrate\nthe use of multipe processors.\nIn this example we compute the coverage of reads over a small region for bins of 50bp. For this we need the :class:`deeptools.countReadsPerBin` class.\n\n\n.. code:: python\n\n import deeptools.countReadsPerBin as crpb\n\n\nWe also need a BAM file containing the aligned reads.\nThe BAM file must be indexed to allow quick access to reads\nfalling into the regions of interest.\n\n.. code:: python\n\n bam_file = \"file.bam\"\n\nNow, the ``CountReadsPerBin`` object can be initialized.\nThe first argument to the constructor is a list of BAM files,\nwhich in this case is just one file.\nWe are going to use a ``binLength`` of 50 bases, with subsequent bins adjacent\n(i.e., the ``stepSize`` between bins is also 50 bases). Overlapping bin \ncoverages can be used by setting a ``stepSize`` smaller than ``binLength``.\n\n.. code:: python\n\n cr = crpb.CountReadsPerBin([bam_file], binLength=50, stepSize=50)\n\n\nNow, we can compute the coverage over a region in chromosome 2 from position 0\nto 1000.\n\n.. code:: python\n\n cr.count_reads_in_region('chr2L', 0, 1000)\n\n.. parsed-literal::\n\n (array([[ 2.],\n [ 3.],\n [ 1.],\n [ 2.],\n [ 3.],\n [ 2.],\n [ 4.],\n [ 3.],\n [ 2.],\n [ 3.],\n [ 4.],\n [ 6.],\n [ 4.],\n [ 2.],\n [ 2.],\n [ 1.]]), '')\n\nThe result is a tuple with the first element a numpy array with one row per bin and one column per bam file. Since only one BAM file was used, there is only one column. If a file name for saving the raw data had been specificied, then the temporary file name used for this would appear in the second item of the tuple.\n\nFiltering reads\n---------------\n\nIf reads should be filtered, the relevant options simply\nneed to be passed to the constructor. In the following code, the reads are filtered\nsuch that only those with a mapping quality of at least 20 and not aligned to the\nreverse strand are kept (samFlag_exclude=16, where 16 is the value for reverse reads, see\nthe [SAM Flag Calculator](http://broadinstitute.github.io/picard/explain-flags.html)\nfor more info).\nFurthermore, duplicated reads are ignored.\n\n.. code:: python\n\n cr = crpb.CountReadsPerBin([bam_file], binLength=50, stepSize=50,\n minMappingQuality=20,\n samFlag_exclude=16,\n ignoreDuplicates=True\n )\n cr.count_reads_in_region('chr2L', 1000000, 1001000)\n\n.. parsed-literal::\n\n (array([[ 1.],\n [ 1.],\n [ 0.],\n [ 0.],\n [ 0.],\n [ 0.],\n [ 2.],\n [ 3.],\n [ 1.],\n [ 0.],\n [ 1.],\n [ 2.],\n [ 0.],\n [ 0.],\n [ 1.],\n [ 2.],\n [ 1.],\n [ 0.],\n [ 0.],\n [ 0.]]), '')\n\nSampling the genome\n-------------------\n\nInstead of adjacent bins, as in the previous cases, a genome can\nsimply be sampled. This is useful to estimate some values,\nlike depth of sequencing, without having to look at the complete genome. In the following example,\n10,000 positions of size 1 base are going to be queried from three bam files to compute the average depth of sequencing.\nFor this, we set the `numberOfSamples` parameter in the object constructor.\n\nThe `run()` method is used instead of `count_reads_in_region` to provide efficient sampling over the entire genome.\n\n.. code:: python\n\n cr = crpb.CountReadsPerBin([bam_file1, bam_file2, bam_file3],\n binLength=1, numberOfSamples=10000,\n numberOfProcessors=10)\n sequencing_depth = cr.run()\n print sequencing_depth.mean(axis=0)\n\n.. parsed-literal::\n [ 1.98923924 2.43743744 22.90102603]\n\n\nThe `run()` method splits the computation over 10 processors and collates\nthe results. When the parameter `numberOfSamples` is used, the regions selected\nfor the computation of the coverage are not random. Instead, the genome is split into 'number-of-samples'\nequal parts and the start of each part is queried for its coverage. You can also compute coverage over selected regions by inputting a BED file.\n\nNow it is possible to make some diagnostic plots from the results:\n\n.. code:: python\n\n fig, axs = plt.subplots(1, 2, figsize=(15,5))\n # plot coverage\n for col in res.T:\n axs[0].plot(np.bincount(col.astype(int)).astype(float)/total_sites)\n csum = np.bincount(col.astype(int))[::-1].cumsum()\n axs[1].plot(csum.astype(float)[::-1] / csum.max())\n axs[0].set_xlabel('coverage')\n axs[0].set_ylabel('fraction of bases sampled')\n # plot cumulative coverage\n\n axs[1].set_xlabel('coverage')\n axs[1].set_ylabel('fraction of bases sampled >= coverage')\n\n\n.. image:: ../images/plot_coverage.png\n\n\nComputing the FRiP score\n------------------------\n\nThe FRiP score is defined as the fraction of reads that fall into a peak and is \noften used as a measure of ChIP-seq quality. For this example, we\nneed a BED file containing the peak regions. Such files are\nusually computed using a peak caller. Also, two bam files are\ngoing to be used, corresponding to two biological replicates.\n\n.. code:: python\n\n bed_files = [\"peaks.bed\"]\n cr = countReadsPerBin.CountReadsPerBin([bam_file1, bam_file2],\n bedFile=bed_files,\n numberOfProcessors=10)\n reads_at_peaks = cr.run()\n print reads_at_peaks\n\n.. parsed-literal::\n\n array([[ 322., 248.],\n [ 231., 182.],\n [ 112., 422.],\n ..., \n [ 120., 76.],\n [ 235., 341.],\n [ 246., 265.]])\n\n\nThe result is a numpy array with a row for each peak region and a column for each BAM file.\n\n.. code:: python\n\n reads_at_peaks.shape\n\n\n.. parsed-literal::\n\n (6295, 2)\n\nNow, the total number of reads per peaks per bam file is computed:\n\n.. code:: python\n\n total = reads_at_peaks.sum(axis=0)\n\nNext, we need to find the total number of mapped reads in each of the bam files. For\nthis we use the pysam module.\n\n.. code:: python\n\n import pysam\n bam1 = pysam.AlignmentFile(bam_file1)\n bam2 = pysam.AlignmentFile(bam_file2)\n\nNow, `bam1.mapped` and `bam2.mapped` contain the total number of mapped\nreads in each of the bam files, respectively.\n\nFinally, we can compute the FRiP score:\n\n.. code:: python\n\n frip1 = float(total[0]) / bam1.mapped\n frip2 = float(total[1]) / bam2.mapped\n print frip1, frip2\n\n.. parsed-literal::\n\n 0.170030741997, 0.216740390353\n\n\n\nUsing mapReduce to sample paired-end fragment lengths\n------------------------------------------------------\n\ndeepTools internally uses a map-reduce strategy, in which a computation is split into smaller\nparts that are sent to different processors. The output from the different processors is subsequently collated. The following\nexample is based on the code available for `bamPEFragmentSize.py`\n\nHere, we retrieve the reads from a BAM file and collect the\nfragment length. Reads are retrieved using pysam, and the `read` object returned\ncontains the `template_length` attribute, which is the number of bases from the\nleftmost to the rightmost mapped base in the read pair.\n\nFirst, we will create a function that can collect fragment lengths over a genomic\nposition from a BAM file. As we will later call this function using\nmapReduce, the function accepts only one argument, namely \na tuple with the parameters: chromosome name, start position, end position, and BAM file name.\n\n.. code:: python\n\n import pysam\n import numpy as np\n def get_fragment_length(args):\n chrom, start, end, bam_file_name = args\n bam = pysam.AlignmentFile(bam_file_name)\n f_lens_list = []\n for fetch_start in range(start, end, 1000000):\n # simply get the reads over a region of 10000 bases\n fetch_end = min(end, fetch_start + 10000)\n\n f_lens_list.append(np.array([abs(read.template_length)\n for read in bam.fetch(chrom, fetch_start, fetch_end)\n if read.is_proper_pair and read.is_read1]))\n\n # concatenate all results\n return np.concatenate(f_lens_list)\n\n\nNow, we can use `mapReduce` to call this function and compute fragment lengths\nover the whole genome. mapReduce needs to know the chromosome sizes, which\ncan be easily retrieved from the BAM file. Furthermore, it needs to know\nthe size of the region(s) sent to each processor. For this\nexample, a region of 10 million bases is sent to each processor using the `genomeChunkLength` parameter.\nIn other words, each processor executes the same `get_fragment_length` function to collect data over\ndifferent 10 million base regions. The arguments to mapReduce are the list of arguments sent to the function, besides\nthe first obligatory three (chrom start, end). In this case only one extra argument is passed\nto the function, the BAM file name. The next two positional arguments are the name of the function to call\n(`get_fragment_length`) and the chromosome sizes.\n\n.. code:: python\n\n import deeptools.mapReduce\n bam = pysam.AlignmentFile(bamFile)\n chroms_sizes = list(zip(bam.references, bam.lengths))\n\n result = mapReduce.mapReduce([bam_file_name],\n get_fragment_length,\n chroms_sizes,\n genomeChunkLength=10000000,\n numberOfProcessors=20,\n verbose=True)\n\n fragment_lengths = np.concatenate(result)\n\n print(\"mean fragment length {}\".format(fragment_lengths.mean()))\n print(\"median fragment length {}\".format(np.median(fragment_lengths)))\n\n\n.. parsed-literal::\n\n 0.170030741997, 0.216740390353\n\n\nIndices and tables\n------------------\n\n* :ref:`genindex`\n* :ref:`modindex`\n* :ref:`search`\n"
},
{
"path": "docs/content/example_gallery.rst",
"content": "Gallery of deepTools plots\n===========================\n\n.. contents:: Published example plots\n :local:\n\t\nWe're trying to collect a wide variety of plots generated using deepTools.\nFor the plots that we created ourselves, we try to point out the options that were used to create \neach image, so perhaps these can serve as inspiration for you.\n\nNormalized ChIP-seq signals and peak regions\n--------------------------------------------\n\nThis image was published by `Ibrahim et al., 2014\n(NAR) `__.\nThey used deepTools to generate extended reads per kilobase per million\nreads at 10 base resolution and visualized the resulting coverage files in\n`IGV `__.\n\n.. image:: ../images/gallery/coverage_Ibrahim.png\n\nDNase accessibility at enhancers in murine ES cells\n---------------------------------------------------\n\nThe following image demonstrates that enhancer regions are typically\nsmall stretches of highly accessible chromatin (more information on\nenhancers can be found, for example,\n`here `__). In the heatmap,\nyellow and blue tiles indicate a large numbers of reads that were\nsequenced (indicative of open chromatin) and black spots indicate\nmissing data points. An appropriate labeling of the y-axis was\nneglected.\n\n.. image:: ../images/gallery/hm_DNase.png\n\n**Fast Facts:**\n\n* `computeMatrix` mode: reference-point\n* *regions file*: BED file with typical enhancer regions from `Whyte et al., 2013 `__ (download `here `__)\n* *signal file*: bigWig file with `DNase signal from UCSC `_\n* *heatmap cosmetics*: labels, titles, heatmap height\n\n**Command:**\n\n::\n\n $ computeMatrix reference-point \\\n -S DNase_mouse.bigwig \\\n -R Whyte_TypicalEnhancers_ESC.bed \\\n --referencePoint center \\\n -a 2000 -b 2000 \\ ## regions before and after the enhancer centers\n -out matrix_Enhancers_DNase_ESC.tab.gz \n\n $ plotHeatmap \\\n -m matrix_Enhancers_DNase_ESC.tab.gz\\\n -out hm_DNase_ESC.png \\\n --heatmapHeight 15 \\\n --refPointLabel enh.center \\\n --regionsLabel enhancers \\\n --plotTitle 'DNase signal' \\\n\n\nTATA box enrichments around the TSS of mouse genes\n--------------------------------------------------\n\nUsing the `TRAP `__\nsuite, we produced a bigWig file that contained TRAP scores for the\nwell-known TATA box motif along the mouse genome. The TRAP score is a\nmeasure for the strength of a protein-DNA interaction at a given DNA\nsequence; the higher the score, the closer the motif is to the consensus\nmotif sequence. The following heatmap demonstrates that:\n\n- TATA-like motifs occur quite frequently\n- there is an obvious clustering of TATA motifs slightly upstream of\n the TSS of many mouse genes\n- there are many genes that do not contain TATA-like motifs at their\n promoter\n\nNote that the heatmap shows *all* mouse RefSeq genes, so ca. 15,000\ngenes!\n\n.. image:: ../images/gallery/hm_TATApsem.png\n\n**Fast Facts:**\n\n* `computeMatrix mode`: reference-point\n* *regions file*: BED file with all mouse genes (from UCSC table browser)\n* *signal file*: bigWig file of TATA psem scores\n* *heatmap cosmetics*: color scheme, labels, titles, heatmap height, only showing heatmap + colorbar \n\n**Command:**\n\n::\n\n $ computeMatrix reference-point \\\n -S TATA_01_pssm.bw \\\n -R RefSeq_genes.bed \\\n --referencePoint TSS \\\n -a 100 -b 100 \\\n --binSize 5 \\\n\n $ plotHeatmap \\\n -m matrix_Genes_TATA.tab.gz \\\n -out hm_allGenes_TATA.png \\\n --colorMap hot_r \\\n --missingDataColor .4 \\\n --heatmapHeight 7 \\\n --plotTitle 'TATA motif' \\\n --whatToShow 'heatmap and colorbar' \\\n --sortRegions ascend\n\n\nVisualizing the GC content for mouse and fly genes\n--------------------------------------------------\n\nIt is well known that different species have different genome GC\ncontents. Here, we used two bigWig files where the GC content was\ncalculated for 50 base windows along the genome of mice and flies and\nthe resulting scores visualized for gene regions.\n\nThe images nicely illustrate the completely opposite GC distributions in\nflies and mice: while the gene starts of mammalian genomes are enriched\nfor Gs and Cs, fly promoters show depletion of GC content.\n\n.. image:: ../images/gallery/hm_GC.png\n\n+----------------------+--------------------------------------------------------------------------------------+\n| Fast Facts | |\n+======================+======================================================================================+\n| computeMatrix mode | scale-regions |\n+----------------------+--------------------------------------------------------------------------------------+\n| regions files | BED files with mouse and fly genes (from UCSC table browser) |\n+----------------------+--------------------------------------------------------------------------------------+\n| signal file | bigwig files with GC content |\n+----------------------+--------------------------------------------------------------------------------------+\n| heatmap cosmetics | color scheme, labels, titles, color for missing data was set to white, heatmap height|\n+----------------------+--------------------------------------------------------------------------------------+\n\nFly and mouse genes were scaled to different sizes due to the different\nmedian sizes of the two species' genes (genes of *D.melanogaster*\ncontain many fewer introns and are considerably shorter than mammalian\ngenes). Thus, computeMatrix had to be run with slightly different\nparameters while the plotHeatmap commands were virtually identical\n(except for the labels).\n\n::\n\n $ computeMatrix scale-regions \\\n -S GCcontent_Mm9_50_5.bw \\\n -R RefSeq_genes_uniqNM.bed \\\n -bs 50 \n -m 10000 -b 3000 -a 3000 \\ \n -out matrix_GCcont_Mm9_scaledGenes.tab.gz \\\n --skipZeros \\\n --missingDataAsZero\n\n $ computeMatrix scale-regions \\\n -S GCcontent_Dm3_50_5.bw \\\n -R Dm530.genes.bed \\ \n -bs 50\n -m 3000 -b 1000 -a 1000 \\\n -out matrix_GCcont_Dm3_scaledGenes.tab.gz \\\n --skipZeros --missingDataAsZero\n\n $ plotHeatmap \\\n -m matrix_GCcont_Dm3_scaledGenes.tab.gz \\\n -out hm_GCcont_Dm3_scaledGenes.png \\\n --colorMap YlGnBu \\\n --regionsLabel 'fly genes' \\\n --heatmapHeight 15 \\\n --plotTitle 'GC content fly' &\n\n $ plotHeatmap \\\n -m matrix_GCcont_Mm9_scaledGenes.tab.gz \\\n -out hm_GCcont_Mm9_scaledGenes.png \\\n --colorMap YlGnBu \\\n --regionsLabel 'mouse genes' \\\n --heatmapHeight 15 \\\n --plotTitle 'GC content mouse' &\n\n\nCpG methylation around murine transcription start sites in two different cell types\n-----------------------------------------------------------------------------------\n\nIn addition to the methylation of histone tails, the cytosines \ncan also be methylated (for more information on CpG methylation,\nread\n`here `__).\nIn mammalian genomes, most CpGs are methylated unless they are in\ngene promoters that need to be kept unmethylated to allow full\ntranscriptional activity. In the following heatmaps, we used genes \nexpressed primarily in ES cells and checked the\npercentages of methylated cytosines around their transcription start\nsites. The blue signal indicates that very few methylated cytosines are\nfound. When you compare the CpG methylation signal between ES cells and\nneuronal progenitor (NP) cells, you can see that the majority of genes remain unmethylated,\nbut the general amount of CpG methylation around the TSS increases, as\nindicated by the stronger red signal and the slight elevation of the CpG\nmethylation signal in the summary plot. This supports the notion that\ngenes stored in the BED file indeed tend to be more expressed in ES\nthan in NP cells.\n\nThis image was taken from `Chelmicki & Dündar et al. (2014),\neLife `__.\n\n.. image:: ../images/gallery/hm_CpG.png\n\n+----------------------+---------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n| Fast Facts | |\n+======================+===================================================================================================================================================================================================+\n| computeMatrix mode | reference-point |\n+----------------------+---------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n| regions files | :ref:`BED ` file mouse genes expressed in ES cells |\n+----------------------+---------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n| signal file | :ref:`bigWig ` files with fraction of methylated cytosins (from `Stadler et al., 2011 `__) |\n+----------------------+---------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n| heatmap cosmetics | color scheme, labels, titles, color for missing data was set to customized color, y-axis of profiles were changed, heatmap height |\n+----------------------+---------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n\nThe commands for the bigWig files from the ES and NP cells \nwere the same:\n\n::\n\n $ computeMatrix reference-point \\\n -S GSE30202_ES_CpGmeth.bw \\\n -R activeGenes_ESConly.bed \\\n --referencePoint TSS \\\n -a 2000 -b 2000 \\\n -out matrix_Genes_ES_CpGmeth.tab.gz\n\n $ plotHeatmap \\\n -m matrix_Genes_ES_CpGmeth.tab.gz \\\n -out hm_activeESCGenes_CpG_ES_indSort.png \\\n --colorMap jet \\\n --missingDataColor \"#FFF6EB\" \\\n --heatmapHeight 15 \\\n --yMin 0 --yMax 100 \\\n --plotTitle 'ES cells' \\\n --regionsLabel 'genes active in ESC' \n\n\nHistone marks for genes of the mosquito *Anopheles gambiae*\n-----------------------------------------------------------\n\nThis figure was taken from `Gómez-Díaz et al. (2014): Insights into the\nepigenomic landscape of the human malaria vector *Anopheles gambiae*.\nFrom Genet\nAug15;5:277 `__.\nIt shows the distribution of H3K27Me3 (left) and H3K27Ac (right) over\ngene features in *A. gambiae* midguts. The enrichment or\ndepletion is shown relative to chromatin input. The regions in the map\ncomprise gene bodies flanked by a segment of 200 bases at the 5′ end of\nTSSs and TTSs. Average profile across gene regions ±200 bases for each\nhistone modification are shown on top.\n\n.. image:: ../images/gallery/hm_histonesGomez.png\n\nSignals of repressive chromatin marks, their enzymes and repeat element conservation scores\n-------------------------------------------------------------------------------------------\n\nThis image is from `Bulut-Karsliogu and De La Rosa-Velázquez et al.\n(2014), Mol\nCell. `__\nThe heatmaps depict various signal types for unscaled peak regions of\nproteins and histone marks associated with repressed chromatin. The\npeaks were separated into those containing long interspersed elements\n(LINEs) on the forward and reverse strand. The signals include\nnormalized ChIP-seq signals for H3K9Me3, Suv39h1, Suv39h2, Eset, and\nHP1alpha-EGFP, followed by LINE and ERV content and repeat conservation\nscores.\n\n.. image:: ../images/gallery/hm_Bulut.png\n\n"
},
{
"path": "docs/content/example_step_by_step.rst",
"content": "Step-by-step protocols\n========================\n\nThis section should give you an overview of how to do many common tasks. We're using **screenshots from Galaxy** here.\nIf you're using the command-line version you can easily follow the given examples since the vast majority of parameters is either indicated in Galaxy, too. Otherwise, just type the program name and the help option (e.g. ``/deepTools/bin/bamCoverage --help``), which will show you all the parameters and options available. Alternatively, you can follow the respective link to the tool documentation here on readthedocs.\n\n.. note:: For support or questions please post to `Biostars `__. For bug reports and feature requests please open an issue ``__.\n\n\nAll protocols assume that you have uploaded your files into a Galaxy instance with a deepTools installation, e.g., `deepTools Galaxy `_. If you need help to get started with Galaxy in general, e.g. to upload your data, see :doc:`help_galaxy_intro` and :doc:`help_galaxy_dataup`.\n\n.. tip:: If you would like to try out the protocols with **sample data**, go to `deepTools Galaxy `__ --> \"Shared Data\" --> \"Data Libraries\" --> \"deepTools Test Files\". Simply select BED/BAM/bigWig files and click, \"to History\". You can also download the test data sets to your computer by clicking \"Download\" at the top.\n\n.. contents:: How to do...?\n :local:\n\n-----------------------------------\n\nQC and data processing\n-----------------------\n\nI have downloaded/received a BAM file - how do I generate a file I can look at in a genome browser?\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\n* tool: :doc:`tools/bamCoverage`\n* input: your :ref:`BAM` file with aligned reads\n\nOf course, you could also look at your BAM file in the genome browser.\nHowever, generating a bigWig file of read coverages will drastically reduce the size of the file, it also allows you to normalize the coverage to 1x sequencing depth, which makes a visual comparison of multiple files more feasible.\n\n.. image:: ../images/GalHow_bamCoverage.png\n\n-----------------------------------------\n\nHow can I assess the reproducibility of my sequencing replicates?\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nTypically, you're going to be interested in the correlation of the read coverages for different replicates and different samples. What you want to see is that replicates should correlate better than non-replicates.\nThe `ENCODE consortium recommends `_ that *for messenger RNA,\n(...) biological replicates [should] display 0.9 correlation for transcripts/features*. For more information about correlation calculations, see the background description for :doc:`tools/plotCorrelation`.\n\n* tools: :doc:`tools/multiBamSummary` followed by :doc:`tools/plotCorrelation`\n* input: BAM files\n - you can compare as many samples as you want, though the more you use the longer the computation will take\n\n.. image:: ../images/GalHow_multiBamSummary.png\n\n.. image:: ../images/GalHow_plotCorrelation.png\n\n.. tip:: If you would like to do a similar analysis based on bigWig files, use the tool ``multiBigwigSummary`` instead.\n\n-----------------------------------------\n\nHow do I know whether my sample is GC biased? And if it is, how do I correct for it?\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\n* input: :ref:`BAM` file \n* use the tool :doc:`tools/computeGCBias` on that BAM file (default settings, just **make sure your reference genome and genome size are matching**)\n\n.. image:: ../images/GalHow_computeGCbias.png\n\n\n* have a look at the image that is produced and compare it to the examples :ref:`here `\n* if your sample shows an almost linear increase in exp/obs coverage (on the log scale of the lower plot), then you should consider correcting the GC bias - *if* you think that the biological interpretation of this data would otherwise be compromised (e.g. by comparing it to another sample that does not have an inherent GC bias)\n\n + the GC bias can be corrected with the tool :doc:`tools/correctGCBias` using the second output of the computeGCbias tool that you had to run anyway\n\n.. image:: ../images/GalHow_correctGCbias.png\n\n.. warning:: ``correctGCbias`` will add reads to otherwise depleted regions (typically GC-poor regions), that means that you should **not** remove duplicates in any downstream analyses based on the GC-corrected BAM file. We therefore recommend removing duplicates before doing the correction so that only those duplicate reads are kept that were produced by the GC correction procedure.\n\n-----------------------------------------\n\nHow do I get an input-normalized ChIP-seq coverage file?\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\n* input: you need two BAM files, one for the input and one for the ChIP-seq experiment\n* tool: :doc:`tools/bamCompare` with ChIP = treatment, input = control sample\n\n.. image:: ../images/GalHow_bamCompare.png\n\n\n-----------------------------------------\n\nHow can I compare the ChIP strength for different ChIP experiments?\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\n* tool: :doc:`tools/plotFingerprint`\n* input: as many BAM files of ChIP-seq samples as you'd like to compare (it is helpful to include the input control to see what a hopefully non-enriched sample looks like)\n\n.. image:: ../images/GalHow_plotFingerprint.png\n\n.. tip:: For more details on the interpretation of the plot, see :doc:`tools/plotFingerprint` or select the tool within the deepTools Galaxy and scroll down for more information.\n\n-----------------------------------------\n\nHeatmaps and summary plots\n---------------------------\n\nHow do I get a (clustered) heatmap of sequencing-depth-normalized read coverages around the transcription start site of all genes?\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\n* tools: :doc:`tools/computeMatrix`, then :doc:`tools/plotHeatmap`\n* inputs:\n * 1 :ref:`bigWig` file of normalized read coverages (e.g. the output of :doc:`tools/bamCoverage` or :doc:`tools/bamCompare`)\n * 1 :ref:`BED` or INTERVAL file of genes, e.g. obtained through Galaxy via \"Get Data\" --> \"UCSC main table browser\" --> group: \"Genes and Gene Predictions\" --> (e.g.) \"RefSeqGenes\" --> send to Galaxy (see screenshots below)\n\n.. image:: ../images/GalHow_clustHM01.png\n\n\n* use :doc:`tools/computeMatrix` with the bigWig file and the BED file\n* indicate ``reference-point`` (and whatever other option you would like to tune, see screenshot below)\n\n.. image:: ../images/GalHow_clustHM02.png\n\n* use the output from :doc:`tools/computeMatrix` with :doc:`tools/plotHeatmap`\n * if you would like to cluster the signals, choose ``k-means clustering`` (last option of \"advanced options\") with a reasonable number of clusters (usually between 2 to 7)\n\n.. image:: ../images/GalHow_clustHM03.png\n\n-------------------------------------------------------------------\n\nHow can I compare the average signal for X-specific and autosomal genes for 2 or more different sequencing experiments?\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nMake sure you're familiar with computeMatrix and plotProfile before using this protocol.\n\n* tools:\n * Filter data on any column using simple expressions\n * computeMatrix\n * plotProfile\n * (plotting the summary plots for multiple samples)\n\n* inputs:\n * several bigWig files (one for each sequencing experiment you would like to compare)\n * two BED files, one with X-chromosomal and one with autosomal genes\n\nHow to obtain a BED file for X chromosomal and autosomal genes each\n~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~\n\n1. download a full list of genes via \"Get Data\" --> \"UCSC main table browser\" --> group:\"Genes and Gene Predictions\" --> tracks: (e.g.) \"RefSeqGenes\" --> send to Galaxy\n\n2. filter the list twice using the tool **\"Filter data on any column using simple expressions\"** \n\n - first use the expression: c1==\"chrX\" to filter the list of all genes --> this will generate a list of X-linked genes\n - then re-run the filtering, now with c1!=\"chrX\", which will generate a list of genes that do not belong to chromosome X (!= indicates \"not matching\")\n\nCompute the average values for X and autosomal genes \n~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~\n\n* use :doc:`tools/computeMatrix` for all of the signal files (bigWig format) at once\n\n * supply both filtered BED files (click on \"Add new regions to plot\" once) and label them\n * indicate the corresponding signal files\n\n* now use :doc:`tools/plotProfile` on the resulting file\n\n * important: display the \"advanced output options\" and select \"save the data underlying the average profile\" --> this will generate a table in addition to the summary plot images\n\n.. image:: ../images/GalHow_profiles_XvsA02.png\n :target: ../images/GalHow_profiles_XvsA02.png\n"
},
{
"path": "docs/content/example_usage.rst",
"content": "Example usage\n=============\n\n.. contents:: \n :local:\n.. toctree::\n :maxdepth: 1\n\n example_step_by_step\n example_gallery\n\nHow we use deepTools for ChIP-seq analyses \n-------------------------------------------\n\n\nTo get a feeling for what deepTools can do, we'd like to give you a brief glimpse into how we typically use deepTools for ChIP-seq analyses. For more detailed exampes and descriptions of the tools, simply follow the respective links.\n\n.. note:: While some tools, such as :doc:`tools/plotFingerprint`, specifically address ChIP-seq-issues, the majority of tools is widely applicable to deep-sequencing data, including RNA-seq.\n\n.. image:: ../images/start_workflow.png\n\nAs shown in the flow chart above, our work usually begins with one or\nmore :ref:`FASTQ `\nfile(s) of deeply-sequenced samples. After preliminary quality control using\n`FASTQC `__,\nwe align the reads to the reference genome, e.g., using\n`bowtie2 `__.\nThe standard output of bowtie2 (and other mapping tools) is in the form of sorted and indexed :ref:`BAM` files\nthat provide the common input and starting point for all subsequent deepTools analyses. \nWe then use deepTools to assess the quality of the aligned reads:\n\n1. **Correlation between BAM files** (:doc:`tools/multiBamSummary` and :doc:`tools/plotCorrelation`).\n Together, these two modules perform a very basic test to see whether\n the sequenced and aligned reads meet your expectations. We use this\n check to assess reproducibility - either between replicates\n and/or between different experiments that might have used the same\n antibody or the same cell type, etc. For instance, replicates should\n correlate better than differently treated samples. \n \n .. tip:: You can also assess the correlation of :ref:`bigWig` files using :doc:`tools/multiBigwigSummary`.\n\n.. image:: ../images/test_plots/heatmap_SpearmanCorr_readCounts.png\n :width: 70%\n\n2. **Coverage check** (:doc:`tools/plotCoverage`). To see how many bp in the genome are actually covered by (a good number) of sequencing reads, we use :doc:`tools/plotCoverage` which generates two diagnostic plots that help us decide whether we need to sequence deeper or not. The option ``--ignoreDuplicates`` is particularly useful here!\n\n.. image:: ../images/test_plots/ExamplePlotCoverage.png\n :width: 70%\n \nFor paired-end samples, we often additionally check whether the fragment sizes are more or less what we would expected based on the library preparation. The module :doc:`tools/bamPEFragmentSize` can be used for that.\n \n.. image:: ../images/test_plots/fragmentSize.png\n :width: 60%\n\n3. **GC-bias check** (:doc:`tools/computeGCBias`). Many sequencing protocols\n require several rounds of PCR-based DNA amplification, which often introduces notable bias, due to many DNA polymerases preferentially amplifying GC-rich templates. Depending on the sample (preparation), the GC-bias can vary significantly and we routinely check its extent. When we need to compare files with different GC biases, we use the :doc:`tools/correctGCBias` module.\n See the paper by `Benjamini and Speed `__ for many insights into this problem.\n \n.. image:: ../images/test_plots/ExampleCorrectGCBias.png\n :width: 50%\n \n4. **Assessing the ChIP strength**. We do this quality control step to get a\n feeling for the signal-to-noise ratio in samples from ChIP-seq\n experiments. It is based on the insights published by `Diaz et\n al. `_\n\n.. image:: ../images/test_plots/fingerprints.png\n :width: 70%\n\nOnce we're satisfied with the basic quality checks, we normally **convert**\nthe large :ref:`BAM ` files into a leaner data format, typically\n:ref:`bigWig `.\nbigWig files have several advantages over BAM files, mainly stemming\nfrom their significantly decreased size:\n\n- useful for data sharing and storage\n- intuitive visualization in Genome Browsers (e.g.\n `IGV `__)\n- more efficient downstream analyses are possible\n\nThe deepTools modules :doc:`tools/bamCompare` and :doc:`tools/bamCoverage` not only allow for simple conversion of BAM to bigWig (or :ref:`bedGraph` for that matter), but also for normalization, such that different samples can be compared despite differences in their sequencing depth.\n\nFinally, once all the converted files have passed our visual inspections (e.g., using the `Integrative Genomics Viewer `_), the fun\nof downstream analysis with :doc:`tools/computeMatrix`, :doc:`tools/plotHeatmap` and :doc:`tools/plotProfile` can begin! \n"
},
{
"path": "docs/content/feature/blacklist.rst",
"content": "Blacklist Regions\n=================\n\nThere are many sources of bias in ChIPseq experiments. Among the most prevalent of these is signal arising from \"blacklist\" regions (see `Carroll et al. `__ and the references therein for historical context). Blacklisted regions show notably enriched signal across many ChIP experiment types (e.g., regardless of what is being IPed or the experimental conditions). Including these regions can lead not only to false-positive peaks, but can also throw off between-sample normalization. An example of this is found below:\n\n.. image:: ../../images/feature-blacklist0.png\n\nThe region on chromosome 9 starting around position 3 million marks the start of an annotated satellite repeat. As this region contains vastly more reads than expected, slight differences in enrichment here between samples can cause errors in between-sample scaling, thereby masking signal in non-repetitive regions. This can be seen in the IGV screenshot below, where the blacklisted region is just off the side of the screen.\n\n.. image:: ../../images/feature-blacklist1.png\n\nNote that the signal outside of the blacklisted region is slightly depressed due to the blacklisted region. Using the `--blackListFileName` option available throughout deepTools. The subtraction of these regions is accounted for in all normalizations.\n\n.. note:: Some programs, such as ``bamCoverage``, can use the number of reads in a file to estimate coverage for the purposes of normalization. Reads in blacklisted regions are subtracted for this purpose, but do note that the number of reads in blacklisted regions is computed by counting the number of reads fully contained within each region. Consequently, if you use regions that are overlapping, it's possible to double count the number of reads that will be blacklisted and thereby decrease the reliability of the normalization. As of version 2.5.5, deepTools will print a warning and quit if there are overlapping blacklist regions. It will also issue a warning if any of them are closer than 1kb, as this is unlikely to be biologically reasonable (in practice it will likely underestimate the number of reads and regions that actually SHOULD be blacklisted).\n"
},
{
"path": "docs/content/feature/effectiveGenomeSize.rst",
"content": "Effective Genome Size\n=====================\n\nA number of tools can accept an \"effective genome size\". This is defined as the length of the \"mappable\" genome. There are two common alternative ways to calculate this::\n\n 1. The number of non-N bases in the genome.\n 2. The number of regions (of some size) in the genome that are uniquely mappable (possibly given some maximal edit distance).\n\nOption 1 can be computed using ``faCount`` from `Kents tools `__. \nThe effective genome size for a number of genomes using this method is given below:\n\n\n+---------------+------------------+\n| Genome | Effective size |\n+===============+==================+\n|GRCh37 | 2864785220 |\n+---------------+------------------+\n|GRCh38 | 2913022398 |\n+---------------+------------------+\n|T2T/CHM13CAT_v2| 3117292070 |\n+---------------+------------------+\n|GRCm37 | 2620345972 |\n+---------------+------------------+\n|GRCm38 | 2652783500 |\n+---------------+------------------+\n|GRCm39 | 2654621783 |\n+---------------+------------------+\n|dm3 | 162367812 |\n+---------------+------------------+\n|dm6 | 142573017 |\n+---------------+------------------+\n|GRCz10 | 1369631918 |\n+---------------+------------------+\n|GRCz11 | 1368780147 |\n+---------------+------------------+\n|WBcel235 | 100286401 |\n+---------------+------------------+\n|TAIR10 | 119482012 |\n+---------------+------------------+\n\n\n\nThese values only appropriate if multimapping reads are included. If they are excluded (or there's any MAPQ filter applied), \nthen values derived from option 2 are more appropriate. \nThese are then based on the read length. \nWe can approximate these values for various read lengths using the `khmer program `__ program and ``unique-kmers.py`` in particular.\nA table of effective genome sizes given a read length using this method is provided below:\n\n+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+\n|Read length | GRCh37 | GRCh38 | T2T/CHM13CAT_v2 | GRCm37 | GRCm38 | GRCm39 | dm3 | dm6 | GRCz10 | GRCz11 | WBcel235 | TAIR10 |\n+=================+=================+=================+=================+=================+=================+=================+=================+=================+=================+=================+=================+=================+\n|50 | 2685511454 | 2701495711 | 2725240337 | 2304947876 | 2308125299 | 2309746861 | 130428510 | 125464678 | 1195445541 | 1197575653 | 95159402 | 114339094 |\n+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+\n|75 | 2736124898 | 2747877702 | 2786136059 | 2404646149 | 2407883243 | 2410055689 | 135004387 | 127324557 | 1251132611 | 1250812288 | 96945370 | 115317469 |\n+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+\n|100 | 2776919708 | 2805636231 | 2814334875 | 2462480910 | 2467481008 | 2468088461 | 139647132 | 129789773 | 1280188944 | 1280354977 | 98259898 | 118459858 |\n+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+\n|150 | 2827436883 | 2862010428 | 2931551487 | 2489384085 | 2494787038 | 2495461690 | 144307658 | 129940985 | 1312207019 | 1311832909 | 98721103 | 118504138 |\n+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+\n|200 | 2855463800 | 2887553103 | 2936403235 | 2513019076 | 2520868989 | 2521902382 | 148523810 | 132508963 | 1321355041 | 1322366338 | 98672558 | 117723393 |\n+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+\n|250 | 2855044784 | 2898802627 | 2960856300 | 2528988583 | 2538590322 | 2538633971 | 151901455 | 132900923 | 1339205109 | 1342093482 | 101271756 | 119585546 |\n+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+\n"
},
{
"path": "docs/content/feature/metagene.rst",
"content": "Metagene analyses\n=================\n\nBy default, `computeMatrix` uses the signal over entire contiguous regions (e.g., transcripts) for computing its output. While this is typically quite useful, in case such as RNAseq the results are less than ideal. Take, for example, the gene model and coverage profile below:\n\n.. image:: ../../images/feature-metagene0.png\n\nIf clustering were done using such blocky coverage then the results would be biased by the number of exons and their positions. Instead, it's normally desired to ignore intronic regions and instead use only the signal in exons (denoted by blocks in the gene model). This can be accomlished by using the `--metagene` option in `computeMatrix` and supplying a BED12 or GTF file as a set of regions:\n\n.. image:: ../../images/feature-metagene1.png\n\nNote that for GTF files the regions used to define exons can be easily modified. For example, for RiboSeq samples it's preferable to use annotated coding regions, so specifying `--exonID CDS`. Likewise, entire genes can be used rather than transcripts by specifying `--transcriptID gene --transcript_id_designator gene_id`.\n"
},
{
"path": "docs/content/feature/plotFingerprint_QC_metrics.rst",
"content": "plotFingerprint QC metrics\n==========================\n\nAs of version 2.4.0, plotFingerprint can optionally output a number of metrics useful for assisting the interpretation of fingerprint plots. A number of these metrics require a matched input sample, which can be specified by ``--JSDsample``.\n\nSequencing-depth dependence\n---------------------------\n\nAn important caveat with all of the QC metrics, except \"Synthetic JS distance\", is that sequencing depth plays a roll in the background assumption of what a good value is. This is visually demonstrated below, where the various curves represent what a perfectly behaved input sample should look like with a variety of average sequencing depths (\"lambda\").\n\n.. image:: ../../images/plotFingerprintQC2.png\n\nThis plot is equivalent to those generated by ``plotFingerprint``, with the axes labeled differently. Note that with low coverage, the background expectation is less a diagonal line from the lower-left to the upper-right and more of a convex curve or, at very low coverage, a straight line with a given X-intercept. For this reason, a number of \"Synthetic\" metrics are produced for each sample. These represent the metrics for artificial plotFingerprint results like those above. These are useful for putting the results you observe for your samples into perspective. For example, your elbow point of 0.95 for a ChIP sample might not be so impressive if, because of low sequencing depth, an input sample would be expected to have an elbow point of 0.85.\n\nThe metrics\n-----------\n\n.. note:: There are many QC metrics, of which we find the \"JS distance\" the most useful!\n\n- AUC: The \"area under the curve\", with a maximum value of 0.5. Lower values generally indicate higher and more focal enrichment.\n\n.. image:: ../../images/plotFingerprintQC1.png\n\n- Synthetic AUC: The expected area under the curve of a perfectly behaved input sample having the same mean sequencing depth of a given sample. This is useful to put the observed AUC into perspective.\n- X-intercept: The point (on the X-axis) at which the curve is not 0. This is approximately the percentage of the genome that was not sequenced in a particular sample. Ideally, this value will be near 0. In practice, however, this can be quite high, due to things like low sequencing depth (see above) or extremely high enrichment resulting in peaks sponging up all of the available reads.\n- Synthetic X-intercept: The expected X-intercept of a perfectly behaved input sample having the same mean sequencing depth of a given sample. This is useful to put the observed X-intercept into perspective.\n- Elbow Point: The elbow point attempts to measure the position at which the line turns upward. In practice, this is the point at which the plotted line is furthest from the line from the lower-left to the upper-right corner of the graph (equivalent to a perfect input sample with infinite coverage). The point returned is the position on the X-axis of this elbow point and higher values indicate more enrichment.\n- Synthetic Elbow Point: The expected elbow point of a perfectly behaved input sample having the same mean sequencing depth of a given sample. This is useful to put the observed elbow point into perspective.\n- JS distance: This is the Jensen-Shannon distance between a given sample and that specified by ``--JSDsample`` and is based on work from Sitanshu Gakkhar. The Jensen-Shannon divergence is defined as follows:\n\n.. math::\n \\begin{align}\n JSD(P \\parallel Q) = \\frac{1}{2} D_{KL}(P \\parallel M) + \\frac{1}{2} D_{KL}(Q \\parallel M) \\\\\n M = \\frac{1}{2} (P + Q) \\\\\n D_{KL}({X} \\parallel {Y}) = \\sum_{i} X_i log\\Big(\\frac{X_i}{Y_i}\\Big)\n \\end{align}\n\nHere, ``D`` is the Kullback-Leibler divergence. ``P`` and ``Q`` are the probability mass functions underlying the lines in the plots. The JS distance is the square root of the JS divergence shown above. Higher values indicate greater difference between the two curves, with minimum and maximum values of 0 and 1, respectively.\n\n- Synthetic JS distance: As shown above, the expected distribution of a perfect input sample is dependent on its sequencing depth, meaning that if a sample and its matched control have very different depths then the JS distance between them is misleading. Consequently, rather than displaying the JS distance between two samples, this metric shows the JS distance between a given sample and a perfect input sample with the same coverage depth (i.e., the plot generated from the Poisson probability mass function with lambda equal to the mean coverage in the sample). Ideally, this metric and that above will be very similar, but may not be if sequencing depth is very different (in which case, this metric is likely more reliable). Note also that this metric is printed even for the sample indicated by the ``--JSDsample`` option, which is useful to assess the level of bias present in the input sample, which should ideally have coverage with a Poisson distribution.\n- % genome enriched: This is a metric originating from the `CHANCE `__ tool. This is computed by first finding the elbow point (essentially as described above), and then computing 1 minus that. This then represents the approximate percentage of the genome enriched in signal (e.g., bound by a transcription factor or having a certain histone modification).\n- diff. enrichment: The differential enrichment between a given sample and that indicated by ``--JSDsample`` at the elbow point. This is also a metric introduced by the CHANCE tool. Higher percentages are generally better.\n- CHANCE divergence: The divergence metric introduced by the CHANCE tools (and seemingly undocumented). In many ways, this is similar to the JS distance metric. The computation starts with the values at the elbow point of a given sample (``P``) and the sample given by ``--JSDsample`` (``Q``). Given ``P`` and ``Q``, the \"CHANCE divergence\" is calculated as follows:\n\n.. math::\n \\begin{align}\n CHANCE divergence = \\sqrt{\\frac{1}{2} (binRelEntropy(P, M) + binRelEntropy(Q, M))} \\\\\n M = \\frac{1}{2} (P + Q) \\\\\n binRelEntropy(X, Y) = X log_2 \\Big(\\frac{X}{Y}\\Big) + (1 - X) log_2 \\Big(\\frac{1 - X}{1 - Y} \\Big)\n \\end{align}\n\n\nThe ``binRelEntropy`` function is similar to a mixture of binary entropy and Kullback-Leibler divergence. Note that if ``X`` is 0, the ``X * log2(X/Y)`` is 0. Similarly, if ``X`` is 1, then ``(1 - X) * log2((1 - X) / (1 - Y))`` is 0.\n"
},
{
"path": "docs/content/feature/plotly.rst",
"content": "Plotly\n======\n\n`Plotly `__ is a tool for interactive visualization of datasets that deepTools has supported since version 2.6. The output of this \"image format\" is a web page that you can load in your browser of choice. Generally the resulting webpages will look essentially like the default images, but you can do things such as mouse-over an area to get the sample label or value and zoom in/pan around images. These web pages can grow to be **very** large, particularly for `plotHeatmap`. Further, not all deepTools options will be supported. In particular, in `plotHeatmap`, only a single colorbar is supported. These limitations are due to limitations in plotly itself and may be removed as plotly itself matures.\n\nNote that plotly output is saved locally and remote servers are not used. This is due to most users likely wishing to keep their data private. If you would like to edit the resulting pages and export them to plot.ly then click on the link in the bottom-right corner of the plotly output.\n"
},
{
"path": "docs/content/feature/read_extension.rst",
"content": "Read extension\n==============\n\nIn the majority of NGS experiment, DNA (or RNA) is fragmented into small stretches and only the ends of these fragments sequenced. For many applications, it's desirable to quantify coverage of the entire original fragments over the genome. Consequently, there is an `--extendReads` option present throughout deepTools. This works as follows:\n\nPaired-end reads\n----------------\n\n 1. Regions of the genome are sampled to determine the median fragment/read length.\n 2. The genome is subdivided into disjoint regions. Each of these regions comprises one or more bins of some desired size (specified by `-bs`).\n 3. For each region, all alignments overlapping it are gathered. In addition, all alignments within 2000 bases are gathered, as 2000 bases is the maximum allowed fragment size.\n 4. The resulting collection of alignments are all extended according to their fragment length, which for paired-end reads is indicated in BAM files.\n\n - For singletons, the expected fragment length from step 1 is used.\n\n 5. For each of the extended reads, the count in each bin that it overlaps is incremented.\n\nSingle-end reads\n----------------\n\n 1. An extension length, L, is specified.\n 2. The genome is subdivided into disjoint regions. Each of these regions comprises one or more bins of some desired size (specified by `-bs`).\n 3. For each region, all alignments overlapping it are gathered. In addition, all alignments within 2000 bases are gathered, as 2000 bases is the maximum allowed fragment size.\n 4. The resulting collection of alignments are all extended to length L.\n 5. For each of the extended reads, the count in each bin that it overlaps is incremented.\n\nBlacklisted regions\n-------------------\n\nThe question likely arises as to how alignments originating inside of blacklisted regions are handled. In short, any alignment contained completely within a blacklisted region is ignored, regardless of whether it would extend into a non-blacklisted region or not. Alignments only partially overlapping blacklisted regions are treated as normal, as are pairs of reads that span over a blacklisted region. This is primarily for the sake of performance, as otherwise each extended read would need to be checked to see if it overlaps a blacklisted region.\n"
},
{
"path": "docs/content/feature/read_offsets.rst",
"content": "Offsetting signal to a given position\n=====================================\n\nA growing number of experiment types need to be analyzed by focusing the signal from each alignment at a single point. As an example, RiboSeq alignments tend to be offset such that the signal pause is centered around the translation start site, an offset of around 12. Alternatively, in GROseq experiments, the pause around the TSS becomes centered by using the 1st base of each read. This can be accomplished within `bamCoverage` using the `--Offset` option. A visual example is below:\n\n.. image:: ../../images/feature-offset0.png\n\nThe alignments shown above overlap a transcript, denoted as a blue box, which in this case represents only the coding sequence. If the alignments are from a RiboSeq experiment then the signal from each alignment should be set at the ~12th base of each alignment. The section on the right denotes the resulting signal intensity, with the expected large peak at the translation start site.\n"
},
{
"path": "docs/content/feature/unscaled_regions.rst",
"content": "Unscaled regions\n================\n\nSome experiments aim to quantify the distribution of pausing of factors, such as PolII, throughout gene or transcript bodies. PolII and many other factors, show pausing (i.e., accumulation of signal) near the start/end of transcripts. As scaling is normally performed to make all regions the same length, the breadth of the paused region could be scaled differently in each transcript. This would, in turn, cause biases during clustering or other analyses. In such cases, the `--unscaled5prime` and `--unscaled3prime` options in `computeMatrix` can be used. These will prevent regions at one or both end of transcripts (or other regions) to not be excluded from scaling, thereby allowing raw signal profiles to be compared across transcripts. An example of this from `Ferrari et al. 2013 `__ is shown below:\n\n.. image:: ../../images/feature-unscaled0.png\n\n"
},
{
"path": "docs/content/help_faq.rst",
"content": "General FAQ\n===========\n\n.. tip:: For support or questions please post to `Biostars `__. For bug reports and feature requests please open an issue ``__.\n\n.. Note:: We also have a :doc:`help_faq_galaxy` with questions that are more specific to Galaxy rather than deepTools usage.\n\n.. contents:: \n :local:\n\n \n--------------------------------------------------\n\nHow does deepTools handle data from paired-end sequencing?\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\nGenerally, all the modules working on :ref:`BAM` files (``multiBamSummary``, ``bamCoverage``, ``bamCompare``, ``plotFingerprint``, ``computeGCBias``) automatically recognize paired-end sequencing data and will use the fragment size based on the distance between read pairs.\nYou can by-pass the typical fragment handling on mate pairs with the option ``--doNotExtendPairedEnds`` (can be found under \"advanced options\" in Galaxy).\n\n--------------------------------------------------\n\nHow can I test a tool with little computation time? \n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\nWhen you're playing around with the tools to see what kinds of results they will produce, you can limit the operation to one chromosome or a specific region to save time. In Galaxy, you will find this under \"advanced output options\" --> \"Region of the genome to limit the operation to\". The command line option is called ``--region (CHR:START:END)``.\n\nThe following tools currently have this option:\n\n* :doc:`tools/multiBamSummary`\n* :doc:`tools/plotFingerprint`\n* :doc:`tools/computeGCBias`, :doc:`tools/correctGCBias`\n* :doc:`tools/bamCoverage`, :doc:`tools/bamCompare`\n\nIt works as follows: first, the *entire* genome represented in the :ref:`BAM ` file will be regarded and sampled, *then* all the regions or sampled bins that do not overlap the region indicated by the user will be discarded.\n\n.. note:: You can limit the operation to only **one** chromosome (or **one** specific locus on a chromosome) at a time. If you would like to limit the operation to more than one region, see the answer to the next question.\n\n-------------------------------------------------------\n\nCan I specify more than one chromosome in the ``--regions`` option?\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nThe short answer is: no.\n\nSeveral programs allow specifying a specific regions. \nFor these, the input must be in the format of ``chr:start:end``, for example \"chr10\" or \"chr10:456700:891000\".\n\nFor these programs, it is **not possible** to indicate more than one region, e.g. chr10, chr11 - **this will not work**! Here are some ideas for workarounds if you none-the-less need to do this:\n\nGeneral workaround\n~~~~~~~~~~~~~~~~~~\n\nSince all the tools that have the ``--region`` option work on :ref:`BAM` files, you could *filter your reads* prior to running the program, e.g. using ``intersectBed`` with ``--abam`` or ``samtools view``. Then use the resulting (smaller) BAM file with the deepTools program of your choice.\n\n.. code:: \n\n $ samtools view -b -L regionsOfInterest.bed Reads.bam > ReadsOverlappingWithRegionsOfInterest.bam\n\nor\n\n.. code::\n\n $ intersectBed -abam Reads.bam -b regionsOfInterest.bed > ReadsOverlappingWithRegionsOfInterest.bam\n\nBuild-in solutions\n~~~~~~~~~~~~~~~~~~~~\n\n``computeGCBias`` and ``multiBamSummary`` offer build-in solutions so that you do not need to resort to tools outside of deepTools.\n \n:doc:`tools/multiBamSummary` has two modes, ``bins`` and ``BED``.\n If you make use of the ``BED`` mode, you can supply a :ref:`BED` file of regions that you would like to limit the operation to. This will do the same thing as in the general workaround mentioned above.\n\n:doc:`tools/computeGCBias` has a ``--filterOut`` option.\n If you to create a BED file that contains all the regions you are **not** interested in, you can then supply this file to ``computeGCBias --filterOut Regions_to_be_ignored.bed`` and those regions will subsequently be ignored.\n\n------------------------------------------------\n\nWhen should I exclude regions from ``computeGCBias``?\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n.. note:: In general, we recommend to only correct for GC bias (using :doc:`tools/computeGCBias` followed by :doc:`tools/correctGCBias`) if the majority of the genome (e.g., for mouse and human genomes the region between 30-60%) is GC-biased *and* you want to compare this sample with another sample that is not GC-biased.\n\nSometimes, a certain GC bias is expected, for example for ChIP samples of H3K4Me3 in mammalian samples where GC-rich promoters are expected to be enriched. To not confound the GC bias caused by the library preparation with the inherent, expected GC-bias, we incorporated the possibility to supply a file of regions to ``computeGCBias`` that will be excluded from the GC bias calculation. This file should typically contain those regions that one expects to be significantly enriched. This allows the tool to focus on background regions.\n\n---------------------------------------------------\n\nWhen should I use ``bamCoverage`` or ``bamCompare``?\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nBoth tools produce :ref:`bigWig` files, i.e. they translate the read-centered information from a :ref:`BAM` file into scores for genomic regions of a fixed size. The only difference is the *number of BAM files* that the tools use as input: while :doc:`tools/bamCoverage` will only take one BAM file and produce a coverage file that is mostly normalized for sequencing depth, :doc:`tools/bamCompare` will take *two* :ref:`BAM` files that can be compared with each other using several mathematical operations.\n\n``bamCompare`` will always normalize for sequencing depth like ``bamCoverage``, but then it will perform additional calculations depending on what the user chose, for example:\n\n* ChIP vs. :ref:`input `\n obtain a :ref:`bigWig` file of log2ratios(ChIP/input)\n* treatment vs. control\n obtain a :ref:`bigWig` file of *differences* (treatment - control)\n* replicate 1 and replicate 2\n obtain a :ref:`bigWig` file where the values from two :ref:`BAM` files are summed up (replicate 1 + replicate 2) \n\n-----------------------------------------------------\n\nWhat should I pay attention to when dealing with RNA-seq data?\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nBy default, deepTools (**since version 2**) makes use of the information stored in the so-called CIGAR string of the alignment file (`SAM/BAM specification\n`_). The CIGAR tells precisely to which bases of the reference a read maps - and, accordingly, which bases are skipped in the case of reads that span introns. These so-called split reads are natively handled by all modules of deepTools 2.0.\n\n.. warning:: It is generally **not** recommended to activate the deepTools parameter ``--extendReads`` for RNA-seq data.\n\n This is because there is no verified information on the fragment alignment outside the actual read sequence. A simple extension of a read over uncovered parts would probably be wrong for a lot of fragments! Activating the read extension also **deactivates** the utilization of the CIGAR.\n\n---------------------------------------------------------------------------\n\nHow does computeMatrix handle overlapping genome regions?\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nIf the :ref:`bed` file supplied to :doc:`tools/computeMatrix` contains regions that overlap but they will just be taken as is. If you would like to prevent this, then clean the :ref:`BED` file before using ``computeMatrix``. There are several methods for modifying your BED file.\n\nLet's say your file looks like this::\n\n $ cat testBed.bed\n chr1\t10\t20\tregion1\n chr1\t7\t15\tregion2\n chr1\t18\t29\tregion3\n chr1\t35\t40\tregion4\n chr1\t10\t20\tregion1Duplicate\n \n\nGalaxy-based work around\n~~~~~~~~~~~~~~~~~~~~~~~~~~~\n\nTo eliminate entries with *identical* genome coordinates, first use the tool \"Count\" and then filter out all entries that are present more than once.\n\n.. image:: ../images/Gal_FAQ_filteringDuplicates.png\n\n\nCommand line-based work arounds\n~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~\n\n* if you just want to eliminate *identical* entries (here: region1 and region1Duplicate), use ``sort`` and ``uniq`` in the shell (note that the label of the identical regions is different - as ``uniq`` can only ignore fields at the beginning of a file, use ``rev`` to revert the sorted file, then ``uniq`` with ignoring the first field (which is now the name column) and then revert back::\n\n $ sort -k1,1 -k2,2n testBed.bed | rev | uniq -f1 | rev\n chr1\t10\t20\tregion1\n chr1\t7\t15\tregion2\n chr1\t18\t29\tregion3\n chr1\t35\t40\tregion4\n\n* if you would like to *merge all overlapping regions* into one big one, use the ``mergeBed`` from the BEDtools suite:\n\n * again, the BED file must be sorted first\n * ``-n`` and ``-nms`` tell ``mergeBed`` to output the number of overlapping regions and the names of them\n * in the resulting file, regions 1, 2 and 3 are merged\n ::\n\n $ sort -k1,1 -k2,2n testBed.bed | mergeBed -i stdin -n -nms \n chr1\t7\t29\tregion2;region1;region1Duplicate;region3\t4\n chr1\t35\t40\tregion4\t1\n\n* if you would like to *keep only regions that do not overlap* with any other region in the same BED file, use the same ``mergeBed`` routine but subsequently filter out those regions where several regions were merged.\n\n * the ``awk`` command will check the last field of each line (``$NF``) and will print the original line (``$0``) only if the last field contained a number smaller than 2\n ::\n\n $ sort -k1,1 -k2,2n testBed.bed | mergeBed -i stdin -n -nms | awk '$NF < 2 {print $0}'\n chr1\t35\t40\tregion4\t1\n\n-----------------------------------------------------------------------------\n\nWhy does the maximum value in the heatmap not equal the maximum value in the matrix?\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nAdditional processing, such as outlier removal, is done on the matrix prior to plotting the heatmap. We've found this beneficial in most cases. You can override this by manually setting ``--zMax`` and/or ```--zMin``, respectively.\n\n-----------------------------------------------------------------------------\n\nThe heatmap I generated looks very \"coarse\", I would like a much more fine-grained image. \n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\n* decrease the *bin size* when generating the matrix using :doc:`computeMatrix `\n\nIn Galaxy:\n * go to \"advanced options\" --> \"Length, in base pairs, of the non-overlapping :ref:`bin ` for averaging the score over the regions length\" --> define a smaller value, e.g. 50 or 25 bp\n * make sure that you used a sufficiently small :ref:`bin ` size when calculating the :ref:`bigWig` file, though (if generated with deepTools, you can check the option \"bin size\")\n\n-----------------------------------------------------------------------------\n\nHow can I change the automatic labels of the clusters in a k-means clustered heatmap?\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nEach cluster is treated exactly the same way as different groups of regions. Therefore, you can use the same option to define the labels of the final heatmap:\n\nIn Galaxy:\n plotHeatmap --> \"Advanced output options\" --> \"Labels for the regions plotted in the heatmap\".\n\nIf you indicated 2 clusters for k-means clustering, enter here: C1, C2, --> instead of the full default label (\"cluster 1\"), the heatmap will be labeled with the abbreviations.\n\n.. image:: ../images/Gal_FAQ_clusterLabeling.png\n\nIn the command line, use the ``--regionsLabel`` option to define the customized names for the regions.\n\n------------------------------------------------------------------------------\n\nHow can I manually specify several groups of regions (instead of clustering)?\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\nSimply specify multiple BED files (e.g., genes.bed, exons.bed and introns.bed). This works both in Galaxy and on the command line.\n\n------------------------------------------------------------------------------\n\nWhat do I have to pay attention to when working with a draft version of a genome?\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nIf your genome isn't included in our standard dataset then you'll need the following:\n\n1. **Effective genome size** - this is mostly needed for :doc:`bamCoverage ` and :doc:`bamCompare `, see :ref:`below ` for details\n2. **Reference genome sequence in 2bit format** - this is needed for :doc:`computeGCBias `, see :ref:`2bit <2bit>` for details\n\n.. _effgenomesize:\n\n-------------------------------------------------------------------------------\n\nHow can I use a temp directory other than /tmp?\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\nYou can set your `$TMPDIR` environmental variable to a different directory.\n\n-------------------------------------------------------------------------------\n\nHow do I calculate the effective genome size for an organism that's not in your list?\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\nAt the moment we do not provide a tool for this purpose, so you'll have to find a solution outside of deepTools for the time being.\n\nThe \"real\" effective genome size is the part of the genome that is *uniquely mappable*. This means that the value will depend on the genome properties (how many repetitive elements, quality of the assembly etc.) and the length of the sequenced reads as 100 million 36-bp-reads might cover less than 100 million 100-bp-reads.\n\nWe currently have these options for you:\n\n1. Use an :ref:`GEM `\n2. Use :ref:`faCount ` (only if you let reads be aligned non-uniquely, too!)\n3. Use :ref:`bamCoverage `\n4. Use :ref:`genomeCoverageBed `\n\n.. _GEM:\n\nUse ``GEM``\n~~~~~~~~~~~~~~~~~~~~~~\n\nThere is a tool that promises to calculate the mappability for any genome given the read length (k-mer length): `GEM-Mappability Calculator `_ . According to this reply `here `_, you can calculate the effective genome size after running this program by counting the numbers of \"!\" which stands for uniquely mappable regions. \n\n.. _faCount:\n\nUse ``faCount``\n~~~~~~~~~~~~~~~\n\nIf you are using ``bowtie2``, which reports *multimappers* (i.e., *non-uniquely* mapped reads) as a default setting, you can use **faCount from UCSC tools** to report the total number of bases as well as the number of bases that are missing from the genome assembly indicated by 'N'. The effective genome size would then be the total number of base pairs minus the total number of 'N'.\nHere's an example output of ``faCount`` on *D. melanogaster* genome version dm3::\n\n $ UCSCtools/faCount dm3.fa\n #seq\t\tlen\t\tA\tC\tG\t T\t N\t cpg\n chr2L\t\t23011544\t6699731\t4811687\t4815192\t 6684734 200\t 926264\n chr2LHet\t368872\t\t90881\t58504\t57899\t 90588\t 71000\t 10958\n chr2R\t\t21146708\t6007371\t4576037\t4574750\t 5988450 100\t 917644\n chr2RHet\t3288761\t\t828553\t537840\t 529242\t 826306\t 566820\t 99227\n chr3L\t\t24543557\t7113242\t5153576\t 5141498 7135141 100\t 995078\n chr3LHet\t2555491\t\t725986\t473888\t 479000\t 737434\t139183\t 89647\n chr3R\t\t27905053\t7979156\t5995211\t 5980227 7950459 0\t 1186894\n chr3RHet\t2517507\t\t678829\t447155\t 446597\t 691725\t 253201\t 84175\n chr4\t\t1351857\t\t430227\t238155\t 242039\t 441336\t 100\t 43274\n chrU\t\t10049037\t2511952\t1672330\t 1672987 2510979 1680789 335241\n chrUextra\t29004656\t7732998\t5109465\t 5084891 7614402 3462900 986216\n chrX\t\t22422827\t6409325\t4742952\t 4748415 6432035 90100\t 959534\n chrXHet\t\t204112\t\t61961\t40017\t 41813\t 60321\t0\t 754\n chrYHet\t\t347038\t\t74566\t45769\t 47582\t 74889\t104232\t 8441\n chrM\t\t19517\t\t8152\t2003\t 1479\t 7883\t0\t 132\n total\t\t168736537\t47352930 33904589 33863611 47246682 6368725 6650479\n\nIn this example:\nTotal no. bp = 168,736,537\nTotal no. 'N' = 6,368,725\n\n.. warning:: This method only works if multimappers are randomly assigned to their possible locations (in such cases the effective genome size is simply the number of non-N bases).\n\n.. _mapp_bamCov:\n\nUse ``bamCoverage``\n~~~~~~~~~~~~~~~~~~~~\n\nIf you have a sample where you expect the genome to be covered completely, e.g. from genome sequencing, a very trivial solution is to use :doc:`tools/bamCoverage` with a bin size of 1 bp and the ``--outFileFormat`` option set to 'bedgraph'. You can then count the number of non-Zero bins (bases) which will indicate the mappable genome size for this specific sample.\n\n.. _mapp_genomeCov:\n\nUse ``genomeCoverageBed``\n~~~~~~~~~~~~~~~~~~~~~~~~~~~~\n\n``genomeCoverageBed`` from the BEDtools suite can be used to calculate the number of bases in the genome for which 0 overlapping reads can be found.\nAs described on the `BEDtools website `__ (go to genomeCov description), you need:\n\n* a file with the chromosome sizes of your sample's organism\n* a position-sorted BAM file\n\n.. code::\n\n $ bedtools genomecov -ibam sortedBAMfile.bam -g genome.size\n\n---------------------------------------------------------------------------\n\nWhere can I download the 2bit genome files required for ``computeGCBias``?\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nThe 2bit files of most genomes can be found `here `__.\nSearch for the .2bit ending. Otherwise, **fasta files can be converted to 2bit** using the UCSC program\nfaToTwoBit (available for different platforms from `UCSC here `__).\n\n\n"
},
{
"path": "docs/content/help_faq_galaxy.rst",
"content": "Galaxy-related FAQ\n===================\n\n.. contents:: \n :local:\n\nI've reached my quota - what can I do to save some space?\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n1. make sure that all the data sets you deleted are **permanently** eliminated from our disks: go to the history option button and select \"Purge deleted data sets\", then hit the \"refresh\" button on top of your history panel\n2. download all data sets for which you've completed the analysis, then remove the data sets (click on the \"x\" and then **make sure they're purged** (see above)).\n\n----------------------------------------------------------------------\n\nCopying from one history to another doesn't work for me - the data set simply doesn't show up in the target history!\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nOnce you've copied a data set from one history to another, check two things:\n * do you see the destination history in your history panel, i.e. does the title of the current history panel match the name of the destination history you selected in the main frame?\n * hit the refresh button\n\n.. image:: ../images/Gal_historyReload.png\n\n----------------------------------------------------------------------\n\nHow can I use a published workflow?\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nYou **must register** if you want to use the workflows within `deepTools Galaxy `__. (\"User\" --> \"Register\" - all you have to supply is an email address). Make sure to read the Terms of Use, though!\n\nYou can find workflows that are public or specifically shared with you by another user via \"Shared Data\" --> \"Published Workflows\". Click on the triangle next to the workflow you're interested in and select \"import\".\n\n.. image:: ../images/GalHow_wf01.png\n\n\nA green box should appear, there you select \"start using this workflow\", which should lead you to your own workflow menu (that you can always access via the top menu \"Workflow\"). Here, you should now see a workflow labeled \"imported: ....\". If you want to use the workflow right away, click on the triangle and select \"Run\". The workflow should now be available within the Galaxy main data frame and should be waiting for your input.\n\n.. image:: ../images/GalHow_wf02.png\n\n----------------------------------------------------------------------\n\nI would like to use one of your workflows - not in the deepTools Galaxy, but in the local Galaxy instance provided by my institute. Is that possible?\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nYes, it is possible. The only requirement is that your local Galaxy has a recent installation of deepTools.\n\nGo to the workflows, click on the ones you're interested in and go to \"Download\". This will save the workflows into .ga files on your computer. Now go to your local Galaxy installation and login. Go to the workflow menu and select \"import workflow\" (top right hand corner of the page). Click on \"Browse\" and select the saved workflow. If you have the same tool versions installed in your local Galaxy, these workflows should work right away.\n\n----------------------------------------------------------------------\n\n``plotProfile`` says that one option will only work if \"computeMatrix was run with --missingDataAsZero\". How can I find out whether I ran ``computeMatrix`` that way?\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nGalaxy keeps track of everything you do. To see which options you chose to generate a specific data set, simply click on the \"info\" button.\n\n.. image:: ../images/Gal_FAQ_info.png\n\n----------------------------------------------------------------------\n\nHow can I have a look at the continuous read coverages from bigWig files? Which genome browser do you recommend?\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nThere are 2 popular genome browsers for visualizing continuous data: `UCSC `__ and `IGV `__.\n\nIGV (recommended)\n~~~~~~~~~~~~~~~~~~~\n\nWe recommend downloading `IGV `__, which is free for academic use. IGV itself needs an up-to-date Java installation and a considerable amount of RAM. It's usage is rather intuitive and the display can be easily customized. In addition, you can download genome-wide annotation data that can be displayed together with your own data.\n\nTo display data in IGV, do the following:\n\n1. Go to http://www.broadinstitute.org/igv/, register and download IGV\n2. Unpack the IGV archive and change to the extracted IGV folder\n3. Use the ``igv.bat`` (Windows), ``igv.sh`` (Linux) or ``igv.command`` (OSX) to start IGV (for more information please read the included ``readme.txt`` file or the IGV documentation).\n4. Choose the genome version of the file(s) you would like to visualize (e.g. dm3) **THIS IS THE MOST IMPORTANT STEP!** IGV will not detect the genome version automatically, i.e. if you select mm9 but your file is based on human data, it will still be displayed without an error message (but with the wrong positions, obviously!)\n5. Go to your deepTools Galaxy server (http://deeptools.ie-freiburg.mpg.de/) and navigate to your data set of choice\n6. Click on your data set so that you see its details like in the screenshot below (**Keep in mind that not all datasets can be visualized in IGV or UCSC.** We recommend to use :ref:`bigwig` or :ref:`bed` files for visualization.)\n\n.. image:: ../images/Gal_FAQ_IGV_dataset.png\n\nNow click on **\"display with IGV local\"** to visualize your data set in IGV that should already be running on your computer.\n\n.. Note:: \"display with IGV Web current\" can be used if you do not have an installed IGV. It will start an IGV web start version. **We do *not* recommend that option**.\n\nHere's a screenshot of a typical bigWig file display:\n\n.. image:: ../images/Gal_FAQ_IGV.png\n\n\nFor more information, check out the `IGV documentation `__.\n\n\nUCSC\n~~~~~~~~\n\nThere is a direct link from within deepTools Galaxy to stream a data set to UCSC. You can find it in the data set tiles: \"display at UCSC\", like here:\n\n.. image:: ../images/Gal_FAQ_UCSC_dataset.png\n\n\nClick on \"main\" and the UCSC browser should open within a new window, displaying the data set that you chose.\nThe default setting for bigWig files is the \"dense\" display that looks like a heatmap.\n\n.. image:: ../images/Gal_FAQ_UCSC01.png\n\n\nIf you would like to display the continuous profile in a \"valley-mountain\" fashion like the one shown in the IGV screenshot, go to the drop-down menu underneath your custom track and choose \"full\".\n\nUCSC has large amounts of public data that you can display which you can find by scrolling down the page, beyond your custom track entry. For more information on how to use the UCSC Genome Browser, go `here `__.\n\n**Known issues with UCSC**\n\n* **chromosome naming**: UCSC expects chromosome names to be indicated in the format \"chr\"Number, e.g. chr1. If you mapped your reads to a non-UCSC-standard genome, chances are that chromosomes are labeled just with their number. bigWig files generated from these BAM files will not be recognized by UCSC, i.e. you will see the data set name, but no signal.\n* **no upload of bigWig files from your hard drive**: to minimize the computational strains, UCSC relies on streaming bigWig files (i.e. there's no need to load the entire file at once, the browser will always just load the data for the specific region a user is looking at).\n\n----------------------------------------------------------------------\n\nWhat's the best way to integrate the deepTools results with other downstream analyses (outside of Galaxy)?\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nYou can **save all the data tables** underlying every image produced by deepTools, i.e. if you would like to plot the average profiles in a different way, you could download the corresponding data (after ticking the relevant option under \"advanced output options\") and import them into R, Excel, GraphPadPrism etc.\n\nThe descriptions of the tools within Galaxy will also contain details on how to save the data and what sort of format to expect.\n\n----------------------------------------------------------------------\n\nHow can I determine basic parameters of a BAM file, such as the number of reads, read length, duplication rate and average DNA fragment length?\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nIf you downloaded the :ref:`BAM` file from a public repository, chances are that those characteristics are in fact noted there.\n\nIf that's not the case, we recommend to have a look at the tool `FastQC `_, which will return all of the above points (except the fragment size).\nThe fragment size distribution can be obtained using the deepTools' :doc:`tools/bamPEFragmentSize` (since deepTools 2.0).\n\n"
},
{
"path": "docs/content/help_galaxy_dataup.rst",
"content": "Data import into Galaxy\n-------------------------\n\nThere are three main ways to populate your Galaxy history with data\nfiles plus an additional one for sharing data within Galaxy.\n\n.. contents:: \n :local:\n\n\nUpload files from your computer\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nThe data upload of files **smaller than 2 GB** that lie on your computer is fairly straight-forward: click on the category \"Get data\" and choose the tool \"Upload file\".\nThen select the file via the \"Browse\" button.\n\n.. image:: ../images/Gal_DataUpload.png\n\nFor files **greater than 2GB**, there's the option to upload via an FTP server. If your data is available via an URL that links to an FTP server, you can simply\npaste the URL in the empty text box.\n\nIf you do not have access to an FTP server, you can directly upload to\nour Galaxy's FTP.\n\n1. Register with deeptools.ie-freiburg.mpg.de (via “User” ⟶ “register”; registration requires an email address and is free of charge)\n2. You will also need an FTP client, e.g. `filezilla `__.\n3. Then login to the **FTP client** using your **deepTools Galaxy user name and password** (host: deeptools.ie-freiburg.mpg.de). Down below you see a screenshot of what that looks like with filezilla.\n4. Copy the file you wish to upload to the remote site (in filezilla, you can simply drag the file to the window on the right hand side)\n5. Go back to `deepTools Galaxy `__.\n6. Click on the tool \"Upload file\" (⟶ \"Files uploaded via FTP\") - here, the files you just copied over via filezilla should appear. Select the files you want and hit “execute”. They will be moved from the FTP server to your history (i.e. they will be deleted from the FTP once the upload was successful).\n\n.. image:: ../images/Gal_filezilla.png\n\nImport data sets from the Galaxy data library\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nIf you would like to play around with sample data, you can import files\nthat we have saved within the general data storage of the deepTools\nGalaxy server. Everyone can import them into his or her own history,\nthey will not contribute to the user's disk quota.\n\nYou can reach the data library via \"Shared Data\" in the top menu, then\nselect \"Data Libraries\".\n\nWithin the Data Library you will find a folder called \"Sample Data\" that\ncontains data that we downloaded from the `Roadmap\nproject `__ and\n`UCSC `__ \nMore precisely, we donwloaded the [FASTQ][] files of various ChIP-seq samples and the corresponding input and mapped the reads to the human reference genome (version hg19) to obtain the [BAM][] files you see.\nIn addition, you will find bigWig files created using ``bamCoverage`` and some annotation files in BED format as well as RNA-seq data.\n\n.. note:: To keep the file size smallish, all files contain data for chromosome 19 and chromosome X only!\n\n.. image:: ../images/Gal_DataLib.png\n\nDownload annotation files from public data bases\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nIn many cases you will want to query your sequencing data results for\nknown genome annotation, such as genes, exons, transcription start sites\netc. These information can be obtained via the two main sources of\ngenome annotation, `UCSC `__ and `BioMart `__.\n\n.. warning:: UCSC and BioMart cater to different ways of genome annotation, i.e. genes defined in UCSC might not correspond to the same regions in a gene file downloaded from BioMart. (For a brief overview over the issues of genome annotation, you can check out `Wikipedia `_, if you always wanted to know much more about those issues, `this `_ might be a good start.)\n\nYou can access the data stored at UCSC or BioMart conveniently through our Galaxy instance which will import the resulting files into your history. Just go to **\"Get data\"** ⟶ \"UCSC\" or \"BioMart\".\n\nThe majority of annotation files will probably be in [BED][] format, however, you can also find other data sets.\nUCSC, for example, offers a wide range of data that you can browse via the \"group\" and \"track\" menus (for example, you could download the GC content of the genome as a signal file from UCSC via the \"group\" menu (\"Mapping and Sequencing Tracks\").\n\n.. warning:: The download through this interface is limited to 100,000 lines per file which might not be sufficient for some mammalian data sets.\n\nHere's a screenshot from downloading a BED-file of all RefSeq genes defined for the human genome (version hg19):\n\n.. image:: ../images/Gal_UCSC.png\n\nAnd here's how you would do it for the BioMart approach:\n\n.. image:: ../images/Gal_biomart.png\n\n.. tip:: Per default, **BioMart will not output a BED file** like UCSC does. It is therefore important that you make sure you get all the information you need (most likely: chromosome, gene start, gene end, ID, strand) via the \"Attributes\" section. You can click on the \"Results\" button at any time to check the format of the table that will be sent to Galaxy (Note that the strand information will be decoded as 1 for \"forward\" or \"plus\" strand and -1 for \"reverse\" or \"minus\" strand).\n\n.. warning:: Be aware, that BED files from UCSC will have chromosomes labelled with “chr” while ENSEMBL usually returns just the number – this might lead to incompatibilities, i.e. when working with annotations from UCSC and ENSEMBL, you need to make sure to use the same naming!\n\nCopy data sets between histories\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n \nIf you have registered with deepTools Galaxy you can have more than one history.\n\nIn order to minimize the disk space you're occupying we strongly suggest to **copy** data sets between histories when you're using the same data set in different histories.\n\n.. note:: Copying data sets is only possible for registered users.\n\n.. image:: ../images/Gal_copy.png\n\nCopying can easily be done via the History panel's ``option`` button ⟶ \"Copy dataset\". In the main frame, you should now be able to select the history you would like to copy from on the left hand side and the target history on the right hand side.\n\n**More help**\n\n.. hint:: If you encounter a failing data set (marked in red), please **send a bug report** via the Galaxy bug report button and we will get in touch if you indicate your email address.\n\n+--------------------------------------------------------------------------------+-----------------------------------------------------------------+\n| `http://wiki.galaxyproject.org/Learn `__ | Help for Galaxy usage in general |\n+--------------------------------------------------------------------------------+-----------------------------------------------------------------+\n| `deepTools Galaxy FAQs `__ | Frequently encountered issues with our specific Galaxy instance |\n+--------------------------------------------------------------------------------+-----------------------------------------------------------------+\n| `Biostars `__ | For issues not addressed in the FAQs |\n+--------------------------------------------------------------------------------+-----------------------------------------------------------------+\n"
},
{
"path": "docs/content/help_galaxy_deeptools.rst",
"content": "Which tools can I find in the deepTools Galaxy?\n-----------------------------------------------\n\nAs mentioned before, each Galaxy installation can be tuned to the\nindividual interests.\nOur goal is to provide a Galaxy that enables you to **quality check, process and normalize and subsequently visualize your data obtained by high-throughput DNA sequencing**.\n\n.. tip:: If you do not know the difference between a BAM and a BED file, that's fine. You can read up on them in our :doc:`help_glossary`.\n\n.. tip:: For more specific help, check our :doc:`help_faq_galaxy` and the :doc:`example_step_by_step`.\n\nWe provide the following kinds of tools:\n\n.. contents:: \n :local:\n\ndeepTools\n^^^^^^^^^^\n\nThe most important category is called **\"deepTools\"** that contains all the main tools we have developed.\n\nTools for BAM and bigWig file processing\n~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~\n\n+------------------------+--------------------------------------------------------------------------------+\n| ``multiBamSummary`` | get read counts for the binned genome or user-specified regions |\n+------------------------+--------------------------------------------------------------------------------+\n| ``multiBigwigSummary`` | calculate score summaries for the binned genome or user-specified regions |\n+------------------------+--------------------------------------------------------------------------------+\n| ``correctGCBias`` | obtain a BAM file with reads distributed according to the genome's GC content |\n+------------------------+--------------------------------------------------------------------------------+\n| ``bamCoverage`` | obtain the normalized read coverage of a single BAM file |\n+------------------------+--------------------------------------------------------------------------------+\n| ``bamCompare`` | normalize 2 BAM files to each other (e.g. log2ratio, difference) |\n+------------------------+--------------------------------------------------------------------------------+\n| ``bigwigCompare`` | normalize the scores of two bigWig files to each other (e.g., ratios) |\n+------------------------+--------------------------------------------------------------------------------+\n| ``bigwigAverage`` | average the scores of multiple bigWig files |\n+------------------------+--------------------------------------------------------------------------------+\n| ``computeMatrix`` | compute the values needed for heatmaps and summary plots |\n+------------------------+--------------------------------------------------------------------------------+\n\nTools for QC of NGS data\n~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~\n\n+-----------------------+-------------------------------------------------------------------------------------------------------+\n| ``plotCorrelation`` | calculate and visualize the pairwise Spearman or Pearson correlation of read counts (or other scores) |\n+-----------------------+-------------------------------------------------------------------------------------------------------+\n| ``plotPCA`` | perform PCA and visualize the results |\n+-----------------------+-------------------------------------------------------------------------------------------------------+\n| ``plotFingerprint`` | assess the ChIP enrichment strength |\n+-----------------------+-------------------------------------------------------------------------------------------------------+\n| ``bamPEFragmentSize`` | obtain the average fragment length for paired-end samples |\n+-----------------------+-------------------------------------------------------------------------------------------------------+\n| ``computeGCBias`` | assess the GC bias by calculating the expected and observed GC distribution of aligned reads |\n+-----------------------+-------------------------------------------------------------------------------------------------------+\n| ``plotCoverage`` | obtain the normalized read coverage of a single BAM file |\n+-----------------------+-------------------------------------------------------------------------------------------------------+\n\nHeatmaps and summary plots\n~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~\n\n+-------------------+-------------------------------------------------------------------------------------------+\n| ``plotHeatmap`` | visualize read counts or other scores in heatmaps with one row per genomic region |\n+-------------------+-------------------------------------------------------------------------------------------+\n| ``plotProfile`` | visualize read counts or other scores using average profiles (e.g., meta-gene profiles) |\n+-------------------+-------------------------------------------------------------------------------------------+\n\nFor each tool, you can find example usages and tips within Galaxy once you select the tool.\n\nIn addition, you may want to check our pages about :doc:`example_usage`, particularly :doc:`example_step_by_step`.\n\nWorking with text files and tables\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nIn addition to deepTools that were specifically developed for the handling of NGS data, we have incorporated several standard Galaxy tools that enable you to manipulate tab-separated files such as gene lists, peak lists, data matrices etc.\n\nThere are 3 main categories;\n\n.. image:: ../images/Gal_textfiles.png\n\nText manipulation\n~~~~~~~~~~~~~~~~~~\n\nUnlike Excel, where you can easily interact with your text and tables via the mouse, data manipulations within Galaxy are strictly based on commands.\n\nIf you feel like you would like to do something to certain *columns* of a data set, go through the tools of this category!\n\nExample actions are:\n* adding columns\n* extracting columns\n* pasting two files side by side\n* selecting random lines\n* etc.\n\nA very useful tool of this category is called ``Trim``: if you need to **remove some characters from a column**, this tool's for you! (for example, sometimes you need to adjust the chromosome naming between two files from different source - using ``Trim``, you can remove the \"chr\" in front of the chromosome name)\n\nFilter and Sort\n~~~~~~~~~~~~~~~~\n\nIn addition to the common sorting and filtering, there's the very useful tool to ``select lines that match an expression``.\nFor example, using the expression ``c1=='chrM'`` will select all rows from a BED file with regions located on the mitochondrial chromosome.\n\n.. image:: ../images/Gal_filter.png\n\nJoin, Subtract, Group\n~~~~~~~~~~~~~~~~~~~~~\n\nThe tools of this category are very useful if you have several data sets that you would like to work with, e.g. by comparing them.\n\n.. image:: ../images/Gal_join.png\n\nBasic arithmetics for tables\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nWe offer some very basic mathematical operations on values stored with tables.\nThe ``Summary Statistics`` can be used to calculate the sum, mean, standard deviation and percentiles for a set of numbers, e.g. for values stored in a specific column.\n\n.. image:: ../images/Gal_statistics.png\n\n\n**More help**\n\n.. hint:: If you encounter a failing data set (marked in red), please **send a bug report** via the Galaxy bug report button and we will get in touch if you indicate your email address.\n\n+-------------------------------------------------------------------------------+-----------------------------------------------------------------+\n| `http://wiki.galaxyproject.org/Learn `_ | Help for Galaxy usage in general |\n+-------------------------------------------------------------------------------+-----------------------------------------------------------------+\n| `deepTools Galaxy FAQs `_ | Frequently encountered issues with our specific Galaxy instance |\n+-------------------------------------------------------------------------------+-----------------------------------------------------------------+\n| `Biostars `__ | For issues not addressed in the FAQs |\n+-------------------------------------------------------------------------------+-----------------------------------------------------------------+\n"
},
{
"path": "docs/content/help_galaxy_intro.rst",
"content": "Using deepTools within Galaxy \r\n================================\r\n\r\n`Galaxy `_ is a tremendously useful platform developed by the Galaxy Team at Penn State and the Emory University. This platform is meant to offer access to a large variety of bioinformatics tools that can be used without computer programming experiences. That means, that the basic features of Galaxy will apply to every tool, i.e. every tool provided within a Galaxy framework will look very similar and will follow the concepts of Galaxy.\r\n\r\nOur publicly available deepTools Galaxy instance can be found here:\r\n`deeptools.ie-freiburg.mpg.de `_.\r\nThis server also contains some additional tools that will enable users to analyse and visualize data from high-throughput sequencing experiments, starting from aligned reads. \r\n\r\n**Table of content**\r\n\r\n.. contents:: \r\n :local:\r\n\r\n.. toctree::\r\n :maxdepth: 2\r\n\r\n help_galaxy_dataup\r\n\r\n.. toctree::\r\n :maxdepth: 2\r\n \r\n help_galaxy_deeptools\r\n\r\n\r\n\r\nBasic features of Galaxy\r\n-------------------------\r\n\r\nGalaxy is a web-based platform for data intensive, bioinformatics-dependent research and it is being developed by Penn State and John Hopkins University. The original Galaxy can be found `here `_.\r\n\r\nSince it is impossible to meet all bioinformatics needs -- that can range from evolutionary analysis to data from mass spectrometry to high-throughput DNA sequencing (and way beyond) -- with one single web server, many institutes have installed their own versions of the Galaxy platform tuned to their specific needs.\r\n\r\nOur `deepTools Galaxy `__ is such a specialized server dedicated to the analysis of high-throughput DNA sequencing data. The overall makeup of this web server, however, is the same as for any other Galaxy installation, so if you've used Galaxy before, you will learn to use deepTools in no time!\r\n\r\nThe start site\r\n^^^^^^^^^^^^^^^\r\n\r\nHere is a screenshot of what the start site will approximately look like: \r\n\r\n.. image:: ../images/Gal_startsite.png\r\n\r\nThe start site contains 4 main features:\r\n\r\n+-------------------+----------------------------------------------------------------------------------------------------------------------------+\r\n| **Top menu** | Your gateway away from the actual analysis part into other sections of Galaxy, e.g. **workflows** and **shared data**. |\r\n+-------------------+----------------------------------------------------------------------------------------------------------------------------+\r\n| **Tool panel** | *What can be done?* Find all tools installed in this Galaxy instance |\r\n+-------------------+----------------------------------------------------------------------------------------------------------------------------+\r\n| **Main frame** | *What am I doing?* This is your main **working space** where input will be required from you once you've selected a tool. |\r\n+-------------------+----------------------------------------------------------------------------------------------------------------------------+\r\n| **History panel** | *What did I do?* The history is like a **log book**: everything you ever did is recorded here. |\r\n+-------------------+----------------------------------------------------------------------------------------------------------------------------+\r\n\r\nFor those visual learners, here's an annotated screenshot:\r\n\r\n.. image:: ../images/Gal_startsite_with_comments.png\r\n\r\nDetails\r\n^^^^^^^^^^^^^^^\r\n\r\nIn the default state of the tool panel you see the **tool categories**, e.g. \"Get Data\". If you click on them, you will see the **individual tools** belonging to each category, e.g. \"Upload File from your computer\", \"UCSC Main table browser\" and \"Biomart central server\" in case you clicked on \"Get Data\". To use a tool such as \"Upload File from your computer\", just click on it.\r\n\r\nThe **tool *search* panel** is extremely useful as it allows you to enter a key word (e.g. \"bam\") that will lead to all the tools mentioning the key word in the tool name.\r\n\r\nOnce you've uploaded any kind of data, you will find the history on the\r\nright hand side filling up with green tiles.\r\nEach tile corresponds to one data set that you either uploaded or created.\r\nThe data sets can be images, raw sequencing files, text files, tables - virtually anything.\r\nThe content of a data set *cannot* be modified - every time you want to change something *within* a data file (e.g. you would like to sort the values or add a line or cut a column), you will have to use a Galaxy tool that will lead to a *new* data set being produced.\r\nThis behaviour is often confusing for Galaxy novices (as histories tend to accumulate data sets very quickly), but it is necessary to enforce the strict policy of documenting *every modification* to a given data set.\r\nEventhough your history might be full of data sets with strange names, you will always be able to track back the source and evolution of each file.\r\nAlso, every data set can be downloaded to your computer individually.\r\nAlternatively, you can *download* an entire history or *share* the history with another user.\r\n\r\nHave a look at the following screenshot to get a feeling for how many information Galaxy keeps for you (which makes it very feasible to reproduce any analysis):\r\n\r\n.. image:: ../images/Gal_screenshot_dataSet.png\r\n\r\nEach data set can have 4 different states that are intuitively color-coded:\r\n\r\n.. image:: ../images/Gal_screenshot_dataSetStates.png\r\n\r\nHandling failed files\r\n^^^^^^^^^^^^^^^^^^^^^^\r\n\r\n If you encounter a failed file after you've run a tool, please do the following steps (**in this order**):\r\n\r\n 1. click on the center button on the lower left corner of the failed data set ``(i)``: did you chose the **correct data files**?\r\n 2. if you're sure that you chose the correct files, hit the ``re-run button`` (blue arrow in the lower left corner) - check again whether your files had the **correct file format**. If you suspect that the format might be incorrectly assigned (e.g. a file that should be a BED file is labelled as a tabular file), click the ``edit button`` (the pencil) of the input data file - there you can change the corresponding attributes\r\n 3. if you've checked your input data and the error is persisting, click on the ``green bug`` (lower left corner of the failed data set) and send the **bug report** to us. You do not need to indicate a valid email-address unless you would like us to get in touch with you once the issue is solved.\r\n\r\nWorkflows\r\n^^^^^^^^^^\r\n\r\nWorkflows are Galaxy's equivalent of protocols.\r\nThis is a very useful feature as it allows users to *share their protocols and bioinformatic analyses* in a very easy and transparent way.\r\nThis is the graphical representation of a Galaxy workflow that can easily be modified via drag'n'drop within the workflows manual (you must be registered with deepTools Galaxy to be able to generate your own workflows or edit published ones).\r\n\r\n.. image:: ../images/Gal_workflow.png\r\n\r\n**More help**\r\n\r\n.. hint:: If you encounter a failing data set (marked in red), please **send a bug report** via the Galaxy bug report button and we will get in touch if you indicate your email address.\r\n\r\n+-------------------------------------------------------------------------------+-----------------------------------------------------------------+\r\n| `http://wiki.galaxyproject.org/Learn `_ | Help for Galaxy usage in general |\r\n+-------------------------------------------------------------------------------+-----------------------------------------------------------------+\r\n| `deepTools Galaxy FAQs `_ | Frequently encountered issues with our specific Galaxy instance |\r\n+-------------------------------------------------------------------------------+-----------------------------------------------------------------+\r\n| `Biostars `__ | For issues not addressed in the FAQs |\r\n+-------------------------------------------------------------------------------+-----------------------------------------------------------------+\r\n"
},
{
"path": "docs/content/help_glossary.rst",
"content": "Glossary of NGS terms\n=====================\n\nLike most specialized fields, next-generation sequencing has inspired many an acronyms.\nWe are trying to keep track of those :ref:`abbreviations` that we heavily use.\nDo make us aware if something is unclear by opening an issue on `github `__\n\n\n.. contents:: \n :local:\n\n.. _abbreviations:\n\nAbbreviations\n---------------\n\nReference genomes are usually referred to by their abbreviations, such as:\n\n* hg19 = human genome, version 19\n* mm9 = *Mus musculus* genome, version 9\n* dm3 = *Drosophila melanogaster*, version 3\n* ce10 = *Caenorhabditis elegans*, version 10\n\nFor a more comprehensive list of available reference genomes and their abbreviations,\nsee the `UCSC data base `__.\n \n+---------------+------------------------------------------+-----------------------------------------------------------------------------------------------------------------------------------------------+\n| Acronym | full phrase | Synonyms/Explanation |\n+===============+==========================================+===============================================================================================================================================+\n| -seq| -sequencing |indicates that an experiment was completed by DNA sequencing using NGS |\n+---------------+------------------------------------------+-----------------------------------------------------------------------------------------------------------------------------------------------+\n| ChIP-seq | chromatin immunoprecipitation sequencing | NGS technique for detecting transcription factor binding sites and histone modifications (see entry *Input* for more information) |\n+---------------+------------------------------------------+-----------------------------------------------------------------------------------------------------------------------------------------------+\n| DNase | deoxyribonuclease I | DNase I digestion is used to determine active (\"open\") chromatin regions |\n+---------------+------------------------------------------+-----------------------------------------------------------------------------------------------------------------------------------------------+\n| HTS | high-throughput sequencing | next-generation sequencing, massive parallel short read sequencing, deep sequencing |\n+---------------+------------------------------------------+-----------------------------------------------------------------------------------------------------------------------------------------------+\n| MNase | micrococcal nuclease | MNase digestion is used to determine sites with nucleosomes |\n+---------------+------------------------------------------+-----------------------------------------------------------------------------------------------------------------------------------------------+\n| NGS | next-generation sequencing | high-throughput (DNA) sequencing, massive parallel short read sequencing, deep sequencing |\n+---------------+------------------------------------------+-----------------------------------------------------------------------------------------------------------------------------------------------+\n| RPGC | reads per genomic content | normalize reads to 1x sequencing depth, sequencing depth is defined as: (mapped reads x fragment length) / effective genome size |\n+---------------+------------------------------------------+-----------------------------------------------------------------------------------------------------------------------------------------------+\n| RPKM | reads per kilobase per million reads | normalize read numbers: RPKM (per bin) = reads per bin / ( mapped reads (in millions) x bin length (kb)) |\n+---------------+------------------------------------------+-----------------------------------------------------------------------------------------------------------------------------------------------+\n\nFor a review of popular \\*-seq applications, see `Zentner and Henikoff `__.\n\n.. _terminology:\n\nNGS and generic terminology\n---------------------------\nThe following are terms that may be new to some:\n\n.. _bin:\n\nbin\n^^^\n\n* synonyms: window, region\n* A 'bin' is a subset of a larger grouping. Many calculations calculation are performed by first dividing the genome into small regions (bins), on which the calculations are actually performed.\n\n.. _input:\n\nInput\n^^^^^^^^\n\n* Control experiment typically done for ChIP-seq experiments \n* While ChIP-seq relies on antibodies to enrich for DNA fragments bound to a certain protein, the input sample should be processed exactly the same way, excluding the antibody. This allows one to account for biases introduced by sample handling and the general chromatin structure of the cells \n\n.. _read:\n\nread\n^^^^^^^^\n\n* synonym: tag\n* This term refers to the piece of DNA that is sequenced (\"read\") by the sequencers. We try to differentiate between \"read\" and \"DNA fragment\" as the fragments that are put into the sequencer tend to be in the range of 200-1000 bases, of which only the first 50 to 300 bases are typically sequenced. Most of the deepTools will not only take these reads into account, but also extend them to match the original DNA fragment size. (The original size will either be given by you or, if you used paired-end sequencing, be calculated from the distance between the two read mates).\n\n.. _file formats:\n\nFile Formats\n-------------------\n\nData obtained from next-generation sequencing data must be processed several times.\nMost of the processing steps are aimed at extracting only that information\nneeded for a specific down-stream analysis, with redundant entries often discarded.\nTherefore, **specific data formats are often associated with different steps of a data processing pipeline**.\n\nHere, we just want to give very brief key descriptions of the file, for elaborate information we will link to external websites.\nBe aware, that the file name sorting here is alphabetical, not according to their usage within an analysis pipeline that is depicted here:\n\n.. image:: ../images/flowChart_FileFormats.png\n\nFollow the links for more information on the different tool collections mentioned in the figure:\n\n`samtools `__ |\n`UCSCtools `__ |\n`BEDtools `__ |\n\n.. _2bit:\n\n2bit\n^^^^^\n\n* compressed, binary version of genome sequences that are often stored in :ref:`FASTA` \n* most genomes in 2bit format can be found `at UCSC `__\n* :ref:`FASTA` files can be converted to 2bit using the UCSC programm *faToTwoBit*, which is available for different platforms at `UCSC `__\n* more information can be found `here `__\n\n.. _BAM:\n\nBAM\n^^^^\n\n* typical file extension: ``.bam``\n* *binary* file format (complement to :ref:`SAM`)\n* contains information about sequenced reads (typically) *after alignment* to a reference genome\n* each line = 1 mapped read, with information about:\n * its mapping quality (how likelihood that the reported alignment is correct)\n * its sequencing quality (the probability that each base is correct)\n * its sequence\n * its location in the genome\n * etc.\n* highly recommended format for storing data\n* to make a BAM file human-readable, one can, for example, use the program *samtools view* \n* for more information, see below for the definition of :ref:`SAM` files\n\n.. _bed:\n\nBED\n^^^\n\n* typical file extension: ``.bed``\n* text file\n* used for genomic intervals, e.g. genes, peak regions etc.\n* the format can be found at `UCSC `__\n* for deepTools, the first 3 columns are important: chromosome, start position of the region, end position of the genome\n* do not confuse it with the :ref:`bedgraph` format (although they are related)\n* example lines from a BED file of mouse genes (note that the start position is 0-based, the end-position 1-based, following UCSC conventions for BED files)::\n\n chr1 3204562 3661579 NM_001011874 Xkr4 -\n chr1 4481008 4486494 NM_011441 Sox17 -\n chr1 4763278 4775807 NM_001177658 Mrpl15 -\n chr1 4797973 4836816 NM_008866 Lypla1 +\n\n.. _bedGraph:\n\nbedGraph \n^^^^^^^^\n\n* typical file extension: ``.bg``, ``.bedGraph``\n* text file\n* similar to BED file (not the same!), it can *only* contain 4 columns and the 4th column *must* be a score\n* again, read the `UCSC description `__ for more details\n* 4 example lines from a bedGraph file (like BED files following the UCSC convention, the start position is 0-based, the end-position 1-based in bedGraph files):\n\n::\n\n chr1 10 20 1.5\n chr1 20 30 1.7\n chr1 30 40 2.0\n chr1 40 50 1.8\n\n.. _bigWig:\n\nbigWig \n^^^^^^\n\n* typical file extension: ``.bw``, ``.bigwig``\n* *binary* version of a :ref:`bedgraph` or ``wig`` file\n* contains coordinates for an interval and an associated score\n* the score can be anything, e.g. an average read coverage\n* `UCSC description `__ for more details\n\n.. _FASTA:\n\nFASTA \n^^^^^^\n\n* typical file extension: ``.fasta``\n* text file, often gzipped (``.fasta.gz``)\n* very simple format for **DNA/RNA** or **protein** sequences, this can be anything from small pieces of DNA or proteins to an entire genome (most likely, you will get the genome sequence of your organism of interest in fasta format)\n* see the :ref:`2bit` file format entry for a compressed alternative\n* example from `wikipedia `__ showing exactly one sequence:\n\n::\n\n >gi|5524211|gb|AAD44166.1| cytochrome b [Elephas maximus maximus]\n LCLYTHIGRNIYYGSYLYSETWNTGIMLLLITMATAFMGYVLPWGQMSFWGATVITNLFSAIPYIGTNLV\n EWIWGGFSVDKATLNRFFAFHFILPFTMVALAGVHLTFLHETGSNNPLGLTSDSDKIPFHPYYTIKDFLG\n LLILILLLLLLALLSPDMLGDPDNHMPADPLNTPLHIKPEWYFLFAYAILRSVPNKLGGVLALFLSIVIL\n GLMPFLHTSKHRSMMLRPLSQALFWTLTMDLLTLTWIGSQPVEYPYTIIGQMASILYFSIILAFLPIAGX\n IENY\n\n.. _FASTQ:\n\nFASTQ\n^^^^^\n\n* typical file extension: ``.fastq``, ``.fq``\n* text file, often gzipped (--> ``.fastq.gz``)\n* contains raw read information -- 4 lines per read:\n\t * read ID\n\t * base calls\n\t * additional information or empty line\n\t * sequencing quality measures - 1 per base call\n* note that there is no information about where in the genome the read originated from\n* example from the `wikipedia page `__, which contains further information::\n\n @read001\t\t\t\t\t\t\t\t\t\t\t\t\t\t# read ID\n GATTTGGGGTTCAAAGCAGTATCGATCAAATAGTAAATCCATTTGTTCAACTCACAGTTT\t# read sequence\n +\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t# usually empty line\n !''*((((***+))%%%++)(%%%%).1***-+*''))**55CCF>>>>>>CCCCCCC65\t# ASCII-encoded quality scores\n\n* if you need to find out what type of ASCII-encoding your .fastq file contains, you can simply run `FastQC `__ -- its summery file will tell you\n\n.. _SAM:\n\nSAM\n^^^ \n\n* typical file extension: ``.sam``\n* usually the result of an alignment of sequenced reads to a reference genome\n* contains a short header section (entries are marked by @ signs) and an alignment section where each line corresponds to a single read (thus, there can be millions of these lines)\n\n.. image:: ../images/glossary_sam.png\n\nSAM header section\n~~~~~~~~~~~~~~~~~~~\n\n * tab-delimited lines, beginning with @, followed by tag\\:value pairs\n * *tag* = two-letter string that defines the content and the format of *value*\n\t\nSAM alignment section\n~~~~~~~~~~~~~~~~~~~~~~\n\n * each line contains information about its mapping quality, its sequence, its location in the genome etc.\n ::\n\n r001 163 chr1 7 30 8M2I4M1D3M = 37 39 TTAGATAAAGGATACTG *\n r002 0 chr1 9 30 3S6M1P1I4M * 0 0 AAAAGATAAGGATA *\n\n * the **flag in the second field** contains the answer to several yes/no assessments that are encoded in a single number\n * for more details on the flag, see `this thorough explanation `__ or `this more technical explanation `__\n * the **CIGAR string in the 6th field** represents the types of operations that were needed in order to align the read to the specific genome location:\n\n * insertion\n * deletion (small deletions denoted with `D`, bigger deletions, e.g., for spliced reads, denoted with `N`)\n * clipping (deletion at the ends of a read)\n\n.. warning:: Although the SAM/BAM format is rather meticulously defined and documented, whether an alignment program will produce a SAM/BAM file that adheres to these principles is completely up to the programmer. The mapping score, CIGAR string, and particularly, **all optional flags** (fields >11) are often **very differently defined depending on the program**. If you plan on filtering your data based on any of these criteria, make sure you know exactly how these entries were calculated and set!\n\n"
},
{
"path": "docs/content/installation.rst",
"content": "Installation\n=============\n\nRemember -- deepTools are available for **command line usage** as well as for\n**integration into Galaxy servers** !\n\n.. contents:: \n :local:\n\nCommand line installation using ``conda``\n-----------------------------------------\n\nThe recommended way to install deepTools (including its requirements) is via `miniconda `_ or `anaconda `_.\n\n.. code:: bash\n\n $ conda install -c conda-forge -c bioconda deeptools\n\nNote that for ARM architecture (e.g. M1 on OSX) you could go via the pip installation (see below), or install via the osx-64 env:\n\n.. code:: bash\n\n $ CONDA_SUBDIR=osx-64 conda create -c conda-forge -c bioconda -n deeptools deeptools\n\n\nCommand line installation using ``pip``\n---------------------------------------\n\ndeepTools can also be installed using `pip `_.\nYou can either install the latest release from `pypi `_:\n\n.. code:: bash\n\n\t$ pip install deeptools\n\nor a specific version with:\n\n.. code:: bash\n\n\t$ pip install deeptools==3.5.3\n\nIn case you would like to install an unreleased or development version, deepTools can also be installed from the repository:\n\n.. code:: bash\n\n\t$ git clone https://github.com/deeptools/deepTools.git\n\t$ cd deepTools\n\t$ pip install .\n\nGalaxy installation\n--------------------\n\ndeepTools can be easily integrated into a local `Galaxy `_.\nAll wrappers and dependencies are available in the `Galaxy Tool\nShed `_.\n\nInstallation via Galaxy API (recommended)\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nFirst generate an `API Key `_\nfor your admin user and run the the installation script:\n::\n\n\t$ python ./scripts/api/install_tool_shed_repositories.py \\\n\t\t--api YOUR_API_KEY -l http://localhost/ \\\n\t\t--url https://toolshed.g2.bx.psu.edu/ \\\n\t\t-o bgruening -r --name suite_deeptools \\\n\t\t--tool-deps --repository-deps --panel-section-name deepTools\n\nThe ``-r`` argument specifies the version of deepTools. You can get the\nlatest revision number from the test tool shed or with the following\ncommand:\n::\n\n\t$ hg identify https://toolshed.g2.bx.psu.edu/repos/bgruening/suite_deeptools\n\nYou can watch the installation status under: Top Panel --> Admin --> Manage\ninstalled tool shed repositories\n\nInstallation via web browser\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\n- go to the `admin page `_\n- select *Search and browse tool sheds*\n- Galaxy tool shed --> Sequence Analysis --> deeptools\n- install deeptools\n"
},
{
"path": "docs/content/list_of_tools.rst",
"content": "The tools\n=========\n\n.. contents:: \n :local:\n\n+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+\n| tool | type | input files | main output file(s) | application |\n+=====================================+==================+=====================================+============================================+===================================================================================+\n|:doc:`tools/multiBamSummary` | data integration | 2 or more BAM | interval-based table of values | perform cross-sample analyses of read counts --> plotCorrelation, plotPCA |\n+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+\n|:doc:`tools/multiBigwigSummary` | data integration | 2 or more bigWig | interval-based table of values | perform cross-sample analyses of genome-wide scores --> plotCorrelation, plotPCA |\n+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+\n|:doc:`tools/plotCorrelation` | visualization | bam/multiBigwigSummary output | clustered heatmap | visualize the Pearson/Spearman correlation |\n+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+\n|:doc:`tools/plotPCA` | visualization | bam/multiBigwigSummary output | 2 PCA plots | visualize the principal component analysis |\n+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+\n|:doc:`tools/plotFingerprint` | QC | 2 BAM | 1 diagnostic plot | assess enrichment strength of a ChIP sample |\n+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+\n|:doc:`tools/computeGCBias` | QC | 1 BAM | 2 diagnostic plots | calculate the exp. and obs. GC distribution of reads |\n+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+\n|:doc:`tools/correctGCBias` | QC | 1 BAM, output from computeGCbias | 1 GC-corrected BAM | obtain a BAM file with reads distributed according to the genome’s GC content |\n+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+\n|:doc:`tools/bamCoverage` | normalization | BAM | bedGraph or bigWig | obtain the normalized read coverage of a single BAM file |\n+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+\n|:doc:`tools/bamCompare` | normalization | 2 BAM | bedGraph or bigWig | normalize 2 files to each other (e.g. log2ratio, difference) |\n+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+\n|:doc:`tools/computeMatrix` | data integration | 1 or more bigWig, 1 or more BED | zipped file for plotHeatmap or plotProfile | compute the values needed for heatmaps and summary plots |\n+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+\n|:doc:`tools/estimateReadFiltering` | information | 1 or more BAM files | table of values | estimate the number of reads filtered from a BAM file or files |\n+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+\n|:doc:`tools/alignmentSieve` | QC | 1 BAM file | 1 filtered BAM or BEDPE file | filters a BAM file based on one or more criteria |\n+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+\n|:doc:`tools/plotHeatmap` | visualization | computeMatrix output | heatmap of read coverages | visualize the read coverages for genomic regions |\n+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+\n|:doc:`tools/plotProfile` | visualization | computeMatrix output | summary plot (“meta-profile”) | visualize the average read coverages over a group of genomic regions |\n+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+\n|:doc:`tools/plotCoverage` | visualization | 1 or more BAM | 2 diagnostic plots | visualize the average read coverages over sampled genomic positions |\n+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+\n|:doc:`tools/bamPEFragmentSize` | information | 1 BAM | text with paired-end fragment length | obtain the average fragment length from paired ends |\n+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+\n|:doc:`tools/plotEnrichment` | visualization | 1 or more BAM and 1 or more BED/GTF | A diagnostic plot | plots the fraction of alignments overlapping the given features |\n+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+\n|:doc:`tools/computeMatrixOperations` | miscellaneous | 1 or more BAM and 1 or more BED/GTF | A diagnostic plot | plots the fraction of alignments overlapping the given features |\n+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+\n\nGeneral principles\n^^^^^^^^^^^^^^^^^^\n\nA typical deepTools command could look like this:\n\n.. code:: bash\n\n $ bamCoverage --bam myAlignedReads.bam \\\n --outFileName myCoverageFile.bigWig \\\n --outFileFormat bigwig \\\n --fragmentLength 200 \\\n --ignoreDuplicates \\\n --scaleFactor 0.5\n\nYou can always see all available command-line options via --help or -h:\n\n.. code:: bash\n\n $ bamCoverage --help\n $ bamCoverage -h\n\nAnd a minimal usage example can be shown by running a command without any arguments:\n\n.. code:: bash\n\n $ bamCoverage\n\n- Output format of plots should be indicated by the file ending, e.g. ``MyPlot.pdf`` will return a pdf file, ``MyPlot.png`` a png-file\n- All tools that produce plots can also output the underlying data - this can be useful in cases where you don't like the deepTools visualization, as you can then use the data matrices produced by deepTools with your favorite plotting tool, such as R\n- The vast majority of command line options are also available in Galaxy (in a few cases with minor changes to their naming).\n\nParameters to decrease the run time\n\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\n\n- ``numberOfProcessors`` - Number of processors to be used\n\nFor example, setting ``--numberOfProcessors 10`` will split up the workload internally into 10 chunks, which will be processed in parallel.\nNote that for highly fragmented assemblies (> 1000 contigs) the runtime increases drastically. Consider to include only canonical chromosomes in cases like this.\n\n- ``region`` - Process only a single genomic region.\n\nThis is particularly useful when you're still trying to figure out the best parameter setting. You can focus on a certain genomic region by setting, e.g., ``--region chr2`` or ``--region chr2:100000-200000``\n\nBoth parameters are optional and available throughout almost all deepTools.\n\nFiltering BAMs while processing\n\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\n\nSeveral deepTools modules allow for efficient processing of BAM files, e.g. ``bamCoverage`` and ``bamCompare``.\nWe offer several ways to filter those BAM files on the fly so that you don't need to pre-process them using other tools such as `samtools `_\n\n- ``ignoreDuplicates`` \n Reads with the same orientation and start position will be considered only once. If reads are paired, the mate is also evaluated\n- ``minMappingQuality``\n Only reads with a mapping quality score of at least this are considered\n- ``samFlagInclude``\n Include reads based on the SAM flag, e.g. ``--samFlagInclude 64`` gets reads that are first in a pair. For translating SAM flags into English, go to: `https://broadinstitute.github.io/picard/explain-flags.html `_\n- ` `samFlagExclude``\n Exclude reads based on the SAM flags - see previous explanation.\n\nThese parameters are optional and available throughout deepTools.\n\n.. note:: In version 2.3 we introduced a sampling method to correct the effect of filtering when normalizing using ``bamCoverage`` or ``bamCompare``. For previous versions, if you know that your files will be strongly affected by the filtering of duplicates or reads of low quality then consider removing those reads *before* using ``bamCoverage`` or ``bamCompare``, as the filtering by deepTools is done *after* the scaling factors are calculated!\n\n\nTools for BAM and bigWig file processing\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\n:doc:`tools/multiBamSummary`\n\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\n:doc:`tools/multiBigwigSummary`\n\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\n:doc:`tools/correctGCBias`\n\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\n:doc:`tools/bamCoverage`\n\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\n:doc:`tools/bamCompare`\n\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\n:doc:`tools/bigwigCompare`\n\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\n:doc:`tools/bigwigAverage`\n\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\n:doc:`tools/computeMatrix`\n\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\n:doc:`tools/alignmentSieve`\n\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\n\nTools for QC\n^^^^^^^^^^^^\n\n:doc:`tools/plotCorrelation`\n\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\n:doc:`tools/plotPCA`\n\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\n:doc:`tools/plotFingerprint`\n\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\n:doc:`tools/bamPEFragmentSize`\n\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\n:doc:`tools/computeGCBias`\n\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\n:doc:`tools/plotCoverage`\n\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\n\nHeatmaps and summary plots\n^^^^^^^^^^^^^^^^^^^^^^^^^^\n\n:doc:`tools/plotHeatmap`\n\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\n:doc:`tools/plotProfile`\n\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\n:doc:`tools/plotEnrichment`\n\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\n\nMiscellaneous\n^^^^^^^^^^^^^\n\n:doc:`tools/computeMatrixOperations`\n\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\n:doc:`tools/estimateReadFiltering`\n\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\"\n"
},
{
"path": "docs/content/tools/alignmentSieve.rst",
"content": "alignmentSieve\n==============\n\n.. contents:: \n :local:\n\n.. argparse::\n :ref: deeptools.alignmentSieve.parseArguments\n :prog: alignmentSieve\n :nodefault:\n\n\nBackground\n^^^^^^^^^^\n\nThis tool filters alignments in a BAM/CRAM file according the the specified parameters. It can optionally output to BEDPE format, possibly with the fragment ends shifted in a custom manner.\n\nUsage example\n^^^^^^^^^^^^^\n\n``alignmentSieve`` needs a sorted and indexed BAM file and the desired filtering criteria.\n\n.. code:: bash\n\n $ alignmentSieve -b paired_chr2L.bam \\\n --minMappingQuality 5 --samFlagInclude 16 \\\n --samFlagExclude 256 --ignoreDuplicates \\\n -o filtered.bam --filterMetrics metrics.txt\n\nThe alignments passing the filtering criteria are then written to the file specified by ``-o``. You can additionally save alignments **NOT** passing the filtering criteria with the ``-filteredOutReads`` If you would like to store metrics about the number of reads seen and the number remaining after filtering, then specify the file for that with ``--filterMetrics``. An example metrics file is below:\n\n #bamFilterReads --filterMetrics\n #File\tReads Remaining\tTotal Initial Reads\n paired_chr2L.bam\t8440\t12644\n\nInstead of a BAM file, a BEDPE file (suitable for input into MACS2) can be produced. Like the BAM/CRAM output, BEDPE also allows shifting of fragment ends, as is often desirable in ATAC-seq and related protocols:\n\n.. code:: bash\n\n $ alignmentSieve -b paired_chr2L.bam \\\n --minFragmentLength 140 --BED \\\n --shift -5 3 -o fragments.bedpe\n\nThe ``--shift`` option can take either 2 or 4 integers. If two integers are given, then the first value shifts the left-most end of a fragment and the second the right-most end. Positive values shift to the right and negative values to the left. See below for how the above settings would shift a single fragment::\n\n ----> read 1\n read 2 <----\n\n ------------------------ fragment\n \n -------------------------------- shifted fragment\n\nThe same results will be produced if read 1 and read 2 are swapped. If, instead, the protocol is strand-specific, then the first set of integers in a pair would be applied to fragments where read 1 precedes read 2, and the second set to cases where read 2 precedes read 1. In this case, the first value in each pair is applied to the end of read 1 and the second to the end of read 2. Take the following command as an example:\n\n.. code:: bash\n\n $ alignmentSieve -b paired_chr2L.bam \\\n --minFragmentLength 140 --BED \\\n --shift -5 3 -1 4 -o fragments.bedpe\n\nGiven that, the ``-5 3`` set would produce the following::\n\n ----> read 1\n read 2 <----\n\n ------------------------ fragment\n \n -------------------------------- shifted fragment\n\nand the ``-1 4`` set would produce the following::\n\n ----> read 2\n read 1 <----\n\n ------------------------ fragment\n\n --------------------- shifted fragment\n\nAs can be seen, such fragments are considered to be on the ``-`` strand, so negative values then shift to the left on its frame of reference (thus, to the right relative to the ``+`` strand).\n\n.. note::\n If the ``--shift`` or ``--ATACshift`` options are used, then only properly-paired reads will be used.\n"
},
{
"path": "docs/content/tools/bamCompare.rst",
"content": "bamCompare\n===========\n\n``bamCompare`` can be used to generate a :ref:`bigWig` or :ref:`bedGraph` file based on **two BAM** files that are compared to each other while being simultaneously normalized for sequencing depth.\n\n.. image:: ../../images/norm_IGVsnapshot_indFiles.png\n\nIf you are not familiar with BAM, bedGraph and bigWig formats, you can read up on that in our :doc:`../help_glossary`\n\nThe basic algorithm works proceeds in two steps:\n\n1. Per-sample scaling / depth Normalization:\n\n - If scaling is used (using the SES or read counts method), appropriate scaling\n factors are determined to account for sequencing depth differences.\n - Optionally scaling can be turned off and individual samples normalized using the\n RPKM, BPM or CPM methods (or no normalization at all)\n\n2. A per-bin calculation is performed after accounting for scaling:\n\n - The genome is transversed and the log2 ratio/ratio/difference/etc. for each bin of fixed width is computed.\n\n\n.. argparse::\n :ref: deeptools.bamCompare.parseArguments\n :prog: bamCompare\n :nodefault:\n"
},
{
"path": "docs/content/tools/bamCoverage.rst",
"content": "bamCoverage\n===========\n\n.. contents::\n :local:\n\n.. image:: ../../images/norm_IGVsnapshot_indFiles.png\n\nIf you are not familiar with BAM, bedGraph and bigWig formats, you can read up on that in our :doc:`../help_glossary`\n\n.. argparse::\n :ref: deeptools.bamCoverage.parseArguments\n :prog: bamCoverage\n :nodefault:\n\n\nUsage hints\n^^^^^^^^^^^^\n\n* A smaller bin size value will result in a higher resolution of the coverage track but also in a larger file size.\n* The 1x normalization (RPGC) requires the input of a value for the **effective genome size**, which is the mappable part of the reference genome. Of course, this value is species-specific. The command line help of this tool offers suggestions for a number of model species.\n* It might be useful for some studies to exclude certain chromosomes in order to avoid biases, e.g. chromosome X, as male mice contain a pair of each autosome, but usually only a single X chromosome.\n* By default, the read length is **NOT** extended! This is the preferred setting for **spliced-read** data like RNA-seq, where one usually wants to rely on the detected read locations only. A read extension would neglect potential splice sites in the unmapped part of the fragment.\n Other data, e.g. Chip-seq, where fragments are known to map contiguously, should be processed with read extension (``--extendReads [INTEGER]``).\n* For paired-end data, the fragment length is generally defined by the two read mates. The user provided fragment length is only used as a fallback for singletons or mate reads that map too far apart (with a distance greater than four times the fragment length or are located on different chromosomes).\n\n.. warning:: If you already normalized for GC bias using ``correctGCbias``, you should absolutely **NOT** set the parameter ``--ignoreDuplicates``!\n\n.. note:: Like BAM files, bigWig files are compressed, binary files. If you would like to see the coverage values, choose the bedGraph output via ``--outFileFormat``.\n\nUsage example for ChIP-seq\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nThis is an example for ChIP-seq data using additional options (smaller bin size for higher resolution, normalizing coverage to 1x mouse genome size, excluding chromosome X during the normalization step, and extending reads):\n\n.. code:: bash\n\n bamCoverage --bam a.bam -o a.SeqDepthNorm.bw \\\n --binSize 10\n --normalizeUsing RPGC\n --effectiveGenomeSize 2150570000\n --ignoreForNormalization chrX\n --extendReads\n\nIf you had run the command with ``--outFileFormat bedgraph``, you could easily peak into the resulting file.\n\n.. code:: bash\n\n $ head SeqDepthNorm_chr19.bedgraph\n 19\t60150\t60250\t9.32\n 19\t60250\t60450\t18.65\n 19\t60450\t60650\t27.97\n 19\t60650\t60950\t37.29\n 19\t60950\t61000\t27.97\n 19\t61000\t61050\t18.65\n 19\t61050\t61150\t27.97\n 19\t61150\t61200\t18.65\n 19\t61200\t61300\t9.32\n 19\t61300\t61350\t18.65\n\nAs you can see, each row corresponds to one region. If consecutive bins have the same number of reads overlapping, they will be merged.\n\nUsage examples for RNA-seq\n^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nNote that some BAM files are filtered based on SAM flags (`Explain SAM flags `_).\n\nRegular bigWig track\n~~~~~~~~~~~~~~~~~~~~~\n\n.. code:: bash\n\n bamCoverage -b a.bam -o a.bw\n\n\nSeparate tracks for each strand\n~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~\n\nSometimes it makes sense to generate two independent :ref:`bigWig` files for all reads on the forward and reverse strand, respectively.\nAs of deepTools version 2.2, one can simply use the ``--filterRNAstrand`` option, such as ``--filterRNAstrand forward`` or ``--filterRNAstrand reverse``.\nThis handles paired-end and single-end datasets. For older versions of deepTools, please see the instructions below.\n\n.. note:: The ``--filterRNAstrand`` option assumes the sequencing library generated from ILLUMINA dUTP/NSR/NNSR methods, which are the most commonly used method for\n library preparation, where Read 2 (R2) is in the direction of RNA strand (**reverse-stranded** library). However other methods exist, which generate read\n R1 in the direction of RNA strand (`see this review `_). For these libraries,\n ``--filterRNAstrand`` will have an opposite behavior, i.e. ``--filterRNAstrand forward`` will give you reverse strand signal and vice-versa.\n\nVersions before 2.2\n*******************\n\nTo follow the examples, you need to know that ``-f`` will tell ``samtools view`` to **include** reads with the indicated flag, while ``-F`` will lead to the **exclusion** of reads with the respective flag.\n\n**For a stranded `single-end` library**\n\n.. code:: bash\n\n # Forward strand\n bamCoverage -b a.bam -o a.fwd.bw --samFlagExclude 16\n\n # Reverse strand\n bamCoverage -b a.bam -o a.rev.bw --samFlagInclude 16\n\n\n\n**For a stranded `paired-end` library**\n\nNow, this gets a bit cumbersome, but future releases of deepTools will make this more straight-forward.\nFor now, bear with us and perhaps read up on SAM flags, e.g. `here `_.\n\nFor paired-end samples, we assume that a proper pair should have the mates on opposing strands where the Illumina strand-specific protocol produces reads in a ``R2-R1`` orientation. We basically follow the recipe given `in this biostars tutorial `_.\n\nTo get the file for transcripts that originated from the **forward strand**:\n\n.. code:: bash\n\n\n # include reads that are 2nd in a pair (128);\n # exclude reads that are mapped to the reverse strand (16)\n $ samtools view -b -f 128 -F 16 a.bam > a.fwd1.bam\n\n # exclude reads that are mapped to the reverse strand (16) and\n # first in a pair (64): 64 + 16 = 80\n $ samtools view -b -f 80 a.bam > a.fwd2.bam\n\n # combine the temporary files\n $ samtools merge -f fwd.bam a.fwd1.bam a.fwd2.bam\n\n # index the filtered BAM file\n $ samtools index fwd.bam\n\n # run bamCoverage\n $ bamCoverage -b fwd.bam -o a.fwd.bigWig\n\n # remove the temporary files\n $ rm a.fwd*.bam\n\nTo get the file for transcripts that originated from the **reverse strand**:\n\n.. code:: bash\n\n # include reads that map to the reverse strand (128)\n # and are second in a pair (16): 128 + 16 = 144\n $ samtools view -b -f 144 a.bam > a.rev1.bam\n\n # include reads that are first in a pair (64), but\n # exclude those ones that map to the reverse strand (16)\n $ samtools view -b -f 64 -F 16 a.bam > a.rev2.bam\n\n # merge the temporary files\n $ samtools merge -f rev.bam a.rev1.bam a.rev2.bam\n\n # index the merged, filtered BAM file\n $ samtools index rev.bam\n\n # run bamCoverage\n $ bamCoverage -b rev.bam -o a.rev.bw\n\n # remove temporary files\n $ rm a.rev*.bam\n"
},
{
"path": "docs/content/tools/bamPEFragmentSize.rst",
"content": "bamPEFragmentSize\n=================\n\n.. argparse::\n :ref: deeptools.bamPEFragmentSize.parse_arguments\n :prog: bamPEFragmentSize\n :nodefault:\n\nExample usage\n^^^^^^^^^^^^^^\n\n.. code:: bash\n\n $ deepTools2.0/bin/bamPEFragmentSize \\\n -hist fragmentSize.png \\\n -T \"Fragment size of PE RNA-seq data\" \\\n --maxFragmentLength 1000 \\\n -b testFiles/RNAseq_sample1.bam testFiles/RNAseq_sample2.bam \\\n testFiles/RNAseq_sample3.bam testFiles/RNAseq_sample4.bam \\\n -samplesLabel sample1 sample2 sample3 sample4\n\n\n## Output\n\n.. code:: bash\n\n BAM file : testFiles/RNAseq_sample1.bam\n\n Sample size: 10815\n\n\n Fragment lengths:\n Min.: 0.0\n 1st Qu.: 311.0\n Mean: 8960.68987517\n Median: 331.0\n 3rd Qu.: 362.0\n Max.: 53574842.0\n Std: 572421.46625\n\n Read lengths:\n Min.: 20.0\n 1st Qu.: 101.0\n Mean: 99.1621821544\n Median: 101.0\n 3rd Qu.: 101.0\n Max.: 101.0\n Std: 9.16567362755\n\n BAM file : testFiles/RNAseq_sample2.bam\n\n Sample size: 6771\n\n\n Fragment lengths:\n Min.: 43.0\n 1st Qu.: 148.0\n Mean: 176.465071629\n Median: 164.0\n 3rd Qu.: 185.0\n Max.: 500.0\n Std: 53.733877263\n\n ......(output truncated)\n\n\n.. image:: ../../images/test_plots/ExampleFragmentSize.png\n\nIf the ``--table`` option is specified, the summary statistics are additionally printed in a tabular format::\n\n Frag. Len. Min. Frag. Len. 1st. Qu. Frag. Len. Mean Frag. Len. Median Frag. Len. 3rd Qu. Frag. Len. Max Frag. Len. Std. Read Len. Min. Read Len. 1st. Qu. Read Len. Mean Read Len. Median Read Len. 3rd Qu. Read Len. Max Read Len. Std.\n bowtie2 test1.bam 241.0 241.5 244.666666667 242.0 246.5 251.0 4.49691252108 251.0 251.0 251.0 251.0 251.0 251.0 0.0\n\nIf the ``--outRawFragmentLengths`` option is provided, another history item will be produced, containing the raw data underlying the histogram. It has the following format::\n\n #bamPEFragmentSize\n Size Occurrences Sample\n 241 1 bowtie2 test1.bam\n 242 1 bowtie2 test1.bam\n 251 1 bowtie2 test1.bam\n\nThe \"Size\" is the fragment (or read, for single-end datasets) size and \"Occurrences\" are the number of times reads/fragments with that length were observed. For easing downstream processing, the sample name is a\nlso included on each row.\n\n"
},
{
"path": "docs/content/tools/bigwigAverage.rst",
"content": "bigwigAverage\n=============\n\n.. argparse::\n :ref: deeptools.bigwigAverage.parse_arguments\n :prog: bigwigAverage\n :nodefault:\n"
},
{
"path": "docs/content/tools/bigwigCompare.rst",
"content": "bigwigCompare\n=============\n\n.. argparse::\n :ref: deeptools.bigwigCompare.parse_arguments\n :prog: bigwigCompare\n :nodefault:\n"
},
{
"path": "docs/content/tools/computeGCBias.rst",
"content": "computeGCBias\n=============\n\n.. contents:: \n :local:\n\n.. argparse::\n :ref: deeptools.computeGCBias.parse_arguments\n :prog: computeGCBias\n :nodefault:\n\n\nBackground\n^^^^^^^^^^^\n\n``computeGCBias`` is based on a paper by `Benjamini and Speed `_.\nThe basic assumption of the GC bias diagnosis is that an ideal sample should show a uniform distribution of sequenced reads across the genome, i.e. all regions of the genome should have similar numbers of reads, regardless of their base-pair composition.\nIn reality, the DNA polymerases used for PCR-based amplifications during the library preparation of the sequencing protocols prefer GC-rich regions. This will influence the outcome of the sequencing as there will be more reads for GC-rich regions just because of the DNA polymerase's preference.\n\n``computeGCbias`` will first calculate the **expected GC profile** by counting the number of DNA fragments of a fixed size per GC fraction where GC fraction is defined as the number of G's or C's in a genome region of a given length.\nThe result is basically a histogram depicting the frequency of DNA fragments for each type of genome region with a GC fraction between 0 to 100 percent. This will be different for each reference genome, but is independent of the actual sequencing experiment.\n\nThe profile of the expected DNA fragment distribution is then compared to the **observed GC profile**, which is generated by counting the number of sequenced reads per GC fraction.\n\nIn an ideal experiment, the observed GC profile would, of course, look like the expected profile.\nThis is indeed the case when applying ``computeGCBias`` to simulated reads. \n\n.. _computeGCBias_example_image:\n\n.. image:: ../../images/GC_bias_simulated_reads_2L.png\n\nAs you can see, both plots based on **simulated reads** do not show enrichments or depletions for specific GC content bins, there is an almost flat line around the log2ratio of 0 (= ratio(observed/expected) of 1). The fluctuations on the ends of the x axis are due to the fact that only very, very few regions in the *Drosophila* genome have such extreme GC fractions so that the number of fragments that are picked up in the random sampling can vary.\n\nNow, let's have a look at **real-life data** from genomic DNA sequencing. Panels A and B can be clearly distinguished and the major change that took place between the experiments underlying the plots was that the samples in panel A were prepared with too many PCR cycles and a standard polymerase whereas the samples of panel B were subjected to very few rounds of amplification using a high fidelity DNA polymerase.\n\n.. image:: ../../images/QC_GCplots_input.png\n\n.. note:: The expected GC profile depends on the reference genome as different organisms have very different GC contents. For example, one would expect more fragments with GC fractions between 30% to 60% in mouse samples (average GC content of the mouse genome: 45 %) than for genome fragments from, for example, *Plasmodium falciparum* (average genome GC content *P. falciparum*: 20%).\n\nExcluding regions from the read distribution calculation\n~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~\n\nIn some cases, it will make sense to exclude certain regions from the calculation of the read distributions to increase the accuracy of the computation.\nThere are several kinds of regions that are either not expected to show a read distribution matching the background or where the uncertainty of the reference genome might be too big. Please consider the following points:\n\n* **repetitive regions**: if multi-reads (reads that map to more than one genomic position) were excluded from the [BAM][] file, it will help to exclude known repetitive regions. You can get BED files of known repetitive regions from `UCSC Table Browser `_ (see the screenshot below for an example of human repetitive elements).\n\n.. image:: ../../images/QC_GCregionexclusion_UCSCscreenshot.png\n\n* **regions of low mappability**: these are regions where the mapping of the reads notoriously fails and we recommend to exclude known regions with mappability issues from the GC computation. You can download the mappability tracks for different read lengths from UCSC, e.g. for `mouse `_ and `human `_. In the github deepTools folder \"scripts\", you can find a shell script called ``mappabilityBigWig_to_unmappableBed.sh`` which will turn the [bigWig][] mappability file from UCSC into a BED file.\n\n* **ChIP-seq peaks**: in ChIP-seq samples it is *expected* that certain regions *should* show more reads than expected based on the background distribution, therefore it makes absolute sense to exclude those regions from the GC bias calculation. We recommend to run a simple, non-conservative peak calling on the uncorrected [BAM][] file first to obtain a BED file of peak regions that should then subsequently be supplied to ``computeGCbias``.\n\n\nUsage example\n^^^^^^^^^^^^^^^\n\n::\n\t\n $ computeGCBias -b H3K27Me3.bam --effectiveGenomeSize 2695000000 \n --genome genome.2bit -l 200 -freq freq_test.txt \n --region X --biasPlot test_gc.png\n\n\n.. image:: ../../images/test_plots/ExampleComputeGCBias.png\n\n\n"
},
{
"path": "docs/content/tools/computeMatrix.rst",
"content": "computeMatrix\n=============\n\n.. contents:: \n :local:\n\n.. argparse::\n :ref: deeptools.computeMatrix.parse_arguments\n :prog: computeMatrix\n :nodefault:\n\nDetails\n^^^^^^^\n\n``computeMatrix`` has two main modes of use:\n\n* for computing the signal distribution **relative to a point** (``reference-point``), e.g., the beginning or end of each genomic region\n* for computing the signal **over a set of regions** (``scale-regions``) where all regions are scaled to the same size\n\n.. image:: ../../images/computeMatrix_modes.png\n\n``computeMatrix`` is tightly connected to ``plotHeatmap`` and ``plotProfile``: it takes the values of all the signal files and all genomic regions that you would like to plot and computes the corresponding data matrix.\n\nSee :doc:`plotHeatmap` and :doc:`plotProfile` for example plots.\n\n.. image:: ../../images/computeMatrix_overview.png\n\nIn addition to generating the intermediate, gzipped file for ``plotHeatmap`` and ``plotProfile``, ``computeMatrix`` can also be used to simply output the values underlying the heatmap or to **filter and sort BED files** using, for example, the ``--skipZeros`` and the ``--sortUsing`` parameters.\n\nThe following tables summarizes the kinds of optional outputs that are available with the three tools.\n\n+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+\n| **optional output type** | **command** | **computeMatrix** | **plotHeatmap** | **plotProfile** |\n+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+\n| values underlying the heatmap | ``--outFileNameMatrix`` | yes | yes | no |\n+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+\n| values underlying the profile | ``--outFileNameData`` | no | yes | yes |\n+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+\n| sorted and/or filtered regions | ``--outFileSortedRegions`` | yes | yes | yes |\n+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+\n\n.. tip:: ``computeMatrix`` can use multiple threads (``-p`` option), which significantly decreases the time for calculating the values.\n\n.. attention::\n As of version 3.0, computeMatrix produces output with labels present for each sample. Matrices produced with that or later versions can not be used with older versions of ``plotHeatmap`` or any other deepTools program.\n\n.. note::\n ``computeMatrix`` will properly handle strand information if your BED file includes that column (GTF files always include strand). For the ``--metagene`` option to work, you will need either a BED12 (including columns 11 and 12) or a GTF file as input. GFF is NOT the same as GTF format!\n\nExamples\n^^^^^^^^\n\nThe following examples should give you an idea of some of the most often used settings for ``computeMatrix``. As you can see, ``computeMatrix`` offers myriad tweaks and may turn out to be more useful to you than \"just\" to calculate heatmap matrices.\n\nExample 1: single input files (reference-point mode)\n~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~\n\nHere, we start with a single :ref:`bigWig` and a single :ref:`BED` file, i.e., ``computeMatrix`` will:\n\n1. take the beginning of the regions specified in the BED file\n2. add the values indicated with ``--beforeRegionStartLength`` (``-b``) and ``--afterRegionStartLength`` (``-a``)\n3. split the resulting region up into 50 bp bins (can be changed via (``--binSize``)\n4. calculate the mean score based on the scores given in the bigWig file (the kind of score can be changed via ``--averageTypeBins``)\n5. write out the values where each row corresponds to one region in the BED file (note that you can, for example, skip regions with zero coverage; sorting is also possible)\n\n.. code:: bash\n\n $ computeMatrix reference-point \\ # choose the mode\n --referencePoint TSS \\ # alternatives: TES, center\n -b 3000 -a 10000 \\ # define the region you are interested in\n -R testFiles/genes.bed \\\n -S testFiles/log2ratio_H3K4Me3_chr19.bw \\\n --skipZeros \\\n -o matrix1_H3K4me3_l2r_TSS.gz \\ # to be used with plotHeatmap and plotProfile\n --outFileSortedRegions regions1_H3K4me3_l2r_genes.bed\n \nLet's have a closer look at the regions' output:\n\n.. code:: bash\n\n $ wc -l testFiles/genes.bed # original file\n 18257 testFiles/genes.bed\n $ wc -l regions1_H3K4me3_l2r_genes.bed # file generated by computeMatrix\n 12423 regions1_H3K4me3_l2r_genes.bed\n\nAs you can see, the number of regions is drastically reduced. The remaining genes happen to be the ones on chromosome 19 for which there was at least one overlapping read. This makes sense since the bigWig file used above only contained reads for chromosome 19.\n\n.. code:: bash\n\n # the original file contained genes for chr.19 and chr.X\n $ cut -f 1 testFiles/genes.bed | sort | uniq -c \n 12439 19\n 5818 X\n\n # the regions used for the computation of the matrix for the heatmap are all located on chr.19 due to the --skipZeros setting (see above)\n $ cut -f 1 regions1_H3K4me3_l2r_genes.bed | sort | uniq -c\n 1 #genes\n 12422 19\n\n\nExample 2: multiple input files (scale-regions mode)\n~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~\n\n.. code:: bash\n\n $ deepTools2.0/bin/computeMatrix scale-regions \\\n -R genes_chr19_firstHalf.bed genes_chr19_secondHalf.bed \\ # separate multiple files with spaces\n -S testFiles/log2ratio_*.bw \\ or use the wild card approach\n -b 3000 -a 3000 \\\n --regionBodyLength 5000 \\\n --skipZeros -o matrix2_multipleBW_l2r_twoGroups_scaled.gz \\\n --outFileNameMatrix matrix2_multipleBW_l2r_twoGroups_scaled.tab \\\n --outFileSortedRegions regions2_multipleBW_l2r_twoGroups_genes.bed\n\n\nNote that the reported regions will have the same coordinates as the ones in the originally supplied file, not the region that was used for the heatmap matrix.\n\nThe groups of regions supplied by two individual files will be merged into one:\n\n.. code:: bash\n\n $ head -n 2 regions2_multipleBW_l2r_twoGroups_genes.bed \n 19\t60104\t70951\tENST00000592209\t0.0\t-\tgenes_chr19_firstHalf\n 19\t60950\t70966\tENST00000606728\t0.0\t-\tgenes_chr19_firstHalf\n \n $ tail -n 3 regions2_multipleBW_l2r_twoGroups_genes.bed \n 19\t59108549\t59110722\tENST00000596427\t0.0\t-\tgenes_chr19_secondHalf\n 19\t59110333\t59110802\tENST00000464061\t0.0\t+\tgenes_chr19_secondHalf\n #genes_chr19_secondHalf\n \n \n.. tip:: **More examples** can be found in our `Gallery `_.\n"
},
{
"path": "docs/content/tools/computeMatrixOperations.rst",
"content": "computeMatrixOperations\n=======================\n\n.. contents:: \n :local:\n\n.. argparse::\n :ref: deeptools.computeMatrixOperations.parse_arguments\n :prog: computeMatrixOperations\n :nodefault:\n\nDetails\n^^^^^^^\n\n``computeMatrixOperations`` can perform a variety of operations on one or more files produced by ``computeMatrix`` (N.B., the output is always written to a new file):\n\n+----------------+--------------------------------------------------------------------------------------------------------------------------+\n+ **Subcommand** | **What it does** |\n+----------------+--------------------------------------------------------------------------------------------------------------------------+\n+ info | Prints out the sample and region group names in the order in which they appear. |\n+----------------+--------------------------------------------------------------------------------------------------------------------------+\n+ subset | Subsets a file by the desired samples/region group names. This can also change the order of these samples/region groups. |\n+----------------+--------------------------------------------------------------------------------------------------------------------------+\n+ filterStrand | Filters the file to only include regions annotated as being on a particular strand. |\n+----------------+--------------------------------------------------------------------------------------------------------------------------+\n+ rbind | Concatenates multiple matrices together, top to bottom. |\n+----------------+--------------------------------------------------------------------------------------------------------------------------+\n+ cbind | Merges multiple matrices, left to right. |\n+----------------+--------------------------------------------------------------------------------------------------------------------------+\n+ sort | Sorts the given file so regions are in the order of occurence in the input BED/GTF file(s). |\n+----------------+--------------------------------------------------------------------------------------------------------------------------+\n\n\nThese operations are useful when you want to run computeMatrix on multiple files (thereby keeping all of the values together) and later exclude regions/samples or add new ones. Another common use would be if you require the output of computeMatrix to be sorted to match the order of regions in the input file.\n\n.. attention::\n As of version 3.0, computeMatrix (and therefore also computeMatrixOperations) produces output with labels present for each sample. If you run any operations on matrices output by older versions then they will be modified to be comformant with the new output, which is not backward compatible!\n\nExamples\n^^^^^^^^\n\nSuppose that we have a strand-specific RNAseq dataset and would like to plot only the strand-specific signal across spliced transcripts. The general steps would be as follows:\n\n1. Run `bamCoverage` on each sample twice, once with `--filterRNAstrand forward` and again with `--filterRNAstrand reverse`. This will result in twice the number of bigWig files as samples.\n2. Run `computeMatrix scale-regions` with all of these bigWig files, including the `--metagene` option and a BED12 and/or a GTF file. This produces a file containing the signal separated by strand for each transcript.\n3. Get the list of sample names stored in the matrix file:\n\n.. code:: bash\n\n $ computeMatrixOperations info -m foo.mat.gz\n Groups:\n genes\n Samples:\n SRR648667.forward\n SRR648668.forward\n SRR648669.forward\n SRR648670.forward\n SRR648667.reverse\n SRR648668.reverse\n SRR648669.reverse\n SRR648670.reverse\n\n4. Create two new files, each containing only the samples containing signal from a given strand.\n\n.. code:: bash\n\n $ computeMatrixOperations subset -m foo.mat.gz -o forward.mat.gz --samples SRR648667.forward SRR648668.forward SRR648669.forward SRR648670.forward\n $ computeMatrixOperations subset -m foo.mat.gz -o reverse.mat.gz --samples SRR648667.reverse SRR648668.reverse SRR648669.reverse SRR648670.reverse\n\n5. These files can then be subset to contain only transcripts on a particular strand. Note that it's best to double check that the ``--strand -`` setting produces the intended results. There are many peculiar variants of RNAseq library preparation and the settings for one type may not be appropriate for another (to check this, use the different ``--strand`` options on the same matrix and then run ``plotHeatmap``, one of them will be obviously correct and the other largely blank).\n\n.. code:: bash\n\n $ computeMatrixOperations filterStrand -m forward.mat.gz -o forward.subset.mat.gz --strand -\n $ computeMatrixOperations filterStrand -m reverse.mat.gz -o reverse.subset.mat.gz --strand +\n\n6. Finally, the files can be merged back together, head to tail. The samples are already in the correct order, as indicated by step 3.\n\n.. code:: bash\n\n $ computeMatrixOperations rbind -m forward.subset.mat.gz reverse.subset.mat.gz -o merged.mat.gz\n\n7. If desired, the transcripts can then be resorted to match the order of the input GTF file.\n\n.. code:: bash\n\n $ computeMatrixOperations sort -m merged.mat.gz -o sorted.mat.gz -R genes.gtf\n\nThe resulting file can then be used with ``plotHeatmap`` or ``plotProfile``. Note that we could have skipped the subset step and run ``computeMatrix`` independently on the forward and reverse bigWig files.\n"
},
{
"path": "docs/content/tools/correctGCBias.rst",
"content": "correctGCBias\n=============\n\n.. hint:: For background information about the GC bias assessment and correction, see :doc:`computeGCBias`.\n\n.. argparse::\n :ref: deeptools.correctGCBias.parse_arguments\n :prog: correctGCBias\n :nodefault:\n\n \nUsage example\n^^^^^^^^^^^^^^\n\n.. note:: ``correctGCBias`` requires the output of ``computeGCBias`` and a genome file in 2bit format. Most genomes can be found here: http://hgdownload.cse.ucsc.edu/gbdb/. Search for the ``.2bit`` ending. Otherwise, FASTA files can be converted to 2bit using ``faToTwoBit``, which is available here: http://hgdownload.cse.ucsc.edu/admin/exe/\n\n.. code:: bash\n\t\n $ correctGCBias -b H3K27Me3.bam \n --effectiveGenomeSize 2695000000 \n --genome genome.2bit \n --GCbiasFrequenciesFile freq_test.txt # output of computeGCBias\n -o gc_corrected.bam\n\n.. warning:: The GC-corrected BAM file will most likely contain several duplicated reads in regions where the coverage had to increased in order to match the expected read density. This means that you should absolutely avoid using any filtering of duplicate reads during your downstream analyses!\n"
},
{
"path": "docs/content/tools/estimateReadFiltering.rst",
"content": "estimateReadFiltering\n=====================\n\n.. contents:: \n :local:\n\n.. argparse::\n :ref: deeptools.estimateReadFiltering.parseArguments\n :prog: estimateReadFiltering\n :nodefault:\n\n\nBackground\n^^^^^^^^^^\n\nMany tools within deepTools allow one to filter BAM files according to alignment mapping qualities or other criteria. It's difficult to know ahead of time how these various settings will affect the number of filtered reads. Consequently, ``estimateReadFiltering`` can be used to approximate the number of reads in a BAM file or files that will be filtered according to one or more criteria. This can also be used the quickly estimate the duplication level in a BAM file.\n\nUsage example\n^^^^^^^^^^^^^\n\n``estimateReadFiltering`` needs one or more sorted and indexed BAM files and the desired filtering criteria.\n\n.. code:: bash\n\n $ estimateReadFiltering -b paired_chr2L.bam \\\n --minMappingQuality 5 --samFlagInclude 16 \\\n --samFlagExclude 256 --ignoreDuplicates\n\nBy default, the output is printed to the screen. You can change this with the ``-o`` option. The output is a tab-separated file:\n\n Sample Total Reads Mapped Reads Alignments in blacklisted regions Estimated mapped reads filtered Below MAPQ Missing Flags Excluded Flags Internally-determined Duplicates Marked Duplicates Singletons Wrong strand\n paired_chr2L.bam 12644 12589 0 6313.2 4114.0 6340.0 0.0 1163.0 0.0 55.0 0.0\n\nThe columns are as follows:\n\n * Total reads (including unmapped)\n * Unmapped reads\n * Reads in blacklisted regions (--blackListFileName)\n\nThe following metrics are estimated according to the --binSize and --distanceBetweenBins parameters\n * Estimated mapped reads filtered (the total number of mapped reads filtered for any reason)\n * Alignments with a below threshold MAPQ (--minMappingQuality)\n * Alignments with at least one missing flag (--samFlagInclude)\n * Alignments with undesirable flags (--samFlagExclude)\n * Duplicates determined by deepTools (--ignoreDuplicates)\n * Duplicates marked externally (e.g., by picard)\n * Singletons (paired-end reads with only one mate aligning)\n * Wrong strand (due to --filterRNAstrand)\n\nThe sum of these may be more than the total number of reads. Note that alignments are sampled from bins of size --binSize spaced --distanceBetweenBins apart.\n\n"
},
{
"path": "docs/content/tools/multiBamSummary.rst",
"content": "multiBamSummary\n================\n\n.. contents:: \n :local:\n\n.. argparse::\n :ref: deeptools.multiBamSummary.parse_arguments\n :prog: multiBamSummary\n :nodefault:\n\n\nExample\n^^^^^^^\n\nThe default output of ``multiBamSummary`` (a compressed ``numpy`` array: `*.npz`) can be visualized using :doc:`plotCorrelation` or :doc:`plotPCA`.\n\nThe optional output (``--outRawCounts``) is a simple tab-delimited file that can be used with any other program. The first three columns define the region of the genome for which the reads were summarized.\n\n.. code:: bash\n\n $ deepTools2.0/bin/multiBamSummary bins \\\n --bamfiles testFiles/*bam \\ # using all BAM files in the folder\n --minMappingQuality 30 \\\n --region 19 \\ # limiting the binning of the genome to chromosome 19\n --labels H3K27me3 H3K4me1 H3K4me3 HeK9me3 input \\\n -out readCounts.npz --outRawCounts readCounts.tab\n\n $ head readCounts.tab \n #'chr'\t'start'\t'end'\t'H3K27me3'\t'H3K4me1'\t'H3K4me3'\t'HeK9me3'\t'input'\n 19\t10000\t20000\t0.0\t0.0\t0.0\t0.0\t0.0\n 19\t20000\t30000\t0.0\t0.0\t0.0\t0.0\t0.0\n 19\t30000\t40000\t0.0\t0.0\t0.0\t0.0\t0.0\n 19\t40000\t50000\t0.0\t0.0\t0.0\t0.0\t0.0\n 19\t50000\t60000\t0.0\t0.0\t0.0\t0.0\t0.0\n 19\t60000\t70000\t1.0\t1.0\t0.0\t0.0\t1.0\n 19\t70000\t80000\t0.0\t1.0\t7.0\t0.0\t1.0\n 19\t80000\t90000\t15.0\t0.0\t0.0\t6.0\t4.0\n 19\t90000\t100000\t73.0\t7.0\t4.0\t16.0\t5.0\n"
},
{
"path": "docs/content/tools/multiBigwigSummary.rst",
"content": "multiBigwigSummary\n==================\n\n.. contents:: \n :local:\n\n.. argparse::\n :ref: deeptools.multiBigwigSummary.parse_arguments\n :prog: multiBigwigSummary\n :nodefault:\n\n\nExample\n~~~~~~~\n\nIn the following example, the average values for our test ENCODE\nChIP-Seq datasets are computed for consecutive genome bins (default size: 10kb) by using the `bins` mode.\n\n.. code:: bash\n\n $ deepTools2.0/bin/multiBigwigSummary bins \\\n -b testFiles/H3K4Me1.bigWig testFiles/H3K4Me3.bigWig testFiles/H3K27Me3.bigWig testFiles/Input.bigWig \\\n --labels H3K4me1 H3K4me3 H3K27me3 input \\\n -out scores_per_bin.npz --outRawCounts scores_per_bin.tab\n \n $ head scores_per_bin.tab \n #'chr'\t'start'\t'end'\t'H3K4me1'\t'H3K4me3'\t'H3K27me3'\t'input'\n 19\t0\t10000\t0.0\t0.0\t0.0\t0.0\n 19\t10000\t20000\t0.0\t0.0\t0.0\t0.0\n 19\t20000\t30000\t0.0\t0.0\t0.0\t0.0\n 19\t30000\t40000\t0.0\t0.0\t0.0\t0.0\n 19\t40000\t50000\t0.0\t0.0\t0.0\t0.0\n 19\t50000\t60000\t0.0221538461538\t0.0\t0.00482142857143\t0.0522717391304\n 19\t60000\t70000\t4.27391282051\t1.625\t0.634116071429\t1.29124347826\n 19\t70000\t80000\t13.0891675214\t24.65\t1.8180625\t2.80073695652\n 19\t80000\t90000\t1.74591965812\t0.29\t4.35576785714\t0.92987826087\n\nTo compute the average values for a set of genes, use the `BED-file` mode.\n\n.. code:: bash\n\n $ deepTools2.0/bin/multiBigwigSummary BED-file \\\n --bwfiles testFiles/*bigWig \\\n --BED testFiles/genes.bed \\\n --labels H3K27me3 H3K4me1 H3K4me3 HeK9me3 input \\\n -out scores_per_transcript.npz --outRawCounts scores_per_transcript.tab\n \n $ head scores_per_transcript.tab\n #'chr'\t'start'\t'end'\t'H3K27me3'\t'H3K4me1'\t'H3K4me3'\t'HeK9me3'\t'input'\n 19\t60104\t70951\t0.663422099099\t4.37103606574\t14.9609108509\t0.596631607217\t1.34274297191\n 19\t60950\t70966\t0.714223982699\t4.54650763906\t16.2336261981\t0.62173674295\t1.41719308888\n 19\t62114\t70944\t0.747578769617\t4.84009060023\t18.2951302378\t0.648723472352\t1.51324474371\n 19\t63820\t70951\t0.781816722009\t5.30500631048\t22.5579862572\t0.682862029229\t1.55490104062\n 19\t65057\t66382\t0.528301886792\t5.45886792453\t0.523018867925\t0.555471698113\t1.97056603774\n 19\t65821\t66416\t0.411764705882\t3.0\t0.636974789916\t0.168067226891\t1.67226890756\n 19\t65821\t70945\t0.844600775761\t4.79176424668\t31.1346604215\t0.693073728066\t1.47911787666\n 19\t66319\t66492\t0.774566473988\t1.59537572254\t0.0\t0.0\t0.578034682081\n 19\t66345\t71535\t0.877430197151\t5.49036608863\t43.978805395\t0.746026011561\t1.43545279383\n\n\nThe default output of ``multiBamSummary`` (a compressed ``numpy`` array: `*.npz`) can be visualized using :doc:`plotCorrelation` or :doc:`plotPCA`.\n\nThe optional output (``--outRawCounts``) is a simple tab-delimited file that can be used with any other program. The first three columns define the region of the genome for which the reads were summarized.\n\n\nmultiBigwigSummary in Galaxy\n~~~~~~~~~~~~~~~~~~~~~~~~~~~~\n\nBelow is the screenshot showing how to use multiBigwigSummary on the deeptools galaxy.\n\n\n.. image:: ../../images/bigwiCorr_galaxy.png\n"
},
{
"path": "docs/content/tools/plotCorrelation.rst",
"content": "plotCorrelation\n===============\n\n.. contents:: \n :local:\n\n.. argparse::\n :ref: deeptools.plotCorrelation.parse_arguments\n :prog: plotCorrelation\n :nodefault:\n\nBackground\n^^^^^^^^^^\n\n``plotCorrelation`` computes the overall similarity between two or more files based on read coverage (or other scores) within genomic regions, which must be calculated using either :doc:`multiBamSummary` or :doc:`multiBigwigSummary`.\n\nCorrelation calculation\n~~~~~~~~~~~~~~~~~~~~~~~\n\nThe result of the correlation computation is a **table of correlation coefficients** that indicates how \"strong\" the relationship between two samples is and it will consist of numbers between -1 and 1. (-1 indicates perfect anti-correlation, 1 perfect correlation.) \n\n.. image:: ../../images/QC_bamCorrelate_intro.png\n\nWe offer two different functions for the correlation computation: *Pearson* or *Spearman*.\n\nThe *Pearson method* measures the **metric differences** between samples and is therefore influenced by outliers. More precisely, it is defined as the covariance of two variables divided by the product of their standard deviation. \n\nThe *Spearman method* is based on **rankings**.\nIf you imagine a race with 3 participants where the winner and runner-up are very close together while the third person broke her leg and comes in way, way after the first two, then Pearson would be strongly influenced by the fact that the third person had a great distance to the first ones while Spearman would only care about the fact that person 1 came in first, person 2 came in second and person 3 got the third rank, the distances between them are ignored.\n\n.. tip:: Pearson is an appropriate measure for data that follows a normal distribution, while Spearman does not make this assumption and is generally less driven by outliers, but with the caveat of also being less sensitive.\n\nHierarchical clustering\n~~~~~~~~~~~~~~~~~~~~~~~~\n\nIf you use the heatmap output of ``plotCorrelation``, this will automatically lead to a clustering of the samples based on the correlation coefficients. This helps to determine whether the different sample types can be separated, i.e., samples of different conditions are expected to be more dissimilar to each other than replicates within the same condition. \n\nThe *distances* of the sample pairs are based on the correlation coefficients, *r*, where distance = 1 - *r*. The similarity of the samples is assessed using the nearest point algorithm, i.e., the shortest distance between any 2 members of the tree is considered to decide whether to join a cluster or not. For more details of the algorithm, go `here `_.\n\nExamples\n^^^^^^^^\n\nHere's an example of RNA-seq data from different human cell lines that we had downloaded from https://genome.ucsc.edu/ENCODE/dataMatrix/encodeDataMatrixHuman.html. \n\n.. image:: ../../images/QC_bamCorrelate_RNAseq.png\n\nAs you can see, both correlation calculations more or less agree on which samples are nearly identical (the replicates, indicated by 1 or 2 at the end of the label). The Spearman correlation, however, seems to be more robust and meets our expectations more closely as the two different cell types (HUVEC and IMR90) are clearly separated.\n\nIn the following example, a correlation analysis is performed based on the coverage file computed by :doc:`multiBamSummary` or :doc:`multiBigwigSummary` for our test ENCODE ChIP-Seq datasets.\n\n**Scatterplot**\n\nHere we make pairwose scatterplots of the average scores per transcript that we calculated using :doc:`multiBigwigSummary` and include the Pearson correlation coefficients for each comparison.\n\n.. code:: bash\n\n $ deepTools2.0/bin/plotCorrelation \\\n -in scores_per_transcript.npz \\\n --corMethod pearson --skipZeros \\\n --plotTitle \"Pearson Correlation of Average Scores Per Transcript\" \\\n --whatToPlot scatterplot \\\n -o scatterplot_PearsonCorr_bigwigScores.png \\\n --outFileCorMatrix PearsonCorr_bigwigScores.tab \n\n.. image:: ../../images/test_plots/scatterplot_PearsonCorr_bigwigScores.png\n\n.. code:: bash\n\n $ cat PearsonCorr_bigwigScores.tab \n 'H3K27me3'\t'H3K4me1'\t'H3K4me3'\t'HeK9me3'\t'input'\n 'H3K27me3'\t1.0000\t-0.1032\t-0.1269\t-0.0339\t-0.0395\n 'H3K4me1'\t-0.1032\t1.0000\t0.3985\t-0.1863\t0.3328\n 'H3K4me3'\t-0.1269\t0.3985\t1.0000\t-0.0480\t0.2822\n 'HeK9me3'\t-0.0339\t-0.1863\t-0.0480\t1.0000\t-0.0353\n 'input'\t-0.0395\t0.3328\t0.2822\t-0.0353\t1.0000\n\n\n**Heatmap**\n\nIn addition to scatterplots, heatmaps can be generated where the pairwise correlation coefficients are depicted by varying color intensities and are clustered using hierarchical clustering.\n\nThe example here calculates the Spearman correlation coefficients of read counts.\nThe dendrogram indicates which samples' read counts are most similar to each other.\n\n.. code:: bash\n\n $ deepTools2.0/bin/plotCorrelation \\\n -in readCounts.npz \\\n --corMethod spearman --skipZeros \\\n --plotTitle \"Spearman Correlation of Read Counts\" \\\n --whatToPlot heatmap --colorMap RdYlBu --plotNumbers \\\n -o heatmap_SpearmanCorr_readCounts.png \\\n --outFileCorMatrix SpearmanCorr_readCounts.tab \n\n.. image:: ../../images/test_plots/heatmap_SpearmanCorr_readCounts.png\n"
},
{
"path": "docs/content/tools/plotCoverage.rst",
"content": "plotCoverage\n============\n\n.. contents:: \n :local:\n\n.. argparse::\n :ref: deeptools.plotCoverage.parse_arguments\n :prog: plotCoverage\n :nodefault:\n\nWhat the plots tell you\n^^^^^^^^^^^^^^^^^^^^^^^^\n\nThe tool generates a panel of two plots.\nThe first one simply represents the frequencies of the found read coverages, which helps you judge how relevant the mean coverage value (printed next to the sample name) is. If the distribution of read coverages is more or less homoskedatic and, ideally, normally distributed (most likely it won't be), then the mean is a very appropriate proxy for sequencing depth. \n\nThe second plot helps you answer the question *what is the fraction of the genome that has a depth of sequencing of 2?*\n\n.. image:: ../../images/plotCoverage_annotated.png\n\nUsage example\n^^^^^^^^^^^^^^\n\n.. code:: bash\n\t\n $ plotCoverage -b H3K4Me1.bam H3K4Me3.bam H3K27Me3.bam H3K9Me3.bam\n --plotFile example_coverage\n -n 1000000\n --plotTitle \"example_coverage\" \\ \n --outRawCounts coverage.tab \\\n --ignoreDuplicates \\\n --minMappingQuality 10 \\ \n --region 19\n\n # have a look at the optional tabular output: each row represents the number of reads overlapping with a sampled bp\n $ head coverage.tab\n 'H3K27me3'\t'H3K4me1'\t'H3K4me3'\t'H3K9me3'\t\n 0\t0\t0\t0\t\n 0\t0\t0\t0\t\n 0\t0\t0\t0\t\n 0\t0\t0\t0\t\n 0\t0\t0\t0\t\n 0\t0\t0\t0\t\n 0\t0\t0\t0\t\n 0\t0\t0\t0\t\n 0\t0\t0\t0\t\n \n $ cut -f1 coverage.tab | sort -n | uniq -c\n 1 'H3K27me3'\n 548190 0 # the vast majority of sampled bp had 0 overlapping reads\n 127914 1\n 35703 2\n 12271 3\n 4584 4\n 1717 5\n 659 6\n 251 7\n 106 8\n 49 9\n 16 10\n 6 11\n 3 12\n 2 13\n 3 14\n 1 15\n 1 16\n 2 17\n 1 19\n 1 21\n 2 22\n 1 23\n 1 24\n 2 28\n 1 35\n 1 40 # there was one bp with 40 overlapping reads!\n 1 44\n \n\n.. image:: ../../images/test_plots/ExamplePlotCoverage.png\n\nAs you can see, the coverage of our test data sets is very poor -- on average, there is fewer than 1 read per bp! \n"
},
{
"path": "docs/content/tools/plotEnrichment.rst",
"content": "plotEnrichment\n==============\n\n.. contents:: \n :local:\n\n.. argparse::\n :ref: deeptools.plotEnrichment.parse_arguments\n :prog: plotEnrichment\n :nodefault:\n\n\nBackground\n^^^^^^^^^^\n\nIt's often useful to know what percentage of alignments or fragments overlap one or more groups of regions. For example, \"fragment of reads in peaks\" or FRiP scores are a common QC metric for ChIPseq data that asks such a question. Another example would be seeing what fraction of RNAseq reads are in exons, or genes, since both of these should be high. ``plotEnrichment`` allows efficiently answering these sorts of questions.\n\nUsage example\n^^^^^^^^^^^^^\n\n``plotEnrichment`` needs one or more sorted and indexed BAM files and one or more BED and/or GTF files. For GTF files, feature labels are given according to the 3rd column ('feature'). For BED files, labels are given by the file name, though this can be overriden with the ``--regionLabels`` option.\n\n.. code:: bash\n\n $ plotEnrichment -b Input.bam H3K4Me1.bam H3K4Me3.bam \\\n --BED up.bed down.bed \\\n --regionLabels \"up regulated\" \"down regulated\" \\\n -o enrichment.png\n\nThe values underlying the plot can also be output with the ``--outRawCounts`` option and the y-axis can be auto-adjusted with the ``--variableScales`` option.\n\n.. image:: ../../images/test_plots/plotEnrichment.png\n\n"
},
{
"path": "docs/content/tools/plotFingerprint.rst",
"content": "plotFingerprint\n===============\n\nThis quality control will most likely be of interest for you if you are dealing with ChIP-seq samples as a pressing question in ChIP-seq experiments is \"Did my ChIP work?\", i.e. did the antibody-treatment enrich sufficiently so that the ChIP signal can be separated from the background signal? (After all, around 90% of all DNA fragments in a ChIP experiment will represent the genomic background).\n\n.. note:: We've termed the plots described here \"fingerprints\" because we feel that they help us judging individual ChIP-seq files, but the original idea came from `Diaz et al. `__\n\n.. contents:: \n :local:\n\n.. argparse::\n :ref: deeptools.plotFingerprint.parse_arguments\n :prog: plotFingerprint\n :nodefault:\n\nBackground\n^^^^^^^^^^^\n\nThis tool is based on a method developed by `Diaz et al. `__.\nIt determines how well the signal in the ChIP-seq sample can be differentiated from the background distribution of reads in the control sample.\nFor factors that will enrich well-defined, rather narrow regions (e.g. transcription factors such as p300), the resulting plot can be used to assess the strength of a ChIP, but the broader the enrichments are to be expected, the less clear the plot will be.\nVice versa, if you do not know what kind of signal to expect, the fingerprint plot will give you a straight-forward indication of how careful you will have to be during your downstream analyses to separate biological noise from meaningful signal.\n\nSimilar to ``multiBamSummary``, ``plotFingerprint`` randomly samples genome regions (bins) of a specified length and sums the per-base coverage in indexed BAM files that overlap with those regions.\nThese values are then sorted according to their rank and the cumulative sum of read counts is plotted. \n\n\nWhat the plots tell you\n~~~~~~~~~~~~~~~~~~~~~~~~\n\nAn ideal [input][] with perfect uniform distribution of reads along the genome (i.e. without enrichments in open chromatin etc.) and infinite sequencing coverage should generate a straight diagonal line. A very specific and strong ChIP enrichment will be indicated by a prominent and steep rise of the cumulative sum towards the highest rank. This means that a big chunk of reads from the ChIP sample is located in few bins which corresponds to high, narrow enrichments typically seen for transcription factors.\n\nHere you see 3 different fingerprint plots.\nWe chose these examples to show you how the nature of the ChIP signal (narrow and high vs. wide and not extremely high) is reflected in the \"fingerprint\" plots. \n\n.. image:: ../../images/QC_fingerprint.png\n\nQuality control metrics\n~~~~~~~~~~~~~~~~~~~~~~~\n\nFor a detailed explanation of the QC metrics, please see: :doc:`../feature/plotFingerprint_QC_metrics`.\n\nUsage example\n^^^^^^^^^^^^^^^^\n\nThe following example generates the fingerprints for the invididual ENCODE histone mark ChIP-seq data sets and their corresponding input (focusing on chromosome 19 and thus adjusting the number of 500 bp bins that are being sampled using ``--numberOfSamples`` to avoid overlapping bins).\n\n.. code:: bash\n\n $ deepTools2.0/bin/plotFingerprint \\\n -b testFiles/*bam \\\n --labels H3K27me3 H3K4me1 H3K4me3 H3K9me3 input \\\n --minMappingQuality 30 --skipZeros \\\n --region 19 --numberOfSamples 50000 \\\n -T \"Fingerprints of different samples\" \\\n --plotFile fingerprints.png \\\n --outRawCounts fingerprints.tab\n\n.. image:: ../../images/test_plots/fingerprints.png\n\nThe table that you can obtain via ``--outRawCounts`` simply contains the sum of the per-base coverage inside each sampled genome bin. For the plot above, each column is sorted in increasing order and then the cumulative sum is plotted.\n\n.. code:: bash\n\n $ head fingerprints.tab \n #plotFingerprint --outRawCounts\n 'H3K27me3'\t'H3K4me1'\t'H3K4me3'\t'H3K9me3'\t'input'\n 1\t0\t0\t0\t0\n 0\t0\t0\t0\t1\n 0\t1\t0\t0\t0\n 12\t0\t0\t3\t3\n 3\t0\t1\t1\t0\n 6\t4\t0\t1\t0\n 1\t0\t0\t0\t0\n 4\t1\t1\t1\t0\n 1\t0\t0\t0\t0\n"
},
{
"path": "docs/content/tools/plotHeatmap.rst",
"content": "plotHeatmap\n===========\n\n.. contents:: \n :local:\n\n.. argparse::\n :ref: deeptools.plotHeatmap.parse_arguments\n :prog: plotHeatmap\n :nodefault:\n\n\nDetails\n^^^^^^^\n\n.. note:: With the release of deepTools 2.3 is is now possible to set the color and scale of each heatmap\n individually. Also, we added the option to remove the boxes around the heatmaps.\n\n\n``plotHeatmap`` does not change the values that ``computeMatrix`` calculated, it simply translates them into heatmaps and summary plots.\nIt offers a large variety of parameters to explore various visualizations and customize the resulting image (see the commands above).\n\nIn addition, you can retrieve all the data tables underlying the various plots including the regions that were used to generate the final plot. \nThe following tables summarizes the kinds of optional outputs that are available with the three tools.\n\n\n+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+\n| **optional output type** | **command** | **computeMatrix** | **plotHeatmap** | **plotProfile** |\n+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+\n| values underlying the heatmap | ``--outFileNameMatrix`` | yes | yes | no |\n+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+\n| values underlying the profile | ``--outFileNameData`` | no | yes | yes |\n+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+\n| sorted and/or filtered regions | ``--outFileSortedRegions`` | yes | yes | yes |\n+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+\n\n.. tip:: For more details on the optional output, see the examples for :doc:`computeMatrix`.\n\n\nUsage examples\n^^^^^^^^^^^^^^\n\nThe following example creates a heatmap over hg19 transcripts for our test ENCODE datasets. Note that the matrix contains multiple groups of regions (in this case, one for each chromosome used).\n\n.. code:: bash\n\n # run compute matrix to collect the data needed for plotting\n $ computeMatrix scale-regions -S H3K27Me3-input.bigWig \\\n H3K4Me1-Input.bigWig \\\n H3K4Me3-Input.bigWig \\\n -R genes19.bed genesX.bed \\\n --beforeRegionStartLength 3000 \\\n --regionBodyLength 5000 \\\n --afterRegionStartLength 3000\n --skipZeros -o matrix.mat.gz\n\n $ plotHeatmap -m matrix.mat.gz \\\n -out ExampleHeatmap1.png \\\n\n.. image:: ../../images/test_plots/ExampleHeatmap1.png\n\nAs mentioned above, ``plotHeatmap`` has many options, including the ability to do k-means clustering and change the color map.\n\n.. code:: bash\n\n $ plotHeatmap -m matrix_two_groups.gz \\\n -out ExampleHeatmap2.png \\\n --colorMap RdBu \\\n --whatToShow 'heatmap and colorbar' \\\n --zMin -3 --zMax 3 \\\n --kmeans 4\n\n.. image:: ../../images/test_plots/ExampleHeatmap2.png\n\n.. tip:: **More examples** can be found in our `Gallery `_.\n\n\nMultiple colors for heatmaps\n++++++++++++++++++++++++++++\n\nSince deepTools version 2.3 it is now possible to adjust the color and scale of each heatmap. There are two ways\nto adjust the colors, one by specifying each of the colormaps (e.g. `--colorMap RdBlGr winter terrain`) and the\nother is by giving each of the colors in the heatmap (e.g. `--colorList 'red,blue' 'white,green', 'white, blue, red'`).\nFor the second example, the number of transitions between the colors is given by the `--colorNumber` which by default\nis 256.\n\nThe following is an example using the `--colorList` method is used. Also the scale of each heatmap is modified\nusing `--zMin` and `--zMax`.\n\n.. code:: bash\n\n $ plotHeatmap -m matrix_two_groups.gz \\\n -out ExampleHeatmap3.png \\\n --colorList 'black, yellow' 'white,blue' '#ffffff,orange,#000000'\n --whatToShow 'heatmap and colorbar' \\\n --zMin -2 -2 0 --zMax 2 2 3\n --kmeans 4\n --dpi 100\n\n.. image:: ../../images/test_plots/ExampleHeatmap3.png\n\n\nNo box around heatmaps\n++++++++++++++++++++++\n\nIn version 2.3 we also added the option to remove the box around heatmaps. In the following example\nwe combine different colormap colors, different scales and the new `--boxAroundHeatmaps` option.\n\n.. code:: bash\n\n $ plotHeatmap -m matrix_two_groups.gz \\\n -out ExampleHeatmap4.png \\\n --colorMap Oranges_r Blues_r Greens\n --whatToShow 'heatmap and colorbar' \\\n --zMin -4 -4 0 --zMax 0 0 5\n --kmeans 4\n --dpi 100\n --boxAroundHeatmaps no\n\n.. image:: ../../images/test_plots/ExampleHeatmap4.png\n\n.. tip:: **More examples** can be found in our `Gallery `_.\n"
},
{
"path": "docs/content/tools/plotPCA.rst",
"content": "plotPCA\n=======\n\n.. contents:: \n :local:\n\n.. argparse::\n :ref: deeptools.plotPCA.parse_arguments\n :prog: plotPCA\n :nodefault:\n\n\nBackground\n^^^^^^^^^^^\n\nPrincipal component analysis (PCA) can be used, for example, to determine whether **samples display greater variability** between experimental conditions than between replicates of the same treatment. PCA is also useful to identify unexpected patterns, such as those caused by batch effects or outliers.\nPrincipal components represent the directions along which the variation in the data is maximal, so that the information (e.g., read coverage values) from thousands of regions can be represented by just a few dimensions.\n\n.. note:: PCA is not designed to identify unknown groupings or clustering and given an unexpected result, it is up to the researcher to determine the experimental or technical reason underlying the principal components.\n\nUsage example\n^^^^^^^^^^^^^^^\n\n``plotPCA`` needs the compressed ``numpy array`` output from either :doc:`multiBamSummary` or :doc:`multiBigwigSummary`\n\n.. code:: bash\n\n $ deepTools2.0/bin/plotPCA -in readCounts.npz \\\n -o PCA_readCounts.png \\\n -T \"PCA of read counts\"\n\nAfter perfoming the PCA on the values supplied as the input, ``plotPCA`` will sort the principal components according to the amount of variability of the data that they explain. Based on this, you will obtain two plots:\n\n* the eigenvalues of the **top two principal components**\n* the **Scree plot** for the top five principal components where the bars represent the amount of variability explained by the individual factors and the red line traces the amount of variability is explained by the individual components in a cumulative manner\n\n.. image:: ../../images/test_plots/PCA_readCounts.png\n"
},
{
"path": "docs/content/tools/plotProfile.rst",
"content": "plotProfile\n===========\n\n.. argparse::\n :ref: deeptools.plotProfile.parse_arguments\n :prog: plotProfile\n :nodefault:\n\nDetails\n^^^^^^^^\n\nLike :doc:`plotHeatmap`, ``plotProfile`` simply takes the compressed matrix produced by ``computeMatrix`` and turns it into summary plots.\n\nIn addition to a large range of parameters for optimizing the visualization, you can also export the values underlying the profiles as tables.\n\n+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+\n| **optional output type** | **command** | **computeMatrix** | **plotHeatmap** | **plotProfile** |\n+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+\n| values underlying the heatmap | ``--outFileNameMatrix`` | yes | yes | no |\n+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+\n| values underlying the profile | ``--outFileNameData`` | no | yes | yes |\n+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+\n| sorted and/or filtered regions | ``--outFileSortedRegions`` | yes | yes | yes |\n+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+\n\n.. tip:: For more details on the optional output, see the examples for :doc:`computeMatrix`.\n\nUsage example\n^^^^^^^^^^^^^^\n\nThe following example plots the signal profile over hg19 transcripts for our test ENCODE datasets. Note that\nthe matrix contains multiple groups of regions (in this case, one for each present chromosome).\n\n.. code:: bash\n\n # run compute matrix to collect the data needed for plotting\n $ computeMatrix scale-regions -S H3K27Me3-input.bigWig \\\n H3K4Me1-Input.bigWig \\\n H3K4Me3-Input.bigWig \\\n -R genes19.bed genesX.bed \\\n --beforeRegionStartLength 3000 \\\n --regionBodyLength 5000 \\\n --afterRegionStartLength 3000\n --skipZeros -o matrix.mat.gz\n\n $ plotProfile -m matrix.mat.gz \\\n -out ExampleProfile1.png \\\n --numPlotsPerRow 2 \\\n --plotTitle \"Test data profile\"\n\n.. image:: ../../images/test_plots/ExampleProfile1.png\n\n``plotProfile`` has many options, including the ability to change the type of lines plotted and to plot by group rather than sample.\n\nHere's the same data set, but plotted with a different set of parameters.\n\n.. code:: bash\n\n $ plotProfile -m matrix.mat.gz \\\n -out ExampleProfile2.png \\\n --plotType=fill \\ # add color between the x axis and the lines\n --perGroup \\ # make one image per BED file instead of per bigWig file\n --colors red yellow blue \\\n --plotTitle \"Test data profile\"\n\n.. image:: ../../images/test_plots/ExampleProfile2.png\n\n\nIn this other example the data is clustered using k-means into two groups.\n\n.. code:: bash\n\n $ plotProfile -m matrix.mat.gz \\\n --perGroup \\\n --kmeans 2 \\\n -out ExampleProfile3.png\n\n.. image:: ../../images/test_plots/ExampleProfile3.png\n\nThis is the same data but visualized using `--plotType heatmap`\n\n.. code:: bash\n\n $ plotProfile -m matrix.mat.gz \\\n --perGroup \\\n --kmeans 2 \\\n -plotType heatmap \\\n -out ExampleProfile3.png\n\n.. image:: ../../images/test_plots/ExampleProfile4.png\n"
},
{
"path": "docs/images/gallery/Whyte_TypicalEnhancers_ESC.bed",
"content": 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},
{
"path": "docs/index.rst",
"content": "=====================================================\ndeepTools: *tools for exploring deep sequencing data*\n=====================================================\n\n.. image:: images/start_collage.png\n\ndeepTools is a **suite of python tools** particularly developed for the\nefficient analysis of high-throughput sequencing data, such as ChIP-seq, RNA-seq or MNase-seq.\n\nThere are 3 ways for using deepTools:\n\n* **Galaxy usage** -- our public `deepTools Galaxy server `_ let's you use the deepTools within the familiar Galaxy framework without the need to master the command line\n* **command line usage** -- simply download and install the tools (see :doc:`content/installation` and :doc:`content/list_of_tools`)\n* **API** -- make use of your favorite deepTools modules in your own python programs (see :doc:`content/api`)\n\nThe flow chart below depicts the different tool modules that are\ncurrently available.\n\n.. image:: images/start_workflow.png\n\nIf the file names in the figure mean nothing to you,\nplease make sure to check our :doc:`content/help_glossary`.\n\n\nContents:\n---------\n.. toctree::\n :maxdepth: 1\n\n content/installation\n content/list_of_tools\n content/advanced_features\n content/example_usage\n content/changelog\n content/help_galaxy_intro\n content/help_faq\n content/help_faq_galaxy\n content/help_glossary\n content/api\n content/about\n\n\nWhile developing deepTools, we continuously strive to create software\nthat fulfills the following criteria:\n\n- **efficiently extract reads from BAM files** and perform various\n computations on them\n- **turn BAM files of aligned reads into bigWig files** using different\n normalization strategies\n- make use of **multiple processors** (speed!)\n- generation of **highly customizable images** (change colours, size,\n labels, file format, etc.)\n- enable **customized down-stream analyses**, meaning that every\n data set created can be stored by the user\n- **modular approach** - compatibility, flexibility, scalability (i.e.\n we can add more and more modules and make use of established methods)\n\n\n.. tip:: For support or questions please post to `Biostars `__. For bug reports and feature requests please open an issue `on github `__.\n\n\nPlease cite deepTools2 as follows:\n\nRamírez, Fidel, Devon P. Ryan, Björn Grüning, Vivek Bhardwaj, Fabian Kilpert, Andreas S. Richter,\nSteffen Heyne, Friederike Dündar, and Thomas Manke.\n**\"deepTools2: a next generation web server for deep-sequencing data analysis.\" Nucleic Acids Research (2016): gkw257.**\n\n.. image:: images/logo_mpi-ie.jpg\n\nThis tool suite is developed by the `Bioinformatics Facility `_ at the\n`Max Planck Institute for Immunobiology and Epigenetics,\nFreiburg `_.\n"
},
{
"path": "docs/requirements.txt",
"content": "sphinx==7.2.6\nmock==5.1.0\nsphinx_rtd_theme==2.0.0\nsphinx-argparse==0.4.0"
},
{
"path": "docs/source/_templates/layout.html",
"content": "{% extends \"!layout.html\" %}\n{% set script_files = script_files + [\"_static/welcome_owl.carousel.min.js\"] %}\n{% set css_files = css_files + [\"_static/welcome_owl.carousel.css\", \"_static/welcome_owl.carousel.theme.css\"] %}\n"
},
{
"path": "docs/source/deeptools.rst",
"content": "deeptools package modules\n=========================\n\n\ndeeptools.SES_scaleFactor module\n--------------------------------\n\n.. automodule:: deeptools.SES_scaleFactor\n :members:\n :undoc-members:\n :show-inheritance:\n\n\ndeeptools.bamHandler module\n---------------------------\n\n.. automodule:: deeptools.bamHandler\n :members:\n :undoc-members:\n :show-inheritance:\n\n\ndeeptools.correlation module\n----------------------------\n\n.. automodule:: deeptools.correlation\n :members:\n :undoc-members:\n :show-inheritance:\n\ndeeptools.correlation_heatmap module\n------------------------------------\n\n.. automodule:: deeptools.correlation_heatmap\n :members:\n :undoc-members:\n :show-inheritance:\n\ndeeptools.countReadsPerBin module\n---------------------------------\n\n.. automodule:: deeptools.countReadsPerBin\n :members:\n :undoc-members:\n :show-inheritance:\n\ndeeptools.getFragmentAndReadSize module\n---------------------------------------\n\n.. automodule:: deeptools.getFragmentAndReadSize\n :members:\n :undoc-members:\n :show-inheritance:\n\ndeeptools.getRatio module\n-------------------------\n\n.. automodule:: deeptools.getRatio\n :members:\n :undoc-members:\n :show-inheritance:\n\ndeeptools.getScorePerBigWigBin module\n-------------------------------------\n\n.. automodule:: deeptools.getScorePerBigWigBin\n :members:\n :undoc-members:\n :show-inheritance:\n\ndeeptools.heatmapper module\n---------------------------\n\n.. automodule:: deeptools.heatmapper\n :members:\n :undoc-members:\n :show-inheritance:\n\ndeeptools.heatmapper_utilities module\n-------------------------------------\n\n.. automodule:: deeptools.heatmapper_utilities\n :members:\n :undoc-members:\n :show-inheritance:\n\ndeeptools.mapReduce module\n--------------------------\n\n.. automodule:: deeptools.mapReduce\n :members:\n :undoc-members:\n :show-inheritance:\n\ndeeptools.sumCoveragePerBin\n---------------------------\n\n.. automodule:: deeptools.sumCoveragePerBin\n :members:\n :undoc-members:\n :show-inheritance:\n\ndeeptools.utilities module\n--------------------------\n\n.. automodule:: deeptools.utilities\n :members:\n :undoc-members:\n :show-inheritance:\n\ndeeptools.writeBedGraph module\n------------------------------\n\n.. automodule:: deeptools.writeBedGraph\n :members:\n :undoc-members:\n :show-inheritance:\n\ndeeptools.writeBedGraph_bam_and_bw module\n-----------------------------------------\n\n.. automodule:: deeptools.writeBedGraph_bam_and_bw\n :members:\n :undoc-members:\n :show-inheritance:\n\n\nModule contents\n---------------\n\n.. automodule:: deeptools\n :members:\n :undoc-members:\n :show-inheritance:\n"
},
{
"path": "docs/source/modules.rst",
"content": "deeptools\n=========\n\n.. toctree::\n :maxdepth: 4\n\n deeptools\n"
},
{
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},
{
"path": "galaxy/workflows/readme.rst",
"content": "This package contains a collection of Galaxy workflows utilising deepTools.\n\nSee http://www.galaxyproject.org for information about the Galaxy Project.\n\n\nSample Data\n===========\n\nSample data can be obtained from http://deeptools.ie-freiburg.mpg.de/library or you\ncan use aligned reads in BAM or SAM format.\n\n\n\nCitation\n========\n\nIf you use this workflow directly, or a derivative of it, or the associated\ndeepTools wrappers for Galaxy, in work leading to a scientific publication,\nplease cite:\n\n{publication under review}\n\n\nAvailability\n============\n\nThis workflow is available on the main Galaxy Tool Shed:\n\nhttp://toolshed.g2.bx.psu.edu/view/bgruening/deeptools_workflows\n\nDevelopment is being done on github:\n\nhttps://github.com/deeptools/deepTools\n\n\nDependencies\n============\n\nThese dependencies should be resolved automatically via the Galaxy Tool Shed:\n\n* http://toolshed.g2.bx.psu.edu/view/bgruening/deeptools\n"
},
{
"path": "galaxy/workflows/repository_dependencies.xml",
"content": "\n\n \n\n"
},
{
"path": "galaxy/wrapper/.shed.yml",
"content": "categories:\n- ChIP-seq\n- Convert Formats\n- Sequence Analysis\n- Visualization\ndescription: \"deepTools: User-friendly tools for the normalization, quality control and visualization of deep-sequencing data\"\nlong_description: |\n deepTools address the challenge of visualizing the large amounts of data that\n are now routinely generated from sequencing centers in a meaningful way. To do so,\n deepTools contain useful routines to process the mapped reads data through removal of\n duplicates and different filtering options to create coverage files in standard\n bedGraph and bigWig file formats. deepTools allow the creation of normalized\n coverage files or the comparison between two files (for example, treatment and control).\n\n Finally, using such normalized and standardized files, multiple visualizations can be\n created to identify enrichments with functional annotations of the genome.\n For a gallery of images that can be produced and a description of the tools see http://f1000.com/posters/browse/summary/1094053\n\n https://github.com/deeptools/deepTools\n doi: 10.1093/nar/gku365\n Wikipage: https://github.com/deeptools/deepTools/wiki\n\n Repository-Maintainer: Björn Grüning\n\n https://github.com/deeptools/deepTools\nname: deeptools\nowner: bgruening\nremote_repository_url: https://github.com/deeptools/deepTools/tree/master/galaxy/wrapper/\ntype: unrestricted\nauto_tool_repositories:\n name_template: \"{{ tool_id }}\"\n description_template: \"Wrapper for the deepTools: {{ tool_name }}\"\nsuite:\n name: \"suite_deeptools\"\n description: \"deepTools: User-friendly tools for the normalization, quality control and visualization of deep-sequencing data\"\n long_description: |\n deepTools address the challenge of visualizing the large amounts of data that\n are now routinely generated from sequencing centers in a meaningful way. To do so,\n deepTools contain useful routines to process the mapped reads data through removal of\n duplicates and different filtering options to create coverage files in standard\n bedGraph and bigWig file formats. deepTools allow the creation of normalized\n coverage files or the comparison between two files (for example, treatment and control).\n\n Finally, using such normalized and standardized files, multiple visualizations can be\n created to identify enrichments with functional annotations of the genome.\n For a gallery of images that can be produced and a description of the tools see http://f1000.com/posters/browse/summary/1094053\n\n https://github.com/deeptools/deepTools\n doi: 10.1093/nar/gku365\n Wikipage: https://github.com/deeptools/deepTools/wiki\n\n Repository-Maintainer: Björn Grüning\n\n https://github.com/deeptools/deepTools\n\n"
},
{
"path": "galaxy/wrapper/alignmentSieve.xml",
"content": "\n Filter BAM/CRAM files according to specified parameters\n \n alignmentSieve\n deepTools_macros.xml\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 filterMetrics is True\n \n \n filteredOutReads is True\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 \n \n \n\n \n read 1\n read 2 <----\n\n ------------------------ fragment\n\n -------------------------------- shifted fragment\n\nThe same results will be produced if read 1 and read 2 are swapped. If, instead, the protocol is strand-specific, then the first set of integers in a pair would be applied to fragments where read 1 precedes read 2, and the second set to cases where read 2 precedes read 1. In this case, the first value in each pair is applied to the end of read 1 and the second to the end of read 2. For example, suppose \"-5 3 -1 4\" were given as the option to ``--shift``. The ``-5 3`` set would produce the following::\n\n ----> read 1\n read 2 <----\n\n ------------------------ fragment\n\n -------------------------------- shifted fragment\n\nand the ``-1 4`` set would produce the following::\n\n ----> read 2\n read 1 <----\n\n ------------------------ fragment\n\n --------------------- shifted fragment\n\nAs can be seen, such fragments are considered to be on the ``-`` strand, so negative values then shift to the left on its frame of reference (thus, to the right relative to the ``+`` strand).\n\n-----\n\n@REFERENCES@\n]]>\n \n \n\n"
},
{
"path": "galaxy/wrapper/bamCompare.xml",
"content": "\n normalizes and compares two BAM or CRAM files to obtain the ratio, log2ratio or difference between them\n \n bamCompare\n deepTools_macros.xml\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 \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 \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 \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n`_\n\n.. image:: $PATH_TO_IMAGES/bamCompare_output.png\n :width: 600\n :height: 436\n\n-----\n\n@REFERENCES@\n]]>\n \n \n\n"
},
{
"path": "galaxy/wrapper/bamCoverage.xml",
"content": "\n generates a coverage bigWig file from a given BAM or CRAM file\n \n bamCoverage\n deepTools_macros.xml\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\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 \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 \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 \n \n \n \n \n \n \n \n \n \n`_\n\n.. image:: $PATH_TO_IMAGES/bamCoverage_output.png\n :width: 600\n :height: 450\n\nUsage hints\n------------\n\n* A smaller ``bin size`` value will result in a higher resolution of the coverage track but also in a larger file size.\n* The ``1x normalization`` (RPGC) requires the input of a value for the **effective genome size**, which is the mappable part of the reference genome. Of course, this value is species-specific.\n* It might be useful for some studies to exclude certain chromosomes in order to avoid biases, e.g. chromosome X for many mammals where the males contain a pair of each autosome, but often only a single X chromosome.\n* By default, the read length is **NOT** extended! This is the preferred setting for **spliced-read** data like RNA-seq, where one usually wants to rely on the detected read locations only. A read extension would neglect potential splice sites in the unmapped part of the fragment.\n Other data, e.g. ChIP-seq, where fragments are known to map contiuously, should be processed with read extension (``--extendReads [INT]``).\n* For paired-end data, the fragment length is generally defined by the two read mates. The user-provided fragment length is only used as a fallback for singletons or mate reads that map too far apart (with a distance greater than four times the fragment length or if the mates are located on different chromosomes).\n\nWARNING: If you already normalized for GC bias using ``correctGCbias``, you should absolutely **NOT** set the parameter ``--ignoreDuplicates``!\n\n\n-----\n\n@REFERENCES@\n]]>\n \n \n\n"
},
{
"path": "galaxy/wrapper/bamPEFragmentSize.xml",
"content": "\n Estimate the predominant cDNA fragment length from paired-end sequenced BAM/CRAM files\n \n bamPEFragmentSize\n deepTools_macros.xml\n \n \n \n '$outfile'\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 \n \n \n \n histogram is True\n \n \n \n \n \n \n \n \n table is True\n \n \n outRawFragmentLengths is True\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": "galaxy/wrapper/bigwigAverage.xml",
"content": "\n normalizes and average multiple bigWig files\n \n bigwigAverage\n deepTools_macros.xml\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 \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 \n \n \n \n \n \n \n\n \n \n\n"
},
{
"path": "galaxy/wrapper/bigwigCompare.xml",
"content": "\n normalizes and compares two bigWig files to obtain the ratio, log2ratio or difference between them\n \n bigwigCompare\n deepTools_macros.xml\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 \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 \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": "galaxy/wrapper/computeGCBias.xml",
"content": "\n Determine the GC bias of your sequenced reads\n \n computeGCBias\n deepTools_macros.xml\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 \n \n \n \n \n \n \n ((\n image_format != 'none'\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`_.\nThe basic assumption of the GC bias diagnosis is that an ideal sample should show a uniform distribution of sequenced reads across the genome, i.e. all regions of the genome should have similar numbers of reads, regardless of their base-pair composition.\nIn reality, the DNA polymerases used for PCR-based amplifications during the library preparation of the sequencing protocols prefer GC-rich regions. This will influence the outcome of the sequencing as there will be more reads for GC-rich regions just because of the DNA polymerase's preference.\n\n``computeGCbias`` will first calculate the **expected GC profile** by counting the number of DNA fragments of a fixed size per GC fraction where GC fraction is defined as the number of G's or C's in a genome region of a given length.\nThe result is basically a histogram depicting the frequency of DNA fragments for each type of genome region with a GC fraction between 0 to 100 percent. This will be different for each reference genome, but is independent of the actual sequencing experiment.\n\nThe profile of the expected DNA fragment distribution is then compared to the **observed GC profile**, which is generated by counting the number of sequenced reads per GC fraction.\n\nIn an ideal experiment, the observed GC profile would, of course, look like the expected profile.\nThis is indeed the case when applying ``computeGCBias`` to simulated reads.\n\n.. _computeGCBias_example_image:\n\n.. image:: $PATH_TO_IMAGES/GC_bias_simulated_reads_2L.png\n\nAs you can see, both plots based on **simulated reads** do not show enrichments or depletions for specific GC content bins, there is an almost flat line around the log2ratio of 0 (= ratio(observed/expected) of 1). The fluctuations on the ends of the x axis are due to the fact that only very, very few regions in the *Drosophila* genome have such extreme GC fractions so that the number of fragments that are picked up in the random sampling can vary.\n\nNow, let's have a look at **real-life data** from genomic DNA sequencing. Panels A and B can be clearly distinguished and the major change that took place between the experiments underlying the plots was that the samples in panel A were prepared with too many PCR cycles and a standard polymerase whereas the samples of panel B were subjected to very few rounds of amplification using a high fidelity DNA polymerase.\n\n.. image:: $PATH_TO_IMAGES/QC_GCplots_input.png\n :width: 600\n :height: 452\n\n**Note:** The expected GC profile depends on the reference genome as different organisms have very different GC contents. For example, one would expect more fragments with GC fractions between 30% to 60% in mouse samples (average GC content of the mouse genome: 45 %) than for genome fragments from, for example, *Plasmodium falciparum* (average genome GC content *P. falciparum*: 20%).\n\nFor more details, for example about when to exclude regions from the read distribution calculation, go `here `_\n\n\n-----\n\n@REFERENCES@\n]]>\n \n \n\n"
},
{
"path": "galaxy/wrapper/computeMatrix.xml",
"content": "\n prepares data for plotting a heatmap or a profile of given regions\n \n computeMatrix\n deepTools_macros.xml\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 \n \n \n \n \n \n \n end of region (e.g. TES)\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\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 \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n`_.\n\nThe intermediate file produced by ``computeMatrix`` is meant to be used with ``plotHeatmap`` and ``plotProfile``.\nSee the descriptions of ``plotHeatmap`` and ``plotProfile`` for example plots.\n\n.. image:: $PATH_TO_IMAGES/computeMatrix_overview.png\n :alt: Relationship between computeMatrix, heatmapper and profiler\n :width: 600\n :height: 418\n\n=======\n\nUsage hints\n-------------\n\nThe supplied genomic regions can really be anything - genes, parts of genes, ChIP-seq peaks, favorite genome regions... as long as you provide a proper file\nin BED or INTERVAL format. If you would like to compare different groups of regions (e.g., genes from chromosome 2 and 3), you can supply more than 1 regions file, one for each group by selecting \"Insert Select regions\".\n\n.. image:: $PATH_TO_IMAGES/computeMatrix_selectRegions.png\n :width: 600\n :height: 150\n\nYou can select as many score (bigWig) files as you like. Simply use the Shift and/or Command key while clicking on the files of interest.\n\n.. image:: $PATH_TO_IMAGES/computeMatrix_selectScores.png\n :width: 600\n :height: 136\n\nThe multitude of parameters can seem daunting at first - here are the options that we tend to tune most often:\n\n* ``bin Size`` -- The default value works well most of the time, but if you want to have a more finely grained image, decrease the default value (but not smaller than your bigWig file(s)' bin size). If you want to reduce the computation time, increase it.\n* ``Skip zeros`` -- useful to avoid completely blank lines in the heatmap.\n* ``Convert missing values to 0?`` -- If you want to identify clusters of similar regions in an unsupervised fashion using ``plotHeatmap`` and/or ``plotProfile``, you should definitely set this to 'yes'.\n\n\nOutput files\n---------------\n\nThe default output is a **gzipped table of values** that is used by both ``plotHeatmap`` and ``plotProfile``.\n\nThe optional output files include a) the **regions after sorting and filtering (if selected)** as they were used to calculate the values for the plotting, and b) the uncompressed table that **underlies the heatmap**.\n\n**TIP:** ``computeMatrix`` can also be used to filter and sort regions according to their score by making use of the \"advanced output settings\".\n\n.. image:: $PATH_TO_IMAGES/computeMatrix_advancedOutput.png\n :width: 600\n :height: 189\n\n.. image:: $PATH_TO_IMAGES/computeMatrix_output.png\n :width: 600\n :height: 297\n\nNote that these advanced output options are available for ``plotHeatmap`` and ``plotProfile``, too.\n\nSee the following table for the optional output options:\n\n+-----------------------------------+--------------------+-----------------+-----------------+\n| **optional output type** | **computeMatrix** | **plotHeatmap** | **plotProfile** |\n+-----------------------------------+--------------------+-----------------+-----------------+\n| values underlying the heatmap | yes | yes | no |\n+-----------------------------------+--------------------+-----------------+-----------------+\n| values underlying the profile | no | no | yes |\n+-----------------------------------+--------------------+-----------------+-----------------+\n| sorted and/or filtered regions | yes | yes | yes |\n+-----------------------------------+--------------------+-----------------+-----------------+\n\n**More examples** can be found in our `Gallery `_.\n\n-----\n\n@REFERENCES@\n]]>\n \n \n\n"
},
{
"path": "galaxy/wrapper/computeMatrixOperations.xml",
"content": "\n Modify or combine the output of computeMatrix in a variety of ways.\n \n computeMatrixOperations\n deepTools_macros.xml\n \n \n \n $outFileTxt\n #else if $submodule.command == \"relabel\":\n relabel\n -m $submodule.matrixFile\n #if $submodule.groupLabels is not None and str($submodule.groupLabels) != '':\n --groupLabels $submodule.groupLabels\n #end if\n #if $submodule.sampleLabels is not None and str($submodule.sampleLabels) != '':\n --sampleLabels $submodule.sampleLabels\n #end if\n #else if $submodule.command == \"subset\":\n subset\n -m $submodule.matrixFile\n #if $submodule.groups is not None and str($submodule.groups) != '':\n --groups $submodule.groups\n #end if\n #if $submodule.samples is not None and str($submodule.samples) != '':\n --samples $submodule.samples\n #end if\n -o $outFileName\n #else if $submodule.command == \"filterStrand\":\n filterStrand\n -m $submodule.matrixFile\n --strand $submodule.strand\n -o $outFileName\n #else if $submodule.command == \"filterValues\":\n filterValues\n -m $submodule.matrixFile\n #if $submodule.minValue is not None and str($submodule.minValue) != '':\n --min $submodule.minValue\n #end if\n #if $submodule.maxValue is not None and str($submodule.maxValue) != '':\n --max $submodule.maxValue\n #end if\n -o $outFileName\n #else if $submodule.command == \"rbind\":\n #set $files=[]\n #for $f in $submodule.matrixFiles:\n #silent $files.append(str($f.matrixFile))\n #end for\n rbind\n -m '#echo \"' '\".join($files)#'\n -o $outFileName\n #else if $submodule.command == \"cbind\":\n cbind\n #set $files=[]\n #for $f in $submodule.matrixFiles:\n #silent $files.append(str($f.matrixFile))\n #end for\n -m '#echo \"' '\".join($files)#'\n -o $outFileName\n #else if $submodule.command == \"sort\":\n sort\n #set $files=[]\n #for $f in $submodule.regionsFiles:\n #silent $files.append(str($f.regionsFile))\n #end for\n -m $submodule.matrixFile\n -R '#echo \"' '\".join($files)#'\n -o $outFileName\n #else if $submodule.command == \"dataRange\":\n dataRange\n -m $submodule.matrixFile\n > $outFileTxt\n #end if\n]]>\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n \n \n \n \n \n\n \n \n \n \n \n\n \n \n \n \n \n \n \n \n\n \n \n \n \n \n\n \n \n \n \n \n\n \n \n \n \n \n\n \n \n \n \n \n \n\n \n \n \n \n \n \n \n \n ((\n submodule['command'] != \"info\"\n ))\n \n \n \n \n ((\n submodule['command'] == \"info\"\n ))\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n \n \n\n"
},
{
"path": "galaxy/wrapper/correctGCBias.xml",
"content": "\n uses the output from computeGCBias to generate GC-corrected BAM/CRAM files\n \n correctGCBias\n deepTools_macros.xml\n \n \n \n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n \n \n\n"
},
{
"path": "galaxy/wrapper/deepTools_macros.xml",
"content": "\n\n --numberOfProcessors \"\\${GALAXY_SLOTS:-4}\"\n 3.5.6\n 22.05\n \n \n deeptools\n samtools\n \n \n @BINARY@ --version\n \n\n \n \n \n \n \n \n \n \n \n \n \n \n\n \n --plotWidth '$advancedOpt.plotWidth'\n --plotHeight '$advancedOpt.plotHeight'\n \n\n \n \n\n \n \n\n \n #if $advancedOpt.doExtendCustom.doExtend == 'custom':\n --extendReads $advancedOpt.doExtendCustom.extendReadsValue\n #else if $advancedOpt.doExtendCustom.doExtend == 'yes':\n --extendReads\n #end if\n $advancedOpt.ignoreDuplicates\n $advancedOpt.centerReads\n #if $advancedOpt.minMappingQuality:\n --minMappingQuality '$advancedOpt.minMappingQuality'\n #end if\n #if $advancedOpt.samFlagInclude:\n --samFlagInclude $advancedOpt.samFlagInclude\n #end if\n #if $advancedOpt.samFlagExclude:\n --samFlagExclude $advancedOpt.samFlagExclude\n #end if\n #if $advancedOpt.minFragmentLength:\n --minFragmentLength $advancedOpt.minFragmentLength\n #end if\n #if $advancedOpt.maxFragmentLength:\n --maxFragmentLength $advancedOpt.maxFragmentLength\n #end if\n \n\n \n $advancedOpt.metagene\n #if $advancedOpt.transcriptID:\n --transcriptID $advancedOpt.transcriptID\n #end if\n #if $advancedOpt.exonID:\n --exonID $advancedOpt.exonID\n #end if\n #if $advancedOpt.transcript_id_designator:\n --transcript_id_designator $advancedOpt.transcript_id_designator\n #end if\n \n\n \n \n \n \n \n \n\n \n #if str($plotting_type.zMin) != \"\":\n --zMin $plotting_type.zMin\n #end if\n #if str($plotting_type.zMax) != \"\":\n --zMax $plotting_type.zMax\n #end if\n --colorMap '$plotting_type.colorMap'\n $plotting_type.plotNumbers\n --plotTitle '$plotting_type.plotTitle'\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 \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 #if $advancedOpt.used_multiple_regions.used_multiple_regions_options == 'no':\n #if $advancedOpt.used_multiple_regions.clustering.clustering_options == 'kmeans':\n #if int($advancedOpt.used_multiple_regions.clustering.k_kmeans) > 0:\n --kmeans $advancedOpt.used_multiple_regions.clustering.k_kmeans\n #end if\n #end if\n #if $advancedOpt.used_multiple_regions.clustering.clustering_options == 'hclust':\n #if int($advancedOpt.used_multiple_regions.clustering.n_hclust) > 0:\n --hclust $advancedOpt.used_multiple_regions.clustering.n_hclust\n #end if\n #end if\n $advancedOpt.used_multiple_regions.silhouette\n #end if\n \n\n \n \n \n \n\n \n \n \n \n\n \n \n \n \n \n \n \n \n\n \n \n \n \n \n \n\n\n \n \n \n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n \n \n \n \n \n \n\n \n \n \n\n \n \n \n\n \n \n \n\n \n \n \n \n \n \n \n \n \n \n\n \n \n \n \n \n \n \n \n\n \n \n \n \n \n \n \n\n \n \n \n\n \n \n \n\n \n \n \n\n \n \n \n\n \n \n \n \n\n \n \n \n \n \n \n \n \n \n \n\n \n \n \n \n\n.. class:: infomark\n\nFor more information on the tools, please visit our `help site`_.\n\nFor support or questions please post to `Biostars`_. For bug reports and feature requests please open an issue `on github`_.\n\nThis tool is developed by the `Bioinformatics and Deep-Sequencing Unit`_ at the `Max Planck Institute for Immunobiology and Epigenetics`_.\n\n.. _Biostars: http://biostars.org\n.. _on github: http://github.com\n.. _Bioinformatics and Deep-Sequencing Unit: http://www.ie-freiburg.mpg.de/bioinformaticsfac\n.. _Max Planck Institute for Immunobiology and Epigenetics: http://www3.ie-freiburg.mpg.de\n.. _help site: https://deeptools.readthedocs.org/\n\n \n \n \n 10.1093/nar/gkw257\n \n \n \n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n \n\t\n \n\t \n\t \n\t\n\t\n\t\n\t\n\t \n \n \n \n \n \n \n [A-Za-z0-9 =-_/+]+\n \n\t\n \n \n\n \n \n \n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n \n \n \n\n\n \n\n \n\n \n\n \n\n \n \n \n\n \n\n \n\n \n \n \n\n \n 0:\n --BED #echo ' '.join($files)#\n --regionLabels #echo ' '.join($labels)#\n #end if\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 #if $source.ref_source==\"history\":\n --genome $source.input1\n #else:\n --genome '$source.input1_2bit.fields.path'\n #end if\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 \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 \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 \n \n ((\n output['showOutputSettings'] == 'yes' and\n output['saveMatrix'] is True\n ))\n \n \n \n\n \n \n \n ((\n output['showOutputSettings'] == 'yes' and\n output['saveSortedRegions'] is True\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 \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 \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 \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 \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 \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n \n\n\n"
},
{
"path": "galaxy/wrapper/estimateReadFiltering.xml",
"content": "\n estimates the number of reads that would be filtered given certain criteria\n \n estimateReadFiltering\n deepTools_macros.xml\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 \n\n \n\n \n \n\n"
},
{
"path": "galaxy/wrapper/multiBamSummary.xml",
"content": "\n calculates average read coverages for a list of two or more BAM/CRAM files\n \n multiBamSummary\n deepTools_macros.xml\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 \n\n \n \n\n \n \n \n \n outRawCounts is True\n \n \n scalingFactors is True\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": "galaxy/wrapper/multiBigwigSummary.xml",
"content": "\n calculates average scores for a list of two or more bigwig files\n \n multiBigwigSummary\n deepTools_macros.xml\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 \n \n \n outRawCounts is True\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": "galaxy/wrapper/plotCorrelation.xml",
"content": "\n Create a heatmap or scatterplot of correlation scores between different samples \n \n plotCorrelation\n deepTools_macros.xml\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 \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 outFileCorMatrix is True\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \"Data Library\").\n\nAverage coverages were computed over 10 kb bins for chromosome X,\nfrom bigWig files using ``multiBigwigSummary``. This was then used with ``plotCorrelation`` to make a heatmap of Spearman correlation coefficients.\n\n.. image:: $PATH_TO_IMAGES/plotCorrelation_galaxy_bw_heatmap_output.png\n :width: 600\n :height: 518\n\nThe scatterplot could look like this:\n\n.. image:: $PATH_TO_IMAGES/plotCorrelation_scatterplot_PearsonCorr_bigwigScores.png\n :width: 600\n :height: 600\n\n-----\n\n@REFERENCES@\n]]>\n \n \n\n"
},
{
"path": "galaxy/wrapper/plotCoverage.xml",
"content": "\n assesses the sequencing depth of BAM/CRAM files \n \n plotCoverage\n deepTools_macros.xml\n \n \n \n\n \n \n\n \n \n \n\n \n \n \n \n \n \n \n \n \n \n \n \n \n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n outRawCounts is True\n \n \n coverageOpt.outCoverageMetrics is True\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n \n \n\n"
},
{
"path": "galaxy/wrapper/plotEnrichment.xml",
"content": "\n plots read/fragment coverage over sets of regions\n \n plotEnrichment\n deepTools_macros.xml\n \n \n \n\n \n\n \n \n \n \n\n \n \n\n \n \n\n \n\n \n\n \n \n \n \n \n\n \n\n \n\n \n\n \n all(c in ' #abcdefghijklmnopqrstuvwxyz0123456789' for c in value)\n \n\n \n\n \n\n \n\n \n\n \n\n \n\n \n\n \n\n \n\n \n \n \n \n outRawCounts is True\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n \n\n \n \n\n"
},
{
"path": "galaxy/wrapper/plotFingerprint.xml",
"content": "\n plots profiles of BAM files; useful for assessing ChIP signal strength\n \n plotFingerprint\n deepTools_macros.xml\n \n \n \n\n \n\n \n \n \n \n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n ((\n output['showOutputSettings'] == 'yes' and\n output['saveRawCounts'] is True\n ))\n \n \n \n \n ((\n output['showOutputSettings'] == 'yes' and\n output['saveQualityMetrics'] is True\n ))\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n \n \n\n"
},
{
"path": "galaxy/wrapper/plotHeatmap.xml",
"content": "\n creates a heatmap for score distributions across genomic regions\n \n plotHeatmap\n deepTools_macros.xml\n \n \n \n 0:\n --colorMap #echo \" \".join($colorMap)#\n #end if\n\n --alpha '$advancedOpt.alpha'\n #if str($advancedOpt.colorList).strip() != \"\":\n --colorList $advancedOpt.colorList\n #end if\n\n #if str($advancedOpt.zMin).strip() != \"\":\n --zMin $advancedOpt.zMin\n #end if\n #if str($advancedOpt.zMax).strip() != \"\":\n --zMax $advancedOpt.zMax\n #end if\n\n #if str($advancedOpt.yMin).strip() != \"\":\n --yMin $advancedOpt.yMin\n #end if\n #if str($advancedOpt.yMax).strip() != \"\":\n --yMax $advancedOpt.yMax\n #end if\n #if str($advancedOpt.sortUsingSamples).strip() != \"\":\n --sortUsingSamples $advancedOpt.sortUsingSamples\n #end if\n #if str($advancedOpt.clusterUsingSamples).strip() != \"\":\n --clusterUsingSamples $advancedOpt.clusterUsingSamples\n #end if\n\n --xAxisLabel '$advancedOpt.xAxisLabel'\n --yAxisLabel '$advancedOpt.yAxisLabel'\n\n --heatmapWidth $advancedOpt.heatmapWidth\n --heatmapHeight $advancedOpt.heatmapHeight\n\n --whatToShow '$advancedOpt.whatToShow'\n\n --startLabel '$advancedOpt.startLabel'\n --endLabel '$advancedOpt.endLabel'\n\n --refPointLabel '$advancedOpt.referencePointLabel'\n\n #if $advancedOpt.samplesLabel and str($advancedOpt.samplesLabel).strip() != \"\":\n --samplesLabel $advancedOpt.samplesLabel\n #end if\n\n #if $advancedOpt.regionsLabel and str($advancedOpt.regionsLabel).strip() != \"\":\n --regionsLabel $advancedOpt.regionsLabel\n #end if\n\n #if $advancedOpt.plotTitle and str($advancedOpt.plotTitle.value) != \"\":\n --plotTitle '$advancedOpt.plotTitle'\n #end if\n\n --legendLocation '$advancedOpt.legendLocation'\n\n --labelRotation '$advancedOpt.labelRotation'\n\n $advancedOpt.perGroup\n\n @KMEANS_CLUSTERING@\n\n #end if\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 \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 \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 \n \n \n \n \n \n \n \n \n \n \n`_.\n\n-----\n\n@REFERENCES@\n]]>\n \n \n\n"
},
{
"path": "galaxy/wrapper/plotPCA.xml",
"content": "\n Generate principal component analysis (PCA) plots from multiBamSummary or multiBigwigSummary output\n \n plotPCA\n deepTools_macros.xml\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 outFileNameData\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": "galaxy/wrapper/plotProfiler.xml",
"content": "\n \n creates a profile plot for score distributions across genomic regions\n \n \n plotProfile\n deepTools_macros.xml\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 \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 all(c in ' #abcdefghijklmnopqrstuvwxyz0123456789' for c in value)\n \n \n \n\n \n\n \n\n \n \n\n \n\n \n \n \n \n \n \n\n \n advancedOpt['showAdvancedOpt'] == \"yes\" and advancedOpt['outFileNameData'] is True\n \n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n \n \n\n"
},
{
"path": "galaxy/wrapper/test-data/alignmentSieve.bed",
"content": 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},
{
"path": "galaxy/wrapper/test-data/alignmentSieve.txt",
"content": "#bamFilterReads --filterMetrics\n#File\tReads Remaining\tTotal Initial Reads\npaired_chr2L.bam\t8440\t12644\n"
},
{
"path": "galaxy/wrapper/test-data/bamCompare_result1.bg",
"content": "chrM\t0\t16569\t1\n"
},
{
"path": "galaxy/wrapper/test-data/bamCoverage_result3.bg",
"content": "chrM\t0\t210\t9.76876e+06\nchrM\t210\t220\t9.56092e+06\nchrM\t220\t230\t7.6903e+06\nchrM\t230\t240\t5.19615e+06\nchrM\t240\t250\t3.32554e+06\nchrM\t250\t260\t623538\nchrM\t260\t16569\t0\n"
},
{
"path": "galaxy/wrapper/test-data/bamCoverage_result4.bg",
"content": 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},
{
"path": "galaxy/wrapper/test-data/bamPEFragmentSize_lengths1.txt",
"content": "#bamPEFragmentSize\nSize\tOccurrences\tSample\n241\t1\tbowtie2 test1.bam\n242\t1\tbowtie2 test1.bam\n251\t1\tbowtie2 test1.bam\n"
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"path": "galaxy/wrapper/test-data/bamPEFragmentSize_result1.txt",
"content": "\n\nSample label: bowtie2 test1.bam\nSample size: 3\n\nFragment lengths:\nMin.: 241.0\n1st Qu.: 241.5\nMean: 244.66666666666666\nMedian: 242.0\n3rd Qu.: 246.5\nMax.: 251.0\nStd: 4.496912521077347\nMAD: 1.0\nLen. 10%: 241.2\nLen. 20%: 241.4\nLen. 30%: 241.6\nLen. 40%: 241.8\nLen. 60%: 243.8\nLen. 70%: 245.6\nLen. 80%: 247.4\nLen. 90%: 249.2\nLen. 99%: 250.82\n\n\nRead lengths:\nSample size: 3\n\nMin.: 251.0\n1st Qu.: 251.0\nMean: 251.0\nMedian: 251.0\n3rd Qu.: 251.0\nMax.: 251.0\nStd: 0.0\nMAD: 0.0\nLen. 10%: 251.0\nLen. 20%: 251.0\nLen. 30%: 251.0\nLen. 40%: 251.0\nLen. 60%: 251.0\nLen. 70%: 251.0\nLen. 80%: 251.0\nLen. 90%: 251.0\nLen. 99%: 251.0\n\n"
},
{
"path": "galaxy/wrapper/test-data/bamPEFragmentSize_table1.txt",
"content": "\tFrag. Sampled\tFrag. Len. Min.\tFrag. Len. 1st. Qu.\tFrag. Len. Mean\tFrag. Len. Median\tFrag. Len. 3rd Qu.\tFrag. Len. Max\tFrag. Len. Std.\tFrag. Med. Abs. Dev.\tFrag. Len. 10%\tFrag. Len. 20%\tFrag. Len. 30%\tFrag. Len. 40%\tFrag. Len. 60%\tFrag. Len. 70%\tFrag. Len. 80%\tFrag. Len. 90%\tFrag. Len. 99%\tReads Sampled\tRead Len. Min.\tRead Len. 1st. Qu.\tRead Len. Mean\tRead Len. Median\tRead Len. 3rd Qu.\tRead Len. Max\tRead Len. Std.\tRead Med. Abs. Dev.\tRead Len. 10%\tRead Len. 20%\tRead Len. 30%\tRead Len. 40%\tRead Len. 60%\tRead Len. 70%\tRead Len. 80%\tRead Len. 90%\tRead Len. 99%\nbowtie2 test1.bam\t3\t241.0\t241.5\t244.66666666666666\t242.0\t246.5\t251.0\t4.496912521077347\t1.0\t241.2\t241.4\t241.6\t241.8\t243.8\t245.6\t247.4\t249.2\t250.82\t3\t251.0\t251.0\t251.0\t251.0\t251.0\t251.0\t0.0\t0.0\t251.0\t251.0\t251.0\t251.0\t251.0\t251.0\t251.0\t251.0\t251.0\n"
},
{
"path": "galaxy/wrapper/test-data/bigwigCompare_result2.bg",
"content": "ch1\t0\t400\t1\nch2\t0\t400\t1\nch3\t0\t400\t1\n"
},
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"path": "galaxy/wrapper/test-data/computeGCBias_result1.tabular",
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{
"path": "galaxy/wrapper/test-data/computeMatrix1.bed",
"content": "phiX174\t1000\t1500\tCG11023\t0\t+\nphiX174\t150\t1750\tcda5\t0\t-\nphiX174\t150\t177\tcda8\t0\t-\nphiX174\t75\t1500\tcda9\t0\t+\nphiX174\t101\t175\tC11023\t0\t+\nphiX174\t125\t150\tca5\t0\t-\nphiX174\t450\t1750\tca8\t0\t+\nphiX174\t80\t1500\tcda9\t0\t+\n"
},
{
"path": "galaxy/wrapper/test-data/computeMatrix2.bed",
"content": "ch1\t100\t150\tCG11023\t0\t+\nch2\t150\t175\tcda5\t0\t-\nch3\t100\t125\tcda8\t0\t+\nch1\t75\t125\tC11023\t0\t+\nch2\t125\t150\tca5\t0\t-\nch3\t75\t100\tca8\t0\t+\n"
},
{
"path": "galaxy/wrapper/test-data/computeMatrixOperations.txt",
"content": "Groups:\n\tgenes\nSamples:\n\tbamCoverage_result4_bw_0\n"
},
{
"path": "galaxy/wrapper/test-data/estimateReadFiltering.txt",
"content": "Sample\tTotal Reads\tMapped Reads\tAlignments in blacklisted regions\tEstimated mapped reads filtered\tBelow MAPQ\tMissing Flags\tExcluded Flags\tInternally-determined Duplicates\tMarked Duplicates\tSingletons\tWrong strand\npaired_chr2L.bam\t12644\t12589\t0\t4192.0\t4149.0\t0.0\t0.0\t0.0\t0.0\t55.0\t0.0\npaired_chr2L.bam\t12644\t12589\t0\t4192.0\t4149.0\t0.0\t0.0\t0.0\t0.0\t55.0\t0.0\n"
},
{
"path": "galaxy/wrapper/test-data/heatmapper_result2.tabular",
"content": "bin labels\t\t-0.0Kb\t0.0Kb\nbins\t\t1\t2\nfile_0\tgenes\t2477942.34473\t2610259.65234\n"
},
{
"path": "galaxy/wrapper/test-data/multiBamSummary_regions.bed",
"content": "chrM\t1\t10\nchrM\t5\t15\nchrM\t10\t20\n"
},
{
"path": "galaxy/wrapper/test-data/multiBigwigSummary_result2.npz",
"content": "#'chr'\t'start'\t'end'\t'sample1'\t'sample2'\nch1\t0\t10\t0.0\t0.0\nch1\t10\t20\t0.0\t0.0\nch1\t20\t30\t0.0\t0.0\nch1\t30\t40\t0.0\t0.0\nch1\t40\t50\t0.0\t0.0\nch1\t50\t60\t0.0\t0.0\nch1\t60\t70\t0.0\t0.0\nch1\t70\t80\t0.0\t0.0\nch1\t80\t90\t0.0\t0.0\nch1\t90\t100\t0.0\t0.0\nch1\t100\t110\t2.0\t2.0\nch1\t110\t120\t2.0\t2.0\nch1\t120\t130\t1.0\t1.0\nch1\t130\t140\t0.0\t0.0\nch1\t140\t150\t0.0\t0.0\nch1\t150\t160\t0.0\t0.0\nch1\t160\t170\t0.0\t0.0\nch1\t170\t180\t0.0\t0.0\nch1\t180\t190\t0.0\t0.0\nch1\t190\t200\t0.0\t0.0\nch1\t200\t210\t0.0\t0.0\nch1\t210\t220\t0.0\t0.0\nch1\t220\t230\t0.0\t0.0\nch1\t230\t240\t0.0\t0.0\nch1\t240\t250\t0.0\t0.0\nch1\t250\t260\t0.0\t0.0\nch1\t260\t270\t0.0\t0.0\nch1\t270\t280\t0.0\t0.0\nch1\t280\t290\t0.0\t0.0\nch1\t290\t300\t0.0\t0.0\nch1\t300\t310\t0.0\t0.0\nch1\t310\t320\t0.0\t0.0\nch1\t320\t330\t0.0\t0.0\nch1\t330\t340\t0.0\t0.0\nch1\t340\t350\t0.0\t0.0\nch1\t350\t360\t0.0\t0.0\nch1\t360\t370\t0.0\t0.0\nch1\t370\t380\t0.0\t0.0\nch1\t380\t390\t0.0\t0.0\nch1\t390\t400\t0.0\t0.0\nch2\t0\t10\t0.0\t0.0\nch2\t10\t20\t0.0\t0.0\nch2\t20\t30\t0.0\t0.0\nch2\t30\t40\t0.0\t0.0\nch2\t40\t50\t0.0\t0.0\nch2\t50\t60\t3.0\t3.0\nch2\t60\t70\t3.0\t3.0\nch2\t70\t80\t1.5\t1.5\nch2\t80\t90\t0.0\t0.0\nch2\t90\t100\t0.0\t0.0\nch2\t100\t110\t0.0\t0.0\nch2\t110\t120\t0.0\t0.0\nch2\t120\t130\t0.0\t0.0\nch2\t130\t140\t0.0\t0.0\nch2\t140\t150\t0.0\t0.0\nch2\t150\t160\t1.0\t1.0\nch2\t160\t170\t1.0\t1.0\nch2\t170\t180\t0.5\t0.5\nch2\t180\t190\t0.0\t0.0\nch2\t190\t200\t0.0\t0.0\nch2\t200\t210\t0.0\t0.0\nch2\t210\t220\t0.0\t0.0\nch2\t220\t230\t0.0\t0.0\nch2\t230\t240\t0.0\t0.0\nch2\t240\t250\t0.0\t0.0\nch2\t250\t260\t0.0\t0.0\nch2\t260\t270\t0.0\t0.0\nch2\t270\t280\t0.0\t0.0\nch2\t280\t290\t0.0\t0.0\nch2\t290\t300\t0.0\t0.0\nch2\t300\t310\t0.0\t0.0\nch2\t310\t320\t0.0\t0.0\nch2\t320\t330\t0.0\t0.0\nch2\t330\t340\t0.0\t0.0\nch2\t340\t350\t0.0\t0.0\nch2\t350\t360\t0.0\t0.0\nch2\t360\t370\t0.0\t0.0\nch2\t370\t380\t0.0\t0.0\nch2\t380\t390\t0.0\t0.0\nch2\t390\t400\t0.0\t0.0\nch3\t0\t10\t0.0\t0.0\nch3\t10\t20\t0.0\t0.0\nch3\t20\t30\t0.0\t0.0\nch3\t30\t40\t0.0\t0.0\nch3\t40\t50\t0.0\t0.0\nch3\t50\t60\t3.0\t3.0\nch3\t60\t70\t3.0\t3.0\nch3\t70\t80\t1.5\t1.5\nch3\t80\t90\t0.0\t0.0\nch3\t90\t100\t0.0\t0.0\nch3\t100\t110\t0.0\t0.0\nch3\t110\t120\t0.0\t0.0\nch3\t120\t130\t0.0\t0.0\nch3\t130\t140\t0.0\t0.0\nch3\t140\t150\t0.0\t0.0\nch3\t150\t160\t1.0\t1.0\nch3\t160\t170\t1.0\t1.0\nch3\t170\t180\t0.5\t0.5\nch3\t180\t190\t0.0\t0.0\nch3\t190\t200\t0.0\t0.0\nch3\t200\t210\t0.0\t0.0\nch3\t210\t220\t0.0\t0.0\nch3\t220\t230\t0.0\t0.0\nch3\t230\t240\t0.0\t0.0\nch3\t240\t250\t0.0\t0.0\nch3\t250\t260\t0.0\t0.0\nch3\t260\t270\t0.0\t0.0\nch3\t270\t280\t0.0\t0.0\nch3\t280\t290\t0.0\t0.0\nch3\t290\t300\t0.0\t0.0\nch3\t300\t310\t0.0\t0.0\nch3\t310\t320\t0.0\t0.0\nch3\t320\t330\t0.0\t0.0\nch3\t330\t340\t0.0\t0.0\nch3\t340\t350\t0.0\t0.0\nch3\t350\t360\t0.0\t0.0\nch3\t360\t370\t0.0\t0.0\nch3\t370\t380\t0.0\t0.0\nch3\t380\t390\t0.0\t0.0\nch3\t390\t400\t0.0\t0.0\n"
},
{
"path": "galaxy/wrapper/test-data/multiBigwigSummary_result2.tabular",
"content": "#'chr'\t'start'\t'end'\t'sample1'\t'sample2'\nch1\t0\t10\t0.0\t0.0\nch1\t10\t20\t0.0\t0.0\nch1\t20\t30\t0.0\t0.0\nch1\t30\t40\t0.0\t0.0\nch1\t40\t50\t0.0\t0.0\nch1\t50\t60\t0.0\t0.0\nch1\t60\t70\t0.0\t0.0\nch1\t70\t80\t0.0\t0.0\nch1\t80\t90\t0.0\t0.0\nch1\t90\t100\t0.0\t0.0\nch1\t100\t110\t2.0\t2.0\nch1\t110\t120\t2.0\t2.0\nch1\t120\t130\t1.0\t1.0\nch1\t130\t140\t0.0\t0.0\nch1\t140\t150\t0.0\t0.0\nch1\t150\t160\t0.0\t0.0\nch1\t160\t170\t0.0\t0.0\nch1\t170\t180\t0.0\t0.0\nch1\t180\t190\t0.0\t0.0\nch1\t190\t200\t0.0\t0.0\nch1\t200\t210\t0.0\t0.0\nch1\t210\t220\t0.0\t0.0\nch1\t220\t230\t0.0\t0.0\nch1\t230\t240\t0.0\t0.0\nch1\t240\t250\t0.0\t0.0\nch1\t250\t260\t0.0\t0.0\nch1\t260\t270\t0.0\t0.0\nch1\t270\t280\t0.0\t0.0\nch1\t280\t290\t0.0\t0.0\nch1\t290\t300\t0.0\t0.0\nch1\t300\t310\t0.0\t0.0\nch1\t310\t320\t0.0\t0.0\nch1\t320\t330\t0.0\t0.0\nch1\t330\t340\t0.0\t0.0\nch1\t340\t350\t0.0\t0.0\nch1\t350\t360\t0.0\t0.0\nch1\t360\t370\t0.0\t0.0\nch1\t370\t380\t0.0\t0.0\nch1\t380\t390\t0.0\t0.0\nch1\t390\t400\t0.0\t0.0\nch2\t0\t10\t0.0\t0.0\nch2\t10\t20\t0.0\t0.0\nch2\t20\t30\t0.0\t0.0\nch2\t30\t40\t0.0\t0.0\nch2\t40\t50\t0.0\t0.0\nch2\t50\t60\t3.0\t3.0\nch2\t60\t70\t3.0\t3.0\nch2\t70\t80\t1.5\t1.5\nch2\t80\t90\t0.0\t0.0\nch2\t90\t100\t0.0\t0.0\nch2\t100\t110\t0.0\t0.0\nch2\t110\t120\t0.0\t0.0\nch2\t120\t130\t0.0\t0.0\nch2\t130\t140\t0.0\t0.0\nch2\t140\t150\t0.0\t0.0\nch2\t150\t160\t1.0\t1.0\nch2\t160\t170\t1.0\t1.0\nch2\t170\t180\t0.5\t0.5\nch2\t180\t190\t0.0\t0.0\nch2\t190\t200\t0.0\t0.0\nch2\t200\t210\t0.0\t0.0\nch2\t210\t220\t0.0\t0.0\nch2\t220\t230\t0.0\t0.0\nch2\t230\t240\t0.0\t0.0\nch2\t240\t250\t0.0\t0.0\nch2\t250\t260\t0.0\t0.0\nch2\t260\t270\t0.0\t0.0\nch2\t270\t280\t0.0\t0.0\nch2\t280\t290\t0.0\t0.0\nch2\t290\t300\t0.0\t0.0\nch2\t300\t310\t0.0\t0.0\nch2\t310\t320\t0.0\t0.0\nch2\t320\t330\t0.0\t0.0\nch2\t330\t340\t0.0\t0.0\nch2\t340\t350\t0.0\t0.0\nch2\t350\t360\t0.0\t0.0\nch2\t360\t370\t0.0\t0.0\nch2\t370\t380\t0.0\t0.0\nch2\t380\t390\t0.0\t0.0\nch2\t390\t400\t0.0\t0.0\nch3\t0\t10\t0.0\t0.0\nch3\t10\t20\t0.0\t0.0\nch3\t20\t30\t0.0\t0.0\nch3\t30\t40\t0.0\t0.0\nch3\t40\t50\t0.0\t0.0\nch3\t50\t60\t3.0\t3.0\nch3\t60\t70\t3.0\t3.0\nch3\t70\t80\t1.5\t1.5\nch3\t80\t90\t0.0\t0.0\nch3\t90\t100\t0.0\t0.0\nch3\t100\t110\t0.0\t0.0\nch3\t110\t120\t0.0\t0.0\nch3\t120\t130\t0.0\t0.0\nch3\t130\t140\t0.0\t0.0\nch3\t140\t150\t0.0\t0.0\nch3\t150\t160\t1.0\t1.0\nch3\t160\t170\t1.0\t1.0\nch3\t170\t180\t0.5\t0.5\nch3\t180\t190\t0.0\t0.0\nch3\t190\t200\t0.0\t0.0\nch3\t200\t210\t0.0\t0.0\nch3\t210\t220\t0.0\t0.0\nch3\t220\t230\t0.0\t0.0\nch3\t230\t240\t0.0\t0.0\nch3\t240\t250\t0.0\t0.0\nch3\t250\t260\t0.0\t0.0\nch3\t260\t270\t0.0\t0.0\nch3\t270\t280\t0.0\t0.0\nch3\t280\t290\t0.0\t0.0\nch3\t290\t300\t0.0\t0.0\nch3\t300\t310\t0.0\t0.0\nch3\t310\t320\t0.0\t0.0\nch3\t320\t330\t0.0\t0.0\nch3\t330\t340\t0.0\t0.0\nch3\t340\t350\t0.0\t0.0\nch3\t350\t360\t0.0\t0.0\nch3\t360\t370\t0.0\t0.0\nch3\t370\t380\t0.0\t0.0\nch3\t380\t390\t0.0\t0.0\nch3\t390\t400\t0.0\t0.0\n"
},
{
"path": "galaxy/wrapper/test-data/phiX.fasta",
"content": ">phiX174\nGAGTTTTATCGCTTCCATGACGCAGAAGTTAACACTTTCGGATATTTCTGATGAGTCGAAAAATTATCTT\nGATAAAGCAGGAATTACTACTGCTTGTTTACGAATTAAATCGAAGTGGACTGCTGGCGGAAAATGAGAAA\nATTCGACCTATCCTTGCGCAGCTCGAGAAGCTCTTACTTTGCGACCTTTCGCCATCAACTAACGATTCTG\nTCAAAAACTGACGCGTTGGATGAGGAGAAGTGGCTTAATATGCTTGGCACGTTCGTCAAGGACTGGTTTA\nGATATGAGTCACATTTTGTTCATGGTAGAGATTCTCTTGTTGACATTTTAAAAGAGCGTGGATTACTATC\nTGAGTCCGATGCTGTTCAACCACTAATAGGTAAGAAATCATGAGTCAAGTTACTGAACAATCCGTACGTT\nTCCAGACCGCTTTGGCCTCTATTAAGCTCATTCAGGCTTCTGCCGTTTTGGATTTAACCGAAGATGATTT\nCGATTTTCTGACGAGTAACAAAGTTTGGATTGCTACTGACCGCTCTCGTGCTCGTCGCTGCGTTGAGGCT\nTGCGTTTATGGTACGCTGGACTTTGTGGGATACCCTCGCTTTCCTGCTCCTGTTGAGTTTATTGCTGCCG\nTCATTGCTTATTATGTTCATCCCGTCAACATTCAAACGGCCTGTCTCATCATGGAAGGCGCTGAATTTAC\nGGAAAACATTATTAATGGCGTCGAGCGTCCGGTTAAAGCCGCTGAATTGTTCGCGTTTACCTTGCGTGTA\nCGCGCAGGAAACACTGACGTTCTTACTGACGCAGAAGAAAACGTGCGTCAAAAATTACGTGCAGAAGGAG\nTGATGTAATGTCTAAAGGTAAAAAACGTTCTGGCGCTCGCCCTGGTCGTCCGCAGCCGTTGCGAGGTACT\nAAAGGCAAGCGTAAAGGCGCTCGTCTTTGGTATGTAGGTGGTCAACAATTTTAATTGCAGGGGCTTCGGC\nCCCTTACTTGAGGATAAATTATGTCTAATATTCAAACTGGCGCCGAGCGTATGCCGCATGACCTTTCCCA\nTCTTGGCTTCCTTGCTGGTCAGATTGGTCGTCTTATTACCATTTCAACTACTCCGGTTATCGCTGGCGAC\nTCCTTCGAGATGGACGCCGTTGGCGCTCTCCGTCTTTCTCCATTGCGTCGTGGCCTTGCTATTGACTCTA\nCTGTAGACATTTTTACTTTTTATGTCCCTCATCGTCACGTTTATGGTGAACAGTGGATTAAGTTCATGAA\nGGATGGTGTTAATGCCACTCCTCTCCCGACTGTTAACACTACTGGTTATATTGACCATGCCGCTTTTCTT\nGGCACGATTAACCCTGATACCAATAAAATCCCTAAGCATTTGTTTCAGGGTTATTTGAATATCTATAACA\nACTATTTTAAAGCGCCGTGGATGCCTGACCGTACCGAGGCTAACCCTAATGAGCTTAATCAAGATGATGC\nTCGTTATGGTTTCCGTTGCTGCCATCTCAAAAACATTTGGACTGCTCCGCTTCCTCCTGAGACTGAGCTT\nTCTCGCCAAATGACGACTTCTACCACATCTATTGACATTATGGGTCTGCAAGCTGCTTATGCTAATTTGC\nATACTGACCAAGAACGTGATTACTTCATGCAGCGTTACCGTGATGTTATTTCTTCATTTGGAGGTAAAAC\nCTCTTATGACGCTGACAACCGTCCTTTACTTGTCATGCGCTCTAATCTCTGGGCATCTGGCTATGATGTT\nGATGGAACTGACCAAACGTCGTTAGGCCAGTTTTCTGGTCGTGTTCAACAGACCTATAAACATTCTGTGC\nCGCGTTTCTTTGTTCCTGAGCATGGCACTATGTTTACTCTTGCGCTTGTTCGTTTTCCGCCTACTGCGAC\nTAAAGAGATTCAGTACCTTAACGCTAAAGGTGCTTTGACTTATACCGATATTGCTGGCGACCCTGTTTTG\nTATGGCAACTTGCCGCCGCGTGAAATTTCTATGAAGGATGTTTTCCGTTCTGGTGATTCGTCTAAGAAGT\nTTAAGATTGCTGAGGGTCAGTGGTATCGTTATGCGCCTTCGTATGTTTCTCCTGCTTATCACCTTCTTGA\nAGGCTTCCCATTCATTCAGGAACCGCCTTCTGGTGATTTGCAAGAACGCGTACTTATTCGCCACCATGAT\nTATGACCAGTGTTTCCAGTCCGTTCAGTTGTTGCAGTGGAATAGTCAGGTTAAATTTAATGTGACCGTTT\nATCGCAATCTGCCGACCACTCGCGATTCAATCATGACTTCGTGATAAAAGATTGAGTGTGAGGTTATAAC\nGCCGAAGCGGTAAAAATTTTAATTTTTGCCGCTGAGGGGTTGACCAAGCGAAGCGCGGTAGGTTTTCTGC\nTTAGGAGTTTAATCATGTTTCAGACTTTTATTTCTCGCCATAATTCAAACTTTTTTTCTGATAAGCTGGT\nTCTCACTTCTGTTACTCCAGCTTCTTCGGCACCTGTTTTACAGACACCTAAAGCTACATCGTCAACGTTA\nTATTTTGATAGTTTGACGGTTAATGCTGGTAATGGTGGTTTTCTTCATTGCATTCAGATGGATACATCTG\nTCAACGCCGCTAATCAGGTTGTTTCTGTTGGTGCTGATATTGCTTTTGATGCCGACCCTAAATTTTTTGC\nCTGTTTGGTTCGCTTTGAGTCTTCTTCGGTTCCGACTACCCTCCCGACTGCCTATGATGTTTATCCTTTG\nAATGGTCGCCATGATGGTGGTTATTATACCGTCAAGGACTGTGTGACTATTGACGTCCTTCCCCGTACGC\nCGGGCAATAATGTTTATGTTGGTTTCATGGTTTGGTCTAACTTTACCGCTACTAAATGCCGCGGATTGGT\nTTCGCTGAATCAGGTTATTAAAGAGATTATTTGTCTCCAGCCACTTAAGTGAGGTGATTTATGTTTGGTG\nCTATTGCTGGCGGTATTGCTTCTGCTCTTGCTGGTGGCGCCATGTCTAAATTGTTTGGAGGCGGTCAAAA\nAGCCGCCTCCGGTGGCATTCAAGGTGATGTGCTTGCTACCGATAACAATACTGTAGGCATGGGTGATGCT\nGGTATTAAATCTGCCATTCAAGGCTCTAATGTTCCTAACCCTGATGAGGCCGCCCCTAGTTTTGTTTCTG\nGTGCTATGGCTAAAGCTGGTAAAGGACTTCTTGAAGGTACGTTGCAGGCTGGCACTTCTGCCGTTTCTGA\nTAAGTTGCTTGATTTGGTTGGACTTGGTGGCAAGTCTGCCGCTGATAAAGGAAAGGATACTCGTGATTAT\nCTTGCTGCTGCATTTCCTGAGCTTAATGCTTGGGAGCGTGCTGGTGCTGATGCTTCCTCTGCTGGTATGG\nTTGACGCCGGATTTGAGAATCAAAAAGAGCTTACTAAAATGCAACTGGACAATCAGAAAGAGATTGCCGA\nGATGCAAAATGAGACTCAAAAAGAGATTGCTGGCATTCAGTCGGCGACTTCACGCCAGAATACGAAAGAC\nCAGGTATATGCACAAAATGAGATGCTTGCTTATCAACAGAAGGAGTCTACTGCTCGCGTTGCGTCTATTA\nTGGAAAACACCAATCTTTCCAAGCAACAGCAGGTTTCCGAGATTATGCGCCAAATGCTTACTCAAGCTCA\nAACGGCTGGTCAGTATTTTACCAATGACCAAATCAAAGAAATGACTCGCAAGGTTAGTGCTGAGGTTGAC\nTTAGTTCATCAGCAAACGCAGAATCAGCGGTATGGCTCTTCTCATATTGGCGCTACTGCAAAGGATATTT\nCTAATGTCGTCACTGATGCTGCTTCTGGTGTGGTTGATATTTTTCATGGTATTGATAAAGCTGTTGCCGA\nTACTTGGAACAATTTCTGGAAAGACGGTAAAGCTGATGGTATTGGCTCTAATTTGTCTAGGAAATAACCG\nTCAGGATTGACACCCTCCCAATTGTATGTTTTCATGCCTCCAAATCTTGGAGGCTTTTTTATGGTTCGTT\nCTTATTACCCTTCTGAATGTCACGCTGATTATTTTGACTTTGAGCGTATCGAGGCTCTTAAACCTGCTAT\nTGAGGCTTGTGGCATTTCTACTCTTTCTCAATCCCCAATGCTTGGCTTCCATAAGCAGATGGATAACCGC\nATCAAGCTCTTGGAAGAGATTCTGTCTTTTCGTATGCAGGGCGTTGAGTTCGATAATGGTGATATGTATG\nTTGACGGCCATAAGGCTGCTTCTGACGTTCGTGATGAGTTTGTATCTGTTACTGAGAAGTTAATGGATGA\nATTGGCACAATGCTACAATGTGCTCCCCCAACTTGATATTAATAACACTATAGACCACCGCCCCGAAGGG\nGACGAAAAATGGTTTTTAGAGAACGAGAAGACGGTTACGCAGTTTTGCCGCAAGCTGGCTGCTGAACGCC\nCTCTTAAGGATATTCGCGATGAGTATAATTACCCCAAAAAGAAAGGTATTAAGGATGAGTGTTCAAGATT\nGCTGGAGGCCTCCACTATGAAATCGCGTAGAGGCTTTACTATTCAGCGTTTGATGAATGCAATGCGACAG\nGCTCATGCTGATGGTTGGTTTATCGTTTTTGACACTCTCACGTTGGCTGACGACCGATTAGAGGCGTTTT\nATGATAATCCCAATGCTTTGCGTGACTATTTTCGTGATATTGGTCGTATGGTTCTTGCTGCCGAGGGTCG\nCAAGGCTAATGATTCACACGCCGACTGCTATCAGTATTTTTGTGTGCCTGAGTATGGTACAGCTAATGGC\nCGTCTTCATTTCCATGCGGTGCATTTTATGCGGACACTTCCTACAGGTAGCGTTGACCCTAATTTTGGTC\nGTCGGGTACGCAATCGCCGCCAGTTAAATAGCTTGCAAAATACGTGGCCTTATGGTTACAGTATGCCCAT\nCGCAGTTCGCTACACGCAGGACGCTTTTTCACGTTCTGGTTGGTTGTGGCCTGTTGATGCTAAAGGTGAG\nCCGCTTAAAGCTACCAGTTATATGGCTGTTGGTTTCTATGTGGCTAAATACGTTAACAAAAAGTCAGATA\nTGGACCTTGCTGCTAAAGGTCTAGGAGCTAAAGAATGGAACAACTCACTAAAAACCAAGCTGTCGCTACT\nTCCCAAGAAGCTGTTCAGAATCAGAATGAGCCGCAACTTCGGGATGAAAATGCTCACAATGACAAATCTG\nTCCACGGAGTGCTTAATCCAACTTACCAAGCTGGGTTACGACGCGACGCCGTTCAACCAGATATTGAAGC\nAGAACGCAAAAAGAGAGATGAGATTGAGGCTGGGAAAAGTTACTGTAGCCGACGTTTTGGCGGCGCAACC\nTGTGACGACAAATCTGCTCAAATTTATGCGCGCTTCGATAAAAATGATTGGCGTATCCAACCTGCA\n\n"
},
{
"path": "galaxy/wrapper/test-data/plotCorrelation_result1.tabular",
"content": "#plotCorrelation --outFileCorMatrix\n\t'bowtie2 test1.bam'\t'bowtie2 test1.bam'\n'bowtie2 test1.bam'\t1.0000\t1.0000\n'bowtie2 test1.bam'\t1.0000\t1.0000\n"
},
{
"path": "galaxy/wrapper/test-data/plotCoverage.metrics",
"content": "Sample\tThreshold\tPercent\nbowtie2 test1.bam\t0\t100.000\nbowtie2 test1.bam\t0\t100.000\nbowtie2 test1.bam\t5\t 1.509\nbowtie2 test1.bam\t5\t 1.509\nbowtie2 test1.bam\t10\t 1.461\nbowtie2 test1.bam\t10\t 1.461\nbowtie2 test1.bam\t20\t 1.406\nbowtie2 test1.bam\t20\t 1.406\n"
},
{
"path": "galaxy/wrapper/test-data/plotCoverage_result1.tabular",
"content": "#plotCoverage --outRawCounts\n#'chr'\t'start'\t'end'\t'bowtie2 test1.bam'\t'bowtie2 test1.bam'\nchrM\t0\t1\t23.0\t23.0\nchrM\t1\t2\t35.0\t35.0\nchrM\t2\t3\t35.0\t35.0\nchrM\t3\t4\t35.0\t35.0\nchrM\t4\t5\t35.0\t35.0\nchrM\t5\t6\t35.0\t35.0\nchrM\t6\t7\t35.0\t35.0\nchrM\t7\t8\t35.0\t35.0\nchrM\t8\t9\t35.0\t35.0\nchrM\t9\t10\t35.0\t35.0\nchrM\t10\t11\t35.0\t35.0\nchrM\t11\t12\t35.0\t35.0\nchrM\t12\t13\t35.0\t35.0\nchrM\t13\t14\t35.0\t35.0\nchrM\t14\t15\t35.0\t35.0\nchrM\t15\t16\t35.0\t35.0\nchrM\t16\t17\t35.0\t35.0\nchrM\t17\t18\t35.0\t35.0\nchrM\t18\t19\t35.0\t35.0\nchrM\t19\t20\t35.0\t35.0\nchrM\t20\t21\t35.0\t35.0\nchrM\t21\t22\t35.0\t35.0\nchrM\t22\t23\t35.0\t35.0\nchrM\t23\t24\t35.0\t35.0\nchrM\t24\t25\t35.0\t35.0\nchrM\t25\t26\t35.0\t35.0\nchrM\t26\t27\t35.0\t35.0\nchrM\t27\t28\t35.0\t35.0\nchrM\t28\t29\t35.0\t35.0\nchrM\t29\t30\t35.0\t35.0\nchrM\t30\t31\t35.0\t35.0\nchrM\t31\t32\t35.0\t35.0\nchrM\t32\t33\t35.0\t35.0\nchrM\t33\t34\t35.0\t35.0\nchrM\t34\t35\t35.0\t35.0\nchrM\t35\t36\t35.0\t35.0\nchrM\t36\t37\t35.0\t35.0\nchrM\t37\t38\t35.0\t35.0\nchrM\t38\t39\t35.0\t35.0\nchrM\t39\t40\t35.0\t35.0\nchrM\t40\t41\t35.0\t35.0\nchrM\t41\t42\t35.0\t35.0\nchrM\t42\t43\t35.0\t35.0\nchrM\t43\t44\t35.0\t35.0\nchrM\t44\t45\t35.0\t35.0\nchrM\t45\t46\t35.0\t35.0\nchrM\t46\t47\t35.0\t35.0\nchrM\t47\t48\t35.0\t35.0\nchrM\t48\t49\t35.0\t35.0\nchrM\t49\t50\t35.0\t35.0\nchrM\t50\t51\t35.0\t35.0\nchrM\t51\t52\t35.0\t35.0\nchrM\t52\t53\t35.0\t35.0\nchrM\t53\t54\t35.0\t35.0\nchrM\t54\t55\t35.0\t35.0\nchrM\t55\t56\t35.0\t35.0\nchrM\t56\t57\t35.0\t35.0\nchrM\t57\t58\t35.0\t35.0\nchrM\t58\t59\t35.0\t35.0\nchrM\t59\t60\t35.0\t35.0\nchrM\t60\t61\t35.0\t35.0\nchrM\t61\t62\t35.0\t35.0\nchrM\t62\t63\t35.0\t35.0\nchrM\t63\t64\t35.0\t35.0\nchrM\t64\t65\t35.0\t35.0\nchrM\t65\t66\t35.0\t35.0\nchrM\t66\t67\t35.0\t35.0\nchrM\t67\t68\t35.0\t35.0\nchrM\t68\t69\t35.0\t35.0\nchrM\t69\t70\t35.0\t35.0\nchrM\t70\t71\t35.0\t35.0\nchrM\t71\t72\t35.0\t35.0\nchrM\t72\t73\t35.0\t35.0\nchrM\t73\t74\t35.0\t35.0\nchrM\t74\t75\t35.0\t35.0\nchrM\t75\t76\t35.0\t35.0\nchrM\t76\t77\t35.0\t35.0\nchrM\t77\t78\t35.0\t35.0\nchrM\t78\t79\t35.0\t35.0\nchrM\t79\t80\t35.0\t35.0\nchrM\t80\t81\t35.0\t35.0\nchrM\t81\t82\t35.0\t35.0\nchrM\t82\t83\t35.0\t35.0\nchrM\t83\t84\t35.0\t35.0\nchrM\t84\t85\t35.0\t35.0\nchrM\t85\t86\t35.0\t35.0\nchrM\t86\t87\t35.0\t35.0\nchrM\t87\t88\t35.0\t35.0\nchrM\t88\t89\t35.0\t35.0\nchrM\t89\t90\t35.0\t35.0\nchrM\t90\t91\t35.0\t35.0\nchrM\t91\t92\t35.0\t35.0\nchrM\t92\t93\t35.0\t35.0\nchrM\t93\t94\t35.0\t35.0\nchrM\t94\t95\t35.0\t35.0\nchrM\t95\t96\t35.0\t35.0\nchrM\t96\t97\t35.0\t35.0\nchrM\t97\t98\t35.0\t35.0\nchrM\t98\t99\t35.0\t35.0\nchrM\t99\t100\t35.0\t35.0\nchrM\t100\t101\t35.0\t35.0\nchrM\t101\t102\t35.0\t35.0\nchrM\t102\t103\t35.0\t35.0\nchrM\t103\t104\t35.0\t35.0\nchrM\t104\t105\t35.0\t35.0\nchrM\t105\t106\t35.0\t35.0\nchrM\t106\t107\t35.0\t35.0\nchrM\t107\t108\t35.0\t35.0\nchrM\t108\t109\t35.0\t35.0\nchrM\t109\t110\t35.0\t35.0\nchrM\t110\t111\t35.0\t35.0\nchrM\t111\t112\t35.0\t35.0\nchrM\t112\t113\t35.0\t35.0\nchrM\t113\t114\t35.0\t35.0\nchrM\t114\t115\t35.0\t35.0\nchrM\t115\t116\t35.0\t35.0\nchrM\t116\t117\t35.0\t35.0\nchrM\t117\t118\t35.0\t35.0\nchrM\t118\t119\t35.0\t35.0\nchrM\t119\t120\t35.0\t35.0\nchrM\t120\t121\t35.0\t35.0\nchrM\t121\t122\t35.0\t35.0\nchrM\t122\t123\t35.0\t35.0\nchrM\t123\t124\t35.0\t35.0\nchrM\t124\t125\t35.0\t35.0\nchrM\t125\t126\t35.0\t35.0\nchrM\t126\t127\t35.0\t35.0\nchrM\t127\t128\t35.0\t35.0\nchrM\t128\t129\t35.0\t35.0\nchrM\t129\t130\t35.0\t35.0\nchrM\t130\t131\t35.0\t35.0\nchrM\t131\t132\t35.0\t35.0\nchrM\t132\t133\t35.0\t35.0\nchrM\t133\t134\t35.0\t35.0\nchrM\t134\t135\t35.0\t35.0\nchrM\t135\t136\t35.0\t35.0\nchrM\t136\t137\t35.0\t35.0\nchrM\t137\t138\t35.0\t35.0\nchrM\t138\t139\t35.0\t35.0\nchrM\t139\t140\t35.0\t35.0\nchrM\t140\t141\t35.0\t35.0\nchrM\t141\t142\t35.0\t35.0\nchrM\t142\t143\t35.0\t35.0\nchrM\t143\t144\t35.0\t35.0\nchrM\t144\t145\t35.0\t35.0\nchrM\t145\t146\t35.0\t35.0\nchrM\t146\t147\t35.0\t35.0\nchrM\t147\t148\t35.0\t35.0\nchrM\t148\t149\t35.0\t35.0\nchrM\t149\t150\t35.0\t35.0\nchrM\t150\t151\t35.0\t35.0\nchrM\t151\t152\t35.0\t35.0\nchrM\t152\t153\t35.0\t35.0\nchrM\t153\t154\t35.0\t35.0\nchrM\t154\t155\t35.0\t35.0\nchrM\t155\t156\t35.0\t35.0\nchrM\t156\t157\t35.0\t35.0\nchrM\t157\t158\t35.0\t35.0\nchrM\t158\t159\t35.0\t35.0\nchrM\t159\t160\t35.0\t35.0\nchrM\t160\t161\t35.0\t35.0\nchrM\t161\t162\t35.0\t35.0\nchrM\t162\t163\t35.0\t35.0\nchrM\t163\t164\t35.0\t35.0\nchrM\t164\t165\t35.0\t35.0\nchrM\t165\t166\t35.0\t35.0\nchrM\t166\t167\t35.0\t35.0\nchrM\t167\t168\t35.0\t35.0\nchrM\t168\t169\t35.0\t35.0\nchrM\t169\t170\t35.0\t35.0\nchrM\t170\t171\t35.0\t35.0\nchrM\t171\t172\t35.0\t35.0\nchrM\t172\t173\t35.0\t35.0\nchrM\t173\t174\t35.0\t35.0\nchrM\t174\t175\t35.0\t35.0\nchrM\t175\t176\t35.0\t35.0\nchrM\t176\t177\t35.0\t35.0\nchrM\t177\t178\t35.0\t35.0\nchrM\t178\t179\t35.0\t35.0\nchrM\t179\t180\t35.0\t35.0\nchrM\t180\t181\t35.0\t35.0\nchrM\t181\t182\t35.0\t35.0\nchrM\t182\t183\t35.0\t35.0\nchrM\t183\t184\t35.0\t35.0\nchrM\t184\t185\t35.0\t35.0\nchrM\t185\t186\t35.0\t35.0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7\t16558\t0.0\t0.0\nchrM\t16558\t16559\t0.0\t0.0\nchrM\t16559\t16560\t0.0\t0.0\nchrM\t16560\t16561\t0.0\t0.0\nchrM\t16561\t16562\t0.0\t0.0\nchrM\t16562\t16563\t0.0\t0.0\nchrM\t16563\t16564\t0.0\t0.0\nchrM\t16564\t16565\t0.0\t0.0\nchrM\t16565\t16566\t0.0\t0.0\nchrM\t16566\t16567\t0.0\t0.0\nchrM\t16567\t16568\t0.0\t0.0\nchrM\t16568\t16569\t0.0\t0.0\n"
},
{
"path": "galaxy/wrapper/test-data/plotEnrichment_output.txt",
"content": "file\tfeatureType\tpercent\tfeatureReadCount\ttotalReadCount\nbowtie2 test1.bam\tup\t100.00\t47\t47\nbowtie2 test1.bam\tdown\t100.00\t47\t47\nbowtie2 test1.bam\tup\t100.00\t47\t47\nbowtie2 test1.bam\tdown\t100.00\t47\t47\n"
},
{
"path": "galaxy/wrapper/test-data/plotFingerprint_quality_metrics.tabular",
"content": "Sample\tAUC\tSynthetic AUC\tX-intercept\tSynthetic X-intercept\tElbow Point\tSynthetic Elbow Point\tJS Distance\tSynthetic JS Distance\t% genome enriched\tdiff. enrichment\tCHANCE divergence\nbowtie2 test1.bam\t0.00493632029863651\t0.481650684757865\t0.984443061605476\t1.1531044350267195e-24\t0.9849408836341008\t0.5232688298112538\tnan\t0.269004498068121\tnan\tnan\tnan\nbowtie2 test1.bam\t0.00493632029863651\t0.481650684757865\t0.984443061605476\t1.1531044350267195e-24\t0.9849408836341008\t0.5232688298112538\t0.0\t0.269004498068121\t0\t0\t0\n"
},
{
"path": "galaxy/wrapper/test-data/plotFingerprint_result2.tabular",
"content": "#plotFingerprint --outRawCounts\n'bowtie2 test1.bam'\t'bowtie2 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{
"path": "galaxy/wrapper/tool-data/deepTools_seqs.loc.sample",
"content": "#This is a sample file distributed with Galaxy that enables tools\n#to use a directory of 2bit genome files for use with deepTools. You will\n#need to supply these files and then create a deepTools_seqs.loc file\n#similar to this one (store it in this directory) that points to\n#the directories in which those files are stored. The deepTools_seqs.loc\n#file has this format:\n#\n#\t\t\n#\n#So, for example, if your deepTools_seqs.loc began like this:\n#\n#hg18\tHuman (Homo sapiens): hg18\t/depot/data2/galaxy/twobit/hg18.2bit\n#hg19\tHuman (Homo sapiens): hg19\t/depot/data2/galaxy/twobit/hg19.2bit\n#mm9\tMouse (Mus musculus): mm9\t/depot/data2/galaxy/twobit/mm9.2bit\n#\n#then your /depot/data2/galaxy/twobit/ directory\n#would need to contain the following 2bit files:\n#\n#-rw-r--r-- 1 james universe 830134 2005-09-13 10:12 hg18.2bit\n#-rw-r--r-- 1 james universe 527388 2005-09-13 10:12 hg19.2bit\n#-rw-r--r-- 1 james universe 269808 2005-09-13 10:12 mm9.2bit\n#\n#Your deepTools_seqs.loc file should include an entry per line for \n#each file you have stored that you want to be available. Note that \n#your files should all have the extension '2bit'.\n#\n#Please note that the is also used as \"Species name abbreviation\".\n"
},
{
"path": "galaxy/wrapper/tool-data/lastz_seqs.loc.sample",
"content": "#This is a sample file distributed with Galaxy that enables tools\n#to use a directory of 2bit genome files for use with deepTools. \n#This file is named lastz_seqs.loc file to make use of an already existing loc\n#file from the lastz tool that is created by the twobit data-manager.\n#You will need to supply these files and then create a lastz_seqs.loc file\n#similar to this one (store it in this directory) that points to\n#the directories in which those files are stored. The lastz_seqs.loc\n#file has this format:\n#\n#\t\t\n#\n#So, for example, if your lastz_seqs.loc began like this:\n#\n#hg18\tHuman (Homo sapiens): hg18\t/depot/data2/galaxy/twobit/hg18.2bit\n#hg19\tHuman (Homo sapiens): hg19\t/depot/data2/galaxy/twobit/hg19.2bit\n#mm9\tMouse (Mus musculus): mm9\t/depot/data2/galaxy/twobit/mm9.2bit\n#\n#then your /depot/data2/galaxy/twobit/ directory\n#would need to contain the following 2bit files:\n#\n#-rw-r--r-- 1 james universe 830134 2005-09-13 10:12 hg18.2bit\n#-rw-r--r-- 1 james universe 527388 2005-09-13 10:12 hg19.2bit\n#-rw-r--r-- 1 james universe 269808 2005-09-13 10:12 mm9.2bit\n#\n#Your lastz_seqs.loc file should include an entry per line for \n#each file you have stored that you want to be available. Note that \n#your files should all have the extension '2bit'.\n#\n#Please note that the is also used as \"Species name abbreviation\".\n"
},
{
"path": "galaxy/wrapper/tool_data_table_conf.xml.sample",
"content": "\n\n \n
\n value, name, path\n \n
\n\n"
},
{
"path": "gallery/Whyte_TypicalEnhancers_ESC.bed",
"content": "chr1\t3052873\t3053282\tNO\t0\nchr1\t3472669\t3473522\tNO\t34.6318\nchr1\t3638904\t3639380\tNO\t12.7092\nchr1\t3904119\t3904709\tNO\t0\nchr1\t4845264\t4846195\tNO\t576.3821\nchr1\t4960611\t4962888\tNO\t1076.1102\nchr1\t5222189\t5223267\tNO\t71.3636\nchr1\t6049015\t6049725\tNO\t0\nchr1\t6107491\t6108040\tNO\t0\nchr1\t6132850\t6133403\tNO\t32.5717\nchr1\t6272179\t6272970\tNO\t50.1494\nchr1\t6437829\t6448675\tNO\t258.1348\nchr1\t7037012\t7037978\tNO\t0\nchr1\t7302612\t7309926\tNO\t0\nchr1\t7441519\t7442268\tNO\t96.1716\nchr1\t7581226\t7581763\tNO\t83.5035\nchr1\t7661434\t7662103\tNO\t97.3395\nchr1\t7722739\t7723268\tNO\t0\nchr1\t8486218\t8486952\tNO\t40.737\nchr1\t8571914\t8572590\tNO\t28.9328\nchr1\t9314031\t9314489\tNO\t0\nchr1\t9432801\t9433488\tNO\t17.3811\nchr1\t9691815\t9692699\tNO\t0\nchr1\t9879468\t9879956\tNO\t53.9728\nchr1\t9942818\t9943679\tNO\t0\nchr1\t10021675\t10022274\tNO\t118.0629\nchr1\t10466693\t10467388\tNO\t0\nchr1\t10640603\t10641071\tNO\t0\nchr1\t10842815\t10843639\tNO\t61.3056\nchr1\t10868036\t10868913\tNO\t212.4971\nchr1\t11072111\t11072649\tNO\t0\nchr1\t11241067\t11241789\tNO\t0\nchr1\t11267721\t11268482\tNO\t231.2679\nchr1\t11320098\t11320819\tNO\t178.7359\nchr1\t11385794\t11386514\tNO\t418.968\nchr1\t11457084\t11457674\tNO\t85.255\nchr1\t11491568\t11492323\tNO\t145.4885\nchr1\t11738375\t11739038\tNO\t198.3696\nchr1\t12015761\t12016316\tNO\t0\nchr1\t12634697\t12635056\tNO\t0\nchr1\t12681792\t12682608\tNO\t0\nchr1\t12734270\t12735431\tNO\t419.4693\nchr1\t12752935\t12753804\tNO\t269.6507\nchr1\t12780984\t12781768\tNO\t57.8592\nchr1\t12797560\t12804921\tNO\t2502.74\nchr1\t13117753\t13122691\tNO\t1423.6254\nchr1\t13445648\t13446181\tNO\t87.7318\nchr1\t13650476\t13651156\tNO\t3075.504\nchr1\t13928434\t13928802\tNO\t0\nchr1\t13990867\t13991729\tNO\t6.3788\nchr1\t14179691\t14180109\tNO\t0\nchr1\t14215552\t14215951\tNO\t0\nchr1\t14282354\t14282974\tNO\t189.72\nchr1\t14302611\t14303160\tNO\t0\nchr1\t14410966\t14411574\tNO\t41.5872\nchr1\t15639832\t15640186\tNO\t43.6128\nchr1\t15742536\t15743092\tNO\t0\nchr1\t15779114\t15782330\tNO\t1743.3936\nchr1\t16120021\t16120876\tNO\t86.355\nchr1\t17240520\t17241384\tNO\t138.24\nchr1\t18629342\t18629933\tNO\t0\nchr1\t19097270\t19097775\tNO\t0\nchr1\t20750154\t20751979\tNO\t40.3325\nchr1\t20857230\t20858235\tNO\t679.6815\nchr1\t20898386\t20899264\tNO\t892.1358\nchr1\t20944720\t20945563\tNO\t208.221\nchr1\t20964636\t20965477\tNO\t47.6006\nchr1\t21221645\t21222295\tNO\t231.92\nchr1\t21245995\t21247131\tNO\t3137.7456\nchr1\t21389973\t21390511\tNO\t102.5966\nchr1\t22367026\t22367830\tNO\t249.5616\nchr1\t22473360\t22474157\tNO\t464.7307\nchr1\t24049730\t24050217\tNO\t0\nchr1\t24099565\t24100262\tNO\t0\nchr1\t25238625\t25239152\tNO\t84.3727\nchr1\t25518154\t25518498\tNO\t0\nchr1\t26286439\t26287128\tNO\t54.1554\nchr1\t26584585\t26585081\tNO\t27.3296\nchr1\t30861675\t30862338\tNO\t14.4534\nchr1\t30904333\t30905101\tNO\t0\nchr1\t30924449\t30924998\tNO\t0\nchr1\t31290349\t31290965\tNO\t0\nchr1\t33163168\t33163664\tNO\t0\nchr1\t33551369\t33561654\tNO\t0\nchr1\t33887433\t33887804\tNO\t0\nchr1\t34000492\t34001053\tNO\t249.3084\nchr1\t34063557\t34064527\tNO\t1478.571\nchr1\t34159855\t34161282\tNO\t2301.751\nchr1\t34196907\t34197964\tNO\t274.9257\nchr1\t34525361\t34525724\tNO\t28.4592\nchr1\t34603897\t34604333\tNO\t0\nchr1\t34940572\t34941057\tNO\t51.604\nchr1\t35289280\t35290169\tNO\t252.9205\nchr1\t35754400\t35755344\tNO\t0\nchr1\t35806834\t35807419\tNO\t0\nchr1\t35868073\t35868772\tNO\t0\nchr1\t35898377\t35898968\tNO\t0\nchr1\t36001014\t36001732\tNO\t361.2258\nchr1\t36296870\t36297624\tNO\t364.8606\nchr1\t36831255\t36831753\tNO\t0\nchr1\t36860708\t36861535\tNO\t1440.7167\nchr1\t36890636\t36891439\tNO\t209.1012\nchr1\t36955484\t36956118\tNO\t256.453\nchr1\t37019625\t37020225\tNO\t261.6\nchr1\t37186715\t37187343\tNO\t41.762\nchr1\t37269071\t37269695\tNO\t207.4176\nchr1\t37700520\t37701231\tNO\t0\nchr1\t37984898\t37985741\tNO\t204.9333\nchr1\t38013314\t38013944\tNO\t0\nchr1\t38115101\t38115869\tNO\t286.2336\nchr1\t38348198\t38348869\tNO\t23.1495\nchr1\t38376527\t38377170\tNO\t0\nchr1\t38678680\t38679130\tNO\t84.105\nchr1\t38853518\t38854158\tNO\t0\nchr1\t38880678\t38881404\tNO\t198.4158\nchr1\t38900046\t38900614\tNO\t0\nchr1\t38926075\t38926769\tNO\t193.2096\nchr1\t38960832\t38961217\tNO\t62.4855\nchr1\t39179440\t39180053\tNO\t133.7566\nchr1\t39321366\t39321728\tNO\t22.2992\nchr1\t39584819\t39585715\tNO\t0\nchr1\t39757369\t39758030\tNO\t72.5117\nchr1\t39959153\t39960298\tNO\t504.3725\nchr1\t39980543\t39981011\tNO\t237.6036\nchr1\t40414471\t40415069\tNO\t27.209\nchr1\t40736684\t40737424\tNO\t0\nchr1\t40986225\t40986740\tNO\t0\nchr1\t41197250\t41197858\tNO\t28.0896\nchr1\t41446997\t41447562\tNO\t0\nchr1\t42115143\t42115930\tNO\t64.9275\nchr1\t42243142\t42243550\tNO\t0\nchr1\t42781554\t42782151\tNO\t0\nchr1\t42970362\t42970910\tNO\t0\nchr1\t43877270\t43877998\tNO\t153.4624\nchr1\t43956286\t43956541\tNO\t2.6265\nchr1\t44624882\t44625501\tNO\t41.2873\nchr1\t44670037\t446705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},
{
"path": "pyproject.toml",
"content": "[build-system]\nrequires = [\n \"setuptools\"\n]\n\n[project]\nname = \"deepTools\"\nversion = \"3.5.6\"\nauthors = [\n {name=\"Fidel Ramirez\"},\n {name=\"Devon P Ryan\"},\n {name=\"Björn Grüning\"},\n {name=\"Friederike Dündar\"},\n {name=\"Sarah Diehl\"},\n {name=\"Vivek Bhardwaj\"},\n {name=\"Fabian Kilpert\"},\n {name=\"Andreas S Richter\"},\n {name=\"Steffen Heyne\"},\n {name=\"Thomas Manke\"},\n {email=\"bioinfo-core@ie-freiburg.mpg.de\"}\n]\nrequires-python = \"> 3.8\"\ndependencies = [\n \"numpy >= 2.0.0\",\n \"scipy >= 0.17.0\",\n \"matplotlib >= 3.5.0\",\n \"pysam >= 0.14.0\",\n \"numpydoc >= 0.5\",\n \"pyBigWig >= 0.2.1\",\n \"py2bit >= 0.2.0\",\n \"plotly >= 4.9\",\n \"deeptoolsintervals >= 0.1.8\"\n]\ndescription = \"Useful tools for exploring deep sequencing data.\"\nlicense = {file = \"LICENSE.txt\"}\nclassifiers = [\n \"Intended Audience :: Science/Research\",\n \"Topic :: Scientific/Engineering :: Bio-Informatics\"\n]\nreadme = \"README.rst\"\n[project.optional-dependencies]\nactions = [\n \"flake8\",\n \"pytest\",\n \"twine\",\n \"build\",\n \"planemo\"\n]\n[project.urls]\nhomepage = \"https://pypi.python.org/pypi/deepTools/\"\ndocumentation = \"https://deeptools.readthedocs.io/en/latest/\"\nrepository = \"https://github.com/deeptools/deepTools\"\n\n[tool.setuptools]\npackages = [\"deeptools\"]\n\n[project.scripts]\nalignmentSieve = \"deeptools.alignmentSieve:main\"\nbamCompare = \"deeptools.bamCompare:main\"\nbamCoverage = \"deeptools.bamCoverage:main\"\nbamPEFragmentSize = \"deeptools.bamPEFragmentSize:main\"\nbigwigAverage = \"deeptools.bigwigAverage:main\"\nbigwigCompare = \"deeptools.bigwigCompare:main\"\ncomputeGCBias = \"deeptools.computeGCBias:main\"\ncomputeMatrix = \"deeptools.computeMatrix:main\"\ncomputeMatrixOperations = \"deeptools.computeMatrixOperations:main\"\ncorrectGCBias = \"deeptools.correctGCBias:main\"\ndeeptools = \"deeptools.deeptools_list_tools:main\"\nestimateReadFiltering = \"deeptools.estimateReadFiltering:main\"\nestimateScaleFactor = \"deeptools.estimateScaleFactor:main\"\nmultiBamSummary = \"deeptools.multiBamSummary:main\"\nmultiBigwigSummary = \"deeptools.multiBigwigSummary:main\"\nplotCorrelation = \"deeptools.plotCorrelation:main\"\nplotCoverage = \"deeptools.plotCoverage:main\"\nplotEnrichment = \"deeptools.plotEnrichment:main\"\nplotFingerprint = \"deeptools.plotFingerprint:main\"\nplotHeatmap = \"deeptools.plotHeatmap:main\"\nplotPCA = \"deeptools.plotPCA:main\"\nplotProfile = \"deeptools.plotProfile:main\"\n"
},
{
"path": "scripts/convertChromsBigWig.py",
"content": "#!/usr/bin/env python\n\nimport sys\nimport pyBigWig\nimport requests\nimport re\nimport argparse\nfrom argparse import RawTextHelpFormatter\nimport itertools\n\n\ndef parse_arguments(defaults):\n parser = argparse.ArgumentParser(description='Convert chromosome names for bigwig files between ensembl, gencode and UCSC naming schemes\\n' +\n \"Per default it writes to the same location as original file, however with a modified filename:\\n\" +\n \"eg. test.bw --> test.[toFormat]_chroms.bw\\n\" +\n \"Change this with the -o option!\\n\\n\" +\n \"Mapping tables are taken from https://github.com/dpryan79/ChromosomeMappings\\n\\n\" +\n \"Provided mapping options need to exactly match an existing file\\n\" +\n \"[GENOME]_[FROM_FORMAT]2[TO_FORMAT].txt in this repo!\",\n usage='$ convertChroms BIGWIG', formatter_class=RawTextHelpFormatter)\n\n parser.add_argument('bw_in_filename',\n metavar='BIGWIG',\n help='bigwig file that will be converted')\n\n parser.add_argument('--genome', '-g',\n action='store',\n dest='genome',\n help='Genome version of original bigwig \\n' +\n '(GRCm37|GRCm38|GRCh37|GRCh38|BDGP6|dm3|GRCz10|GRCz11|\\n' +\n 'JGI_4.2|MEDAKA1|R64-1-1|WBcel235|Zv9|galGal4|rn5|rn6)\\n' +\n '(default: %(default)s)',\n default=defaults[\"genome\"])\n\n parser.add_argument('--fromFormat', '-f',\n action='store',\n dest='from_format',\n help='Chr naming format of original bigwig (ensembl|gencode|UCSC) (default: %(default)s)',\n default=defaults[\"fromFormat\"])\n\n parser.add_argument('--toFormat', '-t',\n action='store',\n dest='to_format',\n help='Chr naming format of converted bigwig (ensembl|gencode|UCSC) (default: %(default)s)',\n default=defaults[\"toFormat\"])\n\n parser.add_argument('--outFileName', '-o',\n action='store',\n dest='bw_out_filename',\n help='Chr naming format of converted bigwig (ensembl|gencode|UCSC) (default: %(default)s)',\n default=defaults[\"bw_out_filename\"])\n\n parser.add_argument('--baseURL', '-u',\n action='store',\n dest='base_url',\n help='base url where the mapping tables can be found (default: %(default)s)\\n' +\n 'Local files can be given with \\'file://[BASE_DIR]/\\'',\n default=defaults[\"base_url\"])\n\n parser.add_argument('--verbose', '-v',\n action='store_true',\n dest='verbose',\n help='Be more verbose where possible (default: %(default)s)',\n default=defaults[\"verbose\"])\n\n return parser\n\n\ndef get_chromosome_mapping(genome=\"GRCm38\", from_format=\"ensembl\", to_format=\"UCSC\", verbose=True, base_url='https://raw.githubusercontent.com/dpryan79/ChromosomeMappings/master/'):\n \"\"\"\n creates a dict with chromosome name mappings according to provided conversion formats\n\n default base URL access a github repo with conversion files,\n but you can also give eg. a path to local directory\n \"\"\"\n mapping_file = genome + '_' + from_format + '2' + to_format + '.txt'\n\n if re.match('^file:[/]+.*', base_url):\n base_url = re.sub(\"file:[/]*(/.*)\", \"\\\\1\", base_url)\n\n if verbose:\n print(\"load mapping table (\" + mapping_file + ') from ' + base_url)\n\n tab = None\n\n if re.match('^https?://.*', base_url):\n try:\n r = requests.get(base_url + '/' + mapping_file)\n r.raise_for_status()\n except requests.exceptions.RequestException as e:\n print(\"\\n\", e, \"\\n\\nPlease provide correct name (GENOME, FROM_FORMAT, TO_FORMAT) for a mapping table!\\n\")\n sys.exit(1)\n tab = r.text\n elif re.match('^[/]+.*', base_url):\n try:\n tab = open(base_url + '/' + mapping_file).read()\n except IOError as e:\n print(\"\\n\", e, \"\\n\\nPlease provide a correct name (GENOME, FROM_FORMAT, TO_FORMAT) for a mapping table!\\n\")\n sys.exit(1)\n else:\n print(\"\\nPlease provide a correct BASE_URL for a mapping table!\\n\")\n sys.exit(1)\n\n mapping_table = {}\n for ent in tab.split(\"\\n\"):\n if len(ent) == 0:\n continue\n pair = ent.split(\"\\t\")\n if (len(pair[1]) <= 0):\n # if (verbose):\n # print(\"skip chrom \\'\" + pair[0] + \"\\' - cannot be mapped to \"+to_format)\n continue\n mapping_table[pair[0]] = pair[1]\n\n return mapping_table\n\n\ndef convert_bigwig(mapping_table, bw_in_filename, bw_out_filename, verbose=False):\n \"\"\"\n convert chromosome names of a bigwig file according to given mapping_table\n\n it checks which chromosome names that can correctly mapped, all other chromosomes are skipped\n \"\"\"\n bw = pyBigWig.open(bw_in_filename)\n curr_chroms = bw.chroms()\n\n final_mapping_table = {}\n new_chroms = {}\n\n for c in curr_chroms:\n if c not in mapping_table:\n if (verbose):\n print(\"skip original chrom \\'\" + c + \"\\' - cannot be found in mapping table! Right GENOME & FROM_FORMAT?\")\n continue\n final_mapping_table[c] = mapping_table[c]\n new_chroms[mapping_table[c]] = curr_chroms[c]\n\n if (len(new_chroms) <= 0):\n print(\"No chromosomes found for mapping! Wrong 'FROM_FORMAT'?\")\n sys.exit(1)\n\n bw_out = pyBigWig.open(bw_out_filename, \"w\")\n bw_out.addHeader(list(new_chroms.items()))\n\n for c in final_mapping_table:\n c_int = bw.intervals(c)\n c_map = final_mapping_table[c]\n if verbose:\n print(\"convert chromosome: \", c, \" --> \", c_map)\n bw_out.addEntries(list(itertools.repeat(c_map, len(c_int))), [x[0] for x in c_int], ends=[x[1] for x in c_int], values=[x[2] for x in c_int])\n\n bw_out.close()\n bw.close()\n\n if (verbose):\n print(\"\\nbigwig conversion finished!\\n\")\n\n\ndef main(args=None):\n\n defaults = {\n 'genome': 'GRCm38',\n 'fromFormat': 'ensembl',\n 'toFormat': 'UCSC',\n 'verbose': False,\n 'bw_out_filename': None,\n 'base_url': 'https://raw.githubusercontent.com/dpryan79/ChromosomeMappings/master/'\n }\n\n args = parse_arguments(defaults).parse_args(args)\n\n bw_out_filename = args.bw_out_filename\n if args.bw_out_filename is None:\n bw_out_filename = re.sub(r\"(.[^\\.]+)$\", \".%s\\\\1\" % (args.to_format + \"_chroms\"), args.bw_in_filename)\n print(\"\\noutput_file: \" + bw_out_filename)\n\n mapping_table = get_chromosome_mapping(genome=args.genome, from_format=args.from_format, to_format=args.to_format, verbose=args.verbose, base_url=args.base_url)\n\n convert_bigwig(mapping_table, args.bw_in_filename, bw_out_filename, args.verbose)\n\n\nif __name__ == \"__main__\":\n args = None\n if len(sys.argv) == 1:\n args = [\"--help\"]\n main(args)\n"
},
{
"path": "scripts/mappabilityBigWig_to_unmappableBed.sh",
"content": "#!/usr/bin/sh\n\n/package/UCSCTools/bigWigToBedGraph $1 _temp.bed\ncat _temp.bed | perl -lane '$id+=1; if($F[3]<1) { print \"$F[0]\\t$F[1]\\t$F[2]\\tunmap_$id\\t0\"}' | /package/BEDTools/bin/mergeBed > $2\nrm _temp.bed\n"
},
{
"path": "scripts/split_bed_into_multiple_files.py",
"content": "#!/usr/bin/env python\n# -*- coding: utf-8 -*-\n\n\"\"\"\nThis script is use to split a bed file into\nsmaller beds following the convention that I introduced\nin which a # indicates a group in the bed file\n\nEach bed group is saved under a different name\ncorresponding to the name of the group\n\nUseful to split the results of heatmapper when the clustering\noption is used.\n\n:Authors: fidel.ramirez@gmail.com\n\"\"\"\n\nimport sys\n\ni = 0\ntempArray = []\n\nfor line in sys.stdin:\n if line[0] == '#':\n clusterName = line[1:].strip()\n tempArray.append(\"#\" + clusterName + \"\\n\")\n open(clusterName + \".bed\", 'w').write(\"\".join(tempArray))\n tempArray = []\n continue\n\n tempArray.append(line)\n\nif len(tempArray) > 0:\n clusterName = \"no_name\"\n open(clusterName + \".bed\", 'w').write(\"\".join(tempArray))\n"
}
]